From 0fb9052c7ac2d21fdb4fd90aff3cc65d7d8fc6ea Mon Sep 17 00:00:00 2001
From: akx <akx@iki.fi>
Date: Sun, 24 Sep 2023 18:25:03 +0000
Subject: [PATCH] =?UTF-8?q?Deploying=20to=20gh-pages=20from=20@=20koodikli?=
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yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Konsulttitalossa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Infrastruktuuri-/kapasiteettipalvelut","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Konsulttitalossa",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Konsulttitalossa",{"type":"number","value":"nan"},"Konsultointi + tuote hybridifirmassa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa",{"type":"number","value":"nan"},"Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalo, core-bisnes fyysisiss\u00e4 tuotteissa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","teollisuus","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Useita pienempi\u00e4 asiakasprojekteja.","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa",{"type":"number","value":"nan"},"Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Julkinen tai kolmas sektori",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","WordPress-projekteja","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},"Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa",{"type":"number","value":"nan"},"Julkinen tai kolmas 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kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"Omasta tahdosta p\u00e4\u00e4osin toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan 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et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","kerran kuussa toimistolla firman piikkiin","P\u00e4\u00e4osin tai kokonaan toimistolla",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Omasta valinnasta 99% toimistolla",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Saa tehd\u00e4 ty\u00f6t miten haluaa, vaikka kokonaan et\u00e4n\u00e4, mutta itse pid\u00e4n toimistolla ty\u00f6skentelemisest\u00e4 joten olen siell\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Toimistolle menoa ei velvoiteta, mutta k\u00e4yn siell\u00e4 silti l\u00e4hes p\u00e4ivitt\u00e4in","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Full remote, vapaus k\u00e4ytt\u00e4\u00e4 toimistoa jos haluaa","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan toimistolla",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","T\u00e4ysin vapaa j\u00e4rjestely, ei rajoituksia.","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","jos toimistolla k\u00e4yn niin 1-2 pv viikossa","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Ei paikallaolovelvoitetta, mutta yleens\u00e4 kolme p\u00e4iv\u00e4\u00e4 viikosta toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla",{"type":"number","value":"nan"},"P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 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Optioilla voi todenn\u00e4k\u00f6isesti pyyhki\u00e4 nen\u00e4\u00e4 l\u00e4hitulevaisuudessa.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Optiot",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"50% laskutuksesta provikkana + henkil\u00f6st\u00f6rahasto",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Mahdollisuus valita kiinte\u00e4n kk palkan tai provision v\u00e4lilt\u00e4. Provisio tapauksessa palkka on noin 500 EUR pienempi ja provision vaikutus 0-900 EUR sen mukaan kuinka paljon on 80% laskutusasteen ylitt\u00e4vi\u00e4 laskutettavia tunteja.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Palkka",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"+ optiot",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Palkka (jonka tulisi olla about markkinantasoista) plus 50% tietyn rajan yli menev\u00e4st\u00e4 tuloksesta jaetaan tasan ty\u00f6ntekij\u00f6ille kyseisen vuoden ty\u00f6skentelykuukausien perusteella. En ole viel\u00e4 ollut talossa niin kauaa ett\u00e4 olisin saanut ensimm\u00e4ist\u00e4 bonusta, joten ilmoittamani palkat ovat nyt peruspalkkoja.",{"type":"number","value":"nan"},"Provisio 45% + asiakastyytyv\u00e4isyysbonus v\u00e4lilt\u00e4 0-500 \u20ac per kk",{"type":"number","value":"nan"},"rahaa ja l\u00e4mmint\u00e4 k\u00e4tt\u00e4",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Optioita 4 vuoden vestauksella",{"type":"number","value":"nan"},"Osakkeet",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"osakkeita",{"type":"number","value":"nan"},"kiinte\u00e4 kk-palkka + max. 10% bonus",{"type":"number","value":"nan"},"0-400\u20ac kuukausipalkasta osakkeita ja saman verran optioita, kerrytet\u00e4\u00e4n 6kk ja ostetaan markkinahintaan","Optioita tulee edellisen rahoituskierroksen valuaation pohjalta n. 4000e/kk",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"+ Optiot, n +400e lis\u00e4\u00e4 kuussa nykyarvostuksella",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Peruspalkka + RSU + bonus",{"type":"number","value":"nan"},"osinkoa tuloksen mukaan, n. 40k vuodessa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Peruspalkka 4800e jonka p\u00e4\u00e4lle pieni provisio laskutuksesta",{"type":"number","value":"nan"},"Bonusta saa jos t\u00e4ysiaikaisena ja ty\u00f6skennellyt tietyn aikaa ja firma tehnyt tulosta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"peruspalkka + compdev bonus + yksik\u00f6n tulokseen pohjautuva bonus + onsite bonus",{"type":"number","value":"nan"},"Maksutta saatu omistusosuus startupista 4v vestingill\u00e4",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Kiinte\u00e4 kuukausi palkka ja laskutuksesta ylij\u00e4\u00e4m\u00e4 maksetaan bonuksia ",{"type":"number","value":"nan"},"Optioita","Ei muuta","Pohjapalkka + laskutusbonus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Optiot ja bonukset k\u00e4yt\u00f6ss\u00e4 mutta realisoituminen sitte toinen asia.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Tuote alkuvaiheessa, riski iso, mutta my\u00f6s osuus firmasta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Optiot",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Peruspalkka 4000 e/kk + osuus laskutuksesta \"bonuksena\"","Optiot",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Provisio + asiakastyytyv\u00e4isyys-bonus + liidi- ja rekry-bonukset",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Osakkeita &amp; Osinkoja",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Kk-palkka on laskutusperusteinen, jossa mahdollinen pidempi penkkiaika tiputtaa tuloja reippaasti.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Vuosibonusmalli tulossa, osakeannissa mahdollisuus osakkuuteen",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Bonukset",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"82.5k base\n12.5k rsu\n14k allekirjoitusbonus\n4k muuttobonus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Peruspalkka, vuosibonus, RSU:t, pienenpi\u00e4 bonuksia",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Vuosittainen firman ja yksil\u00f6n performanssiin perustuva bonus muodostaa isohkon osan kokonaiskompensaatiosta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"palkka, osingot, palkkiorahasto, el\u00e4kkeell\u00e4 lis\u00e4ksi el\u00e4kevakuutus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Osakkeita yms.. on saatavilla.",{"type":"number","value":"nan"},"Varmaan t\u00e4\u00e4ll\u00e4 joku bonussysteemi on kuitenkin","Palkka + Max 1,5 kk bonus (sidottu firman tulokseen)",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Peruspalkka + Vuosibonukset + Osakeoptiot. Optioita en laskenut vuosituloihin",{"type":"number","value":"nan"},"Osakeoptioita",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Henkil\u00f6kohtainen palkanlis\u00e4 + bonus firman tuloksesta ",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Bonuksia joskus","Vakiopalkka + kuukausittainen kiinte\u00e4 bonus erikoisteht\u00e4v\u00e4n takia.","Erillinen osakeohjelma jolla ei vaikutusta palkkaan","Optiota saa perus palkan p\u00e4\u00e4lle",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Peruspalkka+15%vuosibonus+osakkeita","75k pohja, 12k autoetu, = 87k \"varma pohjapalkka\" + jo maksetut 15k signing bonus eka vuos + 6k (nettona kai) relokaatiobonuksen k\u00e4teisosuus.\n\nSign-on stock grant $40k/4v = $10k/v, bonukset hyvin monimutkaisella kaavalla noin 46k\u20ac vuodessa +-5k ehk\u00e4. Todn\u00e4k saan kenk\u00e4\u00e4 ennen kun total com tippuu alle 120k/vuosi. Pari kertaa vuodessa kuulemma pit\u00e4isi saada lis\u00e4\u00e4 osakkeita jonain \"refresherein\u00e4,\" en n\u00e4ist\u00e4 viel\u00e4 tied\u00e4 tarkemmin.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"ei lomarahoja","Optio-ohjelma",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Vuosibonus on kk-palkan kerrannainen (0-5) mutta ei ole viel\u00e4 kokemusta lyhyen ty\u00f6suhteen takia joten en osaa sanoa mit\u00e4 k\u00e4yt\u00e4nn\u00f6ss\u00e4 tulee.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"autoetu lis\u00e4ksi",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Osakeoptio-ohjelma, 4-vuoden vesting, lopputulos ~0.1% firman osakekannasta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Puolivuosittainen omaan ja koko korporaation tulokseen pohjautuva rahabonus, noin 20% kuukausipalkasta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"L\u00e4hes kuukausittainen ELA-bonus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"metrics based bonus model once a year ~1 month salary",{"type":"number","value":"nan"},"Peruspalkka + provisio",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Koeajan j\u00e4lkeen 2-3k bonus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"5% firman osinkoa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Palkan lis\u00e4ksi tulee optioita perus startup tyylisesti 4v cliffill\u00e4.",{"type":"number","value":"nan"},"vapaa-autoetu ja paljon muita pieni\u00e4 (osa verotettavia) etuja","Nimellisi\u00e4 optioita ",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"50% laskutuksesta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Osakkeet + palkka",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Osakkeet, kuntosalij\u00e4senyys, ylim\u00e4\u00e4r\u00e4inen lomaviikko ",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Puolivuosittain maksettava bonus firman tuloksen perusteella, vaihtelevia korvauksia esim. on-call -hommista",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"5% vuosipalkasta on oletusbonus","Laskutusperustainen palkka + asiakastyytyv\u00e4isyysbonus",{"type":"number","value":"nan"},"optioita, joiden arvo selvi\u00e4\u00e4 tulevaisuudessa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"optiot, ty\u00f6suhdeauto, oma toimisto kodin vierest\u00e4, vakuutus, gadget budjetti",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Perus bonusmalli miten eli firma suoriutuu, ei voi k\u00e4yt\u00e4nn\u00f6ss\u00e4 itse vaikuttaa sen suuruuteen. Ylit\u00f6it\u00e4, y\u00f6t\u00f6it\u00e4 ja varallaoloa jotka nostavat kuukausiansion todellisuudessa ~4000-5000e/kk.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"osakkeita",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"peruspalkka + satunnainen vuosibonus",{"type":"number","value":"nan"},"Osakkeita palkan lis\u00e4ksi",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"53% laskutuksesta ",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"v\u00e4hemmist\u00f6osakkuus",{"type":"number","value":"nan"},"Minimaaliset osakkeet, ei vaikutusta mihink\u00e4\u00e4n",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"brutto on ~50% laskutuksesta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"50% toteutuneesta laskutuksesta tai eritt\u00e4in reilu takuupalkka.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Palkka valtaosa tuloista. Vuosittainen tulospohjainen bonari, v\u00e4h\u00e4n osinkoja, kaikki lounasedut ja sen semmoiset.",{"type":"number","value":"nan"},"palkka + satunnainen bonus max kerran vuodessa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"75/25 rahaa/optioita","Kiinte\u00e4 kk-palkka ja osakkeita","Vuosittaiset bonukset rahana sek\u00e4 erikseen vuosittaiset RSU:t palkanlis\u00e4n\u00e4 (rajoitettuja osakeoikeuksia) ",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Pohjapalkka + provisio. Itsell\u00e4 ollut paljon sairaslomia yms. mitk\u00e4 vaikuttavat my\u00f6s kompensaatioon.","Osakeanti ty\u00f6ntekij\u00f6ille","Osuuskunta osuus","Mahdollisuus ostaa yrityksen osakkeita, joista saa osinkoa","Optio-paketti.",{"type":"number","value":"nan"},"Firman kasvuprosentista johdettu kerroin * 1k\u20ac. Vaihteluv\u00e4li siis 0..1000\u20ac/kk, toteutuma t\u00e4ll\u00e4 hetkell\u00e4 n. 400-500.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Kuukausipalkka + p\u00e4ivystyskorvaukset + osingot",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Osakkeita/Optioita",{"type":"number","value":"nan"},"Kuukausipalkka. My\u00f6s osakkeista pit\u00e4isi tulla osinkoja, mutta en ole ollut osakkeenomistajana viel\u00e4 kokonaista tilikautta joten n\u00e4ist\u00e4 tuleva raha on viel\u00e4 mysteeri",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Ei ole",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"10.5% el\u00e4kemaksu palkan p\u00e4\u00e4lle (australialainen k\u00e4yt\u00e4nt\u00f6) sek\u00e4 ESOP","sitten on pieni m\u00e4\u00e4r\u00e4 osakkeita, joista olen joutunut rahalla maksamaan","Osakkeet, vuosibonus (koko firmalle sama), open source ty\u00f6 (palkan p\u00e4\u00e4lle)",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Palkka, bonukset, ei musta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Massia tulee, kunhan hoitaa.hommansa",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"lis\u00e4ksi henkil\u00f6st\u00f6n osakes\u00e4\u00e4st\u00f6ohjelma",{"type":"number","value":"nan"},"Kuukausipalkasta 3% osakkeina",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Optiot listaamattomasta yrityksest\u00e4",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"osingoista 5% palkasta",{"type":"number","value":"nan"},56000,{"type":"number","value":"nan"},{"type":"number","value":"nan"},"perusosa + 2x/y bonus + osingot",{"type":"number","value":"nan"},"osakkeita","Osan eri mittarien mukaan puolivuosittain maksettavasta muuttuvasta palkasta voi sijoittaa yrityksen osakkeisiin ja optioihin, jotka sitten pienent\u00e4v\u00e4t kokonaisvuosiansioita vastaavasti.","Osakkeita ja optioita",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"osakkuus",{"type":"number","value":"nan"},"Ty\u00f6suhdeoptiot","osakkeita",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"ei ole","Vuosibonus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"vuosibonuksia tulee, sek\u00e4 bonus jos/kun yritys myyd\u00e4\u00e4n",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"kk-palkka, osakeosingot, puhelinetu, lounari, kulttuuri/liikuntaetu","Kuukausipalkka, osingot ja bonukset.","Kuukausipalkka + v\u00e4h\u00e4n reilummat etuudet",{"type":"number","value":"nan"},"V\u00e4h\u00e4n optioita palkan p\u00e4\u00e4lle",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"pienosakas","Palkka + lounasetu",{"type":"number","value":"nan"},"signing bonus 2v + rsu later",{"type":"number","value":"nan"},"prosenttiosuus edellisen kuukauden asiakaslaskutuksesta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Mukana pieni osakkuus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Provisiomalli lihotettuna bonuksilla myynnist\u00e4 ja rekryst\u00e4",{"type":"number","value":"nan"},"Ei mit\u00e4\u00e4n bonuksia, osakkeita tms. Liikunta-, kulttuuri- ja hyvinvointietu, laaja terveydenhuolto, hammashoito jne. l\u00f6ytyv\u00e4t.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Peruspalkka + provisio",{"type":"number","value":"nan"},"osa tunneista laskutettavia, n\u00e4ist\u00e4 bonus",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"lis\u00e4ksi optiot",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Vuosibonus tuloksesta","Yrityksen osakkeet",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Kompensaation osana mahdollista saada optioita",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Optiomalli","Ajattelen ett\u00e4 osana mun kompensaatiota on saamani poikkeuksellisen suuri joustavuus ty\u00f6n m\u00e4\u00e4r\u00e4n, ty\u00f6aikoijen, lomien (my\u00f6s palkattomien) ja kaiken muunkin ty\u00f6h\u00f6n liittyv\u00e4n suhteen. Koskaan ei ole tarvinnut sanoa mihink\u00e4\u00e4n mihin oikeasti haluaisin ett\u00e4 \"en p\u00e4\u00e4se kun on t\u00e4rke\u00e4 ty\u00f6juttu silloin\".",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"k\u00e4yt\u00f6ss\u00e4 my\u00f6s bonusmalli, mutta en ole varma m\u00e4\u00e4r\u00e4ytymisperusteesta","51-54% laskutuksesta",{"type":"number","value":"nan"},"Kuukausipalkka ja p\u00e4\u00e4ll\u00e4 tasaisesti kaikille jaettava tulosperusteinen 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osakekannasta",{"type":"number","value":"nan"},{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Kuukausipalkka + Optiot",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Palkkamalliin kuului osakkeita n. 17t \u20ac arvosta, vestautumisaika 4 vuotta, kertyv\u00e4t asteittain.",{"type":"number","value":"nan"},{"type":"number","value":"nan"},"Kiinte\u00e4 kuukausipalkka + vuosibonus yrityksen tuloksen 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tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","kerran kuussa toimistolla firman piikkiin","P\u00e4\u00e4osin tai kokonaan toimistolla","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Omasta valinnasta 99% toimistolla","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Saa tehd\u00e4 ty\u00f6t miten haluaa, vaikka kokonaan et\u00e4n\u00e4, mutta itse pid\u00e4n toimistolla ty\u00f6skentelemisest\u00e4 joten olen siell\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Toimistolle menoa ei velvoiteta, mutta k\u00e4yn siell\u00e4 silti l\u00e4hes p\u00e4ivitt\u00e4in","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","NaN","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Full remote, vapaus k\u00e4ytt\u00e4\u00e4 toimistoa jos haluaa","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan toimistolla","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","NaN","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","T\u00e4ysin vapaa j\u00e4rjestely, ei rajoituksia.","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","jos toimistolla k\u00e4yn niin 1-2 pv viikossa","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Ei paikallaolovelvoitetta, mutta yleens\u00e4 kolme p\u00e4iv\u00e4\u00e4 viikosta toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan toimistolla","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","NaN","P\u00e4\u00e4osin tai kokonaan et\u00e4ty\u00f6","Jotain silt\u00e4 v\u00e4lilt\u00e4","Jotain silt\u00e4 v\u00e4lilt\u00e4","P\u00e4\u00e4osin tai kokonaan toimistolla","NaN","P\u00e4\u00e4osin tai kokonaan toimistolla","Jotain silt\u00e4 v\u00e4lilt\u00e4","NaN"],"Hankitko asiakkaasi itse suoraan vai k\u00e4yt\u00e4tk\u00f6 v\u00e4litysfirmojen palveluita?":["NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","Itse","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","Itse","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","Itse","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","Itse","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse, Verkosto","NaN","NaN","Itse, K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja, LinkedIn:ist\u00e4 tullut suoraan monta kysely\u00e4, nykyinenkin projekti","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Itse","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","K\u00e4yt\u00e4n v\u00e4litysfirmoja","NaN","NaN","NaN","NaN","Itse","NaN","NaN","Itse"],"Ideoita ensi vuoden kyselyyn":["NaN","NaN","NaN","NaN","NaN","T\u00e4m\u00e4 oli mukavan lyhyt ja ytimek\u00e4s","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","5/5 hyv\u00e4\u00e4 duunia ","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Kiinnostaisi tiet\u00e4\u00e4 mit\u00e4 kautta ihmiset l\u00f6ysiv\u00e4t ty\u00f6ns\u00e4.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ehk\u00e4 voisi huomioida olennaiset semi-satunnaiset sivuduunit palkkaduunarin ja yritt\u00e4j\u00e4n v\u00e4limaastossa olevilla. ","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Luontaisedut, autoedun arvo yms. voisi olla mukana kyselyss\u00e4","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Olisi voinut erotella onko kyse kiinte\u00e4st\u00e4 vai laskutukseen perustuvasta kuukausipalkasta.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Firman kokoa voisi kysy\u00e4. Starttien kompensaatiomallit eroaa huomattavasti megakorpoista.","NaN","NaN","NaN","NaN","Tuntilaskutus summaa","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Mahdollisesti kysymys siit\u00e4 kuinka tietoinen \"haastateltava\" on oman alansa palkkatilanteesta. T\u00e4t\u00e4 kautta saisi tietoa siit\u00e4 miten ajantasalla vastaajat ovat, ja pit\u00e4\u00e4k\u00f6 oma k\u00e4sitys palkkatasosta paikkansa kyselyn tulosten perusteella. ","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Voisine kysy\u00e4 ett\u00e4 onko ty\u00f6paikalla etuja jotka ovat ns. rahan arvoisia. Joko jotain tuettua harrastetoimintaa, pidempi\u00e4 lomia, toimiston pallomeri...","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Juhis oot paras \ud83d\ude0d","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Olisi mielenkiintoista tiet\u00e4\u00e4, paljonko pit\u00e4\u00e4 lomaa/vapaata p\u00e4ivin\u00e4 tai viikkoina vuodessa","Kyselyn voisi toteuttaa my\u00f6s englanniksi?","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","voisi lis\u00e4t\u00e4 ohjelmointikielet - saisi samalla ker\u00e4tty\u00e4 tietoa mihin suuntaan markkina on menossa.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ehk\u00e4 se koulutus liittyy my\u00f6s t\u00e4h\u00e4n palkkaan","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Mit\u00e4 ty\u00f6suhde-etuja (ty\u00f6matkaetu, lounasetu, jne.) saat? Koulutustausta? Onko sinulla sertifikaatioita, ja jos on, mit\u00e4? Teetk\u00f6 sivukeikkoja, ja jos teet , mit\u00e4?","NaN","NaN","NaN","NaN","NaN","NaN","Ehk\u00e4 laskuttajilta vois kysyy firman muotoa (vai onko OY niin de facto ettei kannata?). Toinen mit\u00e4 voisi kysy\u00e4 on se, ett\u00e4 kuinka isoa palkkaa itselleen maksaa, jos maksaa.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Pizza-alennuskoodia mukaan!!!","NaN","NaN","NaN","Olisko siisti\u00e4 vertailla palkkoja kans teknologiakohtaisest kyselem\u00e4ll\u00e4 vaikkapa t\u00e4rkeimm\u00e4t teknologiat ty\u00f6ss\u00e4si?","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Koulutusta voisi kysy\u00e4 ja onko se viel\u00e4 kesken","NaN","NaN","Kompensaatioon sitomaton omistus, esim. founder yms. roolit.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ehk\u00e4 joku  ty\u00f6suhde-edut rahallisesti osuus my\u00f6s?","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ty\u00f6suhde-edut","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ty\u00f6suhde-edut ois kiva olla erillisen\u00e4 kysymyksen\u00e4.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Voisi kysell\u00e4 kuinka paljon ty\u00f6ajasta voi k\u00e4ytt\u00e4\u00e4 itseopiskeluun tai muuhun ei suoraan tuottavaan ty\u00f6h\u00f6n.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Palkan kilpailukykyisyytt\u00e4 voisi arvioida skaalalla 1-5 eik\u00e4 vain kyll\u00e4/ei....","NaN","NaN","NaN","NaN","Mill\u00e4 kielill\u00e4 koodaa? Mill\u00e4 alustoilla?","NaN","Aikanaan, kun toteutin laajan palkkatutkimuksen ohjelmistoalalle, sis\u00e4llytin mukaan monia kysymyksi\u00e4 ty\u00f6ntekij\u00f6iden rooleista, arvoista, koulutustasosta ja teht\u00e4v\u00e4nimikkeist\u00e4. N\u00e4ist\u00e4 sai sitten todella mielenkiintoista tietoa yhdistettyn\u00e4 palkkatietoihin. \n\nVuosilaskutus on sellainen tapa kysy\u00e4 palkkaa, ett\u00e4 se johtaa helposti harhaan. Mit\u00e4 jos on korkea laskutus, mutta p\u00e4\u00e4tt\u00e4\u00e4 tehd\u00e4 kuusituntista viikkoa? Mit\u00e4 jos on vanhempainvapaalla puolet vuodesta? T\u00e4llaisella yhdell\u00e4 vuosilaskutusta koskevalla kysymyksell\u00e4 saa helposti harhaanjohtavia vastauksia.","NaN","NaN","Kyselyn voisi toteuttaa my\u00f6s englanniksi, sill\u00e4 suomessa ty\u00f6skentelee paljon suomea taitamattomia :)","NaN","NaN","mietitytt\u00e4\u00e4, olisiko kuitenkin koulutustausta relevantti tieto?","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ty\u00f6kokemusvuosien vaihtoehdoissa voisi olla kokonaislukujen sijaan mahdollista valita my\u00f6s esim. \"alle vuosi\". 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yrityksess\u00e4 ty\u00f6skentelet":["Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","NaN","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","NaN","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsultointia ja omaa softaa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Mainos/digitoimisto","Konsulttitalossa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","NaN","NaN","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","NaN","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa ops-puolella ","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","NaN","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","NaN","Konsulttitalossa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","NaN","NaN","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","NaN","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","NaN","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Infrastruktuuri-/kapasiteettipalvelut","Tuotetalossa, jonka core-bisnes on softa","NaN","Konsulttitalossa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","NaN","Konsulttitalossa","NaN","Konsultointi + tuote hybridifirmassa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","NaN","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Julkinen tai kolmas sektori","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","NaN","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","NaN","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","NaN","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalo, core-bisnes fyysisiss\u00e4 tuotteissa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","teollisuus","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Useita pienempi\u00e4 asiakasprojekteja.","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Julkinen tai kolmas sektori","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","NaN","NaN","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","NaN","NaN","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","NaN","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","NaN","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","NaN","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","NaN","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Julkinen tai kolmas sektori","NaN","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","WordPress-projekteja","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Konsulttitalossa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Yrityksess\u00e4, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)","Konsulttitalossa","Julkinen tai kolmas sektori","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","Tuotetalossa, jonka core-bisnes on softa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","Tuotetalossa, jonka core-bisnes on softa","Konsulttitalossa","NaN","Julkinen tai kolmas sektori","Konsulttitalossa","NaN"],"Mist\u00e4 asiakkaat ovat?":["NaN","NaN","NaN","NaN","Suomesta","Suomesta, Ulkomailta","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","Suomesta","Suomesta","NaN","NaN","NaN","Suomesta","NaN","NaN","Suomesta, 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Ulkomailta","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","Suomesta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ulkomailta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Suomesta, 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","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Gofore","NaN","NaN","NaN","NaN","NaN","NaN","Gofore","NaN","Visma","NaN","NaN","NaN","FAANG","Microsoft","NaN","NaN","NaN","NaN","If vakuutus","NaN","Schibsted","NaN","NaN","Reaktor","NaN","NaN","Wunderdog","NaN","NaN","NaN","NaN","Digia","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Vincit","UpCloud","NaN","NaN","NaN","Seed stage start-up","NaN","Mehil\u00e4inen","NaN","Mozilla","Vincit","Vincit","NaN","Vincit","Vincit","Vincitj","NaN","Vincit","Finnish Telecom","NaN","NaN","NaN","NaN","NaN","Exove","NaN","NaN","NaN","NaN","NaN","Smartly","Geniem","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Wolt","NaN","Energiayhti\u00f6","Experis Academy","NaN","NaN","NaN","NaN","academic work","NaN","NaN","NaN","NaN","NaN","NaN","Netum","Yleisradio","NaN","nexi","Compile","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Mehil\u00e4inen","NaN","NaN","NaN","NaN","NaN","NaN","Wunderdog","NaN","NaN","NaN","NaN","Mehil\u00e4inen","NaN","NaN","NaN","NaN","Mavericks","NaN","NaN","Mehil\u00e4inen","NaN","NaN","NaN","Mavericks","Mavericks","NaN","Leanware","NaN","Terveystalo","NaN","NaN","Wunder Finland","Reaktor","NaN","NaN","NaN","NaN","Reaktor","Mavericks ","Gofore","NaN","NaN","Nordcloud","Arado","NaN","NaN","NaN","Reaktor","NaN","Reaktor","NaN","NaN","NaN","Reaktor","NaN","NaN","NaN","Mavericks","NaN","NaN","Reaktor","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Wolt","NaN","NaN","Vincit","NaN","NaN","NaN","NaN","NaN","Siili Solutionsj","Reaktor","NaN","NaN","Reaktor","NaN","Reaktor","Arado","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Pieni koodiputka, alle 1milj. liikevaihto","NaN","Reaktor","NaN","NaN","CGI","NaN","Siili","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Reaktor","NaN","NaN","NaN","NaN","NaN","NaN","Futurice","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Visma","NaN","NaN","NaN","Solita","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Pienehk\u00f6 konsulttitalo osa isompaa grouppia","PHZ Full Stack","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Cirit","NaN","NaN","NaN","Accenture","NaN","NaN","Siili","NaN","NaN","NaN","NaN","NaN","NaN","Mavericks","NaN","NaN","Nitor","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Aiven","Siili","NaN","NaN","Suomalaisen konsulttitalon jenkkikonttori","NaN","Roby","NaN","Netumj","NaN","Wolt","Solita","NaN","NaN","NaN","NaN","OP","NaN","tietoliikennealan yritys","Mavericks","NaN","NaN","NaN","NaN","NaN","Fraktio","NaN","NaN","NaN","NaN","NaN","NaN","Insta Advance","NaN","NaN","NaN","Fraktio","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Futurice","NaN","NaN","Wolt","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Helsingin Kaupunki","Fraktio","NaN"],"Vapaa kuvaus kokonaiskompensaatiomallista":["NaN","NaN","NaN","NaN","NaN","NaN","NaN","Kuukausipalkka + vaihtelevan kokoinen joulubonus","NaN","NaN","NaN","osakkeita","NaN","NaN","Nolla","Lis\u00e4ksi henkil\u00f6st\u00f6annin kautta osakkeita k\u00e4yt\u00e4nn\u00f6ss\u00e4 verojen hinnalla (startup) - vaikea arvioida m\u00e4\u00e4r\u00e4\u00e4","NaN","Osakkeita pienehk\u00f6 positio","NaN","Optioita","NaN","Palkka+osakkeet+bonus+optiot","NaN","NaN","NaN","NaN","NaN","Kuukausipalkka + laskutukseen perustuvat bonukset","Kokonaiskompensaatiosta noin kolmasosa optioita","NaN","NaN","Optioita 0,3% firmasta","NaN","NaN","115000\u20ac peruspalkka, 20000\u20ac ylim\u00e4\u00e4r\u00e4inen el\u00e4ke-etuus, 15000\u20ac bonukset, optioiden arvo saattaa olla mit\u00e4 tahansa v\u00e4lilt\u00e4 0-20000\u20ac","NaN","NaN","Pohjapalkan lis\u00e4ksi puolivuosittain maksettavat laskutusperusteiset bonukset/osingot.","NaN","NaN","NaN","NaN","NaN","Peruspalkka 50%, loput bonusta ja osakkeita","Osinko + vuosibonus","NaN","NaN","Kk-palkka + bonus","NaN","NaN","Iso kasa optioita, vestaantuu 1v 50%, loput tasaisesti 4v kuluessa. ","Peruspalkka plus provisio, karkeasti sama kuin 50% laskutuksesta","NaN","NaN","Listaamaton yhti\u00f6, suunnilleen kerran vuodessa mahdollisuus ostaa pieni\u00e4 eri\u00e4 osakkeita normihintaan.","NaN","Peruspalkka ja osakkeita","NaN","NaN","KK-palkka + RSU (sek\u00e4 refresher joka vuosi)","Lis\u00e4ksi firman osakkeita n. 800k\u20ac vuodessa.","Optiot","Palkka+vuosibonus+optiot","NaN","NaN","NaN","NaN","NaN","Palkan p\u00e4\u00e4lle lounassetelit verotusarvolla, virkistysseteli 400\u20ac","NaN","NaN","Perus 4 vuoden optio-ohjelma 1 vuoden cliffill\u00e4, ja ylennyksien my\u00f6t\u00e4 lis\u00e4\u00e4.","NaN","NaN","NaN","NaN","NaN","Palkka + bonus 5-10%","NaN","Kuukausipalkka + RSU","NaN","peruspalkka+bonukset (~kuukauden palkka), optioita (jotka muutaman kerran realisoituneet rahaksi asti, parin vuoden palkka extraa)","NaN","NaN","NaN","Optiopaketti on","V\u00e4h\u00e4n optioita p\u00e4\u00e4lle","NaN","NaN","NaN","Kiinte\u00e4 kuukausipalkka, etuja kuten lounas, firman tuotteet sis\u00e4\u00e4nostohintaan, satunnaisia rahabonuksia","NaN","NaN","NaN","Optioita on","Kuukausipalkka","NaN","NaN","Osingot henkil\u00f6st\u00f6annin osakkeista","NaN","Euroina tilille, optiot teoriassa ~400\u20ac/kk lis\u00e4\u00e4","NaN","NaN","NaN","Optio-ohjelma","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","N. 90/10 palkka ja bonukset. Optioilla voi todenn\u00e4k\u00f6isesti pyyhki\u00e4 nen\u00e4\u00e4 l\u00e4hitulevaisuudessa.","NaN","NaN","NaN","Optiot","NaN","NaN","NaN","50% laskutuksesta provikkana + henkil\u00f6st\u00f6rahasto","NaN","NaN","Mahdollisuus valita kiinte\u00e4n kk palkan tai provision v\u00e4lilt\u00e4. Provisio tapauksessa palkka on noin 500 EUR pienempi ja provision vaikutus 0-900 EUR sen mukaan kuinka paljon on 80% laskutusasteen ylitt\u00e4vi\u00e4 laskutettavia tunteja.","NaN","NaN","Palkka","NaN","NaN","NaN","NaN","+ optiot","NaN","NaN","Palkka (jonka tulisi olla about markkinantasoista) plus 50% tietyn rajan yli menev\u00e4st\u00e4 tuloksesta jaetaan tasan ty\u00f6ntekij\u00f6ille kyseisen vuoden ty\u00f6skentelykuukausien perusteella. En ole viel\u00e4 ollut talossa niin kauaa ett\u00e4 olisin saanut ensimm\u00e4ist\u00e4 bonusta, joten ilmoittamani palkat ovat nyt peruspalkkoja.","NaN","Provisio 45% + asiakastyytyv\u00e4isyysbonus v\u00e4lilt\u00e4 0-500 \u20ac per kk","NaN","rahaa ja l\u00e4mmint\u00e4 k\u00e4tt\u00e4","NaN","NaN","NaN","NaN","Optioita 4 vuoden vestauksella","NaN","Osakkeet","NaN","NaN","NaN","NaN","NaN","osakkeita","NaN","kiinte\u00e4 kk-palkka + max. 10% bonus","NaN","0-400\u20ac kuukausipalkasta osakkeita ja saman verran optioita, kerrytet\u00e4\u00e4n 6kk ja ostetaan markkinahintaan","Optioita tulee edellisen rahoituskierroksen valuaation pohjalta n. 4000e/kk","NaN","NaN","NaN","+ Optiot, n +400e lis\u00e4\u00e4 kuussa nykyarvostuksella","NaN","NaN","NaN","NaN","Peruspalkka + RSU + bonus","NaN","osinkoa tuloksen mukaan, n. 40k vuodessa","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Peruspalkka 4800e jonka p\u00e4\u00e4lle pieni provisio laskutuksesta","NaN","Bonusta saa jos t\u00e4ysiaikaisena ja ty\u00f6skennellyt tietyn aikaa ja firma tehnyt tulosta","NaN","NaN","NaN","NaN","peruspalkka + compdev bonus + yksik\u00f6n tulokseen pohjautuva bonus + onsite bonus","NaN","Maksutta saatu omistusosuus startupista 4v vestingill\u00e4","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Kiinte\u00e4 kuukausi palkka ja laskutuksesta ylij\u00e4\u00e4m\u00e4 maksetaan bonuksia ","NaN","Optioita","Ei muuta","Pohjapalkka + laskutusbonus","NaN","NaN","Optiot ja bonukset k\u00e4yt\u00f6ss\u00e4 mutta realisoituminen sitte toinen asia.","NaN","NaN","NaN","NaN","NaN","NaN","Tuote alkuvaiheessa, riski iso, mutta my\u00f6s osuus firmasta","NaN","NaN","Optiot","NaN","NaN","NaN","NaN","NaN","Peruspalkka 4000 e/kk + osuus laskutuksesta \"bonuksena\"","Optiot","NaN","NaN","NaN","NaN","Provisio + asiakastyytyv\u00e4isyys-bonus + liidi- ja rekry-bonukset","NaN","NaN","Osakkeita &amp; Osinkoja","NaN","NaN","NaN","NaN","NaN","Kk-palkka on laskutusperusteinen, jossa mahdollinen pidempi penkkiaika tiputtaa tuloja reippaasti.","NaN","NaN","Vuosibonusmalli tulossa, osakeannissa mahdollisuus osakkuuteen","NaN","NaN","Bonukset","NaN","NaN","82.5k base\n12.5k rsu\n14k allekirjoitusbonus\n4k muuttobonus","NaN","NaN","Peruspalkka, vuosibonus, RSU:t, pienenpi\u00e4 bonuksia","NaN","NaN","Vuosittainen firman ja yksil\u00f6n performanssiin perustuva bonus muodostaa isohkon osan kokonaiskompensaatiosta","NaN","NaN","NaN","NaN","NaN","palkka, osingot, palkkiorahasto, el\u00e4kkeell\u00e4 lis\u00e4ksi el\u00e4kevakuutus","NaN","NaN","Osakkeita yms.. on saatavilla.","NaN","Varmaan t\u00e4\u00e4ll\u00e4 joku bonussysteemi on kuitenkin","Palkka + Max 1,5 kk bonus (sidottu firman tulokseen)","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Peruspalkka + Vuosibonukset + Osakeoptiot. Optioita en laskenut vuosituloihin","NaN","Osakeoptioita","NaN","NaN","NaN","Henkil\u00f6kohtainen palkanlis\u00e4 + bonus firman tuloksesta ","NaN","NaN","NaN","Bonuksia joskus","Vakiopalkka + kuukausittainen kiinte\u00e4 bonus erikoisteht\u00e4v\u00e4n takia.","Erillinen osakeohjelma jolla ei vaikutusta palkkaan","Optiota saa perus palkan p\u00e4\u00e4lle","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Peruspalkka+15%vuosibonus+osakkeita","75k pohja, 12k autoetu, = 87k \"varma pohjapalkka\" + jo maksetut 15k signing bonus eka vuos + 6k (nettona kai) relokaatiobonuksen k\u00e4teisosuus.\n\nSign-on stock grant $40k/4v = $10k/v, bonukset hyvin monimutkaisella kaavalla noin 46k\u20ac vuodessa +-5k ehk\u00e4. Todn\u00e4k saan kenk\u00e4\u00e4 ennen kun total com tippuu alle 120k/vuosi. Pari kertaa vuodessa kuulemma pit\u00e4isi saada lis\u00e4\u00e4 osakkeita jonain \"refresherein\u00e4,\" en n\u00e4ist\u00e4 viel\u00e4 tied\u00e4 tarkemmin.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","ei lomarahoja","Optio-ohjelma","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Vuosibonus on kk-palkan kerrannainen (0-5) mutta ei ole viel\u00e4 kokemusta lyhyen ty\u00f6suhteen takia joten en osaa sanoa mit\u00e4 k\u00e4yt\u00e4nn\u00f6ss\u00e4 tulee.","NaN","NaN","NaN","autoetu lis\u00e4ksi","NaN","NaN","NaN","Osakeoptio-ohjelma, 4-vuoden vesting, lopputulos ~0.1% firman osakekannasta","NaN","NaN","NaN","Puolivuosittainen omaan ja koko korporaation tulokseen pohjautuva rahabonus, noin 20% kuukausipalkasta","NaN","NaN","NaN","NaN","NaN","L\u00e4hes kuukausittainen ELA-bonus","NaN","NaN","metrics based bonus model once a year ~1 month salary","NaN","Peruspalkka + provisio","NaN","NaN","NaN","Koeajan j\u00e4lkeen 2-3k bonus","NaN","NaN","NaN","5% firman osinkoa","NaN","NaN","NaN","NaN","NaN","NaN","Palkan lis\u00e4ksi tulee optioita perus startup tyylisesti 4v cliffill\u00e4.","NaN","vapaa-autoetu ja paljon muita pieni\u00e4 (osa verotettavia) etuja","Nimellisi\u00e4 optioita ","NaN","NaN","NaN","NaN","NaN","50% laskutuksesta","NaN","NaN","NaN","NaN","Osakkeet + palkka","NaN","NaN","NaN","NaN","Osakkeet, kuntosalij\u00e4senyys, ylim\u00e4\u00e4r\u00e4inen lomaviikko ","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Puolivuosittain maksettava bonus firman tuloksen perusteella, vaihtelevia korvauksia esim. on-call -hommista","NaN","NaN","NaN","5% vuosipalkasta on oletusbonus","Laskutusperustainen palkka + asiakastyytyv\u00e4isyysbonus","NaN","optioita, joiden arvo selvi\u00e4\u00e4 tulevaisuudessa","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","optiot, ty\u00f6suhdeauto, oma toimisto kodin vierest\u00e4, vakuutus, gadget budjetti","NaN","NaN","NaN","Perus bonusmalli miten eli firma suoriutuu, ei voi k\u00e4yt\u00e4nn\u00f6ss\u00e4 itse vaikuttaa sen suuruuteen. Ylit\u00f6it\u00e4, y\u00f6t\u00f6it\u00e4 ja varallaoloa jotka nostavat kuukausiansion todellisuudessa ~4000-5000e/kk.","NaN","NaN","osakkeita","NaN","NaN","NaN","NaN","peruspalkka + satunnainen vuosibonus","NaN","Osakkeita palkan lis\u00e4ksi","NaN","NaN","NaN","53% laskutuksesta ","NaN","NaN","NaN","NaN","NaN","NaN","v\u00e4hemmist\u00f6osakkuus","NaN","Minimaaliset osakkeet, ei vaikutusta mihink\u00e4\u00e4n","NaN","NaN","NaN","NaN","NaN","NaN","NaN","brutto on ~50% laskutuksesta","NaN","NaN","50% toteutuneesta laskutuksesta tai eritt\u00e4in reilu takuupalkka.","NaN","NaN","NaN","Palkka valtaosa tuloista. Vuosittainen tulospohjainen bonari, v\u00e4h\u00e4n osinkoja, kaikki lounasedut ja sen semmoiset.","NaN","palkka + satunnainen bonus max kerran vuodessa","NaN","NaN","75/25 rahaa/optioita","Kiinte\u00e4 kk-palkka ja osakkeita","Vuosittaiset bonukset rahana sek\u00e4 erikseen vuosittaiset RSU:t palkanlis\u00e4n\u00e4 (rajoitettuja osakeoikeuksia) ","NaN","NaN","Pohjapalkka + provisio. Itsell\u00e4 ollut paljon sairaslomia yms. mitk\u00e4 vaikuttavat my\u00f6s kompensaatioon.","Osakeanti ty\u00f6ntekij\u00f6ille","Osuuskunta osuus","Mahdollisuus ostaa yrityksen osakkeita, joista saa osinkoa","Optio-paketti.","NaN","Firman kasvuprosentista johdettu kerroin * 1k\u20ac. Vaihteluv\u00e4li siis 0..1000\u20ac/kk, toteutuma t\u00e4ll\u00e4 hetkell\u00e4 n. 400-500.","NaN","NaN","NaN","Kuukausipalkka + p\u00e4ivystyskorvaukset + osingot","NaN","NaN","Osakkeita/Optioita","NaN","Kuukausipalkka. My\u00f6s osakkeista pit\u00e4isi tulla osinkoja, mutta en ole ollut osakkeenomistajana viel\u00e4 kokonaista tilikautta joten n\u00e4ist\u00e4 tuleva raha on viel\u00e4 mysteeri","NaN","NaN","NaN","NaN","Ei ole","NaN","NaN","NaN","10.5% el\u00e4kemaksu palkan p\u00e4\u00e4lle (australialainen k\u00e4yt\u00e4nt\u00f6) sek\u00e4 ESOP","sitten on pieni m\u00e4\u00e4r\u00e4 osakkeita, joista olen joutunut rahalla maksamaan","Osakkeet, vuosibonus (koko firmalle sama), open source ty\u00f6 (palkan p\u00e4\u00e4lle)","NaN","NaN","NaN","NaN","Palkka, bonukset, ei musta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Massia tulee, kunhan hoitaa.hommansa","NaN","NaN","lis\u00e4ksi henkil\u00f6st\u00f6n osakes\u00e4\u00e4st\u00f6ohjelma","NaN","Kuukausipalkasta 3% osakkeina","NaN","NaN","Optiot listaamattomasta yrityksest\u00e4","NaN","NaN","NaN","NaN","NaN","NaN","osingoista 5% palkasta","NaN",56000,"NaN","NaN","perusosa + 2x/y bonus + osingot","NaN","osakkeita","Osan eri mittarien mukaan puolivuosittain maksettavasta muuttuvasta palkasta voi sijoittaa yrityksen osakkeisiin ja optioihin, jotka sitten pienent\u00e4v\u00e4t kokonaisvuosiansioita vastaavasti.","Osakkeita ja optioita","NaN","NaN","NaN","osakkuus","NaN","Ty\u00f6suhdeoptiot","osakkeita","NaN","NaN","NaN","NaN","NaN","NaN","NaN","ei ole","Vuosibonus","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","vuosibonuksia tulee, sek\u00e4 bonus jos/kun yritys myyd\u00e4\u00e4n","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","kk-palkka, osakeosingot, puhelinetu, lounari, kulttuuri/liikuntaetu","Kuukausipalkka, osingot ja bonukset.","Kuukausipalkka + v\u00e4h\u00e4n reilummat etuudet","NaN","V\u00e4h\u00e4n optioita palkan p\u00e4\u00e4lle","NaN","NaN","NaN","NaN","pienosakas","Palkka + lounasetu","NaN","signing bonus 2v + rsu later","NaN","prosenttiosuus edellisen kuukauden asiakaslaskutuksesta","NaN","NaN","NaN","NaN","NaN","NaN","Mukana pieni osakkuus","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Provisiomalli lihotettuna bonuksilla myynnist\u00e4 ja rekryst\u00e4","NaN","Ei mit\u00e4\u00e4n bonuksia, osakkeita tms. Liikunta-, kulttuuri- ja hyvinvointietu, laaja terveydenhuolto, hammashoito jne. l\u00f6ytyv\u00e4t.","NaN","NaN","NaN","NaN","NaN","NaN","Peruspalkka + provisio","NaN","osa tunneista laskutettavia, n\u00e4ist\u00e4 bonus","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","lis\u00e4ksi optiot","NaN","NaN","NaN","NaN","Vuosibonus tuloksesta","Yrityksen osakkeet","NaN","NaN","NaN","Kompensaation osana mahdollista saada optioita","NaN","NaN","NaN","Optiomalli","Ajattelen ett\u00e4 osana mun kompensaatiota on saamani poikkeuksellisen suuri joustavuus ty\u00f6n m\u00e4\u00e4r\u00e4n, ty\u00f6aikoijen, lomien (my\u00f6s palkattomien) ja kaiken muunkin ty\u00f6h\u00f6n liittyv\u00e4n suhteen. Koskaan ei ole tarvinnut sanoa mihink\u00e4\u00e4n mihin oikeasti haluaisin ett\u00e4 \"en p\u00e4\u00e4se kun on t\u00e4rke\u00e4 ty\u00f6juttu silloin\".","NaN","NaN","k\u00e4yt\u00f6ss\u00e4 my\u00f6s bonusmalli, mutta en ole varma m\u00e4\u00e4r\u00e4ytymisperusteesta","51-54% laskutuksesta","NaN","Kuukausipalkka ja p\u00e4\u00e4ll\u00e4 tasaisesti kaikille jaettava tulosperusteinen palkkio","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Osinkoja","NaN","NaN","NaN","NaN","NaN","Osakkeita noin 1500 euroa/vuosi","NaN","NaN",91250,"osakkeita lis\u00e4ksi","NaN","NaN","Osakeomistus","NaN","NaN","NaN","NaN","P\u00f6rssilistatun yrityksen RSUt, jotka vestautuu nelj\u00e4 kertaa vuodessa.","Optioina useampi prosentti ty\u00f6nantajan osakekannasta","NaN","NaN","NaN","Kuukausipalkka + Optiot","NaN","NaN","Palkkamalliin kuului osakkeita n. 17t \u20ac arvosta, vestautumisaika 4 vuotta, kertyv\u00e4t asteittain.","NaN","NaN","Kiinte\u00e4 kuukausipalkka + vuosibonus yrityksen tuloksen mukaan","NaN","NaN","NaN","NaN"],"Vapaa sana":["NaN","NaN","NaN","NaN","NaN","Lykky\u00e4 tyk\u00f6 vapaakenttien normalisointiin! ","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Laskutan palkan firmani kautta","NaN","Vastasin kyselyyn ns. p\u00e4\u00e4ty\u00f6nantajani mukaan. Omaani vastaavissa teht\u00e4viss\u00e4 suhteellisen usein saatetaan kuitenkin keikkailla startupeissa tms. osa-aikaisesti p\u00e4\u00e4ty\u00f6n lis\u00e4ksi. Kahden ty\u00f6paikan ujuttaminen vastauksiin ei onnistunut.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Kunta TES == 38 kokonaista p\u00e4iv\u00e4\u00e4 vuodessa, ty\u00f6aika 7h15min/p\u00e4iv\u00e4","NaN","NaN","NaN","NaN","Olen tosiaan poikkeus siin\u00e4, ett\u00e4 kirjoitan koodia t\u00f6iss\u00e4 eritt\u00e4in harvoin. V\u00e4lill\u00e4 jotain devops-tyylist\u00e4 tulee harrastettu, mutta toistaiseksi harvemmin.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Koodarikokemus on ~1-vuosi mit\u00e4 paikkaa sitten pidempi kokemus yrityksest\u00e4, alasta ja tuotteesta. Optioiden muuntuminen rahaksi on ollut isoin yll\u00e4tys omassa kompensaatiossa.","NaN","NaN","NaN","NaN","Ulkomainen firma jolle teen et\u00e4n\u00e4 Suomesta","NaN","NaN","NaN","Et\u00e4 vs. toimistossa hieman oudosti sanoitettu, ett\u00e4 jos on ainoastaan et\u00e4n\u00e4 tai toimistolla niin firma silloin on m\u00e4\u00e4r\u00e4nnyt kyseisen tavan toimia, eik\u00e4 niin ett\u00e4 omasta valinnasta on joko p\u00e4\u00e4osin et\u00e4n\u00e4 tai toimistolla, vaikka firman policy olisi vaikka \"p\u00e4\u00e4t\u00e4 ite miten lyst\u00e4\u00e4t\" tms.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Palkka kilpailukykyinen l\u00e4hinn\u00e4 siin\u00e4 mieless\u00e4, ettei sidottu laskutukseen. Muualla voisi saada paljonkin enemm\u00e4n, mutta arvostan kuukausipalkkauksen mallia enemm\u00e4n kulttuurillisten hy\u00f6tyjen takia.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Kiitos kun teette avointa palkkakysely\u00e4","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Roolina rakentaa yksin sovellus tyhj\u00e4st\u00e4 (pienell\u00e4 palkalla :D)","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Palkka perustuu asiakaslaskutukseen ja vaihtelee tehtyjen tuntien mukaan ","NaN","startuppaajaa t\u00e4\u00e4 kysely ei kyl mallintanut hyvin, vaikka palkansaajaa ja friikkua kyll\u00e4","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","V\u00e4h\u00e4n olis kiinnostanut my\u00f6s koulutustausta. Esim mulla on korkeakoulututkinto eri alalta ja se on varmasti vaikuttanu osaltaan siihen, paljon saan /kehtaan pyyt\u00e4\u00e4 palkkaa. ","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Valtiopuolella pit\u00e4\u00e4 huomioida vertailussa my\u00f6s pitk\u00e4t lomat - 38p\u00e4iv\u00e4\u00e4 ja vain arki lasketaan. ","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","&lt;3","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Big tech p\u00f6hin\u00e4\u00e4, pitki\u00e4 p\u00e4ivi\u00e4, kauheeta stressi\u00e4. Tulos tai ulos kulttuuri ihan eritavalla kun suomifirmoissa yleens\u00e4.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Vuosituloissa neuvotaan ett\u00e4 kk-palkka * 12,5 joka vissiin meinaa lomaltapaluurahojen laskemista, mutta jokaisella alalla t\u00e4t\u00e4 samaa k\u00e4yt\u00e4nt\u00f6\u00e4 ei ole :)","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Kovasti k\u00e4y ovi ulosp\u00e4in kun muualla on parempi palkka ja ansaintamalli","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","J\u00e4\u00e4t\u00e4v\u00e4 slack-pingi, ei en\u00e4\u00e4 kiitos","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Palkkaa voisi saada jostain muualta enemm\u00e4n, mutta kokonaiskuvana (ty\u00f6n sis\u00e4lt\u00f6, tiimi, rahanarvoiset edut), sen verran tyytyv\u00e4inen, ett\u00e4 en ainakaan viel\u00e4 ole vaihtamassa.","NaN","NaN","NaN","NaN","NaN","NaN","Experis Academy(yritys, jossa olen palkkalistoilla) on kansainv\u00e4linen yritys, joka on tarkoitettu uran alkuvaiheessa oleville koodareille, jonka tarkoituksena on kouluttaa konsultteja 3kk intensiivijakson aikana. Palkka hieman parempi kuin junior-koodareilla, mutta toisaalta my\u00f6s voidaan vaatiakin hieman enemm\u00e4n osaamista","NaN","NaN","NaN","NaN","kokemusta jo kolme viikkoa it alalta","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Laskuttavan ty\u00f6n lis\u00e4ksi teen tuotekehityst\u00e4 omaan b2c SaaS-palveluun, josta maksan itselleni my\u00f6s palkkaa.","NaN","NaN","NaN","NaN","tietyn palkkatason j\u00e4lkeen ty\u00f6ntekij\u00e4t alkavat ottamaan enemm\u00e4n lomaa ja vapaa-aika. Se on eri asia kuin 100% allokaatio ty\u00f6t\u00e4 tehdess\u00e4 ja vaikuttaa vuosituloihin. P\u00e4\u00e4omatulot ty\u00f6nantajan osakkeilla taas voivat usein olla kerta luontoisia, mutta tuoda paljonkin lis\u00e4tuloja ","NaN","NaN","NaN","NaN","NaN","T\u00e4ll\u00e4 hetkell\u00e4 sopparit tehd\u00e4\u00e4n 1v kerrallaan. Firman muoto OY.","Yritt\u00e4j\u00e4henkisess\u00e4 ty\u00f6skentelyss\u00e4 ei usein lasketa ty\u00f6tunteja. Siten esim. 90% ty\u00f6aika on aika n\u00e4enn\u00e4inen. V\u00e4lill\u00e4 tehd\u00e4\u00e4n kovempaa ja v\u00e4lill\u00e4 rauhallisemmin.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","En oo ihan varma miten muut toisissa vastaavan kokoluokan yrityksiss\u00e4 saa palkkaa vastaavasta roolista.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Koulu viel\u00e4 kesken ja se vaikuttaa palkkaan","NaN","NaN","Palkka ei ole kilpailukykyinen, jos mietin paljonko pyyt\u00e4isin vastaavasta positiosta palkkaa muissa yrityksiss\u00e4, mutta varsin tarpeeksi nykyisess\u00e4 yrityksess\u00e4.","NaN","Ty\u00f6suhteessa ulkomaalaiseen firmaan, ainoastaan palkanmaksu menee oman firman kautta","NaN","NaN","NaN","NaN","NaN","NaN","Yritys Yhdysvalloista, kuten suurin osa tiimi\u00e4kin. Presenssi my\u00f6s Suomessa","NaN","NaN","NaN","NaN","NaN","Ty\u00f6nantaja maksaa et\u00e4toimiston vuokran ja nettiyhteyteni, n\u00e4it\u00e4 en laskenut vuosiansioihin mukaan.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Eritt\u00e4in osaava, 20 vuotta harrastanut koodari, jolla on ty\u00f6kokemukseen n\u00e4hden suuremmat kyvyt kuin useilla muilla.\nAMK-koulutus","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Kiitos vaivann\u00e4\u00f6st\u00e4 t\u00e4m\u00e4n kyselyn j\u00e4rjest\u00e4miseksi!","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Relevantti ty\u00f6kokemukseni voisi olla v\u00e4h\u00e4n enemm\u00e4nkin, ei kuitenkaan kahta vuotta.","NaN","NaN","NaN","Hyvinvointietu 500e/vuosi + henkil\u00f6kohtainen opiskelubudgetti","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Ulkomailla.","NaN","NaN","NaN","NaN","NaN","Olen alanvaihtaja, joten varsinaista ty\u00f6kokemusta devaajana on v\u00e4h\u00e4n, mutta domain-osaamista aiemman uran kautta paljon, joka vaikuttaa hieman palkkaan.","NaN","NaN","Vastasin nyt yhden ty\u00f6nantajan mukaan, jolle teen 80% ty\u00f6aikaa. Teen my\u00f6s 20% ty\u00f6aikaa eri ty\u00f6nantajalle ja sektorille mutta en huomioinut sit\u00e4 vastauksissa koska menisi sekavaksi.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","Olen ty\u00f6suhteessa vuokrafirman kautta just nyt. Jos en olisi, saisin enemm\u00e4n palkkaa.","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN","NaN"],"Vuosilaskutus (ALV 0%, 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class=page-header>Overview</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-pills" role=tablist><li role=presentation class=active><a href=#overview-dataset_overview aria-controls=overview-dataset_overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#overview-alerts aria-controls=overview-alerts role=tab data-toggle=tab>Alerts <span class=badge>46</span></a></li><li role=presentation><a href=#overview-reproduction aria-controls=overview-reproduction role=tab data-toggle=tab>Reproduction</a></li></ul><div class=tab-content style="padding-top: 10px;"><div role=tabpanel class="tab-pane col-sm-12 active" id=overview-dataset_overview><div class=col-sm-6><p class=h4>Dataset statistics</p><table class="table table-condensed stats"><tbody><tr><th>Number of variables</th><td>25</td></tr><tr><th>Number of observations</th><td>684</td></tr><tr><th>Missing cells</th><td>6906</td></tr><tr><th>Missing cells (%)</th><td>40.4%</td></tr><tr><th>Duplicate rows</th><td>0</td></tr><tr><th>Duplicate rows (%)</th><td>0.0%</td></tr><tr><th>Total size in memory</th><td>116.9 KiB</td></tr><tr><th>Average record size in memory</th><td>175.1 B</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Variable types</p><table class="table table-condensed stats"><tbody><tr><th>DateTime</th><td>1</td></tr><tr><th>Categorical</th><td>9</td></tr><tr><th>Numeric</th><td>8</td></tr><tr><th>Text</th><td>5</td></tr><tr><th>Unsupported</th><td>1</td></tr><tr><th>Boolean</th><td>1</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=overview-alerts><div class=col-sm-12><table class="table table-condensed list-warnings"><p class=h4>Alerts</p><tr style=border-top:0><td><a href=#pp_var_1843091784284531458><code>Työkokemus</code></a> is highly overall correlated with <code>Kuukausipalkka</code> and <abbr title="Kuukausipalkka, Vuositulot, Kk-tulot">2 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-1766248749596134837><code>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_3192443660199023875><code>Tuntilaskutus (ALV 0%, euroina)</code></a> is highly overall correlated with <code>Vuosilaskutus (ALV 0%, euroina)</code> and <abbr title="Vuosilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?, Sukupuoli">2 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_6374532317492730611><code>Vuosilaskutus (ALV 0%, euroina)</code></a> is highly overall correlated with <code>Tuntilaskutus (ALV 0%, euroina)</code> and <abbr title="Tuntilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?">1 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_2709424756976503203><code>Työaika</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-1101712899037923377><code>Kuukausipalkka</code></a> is highly overall correlated with <code>Työkokemus</code> and <abbr title="Työkokemus, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">4 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-9201101296777682708><code>Vuositulot</code></a> is highly overall correlated with <code>Työkokemus</code> and <abbr title="Työkokemus, Kuukausipalkka, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">4 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_3471238182485005769><code>Kk-tulot</code></a> is highly overall correlated with <code>Työkokemus</code> and <abbr title="Työkokemus, Kuukausipalkka, Vuositulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">4 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_5676228013109323060><code>Oletko palkansaaja vai laskuttaja?</code></a> is highly overall correlated with <code>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</code> and <abbr title="Montako vuotta olet tehnyt laskuttavaa työtä alalla?, Tuntilaskutus (ALV 0%, euroina), Vuosilaskutus (ALV 0%, euroina), Työaika, Kuukausipalkka, Vuositulot, Kk-tulot, Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?, Mistä asiakkaat ovat?, Kaupunki, Millaisessa yrityksessä työskentelet, Etä- vai lähityö, Kilpailukykyinen, Etä">13 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-2446353345075066427><code>Sukupuoli</code></a> is highly overall correlated with <code>Tuntilaskutus (ALV 0%, euroina)</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_5632374999174428096><code>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_1928664619371479950><code>Mistä asiakkaat ovat?</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_245415047274528579><code>Kaupunki</code></a> is highly overall correlated with <code>Kuukausipalkka</code> and <abbr title="Kuukausipalkka, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?">3 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-5349010656086180715><code>Millaisessa yrityksessä työskentelet</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-4633361808996793085><code>Etä- vai lähityö</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code> and <abbr title="Oletko palkansaaja vai laskuttaja?, Etä">1 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_2839208416799124753><code>Kilpailukykyinen</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_7199043947222357757><code>Etä</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code> and <abbr title="Oletko palkansaaja vai laskuttaja?, Etä- vai lähityö">1 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_5676228013109323060><code>Oletko palkansaaja vai laskuttaja?</code></a> is highly imbalanced (53.3%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_-2446353345075066427><code>Sukupuoli</code></a> is highly imbalanced (59.9%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_245415047274528579><code>Kaupunki</code></a> is highly imbalanced (54.9%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_-5349010656086180715><code>Millaisessa yrityksessä työskentelet</code></a> is highly imbalanced (51.7%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_-4633361808996793085><code>Etä- vai lähityö</code></a> is highly imbalanced (58.2%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_-2446353345075066427><code>Sukupuoli</code></a> has 53 (7.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-1766248749596134837><code>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</code></a> has 617 (90.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-1229301744611992740><code>Palvelut</code></a> has 618 (90.4%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_3192443660199023875><code>Tuntilaskutus (ALV 0%, euroina)</code></a> has 625 (91.4%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_6374532317492730611><code>Vuosilaskutus (ALV 0%, euroina)</code></a> has 622 (90.9%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_5632374999174428096><code>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</code></a> has 616 (90.1%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_1928664619371479950><code>Mistä asiakkaat ovat?</code></a> has 616 (90.1%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-480455813133088899><code>Työpaikka</code></a> has 537 (78.5%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_245415047274528579><code>Kaupunki</code></a> has 80 (11.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-5349010656086180715><code>Millaisessa yrityksessä työskentelet</code></a> has 75 (11.0%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_2709424756976503203><code>Työaika</code></a> has 72 (10.5%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_3333980701689833454><code>Rooli</code></a> has 90 (13.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-4633361808996793085><code>Etä- vai lähityö</code></a> has 71 (10.4%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-1101712899037923377><code>Kuukausipalkka</code></a> has 73 (10.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-9201101296777682708><code>Vuositulot</code></a> has 90 (13.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-8588511098215500160><code>Vapaa kuvaus kokonaiskompensaatiomallista</code></a> has 498 (72.8%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_2839208416799124753><code>Kilpailukykyinen</code></a> has 80 (11.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-2699408212111064918><code>Vapaa sana</code></a> has 643 (94.0%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-1131446267025600266><code>Ideoita ensi vuoden kyselyyn</code></a> has 653 (95.5%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_7199043947222357757><code>Etä</code></a> has 80 (11.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_3471238182485005769><code>Kk-tulot</code></a> has 90 (13.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-2548144473257534030><code>Timestamp</code></a> has unique values</td><td><span class="label label-primary">Unique</span></td></tr><tr><td><a href=#pp_var_-8588511098215500160><code>Vapaa kuvaus kokonaiskompensaatiomallista</code></a> is an unsupported type, check if it needs cleaning or further analysis</td><td><span class="label label-warning">Unsupported</span></td></tr><tr><td><a href=#pp_var_1843091784284531458><code>Työkokemus</code></a> has 13 (1.9%) zeros</td><td><span class="label label-info">Zeros</span></td></tr></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=overview-reproduction><div class=col-sm-12><p class=h4>Reproduction</p><table class="table table-condensed stats"><tbody><tr><th>Analysis started</th><td>2023-09-24 12:35:43.777412</td></tr><tr><th>Analysis finished</th><td>2023-09-24 12:35:53.393319</td></tr><tr><th>Duration</th><td>9.62 seconds</td></tr><tr><th>Software version</th><td><a href=https://github.com/ydataai/ydata-profiling>ydata-profiling vv4.5.1</a></td></tr><tr><th>Download configuration</th><td><a download=config.json 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rue%2C%20%22assets_prefix%22%3A%20null%2C%20%22assets_path%22%3A%20null%2C%20%22full_width%22%3A%20false%7D%2C%20%22notebook%22%3A%20%7B%22iframe%22%3A%20%7B%22height%22%3A%20%22800px%22%2C%20%22width%22%3A%20%22100%25%22%2C%20%22attribute%22%3A%20%22srcdoc%22%7D%7D%7D">config.json</a></td></tr></tbody></table></div></div></div></div></div><div class="row header"><a class=anchor-pos id=variables-dropdown></a><h1 class=page-header>Variables</h1></div><div class=section-items><div class="row spacing"><select name=Variables id=variables-dropdown class=dropdown-toggle><option value>Select Columns</option><option value=Timestamp>Timestamp</option><option value="Oletko palkansaaja vai laskuttaja?">Oletko palkansaaja vai laskuttaja?</option><option value=Ikä>Ikä</option><option value=Sukupuoli>Sukupuoli</option><option value=Työkokemus>Työkokemus</option><option value="Montako vuotta olet tehnyt laskuttavaa työtä alalla?">Montako vuotta olet tehnyt laskuttavaa työtä alalla?</option><option value=Palvelut>Palvelut</option><option value="Tuntilaskutus (ALV 0%, euroina)">Tuntilaskutus (ALV 0%, euroina)</option><option value="Vuosilaskutus (ALV 0%, euroina)">Vuosilaskutus (ALV 0%, euroina)</option><option value="Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?">Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</option><option value="Mistä asiakkaat ovat?">Mistä asiakkaat ovat?</option><option value=Työpaikka>Työpaikka</option><option value=Kaupunki>Kaupunki</option><option value="Millaisessa yrityksessä työskentelet">Millaisessa yrityksessä työskentelet</option><option value=Työaika>Työaika</option><option value=Rooli>Rooli</option><option value="Etä- vai lähityö">Etä- vai lähityö</option><option value=Kuukausipalkka>Kuukausipalkka</option><option value=Vuositulot>Vuositulot</option><option value="Vapaa kuvaus kokonaiskompensaatiomallista">Vapaa kuvaus kokonaiskompensaatiomallista</option><option value=Kilpailukykyinen>Kilpailukykyinen</option><option value="Vapaa sana">Vapaa sana</option><option value="Ideoita ensi vuoden kyselyyn">Ideoita ensi vuoden kyselyyn</option><option value=Etä>Etä</option><option value=Kk-tulot>Kk-tulot</option></select></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-2548144473257534030></a><div class=variable><div class=col-sm-12><p class=h4 title=Timestamp><a href=#pp_var_-2548144473257534030>Timestamp</a><br><small>Date</small></p><p><code>UNIQUE</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>684</td></tr><tr><th>Distinct (%)</th><td>100.0%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>2022-09-26 16:35:50.002000</td></tr><tr><th>Maximum</th><td>2022-10-10 07:49:49.204000</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=216pt height=162pt viewbox="0 0 216 162" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:53.484328</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 162 
+</style></head><body><a class=anchor-pos id=top></a><nav class="navbar navbar-default navbar-fixed-top"><div class=container-fluid><div class=navbar-header><button type=button class="navbar-toggle collapsed" data-toggle=collapse data-target=#navbar aria-expanded=false aria-controls=navbar><span class=sr-only>Toggle navigation</span><span class=icon-bar></span><span class=icon-bar></span><span class=icon-bar></span></button><a class="navbar-brand anchor" href=#top>Pandas Profiling Report</a></div><div id=navbar class="navbar-collapse collapse"><ul class="nav navbar-nav navbar-right"><li><a href=#overview>Overview</a></li><li><a href=#variables-dropdown>Variables</a></li><li><a href=#interactions>Interactions</a></li><li><a href=#correlations_tab>Correlations</a></li><li><a href=#missing>Missing values</a></li><li><a href=#sample>Sample</a></li></ul></div></div></nav><div class=content><div class=container><div class="row header"><a class=anchor-pos id=overview></a><h1 class=page-header>Overview</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-pills" role=tablist><li role=presentation class=active><a href=#overview-dataset_overview aria-controls=overview-dataset_overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#overview-alerts aria-controls=overview-alerts role=tab data-toggle=tab>Alerts <span class=badge>46</span></a></li><li role=presentation><a href=#overview-reproduction aria-controls=overview-reproduction role=tab data-toggle=tab>Reproduction</a></li></ul><div class=tab-content style="padding-top: 10px;"><div role=tabpanel class="tab-pane col-sm-12 active" id=overview-dataset_overview><div class=col-sm-6><p class=h4>Dataset statistics</p><table class="table table-condensed stats"><tbody><tr><th>Number of variables</th><td>25</td></tr><tr><th>Number of observations</th><td>684</td></tr><tr><th>Missing cells</th><td>6906</td></tr><tr><th>Missing cells (%)</th><td>40.4%</td></tr><tr><th>Duplicate rows</th><td>0</td></tr><tr><th>Duplicate rows (%)</th><td>0.0%</td></tr><tr><th>Total size in memory</th><td>116.9 KiB</td></tr><tr><th>Average record size in memory</th><td>175.1 B</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Variable types</p><table class="table table-condensed stats"><tbody><tr><th>DateTime</th><td>1</td></tr><tr><th>Categorical</th><td>9</td></tr><tr><th>Numeric</th><td>8</td></tr><tr><th>Text</th><td>5</td></tr><tr><th>Unsupported</th><td>1</td></tr><tr><th>Boolean</th><td>1</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=overview-alerts><div class=col-sm-12><table class="table table-condensed list-warnings"><p class=h4>Alerts</p><tr style=border-top:0><td><a href=#pp_var_5849788682183416022><code>Työkokemus</code></a> is highly overall correlated with <code>Kuukausipalkka</code> and <abbr title="Kuukausipalkka, Vuositulot, Kk-tulot">2 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-156529391527783851><code>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-7875608020186776029><code>Tuntilaskutus (ALV 0%, euroina)</code></a> is highly overall correlated with <code>Vuosilaskutus (ALV 0%, euroina)</code> and <abbr title="Vuosilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?, Sukupuoli">2 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-2455354170746982647><code>Vuosilaskutus (ALV 0%, euroina)</code></a> is highly overall correlated with <code>Tuntilaskutus (ALV 0%, euroina)</code> and <abbr title="Tuntilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?">1 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_4359781917570683701><code>Työaika</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_5797761192754778868><code>Kuukausipalkka</code></a> is highly overall correlated with <code>Työkokemus</code> and <abbr title="Työkokemus, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">4 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_7432602173511097333><code>Vuositulot</code></a> is highly overall correlated with <code>Työkokemus</code> and <abbr title="Työkokemus, Kuukausipalkka, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">4 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_5168371030771905303><code>Kk-tulot</code></a> is highly overall correlated with <code>Työkokemus</code> and <abbr title="Työkokemus, Kuukausipalkka, Vuositulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">4 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_7233969068764871643><code>Oletko palkansaaja vai laskuttaja?</code></a> is highly overall correlated with <code>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</code> and <abbr title="Montako vuotta olet tehnyt laskuttavaa työtä alalla?, Tuntilaskutus (ALV 0%, euroina), Vuosilaskutus (ALV 0%, euroina), Työaika, Kuukausipalkka, Vuositulot, Kk-tulot, Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?, Mistä asiakkaat ovat?, Kaupunki, Millaisessa yrityksessä työskentelet, Etä- vai lähityö, Kilpailukykyinen, Etä">13 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-2997074635330773710><code>Sukupuoli</code></a> is highly overall correlated with <code>Tuntilaskutus (ALV 0%, euroina)</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_9159011003545821158><code>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_5039957778238607378><code>Mistä asiakkaat ovat?</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-378719936681957200><code>Kaupunki</code></a> is highly overall correlated with <code>Kuukausipalkka</code> and <abbr title="Kuukausipalkka, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?">3 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_3632165853366268459><code>Millaisessa yrityksessä työskentelet</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_2566791575665922600><code>Etä- vai lähityö</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code> and <abbr title="Oletko palkansaaja vai laskuttaja?, Etä">1 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-2840031989231518851><code>Kilpailukykyinen</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_-3611209821109006272><code>Etä</code></a> is highly overall correlated with <code>Oletko palkansaaja vai laskuttaja?</code> and <abbr title="Oletko palkansaaja vai laskuttaja?, Etä- vai lähityö">1 other fields</abbr></td><td><span class="label label-default">High correlation</span></td></tr><tr><td><a href=#pp_var_7233969068764871643><code>Oletko palkansaaja vai laskuttaja?</code></a> is highly imbalanced (53.3%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_-2997074635330773710><code>Sukupuoli</code></a> is highly imbalanced (59.9%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_-378719936681957200><code>Kaupunki</code></a> is highly imbalanced (54.9%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_3632165853366268459><code>Millaisessa yrityksessä työskentelet</code></a> is highly imbalanced (51.7%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_2566791575665922600><code>Etä- vai lähityö</code></a> is highly imbalanced (58.2%)</td><td><span class="label label-primary">Imbalance</span></td></tr><tr><td><a href=#pp_var_-2997074635330773710><code>Sukupuoli</code></a> has 53 (7.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-156529391527783851><code>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</code></a> has 617 (90.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-5537339029389252276><code>Palvelut</code></a> has 618 (90.4%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-7875608020186776029><code>Tuntilaskutus (ALV 0%, euroina)</code></a> has 625 (91.4%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-2455354170746982647><code>Vuosilaskutus (ALV 0%, euroina)</code></a> has 622 (90.9%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_9159011003545821158><code>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</code></a> has 616 (90.1%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_5039957778238607378><code>Mistä asiakkaat ovat?</code></a> has 616 (90.1%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_6378071430494650582><code>Työpaikka</code></a> has 537 (78.5%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-378719936681957200><code>Kaupunki</code></a> has 80 (11.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_3632165853366268459><code>Millaisessa yrityksessä työskentelet</code></a> has 75 (11.0%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_4359781917570683701><code>Työaika</code></a> has 72 (10.5%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_3033474618211469439><code>Rooli</code></a> has 90 (13.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_2566791575665922600><code>Etä- vai lähityö</code></a> has 71 (10.4%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_5797761192754778868><code>Kuukausipalkka</code></a> has 73 (10.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_7432602173511097333><code>Vuositulot</code></a> has 90 (13.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_973448820876734505><code>Vapaa kuvaus kokonaiskompensaatiomallista</code></a> has 498 (72.8%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-2840031989231518851><code>Kilpailukykyinen</code></a> has 80 (11.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-8364712256468567017><code>Vapaa sana</code></a> has 643 (94.0%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_8782309094975639949><code>Ideoita ensi vuoden kyselyyn</code></a> has 653 (95.5%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_-3611209821109006272><code>Etä</code></a> has 80 (11.7%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_5168371030771905303><code>Kk-tulot</code></a> has 90 (13.2%) missing values</td><td><span class="label label-info">Missing</span></td></tr><tr><td><a href=#pp_var_7321191485025243860><code>Timestamp</code></a> has unique values</td><td><span class="label label-primary">Unique</span></td></tr><tr><td><a href=#pp_var_973448820876734505><code>Vapaa kuvaus kokonaiskompensaatiomallista</code></a> is an unsupported type, check if it needs cleaning or further analysis</td><td><span class="label label-warning">Unsupported</span></td></tr><tr><td><a href=#pp_var_5849788682183416022><code>Työkokemus</code></a> has 13 (1.9%) zeros</td><td><span class="label label-info">Zeros</span></td></tr></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=overview-reproduction><div class=col-sm-12><p class=h4>Reproduction</p><table class="table table-condensed stats"><tbody><tr><th>Analysis started</th><td>2023-09-24 18:24:23.340758</td></tr><tr><th>Analysis finished</th><td>2023-09-24 18:24:32.582980</td></tr><tr><th>Duration</th><td>9.24 seconds</td></tr><tr><th>Software version</th><td><a href=https://github.com/ydataai/ydata-profiling>ydata-profiling vv4.5.1</a></td></tr><tr><th>Download configuration</th><td><a download=config.json 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class="row header"><a class=anchor-pos id=variables-dropdown></a><h1 class=page-header>Variables</h1></div><div class=section-items><div class="row spacing"><select name=Variables id=variables-dropdown class=dropdown-toggle><option value>Select Columns</option><option value=Timestamp>Timestamp</option><option value="Oletko palkansaaja vai laskuttaja?">Oletko palkansaaja vai laskuttaja?</option><option value=Ikä>Ikä</option><option value=Sukupuoli>Sukupuoli</option><option value=Työkokemus>Työkokemus</option><option value="Montako vuotta olet tehnyt laskuttavaa työtä alalla?">Montako vuotta olet tehnyt laskuttavaa työtä alalla?</option><option value=Palvelut>Palvelut</option><option value="Tuntilaskutus (ALV 0%, euroina)">Tuntilaskutus (ALV 0%, euroina)</option><option value="Vuosilaskutus (ALV 0%, euroina)">Vuosilaskutus (ALV 0%, euroina)</option><option value="Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?">Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</option><option value="Mistä asiakkaat ovat?">Mistä asiakkaat ovat?</option><option value=Työpaikka>Työpaikka</option><option value=Kaupunki>Kaupunki</option><option value="Millaisessa yrityksessä työskentelet">Millaisessa yrityksessä työskentelet</option><option value=Työaika>Työaika</option><option value=Rooli>Rooli</option><option value="Etä- vai lähityö">Etä- vai lähityö</option><option value=Kuukausipalkka>Kuukausipalkka</option><option value=Vuositulot>Vuositulot</option><option value="Vapaa kuvaus kokonaiskompensaatiomallista">Vapaa kuvaus kokonaiskompensaatiomallista</option><option value=Kilpailukykyinen>Kilpailukykyinen</option><option value="Vapaa sana">Vapaa sana</option><option value="Ideoita ensi vuoden kyselyyn">Ideoita ensi vuoden kyselyyn</option><option value=Etä>Etä</option><option value=Kk-tulot>Kk-tulot</option></select></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_7321191485025243860></a><div class=variable><div class=col-sm-12><p class=h4 title=Timestamp><a href=#pp_var_7321191485025243860>Timestamp</a><br><small>Date</small></p><p><code>UNIQUE</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>684</td></tr><tr><th>Distinct (%)</th><td>100.0%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>2022-09-26 16:35:50.002000</td></tr><tr><th>Maximum</th><td>2022-10-10 07:49:49.204000</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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-" style="fill: none"/></g></g></g><defs><clippath id=p3c44bc8819><rect x=55.09 y=10.8 width=438.11 height=78.42 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=50) </div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5676228013109323060></a><div class=variable><div class=col-sm-12><p class=h4 title="Oletko palkansaaja vai laskuttaja?"><a href=#pp_var_5676228013109323060>Oletko palkansaaja vai laskuttaja?</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 14 fields: Montako vuotta olet tehnyt laskuttavaa työtä alalla?, Tuntilaskutus (ALV 0%, euroina), Vuosilaskutus (ALV 0%, euroina), Työaika, Kuukausipalkka, Vuositulot, Kk-tulot, Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?, Mistä asiakkaat ovat?, Kaupunki, Millaisessa yrityksessä työskentelet, Etä- vai lähityö, Kilpailukykyinen, Etä">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>0.3%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Palkansaaja </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 616&nbsp; </div></td></tr><tr class><th width=10%> Laskuttaja </th><td width=10%><div class=bar style=width:11.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 68&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-5676228013109323060, #minifreqtable5676228013109323060" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-5676228013109323060 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5676228013109323060bottom-5676228013109323060overview aria-controls=5676228013109323060bottom-5676228013109323060overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#5676228013109323060bottom-5676228013109323060string aria-controls=5676228013109323060bottom-5676228013109323060string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5676228013109323060bottom-5676228013109323060word aria-controls=5676228013109323060bottom-5676228013109323060word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#5676228013109323060bottom-5676228013109323060characters aria-controls=5676228013109323060bottom-5676228013109323060characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5676228013109323060bottom-5676228013109323060overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>11</td></tr><tr><th>Median length</th><td>11</td></tr><tr><th>Mean length</th><td>10.900585</td></tr><tr><th>Min length</th><td>10</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>7456</td></tr><tr><th>Distinct characters</th><td>10</td></tr><tr><th>Distinct categories</th><td>2 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Palkansaaja</td></tr><tr><th>2nd row</th><td>Palkansaaja</td></tr><tr><th>3rd row</th><td>Palkansaaja</td></tr><tr><th>4th row</th><td>Palkansaaja</td></tr><tr><th>5th row</th><td>Laskuttaja</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5676228013109323060bottom-5676228013109323060string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Palkansaaja> Palkansaaja </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr><tr class><td title=Laskuttaja> Laskuttaja </td><td>68</td><td><div class=bar style=width:11.0%> &nbsp; </div> 9.9% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:53.821640</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
+" style="fill: none"/></g></g></g><defs><clippath id=pb0e15186fa><rect x=55.09 y=10.8 width=438.11 height=78.42 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=50) </div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_7233969068764871643></a><div class=variable><div class=col-sm-12><p class=h4 title="Oletko palkansaaja vai laskuttaja?"><a href=#pp_var_7233969068764871643>Oletko palkansaaja vai laskuttaja?</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 14 fields: Montako vuotta olet tehnyt laskuttavaa työtä alalla?, Tuntilaskutus (ALV 0%, euroina), Vuosilaskutus (ALV 0%, euroina), Työaika, Kuukausipalkka, Vuositulot, Kk-tulot, Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?, Mistä asiakkaat ovat?, Kaupunki, Millaisessa yrityksessä työskentelet, Etä- vai lähityö, Kilpailukykyinen, Etä">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>0.3%</td></tr><tr><th>Missing</th><td>0</td></tr><tr><th>Missing (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Palkansaaja </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 616&nbsp; </div></td></tr><tr class><th width=10%> Laskuttaja </th><td width=10%><div class=bar style=width:11.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 68&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-7233969068764871643, #minifreqtable7233969068764871643" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-7233969068764871643 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#7233969068764871643bottom-7233969068764871643overview aria-controls=7233969068764871643bottom-7233969068764871643overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#7233969068764871643bottom-7233969068764871643string aria-controls=7233969068764871643bottom-7233969068764871643string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#7233969068764871643bottom-7233969068764871643word aria-controls=7233969068764871643bottom-7233969068764871643word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#7233969068764871643bottom-7233969068764871643characters aria-controls=7233969068764871643bottom-7233969068764871643characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=7233969068764871643bottom-7233969068764871643overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>11</td></tr><tr><th>Median length</th><td>11</td></tr><tr><th>Mean length</th><td>10.900585</td></tr><tr><th>Min length</th><td>10</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>7456</td></tr><tr><th>Distinct characters</th><td>10</td></tr><tr><th>Distinct categories</th><td>2 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Palkansaaja</td></tr><tr><th>2nd row</th><td>Palkansaaja</td></tr><tr><th>3rd row</th><td>Palkansaaja</td></tr><tr><th>4th row</th><td>Palkansaaja</td></tr><tr><th>5th row</th><td>Laskuttaja</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7233969068764871643bottom-7233969068764871643string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Palkansaaja> Palkansaaja </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr><tr class><td title=Laskuttaja> Laskuttaja </td><td>68</td><td><div class=bar style=width:11.0%> &nbsp; </div> 9.9% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
+  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T18:24:32.989533</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
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 L 274.145 154.921361 
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-" clip-path=url(#pf335c9aa40) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_4><path d="M 274.145 171.85338 
+" clip-path=url(#p2130553b1a) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_4><path d="M 274.145 171.85338 
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-" clip-path=url(#pf335c9aa40) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 55.09 171.85338 
+" clip-path=url(#p2130553b1a) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 55.09 171.85338 
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-" style="fill: none"/></g></g></g><defs><clippath id=pf335c9aa40><rect x=55.09 y=10.8 width=438.11 height=161.05338 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div><div class=row><div class=col-sm-12><h4 class=indent>Common Values (Plot)</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=405pt height=189.8316pt viewbox="0 0 405 189.8316" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:53.944389</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 189.8316 
+" style="fill: none"/></g></g></g><defs><clippath id=p2130553b1a><rect x=55.09 y=10.8 width=438.11 height=161.05338 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div><div class=row><div class=col-sm-12><h4 class=indent>Common Values (Plot)</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
+  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=405pt height=189.8316pt viewbox="0 0 405 189.8316" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T18:24:33.107384</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 189.8316 
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-" clip-path=url(#pc97f407253) style="fill: #ff7f0e; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=text_1><g style="fill: #ffffff" transform="translate(158.105836 58.551075) scale(0.144 -0.144)"><defs><path id=DejaVuSans-Bold-39 transform=scale(0.015625) d="M 641 103 
+" clip-path=url(#pc4c5b164bb) style="fill: #ff7f0e; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=text_1><g style="fill: #ffffff" transform="translate(158.105836 58.551075) scale(0.144 -0.144)"><defs><path id=DejaVuSans-Bold-39 transform=scale(0.015625) d="M 641 103 
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 z
-"/></defs><use xlink:href=#DejaVuSans-4c /><use xlink:href=#DejaVuSans-61 x=55.712891 /><use xlink:href=#DejaVuSans-73 x=116.992188 /><use xlink:href=#DejaVuSans-6b x=169.091797 /><use xlink:href=#DejaVuSans-75 x=223.876953 /><use xlink:href=#DejaVuSans-74 x=287.255859 /><use xlink:href=#DejaVuSans-74 x=326.464844 /><use xlink:href=#DejaVuSans-61 x=365.673828 /><use xlink:href=#DejaVuSans-6a x=426.953125 /><use xlink:href=#DejaVuSans-61 x=454.736328 /></g></g></g></g></g><defs><clippath id=pc97f407253><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5676228013109323060bottom-5676228013109323060word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=palkansaaja> palkansaaja </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr><tr class><td title=laskuttaja> laskuttaja </td><td>68</td><td><div class=bar style=width:11.0%> &nbsp; </div> 9.9% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5676228013109323060bottom-5676228013109323060characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5676228013109323060unicode-5676228013109323060characters aria-controls=5676228013109323060unicode-5676228013109323060characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#5676228013109323060unicode-5676228013109323060categories aria-controls=5676228013109323060unicode-5676228013109323060categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5676228013109323060unicode-5676228013109323060scripts aria-controls=5676228013109323060unicode-5676228013109323060scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#5676228013109323060unicode-5676228013109323060blocks aria-controls=5676228013109323060unicode-5676228013109323060blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5676228013109323060unicode-5676228013109323060characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 44.0% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 1.8% </td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5676228013109323060unicode-5676228013109323060categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>6772</td><td><div class=bar style=width:100.0%> 90.8% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>684</td><td><div class=bar style=width:10.1%> &nbsp; </div> 9.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 48.5% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 10.1% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 10.1% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 10.1% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 9.1% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 9.1% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 2.0% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:11.0%> &nbsp; </div> 9.9% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5676228013109323060unicode-5676228013109323060scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>7456</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 44.0% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 1.8% </td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5676228013109323060unicode-5676228013109323060blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>7456</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 44.0% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 1.8% </td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5656170276040306164></a><div class=variable><div class=col-sm-12><p class=h4 title=Ikä><a href=#pp_var_5656170276040306164>Ikä</a><br><small>Categorical</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>8</td></tr><tr><th>Distinct (%)</th><td>1.2%</td></tr><tr><th>Missing</th><td>3</td></tr><tr><th>Missing (%)</th><td>0.4%</td></tr><tr><th>Memory size</th><td>1.2 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> 33 </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 202&nbsp; </div></td></tr><tr class><th width=10%> 38 </th><td width=10%><div class=bar style=width:97.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 196&nbsp; </div></td></tr><tr class><th width=10%> 28 </th><td width=10%><div class=bar style=width:66.8% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 135&nbsp; </div></td></tr><tr class><th width=10%> 43 </th><td width=10%><div class=bar style=width:46.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 93&nbsp; </div></td></tr><tr class><th width=10%> 48 </th><td width=10%><div class=bar style=width:12.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 25&nbsp; </div></td></tr><tr class><th width=10%> 23 </th><td width=10%><div class=bar style=width:11.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 24&nbsp; </div></td></tr><tr class><th width=10%> 53 </th><td width=10%><div class=bar style=width:2.5% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 5 </td></tr><tr class><th width=10%> &gt; 55 v </th><td width=10%><div class=bar style=width:0.5% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-5656170276040306164, #minifreqtable5656170276040306164" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-5656170276040306164 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5656170276040306164bottom-5656170276040306164overview aria-controls=5656170276040306164bottom-5656170276040306164overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#5656170276040306164bottom-5656170276040306164string aria-controls=5656170276040306164bottom-5656170276040306164string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5656170276040306164bottom-5656170276040306164word aria-controls=5656170276040306164bottom-5656170276040306164word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#5656170276040306164bottom-5656170276040306164characters aria-controls=5656170276040306164bottom-5656170276040306164characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5656170276040306164bottom-5656170276040306164overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>6</td></tr><tr><th>Median length</th><td>2</td></tr><tr><th>Mean length</th><td>2.0058737</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1366</td></tr><tr><th>Distinct characters</th><td>8</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>1 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.1%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>33</td></tr><tr><th>2nd row</th><td>33</td></tr><tr><th>3rd row</th><td>33</td></tr><tr><th>4th row</th><td>38</td></tr><tr><th>5th row</th><td>28</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5656170276040306164bottom-5656170276040306164string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=33> 33 </td><td>202</td><td><div class=bar style=width:100.0%> 29.5% </div></td></tr><tr class><td title=38> 38 </td><td>196</td><td><div class=bar style=width:97.0%> 28.7% </div></td></tr><tr class><td title=28> 28 </td><td>135</td><td><div class=bar style=width:66.8%> 19.7% </div></td></tr><tr class><td title=43> 43 </td><td>93</td><td><div class=bar style=width:46.0%> 13.6% </div></td></tr><tr class><td title=48> 48 </td><td>25</td><td><div class=bar style=width:12.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=23> 23 </td><td>24</td><td><div class=bar style=width:11.9%> &nbsp; </div> 3.5% </td></tr><tr class><td title=53> 53 </td><td>5</td><td><div class=bar style=width:2.5%> &nbsp; </div> 0.7% </td></tr><tr class><td title="> 55 v"> &gt; 55 v </td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>3</td><td><div class=bar style=width:1.5%> &nbsp; </div> 0.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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+"/></defs><use xlink:href=#DejaVuSans-4c /><use xlink:href=#DejaVuSans-61 x=55.712891 /><use xlink:href=#DejaVuSans-73 x=116.992188 /><use xlink:href=#DejaVuSans-6b x=169.091797 /><use xlink:href=#DejaVuSans-75 x=223.876953 /><use xlink:href=#DejaVuSans-74 x=287.255859 /><use xlink:href=#DejaVuSans-74 x=326.464844 /><use xlink:href=#DejaVuSans-61 x=365.673828 /><use xlink:href=#DejaVuSans-6a x=426.953125 /><use xlink:href=#DejaVuSans-61 x=454.736328 /></g></g></g></g></g><defs><clippath id=pc4c5b164bb><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7233969068764871643bottom-7233969068764871643word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=palkansaaja> palkansaaja </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr><tr class><td title=laskuttaja> laskuttaja </td><td>68</td><td><div class=bar style=width:11.0%> &nbsp; </div> 9.9% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7233969068764871643bottom-7233969068764871643characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#7233969068764871643unicode-7233969068764871643characters aria-controls=7233969068764871643unicode-7233969068764871643characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#7233969068764871643unicode-7233969068764871643categories aria-controls=7233969068764871643unicode-7233969068764871643categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#7233969068764871643unicode-7233969068764871643scripts aria-controls=7233969068764871643unicode-7233969068764871643scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#7233969068764871643unicode-7233969068764871643blocks aria-controls=7233969068764871643unicode-7233969068764871643blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=7233969068764871643unicode-7233969068764871643characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 44.0% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 1.8% </td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7233969068764871643unicode-7233969068764871643categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>6772</td><td><div class=bar style=width:100.0%> 90.8% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>684</td><td><div class=bar style=width:10.1%> &nbsp; </div> 9.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 48.5% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 10.1% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 10.1% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 10.1% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 9.1% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 9.1% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 2.0% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:11.0%> &nbsp; </div> 9.9% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7233969068764871643unicode-7233969068764871643scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>7456</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 44.0% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 1.8% </td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7233969068764871643unicode-7233969068764871643blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>7456</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>3284</td><td><div class=bar style=width:100.0%> 44.0% </div></td></tr><tr class><td title=k> k </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=s> s </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=j> j </td><td>684</td><td><div class=bar style=width:20.8%> &nbsp; </div> 9.2% </td></tr><tr class><td title=P> P </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=l> l </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>616</td><td><div class=bar style=width:18.8%> &nbsp; </div> 8.3% </td></tr><tr class><td title=t> t </td><td>136</td><td><div class=bar style=width:4.1%> &nbsp; </div> 1.8% </td></tr><tr class><td title=L> L </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr><tr class><td title=u> u </td><td>68</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.9% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_8248156946730730136></a><div class=variable><div class=col-sm-12><p class=h4 title=Ikä><a href=#pp_var_8248156946730730136>Ikä</a><br><small>Categorical</small></p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>8</td></tr><tr><th>Distinct (%)</th><td>1.2%</td></tr><tr><th>Missing</th><td>3</td></tr><tr><th>Missing (%)</th><td>0.4%</td></tr><tr><th>Memory size</th><td>1.2 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> 33 </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 202&nbsp; </div></td></tr><tr class><th width=10%> 38 </th><td width=10%><div class=bar style=width:97.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 196&nbsp; </div></td></tr><tr class><th width=10%> 28 </th><td width=10%><div class=bar style=width:66.8% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 135&nbsp; </div></td></tr><tr class><th width=10%> 43 </th><td width=10%><div class=bar style=width:46.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 93&nbsp; </div></td></tr><tr class><th width=10%> 48 </th><td width=10%><div class=bar style=width:12.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 25&nbsp; </div></td></tr><tr class><th width=10%> 23 </th><td width=10%><div class=bar style=width:11.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 24&nbsp; </div></td></tr><tr class><th width=10%> 53 </th><td width=10%><div class=bar style=width:2.5% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 5 </td></tr><tr class><th width=10%> &gt; 55 v </th><td width=10%><div class=bar style=width:0.5% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-8248156946730730136, #minifreqtable8248156946730730136" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-8248156946730730136 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#8248156946730730136bottom-8248156946730730136overview aria-controls=8248156946730730136bottom-8248156946730730136overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#8248156946730730136bottom-8248156946730730136string aria-controls=8248156946730730136bottom-8248156946730730136string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#8248156946730730136bottom-8248156946730730136word aria-controls=8248156946730730136bottom-8248156946730730136word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#8248156946730730136bottom-8248156946730730136characters aria-controls=8248156946730730136bottom-8248156946730730136characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=8248156946730730136bottom-8248156946730730136overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>6</td></tr><tr><th>Median length</th><td>2</td></tr><tr><th>Mean length</th><td>2.0058737</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1366</td></tr><tr><th>Distinct characters</th><td>8</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>1 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.1%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>33</td></tr><tr><th>2nd row</th><td>33</td></tr><tr><th>3rd row</th><td>33</td></tr><tr><th>4th row</th><td>38</td></tr><tr><th>5th row</th><td>28</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8248156946730730136bottom-8248156946730730136string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=33> 33 </td><td>202</td><td><div class=bar style=width:100.0%> 29.5% </div></td></tr><tr class><td title=38> 38 </td><td>196</td><td><div class=bar style=width:97.0%> 28.7% </div></td></tr><tr class><td title=28> 28 </td><td>135</td><td><div class=bar style=width:66.8%> 19.7% </div></td></tr><tr class><td title=43> 43 </td><td>93</td><td><div class=bar style=width:46.0%> 13.6% </div></td></tr><tr class><td title=48> 48 </td><td>25</td><td><div class=bar style=width:12.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=23> 23 </td><td>24</td><td><div class=bar style=width:11.9%> &nbsp; </div> 3.5% </td></tr><tr class><td title=53> 53 </td><td>5</td><td><div class=bar style=width:2.5%> &nbsp; </div> 0.7% </td></tr><tr class><td title="> 55 v"> &gt; 55 v </td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>3</td><td><div class=bar style=width:1.5%> &nbsp; </div> 0.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
+  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T18:24:33.246321</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
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-" clip-path=url(#pd4b353c344) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 55.09 176.371792 
+" clip-path=url(#pa5817a8f97) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 55.09 176.371792 
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-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=405pt height=342.0144pt viewbox="0 0 405 342.0144" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:54.242179</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 342.0144 
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-"/></defs><use xlink:href=#DejaVuSans-3e /><use xlink:href=#DejaVuSans-20 x=83.789062 /><use xlink:href=#DejaVuSans-35 x=115.576172 /><use xlink:href=#DejaVuSans-35 x=179.199219 /><use xlink:href=#DejaVuSans-20 x=242.822266 /><use xlink:href=#DejaVuSans-76 x=274.609375 /></g></g></g></g></g><defs><clippath id=pbd1921fcae><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5656170276040306164bottom-5656170276040306164word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=33> 33 </td><td>202</td><td><div class=bar style=width:100.0%> 29.6% </div></td></tr><tr class><td title=38> 38 </td><td>196</td><td><div class=bar style=width:97.0%> 28.7% </div></td></tr><tr class><td title=28> 28 </td><td>135</td><td><div class=bar style=width:66.8%> 19.8% </div></td></tr><tr class><td title=43> 43 </td><td>93</td><td><div class=bar style=width:46.0%> 13.6% </div></td></tr><tr class><td title=48> 48 </td><td>25</td><td><div class=bar style=width:12.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=23> 23 </td><td>24</td><td><div class=bar style=width:11.9%> &nbsp; </div> 3.5% </td></tr><tr class><td title=53> 53 </td><td>5</td><td><div class=bar style=width:2.5%> &nbsp; </div> 0.7% </td></tr><tr class><td title></td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr><tr class><td title=55> 55 </td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5656170276040306164bottom-5656170276040306164characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5656170276040306164unicode-5656170276040306164characters aria-controls=5656170276040306164unicode-5656170276040306164characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#5656170276040306164unicode-5656170276040306164categories aria-controls=5656170276040306164unicode-5656170276040306164categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5656170276040306164unicode-5656170276040306164scripts aria-controls=5656170276040306164unicode-5656170276040306164scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#5656170276040306164unicode-5656170276040306164blocks aria-controls=5656170276040306164unicode-5656170276040306164blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5656170276040306164unicode-5656170276040306164characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 52.9% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.6% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.6% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5656170276040306164unicode-5656170276040306164categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Decimal Number"> Decimal Number </td><td>1362</td><td><div class=bar style=width:100.0%> 99.7% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 53.0% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.7% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.7% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5656170276040306164unicode-5656170276040306164scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Common> Common </td><td>1365</td><td><div class=bar style=width:100.0%> 99.9% </div></td></tr><tr class><td title=Latin> Latin </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 52.9% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.6% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.6% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5656170276040306164unicode-5656170276040306164blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>1366</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 52.9% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.6% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.6% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-2446353345075066427></a><div class=variable><div class=col-sm-12><p class=h4 title=Sukupuoli><a href=#pp_var_-2446353345075066427>Sukupuoli</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Tuntilaskutus (ALV 0%, euroina)">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>0.5%</td></tr><tr class=alert><th>Missing</th><td>53</td></tr><tr class=alert><th>Missing (%)</th><td>7.7%</td></tr><tr><th>Memory size</th><td>948.0 B</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> mies </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 548&nbsp; </div></td></tr><tr class><th width=10%> nainen </th><td width=10%><div class=bar style=width:13.1% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 72&nbsp; </div></td></tr><tr class><th width=10%> muu </th><td width=10%><div class=bar style=width:2.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 11 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--2446353345075066427, #minifreqtable-2446353345075066427" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--2446353345075066427 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2446353345075066427bottom--2446353345075066427overview aria-controls=-2446353345075066427bottom--2446353345075066427overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-2446353345075066427bottom--2446353345075066427string aria-controls=-2446353345075066427bottom--2446353345075066427string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-2446353345075066427bottom--2446353345075066427word aria-controls=-2446353345075066427bottom--2446353345075066427word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-2446353345075066427bottom--2446353345075066427characters aria-controls=-2446353345075066427bottom--2446353345075066427characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2446353345075066427bottom--2446353345075066427overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>6</td></tr><tr><th>Median length</th><td>4</td></tr><tr><th>Mean length</th><td>4.2107765</td></tr><tr><th>Min length</th><td>3</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>2657</td></tr><tr><th>Distinct characters</th><td>7</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>mies</td></tr><tr><th>2nd row</th><td>mies</td></tr><tr><th>3rd row</th><td>mies</td></tr><tr><th>4th row</th><td>mies</td></tr><tr><th>5th row</th><td>mies</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2446353345075066427bottom--2446353345075066427string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=mies> mies </td><td>548</td><td><div class=bar style=width:100.0%> 80.1% </div></td></tr><tr class><td title=nainen> nainen </td><td>72</td><td><div class=bar style=width:13.1%> &nbsp; </div> 10.5% </td></tr><tr class><td title=muu> muu </td><td>11</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.6% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>53</td><td><div class=bar style=width:9.7%> &nbsp; </div> 7.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:54.407365</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
+"/></defs><use xlink:href=#DejaVuSans-3e /><use xlink:href=#DejaVuSans-20 x=83.789062 /><use xlink:href=#DejaVuSans-35 x=115.576172 /><use xlink:href=#DejaVuSans-35 x=179.199219 /><use xlink:href=#DejaVuSans-20 x=242.822266 /><use xlink:href=#DejaVuSans-76 x=274.609375 /></g></g></g></g></g><defs><clippath id=p3168d40e11><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8248156946730730136bottom-8248156946730730136word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=33> 33 </td><td>202</td><td><div class=bar style=width:100.0%> 29.6% </div></td></tr><tr class><td title=38> 38 </td><td>196</td><td><div class=bar style=width:97.0%> 28.7% </div></td></tr><tr class><td title=28> 28 </td><td>135</td><td><div class=bar style=width:66.8%> 19.8% </div></td></tr><tr class><td title=43> 43 </td><td>93</td><td><div class=bar style=width:46.0%> 13.6% </div></td></tr><tr class><td title=48> 48 </td><td>25</td><td><div class=bar style=width:12.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=23> 23 </td><td>24</td><td><div class=bar style=width:11.9%> &nbsp; </div> 3.5% </td></tr><tr class><td title=53> 53 </td><td>5</td><td><div class=bar style=width:2.5%> &nbsp; </div> 0.7% </td></tr><tr class><td title></td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr><tr class><td title=55> 55 </td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8248156946730730136bottom-8248156946730730136characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#8248156946730730136unicode-8248156946730730136characters aria-controls=8248156946730730136unicode-8248156946730730136characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#8248156946730730136unicode-8248156946730730136categories aria-controls=8248156946730730136unicode-8248156946730730136categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#8248156946730730136unicode-8248156946730730136scripts aria-controls=8248156946730730136unicode-8248156946730730136scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#8248156946730730136unicode-8248156946730730136blocks aria-controls=8248156946730730136unicode-8248156946730730136blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=8248156946730730136unicode-8248156946730730136characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 52.9% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.6% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.6% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8248156946730730136unicode-8248156946730730136categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Decimal Number"> Decimal Number </td><td>1362</td><td><div class=bar style=width:100.0%> 99.7% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 53.0% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.7% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.7% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8248156946730730136unicode-8248156946730730136scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Common> Common </td><td>1365</td><td><div class=bar style=width:100.0%> 99.9% </div></td></tr><tr class><td title=Latin> Latin </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 52.9% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.6% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.6% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8248156946730730136unicode-8248156946730730136blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>1366</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>722</td><td><div class=bar style=width:100.0%> 52.9% </div></td></tr><tr class><td title=8> 8 </td><td>356</td><td><div class=bar style=width:49.3%> 26.1% </div></td></tr><tr class><td title=2> 2 </td><td>159</td><td><div class=bar style=width:22.0%> &nbsp; </div> 11.6% </td></tr><tr class><td title=4> 4 </td><td>118</td><td><div class=bar style=width:16.3%> &nbsp; </div> 8.6% </td></tr><tr class><td title=5> 5 </td><td>7</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.5% </td></tr><tr class><td title=" "></td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=">"> &gt; </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=v> v </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-2997074635330773710></a><div class=variable><div class=col-sm-12><p class=h4 title=Sukupuoli><a href=#pp_var_-2997074635330773710>Sukupuoli</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Tuntilaskutus (ALV 0%, euroina)">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>0.5%</td></tr><tr class=alert><th>Missing</th><td>53</td></tr><tr class=alert><th>Missing (%)</th><td>7.7%</td></tr><tr><th>Memory size</th><td>948.0 B</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> mies </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 548&nbsp; </div></td></tr><tr class><th width=10%> nainen </th><td width=10%><div class=bar style=width:13.1% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 72&nbsp; </div></td></tr><tr class><th width=10%> muu </th><td width=10%><div class=bar style=width:2.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 11 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--2997074635330773710, #minifreqtable-2997074635330773710" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--2997074635330773710 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2997074635330773710bottom--2997074635330773710overview aria-controls=-2997074635330773710bottom--2997074635330773710overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-2997074635330773710bottom--2997074635330773710string aria-controls=-2997074635330773710bottom--2997074635330773710string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-2997074635330773710bottom--2997074635330773710word aria-controls=-2997074635330773710bottom--2997074635330773710word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-2997074635330773710bottom--2997074635330773710characters aria-controls=-2997074635330773710bottom--2997074635330773710characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2997074635330773710bottom--2997074635330773710overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>6</td></tr><tr><th>Median length</th><td>4</td></tr><tr><th>Mean length</th><td>4.2107765</td></tr><tr><th>Min length</th><td>3</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>2657</td></tr><tr><th>Distinct characters</th><td>7</td></tr><tr><th>Distinct categories</th><td>1 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>1 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>mies</td></tr><tr><th>2nd row</th><td>mies</td></tr><tr><th>3rd row</th><td>mies</td></tr><tr><th>4th row</th><td>mies</td></tr><tr><th>5th row</th><td>mies</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2997074635330773710bottom--2997074635330773710string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=mies> mies </td><td>548</td><td><div class=bar style=width:100.0%> 80.1% </div></td></tr><tr class><td title=nainen> nainen </td><td>72</td><td><div class=bar style=width:13.1%> &nbsp; </div> 10.5% </td></tr><tr class><td title=muu> muu </td><td>11</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.6% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>53</td><td><div class=bar style=width:9.7%> &nbsp; </div> 7.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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-"/></defs><use xlink:href=#DejaVuSans-6d /><use xlink:href=#DejaVuSans-75 x=97.412109 /><use xlink:href=#DejaVuSans-75 x=160.791016 /></g></g></g></g></g><defs><clippath id=pb3ea202b17><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2446353345075066427bottom--2446353345075066427word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=mies> mies </td><td>548</td><td><div class=bar style=width:100.0%> 86.8% </div></td></tr><tr class><td title=nainen> nainen </td><td>72</td><td><div class=bar style=width:13.1%> &nbsp; </div> 11.4% </td></tr><tr class><td title=muu> muu </td><td>11</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.7% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2446353345075066427bottom--2446353345075066427characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2446353345075066427unicode--2446353345075066427characters aria-controls=-2446353345075066427unicode--2446353345075066427characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-2446353345075066427unicode--2446353345075066427categories aria-controls=-2446353345075066427unicode--2446353345075066427categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-2446353345075066427unicode--2446353345075066427scripts aria-controls=-2446353345075066427unicode--2446353345075066427scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-2446353345075066427unicode--2446353345075066427blocks aria-controls=-2446353345075066427unicode--2446353345075066427blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2446353345075066427unicode--2446353345075066427characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2446353345075066427unicode--2446353345075066427categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>2657</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2446353345075066427unicode--2446353345075066427scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>2657</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2446353345075066427unicode--2446353345075066427blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>2657</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_1843091784284531458></a><div class=variable><div class=col-sm-12><p class=h4 title=Työkokemus><a href=#pp_var_1843091784284531458>Työkokemus</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 3 fields: Kuukausipalkka, Vuositulot, Kk-tulot">HIGH CORRELATION</abbr></code>&nbsp <code>ZEROS</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>30</td></tr><tr><th>Distinct (%)</th><td>4.4%</td></tr><tr><th>Missing</th><td>4</td></tr><tr><th>Missing (%)</th><td>0.6%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>10.2</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>31</td></tr><tr class=alert><th>Zeros</th><td>13</td></tr><tr class=alert><th>Zeros (%)</th><td>1.9%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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+"/></defs><use xlink:href=#DejaVuSans-6d /><use xlink:href=#DejaVuSans-75 x=97.412109 /><use xlink:href=#DejaVuSans-75 x=160.791016 /></g></g></g></g></g><defs><clippath id=p0fbdfaa93e><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2997074635330773710bottom--2997074635330773710word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=mies> mies </td><td>548</td><td><div class=bar style=width:100.0%> 86.8% </div></td></tr><tr class><td title=nainen> nainen </td><td>72</td><td><div class=bar style=width:13.1%> &nbsp; </div> 11.4% </td></tr><tr class><td title=muu> muu </td><td>11</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.7% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2997074635330773710bottom--2997074635330773710characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2997074635330773710unicode--2997074635330773710characters aria-controls=-2997074635330773710unicode--2997074635330773710characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-2997074635330773710unicode--2997074635330773710categories aria-controls=-2997074635330773710unicode--2997074635330773710categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-2997074635330773710unicode--2997074635330773710scripts aria-controls=-2997074635330773710unicode--2997074635330773710scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-2997074635330773710unicode--2997074635330773710blocks aria-controls=-2997074635330773710unicode--2997074635330773710blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2997074635330773710unicode--2997074635330773710characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2997074635330773710unicode--2997074635330773710categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>2657</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2997074635330773710unicode--2997074635330773710scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>2657</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2997074635330773710unicode--2997074635330773710blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>2657</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=e> e </td><td>620</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr><tr class><td title=m> m </td><td>559</td><td><div class=bar style=width:90.2%> 21.0% </div></td></tr><tr class><td title=s> s </td><td>548</td><td><div class=bar style=width:88.4%> 20.6% </div></td></tr><tr class><td title=n> n </td><td>216</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.1% </td></tr><tr class><td title=a> a </td><td>72</td><td><div class=bar style=width:11.6%> &nbsp; </div> 2.7% </td></tr><tr class><td title=u> u </td><td>22</td><td><div class=bar style=width:3.5%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5849788682183416022></a><div class=variable><div class=col-sm-12><p class=h4 title=Työkokemus><a href=#pp_var_5849788682183416022>Työkokemus</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 3 fields: Kuukausipalkka, Vuositulot, Kk-tulot">HIGH CORRELATION</abbr></code>&nbsp <code>ZEROS</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>30</td></tr><tr><th>Distinct (%)</th><td>4.4%</td></tr><tr><th>Missing</th><td>4</td></tr><tr><th>Missing (%)</th><td>0.6%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>10.2</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>31</td></tr><tr class=alert><th>Zeros</th><td>13</td></tr><tr class=alert><th>Zeros (%)</th><td>1.9%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 6.9% </td></tr><tr class><td title=7> 7 </td><td>43</td><td><div class=bar style=width:17.3%> &nbsp; </div> 6.3% </td></tr><tr class><td title=4> 4 </td><td>41</td><td><div class=bar style=width:16.5%> &nbsp; </div> 6.0% </td></tr><tr class><td title=6> 6 </td><td>35</td><td><div class=bar style=width:14.1%> &nbsp; </div> 5.1% </td></tr><tr class><td title=2> 2 </td><td>29</td><td><div class=bar style=width:11.6%> &nbsp; </div> 4.2% </td></tr><tr class><td title=14> 14 </td><td>26</td><td><div class=bar style=width:10.4%> &nbsp; </div> 3.8% </td></tr><tr class=other><td title="Other values (20)"> Other values (20) </td><td>249</td><td><div class=bar style=width:100.0%> 36.4% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=1843091784284531458bottom-1843091784284531458extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#1843091784284531458extreme_values-1843091784284531458firstn aria-controls=1843091784284531458extreme_values-1843091784284531458firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#1843091784284531458extreme_values-1843091784284531458lastn aria-controls=1843091784284531458extreme_values-1843091784284531458lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=1843091784284531458extreme_values-1843091784284531458firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>13</td><td><div class=bar style=width:24.1%> &nbsp; </div> 1.9% </td></tr><tr class><td title=1> 1 </td><td>23</td><td><div class=bar style=width:42.6%> 3.4% </div></td></tr><tr class><td title=2> 2 </td><td>29</td><td><div class=bar style=width:53.7%> 4.2% </div></td></tr><tr class><td title=3> 3 </td><td>24</td><td><div class=bar style=width:44.4%> 3.5% </div></td></tr><tr class><td title=4> 4 </td><td>41</td><td><div class=bar style=width:75.9%> 6.0% </div></td></tr><tr class><td title=5> 5 </td><td>54</td><td><div class=bar style=width:100.0%> 7.9% </div></td></tr><tr class><td title=6> 6 </td><td>35</td><td><div class=bar style=width:64.8%> 5.1% </div></td></tr><tr class><td title=7> 7 </td><td>43</td><td><div class=bar style=width:79.6%> 6.3% </div></td></tr><tr class><td title=8> 8 </td><td>47</td><td><div class=bar style=width:87.0%> 6.9% </div></td></tr><tr class><td title=9> 9 </td><td>22</td><td><div class=bar style=width:40.7%> 3.2% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=1843091784284531458extreme_values-1843091784284531458lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=31> 31 </td><td>1</td><td><div class=bar style=width:5.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=28> 28 </td><td>1</td><td><div class=bar style=width:5.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=27> 27 </td><td>1</td><td><div class=bar style=width:5.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=26> 26 </td><td>2</td><td><div class=bar style=width:10.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=25> 25 </td><td>8</td><td><div class=bar style=width:42.1%> 1.2% </div></td></tr><tr class><td title=24> 24 </td><td>5</td><td><div class=bar style=width:26.3%> &nbsp; </div> 0.7% </td></tr><tr class><td title=23> 23 </td><td>9</td><td><div class=bar style=width:47.4%> 1.3% </div></td></tr><tr class><td title=22> 22 </td><td>17</td><td><div class=bar style=width:89.5%> 2.5% </div></td></tr><tr class><td title=21> 21 </td><td>4</td><td><div class=bar style=width:21.1%> &nbsp; </div> 0.6% </td></tr><tr class><td title=20> 20 </td><td>19</td><td><div class=bar style=width:100.0%> 2.8% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-1766248749596134837></a><div class=variable><div class=col-sm-12><p class=h4 title="Montako vuotta olet tehnyt laskuttavaa työtä alalla?"><a href=#pp_var_-1766248749596134837>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>18</td></tr><tr><th>Distinct (%)</th><td>26.9%</td></tr><tr class=alert><th>Missing</th><td>617</td></tr><tr class=alert><th>Missing (%)</th><td>90.2%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>3.5820896</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>16</td></tr><tr><th>Zeros</th><td>3</td></tr><tr><th>Zeros (%)</th><td>0.4%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 6.9% </td></tr><tr class><td title=7> 7 </td><td>43</td><td><div class=bar style=width:17.3%> &nbsp; </div> 6.3% </td></tr><tr class><td title=4> 4 </td><td>41</td><td><div class=bar style=width:16.5%> &nbsp; </div> 6.0% </td></tr><tr class><td title=6> 6 </td><td>35</td><td><div class=bar style=width:14.1%> &nbsp; </div> 5.1% </td></tr><tr class><td title=2> 2 </td><td>29</td><td><div class=bar style=width:11.6%> &nbsp; </div> 4.2% </td></tr><tr class><td title=14> 14 </td><td>26</td><td><div class=bar style=width:10.4%> &nbsp; </div> 3.8% </td></tr><tr class=other><td title="Other values (20)"> Other values (20) </td><td>249</td><td><div class=bar style=width:100.0%> 36.4% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5849788682183416022bottom-5849788682183416022extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5849788682183416022extreme_values-5849788682183416022firstn aria-controls=5849788682183416022extreme_values-5849788682183416022firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#5849788682183416022extreme_values-5849788682183416022lastn aria-controls=5849788682183416022extreme_values-5849788682183416022lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5849788682183416022extreme_values-5849788682183416022firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>13</td><td><div class=bar style=width:24.1%> &nbsp; </div> 1.9% </td></tr><tr class><td title=1> 1 </td><td>23</td><td><div class=bar style=width:42.6%> 3.4% </div></td></tr><tr class><td title=2> 2 </td><td>29</td><td><div class=bar style=width:53.7%> 4.2% </div></td></tr><tr class><td title=3> 3 </td><td>24</td><td><div class=bar style=width:44.4%> 3.5% </div></td></tr><tr class><td title=4> 4 </td><td>41</td><td><div class=bar style=width:75.9%> 6.0% </div></td></tr><tr class><td title=5> 5 </td><td>54</td><td><div class=bar style=width:100.0%> 7.9% </div></td></tr><tr class><td title=6> 6 </td><td>35</td><td><div class=bar style=width:64.8%> 5.1% </div></td></tr><tr class><td title=7> 7 </td><td>43</td><td><div class=bar style=width:79.6%> 6.3% </div></td></tr><tr class><td title=8> 8 </td><td>47</td><td><div class=bar style=width:87.0%> 6.9% </div></td></tr><tr class><td title=9> 9 </td><td>22</td><td><div class=bar style=width:40.7%> 3.2% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5849788682183416022extreme_values-5849788682183416022lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=31> 31 </td><td>1</td><td><div class=bar style=width:5.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=28> 28 </td><td>1</td><td><div class=bar style=width:5.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=27> 27 </td><td>1</td><td><div class=bar style=width:5.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=26> 26 </td><td>2</td><td><div class=bar style=width:10.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=25> 25 </td><td>8</td><td><div class=bar style=width:42.1%> 1.2% </div></td></tr><tr class><td title=24> 24 </td><td>5</td><td><div class=bar style=width:26.3%> &nbsp; </div> 0.7% </td></tr><tr class><td title=23> 23 </td><td>9</td><td><div class=bar style=width:47.4%> 1.3% </div></td></tr><tr class><td title=22> 22 </td><td>17</td><td><div class=bar style=width:89.5%> 2.5% </div></td></tr><tr class><td title=21> 21 </td><td>4</td><td><div class=bar style=width:21.1%> &nbsp; </div> 0.6% </td></tr><tr class><td title=20> 20 </td><td>19</td><td><div class=bar style=width:100.0%> 2.8% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-156529391527783851></a><div class=variable><div class=col-sm-12><p class=h4 title="Montako vuotta olet tehnyt laskuttavaa työtä alalla?"><a href=#pp_var_-156529391527783851>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>18</td></tr><tr><th>Distinct (%)</th><td>26.9%</td></tr><tr class=alert><th>Missing</th><td>617</td></tr><tr class=alert><th>Missing (%)</th><td>90.2%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>3.5820896</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>16</td></tr><tr><th>Zeros</th><td>3</td></tr><tr><th>Zeros (%)</th><td>0.4%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 0.6% </td></tr><tr class><td title=0> 0 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=1.5> 1.5 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=8> 8 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=0.5> 0.5 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=10> 10 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class=other><td title="Other values (8)"> Other values (8) </td><td>8</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.2% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>617</td><td><div class=bar style=width:100.0%> 90.2% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-1766248749596134837bottom--1766248749596134837extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-1766248749596134837extreme_values--1766248749596134837firstn aria-controls=-1766248749596134837extreme_values--1766248749596134837firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#-1766248749596134837extreme_values--1766248749596134837lastn aria-controls=-1766248749596134837extreme_values--1766248749596134837lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-1766248749596134837extreme_values--1766248749596134837firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>3</td><td><div class=bar style=width:16.7%> &nbsp; </div> 0.4% </td></tr><tr class><td title=0.5> 0.5 </td><td>2</td><td><div class=bar style=width:11.1%> &nbsp; </div> 0.3% </td></tr><tr class><td title=1> 1 </td><td>18</td><td><div class=bar style=width:100.0%> 2.6% </div></td></tr><tr class><td title=1.5> 1.5 </td><td>3</td><td><div class=bar style=width:16.7%> &nbsp; </div> 0.4% </td></tr><tr class><td title=2> 2 </td><td>11</td><td><div class=bar style=width:61.1%> 1.6% </div></td></tr><tr class><td title=2.5> 2.5 </td><td>1</td><td><div class=bar style=width:5.6%> &nbsp; </div> 0.1% </td></tr><tr class><td title=3> 3 </td><td>6</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.9% </td></tr><tr class><td title=4> 4 </td><td>7</td><td><div class=bar style=width:38.9%> &nbsp; </div> 1.0% </td></tr><tr class><td title=5> 5 </td><td>4</td><td><div class=bar style=width:22.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=6> 6 </td><td>1</td><td><div class=bar style=width:5.6%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-1766248749596134837extreme_values--1766248749596134837lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=16> 16 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=15> 15 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=13> 13 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=12> 12 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=11> 11 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=10> 10 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=9> 9 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=8> 8 </td><td>3</td><td><div class=bar style=width:75.0%> 0.4% </div></td></tr><tr class><td title=6> 6 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=5> 5 </td><td>4</td><td><div class=bar style=width:100.0%> 0.6% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-1229301744611992740></a><div class=variable><div class=col-sm-12><p class=h4 title=Palvelut><a href=#pp_var_-1229301744611992740>Palvelut</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>52</td></tr><tr><th>Distinct (%)</th><td>78.8%</td></tr><tr class=alert><th>Missing</th><td>618</td></tr><tr class=alert><th>Missing (%)</th><td>90.4%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 0.6% </td></tr><tr class><td title=0> 0 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=1.5> 1.5 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=8> 8 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=0.5> 0.5 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=10> 10 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class=other><td title="Other values (8)"> Other values (8) </td><td>8</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.2% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>617</td><td><div class=bar style=width:100.0%> 90.2% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-156529391527783851bottom--156529391527783851extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-156529391527783851extreme_values--156529391527783851firstn aria-controls=-156529391527783851extreme_values--156529391527783851firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#-156529391527783851extreme_values--156529391527783851lastn aria-controls=-156529391527783851extreme_values--156529391527783851lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-156529391527783851extreme_values--156529391527783851firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>3</td><td><div class=bar style=width:16.7%> &nbsp; </div> 0.4% </td></tr><tr class><td title=0.5> 0.5 </td><td>2</td><td><div class=bar style=width:11.1%> &nbsp; </div> 0.3% </td></tr><tr class><td title=1> 1 </td><td>18</td><td><div class=bar style=width:100.0%> 2.6% </div></td></tr><tr class><td title=1.5> 1.5 </td><td>3</td><td><div class=bar style=width:16.7%> &nbsp; </div> 0.4% </td></tr><tr class><td title=2> 2 </td><td>11</td><td><div class=bar style=width:61.1%> 1.6% </div></td></tr><tr class><td title=2.5> 2.5 </td><td>1</td><td><div class=bar style=width:5.6%> &nbsp; </div> 0.1% </td></tr><tr class><td title=3> 3 </td><td>6</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.9% </td></tr><tr class><td title=4> 4 </td><td>7</td><td><div class=bar style=width:38.9%> &nbsp; </div> 1.0% </td></tr><tr class><td title=5> 5 </td><td>4</td><td><div class=bar style=width:22.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=6> 6 </td><td>1</td><td><div class=bar style=width:5.6%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-156529391527783851extreme_values--156529391527783851lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=16> 16 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=15> 15 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=13> 13 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=12> 12 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=11> 11 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=10> 10 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=9> 9 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=8> 8 </td><td>3</td><td><div class=bar style=width:75.0%> 0.4% </div></td></tr><tr class><td title=6> 6 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=5> 5 </td><td>4</td><td><div class=bar style=width:100.0%> 0.6% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-5537339029389252276></a><div class=variable><div class=col-sm-12><p class=h4 title=Palvelut><a href=#pp_var_-5537339029389252276>Palvelut</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>52</td></tr><tr><th>Distinct (%)</th><td>78.8%</td></tr><tr class=alert><th>Missing</th><td>618</td></tr><tr class=alert><th>Missing (%)</th><td>90.4%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=imageabf6b4fb5a x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p13ade57f12><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--1229301744611992740, #minifreqtable-1229301744611992740" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--1229301744611992740 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-1229301744611992740bottom--1229301744611992740overview aria-controls=-1229301744611992740bottom--1229301744611992740overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-1229301744611992740bottom--1229301744611992740word aria-controls=-1229301744611992740bottom--1229301744611992740word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-1229301744611992740bottom--1229301744611992740characters aria-controls=-1229301744611992740bottom--1229301744611992740characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-1229301744611992740bottom--1229301744611992740overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>130</td></tr><tr><th>Median length</th><td>50</td></tr><tr><th>Mean length</th><td>27.606061</td></tr><tr><th>Min length</th><td>3</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1822</td></tr><tr><th>Distinct characters</th><td>53</td></tr><tr><th>Distinct categories</th><td>9 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>50 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>75.8%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Data-analytiikka, Arkkitehtuuri, Data Engineering, </td></tr><tr><th>2nd row</th><td>Fullstack</td></tr><tr><th>3rd row</th><td>Full-stack developer ja arkkitehti</td></tr><tr><th>4th row</th><td>Full stack</td></tr><tr><th>5th row</th><td>Devausta ja projarointia</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1229301744611992740bottom--1229301744611992740word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=full> full </td><td>37</td><td><div class=bar style=width:38.1%> &nbsp; </div> 16.3% </td></tr><tr class><td title=stack> stack </td><td>37</td><td><div class=bar style=width:38.1%> &nbsp; </div> 16.3% </td></tr><tr class><td title=ja> ja </td><td>13</td><td><div class=bar style=width:13.4%> &nbsp; </div> 5.7% </td></tr><tr class><td title=devops> devops </td><td>9</td><td><div class=bar style=width:9.3%> &nbsp; </div> 4.0% </td></tr><tr class><td title=backend> backend </td><td>7</td><td><div class=bar style=width:7.2%> &nbsp; </div> 3.1% </td></tr><tr class><td title=arkkitehtuuria> arkkitehtuuria </td><td>6</td><td><div class=bar style=width:6.2%> &nbsp; </div> 2.6% </td></tr><tr class><td title></td><td>6</td><td><div class=bar style=width:6.2%> &nbsp; </div> 2.6% </td></tr><tr class><td title=frontend> frontend </td><td>5</td><td><div class=bar style=width:5.2%> &nbsp; </div> 2.2% </td></tr><tr class><td title=softadevausta> softadevausta </td><td>5</td><td><div class=bar style=width:5.2%> &nbsp; </div> 2.2% </td></tr><tr class><td title=arkkitehtuuri> arkkitehtuuri </td><td>5</td><td><div class=bar style=width:5.2%> &nbsp; </div> 2.2% </td></tr><tr class=other><td title="Other values (73)"> Other values (73) </td><td>97</td><td><div class=bar style=width:100.0%> 42.7% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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fDh0mx5LFI6U7MSvanHdU6HFh0lSynTbahsfxOGysrynjC8++hiFJmUvHgyE2L65AEQLztH9lpq1AOMrugTb+6tE78NitDEz4aO4d4m+feAUAr8POezatACAci+OwmFObm2A0jttuxaKpZDvtWE3zf3o2s4lHNyzj6y8dQlUUxgKh6xzpt3EjkFLSEz7HS0PfpcS2mEfKPkuuuRSn5kFVNDIVZFfCqjpY7rmFGudqwrqfhIxhSJ3uYDMvDn1njmboMRfgi48SSkyRpV1b63RobrbmPcoLg9+mJ9TCZGyIXEvZTTX1x2MJXFk2nFk2RgaTJtXujhEutPSzeGkxYyN+zjf1MjI4xa77VlBYkp1yXYXDMZpPdTM24qemvoimY1243Db8U2EsVhP9veNMjgcRCMoqczl+4CIwhtVmprgsJ9UHIQRnT3TT1TbMooZiCoqzOXWkA99kkG13NBIOxfBNhVJCebB/knOnexnqn6CiJo+hvkm62oZY1FDC5HiQSCQOErI8duwOC0P9Ewgl/ZhdVXAaUhKMxLCaNZw2M/5wlHM9w3SPTCIl3L+xAV8ogstupqqwiPaBcYLReNKHGI3jsJpx2S34QlFMqkJulmO6PROhaJzyfAuTVhPBSAx/OEpDRQEvn7zIqupiHFYLuW4H2U4bK6tLOHaxlzFfkHSTNRyIcOCZk3ziH96HJ8fFL77xEkPdo0yN+ug820tgIkjL4TYsNjOKojDcM0bzoYtMjfoxW0zkFHnQzCqrb20kEU8QnAwxMexLDVr3+T6a9rdisZkpqSnA6rAwOeIjMBWatZif2N1M/dpq6tZVp3wA/skgU6M+FE2l61w/OYVuHG475UtKOPjMCc4fbaf34hB2t43sAje+MT/jQ1MEp5KLpdlqon5NNZX1JdSuqOD4K2cx28woqsJQ1ygndzcnfbJS4vTM71N5cyFwaFaqHcVUOgpZklVJpbOIcls+Ds2WsiBcuWBIJHFDpzs0xIuDR9g/1sRYdCqtCI3oMR7r2c1ydw1L3VVzzp/o7Kc638uZ7kEK3U6ybFa2LK4gYUimQmGmwhGEEGyoLeeXZy7gsJiJJXRqCrw4LElfVENpAdvqK/n50bM8vK6Rouwsbm2s5bbGWqSU/PxoMw6LGVURPHPyPOuqS+mf8HFbYy1um5UXmy5yunuQ090DBCPJTdJUKMLwVGCWRqkqCo1lhZR63SQMgxFfEJP61gyS+J8NSX+4FZNiYVPuQ1Q6liVjFqROOBHArNpQxcLDRCSSiB7ErFhxatlJV5MRpyvYhCpMKd/nDBrcW3h+4Jtc8B8h21yIRbGngoMSRgyLap91fdyI4TUX82DJp3m6/994su9L3F/ySfJuovC8/YFV2OzJSOFIOEZ2jpPCUi8OpxW7w0xOngur1cQ7P7QVd7ZjVg7r9tuX0tMxykPv38TkWIDymjysVjN3PLgKk1kjEopRtbiQnHwXDpeVhz+wmaA/SllVLmMj/pQCc8cDq4hEYjSsLCc7x4HdaaW3YxSLzURRSTaBQIS6pSVJ06/VxF0PrWF0yMeD79tEwBfGYjMRjSQVj1gkzqad9QhFIASUVHix2ExU1RakHbOrvvVEQmfcH6JneJIL/WPUleSxuaESKZMBPFk2C2V5HtYsKmVkKoCiKLQPjJHrdrC0ooA9Z9oJRmNUFnixXLbDFgJW1RTT1DWEYRgsKsmjd3SSzqEJclx2hieDCAH26QXLbFLJdzvZsrQqrVblGw+y5YE15BZlA3Dfb9wKwKpbltJ3cZD7PnYr40NTrL1tGQXluex85wZ6WgcITIZ49NN3Y3NYMQyDwESAliPtCAHv+ez9CCEoqMjlkU/eTfe5fsaHJtn1ni1oJo2Lp7oorsojp8iT6set79rE3sePcPCZk5TUFlDdWEZ/+xBDPWNEglHMFhPr7lhO9TI79WuriIVjHN99FneOi3s+tBOLzUxHUw8th9sory/GNT3htjywhiPPn+b4y2fJLclmw10rMaTBnR/czvjQFKN94zz8f+7E6bHPHZy3AASwKWcpm3IacWq2BX28JkWjPqucxa5SbilYzY+7X+bo+DniV4TsA/gTIX7S8wr17go0LgkaISDXZefQxR68Tju3Lq1BVQSTwTBNvUMIIfj4resRQnBbYy1mVWV3cxtCUShwO1OCUyLZVl+Fw2qmf9LH8rJCHl7XyIELXSR0gw/tWEO+28n9q5eQZbOy51wHmxdVUFOQg5SSqXCEQxe7sZg0sp02kJK+CR+BaIylpfmol5nT4gmdYx19JHSDR9Yvw2Z5Y02UNxu6TDAYbieYmMKfGEtqWkacC/6jqQ1Tmb0em+Z6k3t6OQR5lgp0meDU5EtMxUdSaSAj0W5WZd9OhaMx6SqKDTAa7cOXGEWXCSbjw7T6jqRayrEU4zUXJwPG9BCvjfyEmBGh0FqFWbXhj49zdPxZiqw1uLTZqVb1ro1c8B/l6PizBBITFNsWIVDwxUeJGiF25r93lrCdSUXJt1ZyR9FHeGHw2zzd/1XuKPxo8t4bFJ5CCIpKvZcdSW7Ya+uLAAiHYlTU5FNSkYvTZZ1zr8ttp2FlMu0nEdepWlRATX1RKoK2tr6IrrbhaSF26VlSSob6J6henHxOfrFnTt+q6wpTf2e57eTkuUCAyaSSm59Fbn7SlaMndIrLc7A7zMl1viSb4cGpVB+Ly3JmabdX4qqCU1NVllYUkut2UJ7nwWLS2LK0Cn84ittuYTIQRhGChvICYolcFJE0SbmsFkyawu2rFxNL6GTZrOiG5EznIA5rsqMV+V68LgcmVcFmMVFXmkeRNysZ3Wg2UZDtQlWTDvbCbBcOixmnzZz2pRdW5FJYkZv69/o7ls+55nLc/aEdc44pikJJbSGxaIJELIHdlQzEqKgvpqJ+bnrLhrtWsv7OFVf0I49HP33PrGP162pQVYWR/gk237f60tiaTSTiCW5550aOv3wWu8uKEIIl62upXzc7VcZqt7DtoXVz+nDfR2+56u98q0AIgct0Y9qwIhQasir5RO2DfPXCzzg0Pjf6EODU5EW6goPUOEtSx6SERYW53L5s0axrt9ZXsbV+tnZqUlV2Ndayq7E2bfsmVWXL4srUv+uL86gvnh2Q9cCaBgB2NlTPOj7T7vmBEZ442gxC0FBawJKSuZGRNQU5HOvso2H63K+IFX5e6EacVv9h2gLH8ccnCOpTCARP9/8rkLQ2PFr+x5RqdW9yT2ejyrGcW/Lfx5mpV3l1+AfEjRgmxUyhtXo6ACiJ8dgAxyaeZSTaQ8wI0xU4w2C4PXV+Y84DbMp9EBAoQiXPWsGZyd2c9x3CQEcRKqW2Otbm3DMnUtaqOrm98MM0Tb7KOf8hWqb2JyO8FTNVjuVEjfAcLRWS312JbTF3FX2MX/R9hRcG/4M7Cj9Kka32dY3QttpMLGoozugZ2TlOPF7HrGuFIqhcNFfTE0KwbHXlvObTdKhclD6SWNVUnK7ZVpzG1RUZt3tVwakogiKvi4JsJ4oQqVSRmYjXbKedhzY3oioC+/SO2Gq+tDO2W8xMa/Mg4ZYVNdimzyuKwH2Z309TVbyXRdKuqS1BVRWEAItJw+J+/TNncouzcee6QCbTSa6FX3zjZVZuX0J5GsF6OapXVFDZODuQQAhYubMBzaRxy69txGy9NPGj4RjPf3cP2x5c9z8ij/NmQQhBodXLby96iNbj3UzEA3OuiRgx9o82pQSnEOCwmK/qU8wENrOGcZP8yCZVxWWzpEzUJ7v6mQiG2V5fhTZtklUVwQOrl2Ca3oXPF5n+qwKTYmVL7iNsyHmA8Vg/zw38O2bFzkOlv5dKN5nJebSrLn6r9ksoQuXKLcMa710s8+zEorz+EcZCCMyKjRXZt9Hg3oYhE0jkNKOVCdNlwqrKuZxSex3BxBT/2fGn1DhXs6vwg6nzydSV5G8xKRaWe3bSkLUZXSaQGAiU6TYtKFcE8ggh8JgK2JT7MOty7kWXyTxWgUBTTJiEhfkghEKhtYYPVP0NUuqYldffKiWEyFgwp7v2avdqpoW5LBayQVjItddcTYQQqPM0qKoKWY65uUzpoAhBntt57QunYb7Bhe56oGrqgph6Hvj43KTptO2qyrT2fAlCCKzTuwrNNHsRsNotvOO3bs+4HzcLhkwwFT1DKNE355xZySbbugJNSb5D3YgQiLcRSvSD1FEVB3atFIepYjpR3CAY7yQQ70CSwKYVY1UL8cVayLFuQJ1mUpFSZyp2jnCiD4GKy7wIQ0ZJGCE8lkaEmP0+ZoTnfcVb+F7X83P6qUuDc74u4kYCk6KhKgrv3bLyhsfmSm31RlCd7+UTt21M/XtVZcmca4QQOK3zL4i/ahBCYFZtmLERMyJYFAdBfQqzYsWi2q9IOVOwa+mT+k2KJcXC80ZACIGKiqrOL3CS15hQVRMWxUGRrRaTYpmXbCApeDVUNfM1TgiBJkxoV6HKu9q9NjXztfdtXBtvCQKEt/FWgUE4McBk5DQRfZDR8H6yrWuxa6U4zdW4ZdIEGTf89Ph/xkDwWUyKG0Vo6EYYTXGxPO9vMQknoUQ3TWN/iZQGVq0AXUYxKW7GwgfZWvzfKcE5FHqFi5NfRwgNi+JFUSzoRhiLmkuWuQ5VzN3ICARrvHX8pPcVIvrcSOSpeIDJWIA8q+d1Ha23cX1waG7yrOX0TrzAcwPfINtciC7jeEwFrPJe34ZxPDbASKRr2lQaueq1A+GLTMSG6Ao2zaLuu1lY4bk1LQPQ2/ifg7SCs21wjH96cg9//4F7cFrNjPiC/O1jL/Pwxka2N1QRiSd45tg5fnmyFUNKbl+xiPvWLsFi0vibn7zM1iWV7FpeiyElL566wPm+ET562zqkhKeOtbC7qZ1AJEpZrod3blrGysoiQHCwtZv/3n8KfzjKruW1XOgf5Y6Vi9lUV8G+c51888XDBCMxErqBWVMpy/XwqXu3UJrrASASi/PkkWZeOH0RTVH4wM7VbFpcji8c5ckjzexuasNi0rh3TT27ltViMWkMTwX4+i8P0dI7TCSeQFMVTKrCb96xEYfFzLMnzvPJe7bgdliJxhP82X89x7u2rGDdoqTpVTcMDl3o4b/3ncIfjrG9oYoP3rIGw5D88LWTPHW0hVgiaVoxayrbG6r4wM7VnGjv50f7ThGOxtm6pBJDShrK8tm0uOJNY4gRmCh03Ea+fSe+2Dkmo2eocL2LHNt6hNBQMCGlwWj4IJ1T32dx9u+Qa9uKEAqGjBHTJ1BF0nw1EPwlcd3H0tw/x2mqJpTo4/z4F4jqI6nnRfUJLk5+Dbupgvrsz6AKKxPRk5wd/Wvy7Nvn76cQeMxO8iweekLDc86H9RhT8bcF5wyklOiGJGEkCfVlKmcuaQlSFQVNVd4wc7AmzGzKfQhNaJz3HeaC7zgCE9XO1Sx27JiOmU6aRBGgIFCm2ZZURUmlMl2OC/6jHBl7irgRxZD6LOKEK3Fk7Bk6gqdJyCQZvJJmc3YjWOxaj+Tm8bpKOf3uDIkhDYxU0rZAEUn/v6rMmIHNmBTLTSU7uBqMVN8MDEOm4t2FSM4tTVHQlNenMIOUEmN6bhvTf8+Q7szkoFw5h1RFQV2AKXk+pBWc0bhO79gUhjQY84f4/OO7qS7wsrku6Tz9xZFmnj/ZyoduWYtJU/nPV44SjsV515YVDE368c+w6kvwh6OM+ILTPwxyXQ4+eMsavE4bB1q7+eJTr/Glj76D8UCI/3j5CNsbqlhdXcIrTW28dKaNzfWVAGyuq2BdbSm7m9r56cEm/uihnZTnelITBuB01wBPHmnhY7evp8SbhddpxzAkP9p7kubeIT5++waC0Tg/2HsCw5Dcs6aefLeTP3vkVnzhCL//nae4b20D966px6yp7G3pZGjSjz4dpSaB/nEfodilXepUMML3dx9nTW0JOxqqMWvJIRUC3rN1JQ9vbOSLT71GKBbnjx/aicWkEYkn+PcXDrFreS07l9bwWksH3375KH/y8Jsb7COEQGBGEWZUYUualBQrmnIpsCdhhBkKvojH0kiefTtmJTvFcmRVLznio/oYimLBouZiVj2YFDcF9luYiB5PXTMZPUVMn2Bx9iexaUlzpceygizL0mv21SQ0XFp681lC6kSMuZro/zZIKZkIhWkdHuNIdy9HuvroGp9kIhRGNwxcFgtFbidLiwrYWlNBQ2E+xe4stGm3gpSSWELneE9/ihFHEYIKbzZF7uuPfhVC4FS9NNrfiSuyi7Njw5zpH2LP6Dj/EPgPAtE4umFgNWnYTSY8dhuVXg/lXg/1BblU5mST53SQ47Cn0nTWe+9jvffey58y7/PvL/ldZrOFzL42EI1yfmiUaGJu5LZZ06jN9eKxp/exzphUbwYSusGQP0Db6BiHO3tpGhiia3yS8VA4pTzk2O2Uez0sLcpnbXkJK3N/nYJCJybl5qcvmS9LidINg74pHy2DIxzs6OF03wB9U34C0RhCgMdmpSzbw5qyYjZWlbE4P5cch/2GN2dSSkLxOEO+AEO+AOeGR2gbGad3cophf5DJcIRQLEYskaRDtZk0HBYzOXY7VbnZ1OblsLykkPJsDwUuZ5J45zr6Ma+pVkpJ9+gUL5++iMWk8aFbk0LSMCRPHW3hwQ1L2dZQhSEl/nCUXxxp5vYVi6/6sCybhV3LkzlvkViC0+YBookEhpSMBUJoisLtKxZRlJ2F225lz9mO1L1CCMyaht1iwqQqOCzm1Ac+g8lghNwsO6uqismyJ32v4Vic3U3t/Mbt69iwuBzdMBic9LH/fBe3LKvBabWgqgKH1YJJVbGZTbNSZ66FuK4T13VWV5VQW3QpsldMB1PNtKcbMpVeIwCrKRls4rSZuW3FIvad68r4mW8mJDrhRD9WLR9f9ByKuBQgkfRNlWDVCsizbWE4tJtu34/Jt+/EouYg0WddH9PHkEhsWlFqB6gIMybVfc1+KEJgVtIvUIY0/tdXcjCk5EB7N4+daOJAZw8Tobmmw4lwmIlwmObBEZ443cKy4gLuaazjoRUNOMzJ99Q+Ns6Hv//TlJixahp/ePs23rdu5XX1S0rJsD/Ii+fb2HOxgxO9A0yF05tWA9EYgWiM4UCQ1uFRIPntFGa5WJyfXAA3VpWzvLhwmqwi84CU+a6VUnKsu5/f/9kz+KNzN18ui5m/uGcX9zbWvW4a+syG5+mz53n5fDsnevsJx+cK8UTMIBSbomdyin3tXXz30AlWlBays7aaexsXk+9y3jRNTyBwTfvcg9EYT55p4amm8zT1DxFJs8EY9gcZ9gc51t3Hj46dZkNlKQ+uWMqti6uve9wMKdl7sZNXWts53T9I28h42menICX+aAx/NMagL8DZwaR1ym420VhUwIbKMh5YVk9ZtnvB4zSvhIjGdf7up6/gdlj59H1bybJNJ7vG40wEwxR7k4ubIgS5LjvhWJxILH5V6reZHexrLZ08fqgJfzjKu7eswGk1o+sG6mXmohyXfcG5a8mox9kDEIrGCcZiqcAkVVHIdTmYDIanibyvjhk6p6udNyQparZMYDVp/Mbt63n+RCt/85OX8IWitA+NZ3z/m4mkmUxjJLyfqehZLl+AFGGm2v0RSl3vIMe2gXrvHzAcfJmLk19Dl1Fi+hi6EbqsrXS7YglSh2smls8/3slX9r+Tom7mG3vsZBPfPnicnompjO6L6TrHevppHR7l/NAIn75lC167jZbBkZs2koaUHOvu4wuv7KdlcIRgbOFWAQkM+PwM+Pzs7+jm6bOtfO7uW9hUVX7NezNBXDfYc7EzrdAE8EdjHOrs4ZbFVTgtNz9ISUrJxZEx/v6FPRzvGVjQGEUSCQ519nK6b4iXzrfx2du3sqKk6KYJT4/dypA/wL/uOcTTTednlR27GnyRKC+ca+N03xBdYxO8f93KBRfyAIgldP7xpb1cGB67oTkZisU53NXLyd4BXmlt4+Nb13NbXc105khmfZp3dTJrKu9Y38CB811zjps0FV8ouUuUUhKKxZO+QU0loetMhSKposQJ3UBTFQQC3ZB879Xj7DnbwaNblrNtSeWssPzLoSo3x+diMakoikgxtRhSEorGsJlNGbU/GQoT0/VLFQFgjqa7UAghWFdbxuqqEgwpGQ+E+fzju38lKPMEJrLM9ZhVD0u8f4hZ8QAwFjnCmdG/QJkOjVcwU2C/hQL7jumISYP+4DOcG/8CTIfb201lCFR8sfM4Tcm8ybjhI5ToxWl665V9e6tDSkk0ofNfR07yb3sPzbv4w3SRBsQcDlx/NMbPTjYTjif47G3bON1/YxVtZvoVisd5/GQzX9q9n6lIZgvutRDXDQamfEyFb057AFORCM81t846Jpi9d371Qgcf2bQGhzl9Xvn1Iq7r7Gvv5u9++SqdYxPzCocZH+8lf95shONxjvb08anHnuYPdm3jjiW1WLQbiwO1mjQCkRhfeGU/zzW3oqfhTp7p13y8ykP+AF/dc5BQPM5HNq7BvsCKP4aUjAfDGQnNa40RJDeLTQPD/MXTLzHsD/Brq5dh1rSM7BbzjqaiCHY0VhOJJ/jGi4f5nbs2U5mfjaoobKmr4JWmNmoKc1CEYHdTG/Ul+XgcNqIJnaNtvaypKcFptXCme5CyXDcmTSWWSNA/7mNLfQXra0uZCkUY8QWpyvfO142MIKUkHIsnSzTpBqFoHEVRsGgqFk1jeXkRr55tpyg7i3AszuELPaysKknllEqZZGpJ98JHfUFeOn2RWxpraBscIxyLU+xNhspH4glCsWmKwViCQCSGpohULquUyRJm6TTbcX+I/nEf+W4n3SMTTATDOKyWNy0wKFMoIikQz0/8CwOBZ/FYV6DLKL2BJ7BrZWRbVwIgiTMQfB6BglUrxJAxRsMHsJtKUKZ9QFnmJWSZF9Pj/wkmxYUqbIyE9xGMd70tOK8Tr17s4N/3HUkrNG0mjfqCPCq8HrLtSQancDzOZChC++g4XROTROIJEobB880XyHc6ONHTf8N9CscT/NeRU3xr/9F5habTbKbM68Zjs2EzJdOI4rpOTNcJRGOMB0OMB8OE4jc/CvZyvHqhg9HgJauIRVMpcLkY8gdSPs/hQJB97V1U5WTftOcaUnKwo4fPv7CHjrGJOeddFjOL8nMp87jJdtgwKQpx3WA8FKZ3cooLw2NzNMBBX4B/eXkfqiK4c8ki1BsoOagpCv++7wjPNrem1klVUSjKcrIoL4c8lxO72YQqBJPhCN0Tk5wbHJ3Tp2AszvcPn6TEncWDy5fcOIsR4LZZKcxykudykmO3YTOZsJo0tOk5FIrHGQuG6Z/y0Tk2McfsPREK8/XXDlPqcbNzUVVaLvQ543G1k1aTxsMbGzEMyReeeo3P3L+V8lwP79q6kv985Sh/97PdKAKqC3N4eGMjNrOJLJuFXJed/3zlGJPBMG67le0N1ZjUZHTVHSsW8bNDZ/nLH7+IgaShrICP3bb+hgYP4DuvHGNfSyf94z7+/IfPo6kKj25ezs7GGt63YxU/2HOCv33sZVRF0FBWwF2rFqc0xxdOXeCZYy30jvnmtNtYVkD70Bj7znUSisa4bXktJdNm6pdOXeD5k61cHBzjy8/sI8tmYWlZIb9z9yaEEAxM+PjKM/s52dnPprrZrBT94z5+sPcEk8EIhpQsKy+ktnB+iqe3CoQQeCzLqXZ/hB7/z+gLPgWAQyun3vv72LRkgJAEIolhRsKvETf8SBnHouZS6/ktVJH0P2uKncXeT3Jh4qucG/8nVGHHbWnAY7k689NbBTO5h2E9Slugj4uBPoYi4/jiQaJGHAWBSdFwaDbyLB6KbDnUOEsoss4mqr5a2+kw3z2DvgBf3n2AyTQ+w0qvh09s28CK0iIKXM5k7VGRrBUbiMbon/JxsneA7x8+xcXRMWK6zo+OnUkbILMQSCl5vuUC/3HgaNp+5TodPLh8CWvLSyh2Z+G0mLFoKoqikNB1EoZBOJ7AF44wFYnSNTbBsZ4+TvQOMOwP3lDfrkRc1/nFmXOzjjktFnbVVfPCuTZ6Jy+ZvZ843cJ71q5AuwkbXSkl/ZM+/uHFvbSNznXZbKku5z1rV0wLKAd2kymlTYXicYb9QS4Mj/LDo6fZ39E9696+KR//8vJ+anK9LM7PvW5B5YtEefxUc0pouiwW3rtuOTsXVVOW7cZjs6JNC+aYrjPkD9A8MMzXXztM8+DIrLYmwxH+dc8h1paXUO71XFd/3DYLq0tL2FhVyqK8XHKcdjw2G1lWS3L+XGZ2jek6/kiU0UCIttExfnzsDAc7e2a1NxII8W97D7GpqjwjspRrXuG0Wnjv9pW8Y/3SFOVdiTeLz9y/nch0dKnNYko97P++7y40VSGe0EkYEotJTankQsC6RWUsLS9MRj2R5KG1mjRWVZewpDQfxzSDjllT+eJH7p/FRHQ1vH/7KqoLvLx0+iK/c/cmnFZLkt4PWFSUyx8+tJNILJHkwDWbsZgu2di3LqlgdXXxdNL5peCVjYvLUsejsQRMs9CYpgXuLctqqCvJ46vPHuDBDUtZWlaQYnoByHc7+f13bE9GnF7xMpaU5fMnj9yaLF0lkoxLN8pu80ZBVawU2G8lx7YRQ8YAgSrMqMLBjO9RwURl1vspc70TSWL6mBlNsadMtQAu02JW5P1fdBkFBFImaJ344hv/oxaIuJFgODLJMwP72T/axETMT1wm0KWBIS/R0CfDUBRUoaApKiZFo8JewO2F61mbXYfXkjWLo3YGP+/by4+7X5pFaL85ZxmfqH0Qizr3m9ANg+8fOTlHWxHA8pJC/uKeXdQX5M7ROlRFwW2z4rZZWZSXy5aaCj7z02c42z90XT7IK9E2Os4/v/QaE6HZQtOkKmyrqeSP79hBYZYTs3ptn5eUEr26gneuasQfjXK0u49nzrZiWQBpydVwsneACyNjs455bFbuWVpH8+DILMF5cWSM4z39rK8oveHnRnWdf355XyoAagYWTeXda1bwm1vXkW23zXEtCSFwmM1U5Zip8HpYU17Cv+09xH8fO0NU11PXdU9M8g8v7uWLj96XCvpaKGbSPQByHDb+4cG7WVtRkva9WTSN8mwPpR43DUX5/PkvXuRQV++szWDv5BTf3H+Uz91za0rgXgtCQG1eDh/etIZddTXkOR1YNQ1Vubpv0qyq5Djs5DjsLMrPYU15CV/efYCfnTw7y+TcPDjMvvYudtVd29qV0Upt1jTMzstJ2pMUe/Y0wTsz0azM4zdXFQWXbe5Js6amyjjNPMN9ReHemXymKyGEIMtuZVl5If5wlLzLiLkhuXg4LOZZxy6H3WLGajLR1D1IUbYrFUhk1rRUekm6e+0WMyU5bm5dVkOJN4vcrNl8rJqqkOOy0zY4xqSE2unfLYTApKq47W+9iheGTJAw/ET1UST6vNcJoWIS86ckJBmnLKjzTYTLrtOEE43kmMd133SG2lsTUkrGYj5eHjrGT3tfZTw210ox63pAkhSmcT1BWI9yZqqdM1Pt1DhLeKR0BxtzluIyXUqt0aXB8YlWxq5oO6jPn1TfOjzKnosdc76PYk8Wn7plMw2FedcUTJqqUOZx87f3385nHnua9jQmw4UgEI3x1T2HGAnM1gwtmso7ljfwe7duwWOzLoieTVMFmpr8lu9rrOfepXU3JYI6oevsvtAxJ8K3Ns/LsuICGovzOdrdiz5dYzea0Hnm7HlWlxVnvPCngyElv2y5wGttnbN8cZqi8MCyJfzWtnV47demyVOEIMdh5xPbNhCKxXnidMuscTne089TZ87x6OplNxQ74rFZ+aPbd7Cxquyapl9FCMo8bn5/11b+9MlfztqUSJJuhbP9Q6woLcro2VZN41vveyiZy3udv0ERggKXkw+sX8nZgWGaBy/lgScMg70XO2+e4LwcwUiME519nOsbYSIYBgQ5Tht1xXmsrCzGblmYw1c3DM50D9LUPcjQVIBILIHZpJLjtFNd4GVNdSkumwUpJf/2/EFOdfSndUwDFGa7uGtVHTZTei1VSslkKEJz7xDtQ+NMBMIEp31BJk3l6IUediyt4b419ZTkuDOaYFaTxq7ltVcNGHrlTBsxXae2aFMGIzI/DCkZ94c42ztE29AYU8EI4XgCTVFw2czku11U5HqoK8lLhY4vFKF4F+1T/0Eg3kH8qoV1M4eUEEskaOoZ4mzPECO+wDT5v4WawhzW15bhdb41K7tcDiklo9FJvtH+FAdGm244V7Qt0MdXLzxOq7+Hd5btJN+ajUAwHvXRHx69dgPTMAzJiZ4Buq+IoFWFYNfiGtaWlyxIOFXlZPPA8iV8dc9B4hlEns+HY919HOvum5MxuaKkiN/YvJbseXIhF4KZTeiNYsAX4FTvwCxhowjB9toqhBBsqargh0dPp3K4DSk52TtA78QUlTfg6xwPhnih5SK+K3y/JZ4sPrhhVUZC83LkOOx8YP1Kjnb10TUxmToejMV56XwbOxdVU5B1ffR7AthSXcH22sqM/aVCCOoL87irYTHd+w4TTVzajI8Hw+xt66KxuCCj9pIbp5ujbFTlZFOZ45klOKWEjrEJZJrsjCuRVnDWFHrRkXzgyz+msayQT9+7Fa/TxtG2Xr7x0mEuDo4RjMRSH5VJU3FYzFTlZ/N7921jadm1B0JKSe/4FN988Qj7znfiC0eJJRLohkQRApOWNPFW5GXz0VvXsaWugtuW13Kuf5gDrd389jcf5/uffHcqwAfm12YNKZkIhHn6eAs/O9zEZCBCKBYnntBTBYwVRYCErrFJnjh6ljXVpXzijo2U5syfU/jC6Qt848XDKWagL3/0AUq9c3OCHtnUOM32MZ1fd76Lf/rFnuQxAQ0l+fzhO3bgcaRfSAwpmQpF+OFrJ3n+VCsTgTChWJyErmMYyZesKgoWk4rVZMLrtLG5roKH1jdSmZ+ddgPwtz99maPtvUgJtYU5/MWjt+GyWbBqxVR7PoacLttl02YT2D928Azf33MCAJOm8JWPPkjBVTiIDUPSPTrBPz21l7M9QwQiUaLxZJSypirYLWbKcz38+o7V7Fxaw0TA4OtPVtM+PEGx+0n+7n33kL8AjuPXE1Ejxpcv/IzD480pUowbRVAP83T/AUaik/yfRY+QY86iIzhAIJF58Wp/NMrJvgEiVwQ9WE0a71zVuOCISrOqsr6ilJ+7s+gcn1zQvTMIxeLsa++ao23azSbet24FZdnXztV9oyCl5NzQCOevMJXaTBrbaysBWF1eTI7DTih2aXPSOzHF8Z5+Krye69KApJS0Do9xvLd/TuTnfY311ORdX8zD4vxc7mxYxDf2HZnVblP/EOeGRsh3Oa6rv1lWC9tqK/DYMuMnn4FZVbmrYRGPnWhiwHdpMx7Tdc70DzIWDJHvemO/cZOq4rIkMzouDwoNxePEdT1laZwPac/OEAB0DE8w4gvy8IZGdp9t5wtPv5ZiBVIVkfRl6jrReIJoPMF4IMTv/scT/N5927hrZd28RAJSSrpGJvmrx17kSFvvZT9GwWW3oCiCaDzBZCjMRGeYP/vhc3zk1nXctXIx7UPjROIJukcnrxpAMQPDMDjc1suXntlHU88g890yY4IJRGIEIjFC0Q7uWV13VcHpC0VoGxpLCc5YIr1pM3tamzIMg5NdA/zVYy/SP5GcQCXeLN6/fRVue/rJGEskOHyhl39+ei8XB0bThlZLKTGmiRgCkRij/iCtA6MIIfidOzelfQ8Dk34uDiZNJ0mChqQg0BQbTqVy3t88EQjTNpS8zzydfjQfErrOgdZu/vZnL9M3fsnsKEhutuT0huBM9yCf+9ELfOy2SdbWlHGiPUIgohKLTWaUa/tGIG4k+EHXi9cUmiahkmVykmWyY1Y0FKFgSEncSJppffEgQX22OTAuE+wbPUNEj/H79e+mLdCHP5E51+lEKExT/9Cc40sK81mUv/DFVwjBovxcyr2e6xacgz4/R7r75kSqV+d6uXVxzVuq2ksoHmfPxc45Wt/WmsqUVmzVNG5bXMO3D11ivvJHYxzs6OHWupoFCxNIptMc7e5lNDB7k2QzaTy0ouG6x0hVFB5e2cB3D52YRRAwFgpzvKefjVVl15WekuN0sGYB1ovLUZPrZWlR/izBCUkfeP+U/w0XnP5IlOFAcM78NCtKRlrtNUcvEInxnVeOcqprAH8kSlmOm/W1ZZTlejBrKv5wlBMd/Zzs7CcSTzAeCPP1Fw5T4HaxflFZ2pcvJfx4/6mU0FSEoL4kj1sbaynLcaOqCv5wlK7RSfad6+TCwCjfePEwfeNT9IxlltA9g+Md/fztT1+mc+SSv8Ztt1JfkkdFbvZ0fVAIRxOM+oP0T/jomrl2gVm2V5tOUkrahsb58rP7GZhMTp68LAefvGcL9SX5aSejYRjsO5fUTrtGJ4HkWJXnelhSmk+uy5ESXv5pgdk35qNrdCIpcN5EDgApJRcGxvjqcwdSQlNVFJaW5bOuJmmalVIy7AtwoqOflt5hvvHSYVoHxghE3np0ea3+Hl4dPnlVoVnjLGFL7jIWOUsptuXi1GxoioouDYKJCBMxH33hUc77uzk1eZG+0Mis4J+Tkxf42sWf40+EiRuZRbPOsMxcHrgygw2VZdftK86yWqjwelCFmNc1crU+DfkDdKSJEL29vjYVXPdWwMz4vdbWOeu4IgS31dfMspzdWlfDd4+cSG2yAY509zEw5cN9HalkkUSCY91z032WFOaT57yx+rUlbje1eTk0DczeUJ3qGyQci1+X4CxwOSh2p69acy0IIdhQWcaL59tmHR/yBRj2BzIyj94sJAyDfR3dNA/M5rkWQEl2Zi66jEbv1ZYOBLBhURm/dftG6kvycFgsCME0hZ2fxw6c4Qf7ThKKxukZm+R7e46zrKIwbVDNRDDM08cvhX0Xe1385aO3U1OUM8tfEU0kuGdlHf/56jGeP9XK44fOzptceyWkhIEJH19+dt8sobm+ppQP37qO6gIvHrs1RdUV13VC0Tj+SJTxQIjmnuE5wT7Xi6RmFeVrvzzIyY5+pEwGG71v6ypuXTr/7rt/wse/PP1aSmg6LGbetXk5d62sozDblcybUpIaTSyRSPY/HKV/wsfelg7y3Den/9eDaELnp4fO0NKXnJwmVeX+NUv44M7VlOV6Uu85Gk/QN+7jB6+d4OeHz/LLU61Xa/ZNQcyIc3i8haHo/OxOG3OW8hvV91Fsy8WkzP2sss0uSu15NLqr2ZG3kv7wKK+OnOTx3j0pX6kuDfaNnlkwQXfvpG+W72gGS4vmFsheCCq8HjRVQZ/HkjIfjGn2m3Q0cWvL55ZQe7NxsKOHganZmlCF18OSwvxZb6J6muv0/NAlk+6Az8+Rrj4W5+fOW35xPsQSCc4Njcw5vrykcBYH9/VAUQQrSgvnCM4LI6NEFvg+ISlUanJzbigQqrE4fw6ZREzX6ZvyoxsSTX19BecMGcK+ti6+tPsAQ/7Z9XwVRck4SjrjbUfltP9yyRXakaooFGdn8bHbNjAw6eeZ4+eQwN5znRxr62N7Q9Wctk5Pa68zuH9NA3Ulc6P+LJpGfUkev3ffNsKxOK+cbb+yqXmhGwY/O9xEU09y4ihCsKOhir961x247XMj+TRVwWY2keOyU5HrYUXFzaOqCscSfPW5/bx45iLGtG/vwXVLec/WlfOasxO6zpefO0DHcHKxtmgqn7xnC7+2aXna8GuzpuK0WsjLclBd4GXj4nIE3FDS842gb2yKnx++tNFZVVnMJ+/Zgtdpm9V3i0mjKj+bT96zhd7xqbckZ+941EfTZPu82maju4rfqX2IAqv3mnNGCIFNs1DtLKbCUcgKTw1fufAz+sKjSOSCfadSQlcac2qSjN2zoLauRFGWa3r+LFxwtg6PzTmebbdeFy/o64mEYfDYiaY5AUwbKssoyrrE9SqEwGmxsKO2apbglFLyxJkW3rmqEbs5829NSkn/lD9tbuuivJy0KUoLgYJgcX7unOOjgRBjwRAFC/RzCiEo996YX7rSm42iiFkaOyR9xQnDuGFGtvkgpSQQjdE9PslPTjTx89PNaTd1FV43dzVkVnc3o54KAduXVM8RmpfOJ9NT3r9tVUoQSCl56nhLWj/ksC8wy9e4uGj+xFwhBPluJ+/btmpWjuW10Ds+xaELPSm/Y2V+Nr91x8a0QjPdM28W5V84Fue/D5zmZ4ebUkJkR0MVn7hj41UjkM/2DnP4wqUk3W0NVTyyoTFJX3iVfs1UVDepKloGuXGvF355qjWlBamK4F1blpPjss87f7JsVt61acUN77RvNiSSyXiArlB66jmramZXwVryrNkLXog0RWVV9mI+tfhRKh2F192/0cBcIoAsqwWrpt3Q+3fbrNf1DUgpGfTNjcj22u03pLG8HmjqH5qTP5lltbCmrHhOzqNFU1ldVjzHn9kyOMzZgbk+5muhL415XQAFLucN028Kkdz4pMPA1NVTqOZDjuPGIt8tmpbWFzweCmHcpGC7y2FIyZAvwEvn2/j7F/bwWz96gh8eO51WaHpsVn5720bsGea5ZjSLFSG4pbH6mh9hXXHeLPq8KzXLSw+d3U4mPpSVlcUUZ2dmX5dS0js2xcXB5AehCMGWukqq86+tEdxMJHSDV5ra+N6rx1ICfFVVMb971xay7FdPFzlwvgvf9G7UatJ4aH3jrDzXtzKklOxrvaQ5euw2Ni2uuModSaypLkkbFf2mQsJkLIAvnj7KNc/iocZZct0agiIUGt3VvKt8F3Z14QEmwJygFkia9RdSeCAdbKaFpZbNQEJaTSrLakVRlKTJ7HX474L7KSXPt1ycU2GjxONmRelci5MQgtq8nDmanGFInjyTXkm4Gi6n9puBRdOue9yvhMuangd8PE2lnGtBkGQLuhEIkZwDV8IfiWLcpHiMmbnQOjzKV/cc5A+feI7PPf0SPznRxHCaDSYkf9cHN6zi1rrMK7dkSICgsqTk2v4SRRGsri5J+bVC0TidI5MsL5+9my7wuFDEJQPQma5Bbl++6KqdNqkK9cV5nO+f6xO4ErohaRu6FGTitltZXlG4oHJh14PL372UkpOd/Xzp2X0M+5IvrKYgh9+9azNVBVcX4IFIlIuDY7O05fLpYt2/ChgPhBmcuKRxNJQVzEobmg92i5nqfC/HO26cH/VmQSIZi03NW23FbXKQY74xE5amqOzIW8GhsbO8Mnxigf2DmJ6mbqSq3rDFRFOu3OJm2CcJ0TScsueHhnnvt3/8ukTU5jjs/PV9ty2Iwq1nYopjPX2zTIeKEKwqK6LMk/6dFruzWFVWxPGe/lTOpwQOd/XRMzG1oOdfXtd3BiZVvSlWl6RFQ8GkKnP838E0z712g9wwUTwIrGnaiCX069r4XA7DMPBFYzT1D/Hfx09zpKsPfzR61TxkVREUuFx8+pbN3LlAIvyMrizyZGWUZCyEoDLvUjJwLKHTOzpXcK6oLCLbaWN4KilQnj91nrtWLaahpOCqu+RMk+Tjuk7HZWW6XDYLZTnXl2u1EBy52Euuy47bbqNjeJz/+/ilNIxcl4NP3LGRNTWl11w4xvwhhn2XHNelXjeuXwEC+Bn0T0zNSs2pzPVkZHoSAkpy3G8xwQkRff6FxiRMWNNQ4C0UmqLxcOlO9o2eIZZhRO0MMg2YWyhupNV0y1UonkjLxXozMBmOpA2Qmg+GlJzoHaDzCnYki6ZxT0PdvOuQqgi211Tx0xNnZ2mMI/4Ae9s6eW/2ioy/03SMR4oibhptloC0a41+nUxLNyrQBenLLy40avtyGFIy7A9wtLuPn5xo4khn7zXbU4Sg1JPF5uoKPrRxNZXTm52FrK8ZCU6Pw5rRyxQk62jOwJAybWqBy2bhXZtX8NXnDiR/+FSQv3t8N49uWsa2JVVkO2xpf4QpQ1PlTHHtGVhM2rzkAjcTX3zmNVp6h9jWUM0TR85ycSAZIGFSFT5y61puXZZZ/lo0nkjxAEOyAPivipkWkilMly/m2U57xpGibzVT7XyLzwwk8qYJrnJ7PotcpZyd6lzQfZoyd27ohjFvznKmSBjGdQlPIcBykxheXi8EozGOdvfNMXNX5WazrKTgqvcuLc6nMid7luAMxuIc7e7n3qV1eDJkRDKnGaOb8d5mYEiZNg/6eteSG+2XJP1m4Xr93rph8OK5Nh4/dZbDXX3X5FYWQLnXwx31texYVEVjUWaWsHTISHBaTJnVKANmdcSYLvd1JQTw8IZGekYneebEeWIJndNdA7QPj/MfLx9lcXEu1QVe8rKcZDts2M0mbGYTYxlWQ5iJopqBpiivO4G6EEk6wieONvPy2TYC4RiS5C7t3VtW8vD6xoypwaIJnWj80u750MUe/vi/nr2uHV91QQ6fumfLG6qtRmKJWcLEatYy3kWnM+W8uRC4tPkXwpAewZ8I4THfeAK3SdFYmlW9IMEpSLLxXIlwPH7DAj0cj1+3Cc2Vxpf1eiJZDSOza2fyTA9cUUkE4N6ldWkF2uWwmUzc1bCIo919s46f6R+kY2yClRny76YLdowmEiSm6//eyDcrpSSm68TTCKrr8lXK+QleMm8ivTywmhYWxJasAR3ja68d4ScnmpgMzV+jUxECk6rQUJjPQysaWF9RSqHbNS8ta6bIaJUS0zUeMro2I5OcIMdp57MP7GBRUS5PHGmmb8KHPxzFH47SPjyefFqqrWQPFvIRX56GcTO1gvlQXZBDSbaLfee7mAwmAyM0ReHOlYv50M41aQnx54MixCyTRt+4bxbzzkIwFZobpHEl5i/1en24cg4YUpIpc3v8KkxEbwYEkG/1YhYaMTnXhDoanaI3NEyp7dok6teCKtTriq5NF+3oi0SJ3+AC7AtHruu7UYSgMA0fqllVaSjKv0SAcD1s/hJO9w/OMctqauZR8BI41NlDzxXcvl67LSOCb4A7lyzmy7sPzKov2jMxxdHuPhqLCzLaJBe45ka9xnUjbbDXQiFJH3wEUOSevzjD1drzRa+9llwNhpRpg8ay7bYF5cD6IlG+uHs/PzneRGye9cJpMVOe7WZteSn3LF3M8pLC1Py4GUpERoIzGXWW2QcUjl7aUShCzKsKz1Q0+cD21Wytr+J4Rx8XBkbpG59ieCpIMBpLFaeO6wZxXSehZ9YHRQiclxEvJHRjlunzdYGE/3PXFjRVZffZdgwpsZo1VlYWzZuGMR/M0wW4bwaUDKI9Y/HEDTvnL4fNbJq1iF0+J66FcOzG6j/ebAghcJscFNlz6QrOTUmZiPk5MdHKCk8tdu3GtCwBZJkcaEIlITPbQAgh0qYdRBM6o8HQDeVyjgSCc3LuMoEiBOXZc5/rMJv5yq/df0OsOIaU3PKFbzJ4RfK6zWTKOGc5YRg8eUXdTYDN1eXkzOMmuhJum4Udi6rmtPPLcxd515plGQnOMk/WHEIASBJaGFIumFDhckgp52wMIOnDLbxOersreYcXCn8kOssSOIM8pyNja5puGOy52MnTTefTCs0sq4W15SXsWFTF5upySj2ZMQEtFBmtzr5QJCP7tgTGLuNdVIS4Zu6lEILqAi9V+dlE4gn84SiBSIxYIsm9qhsGuiExDINfHGvh8cNnr9kPRVFm+TQjsQRjgRBlr2NkajgWJ9tp4//ctRl/OMqRtl6C0Tg/OXCGqvwc1tWUZpwecGXJtrU1pbx368qMKp4MTPr468deSkWTOTLIffVf4ZO8UTitllm/dcwfmtZqr/37J4MLD5V/vZFjyaLOVZ5WcEokrwyfYI23nvXeG6tonyyxlqzZeTUO4Fn3ABU5nrTnLo6MsaasOO25a0FKSe+k77oCSRQhWJSXM0coTEaSxahzHQvbSF4OwzAIpYnY9dis1zSxzuD80AgtVxRXtmoam6rKM65XaVJVdtXV8Gxz66zIzeaBYVqHxlhbcXWGJCEE2XYbeU7HnDSJ1uFRdENyI3wAhpS0Ds2tsFPqSRYLX+j4JwXxjZX8axsZT7tBL/FkZbzpCcXi/Px0S1rNdVVpsurO8pJCcp2O15UPOaPe9k/4MiovJKWcFc1q1tSMhZWY1k7z3U6qC7zUl+SxrLyQlZXFrKkuYW1NaRrC9fQDY1IVFhXlpM76whG6RiZuqlZ1JUKxGFJKagtz+OMHd7KqqjiZTzQwyp/+4DmOtPVkTFie47RT6JmtRSwtLWDj4vJr/re6IGfWR5HrunYk8qgviC8UzYw0/4pr0mm0pTnuWb7K9uHxjDZehpR0T9MLvpXgUG1szGkg25TexDUZD/BP53/E4fEWwnpm4zgfhBAL/uALXM60WtyRrt40V2eGSCJB++j4dde6LM3OosQzO+9aSsnxrr557sgMPRO+tH0q8WSl9fVeCUNKfn6qmdgVuZvVucm6m0qm5bKAuoI8Ggpnp+klDIPHTjZltBG1mkwsL5lrmj/a3Zc2xWghiCb0tO9/VVnRdfn3JMkNh34DRReOdPfO0a6zrBZKPVkZzXkpJSOBIAev8E0LAbfV1/Bv734Ht9bVkO9yvu5FBDKaJdF4IkUmcDUYhuRE56VUArvFRMVN1PIuj5RVhJiX21BVFMpzs8l22lL3nejsT9XefD0QjiYDYoQQLC7O488f2cXKyuRuf9gX4HM/foE9LR0ZOditZhM1hTkpc23X8AQTwXBGC3Ln8Pisj7ah9Nr5t4aUHG3PbJEdv6KSQzqLgttunbXJOd8/kpYIY07b/tCCSfzfCAghWJNdx4achnmjgydifj7f8l98p+MZTk5ewD8PYUKGT1xQ39xWK4vTVEFJFzWaKbrGJum/ToYZIQR5TsccoQLwcmvbDVk3mgaG5ghOVQiqc7w4MhCcfZM+DnXOXsAVIVhalIyUzXTkkyZyJ6vKiucs0vvbu+Zw36aDVVNZV1Ey5/7u8Uma+ofnuSszHOnqnaPJWjSV1aXF1x0oOeQP0DF2felEoVicQx1z15hSj5t8lzNjDfjc0Mic91+U5eLjm9fhuU6mq+tBRoLTkJLdGfDEnusfof0yjXNFRdFNTS+4MHiJ/9JhMV9VvS/P9VBXnPxwJbDvXBctvSOvm9YZSyRI6Eaq/drCHP7oHTtYU5002fRP+PjnX+zh1eb2jDTPzXUVuKfZhUYDQY609VxzwTEMyZGLvSnzmllVWVmZGan208fPXVOoG1LOIqBw2SzzfoTbllSl/g5Eouxt7rhmH/a0dBBNQ4f1VoBds/KeittY5JqfBNqXCPHz3r388/kf8/lzP+C7nc+xb+QMvaERYsbr52P32K00FhXMWfTHg2FevXDtcb8ShpQ0DQyl9ZFlimy7jdVlxXOipE/1D84qHrwQxHWdfe1dc74fr8PO4vycjMpBHe7qnUPubTeb2FxdvuC4AqvJxJqyYrKvKAk4FYlmNO6qotBYXDAnWEcCPzp2+rpL6kXicX5yfK7WW5XjpaEo/7r5q8eCIY719F/XGnqip5/uywprz6Am1zsvNWA6jKdx5VTleBckfG8GMhpBKeGlpou09o+kXbzldN7kd3YfTS18qiK4f+3VfT6GIQlGYkSvEZwipaS5d4jmnkt8kDWF3qvmBha4nWxfUpnyFQ5O+vmXp/fSOzZ1Tb9NwjAWPGklsxOLhRA0lBbwR+/YyeqqEgTQNTrJ3/7sZXY3t12z/cVFuWycpqmTEr67+zgdwxPzCk/DkBxp6+FYe1/KLLqtoYpiryujCdXcO8zPDjcRn4fFw5CS4+19szZGS8vmJ6y4ffmilDaqG5If7z9F/4QvbdszFIk/PZSZievNQpE1h9+vezcNWVXzUuwZSAYj4xwcO8sPu17k8+d+wGdOfIkPH/p//M6xf+FzZ77FP577If968XG+3fEMP+p+iSf6XuOXA4fZM3yKc74udGNhkcVmVWVVWTF5rtnm2piu89iJplTZpkwgp/k9n21uvT6GmWmoisLWmkoqr/C/ToYifP/IKQKRhZm0pZSc6h3kRE//nDlSk+tNa/K8Er5whMOdPXO08Dyng601lRn35XKsLS+h5IpSW5F4gr1tnUyl8cNdDiEEdfl5rCsvmbOSHezs4cXzFxfsY9YNg+eaL3CsZ7ZJXFMUtlSXU3udxbEBAtEYr7S2M+hb2HyaCkfS+iWdFjPrKktnBXJeC+lK0iWrnryx60bGJO+dwxP84y/2cuRiD77LTKYJw6BjeJx/ff4Ae1s6U93fVl/F6qqrazvdY5P8xX+/wL8+f4CDrd10jUzM+qCkTArW4x19/MtTrzE5zbEogK1Lqq6a+qIogvvWLJnFkXqme5BPfvtJnjzazIWBUSaD4WTUbkLHH47SOzbJ8fY+HjtwhhfPXMhkaK4KRUnWGf2LR3exqippth3zh/jcj1/g+ZOtV430VRWFT9yxkYrcJBPTiD/In/3wOV5r6WDMf6kA60wx6L3nOvjKc/vpHU9qCflZDh7Z0Ig9g0mpKQrhWJxvvHiYH752kt6xqZRgl1ISjMY41tbHV5/bnwreURXBrmW18wrlfLdjupJLcoo19w7zhaf20tw7PEuzDUZinOjs5x+efJVzfTdmnnq9IYSgylHEHy15L3cXbcRjunp0YkLqhPQIk/EAw9EJWv3dHBhr4vnBwzzeu4cfdL3At9qf4isXfso/nP8hf938Hb7d8UyqzNhC+rWqrJhlxYVzFuBTfYN8/8hJgtM++GshEI3x3cMn2Nc+N8dxoajN83Jf45JZCe6GlLx47iLfP3qKYCyzPFEpJX1TPv7z0PE5lWAsmsp9jfXXJCCXUtI5PsmxnrmsVHc2LMK1gMX7cmTbbWyrrZpjIjw/NMrZgeFr/j6nxcw7li+h4Ir0nYlQmK+/doTjPf0ZC0/dMDjQ0cO3DhybI6Qqc7J5ZFXjDZPs72/v5sfHT6elC7wSM7mkPz/dwisX2udseCq92eyorVqQpljhzZ5z7OLoGJ1j1xfDIqVkNBhiJE1R66shI9vE8ooiukcmOdDaRe/YJMvKiyj2ujCpKlOhCM09QzT3XVoQK3I9vH/7KqxX8TnohsHhiz3sPddBKBrnZ4ebqMr3UuJ1k5flwGY2kTAMBiZ8nOkepHtkMqVJ1RTmsP0yU+B88DiSUa6jviCnugYAuDg4xv97fDeV+dmU5XhwWs2oQhCKxRmeCtAzNsWIL0BDaQFb66sWVJElHYQQVOV7+eMHd/L3T7zKsfY+/OEo//LM3mS90dX185o7i7JdfOLOjfzzL/Yw7AvS3DvMX/7kRRrLC6nIzcZuMRGJJ+gf93Gis5/B6QLZNrOJRzctZ3X1XP9JOqxbVMbIZICLQ2N89fkD7G5up7YoB4/dlix/NOHndNcA3aOTqY3R8ooiNi4qn1fnN6kqD6xr4GTXACfa+0gYBr88fYGO4QmWVxThddrRDYOhKT9nugfpHJnAqmmsrStlb0vnwgf6GojoUfrDg7PKdjk1B0W2hdWsFEJQbMvlN6rvZ6VnES8PHePk5EVC+o3luN0oPDYr71y5lAPt3bOiTiOJBP997AwKgg9vWoM7TXUKuCRYfnTsND88euqmuDSEELxz1VJevdgxK1AlEI3xnYPH8YUjvG/dyjlBRFf26/zwKF/be5jdFzrm6BWry4q5s2H+DdwMdCk52TdA3+Rsv61FU7l7yeLrNvMJIbirYRH/ceDorKobg34/J3sHWFteclWmHiEEa8tLub+xnm/sPzrrXMvgMH/3y1f5jc3r2FVXjfkqpuRQLM4L5y7wrf3H5lR7MasqH9m0mupc7w2z+cV0nf88dAJDwrtXL6P4Ku8uNG0y/tb+o3NiHBQheHRVY9p836uhKjeb4iwX/ZdV3xn2B/n6viNkWa0sLUpfwetySJJZEBdHxjja3cex7j4qc7L5+JZ1834fVyIjwVmd7+XRjcv456f20jM2Rc/YVDJJX4gkRdRl1+a7nfz2nZtYVXX1RTscS9A+NI6uGwgBk8EIJzr6OdHRnyIAkPIK8ydQmO3i47dtyJh7tqbAy+feuYuvPn+A1851EkvohGNxWnqHaemdX8PpGZvkeEdfRgL6WhBCUFecz2cf2MHnn3iVEx19DE0G+OIz+5DAO9YuSeufURWF25bVYhiSLz+3j8FJP8O+IC83taEIgTpd2+7ynZJZU/noret479aVaYuIp8O2+koaywr58x//ku7RCY609XKkrTe1O01c8Q7Kcz38xq71FLjn9yvM8BZ/5p6t/OVjL9I2NIZuSM71j3CufwRNUZL1J6fzBO0WM791+wbMmvq6CM6oEePg2AlK7UX0hPopsRVSZC1YsOCcgUOzsj1vBSs8tfSGhnlt9DT7R5sYjU5hYGC8CeajrTWV3NdYx0+uqC85EY7w7YPHOdLdxwPLlrCxqpR8pxNEcsHtGJvgpfNt7Gvron1sIkVC4bZZiSUSacswZQqPzcpnd23l93/2LD2XldGaCIX53uGT7GvvYnttFZurK1icn5MK8AlEYzQPjvDqhQ5ea+uke2JqjkZQmOXkM7duzYgJJxpP8Hxz65w21pSVUJZ9YyT9VTnZrCgt4mDHpTKAuiF5ra2Td65aSp7z6rUvzZrKRzat4ezAMAc6ulPvTgJNA8P81bMv8/PTLdxeX8Oa8hIKs5wIwJDQP+XjSFcvL55r48zA0BzzsCoE71m7grsbFt+Q0LSaNKpzvTQPDBOKxfnOwWO81tbJ9ppKttVWUZWbjW1aARgPhjnc1ctTTec40TOQlgpvW00l9zbWLagPQgg8Niv3Lqvnm/uOzJrjhzp6+MxPn2ZTVTnbaytZnJ9HrtOOIqb5puMJBnx+LgyPcaZ/kJO9A4wGQkyEwkQSCXIddh5YVk9WhpzgGQnOaDzBXSvrKPS4+M9Xj9HaP8pUKEmqrCgiyQVrt1JTmMvv3rWJ+nnqdl4Oh8XEp+/dyo4lVTx1/BwtfcP4QhEC0z5P3TBQhMCiadgtJrJsFupK8vjILWtpKC0gcyYjwaKiXP7ufXezt6WDH+8/zcCED184SiQWJ64bSCSqULCYks9yWS1U5GVnnBeWCRRF0FCaz+ce3cWXntnHRCBp8nzuxHnqinJpLE/vozFrGvetqaehNJ9vvnyEM90DTAYjBKMxErqBqirYNBMeh5Waghzes2Ulm+rKrxkAUF3gxReOYNZUGkoLWFlZxJc/8gD/8fJRjnf0MR4IEY4lMKYLzFpNGm67lYbSAj5223rqi6/NlKMqCisqi/i3jz3El5/dz8nOfsYDoRQln1lTyXFZqS7w8v5tq9i4qJz/fPXY9Q3wNTAZ81FuL2GRq4qoHqPRXUeOea7ZZyEQQuAxO3GbHDS4K/lw1T10hYY45+vivL+bgfA4IT1CTI8TkwkSho4udQxpYEyzWSX/Ni77+/qFrUlV+OQtm+md9HGos2cW2XUkkUjurnv6UbhEoxlJJJByxk90CbkOO39yxw7+de+hGyZmbywu4E/v2sHnX9ibNKlNH4/pOueGRjk/NMo39x9FCJH65mJ6+n7NoNjt4o9u305jUWYbn9bhUY73DMw6pioKdzUsumE6Tk1ReHB5A4c7e2cJ5pN9g1wYGcuI8CHbbuPP776Fv37uFQ539s7arI6Hwuy+0M6eix0IkmuCSVVSue4GMm26l1XTeGhlA7+5dd0NU8wtKcjjz+7cyZ88+UsujowRTeicHRimeWCYr+87Mr1Wq4AgkogjZfriA0IIlhbm8/u3bV2Qb3MGZlXloRUNnOkfnDXeEuiemKJn4gw/OdGEIMkmZdE0ErpBdHo+Qfo5NRoM8VzzBRbl5WbEfpcZc1BcR1UUNiwqp6G0gDPdg3QMjzMViqAqCtkOG9UFXpaU5mM3Z1ZLTgiB1aSxqa6CDYvKGZz00zEyTv+4b1ooJ9AUBbvZTL7bSXmeh0WFOajK1Qs5z/csm9nE7csXsbW+kvahcTpHJhgPhAhGk5yeFk3FY7eS53ZSluOhPNdz0yuSCyGoKcjhix9+YAH3AAhqCnP4q1+7nbahMS4MjjE06Sca17GYVNx2G4sKc6gtysGZAUkCwO/dt23Osap8L3/+zl209o9wfmCEMX+IeELHYjLhddqoyvfSUJqPWcu8QLYQggK3i7949DYuDIzSOt1uQjdw2ZIblGXlhbjtVnTDWBDL0EJQaM2jM9hDi+8CVtWCXc2MISYTCCEQCCyqmcWuMha7ygBIGAmm4kF88RCBRIiIHiNqxIkZCRLTgjQudRJGgoTUiRs6A5FR9o6cJqwvPI1ECEGOw84f3LaNf3rpNQ52ds9h/pFSopO+pNUM8px2fnvbRnYsquLzL+5ZcD+u7JMqkhVFFCH4yqsHOdM/u+iznO4XUhLOwJ9Xk+vl/+zYyK2LqzOOEP356ZY5C3l5tpvG4oLrjjK9HKtKiyj1ZNF9WSSybhg8ebqFTVXzuzRmIISgKiebP759O9/Yd5Rnm1vnpF3M9D8cjxO+xmfitJh579oVfGD9yhsuQA1QX5DH4oJcfn/XVv7ppde4MJLMcJh5d4aUJGJXf3cCWFqYzx/ctpXa3OurjSyEoDonm0/u2MQXjP0cviJXNTWXAD2hL6hiztNnz/OhjaszMtdmJDgvN5e6bBY211Wwua7iKncsDIoiKPZmUezNrFD19UIIgd1iprG8cF4N760Mk6ZSX5JPfQa1Ua8XZk296eMjRLLdpWUFLC27euWJ1yuq1qyY2JK7jqgRxayY0cTrX71DUzRyLG5yLJmbApum2jk2fv66BCckfUdLCvP4i7tv4Rv7j/Kzk2cXVLapKiebz962jc3V5cQSOrEbSHi/HJqqsL22isIsF987dIJnmlszCjC5HCZVYUdtFb+5dT0NRfkZB7oM+vxpCd2XFxdSloYacKGY2bBsrCqbJTgB9rZ1MRIIUpABzZ0QgrqCPP7w9u0sLcrn2wePz0mduWYbwOL8XD6+dR07F1Vfl1aXDnUFuZhUla01FbhtVv7hxb0cTxNoNR8UYPuiKj5z6xYW5eXc0GZFCMHqsmL+6t5d/ODYaZ441TyLM/h64LXbWFtekvH6k5HgfCunCLyNt5EJxmITfLfzp7g0J6pQeLj0bjzm13ej9mZBEYJyr4f/765buGNJLd8/fJLzw6P4IzFi+nS+McnIaJOqYjOZyHc6uKthMY+sXEqeK0lXNuJfWKRhJv2qy8/lc/fcyjtXL+OxE00c6OgmGI0RTSSI6TqGkTSjJataqFg0FYfZTGNxAe9avYzV5cXYTZlZtWbQ1D+M02KmKueSad5uMrG9tvK6o2mvhNNiZnttFWf6h4hc5hPWFIUTPf3c1bA447bynHY+sGEVt9fX8vTZ8zxz9jyjgRDheCL5/gyZJO/nkjnSZjJR7Hbx8Mql3F5fQ7bNnnG1mCvhMJuo9HoITPsmhRAsnc4TNqkqq0qL+Nq738Evzpzj56eb6Z/yE4rFiOkGxrSSpSoK5ul3V5mTzbvXLGPnoioc5oXT/aWDEILKnGw+u2sbD69o4Jmz53n5fDuTkQjReIJoQkeXSarWmfmUJM1RsKgqZk3DYTaxtKiAHbVVbKgqJdtuy9g991ar4fQ23sbrgqgRY0POKrbkrn2zu3JVGFLOivy9Xsy4QrbXVrGxqpz20XHO9A/RP+nDF4miGwZ2s4k8p4OaPC/LigvJvqKOZNL/ebMr5yTjFlaVFrGypJAhf4CWwRG6JyYZ9gcIxZLPtJo0chx2SrPd1BfkUem9/kL0t9XXcFt9ZlVPrhdCCG6vr+X2+tqb0pYmBKXZbn5z63rev34l5wdHaBubYNDnZyqcrHyjKQoem5USTxa1eTnUFeRiVjN3o8yHzdUVbK6e36IohMBts/L+9St5x/IlnB0YpnV4lGF/gEAshiIELouZwiwXSwrzqS/Ie13KOgohMGtq6hkf37KeCyNj9ExM0j/lJxCNEZmOl7GatGQsjtVKkdtFsTuLCq8n42CgK/E/UnCORHz8cqCJ91VtfrO78jbeInBpDhY7q9/sblwTcSMxL8uQQFzXR25WVeoL8qgvyFvQfcZ1VEZZCIQQFGa5KFwAc8z/RjjMZlaXl7C6PDMWsDcSLquFjVVlbKwqe1P7IYTAZbWwuqyY1ddZ2GAhuLnRL28RBBJRTox3vtnd+JWGlHJelp/Lz13577cqnJqDqbiPFwb3csHfuWB2njcCUkpCiQgRPT0BgiZUtAzKxL2Nt/E2Xl+8qRpnVI/THhjGH4/gMllxalaKbB588TAdgRGiRoJss4O6rEIUoTAS8dEdHGNxViEuk226jQQdgWEmYyE8ZjtVzjwEENbjnJnsIZSIschVgNfipDc4Tk9oDCEE+dYsKhy5hBJR2gMj+ONhzIpGnjWLMruXzsAoozE/2WYH4USMFdnlbygX4huNwHQR8SJvFvGEzoX+URQBZXnZ6IZBJJZkWLJaTPSNTKIoCsU5yaoGA+O+ZNpPSe5NiVB8PTASHeOsr5VV2Y2cnDiL1+zGa75+89/rgYTUuRDoTZuSIhA4NOtVaSbfxtt4G28M3rRVTkrJqYluftF7gp7QOM/1n+HJ3uMEElH+q2M/Jya6GAhP0h4YRp/WaJ7sPc4POw9waqIbOZ0Hd2j0Ii8NnqU3NMYLg00cG+/EkJKxWIBzUwM0T/XxvY59RPU4PaEx+sLjdAZG+a+O/fjiYeKGzmjUzzcv7ub0ZA/+eBhfPMK/XniR3tA4R8ba+fvmp24ov+5XAQPjPg6dT0Yenu0eoqV7iObuYc71DNMxOM4TB85y4FwXJ9v6Od0xwMGWLi70jRJNJBiZCvLY3tNE4289LW4GAgVFKPji/rdssFvUiHNiojXtOU1RyTZnxjv8Nt7G23h9Ma/GadLUFFVUOmLdG0VCGjRN9bI8u4zbi5bxymAz53wDDEd8tPj6+duVj+JQLcSMBIoQ+BIRTk5080DpKi76h1jjrcIgKXw35NawNqea14bPc3ayl+x8B7lmJ/eUrEBKyV+deZzB8CSrvJUsThTx4kATvniSgMBrcbKrcCkvDTSxNW8x9e5ifLEwY9EA2/PriBsGT/YeT/sbFEWZVVHhV3VRu2RuTf7dNTRBQ3kBsYTOmC9ElsNCS/cQj2xdRjAao6GiAF8oiklT0XXJ+d4Rti2rviq1WCaYiRKcaWch+aLXgtfiYbm7ntHoBCuyl+AyOekJD1Buv/5CzxKZyuG8UUgpOTlxkQuB9OXdzIpGiW1hPso3C7phcLirl8dPN9M5PonNpLGsuJCHVzSQbbPx6Z89zSMrlnJfY32KXUxKyeOnm/nukZN8fPM67qqvvWZtzEg8we8+9gscFjOf2rF5VtSsISU/PnGG/z5+hi3V5fzWlg1YTRrfOXScZ5tb+cwtW9h6WQCMlJLjvf188dUDZFkt/O72jdTl5xGMxvjO4eO81Np+yT0xfc90ijUKgjvrF/HxLevm9FFKyXgozM/PtHCgo5vJcIQsi4XqXC+f3rl5VrrIzHfYO+nj52eaOdU/yFQ4is2kUZObw+aqcrZWV2AzaQghMKTks088RyAa5VM7Ns8p49Y2Os5fPPMSi/Nz+KPbts+p/mIYBkd7+3nsRNN05RJBocvJPUvruOOKIKe4rvNcywVeOH+RAV+ALKs5yf7TUMeBjm6ebDrHJ7auZ03ZJT+sbhi8cqGDp5vP0zflw24ysamyjAeWLaF5YJjvHT3JRzeuYdtlBPstgyP8w8t7KXA5+dxdt1yTuMEXifKtA0fZ29417/tRhcL9jfV8cP2qJH9uQmdPeydPnT1P/5SPLKuF1aXFvHNlI/5IlL949iU+tWNzknx/nvVnXsH52O+9P0UZNhPKe7MhECk2B0NeCrHuDIzwl6cfRxGCiViQP156P81TvWzIrWFFdgWnJ3oYjvjItbpAMK0NXlrIphtP0lJd9rRTE138uOsQuwob+MOGe3Gb0icGu0xWPlKznf9o25M0U+rxtEvjO9Y2cN+a+tS/b5RA+c1CIByjtW+UzsFxBif8rK4t4aWTF3BYzKysKSYaT7BhSTlj/hA2swmr2YRhSKxmjVA0hs2soSoCblArF0Lw23du4rfu2Jj8N9yw6VciielxOkO9RPUoNc4KBOCL+zk92XLdgrPZ10l7oJ/lnhpyLR7s6vVF5wEY0qArOMi32n8xb0StXbVetaTZWwkvnm/js088h81sojjLhSIEuy+088qFdh5d2ciBzh521s6lshwNhGgeHGYiFMpoJkkpaR0ZI8tqmZUCktB1XrrQzj++tJfqHC93LVmMY4b72ufn7OAwvsuo6YxpPtzPv7SX9tEJ/uT27SzOywWS868i20NDYR7+aIxBn5+WwRFAsrGyHIfFjMtipuKKKjAzCMXi/NlTL7C3vZMClxOPzcpEOMyxnj5i+mwLTSSR4MkzLXx5z0Fiuo7XbsOkqoRiMXomp3jyTAuff8dd7Fp8KcitfXScqXAkbSWbcDzOuaERLJo2x8piSMmzLRf421/uJprQKXYnucc7xydoHR6dJTijiQRfevUg3zl8DJfFQr7Twbiu893DJzjY0ZN8D8OjBC6rdxzTdb5z8Dhffe0gFk2jwOUkntD5yckmDnT24LKYOTc0MociMBSPc354lFAsnpFlSFMUKnOyGQuG8EWjDEz5OTc8gioU1leW4jSbcVkts2gVf3j8NP/48mt4bFYKs5wEojGeOnueF85f5I66RRzp7iMQvXpe6LyC82az5sxpXygs85TyymAzU/EwXcERbKqZPGsWj5Svw6FZkEj6Q5M4NQunJ3r59eqt5Fpc5FpcNE31cpdjOSuzKzgy1k5HYITRqJ/1OdVYVRPBeJRn+k4yGQ9R7sih0Oam1T9AsS0bfzzKwdGL3FbUCBJOTXTTH56c1T+LaqLCkUtUj7NB1KTVKhRFoPD6J9K/3rCYVIq8Lo609jA6FWRJeT73rV+CLiW5WQ5auofxOu1sXFIBEkyagiFlKi/KNs0vei0N4VqYYZm52SM6FfcjpWQgPMxkLEnyLQWU2oquq72IHuO5gUO8MHSEQquXVZ7FNHqqqXeVU2jzoi6AXCFh6DRNtfODrhfoD89fLL7WWUKh9fpLQr1RiOs63z1yAlVR+PV1K/nAulU4zCb6Jn082dTCv7126HV9vm4YHO3p5wuv7MdlsfA72zfSUDg/BaiUktFAkK/uOci5oRE+unEt71h2qRyi1aRxX2M99zUmN8gn+wb4oyefRzcMvvaud1xToTg/PMruix0sLczns7u2sbQoH8OQBKJRsi5j+TKk5GBnD1/ecxCnxcxHN61lVUkRrulNwYDPz7mhkRvm1Z2BPxLl5QvtjIfC/PbWDbxr9TIcZjPheHzOb2oZHOHZlvN4bDY+s3ML22sqsGga54ZG+NbBYxzq6p31WyAp0J9qPo+mKHxqx2ZuXVyNw2zi4ug43z18glcvdt4UGWM3m3hoeQMPLW8A4FBnD3/61AvYzCa+/mvvmPPeo4nk/HRazPzu9k08sKweTVHoHJ/kv0+c4ev7D2f03DctOEgIwXJPOW6TnUAiilXVGI74MSsqD5evoyc4RkIa3FbYiMtk431Vmym1e1GE4N6SlYT1GAqCDTk1FNrc+GJh1uVUU27PQZcGf9BwD6pQCOsxKp15WFQTW/LqKLR6iBoJnJoFk1AxhCTflsXv1N1OqcOb6l+FIxezoiGl5O7iFW/WML0hMJs0llUWYdI08txOFKGQ604ynUgpKcvzkOd2zFuUvCR34R/zjUTh6lInmIiQkNcmHxcIss1u3CYXhda8y6woCi7t2hyiV0JKSVugj6apdnRp0BcepS88yqsjJymweimz57M0q5Kl7irK7AWYlfSfWEIm6AoO8fzgEQ6PnWUgMj4vKbxAcHfRpjesuv2NIBSLMxYM4bFZWVNWklpQy70ePrJxLcd7B3itvet1ebaUku6JKb746n76pnz85T272FpdcdVxSxgGX9l7iFfbOnhwWQMfWLfypo5z+9g4UkrWlBWzqrQoZS69ktYtoRv8+PgZ/NEof7hrG/ctrZ9V67bC62FDRelNi173R6OMBIKoiuCRFUtTzEbpmIYujo7hi0RZV17CA431KVfK+opSDAmn+wfn3NMzMcVIIEhtXg7vXLk09btXlRShrBec6R+aUxf1jUAgGmU8GKYyJ5sVJYUpU/CivBw+sXUDh7t6aRkauWY7b2pUrVnVWJSVpHYL6zGGIz5AkG12kG2evajVui5RteVaXbPbcM2lh1vqmWvWsmtmlmXPzTeqdubjMTmwKMlBFEJQZPNQZPNcz8/6lYRJU1lWOTOOsxeOLLuFLHtmHLiZImbE6Q2NMB73E0qECelRInqUYCJKWI8Q0qf/NxGd83fMiKNLg6ieGWWbSdEwpEFveIKLgU6qHOVUO8pRriO1I2YkODTWTN8V2qE/EcIfCNEW6OO1kVOoiopVMVNg9VJgzcZtcqAKlbAeZSLmpzs0xFQ8SFSPYzA/4YFAsCW3kZWeG0+sfyPgsJjJdTpoGRzm/NAIy4oLUkw/drOJtWXFN11wRuIJRoNBxoJ2/vr5V2gZHOET2zZwT8Pied0nQ/4AE6EwPzh2iifPtLC1upLf2rIej816U2MVZigLbSbTVV054XicA5091OR6WVqUD0jS0vbepL7pxkxlIjFHW7wSwViMhGFQ5nHPimNIUt8VkWW1zKmgE47HiSUSlHs8c+JAGgrzyXM63hTB6bJayHHYGfYH6BiboNKb7J8QgiyLhRUlhW99wXk58q1Z1GUVvWl5agdHL7Aup4Y86/+cZOxRf5ATHf0UuJ00lBZc1TRytfJgrwf6w2P8c+uPafX3XPvim4CR6BgnJs6SkAnCeites5scc/aCfp+UkuHoBHtHTs2rHUokcZmsWhHRY0zGA5z3X39R6CpHEe8q34VVvTnUcK83NEXhoxvX8DfP7+bfDxylfWyCZSWFZFnMmFSVAd/CuFczQe/kFH//UjKg5Gh3Hw+vaOBdqxrnBMPMwJCSbx48xr6Obs4ODFOTlwzUuVpd0NcbY6EQ0USCUCzOcy0XyLKmJxo3qQq/tmrZTUpKykx7NZIhJGnjDSyahsdmIxz3zzo+fUvae8yaOr1BuY4u3yDMqspvblnHl/Yc4B9e3suZgSEW5eXgNJtRFcFYMJxRO28ZwVnrKpilVb7RuKdk5Zv27NcLAkFcN3jm5HlUVWFp6Zs3vm82FKEQNWI4VBtes+e62wkl3riC1SW2XD5UdTc1zvmj+96K2F5Tyd/cexuvtnVypn+Qve2d08F/XDPoAphT0eVaKPW4yXXYOdDRzaK8HD68YQ1e+/wVQRQh2F5TyXMtrcR1g0/tuJO6/NwFPfNmYyaGon1sgi++emDe65xmM+9c2TjLnKxPl6R7s2C6jtiGa2VqSOTrxlz1QGM9eQ4He9o7OdLdy7PNrannZaoFv2UE568CIvEkj6bFpBGOxTGrKpqqENeN1DmzpqbOCwQJXcekqVinQ8jTwTBkMorMMDBpKhKwmTQCkRhOa5IUORSNpcwk4VjSLKIqyeAck6oSjMZTVWw0VcFmMpHjsnPnikWE43H2t3axqDAnVUXeMAyC0ThSSmyWpBkpFI2nShnNtCFEslp6fLrg+Exx7NB0OTZVSZZse6sSH8z4hLJNbnbmbySciFBgzcOmWjMt6ToL1c5i/u/y3+TQWDNPD+xnMDxOzIjf1Dxfs6JR76rgdxY9TIW9AFX51QpAUxWFjZVlrCotIhRPENf1ZMF7CT87dZYv7z141bEfDgRJGEbGc8pts/KJLesRQtAyOMz+jm4Ks5zz8rYKAbfX1VKc5eLbh47zzNnzrCopwmm5OQTk14Mchw2byUSJO4s/u2PHnCCgk70D/PXzu9NyvgaiUQKRWDIr4bL0HjnNe6z86uy5UojEE0yEw7gyLJOYKZIcziZ2LKpiQ2UZ4Xg8WdNUShKGwTf2H+XHJ85cs523BWeGMKTkR/tP0TE8zm/fsYl/emoPty2rZfPiCh471MTFwVGkhKVlBdy/egl/8qPnWFKcT/+ED4fVzO/csQm3fa75RUpJx8g4//bCQZxWM1l2K8FIjN+/dxsf/ffH+NEn34sA/v4Xe7hvdT3+UITnTrXitlsJxxKsqS7h3lV1/NdrJ9jf2oXFpLGhtoxH1jficdgwDEk8oXOis5/7VtVT6Ekm0Z/tHeJrLx4i3+3k0Y3LqcrL5r/2nWRPSztOq4VNi8p5YG0DY/4g/7XvJLF4smj5b9++kWhC54f7TxKIxFCF4M4Vi9lSV/mGv5NMMRwdYyAyDFISNWL4EwGWZC1CY2EfpRACk9AotHp5R8lW7ineyLGJVg6PNdMe6GcoMsFUPEBCLpwIQhMqORY3FfYCtuWtYEfeSqzqm7eQQzJQZFtNJaHYpTQDs6Zd06SZrM+YNONZL8vDk1IyFYkkix6r2ryy89WLHTy8vIGqnMxM6Qldx+uw8/f338kf/+J5vrznAJFEgvesXjbr+Zc6kuzLRzatAQHfPXwSXUo+vXMzxVlvDsmEVUvmOB7u6iUUj1PszkpplbphcDDRQyAaZVNV2Zxx80djHOnuZUt1ORaTKXV+wOcnGIvjttl+JQLLLsfAdCm4oqxkmszNRLL2a1I5sZsvzY+YrjMZjqApSkrBmA8ZCU4pJROxAIfHz9MbGkUiyTFnsda7iFJ7HrrU2TfSzFnfXKd/vsXDroKVeC1J3+F4zM+RsVa6QsNYFTNL3eWs8FSjTe+qk36kSQ6MnmMkOkm22cVa7yLOTnVRYsthhacaIQS6NDg4eo7z/l4UIViTXYsuDUaiPnbkL5s3mvF6EYrGUAQMTQWYDIURQjAeCNMxPEFL3xB/9MBOPA4bgUgURRGMB0Lc2lhDVb6Xv338Zc73j7C+Nj0R8vBUALfdymfv387u5nZebmqbHvjZ1xmGpG14nI2Lyrl7ZR1ff+kQkVgck6rym7dtwGrWyHE6uGdlHYoikFLiC0fpGJmg1JtF29AYhZ7kezje2c+mRRW8f9uqVPsf37UegPIcN3euWIwQgq+9cJC1VaXcvXIxcT2pBejS4Hfv3MLQlJ+fHm6iZ2x2DcJM4LW4eKh0OxMx/7UvXiAcqpUS2yXTmyIUTEKjNzJA09R5VnoabshHNLOwmoWJTTlLWe9dwmh0ks7gIH2hEfrCowxExhiNTuKLBwkmIsRk0iKhCgWTouFQrbhMdnItbgqtXkrt+VQ5iqhxlpBlWni07+uB0mw3//zIPQu+z5CSp86eJ5pIsKyogGJ3FnHD4FTfILsvduC12yjIcqYVUCYlmer05T0HeHBaeM5Ey7ptVpYVFcy5T5cS3TDIc9r5/+7Yyedf2svX9x1GNww+sG7lHF+nBKK6jsNs5qMb12AYku8fO4luGHx21zYKXen7dn3IsL6jqvDIyqWc7Bvg6/uOoAiFxqJ8BMmo1f86egq72cQ7li2ZIwRVIXi6uZViTxa3La7BbjLRPj7Bdw+fRBGC5SUFv1I55oKkL/KX5y4S1w02VJZhN5kYDQbpm/Jz95JFN/R+grE4zza3YlIVlhUXkOd0EpkOzjrc3UuR23XNILGMpMtELMDfNP+QkegUVY4CHJqN5qluFCEosuUgEHgtLgqt2fSHx3mm/wib85ZQ5yql0JqdSusYjfr4RtuzXAj0U+MswhcP8cvB4/xa+TbuL96AEIKoEeefzz/OQHicxa4SuoMj7B9tpjc0ysNlW1jhqUZKybP9R/he58sU23LIt7r51sQviRkJimzZbMltuOmCczyQdBpX5mVzvn+Ukuwshn0BSkNuTnYO8P977EUA8rOcvGvTckBQ7MnCoqlkO2ypRN+O4Qm+8OxeJkMR6ovz+Nit66ktzOFoRx//8Is9BCIzu3uBBCKxODazCSklmqKwZXEFT584xz89tYeOkQkKll092vJIWw/FHhdLy/J54fRFNi2uQBWChG7gdFxb45oIhqnI86RK+AAEQnF+fOA0k6Ew62vLWVWx8HxIt8nJbQWvf4kvIQR5Fi8modETGuCB4ttp9bcTNWJY1JtjBlKFMh0968XwJgkzwnqSrD0uEyQMHQOZMqUpKGhKUphbVTM21YJVNV9XlO9bETFd51sHjzHo8+O2WrGZkgn4E+EIvkiEO+sXs7o0PfGEw5IUZi9faOfPn3kRh9mMlJJgLM4d9bXU5HhT7oLLIeWlGo1/dNs2/ub53XzjwFF0w+DX162aa+KcNuHbTCY+vHENEvj+0ZOEYnH+7/13kH3ZwjkVjvCTk000Dw7TO+ljYMpPviv95kZKSc/EFH/69AtJJcAfRAI/P9PC4e6+WRu2Lz5yL7kOe3JOCMGmynJ+Y9Na/n3/ET73zIu4p82UU5EokXiCD29cw4aKuZvvQreLhoJ8vrn/KD8+fgZFCALRGMP+AOvKS9hWXYkiBLFEgq/tO8Lhrl7C8Tgd4xMkdJ3f+NHjqJfNvW01lfzmlnVvmpYqhGBDZSmNhQV85/BxvnvkJKoiiCYSaIrCypJCit2XrB4ToTA/On6G1uEReiZ9DAcCVHiz07YtpWQyHOabB44yFYngtlqxaBq6NBgLhojEE7xzxVKq5rl/BteULoY0+E7HC4xEpvijhkdZklWeOi4hFQW7zF1Jo7uS7uAwrw6fYUfecrbmLU1NFEMavDB0nIuBAf5kybuocRWhGwb/3bOH73W+zFJ3BTXOIlp83bT6evnk4newPX8ZCUPnqf7D/Hvbs6k+DUcn+e+ePaz1LuJ3Fz+ASdHoCAzyp6e/Q5Ht6j/4ejEWCCGEYPuSKn6w7yTv27KSZ0+1ku92csfyRWyrryKaSPBSUxt2qxmQvNzcRlmOm77xKd65YRkAlXke/vH998L0h64qgkg8wbZpU2fnyASdoxMpv8QzJ89TU5DDmD9IoceJ1Wzi1qW1KIrgwIVuvI75gyDCsQTPnjrPn7zjFnJdDv7rtVN0jkzgsVsZCyQnybn+EYo9Lpw2C6P+IGP+IGU5l/wr2+qrePrEeaRMMpssLS1g2BckFIuzfUk1tml/rsdhm7cfbwWYFRO35G/ErJjJs+RgU1+f/ipCwa5ZsGs31zfzqwSrpvHNdz/IKxc6ONbTR/9UMs2sriCPbTWV3FVfmzbiNd/lYG1ZCfX5edzVsJgnzrSwv72LiVCEJYUOVpYUXVPTUISg0pvN3z9wJ3/1/Cvs7+ymNjeHnYvmMhXBdDkqi5mPbV6LVdPY09bJ94+c5Dc2rcFuTgroaEKnc3yC3skpJFCXn0thlnNeq0WWzcqOmkpah8dSUZq6NIjr+qxI0itzMm0mjQ+tX82GyjKeON3C+eFRDClZW17CfY31rCwpQhVzS8spCD64fhWReJynms/TP+WnwOXkvWuWc39jPQXTGrSqKKwuKyYUi3N2cCgVkBTXDQzlUl+S/miZSn3JczpYVlwwS1hdjpq8HFxWCy7LpTmfbbOxrKiA8nkIGyq82QRjcTxX1IB1mE0sLcxnbWkJj65aRkNhPj8/3UzvlA+zprK8qGCO7zuaSNA+Nk7flA8hoD4/j3KvJ+1zAYrdWXzjPQ+y+0IHx3v7GfYHURWF5cWF3F5Xy9bq8muah68pOH3xEGd9XSzzVLI0qyL10tQ0u2PBJTPWzC5qBnEjac5d4ami3JGHKhRUVWFXwUoe793PsfEL1DiLGIpM4jLZKbXnpq5Z6i6nwHppINoCAwQTUbblNabC9POtHuqzXr+acNkOG41lBSwqzOPi4Ch1xXmE4wlynP9/9t47Po7rvNd/zrTtfdE7iEaAYO9VjVSXrGbZcW+xkthObuy0m9zctHuTX4qT3MTpTnHcbVm2rN5FUqIo9l5AEL3XxfYyM78/FgQJEWATSIIUHn8oL2bPOXN2dmfeU973+9q5e3Etu093YZomn9ywBJ/DNp4fTuNAWw8Pr1xAoc89cV2m+lIGw1FaBkawqiqPrWpEliU+smYhAZed3ac7eXB5A/leFyPROO1DowyMRSj0uVkxr3jah0k4kWBzYzV5nuyN85G1C4kkUoTjSQbHovQaYWyayqb5FdgtGm0DI/iddsqC3ok27lpUg1VV2NHUhiRJzMv1Uxr0sKyiiCMdvaiyzPq68qtxyWcM3dTpTQwwkholYPFhl224xOxYDr0ZEUKQ63Ly+NJGHl/aeMl1PrSwng+NK8AAfHTpQj66dOEVnT/odPD/Hrlv0nFDn3rvWQiBQ9N4Yv1Knli/8rz3c10O/uTezZd8bq/NyhfWZnVr93R087Fv/ZBHFjbwlU1rLujwJIRACGjIz6XhPbqzF+LMSsbGqgo2TiFleAZZklhfWcb6yjJG4wn+6IXXeOn4Kf7rY49c0AnnvoZa7muonfb9P7rn9vOObawqZ2NV+bR1vnbb+imP1+Xl8E+PPzjx98qyYlaWXVhqMt/t4i8evOuCZc6Q1ZaGUp+XT65cwidXLrlonam4JMOZNnRK7Dnva13ZME0GEiFWBWonhAYAcizZEcnQ+F5X2sggEJNky+zjS1ln+xTHMA1yrGdHM7KQcCo2ksbUuQzfL+U5PspzsrPZT25cBsBtDdms8gGXnfpzQj1iqTSYsHH+pQmf2zSVOxqrzzv+yPgs9Zb6s9nrgy4HD61omFRuOjWRPI+L+5bOn/h7VVXpxGtZkhiKxLil/qzu5Yp5JSyvnPwjVRWZzQvP79vG+RVsnD/9TTqbSBlp2mJdjKRGSRkZehL9bMpdhV+dXWnF5pj9vPdeu9jvpzonMKHKM5twWy1U5wR541TL9e7KjHLu93M17+2LbqpYZBVJSMT096fyIES2rYSeniRkfaZd2wUCvN+bgcIiZUM7UucoxximSdK4NCWZq40E5Hoc1yxzomGaPLPvOG8ea8ka6ks4cX1xLutry847/uKBkxxo67kKvbx+WCUL5Y5iGj11rPAvpNxRjHxz5nCf4yrTPDjMZ7/7E77y5DOXJEJuVRTuqJl3nsTe9UYSgsVF+dTmBm84j9sLcaxvgE98+8f85tMvXNX0gRedcQY0N0W2AAdGTjOUHCNgyS45nrHsl2rVZSGzwFvOqUg3w6kwORYPJrB/pBmBoN5detE2zlBiz8EiqRwMtVLrzrpnh9JRWiO9lDuvPMg/mc5wsK0Hm6ZSX5x7nmh5Rjc41TtI++AohmFSFPBQ6HNzpKOXJRVFOK0abQOjHGjr4Zb583hu34mJupois7yyiByPk1AswRtHTk/Zh4Wl+VTk+ad8772YJvSMjNHcO4Qw4ZEVC7AqCv2hyIT37OT+6xxu76NnNCt6nud1smx8hqkbBi39I0hC0D08hiQE+V4XRzr6WFdXPjFzNk2T0WicE92DDEdiAHjsVuYX504sUR9s62EkEmdjfQVCZL17u0fGONTWy6LyQvK9M+m1eHGEEJQ7sp9TIGj01CELaW62OQ1n0sshoHcojMtuwTXDkos3KqF4gs7RsfGsOzq2i3iraorM/7rr1mvUu8tjTUUpayou/bl7IzASi9M1OsZoLE5a16dVj3q/XLRVRZJ5rGQ9f3bsh/xd09OsCtRhkVQ6YgMs9lay0FtxSQ8gVchszlvC3zc9zTdPv8gyXzWhdJSXeveyIlBNo7f8kjtd6shlmb+aZ7p3IgsJt2pn19BJBpNj78twRpMpvrd9P3leFzWFOWjn3BOmCe+cbOcfX9qRFQ532oin0pTn+jjS0ceffOROHFY/4USCpp5BYskUL+4/Sb7XxdLKIvzO7B4pQCqT4XTvELFUmh0n2hiLJ9m8qBqbplKReznOTSZP7z7Ka4eb8TtsWDSFobEYuR4nT2xZRU3h5PyNbx5p4R9fege3zYLHbqXQ754wnK0DI/zhD19GliTyvC5iyRQum4V3mzr4yW98YsJwDoSj/NXT22juHcLvtKMpEqFYgk9uWsbtjVUIAT/ffYyDrT1srK+YuK5/9fQ24qk0dcWXvnczkwwmRwDIsfhpiXZQZMvHocxuh6brRTqjc7pniFgixenuIWwWjbtXTRYdnw2oisxv3bERTZYo8FxcKlOWsnkZG/JzaSw8X9/6UqjODfJ7d96CLElYr9JD+VIRwJc2riaV0am4gDPMB4mGgjx+/85bsWoK2gzHf57LJX3zjd4K/mf9R/h5105+1L6NjKHjt7iocOShmwbKJaRRymZDqeBL1Q/ws64d/Hfba9hkjXU59TxYtAbbeGiAKik4FAvyOcZYQsKhWCZCTDRJ4fOVd/Lfra/xbPe7qJLC6kAtKwO1FxTMfj+EEwle2H8CWZL480/cg0VR6AuF+Y1vPYtzPGuIAOqL86jOD5LK6Oxr6WZFVTFfuWcdsiRNOAUFXA5+6a41GIZBOJ6kpX+Yr96/AUkI1MtMBn3PkjruWzYfh0VDCIgkkjzxLz/l5YOnJhlO0zT58TuHCLod/NHjm7MjsXOegy/sO0kineH3H72dshwfncMh/vqZ7QyGo5Pa+NeX3+VE9wBfvX8DDSXZmLpEKo3dok6pPZlMZ/jGCztoGxzhDx67g9Lgtd1XNDFpjXYylBxh/+hRJAS9iQE+V/mROcM5DalMhq6BEN2DYyyvK+ZEx8B10RW9GIokcU99zSWXzy5PFrC46MrSyUF2b3DTBRxwriVCCG6vmXfxgh8gvDYrt56Tr/RqcUmGU0LQ6Cmn0VP+/k4mySzxzWOJb/ov+878ZdyZv2zSsUKbn79a/AXg7NKwR3Xwper7J8rE9CT/eOpZ4u9zL3Y6IokU/WMRVlWXkOt2IEkSXoeVTQ3z2HO6c6JvshDImoQiSxOG0P6euDNJiIm4MkWWkCRxXhnISt21D4xOEhR326zkeZ3j3nmCknNSekUSKfpD0azM33tGW4Zp0h+KsHxeMTlux3nGazQaz4ovO2y47Vbm2yxsqq9gf0v3RJlQLMHWoy1sXlTN+rrys/JeUygiJTM6faEIL+4/yfZjrfzmhzaxoDR/xoymaZqMpiP0JoaIZhJIiHFv7Fys0mTFnXJ7MeX2Ypb5ss5Wx8OncCjTh/F80LFqKlZNoWNglOFwlHmF11fHdY45ZhuXZDgv5WGXNjIMJcN0xPovKDl2sbam1pa8tGNXE90wyOgGFlXh3Klage/qZVNpHRjhd77zwiRPsfV15TyxZTUum2V8FiAIx5O8eeQ0O091cKC1m8XlhWxeNNkT1pjYk5762q2fX862Yy18/60D3NJQid9pJ6Mbk2bAA6EoJuaEIMIZpmpvOBLjj374Cr2hCI+vW8S62vIZNZqd8QG+3foSB0OnGEmFkYVEjsXHmmADHy/bMjGbFIjznKWqnOWXlWz6RuTg1qN0nuie8r2lmxeSXz79krkiS6xrrGDtgnKyiaeu/f02xxyzmRlbpG+P9fPPp56nMzZILJNEumY+pVkE2ZCUa/1AvJpSVqUBL3/0+OT4MY/diu0cfcW+0TB/+tQbNPUMsqi8gK89sImGkjz8zstbhlxdXcpvPriJVw+f4p9f2kk8nWEoHCWePOupLI9nNLgUb7WigBtNVZAlMT47vazuXBADk++1vcwb/XsnxNWzSaUH+HnXWwQ1Dw8Xb5r2Ya9KU+iX3mScEfmGrNFrP95JZCTK/NUXX9pMZXRe2X2SfU1d2C0qtaW53LN6/kXrzTHHB4UZM5wVjgL+ZOGnJqSslGuc0cEmW/hy9QPA1OIMNyIOq8bCi8jZvXzwFIfbe/nHX3yIilw/8rgDx5mZwqWiKTIb6yvYML8im0vPzDoe/d3zb08YoCK/G7fNysHWHh5YXj9hwKfysFYkmV+/fwNf//k2/t9z2/nth24l1zMz8WyRdIxtAwenzEiSNNK8PXiYuwpW41BmVwjAtaRxw3wa189H1w2O72xi76sH8eZ4WHH3EoJFF/baNgwDp03jY5uXUhT0zMpwBdPUSelDpI1RADQ5F0VyEk934NAqME2TeKYTi5yDbsZJ68PoZgpJaFjkILJkJ62Poshukpk+LHIeaWMUgUASGgYZZGHFNDMTWyUpfRBJZLdULHI+YJA2xtDkAKaZJqUPYVFyx/s1hkBCkwOoUlas3jDTJDLd6GYCgYJdLUUgk9KHSRsjmJhY5CCq5CGWbsWhZbe0YukOLHIOspT9PaeNNMOpYTJmGptsRyDwql4imTAm4FbPKvxEMxF008CluIjqUdJGCo/qJWWkSOhxXKqbtJEmkongVb2MpkdJ6AlMDFRJI6D5USWNtJFmINk/rlMexCJZiOkxQulRDNPArjjwql76En3kWfOQhMRwahibbJtQ6UoZKQaTA5iY5FhykJAZTg2RNJIIJGyyDa/mvSFWg2bMcEpCoInr52UmhLgkJ6WpiCVT9I5GGArHCCdSWKIJTvUMosgyAZf9smdv1xKbpiBJgubeIcLxJLFkmr5QmKWVRVTk+tENg+7hMSKJFMlMhpFogpPdg0DWWJbl+BAiO8t4bu9xZEmiwOcikc7w1vE2SoPeiQTYFlXho+sX8c1Xd/Hvr+1i+bhqUe9ImCUVhRQHPBPGM5XJUBLw8JV71vE3z2zjL362lS/fs5bSc1SJrpS+5MgFtwNiepKxdOQDbTjPhFJ1n+5j36uH+PQff5Qjbx3n6W+8wH1f3EJ+xfRLtQJBns+F32W/bGe1a4GJSSTdTE/kZ8jCBgj8tpU41HkcHfxfrCj8NgBNI3/JPO+X0Y0oI4ld9EafJcd+B7mOO9BMH92Rn5Lr2MLJ4T+nxvc1uiM/QxYWbGopSb0ft1ZPUh9AN2LEM92AiSK5GIpvZ37gD9DNKP2xVyhxf5z+6EtkjCjFrg8zFHuLhN6LaepkzAi1/t/BBPpjLzOa2Icm+TAxKXH/AmljlO7wT8YNsoTXugS3toDDA7/DqqIfAnBq5OtUeJ7AZanNCt7H2nhj4HXyrQVEMxEMU+fxko+ye2QXJia35d4xca0Ohw4RzkRY6V/FmwOv49cCrPKvojPeyZGxQ9yaczvvDr+DbupsCG6iJXqaw6GDjGXCNHoaWe5biSppnAgf5+2h7ZTYSlnuX4GhOHml72UyZhpVUglqOSz1LeM/277J12p+E0lovNL3EvXuBhZ4sr4FR0KH2T3yLsW2ElYH1mKRNE6ET/D20HYKbUU0uBfgUBqQr6I37Ewxl1YM6B4J85+v7aZpPEZTlWVOdg8ghODxdQv50MpzlXqm2G+9xsvS53Lrgnn0hSL899a9JNNZY5LvdVGZFwCyoQUvH2zireNt9I1GCMXaaO4dAqA44OHrn75vov8j0Tjbj7USiiXIGAZ5HidPbFk9KRbq7iV16IbJywdO8uqhZkzTxG5R8TvtFAU8Z6/E+GSwMs/Pr9+/kT996nX+/vm3+R/3bXjf+8KXdr1n3yzpemCxaay+bxmFlXnklgTZ/eJ+Uonp1bUMwyQUjeNxWomn0sRTaayagmc2aRGbOqOJXVjkPErcHwUEpqmjm9m44veq+3isi3BolYRTRylyPYJVySeZGbj006ETTZ9inu/LWOQ8QskDmGTvtXi6i46x72EYccq9n0eR3OQ570I3YvRGnyeaOAWAbsToDv+UGv9v4VArMcwEQigMxt5AlpyUez4NyOMz3PTE55hquyGSCeNUHGzO28Kh0AEOhy6cP7Ir3smr/WPYZTtLfctQxrcqBpIDvNb/KrqZZkve3dgVOyv8K5GFTH+yjw3BjahSdobdFmujzjWfjTm3TBjv/mQvHyv9JDbZRspInXUWnKYfbbFWFngWsiawduLYhpyNdMY7WORdTL27YZqas485w0lWTu+3HrqFwfEYxaDLzi/ftQZVlrFqCookUehz87efeQBVlibt131oZQN3L63DYbk++2Z+p53P376Sj29cgmGYCLLJrS3jXrvZWeJiHl61gK9961lKAl6+cs86IJsI+8xH0RSZj29cymNrFk4kxD7z+c/9vDZN4eFVC7hnaR2Zce1PWZKyibqn6WNZjpevf+o+dNOYMrPF5VJg9WORNTKZ+JTvu1U7Pu3qOW3dSAQKfFhsGqf2tWTzxa6txembXqc3reu8sqeJVEanrW8Ei6KwrrGcDQuvvov/pWIChpmiO/xThmLb0c0EHksjxe7HMUijmxFkYcc0dcQFFKJMMzP+T8cgdU5CiiSmaaCbCcBAFjbKPJ+jY+z7mGaGaKqZMwMzIWRGE7up8f82quQFYCj+Fn2R5wk6bqMu8PtkMx3pGEac40N/jIRG2hilzPMpDDNFb+TnjMZ3Y5gpnFoNpZ5PYJIhY4RRJCemmUGcs/1U6ZhHV7yL77V/m0gmglNxZc9hmsSNrBwpnB1gykKmLdrKx8o+iVU6uwojIdEUOcFHSz6OQ7mwdrNhGqji7DMuY+o0hU/yz6f/ATCxSFbuL3wQzKxh96l+dFNHOuf6Z9u4OUzOzfEp3ieKLOGyWZAlQVHAzfHOAToGR3FYNVRZpizHiyLLuGyT1VOEEFhUZcJIQXZ/KJJIMRZPkJpGVNo0TWKp9MTS6vtFU+RpNXGFENg0FZumsmF+BcORGL4plp7PpA27mLauEAJFFjgvIJE4VR2H9f0bzDPYFSub85bz8+63Jsk3Qnav+9bcpZO0jT/IjPSFePE/X+f5b77K/NU15BT7eegr9xAsCkxZ3qIqPH7bYk52DGDVsunAinO817bTF0EIGY9lMaZpYlOLiKU7UCUPsrBmZ3qR55GEhhAKmhIkrYcYSexBNyeHqmXMKMOJHZjoDMa2gRAIoRBJNWGYSQwzQcaIErRvQJW8+K0rMdGz94BkJ6XHsSqFFLs+Qm/0GXQjgse6mFi6A5elHgmVcOoYAdsGFMlFrmMLsmRHkRwMxd/BoVVhmjoFzgexKyUk9D4EMrJkxzDT9EafR5asmIBFzh3/7AJFUim2lZBjyWUoNYgs5KxCFybd8W72jOxCNw2W+bJp+wpthSz3LWf74DaW+1ZQZCsCIGgJsinnFnYMv8VizxIqHJWMpkdoi7Wijc80DdOgL9FLX6KXaCaCbdRGhb2SPGsu63I2UGAtIGNm6Ix14BrfW313eCd+zU8oPUrAEkQ3dXoSPfQn+zFMHUVSqHJUY5Vt9CS6GUwNTgq5uxGYM5znYNVU7misorl3iD976g0URaa6IMDX7t+I235p6+6j0QTf3raPA6099I1GpiyjGwbP7DnGqwdPcbJncEp5vKvBlkXVhGKJa3Kuq4lA8FjJrchCZufQEfoSw8hCptiew+15y9mUu/h6d3HW0Nvaj91lo6KxlC//3ed47t9eofNkz7SG0zBMhkIxUmmdFXUlxBJpRiNTz+yvFwKB27IASWjEMx24tFrclkYUyU61/6sowkFS76fS8wSq5CaljyIJhSLXY6hS9uGuSC7yHXeT0AeY5/1lMkYMTfYhCY2UPoRp6kiSlYwRxmNZSMaIIgkVw4RC56NocpCUPgQY2NVyil0fIa0PA1DgfCC7nGumkCXnRJ8LXY8wmthDxohQ6HwIhzpv4r1Yph2HWj7+OVzZzyG5SGZ6qfQ+gSKddfiRhYxVtpIwEuRbC6h0ZNupdzdQ4ahkLDMG5yS7MEyTSmcVdsU5yXHSxCTfWsDG4CZiemzi2BmjLAsFExMDA6tsxcAgY+iYmNhlB2v8a+mMdyILhdtzt2CXs7lF5zmqGE2PcGvu7QQtwfE+ZNvQJ9pg4vgK30oKrVPnZ52tCHO61BofUDK6QSiWIJZMYQJWVSHgsl8wHdDk+jpD4WyuS8gKFrx3hmeaJiOROOFEdgSsKTIFvqlz3d2IDEdiJNMZ8r2uqxb/Z5omCSNFJB0nbWavtUVScasOlPER+KW2Y5gmumlgjL/OJp0ef3/SSDi7+CWNp8yTxgUvJCHN2ljHw28d5/jOJg68cYT/9cNf56X/epO8shxW3LV4yvLJdIYfv3GQtK7TM5TNgbi8roRNi25shZrs95wcn4levte9aZo0j/49OfZbSOmDBGzriKRO0h97hVL3p9Fk78x3egbYObSDcCbCLbm3opyzTHoqcoojY4e4I3fLecu0uqljmubETBagM9ZBJBOhzj19WFLKSPFXJ/+cr9X85sTe6Lm0RVtJGSmqXZNDotJGGuk6hBK+H+ZmnO9BkSUCLjsB15UpyyiyTN5FZpBCCPwuO/4rPMdsx++8+p9LCIFNtkxINV4qpmmS1DMMxKMMJ+MMJ2K0jI3QOjZCfzzCQDzKQCxKLJMiqesk9QwZQ0cWWclEp6rhsVgJWh0UOd2UuXxUevzk210EbXaCVgd2RZ01RrS4uoA9Lx0gk9bJpHQ8OS6CxdOHo2iKzEduX8zp7iF2HGlDCEF10Y2vHGSYSbojT5HvvBdVXP4gVQjBPO+XJh1TJCd2pQxpFu/beVQvmmw5z6HOLtvJteROaaw6Yu2EM2Hq3Q3IZN8vsl04JyZk90wrHfOm3VcutZ+fjQlg98guyu0VFNiuXArxWjM347wOpHWdHzcfpiM8etl13ZqV+yrqKHZOnVl9jqnRDYOTo4McHOrl+HA/J0YGaYuMMBCLkjKmD225FASCoNVOpcdPlTdAgz+PFXnFzPMErjgG0gR6o2G+e3L/hLPWxfBZbHyibilWRSGTyqDr2XqxsRhDPSMUVxdgGCaaVUNRpx/dpzM6p7uHCHqdjEUTDIxGWDl/6iwa+wa6eKX91A22Q3XtaAzkc1dZzTUbSDWNDvLT5iNz38c0VHuD3F8x/30L18zeodJNTNo0+OnpI+zs7bjsuoUON8tyi+YM5yVwZna5u7+Lp5qPsG+wm4FYlEg6OaMPFhOTgUSUgUSUd/s6cKgaBXYXi3MK+XB1I4uChajSZaYxM02ODvfx9wfevuS+lrm8PF6zECsKP/r6z9n57B5ATIiSnJl0fO7//AKNG+unbUeRJeYVBZElgcdhxeOYflZ/aLCPbxx65xJ7+MHjsapG7iyruWbBUS1jI/zDoXfmDOc0bC6p5u6y2jnDOdOkEmkGukeQZIncYv+EzNwcNw6GaTKajLNvoJtvHHyHQ0M9ZIypdIZmHhOIpFM0hYY4FRriZ6ePsqGogi80rKDen4dL1S7JgBqYHBvpv+I+P/br9/Pwr95LV1MPO5/Zw/pHVpFbEgQhULXpb3vTNOkeHKOtbwS/244ATnQM8MC6GyfGbo45rjZzhvM9RMbi7H7jGC1Hu7jzo2uYv2x2pBCa49LQDYPtPa38sOkQr3c2E8u8/3CfK8UEUobOqx2n2Nvfxb3ldTxW3cjCwMWzxJgmHB8evOJzK5qCAkRGolgcFoqqCpAuYRBomiadAyEUWeLQ6R5SaZ3UuKPbHHPMkeWihvP9boEKIabUMp2u3akeKFfShwkVi8us689188BnNrL7jWO8/tM9VDYUY7GqU7YzWxxA5hiPjc2k+e/j+/jOiX10RELXu0uTGEnG+d7J/ezu7+QLC1byQMV8FDH98q1hmpwYvXR1m+lw+hwc3XGCrqYeNGs2gH3Lp2+lYsHUe5aSJLFyfgkAK+pKSOsGPYOz61rOMcf15oKG0zRNdr58mJd/tBOHy4aiymx6cBnF83L5ky98E7vTgs1hobSmgA//ymb2bj3G899+m0C+B9M0uf3RlSxcU82hHac4sKOJj//63ROGNJVIs/Xn+9j5ymGS8TQrb2/gno+vRZ4iAH/PG8fobR/i9kdXsvuNY3S3DHDvJ9Zz5N1mXntqN9FQnHkLivn4V+/G0A3+4DP/wv/93q8ghOAf/9eP2fL4auLRJK89uYuju1soqcpj04eWsWZLI8l4iqf/YyvH9rRQvaiUT3z1HgBsdo224910NPUyb0ExXacH+OE3XmJkIIw3x8X9n9pIzaKpHz5zXFtM06QzEuKv9m3jhbaTJPTZOUPSTZPjIwP84c5XODkywOcbVhK02qeWVUsnaR8bed/nLKsv5nN/+jF6mvvIjEsyenOm9yo1TZN0RmdgNIrdqmLVVAqDc/vpc8xxLhc0nOlkhr3bTnD3x9ZSs7CUf/r9J4mOxXF7Hdz3qQ0kYkluf2QlFpuKYRg8/R9b+dL//TBuv5Ov/49vk4hlg3DTaZ14dLJqR9vJXg68dZJf+uNH8QZdhEeiCGnq0Xc6laG/c5g9bxzj8M5TPPT5W9EzOk//x5s88UePUjwvl5GBMWRZQs8YhEdjE3VjkQR6xqBxdRUNK+fxx5/7Nz77Px+gsCIHgPaTQ4yNRPnVP/8IgXwvkA0C3/7cAWqXlHP6aBcV8wsJFnj5/O8/RCqe5pUn3+XQjqY5wzkLME2Tk6OD/PmeN3m98/SUGVNmG2OpJP92ZDd9sQi/sXQjRVM4ep0YGSBjXpo37YWQFZmCijwKKvIuuU7nQIgX3z2B32PHYdHI87tYXls8t8IyxxzjXNBwKqrMojXVHH6nmZaj3YyNGyRFk1m1eQGv/uhd3npuP7c9sgI9bZBOZsgp8mOxqhSUBSftqWRSk2cBoaEI7ad6+em/vQFAsMDLxvuXMjIwxnPffgvTNKlbXM5tj6wAYLA3xPH/3MoX/+AR8ksDdJ3up7ttkJd+kPXoszut3PrQcrxBF6ZpkknrWSeIi+TX0g0TVVMmKfK3Hu8mncxw20PL2f7cAWKRBLIi8+4rR+hpG8SX42LphrpLvshzXD26omP8ya7X2Nbder27clnopsHPTh9FN01+e9ktFDknzwJPjAzOyBAgFo6Tiqfw5maNc+uRDuwuK7mlOdPWcVg1SvO8VBUFkSTBgVPdLK0pQp4znHPMAVzEcEqyxPxl5QQKPCiKzGD3KBarCiaoqsz6+xbz5D+9ht1lZdmmrKLEmVtLUiY7IrQc66br9AAurx2b00JukY95DcWs2ryASCjGtp/vZ+N9SygoC/LgZzcBYHdZkeRsi+V1BTSsqmTXq0fIK/bhDbqorC9i6cY6NKvCd//mRW750DIg6xm7d+txahaVMjwwhtvnwDAMUok0xjkxcYZhkE6k0dM6iXiKZDyFqim88qOdbHpgKeXzC3n5RzvpaRtC1RTajvew7p5FBPI8WOyzTws1mumnM/IWGTNOrecRFMkyaX/53H3a984eTMyJtAYXKzsbME2TwUSMv9i7lbd72q53d64IE3i+7QSaJPNbyzaRY3OMa46S9ah9H/4F6WQaWZXpONFN+9FO1j+8CoCTu5vJL8+d1nAKIcjxOrllSRWKnFVEKgi4Z2VOzjnmuF5c1DkoFk6w7Zn9jPSPUV5XwLzGEmKRBE/+82sM9YbIpDMc39vG8lvmU72odGK5tagiF/d4Fga3186Wx1fz6o/fpad9kEefuJ2y2gLW3LWQ157chSRLfOhzm/DmZCXaSqrOX1aSZYlbP7ScvW8eZ+/WE6zesoAP//IdvPrkLhKxFI/84q3klwZIxtMoikxfxzBvPr2XNZsbySsJMNwf4uUf7MQTcKLZsk4SQ70hXvz+OzQf6WR4YIyy2nzueHQV3qCL2iVlqJrC6i0L6W4dYNXtDRRV5vLst7ajaDJbPrwa9/LZ5XFrl3Oo8TzI6fCLjKXa8VoqGUt3YJoGdiWILCyE052AwKYEyBhxVMk2LrxsYSzViRASDiUXEMQyAwgEHq38imTKriaxTJp/O/Iuz7WeQL+BNTwyRnbm6bFY+fXF63GoGhnToGn0/c043/zR2yzbshgjY/D697bzzjN7AOhrG+Djv//ohSsLGAnH2X6oBadNY3FVEU7b5Sk0zTHHzcwNoRy048WDdLcMcP+nN054Bk5HIpbiaw//DX/3/G9c0kxpsGeU/W+dZOVtDbj9F06tM1PEMmk+88qPrlgA4W833s+KvKklsEzTpCX8Em6tDFlo9Mb3oElONMlJjnUBA4nDDCSOTLz2aOW41RIyZoKh5HEyRpw822JcajFDyeN0R3eyIudXUaTZkxTaNE1e7Wzmt996nsFE7OIVbgAcisrvrriNj9YsojMyxqdf+SHNoeHLaqPM5eXn938Kt2YlGophdVjQ0zqjA2MTZd5+ehflDSUsvnXBtO3Ek2l2HGnl3WPt3LKkio6+UR7ZtBBpCh+EPf2dPNNynHgmTTyTIa6nSWTSxDJpEnrm7OtMZuLv979ze/2QEFgUBZusYFNUrIqCVVaxKeN/TxxXsckKK/JKuLe89pqt2pwcGeD7TQeJT1z37LWP6+mJ72jS96NnMGa/CZgWAVjGr7ntnO/Cqqhnvw85+z3ZFJXGQD4PzatHkd6fLu6NEccpxGX98KaLVzNNkx//02tsfmwl3mBWT9aX42L15gXYLqCOcmNxVpZ8LN2Oz1KFTfYznDyJEBKjqRa8WgV2JZexdAc2JYDfUk1HdDs51gUk9BEkoQImY6kOihxrxv+ePYylkvzN/u0zbjTPCLW7VAsN/lzmeQMUONzk2hzYZBVNlskYxoQBGEzE6I6O0R0Z4+ToIP3xCIZ5ZQmSopk03zi4g0XBAkKpBNH0+4s/dXiyesGSLJFTEpi4f5ZtXojVceFBkCwJMrrBwGiU4hwv3YOhaf0EFgcLqffnkTGM7D8zm/1i8t9nX6cNnWg6RSSdIpxOEkklCadTRFJJxsb/jqRThFPJ7PvpJOFUivS4LKJp8r4cwCSRVW0VCKyKglPVcKlWXJqGQ9VwqRZcmmXSa6eqjZezYFNVVElGERKKNP5PSMjnvD57XEaTr61weZU3wG8s3Xj+tTf09/x99v3s9/He6z7+OjX+HYz/nX2dnEiZOFPfB5O+j7PfgVPVcJ/zfThVCy5Nw6lmvxeHoo1fb3nS9zHda1WWJ2WIuVJuCMO58vaGrFr/JQRwW2wqf/nkr05raD/0uU2TdDplRcbpuVnE1k1CqRYS+gh+UUXQUs/p8AvYlCB2ObunlTZiaLIbMPFbqrHJAcbSHSiSBVloqJIDWWikjAhCyBNGdLZgmAbfPrGPY8P9M9amTVEpdrhZU1DKHSXVLMktxCLJ4zf12UHbmV/UmathnpNJRTcNOiKj7O7r4vXO0xwf6WcoEbssAYbu6Bh/9O6rzPMEGEvNTPq3aChGIpokWJQVdi+uuXD6JsM0SaQyLK4uIuB2YNUUbltaPa1/nSxJ2C5DvuzMAte513Di9URWmuyxc18n9AyRVJKt3a384c5XrkhfeFGwgD9avZlcmwOXZkEW0vj3m31fnJFCF2eTQItzX4+3Mxv3/M8gCQmbcnW+j3PfT45/H+/2d/JH777KaPLyf68lTg9/u/F+8u0uXJqGIskX/z7gvPvxenwfN4ThvBzZOyHEtMu54iJyYzcDsmTFq5Vhk/1YZC/VnvtJ6VGcaj4CmVrPQ2SMOAgJRVgpdqxFN9M4lFwkoWYT9SIjCRlFWMd/vLNnf7NlbISnW47NyL6mIknU+3K5p7yOe8trKXF5L6nexG0qBOcMwajx5lDjzeEjNYtoGh3kza4Wtna3sKevi7h+cQNqAjv7OtjZd/lL+FMRGhxjx89309XUy5LbFmSz8hR4KaoqQJnmPsjoBm8dbmF4LIYiS/QOj1EY9LCkumhG+vTehx6X+NCzKSo+i40Sp+eKHZUciso8dwCnNvsc+64X7+f78Fps9MYiKFc4g7PICvM8ATyWmd8Gaot2kzHPDq6ssoUiW+6MtX9zW5EPHAKnUogkVBTJhhACq+zDKvsmSjjUrONV2ohT6FiFIllRmPqH69ZKrkmvLxXdMHi5/RRtMyAMoEgSn6hdwkdrFlPh8aG+zz2Pc5GEoNaXQ5UnwD3ltezoaeefD+/kVGhoxs5xKbQcauf4ziYGOoeRFQlDNwiPRLn3C3dQtWRqxzZFkqgvy+fg6W7K8/3keJ3YbvLB5hw3HzuG9hPOxPCozmz2IotvznDOcQEE2JWc8/LvvRdFWPGo5demTzNEbyzCWz2t71sZyKNZ+e3lm/hQZQNWWblqSz2yJFHs9PDwvAZW5BXzT4d28vOWY0QzqatyvvdSv7YWPaPTcbybuz57K6YJL33rjUnOQu9FkgQFAReHWwRvHWrBZbNSlu9j/cLZ5UE+xxwXoj3Ww4dL7sYiZVcfNWlm/TTmDOdNxsUM5kS5WbxPMxWmadI0OsCBwZ731U6OzcFXl2zg4XkNaPK1+fnLkkS528f/XnU75W4f/3rkXYaugTewZlHJKQlmVx7GHYIqF5bh8jmnrWOaJqm0TmHAQ67PhSwJCgOXn/h5jjmuJ/nWIN9tewav6gIBBdYcHiq+Y8banzOcc9wQpA2Dt3vaGUslL154Giyywsdrl3B/xfxrZjTPxaaofLZ+OQ5V5a/3b2c4Eb/q5yyszCOv7KzYQeP6+Ret0zsSZuexNnJ9LiyqzGAoSq7fNSeCMMcNQ19iiDvyVuPXPIDAJs9s1MSc4ZzjhiBt6GzvaX1fbSzLLRo3XNfPOUSVJB6taiSaTvGNg+8QTl/5QOBiGLpB65EO+toHWHHnYkAgyQJZkS+44hD0OKgvz6OqKAdFlth1oiPr4jpnOOe4QVgbXMyhUBMZMwMICqxBiuyXrtd8MeYM5xw3BN3RMY6PXHmaLY9m4XeW34LzOhpNYNxhS+GTdUtpD4/y/aaDVy0AvWnPaZ7915fpbu5j3yuHQEBuSZDbPraBYKF/2v55HFbWN1ZO2Mkty2tuuKX9OT7YLPHV41DsjKbGyLH4qXLObEKOWWc4TdPkdN8wO0+0I0sSj6xtJBJP8taxVsbiSXI9ToJuO+W5ft48fJoHVtVjmiYv7WtiZU0JPqeN1w82U1+aR8Bl47WDzdQW5ZBMZ0imdepLcznVM8RIJMbC8gLeOtpKfyhCRZ6fSCLF5sXVdA2NsfXIaeyait2qUVOUg9Oqse1IC+F4Ep/Txpq6MoLurNJQMp1hV1MHrf0jlOX42NBQwYGWHg619ZDjdpJMZ9i8pBqbNruEBG4k3ultf18G5p7yOqo8gVlhAIQQ2FWNJxpXs3eg+30NCC6E0+egemklLr+LtQ+uwNAN3nlmD+1HO6c1nABp3WBwNErAbccEmrsGaajIvyp9vBkwTZOBzmH2vHqYaChGsNDHwo3z6T7VS3lDCfteP8KCtTU07W+lrL6IYztPkU5mSMSSrLxzEXmlQUzTpKdlgP1vHiU2Fie/PIc19y4hEoqx45m9mKaJw2OnpKaQonl5HHnnJG1Hu8gp9mNz2qhbUUkqkebdF/YzNhLF5XNw2+NrSSXS7HnlEKODYfx5HgIFPqqXlE+KZb8Z2T6wh0OhJlJ6CqfqYCwdYU1w8Yy1P3sC9MZJ6wYv7j0BwILSPCQheOdEO6d6hqguCHK4rZfXDjYzFkvw811Hgewq0kv7TjISye4ZvX6omZ7hMV7e38Shtl7cditN3YMcauule3iMp3YcRghB70iY5/eeYH5JHqd6hvjR9oOYpsl/v74Hi6pQ4Hfz9M6jNHUPApDvc9FYlk8omuDlfScn+tw2MMr2o61U5vkpzfESTST5z1d3MS8/gBDwrdf3EE++PyWYKyGUPMW7fX9IU+iHZIyZCai/XhwY7L3iugGrnS2l1Vivw77mhShxevjigpVXbe+wqLqAisZSiqryaVhbS+OG+ZQvKJk2fR+Mh/zsPsmOI638/VPb+cZT23nzwOmr0r+bBSNj8J0/+xmYJvWrq3B47IQGxji8o4loKMb2n+1ipD/E7pcP0t3czwv/+SbeHDdWm8ZP/v5FErEk6USa7//Fz1FUmfpVVdicVgzd5Llvvs7YcISiqnzeenoPJ3Y303Gym21P7aKoOp+x4SjP/+cbxMIJvvvnTxOLJKhfVYU36MbQDXa+sJ9T+1spry/i+K5m3n1xP3rm8sUjbjT2jRxjbWAxK/yNfLjkLnYOH5rR9mfXk4Ts6C0UTbB2fjkNZfnohkHfaJi64hyWVRURS6U42Dr+EDWZNAs58/xJZXS+v20/TquFz29ZiXfco3B/Szd7mzu5e3kdK6pK6BkZQ5YEDovKwvJ8Xjt4ilRGp7V/hF+6Zy0eu4Xtx1qRhMDrsFGW6+NQay8nuwe5fVHVxHkj8SR2i0ZjWQEuu4VEKo0sSaiKTGWeH6dV48qE2N4fbq2CRcGvcHzkO/TG3qHIsWlWzLguF90w3pdSUGMgnzpf7qz87BsLK9lQWM6bXS1Xpf35q2uoXVmdVTnSDTY9thb5ArMNSQi2LK8BsnlpY8kUB5vfnyfzzc5w3yinD7Xz0K9sQVZk3H4n8UjijPTROXe+wDQN8spzWHJLPZFQjAPbjjPcG8omYz/Vw8NfvhNZkfEEXURGo5w60MYX/79fIKfIz8FtxxFC0N3chy/Pw/I7Guk+3c+RHScZGwpz5O2T3P3pTSiqgtPrIBFN0Hq0k4Ub59O4rpaRvhCdTVc+AL2RUCWFodQoVsmCU7GTNmZ24jLrDOcZzn3EmYxrGgqBJsuo40pCkUSS3pEwfqeNeCqFpmQfCIokyPd5UGQxyZ+hOOBhJBLDY7dimCa5Xif3LJ/POyfaiSRSyJIE42md5PHzWVUFIaBnZIzvvLGP8jwfX7hzJbmeyS79QpzttFVT+fyWlbxzoh3dMBiLJa+6R6JuphhJHieS7sIqB1AkG16tGk3y4NEq6I/vIs++AgUbw8kj2JQ87EoukXQnaSOGR5tH2ogwGN9HxkxiV/JQJBuKsGOYKSShAQaS0EgZIRRhZzR1ipQ+hirZ8VpqcKmlxDP9DCWPkDHiOJQCgrbFjCZPEkqdQggZt1qOz1KLEJe+VNQXjzCSvDIPVEVINATyyLVfGwH/y0EIgddq5f6K+ezu7yKanvn4zlQiTWQ0immYbP3xDjxBN6vuXYo74Jq2T6py9rtRFZkVdbNLCGO2odksJBMpnv+PN1AtCge2HuehX9lCLJIglUwTDycIj0THNbQFsbE4iViSWDiOntHRrCoCiIzGeOE/30RWZY6808QTf/YLaDaN4d4Q3qCbyEiUQIEPi8NCIpokGU8RHopk0yFaVCRZ4rlvvo7VYWHv60f4/B8/jtWmERoMk0nrhIcjZNI3/2wTYHPeWl7r38n64FLieoLVgUUz2v6sMpyxZIqndhxh7+luhiNxXtp3ki/du27qwiJ7kz+14zB9oxHK8/wTe46SJLGmroxYMsW3X9/LJ27L5unM9Ti4b0UdL+47SSyZYkV1CcPhGB2DIVIZndsWVk0bBanKMjZN4UTnAK19I9y1tJZFFQV0D4/xs51HaOoeJBRNUFecM74vm6JraIy0rrOiugSrevX2N03TJJxqoy38PDnWJYylTjOcPMaiwFdAgrg+SDjdQSIzhEMtpCu6lTzbSuxKLiPJE0TTvbjUUvrjexhKHCLXtpS28PNY5QBurYKUHkKT3RjoaJKbUOoUpc47UYSNk+HvUOV5FFlopI0IzWNPYZF9ONRCskMek5QRRpVcGGaKE6HvsTznt1HFpRuynugYqSsUPXBpFup9uTMi7Hw1kIXE4mABVZ7A+45RfS8/+8YL1K+uoflgK0PdIzi9dloOtZFXnsPCjfUXrGuaJrFEmrcOt2C3qKxfWDmjfbuZcHntPPylO2k53Ek8kmTZHQsoriqgaX8bP/m7F3B67bzyvbcorS1EliWGe0f54defZbgvxKJN9XhzsnGyD3zxDjpO9pCIJlmxeSFl9UXc+uhqfv4vr+AJuOhp7aeysZSK+mL2v3GUf/qt7+Bw2dGsKnaXlUd/9W6OvXuKWDhB4/o6qhaXY3NaefFbWzmxu5loOEFhxcyp58xmql1l5Fr9aJKGVdJY4Z8+G9CVMKsMp1VVuXtZLaFYnIXlhdSX5GLRFD68fmF2NggsrSqisbwAq6bwD088hCQJ0hkdm0XFop79OJois7iijIXl+Tis2Rgew4SSoJdP3roMSQgsqsKdS2u4pXEeAnBYNTRF5s8/fQ8OW9b78tO3L0eRs8uun9uykmRanygLkOd18sCqet492cG9y+fjc9oAaCzPpzLfjwlYVQXrVZUtMxlLtWKVg5Q472As3cpoqgmAhD5ILNNLnm0lA4kDONSCiTrvzShnmhkUYcVrqSWhDxNJdU15LhA41Hyssp/TYz8haF2EQy0kku4ilumj2vs4Fsk3UTZobSSW6aUz8joS8mVr3w7FY2SMK0tG5VI16nxTJ22eLZS7/SzLKeLwUB+6OXNJt5ZtXshQzwjxcILh3lE+9OW72fqjHRj69OcwTZPRSJx3jrTTPRRi3YIKyvJ905afA4QkuP0j64iNxTENE6vTgqopFFfnk05lUFSZTEbHYtVo2t9KaV0hj/7aPRi6gcNjR1FlTNNkyyc2EA8nME0Tm9OKxaax7I4F1K6oBBOe/ffXkWSJQIGPj//Oh0gl0oz0hfj5v74KCNY9sJzFt9Rj6iaaXcPmsFCztIKiqnz0jM7+N47S1z54vS/XNeGvT36LzlgvqpSdzVc6S/hy9cdmrP1ZZTglSeB12rhnWR02i4rflc1aYrecDSHQFIUzNsg7bqSmQ5YlPI7JZYQQE0YPwGm14HyPVKv3nDoXK6vIMnVFuTgtGnle54TxtqjKJEN+tZGEim6mMMwMGSOGYaQBk7bwC+TZVuKxVHF46J8ocd4GQDjdQY5tKRkjgRACIWTy7CtIGWGaQ08STnfgUktBQNqMoGAnrUeQhYbE1MusWclzQcaIY5F8GGSQhUZP9C06I29Q5rqTSvdDyOLyRJ2HknHSV2hQXJqFIufsVr6RhWBTUQVPNh8mNENZUQAObj1K9ZJK+tsH6TzRxbP//DIth9qpWTZv2jomcOBUN5WFfrasqEGSLi+l3weRM8kjPMHJy9929+Rnj2maIEAZ3wd9bxuaRUWzTF6ZkhUZz/iyuqrJE2XtLht2l41ELDmxiaqoZ8tOtCsLXL7s6o5m++B49Vc4inmw8DZqXeVIV2G1aVYZTsjuZZbnTe8qfyncu7yOQv/kH1BDaT6pTOaq7DU6rBq1xddxCUQIvJZqBuJ7OTz8zwghIYRMLNPHaKqJGu9HUIQdTXYzlDiELCyEkqc4OvLvRNM9lDo3IyFjmgamqQMmFtmHz1KHQYZIuptIuhtZWBhOHqbUdTfxzCCdkddIGmd1Ty2yh4ClgabQD5CFBadaTLnrXkCgSDYGE4eIpLuZ53kImUuPpxxJxK94xlno8GBVZvcDQwjBwmABHs06o4Zzw8OrUTSFpXcsJK88B9MwaVhXi+sCCdslIdiwqJLeoTBH2/rOHpcEVUXBazoYvBkprMhlw8Mrr6juklsasNgtkxxA3H4nmx5dhcN94UkEQMWCEnKKAjd9KArAyXALDxXdjjyDyRvO5aa8C1bVnh/sWp538y43CQQOJZ8636dIGxGS+ijtkRexyF4WB/4HqpQd3Tb4voAQMl5LLaaZIWPEEULGJgcRQkKT3RQ6NqKbCSShYpOD6GaaoLURw8xkZ7VGAruSVeAodKwn374Gm5JdCpWFlXL3PST0YQwzjSI5EEgU2tfj1Wow0ZGFFekyf3axTArjCmacAihwTO0EM9vwWqwszimgPTI6Y226/E5Mw2TZloUsv3Oyc0QqkSI0GCanOHBePcMwOdbez1AogixJ9A6HWVBZQEW+H2b3GGRWI4QgUOAjUHBlz6KqxeXnHbO7bCzaeHEZRYCC8lw4v4mbkgpHMX967F/wqC5AUGjL5fHSu2as/ZvScH4QEULGpgSwESCcksY9g63YlLMPRqty4Zm8JFQc6uRAdxkLGlOLgttFPpF054S7vRACRdhxSpMTg8vCgut9pChL6TrGFUbzzEZv2qkQQrC2oIynW47NaLu9rf2M9IWoX1Mzccw0TUb6Qjz518/wy3/zmfPqpDM6shA0lOejKjKyLLFhYcWcVu0cNwwfLb2XvsQgMT27gjOnVTvHRdFkN4X2tSjSxZdv3g/mGackJYAsrt5UJGXoVxgHK3CrM58k92rRGMhHwIxE/CaiCTSrxkjfKK2HO6haUj7p/aHu4fHwiPOxagr5ARdNnYPI40u0Z5zz5pjjRkCWJHKtAZJGCptsmfF9zjnDeRNikT0UOtZf9fNIQqbIufGqnydt6Od5AF8KArDIN85+ToHDRcBqZ3AGUo698cMdrLpnCYlokh//9TO89r3tk953+Zw88Ct3TllXCEFtSS5l49sbNsvc+uwcNxY98QG+2/Ysw6kQBbYcPlH2AF5t5rZt5gznTc5YPEE4kSLX7UCWJLpHxnBYNLx2K0KIrEBDPEkolsDExKqqBJ12DNNkLJ5EkSXG4gkEgoDLjl1Tr7mXpWFeue7S9UgfdqVoskKVN8hgb/v7buv2X1iPrMosuqWBv3/nT897X5IFmnVqB61URufnbx3hQHMPbruFurJc7l/b8L77NMcc14qfdb3GfHclAoFdsfJ092t8svzBGWt/1jxVEnqCpsgpUnqKRu8CNOn6ZrG4GTBNkx/tPMQbR0/zh4/cQYHPzRPffIo7F9bwxB2rkIXE4Y4+ntp1hFA8gSSy4T6/eNtKUhmdv3vpbYIuB5FE1rA2lubz+VtXYr+BxOpvpG05WQiKHDMTOqOemSVK54dFXAzDMMnxOXnigTUU5XhmpD9zzHEtGU6FWOqrJ5yOsiaw+ObVqhUINEnjcOgICSPJuuCa692lm4JTvUMEnHZ6QmE0VSGjG6R0nUgihQB+/O4hKnP93L2oFkWWGI7ECLocdI+M0do/wsp5Jdy5sIaW/mG+8dIONtZWsKisYC627yogC4nCGTKc78U0TWJjcSRJYHNd2JAqskRR0ENz9xBdgyEWVxWhfQBCGOa4eSh3FPFK3w5W+Rcymg7jlGfW3+OyDadpmiSMJBkjjSIpGKaBXbaTMJKoQkGRFFJGCtM0USWVhJ5AN3VUScUwTWxy1lkjrsfRTX3c+1PCJtuocVXjU738V9u3WehZgEt1nXPOBBkjgyqpWGUrCT1B2khjYiIJCatkQxYSKSNNysgmB7bIFlShYmCM98MYL2tFuUrxPbMJ3TRpGxxh0/wKukfCRJMp6otyyejGxPLryZ5BGkvy6RwOTdTTlBgmEHTZWVZRRK7bgd9hI9fj4HBnH4vKCqY/6RxXjCyJGRVriIZixMJxupv7SCfTfOt//4BgcYBP/eHjlNUXT1vPxKStb4SMbmCYJs/vPMYD6xpu+sGSYRqEkyl008CualhkmYxhEE2n0E0TVZJwaRbi4/HgFlkmnslKQdoUhXgmgywEFkUhpetkDB2rohJJpUgbWY1YVZKwqxrRdAqnpiELiVg6PdFeQs8QT2cAE6uiYlUUQskEXkt2ayWcTGJVFNQbaO/+evBA4a0cHWumwJqDV3XxsbL7Z7T9yzacGTPDt9u+gyIU3KqbQ6Ej/M/5v8VTXT9lhW851a4qdg/vJZIJs8i7iB93/gSn4sCpOOlN9PFL874ImLw5sJUjY0fJmDrzXXXclnsLLtXFWCZMxshwInySZb6lCCEYSg3xbM/zZAydWncN64Nr2Tuyj0Ohw3THe6l1VXN73q1YJAtvDmxjMDmEEILlvqUs8DQQSod4qfcVYnrW6aLRs4AV/uUzeiFnI51DIYQQ1BXmcrSrn6beQZZWFNE+OEIolsRts9AXivD8/hN47FZM4ET3AGtqSvnwqoVoiowiSdkwE1lCUxTCieT1/lg3LRICv9U2Y561L/zH61QvqaB5fwtdTT383g9+nZ3P7WWgc+iChjOjG0hCkO93ocoSo+EYpmne9Ibz5NAQ/2/3O/htNu6eV8PqomJ+fPwI+/p6EECew8mXlq/mu0cOELDa2VBaxrcO7afS6+Peqlr+6+A+yr0+7p5XzY6uDg729fLJxsX84Nhh3mhvQRaCdcVlPFhTx+9vfZU/2XQHeQ4n/3VwH4UuF2uKSvn+0YN0RcIIYE1RCbeVVfLxn/2YZz78cQD+97bX+GTjYhbnzQ1eL0RbrJuV/saJvzVpZreXLttwJo0kXfFuvlb7Pwilx9gzsnfasuFMGDB5vOQxmiOnaY5k8/pJQuLugrtwKk7SZppNORuRhYxu6rw1+DarA6voinezwNOAVbYykBzEKll5oOT+iRnr2uAa8q357Brezf2F92JX7Owe3kPaSPMLZY+jSRqGaSAQuBU3DxTdz1h6jK0D2+hL9E3b55uJ031DlPg95LgdpNp0DrT18PDyBnpDYfrHIgRcdipyfXzulhWsqykjnkrzx0+9RmnAixAQiieIp9KY445CoViCIt/slq+7kRFCYJEVLLJC4gpF7c+loDIPMEknM+P6tCbpZPo8abj3YtVUyvP9nOwcQAANFQVIH4BwlMOD/dQGgnxl+WqEEAzHY/ys6Th/dftdFDpdjCWTKOPX4fjwIN3RMH6bjc0VVdPGuKqyzC8uWY5FlrGpKo/U1qNP4SFumnB4oI+RRJzfW7cJu6ISz2SmTToxx9Qk9CSt0W5+0P48d+Rlt/s0SWWBpxqXOnMx3ZdtOO2ynQ3B9fyw48cIBAn9rERY0kiOhw1kxb1zLbkU24r5XvsPyBgXfhCYmLRG25CFTKNnAa/3v8FQaphCawGGaaBIykV/REkjiUt1oQoVCQlJZGdLKT3F6wNvMpwcpsFTT7Wz+nI/9g3Jqb4hynN8BF0OBsaihONJKvP85LqdtA+OsKaqlBWVxfzwnYMAtA+O0j0yxqc3ZrPJRJNpvvv2fuLpDIc7ehmNxllWUXQ9P9JNj0VSsCvqjBhOX64bX76XV769jT0vH+DYOycxDJPqpRfOdCKAklwv+eOylVZNpaN/lByvA+sN5Bh2ueiGge0cecZ4JsPpkWF+/81XEQJUSeZLy1cDEErGaQ+N8ocbb8euqhN5geOZVNYLfFyX9kJEUylMu4mJiRAQSad4s72V9rEQpgmVPh8fb1iEiUk8k8amZM8j5szptIylo7THehhNhxlIjgAQzkRpirRdX69agWCes5JCWwEpI8VYOoyEQEJi3+h+rJKVzngXpfYSrLKFevd8DAxGUqOcCJ+c9ivPGBn2je5nqXcJfs2HW3XTFm3Dp3oZSA4SSoVoj3XgVb3kWILE9Di9iT5082x+uSJbEVsHtnM8fAJN0ibKRjJRopkojd4F2GU7MT2KS51aDeemQggWleTjd9ipzPXjtVtRZJma/CBNvYNoqszH1y/h2X3H+e5b+3HZLPzK5jVU5Qc41TtEacBLXWEOP9hxAFWW+bV71pPvdd30S3bXE02Wsw/vK8w/ei51q7IJrL/0d59Dz2Q1iAFkVSGTziCEhKxMnkmapknvcJjm7iFKcjy47BZiyRS7j3ewYWHlTWk4TdNkJBGnJxJhLJng8EA/eQ4nuXYHd8+r4dayCiyKwncOH8BvyzqZrCwsRhYSPzlxhIdq6wna7MiSYHtHO6VuL4cH+/BYLCiSRF80Qm80TLnnrNSeIkn8/NQJ1heX0hoaZVlBIV6LjQeq61hdVEJ/LMrxoQHsqkrGMHjm1ElK3R5GE3HynR+AZ9cVkmPxcUfeavaMHOHh4jsASBlpvnHqezN6nivyqs2YGVqjbYDJfYX3IAmJhd6FpI00zdHT5FvzqHfPR0IipsfojncjCZm78rdM+9DNmBnmOSopc5Rm2/MsYCg1TEyPMZAcYDQdoincRJGtaNwYRohkwtS4alDG169L7SWsD66lKXIK3cxQ56ojaAni07ws8DTQHm1HCEG9+9K0HW90fvG2s2LSn73l7J7u6upSVldn9XxVm8xH1y7mo2sXn1ffME3W11bw2VtWXPW+zpFFliTUGVoWFULQ1zrAK9/eSiqRzh6TBJhmdkazqIxbPrx2Uh3ThM7+UXTdYN+pblQlm3xZU2UsVzU13vXDBAZiUQZiEQZiMd7t7mRZQSE5djufW7yMre2tJDJpvrB4GQXO7CxcINhSWcU7XR2MJOIEbXZWFhRT6fVzZKAfn9XGbWWVKJJEV3gMr8VKTSCIENmkeh+qmY9NUdnb18Pa4lIWBPPQFJkNpeUc7OtFk2U+Wr8Qn9XG5xYtI2CzcaC/l080Lr5hZCSvB0IIBIK1gcUIspl9VElhXXDJjJ7n8mecQlDlnEeVc3Jqonp3HQCLaJx0fJF3IYu8CycdO6MCc+5Kv022scS3eOLvAlsBBbbsBvhtubfQHGlhsW/hRHxnnjWXzXl3TGpXEhKVzgoqnRXvOa5S757/gTGYc9y4SIgZlbdLJlKMDYepXVGFaZgcees4tSurySn2458iz6YQ0FCRj2GaJFLZ5WIB2K3aVc4pe/2QhKA2kMOnGpfQPDrCXZVVEwP8UreHjy9YNGU9q6xwa9nZZe/F+VM77CzNL2TJOc48iiRxZ2V2u2hjafmkssvyC1mWXzjp2OP12Wfq7eXTp4O7mQjFErhtlve1srUxZzlJI000E8OtOljlX3jxSpfBdbsT9ozs5d3hXaz2XzzFjl/z4/V7kd6TALkv2c+pyClW+JZjmWER35sZ0zTJmBHS+uhExhJN9pMxouhmAoucg6bI5HmcaIqMbsRJGyF0M+tRK6EiS3ZUyQVI5/3AdSNBQu9DAJocRJHmRsiXiiQE8gzqaoaHIxRXF0zMLJOxFLmlQZbe3jhleSEENovK0FiMd462oSkyy+tKPhCye1X+AJW+i6c09FisOLXLE2h5re00dkVlVVHJ3A7lNOiGQSyZ5u+ff5sv3LEyOzsXArfNgqpcXvjN0bFmvtP2DKPpMHmWAJ+u+BBljsKLV7xErovhFEKw3L+M5f5ll1xeniJ5cr41j3xr3kx376bGNE0i6SbaQt9iIL513LjlUOC8l0Smh0jqFI05/x8Vubn84aObiaU7aB79DwbiW0nrI5iAImw4tRqqfV/BoZ4/Ch6Mb+fw4O8hkKn2/SrFrkcRVyGZ7M3ITBtOq8NCx4lutj35DghB27EO5i0uu2CdZDrDgVPd7DvZxYZFlbyy+ySP3rLops+OIo0/qC/GY/MXXHbbV3u2eGiwl1g6zcr84hvWByEUS/DmkdO829SBIksIsttFC8sKuGdp3WW19VLvW9yRtwbDNMizBnihdztfnPfhGevrzbn2Mse0pIwhWka/yWB8KxWez+PU5pE2xugMP0ks3Y5DLZ8om8j00TTyt4zE36XE/VFcluyPN62PEkoeJGNEzmtfN1MMxrcjoeLUqhhJ7CbPsQVN9l6jT3hjI5hZmcCSmkJW3bOUpr0tgMnyLYspbzg/X+3kPmQ1jKOJFNVFQYZC0TOO8tNimiZtsQFe6TnEaCpKhSuXB4qWc2Ksm4FkiFvzsjPclJHh3cEmKpy5bBs4zub8hRwNdVDtKiTf5p2xz/1B49WOZroiY6zMnz4+d7Zj01SWVRbx4v6TPLKqESEgkU7zb6/sumzDGdMT2GQr0UyMGlc5z/VsndG+zhnODxCmaRJNnWYg9hrF7scpdX8MWbJimgZOdR47ez5+TlmD/tjrDMTepNr/q5S4PowQKgKBaRrkOe5EmiKVWCzdQih5iKB9Ay6tjtbQv5PM9KJKnht2JHwjo1pUFm5qoG51NX2tg9jdVlTL9Le9aZoossTK+aX4XHa8Lht3LK++qDGPZpL8sO1tlvvnUe8pIW1kkBD0JkZpifRNGE7dMGiJ9uO3ONk/0sr6YC2nI/3k23zk453BTz7HjYZNUynN8ZHndVKZ50eSsgO4gMt+8crvYYlvPj/repU7C9YzlBol35Yzo32dM5wfKAzCqRPoZoqgbR2SyO4LCyFhU4pxqlUTJTNGhLFkVhi5wHEfkji7pyOEhCLO/zGbpk4oeYh4uoNa/9eQhBWBxEB8K06thosGts0x43Q399J2pJPoWIxtP96BatV4/LcepHZ51ZTldd1kz8mOCeeg3cc7KAi68TgurPWZNNKEUjGW+ivxqJN/G+8N+J8I9T77f7PulxFOJTkxMshYKkGR001S1wla7RSOSyJG0ymODQ8QSiVQpazGcKXHjyQEumnQPDo8MQO0q9rE5zNMk95YmJbQCAk9jVO1MM/jx2e1cXSon55oeFI/Sl1eqr0BZEkilk5xcnSQoUQMl2qh1peDWzvrRGMCh4f6GIhH8WhWFgTzsMhKVsAkleTEyADhdApNkil1eSlxeZCEIJRMcGp0iPn+HOzq9U+u8b8f24wQ2UFWWtf53Uduu+w27sxfx3xXJS7ViU918Qul985oH+cM5wcIE5OUMYws2ZGFbdIMUAgJVfZgjsfFGmaStBFCEgpdkaemnF2qkpsCx30T+5cZI8pQ/B1saglOrRpME7elnt7o85S5P4ksbpyk0jcLw72j9HcM0tnUw1e/+cu89bNdREai01cQoKkKY9EE2w6exm7ReHjT1I5E56IIGUWS6YmP4lbtJPQUdsWCCbRFBwin41gkBROTpJEmkkkQzyTpT45NKHzNFpJ6hp80H+GVtlNUevzIkmBHTzufbVjOY9WNxNIp/unQTlrHRgla7RiYOFULX160GquiEkun+bcju3i94zR/s+k+1haUghCYpsnp0DD/eHAniiThUDUSeobbS+axsaicoUSMptEhnmk5jkuzcEtRBS4tew1jmTTfP3mInb0d5NkdDMRjlDg9/PrS9ViV7GP85Ogg3zlxAFVInBgd5LHqBTxW3Ug0neKv973FaDKOz2pDNwyKXR4+NX8pFlmhLTzC1/e9xf9Zu5nyWWA4m/uG8Nit7DjZxqG2Xu5YWM3qmgtvL0A2XnMsHSFo8SELmQpndtlaN3UOjZ5kqa9+xvo4Zzg/YAgUQMfEnKQ/agKGmTn7ABMSIJM2xmgZ/RcmzwlMDDODQy0j33EPAgnTNEnpgwzF36bE9REU4UKSVLyWxQwndhFKHsBvW3VtP+wcCCGIheOk4imGe0YYGxijfk3NtOUVWaKhIp9dx9q5Z/V8hsdiNHcNUVkQuOB5HIqFzfkL+UHbdqKZJPNceXx23u3ISORaPXzj5AsMJEN8qeYeZCHxXPc+AhYXr/YexCKr+C2zJ6i/MxLipbYmPl2/jNX5JRwfGeCt7naM8enx1u5W3u3t5C823I3PYkM3DeKZDKosY5omQ4kYHeEQawvLeLWjmTUFpRP6w989cQCf1cYXG1dikxXiegZNklGExKaiCjYUlXMqNEShw80XF65EGr/vTo4M8nJ7E7+2ZB31/lw6IyH+51svsbOvg01F2fC7SCrJryxcjcdi5fWOZv7r2D42FVXwRmcLp0PD/Nm6O3FpFjKGQdrQUWdZootDbT0k0hme3Xuc+5fNp280wuZF1fzkncOXZDhDqTDvDB3kroJ1k46njAzvDh+cM5xzXBkCCbtSjG7ESGZ6wXLW48MwkiQyXdiU7ChNEQ7sShGysLGm6Eks8tk9gnDqBIcHfhdFck2aKfRGX0ISGj7bciShIYTAb1tDR/hHdEV+hs+6HCFm1816s1NSV8Selw7Q1dTD3335m1jtFpZuvnBMmyQEjZUFOKwahmkSiiYuWB6yGY7W5dSxJliT9SMSAgnBLXkNbMqrz4oujJf7dOUt2eXac8Zi0iyacQ4n4khCUO0N4FQ15vtzJ4kO7B/oQRKCXX2dE8csssKSnEIKHS5eaD1JsdPDo9UL+MN3XmU0mcBvtWGaJm91t7Eir5itXS0TdXNsTlbkFWFTVORs2P4k72rTNOkMhyaWdV2ahTpfDmVuLzt7zhrOen8uxU43QghuK5nH3+x/m45IiB297aiSzI5zEqQ7VI1luUXk2GZPqFhpjg/dMBgKx5AkQY7bQWWuH+c0Cdffi47B20P72D96bNJxw8zKGs4kc4bzA4XAqVVjVQonDJlFycEwU/THXiWe6Z4wnJJkwWtdRk/0WbrCT1Hm+SSq5MIwU4wmDpDQeyl0fYgJw2sm6I2+gFOrwameDSB3adU4tSpCyYNZr12tYpq+zXE18Oa4+fQffwTDMCY2FIU0vZEyTZNIPMnh0z04bRYcNgsF/guLwgMT37f8noGROPNfce4xMfs2Nc/BHLfqZ5RnFCGQzgkR0g2DoXiMkyNDCCBjGvz89DH+dN2dBKx2Xu88zcfqFrMoWIDfaue1jmYerc6GsCT1DF2REM7xJdGm0UEyhsF8f84kndxJ/QHSpo4sxMR1FkKgSNJEujJgknCGJASYkDEMMoZBfzxC08gQANFMim1drfzFhrsnDGfG0Cf0dq8XI5E4qUyG6vwgT+08QiiWYOvRFkqC3kuqn2Px8Rt1nz3veNrI8KOOF2a0r3OG8wOEEAK7Wk6h8wHaxv6bAwNfw6FWkNJHiKabJzkHCQQB22qKnA/TPvY9RpP7sSkFpPQRQsnDeC2Lybdv4cwTcCSxl6TeR55jCxb57LKeJDTyHVs4NvSnDCfexa6Wz3nXXgM6T3STUxLAYs86gJ3JbnL83SYcHgcltdMHg/ePRjjS2pdNK6bIHGnp5YF1DUgXMLg3Ew5VI6VnCKezSSsG4jHGUmdn3WUuL16Lla8tXY8iSbSMjfBaRzMFDhf7B3oIpZKsLyzDqijcWlzBK+2neKByPookqPPlUB/I5UuL1qCbBv9xZA+nQyNY5ekfxQIIWu2MJuPE0in8FhtjqSRdkTHWFJxdwmwbG0E3TWSgOTSMJsvk2BxUewLE0im+tmwDshDsG+jhwEAPQevZ2WZPNMxQIkaFe7Ka1LW8V4sCbjDhFzYspqlnkIyuAwKf89KSUMtCxq95gLPqdAAGBhtzZjaN5Jzh/IAhCxvlns9hU0rojvyUseRhHGoVDcE/pGX039DNsw8IRXIwz/dLuC31dEeeJpQ8hCKclLk/QYHzPixyzsSNNZrci0OtIMe+6bzl2Bz7bbSG/ptYpgPdjKKI2bOfdbPyxg/fZukdjfgLJj8Ij+44SUVj6QUNZ2HAzbKaYioLA8iyYPfxTi4ayHkTUeby0RDI42/3v809ZTUcGuqjdWxk4v27ymt4qb2JP373dRbnFPB820k2FVVQ5Qnwf3a9wdqCUnwW23jZWp5sPsLhoT6W5BTwiflL+Ot9b2FTVCyyzGsdzXyhceXEDHQqhBDUB/Ioc3v5+t7tbCqqZM9AF3ZFZXPp2UxP0XSKr+/dzjyPn580H2FDUTnlbh+P1TTyZlcLf7FnKzW+ID9tPsqW0mrK3N6Jui7NwndPHKB1bISMYdDgz6MxeO3EZQzTxDBMLKpC0O2YFIISil18q+C9vNT3NnE9MbEC4lNnNh3inOH8gJFderJR5HqQItfZNDsZI4KJcV55SWjkOTaT59h8wXarfF+myvflKd9TJRdri378/jo+x2XhDjh59l9eQZInqxB1n+qlqCp/2npCCCyqQlm+H6fNgolJaZ73A5GP8wxOTeMXF6zg6dPH2DfQzdLcIo4P90+8H7Q5+LN1d/HkqcPs7e9mTX4Jj1U3kjJ0Chwu1haUTQwoc2wOHp7XgG4YCCFYmV/MV5eu57WOZjKGwRMLV7HunPLTEbDa+erSDTzbcoJd/Z0UOz080bgS17jBbQjkUu/PZSQZZ/9gD5uKKvhIbVbtKd/u5M/X383PTh9lX38P95TX8tC8hgmVJJ/FzifnL6HGF+TltlNE0ikq3D4M00S+RjPOWCLFWyfauHNx1nHtzPUwDIN/fmknv/XQLZfVXnO4nSpXGR7ViSQETmVm93Iv2XDGMyle7zvK/pFWCmw+ql35hDMJbs2rxyqrRDNJtvYfZ/9wKwhBmSPIg8XLcCjZpaKmsR6+37aDzQULWRWcN+FUEk7H+WnnbtqigxTafKzPqePtgRN8qnIjJiYv9xxm30grNlnj9vwGDoy0c2fhQvyakyOhTt7oO8pIKopXtbMup5ZFvlKUc7zFopkkT3a8S2d0GI9q4wvVt2GYJtv6j7Nr+DROxcqGnFreGTzF56tunXWeZnPMcSVs+dQt3PqR9ecd3/aTnVgd04cF6YbBtoMthGNJBkbDEy4V1cUzG0A+28l3uPjFxqyOdlrXefr0ZIeTQqebLy9ee169LzZO1t7WZJnPLzibXUiVZNYUlE5aYr1Ucu1OPtMwtUzpuTPPx9/znhCCeV4/v770/N8DQInLw+OurMPYkpyZ03O9HGKpNP/1+m4OtvZMOm5i0tQzePkNCjgVacc2rmGeZwkw333hPLSmaWKSQhIauhFGEs5ppUIvyXCapsm2geP8qH0n9xQuxsDg70++RIO3mA25tcR1k/9u2cbpSD+35TUgCYmmcC8xPYlDsWCaJs91H6Ap3IciHWWBpxinmr15f9Kxi7cHTvLJyo0MJcP85bFnEAg+WbmRXUPN/HvzGzxSuhKLrPKNky+TNNKsz63BpznojY/i05w0ekvoiY/y76ff4ItVt7PQd/ZH+dOO3WzrP87jZWtQJQUJwb6RVr7X9jaPla5CkxR+3L6THYNNfHbeJphCE3eOOW40rA4r1ikG2SvuWox2AS9FSQhW1JUAWc3aeDLNkZbeq9XNOc4hbegMJeJE0ymYYS/Q2Y7HbuVL96w7TyvYNE26hscuuz2HYqPKWUqeJYAQAqt08SQgKb2dvrF/xWO7lbQ+gM9+P7KYeqZ6SYZTNw1e6D7I7fkNPFq6kqSRoSc+SiidTbbbFhnkwEg7T1TfwTxnLgBrg9UTs7fhVIR3h5p5rHQV2wZO0JsIMU/JKl6MpmLkWD3MdxfiUm0MJiO8O3gKgD3Drcz3FPFYaTb+TxUy32/bAWTd1+/Iz3qqmcCpcC87BpsYTk0O7j4a6mRNsJrb8xomjsUyKaySRrUrn1J7EEXIHBht54OMQMZjWYhpZiapBM1xY9Ld3Mto/9QPnOIL7G8KIXDYNCKxJBndQJElaktz6BsJE3A7UOQPzpLtGYQQLAoWUOi4uHfx+6F1bISv791OxtCpcF88S8vNhKbIrJkiVtM04XjXwGW3F07HGEqGiGRiQHaPs8h+4T3bdKYHt3UjaX2QVKYb0Kcte2kzTrLGL9/qHU8MKlNg804YzkgmQUdsiP9u2YZNPvvQ3Zhbx+aCRnYPncatWlmfU8u+kVaOj3VR6cxFAHcXLuL7bTv4ZvMbqJLM6Uj/xFgrlkniUq2IcdWNKtfZDy6EwDBN2qODbBs4we6h0+Ra3VS7Jl+cjKGjCHnSHkKDt4ijY8X8qH0nNlljIBEmoacv5VLctMiSjSrfr1zvblxXTMPEME0kKev2r+vZfSkhzglRENfW0/BKaTnUzql92VhBIQkGu4aJh+MU1xTi9Npx+6d30NJ1gwPN3fQMjWUl2aIJSvN8rF1QjiJ/8AZViiTxq0vOX5adaaq9Qf7xtg9d9fPMRqa/p0weWX352WgeL72L9mgPumkAJi714nucVrUG3YyhG6OoUgBpClnRM1yS4RRkJbUypj7h5ntuzI8QAp/m4O7CReRbveimwf878SLd8RGSeppdw6dZHazGb3FQ7yni7YEmthQsRBMK1a58fqVmC6OpKClDZ/vAcfYMt0zZD006G+dkmiYnx3r46+PPU2T38dHytdS48vFqF79AORY3n6rYwGAyTMJIc3Ksh4Mf8BnnB51UKsM7bxynt2uE+x9fRWfbILvfakJVFe780BLefv0YY6NxertGWLG+mkxKJ6fQSzKRZuGy8uvd/fNYtnkRCzfVgwk9Lf186w9+QH5FLvf/0p0XNJoAqYyOrpssqS5CVWTePdbOirqSmzaR9RzXH3NcIGOqtG6OSxRAOJeA5iWo+YjrSaJ6fCJM5ULIkpdkqoNE5hQObSkX2ra7pHUXIQSVzlwOj3YymorRFw9xcLR9wjk9x+LCq9oxTJNSRwBVkjExWeAtoTU6QEdsmA05dQgES/0VtEYH6ImPAtnZbFJPE7S4KLL7iGdSeFXHlI7vk0XfTI6NdZFrdfOLVbdR7ynCxCRjnNFaNUgZGQxM9PHXKSMzYfgTRhq3aqPI5kcgcKnWGc2DOMeNRTKeIp3KcOvdCxECTh7uorahmOXrqojHUiiqwqIVFfR3jzI2EmNkOEIskiQ6Fr/eXZ8Sq8OCy+ckGU/x9s/e5eP/6zE8QTcvfPNVYuEL99miKsiSYOuB07yxvxmf047HYZ0UYD/HHDNJPJVmx4m2846bJvzdc29fcjvhdJRoJs7LfTtoirTz7y0/4W9Ofoufdr5y0brJTAuR5NvYlCqGo09imNPfJ5c0hJQQ3F+8lH899Rp/c+J5HIqF0VQMmy07Eiiw+bi3aAkv9hxk19BpRtMxGr0lzHcX8mrvEYIWFwGLEyEE5Y4cSu1BXuk5xOeqbiVhpPlu29tkDB3dNGmJ9PEL5esuuhwmENS5C9k1dJr/PJ3NtWaTNR4uWUGJI0BfIsRrvUdoiQwwlk4QySQQCL5QdStCCF7tPUJzuA9JCDpiQ+NOTbN/CW6Omcc0TWKRJOFQnJGhCC6PDV032LvzFL2do3zu1zZTWpHDyaNdRKNJIuE4o8NRrDYNf3B2x6TGIwnqV9dQvbSC0vlFvPKtN+lrG8AdmH6/TpYk1iwoZ355Hu39I1QWBG6I5ek5blyiyTTf3rqP7vc4ApmmycmeS9/jHEyOoEoqu4YPkWcNUO+Zx6fKH+RfTv/oonVNM4Uk3JgYCKHBFOF5Z7i0pVqRNVK/Vnc3/YkQdtnCkVAnJ8NZbztVkrktr4F5rjwGE2GsskqFMxerrLLYV0a9p2jCi1aVZL5YfduEVJQmZB4pWcFAMoxhGnjU5RN7mQ+XrJjI6iuEIMfq5tfn30OOJZvbsdqVzxerb6cvHsLAwKPaCYyLRTsUK/M9xewebsGrOljiKweyWplCCDbl1lHtyiOpZ3AoFiqcObMqQ8Mc15ZkKsNYKE5n2yBl83JZfUsdrU19LF0lk5PvwTBMfH4nj316PaoqU1xukkqmmTf/+rjvXyqF8/LIL89BVmTsLht3fHITsjL9EpRhmuw+3oHNohKNp2jrG6Gtd5QHP0DKQXNcexwWlVsaKs9b1bhcGUBz/H+GaRLPJJCQODrWTI2z/KJ1Leo8MsYIKb0Xt3U9kpheseiSNy1USabSmUulMxfDNDkV6Zv0viZn9yurXZODq0sc52dVqBj3vAVQJJkKZ+6kY2eofI+jj13RWOwrm1S3zBGkzBE8r65btbHUX85QMkwoFWN9bu2k9/Nt3rmM83NMUFjs5+6Hl2FzWNAsCjl5bvxB54SjUEGxj9wCL7IsMM3stoFhmsiz1Ms0MholGUtN+Z7LP70fgADcDiud/aO09Y2wcn4pzd1DF01kPccc7webpvLomvPT1xmGSfvA6CW3E7B4kZDYlLOcJztfJmVknT4Xe+suWM80TXRjFItSgUPygpC50E7mTb/bvz63lnjmg+0xO8eFEUKgqNmZ5bko58zMhBC8d4tvdprMLDuf3cPRHSeBbN/HhiOkEikCBT7u+cIdzFtUPm1dSQg8Thvx9n7ePdZOeb5vbqn2IuimQUd0gLZYP3bZwopADV2xQdpjA0QzCWyyRoUzH5/m5GiondF0FEXIBC1uqpyFDCRDCAQZM4NdsZIx9AlnzM74ILFMEptsocpVgITESDpCjauIWCZJS7SXKmchFnlqkfgbASHEeSpFGT2byPqTtyy95HY8anYLYlPuCjbmLD8nK8qFExsk0icIJV5HoGJRsmExHtutwNTX9IoMpwCW+SuodOZgkWb3l2WTtUkhMnPM8UFgxV1LWLB+PgAjvaP88C+fJljk55Ffuw9fvnfaekIIqotzME2DpTVFHGvrJ9c3u/dxZwORdJyXevfi0RxUOLIrZSbZ5Mo/6XyLewvHFYXM7HLiK737qHEVEbBkNVQPhVqQkIhk4hTbg0QzSSKZOIu8lUQzCX7etZN7CldgAs3RHg6PtlLjKiKUjvJCzx4+XeG7oQ3nuRzt7MfnsLH16Gn2t3Zz95JaNtZfWPUHYCwd4dW+d6Z8L2DxXkDoPUMsdQTMDIqcgzqRQnF6Y3tFg2YxLqm32Fc+J1E3izBMk1g8RSSaJJFMX/U0QbphEIklicSSpNKZSRkJ5ri+uAMu8spysDmt7H31EJs/sQkhBHtePnDB2aNhmmw92MzuE528vvcUR1t7eXVPE7oxvaPEHFkv/ZSRZk2gjpWB7LZQsT3IykAdQc3Ncn81hbYANsXCcn8NRbYACzxlNLhLzzF4598/ZY5cVvhrybV4WO6vJs/inSh5s91vB9t62NnUzne37aNrOEQkkeRjG5bw9O6jl1Q/mx3FO/FPETIt0U4ssgW3cqHBn4zLuhqv/V6c1pXYtHrsWiMXCke56ZdqP0hEY0l+8OweuvpCuJ1WHr1rCSXvyY4xkwwOR/i3H75NKq1TVujn4x9agabO/aRmEwOdQ+SX57Li7sUsWF/HT//uOU4fbGX+qpopywsgx+uko2+UY219LKstpn8kMudxflFMOCdf5mXXNiFqJMmYBuF0PJse7ALhcaOpCHE9lQ25M42bIpSuJOhFNwxCsURWG8Bpxz/+71Kwy1Y25mS1fEdSYzzXs5W0qePX3CzwVE9bTwiBLHkYjf4Y3RhFk4sQQsVrvxvB1FJ9V+UplzZ0fnr8GPdW12C/QLqcCxFNp3ju1EkGolGq/H7Wl5RdcVsfFJx2C595dA2ZjMF3fraLls6hq2o4c/wufueJLYTCCf7o758nldbnDOcso7SuiKKqfGRFRtEU7vzMbTi8F34Que0Wygv8xJNpwrEkFQX+uT3OCxDNJHij/yAnxjp4VkgUWP08ULSa4VSEbQOHiehn02KljAwHRk5zMtzFisDkwUtLpJeMaTCcDDOWibElfykDiRCv9x8gqicnyslCYiAZ4mddOxhMjlFkD+JQphfuv1EIx5KkdZ36oly+v30/Y7EEL+0/SWXupckPnvsbfanvLWpc5WzIWcZr/TtJ6EluyV05XU0ECqqcgyYXYlNrGI79DNNMgbiGhlM3TJ5rPsltFZVXbOxUSWZRbj5jySQvtZzCY7Gyqqhkhnt6czGxwa6ARVPIZAxM0yQaT/HStmPsO9ZJXtDFQ5sX4fc4+Pq/v8rv/vJdAPzz97Zzz60NlOT7ME2TfUc7+enLB1BVhd/8wh109o7w5Iv7Sad1yooClBX6WL98HkJIOGwahpE9l2lCU1s/P3hmD5om4/c4WFhXxPx5+fz05QOcbO1nXmkQl8PKHWtrsVk1/uPHO2jtGsZmUfnQ5oUsml98na/kzUNkNEZ/+wB6Ruc/fu/75JXl8Au/+zAO9/TGszDgQZIENcVBdMMkEk9OW3aOrKJZvbuUnvgIjZ5yimxZL3+HYmGJbx6LvBX4tazTiiwkyhy5/Er1/RTazsbHrg3OZ6G3At00UCWFpJ6i0BbAwGRloJaVgVo847Jx9e5SvlzzALppkDF0cq1eVOnGHrCapkmh342JyUc3LKZjKDSeyBrctssfFMx3V9LgrkYSEg8W3sbhsaYLlpckK27rRkBCEnaCzl94/5J7V4IABqJRBmMxXJqFPIcD3TQZjsfwWW1YlOypTdMklk7THQljmCY5dgc+qxVVkqj2BzBMkz293QzFsyoO8UyannCYjGHg1DQ0WSZgszMYj6FIEj7r2dibtK7TEwkTy6RxaxZyHc6s2n54jHgmjSQknJpGrt2BEIL20CiVPj+madI+FiLP4cSqKMTTaTrGQgCUerwIAT3hMLF0GlmScGsWchwOhuIxRhJxHKpGWtcp9/qu+xKXacKOfS0Mh2L8xufvYP+xTp5+9RCP3LmY0x1DE+U6ekdIJrPexxndYNuuZrasn8+qReUIAe8eaKO6PJfb19Tyj9/dhiy/J4vBxPlMfvLifu5YW0vdvHz+4Ttb6RkIYbdpdPeH+NrnbudwUw9Pv3qQW1ZVo8gS99/WiNNh4fjpPn7w3N45wzmDdDZ1c2rvabpO9fGVb3yePS8fpKe5j8J5U+fkjMRTvLTrxESGlFgyzYmOAR5c1zBl+Tmyg/xaVzGqpJBn9eHTsvtpVlmjxB6kPxGaiBGXhUSu1YskJJRzlle9mhOvNvU+XIk9h6HkGILsUrBDsd4UM8xzSes6B8ZTip3RJj9DInX5URHVzjKOjJ1iJBUi1xJgpX/hResIZDJmhHj6OKlMF177XYhp9jmvmuGUhOCF5iYQ0B+N8sWlK5CF4NuHD/CR+kbKvdklRN00+dah/YRTSVRJIp7J8OXlq3FZxqfI51xAwzTZ2dXJC81NlHk8dIXDFDpdPLFsBU8dP0qOw8FDtfUTZd9sb2VXdxd2VSGSSnFfdR2VXh/vdnfx0xNHKfN42VhazobSMpIZnd95/WV+8HA2m93/9/ZW/seqdVT7A7ze1sLLp09RGwjyyPwGFCGxs6uTHx47TENOLhtKyliqFPLnO7ZR4vZgkWWebTrJjx/5CFb1+nq66brB4HCE0kIfbqeV0gIfh050EY0lsxKF4xkwspZv3BiaoOs6LqcVVZUxDJOyIj9HmnrYsa/lnPJnEeecLxpLUV4cwOu2U14cQFVk4ok0LocVj8tOdXku3vEM70LAWCTB9j2nGYvEue+2yxd0vlZEw3F2vnKEdDLDonXV5Bb56W0f5NjeVhKxFIXlOSxaU0UykWbf9hOMDoSx2DRWb2nE5tA48FYTFfML8QZdtJ7oQc8YVMwvuKpJok3dIJPS0XUdu9uOEODwTh/HqakyQsDuE51ANrVYIpW5av27WdBklTr3+StiumlyPNzBCrVmUp7glkgvxfYgVlm76DJ42shwItzFcl/VpDZuJpJpnTePngbgdO8wJiYVuX4kSZDjctBQOn3y9al4rf9dehL9+DUvx8daGEyNXMCrNkssfZRkug0hNOLpo3jMW2GaTFFXzXDqpsmtZRXU5+byt+/u4FB/L4vzCs4r1xMJs7Ork7+7614sssIfbnuNg/29rCspO6+siUl/NEKJ28NnFi3jyeNH6I2Ezy0wQSSVYntHG/dX17E4L5+nThxlV3cn9cEcPly/gNMjw6wuLmFTaTlCCJLj6Wem8lQ7PNDHbeWV3F9zNoj28YZGDg30cm9VDauKSggnk5waHua312wkbeg823TyumTUM01z0nWQZIHXbaO7P0QimaZ3cAwhBHabRiyW4mRLHxXFAUbH4jhs2sTnP3cGKQQ0VBdgtagIwGZVUVX57PmYyh8waxQVOavUdKaAEFkje0Y4IJXWeeXt49RU5HHLqiqsltnrUr936wmO721l7V0Lsdo0YuEET/7L69QsLCW/JICu6xiGyXPffpt4NEH98gqi4QSGbmDoJm89fxCXz4E36OLk/nZSyTRltfnnxYfOJIFCP+3Ht7L/9cO0H+0kHkkwb0nFtOU1ReahDY0TD/NUOkPnQOjqdfAmR5Vkbsk9f7bz3v3NC2GVNTbk3NwzfpfNwtce2ATA/3nyNT5z63Lyvc4rHlQeGD3Or9V8EodiYzgV4j9bfnpRw6lIHgYSbyCEgmmmuW4CCG5rVjjdqiikxter4+k0iUxmQg0/pevIksAqK0hCYFNUkpmpR7gSgvUlZfzw2GH+YOtr9ETCLMrNBwS6aRJOpSZCMHTTQDcM7KqCGG93wIhO2e4Z0rpOJJ3CrqhkDHNimdUwTDT5wiM9p6bxpeWr+Mt3tmNiMhSPXRcBv0MnunnmjcN09ozw8QdXIgnBmiUV/Py1w/z+3z5LXsDFI3cuxmGzIARs332af/vh26xcVEZe0E0skeYHz+xm18E2mjsG8bnt/N4v30U0nmL77lO094yS63dyz6YGDNPkpW3H2XmwldGxePZ6CfC6bROG0WHTsFlVLJqM25ldXpIlCY/LiiQJFEWmtjKPV3ec5MXtx7h9TQ333jI7Z5297UNUzC9k8brsQ6/5cCeD3aM89sTtyEp2gBAJxdj95jE+9zv34wm4MAwDWTl7A2b3ga/dkKqgMo8v/uUnScVT2ewTksB5gRlnNJ5i28HTrKzPBoHHEtml2srC8xXA5pjjajAQihBJpBgKZyczsixdsmftGRyKjYHkMBnTw0ByGIcyvXzeGSxKOUXe/4k5nodzRiT3LherovBqSzO5DgcdYyE2V1QBEMuk2dbRSvPIMPlOJwty8ihxe/jB0UM4NI1IKsWS/Kz+Z28kwvGhAU4ND1HizurTWhWVBTm5VPsDNI8MU+RyI8jGFB4b7Of5UycxMdlcUUVjbh6vtDRzamSYowP9bCzNjrSPDQ7QPjbKKvOcvTSR9eR9tukEqiSjyhJ+q41jgwO0jY0iSQJJCFYWFmNTVZqGB+kKh8/qUghBrsPJupJSUroxPiC49i7iC+uKWFhXNOmY123nEx+a7FEWjSWx2yz84kfWTTrusGl86uHV5ARczCvNob4qu0Ris3r4yqduPe98d2+q5+5N9ZOOffVzt0+8vu+2szJaZ/YuAz4HT3x0w8TxLevns2U8WH+2c65eq2ZV6ekY4gf/kM280N0ywOd/9wE0i8qT//o6To+dpgMdPPjZjWy4dzEAHaf6qKwvIhFLomrKVddHHuwe5t3n9gIgyzKFVXnUrqhCnWZmrygS/aMRnnk7GzuXSusXigOfY44Z56HVC/iP13ZhGffQz/M4+aW71lxWG/cWbOSZ7jewSBaSRooHi267aJ20PsRw7KfjAggCn/1+BNdwqVaVJD6zaCmaLNMVHuMj9Y1Uen2kdJ3PLFxKJJ2iLxJBliQUSeKXl61iX183umHyxNIVeK3ZmYlhmuiGwfrSMhpzs2ocmixjVzXimRgLc/NZnJd9sG+urCKaTjEYjWKQ3WO9t7qW/b09jCQSbK6soiGYCyKbcuzOympqA2c1bp2qxm+t3YBd1eiPRvnS+D5rV2QMp6qhGwZpw5iQcNINkwdrsnumZ3BbLOMzbIkvLl2Jcp3SMGV0gwPHOgl4HZQXX/5MQZIE65fNQ1Eurf/xRJrX3znBHWvr0G7CnI2ZjM6RXac58HYTkizR2zHMhnsXU1iew90fXcPoYAQ9o7N0Qy0l8/K45+NrOb63lUxap2ZRCXVLstsOVrvGqcOdtB7vYag3xD0fW4skX12rJISYEHVPJ9O88cMdWGwW6lZNHddm1VQ+ddeKib/nlmrnuNZsnF9BQ3EeQ+EoDqsFu3b52zel9kIeLb6TcCaKV3Xh0abPBnSGtN6PKuXg0JZnE9hfwDxe9ClnGCbh0Rhtp/pweWwUlgXRLMoFN7RlSWJlYXZ2ce6+pirL1OecL+ae63BwZ+X5N3Khy0WB00naMCaWTZ2axtri0vPKnmsEzz3fVHulDTl5VPkCk2aEFkXhtvJ555VdkJPHJxoXkzYMlhWczYSxMC+fmkAQ9Zw2Krw+Ks4xpNcLWRLUVOSiXiALhs2q8X+/ev+U7wkh8HkufWnEosmsXlwxSdv1ZkKWJaoaill+63z0tM76exfj8Tuw2FTu+ugawqMxTNPE7XNgdVhYvqmOeQ3FZNIZrHYNty/rtf3hX74DE5NENIWsSngDzqseH5lTHODuz92eXSI2TJ7711cumo8zK3htIksCSZLwOi++zDXHHDNFS/8IX//5VrqHxyjwu/jNB2/B77q8pdq/bfo2nbFeZCEjgApnMV+u/tgF68iSg1hqP7oZAgRB58euXADh9LFufvIfW9EsKvFoiqqGIj70qXWo12hmoZsG29pbyXe6aJjC6F4pL7WcotYfpNp/8RnZmdnue3mm6TjLCopmhbE8FyEELseF3dUlSZAXdM/I+SRJwn+BfbMbHSEEDreN9fcsYnQwQl7x2YBsm8OCzTH55pIVmeB7BOMB3ONZSTyXFs89I0RGo7Qf68QEYqEYva391K6smra8aZqc7h6mc2AUh1VDCGjpHeHRTRd355/j+pPMZDg9NEIik6E+L2ci7O9G4ltv7OHeZXX0h6LUFAb5rzf28PuP3XFZbVTYC7k7fz3z3ZXI4tIG9BalkgLvb6Ib2RUWMY3AO1yC4TzwTjO3PbCUZRtqiIYT/Mv//TnJRPqaGU5Fkrm94vyZ4Pvl/uoLp5k5l+lmBY/On51OLHNcHYL5XoIXEEifjYz2h3jnmT0AJGMphCywOacfVJkmRBJJfC473YMhkukM8cTU6cnmmH2kdYOO0RDbT7fRX1HKnXXTS83NVkZjCXwOG4NjMVZWlfDdrfsvu43j4RYeKLoN5RKFIQwzjWFmABVZyq5e6mYSTJCEiiQmt3PxVgUISWDo4yLPN7H0VsYw6I2FCaeurlJKQs8QS19ZqrO0odMWHsF5neQHZSGo9ASu2/7tHJdHfkUuj371AQTZ+9g0TKwXMJxCwMLK7PZKY2U+Gd2gfzRyjXp7bTDNbKJj0wRE1h9CGg+6N8a9/QXZ4+Kc42f+Prcd0zQxxsvLkoQxXvZMqQnPfNOc8rU+Hj4mxvthmGY2hd346zPvnal3ps/inLZNziZ8dlo0NtdWURX086evvMna8lJcVst5n1k+57OdW//M8ek+x7WQXlw+r4h/f203G+dXMDAWJXCZy7QARfY8/vLEv+NRs6tqBbYcHinePG35nsgzdIV/gome9T5HJvvNwjzvLxG0r59U/qKGc83tDXzvH15lxytHiYzFaFxegdV2c2rGjibj/Onu13mp/dRVP1fG0K+o3kA8ym+/9cJ10w71Waw8/8BnCNhu3qXZm4nwcIQX/+sNrHYLd37qFrb9bCflC0qpWTZ1mibdMDnW1odhmqQzOpIQBC4gz3cjYpgmf/Pm25wcGESWJNZXlvHRJQs50tvP9/cdZCQWp9zv42PLFlHgdjEQifIXr2/n9zbfgucc+bdwMsl/7drH4Z5+6vKCfGXDGr679yA7WtvJcznpGQvzW7dtIJHReenEKT6xfBGHe/rZ0dbOZ1cu40T/IE8dPEo0nSLosPM7t2/i397ZzeryElaVlfDqyWa6Q2E+urSRjtExvr/vIG82t1AVDHBrVSX31tciCfjB/kO8dbqdIq+b399y64ThCyWS/P/svXd8XOd15v+9dXrBoPdOgGDvvYgiJVG9WLIt18gtbilOnN0km2R3k/3tJpvNJk5xi7MukotsS5Zk9U6xiL13ECB6B6a3235/DAgSIho7JeHRB+LMnffeeeeW97zvOc95zq7WdjbUVhFKJvnWlh10hiLYFIm7G+rZVFeDBbx0/BS/PnQMv8POX2/eiE2W+PWho7zV2EyO28VQPMHvrlhCQ8HVC5VNhIeWz2F2aQE+l51st5M/uX/dJR/jU+X30JHoJa5ndIKdkygtKaKXEs/D5DjXEtfa6Eu8SYX3M4iCDVG42GU7qeHMK/Lz2W/cTsvpHtxeB0UVORiGiWGYyIo0kq/3QYFummiXadSuF3TLHFtx4DogbRo36quncRnoON1NIpyg9Vg7izbNI51ME5qAJWtZFkORBNFEil3HW3HYFO5e2TBu+/cjREHgM0sWIIoi25tbeeH4Se6bPZNfHjzC3bPqWVhSxI9372dbcwsPzZ2FRWai+977vjcaI5JM8Ze330Kxz0s8nWZ7cyvfWL8St83Gnz//KpqR0XDuj8V4p6mFPW0d/M7ShbhUhe9u38Wf37ae+rxcBuNxZElEN83zuehmJqvAAqpzAvz5pvX0x2J8cfkSZg4bsb5ojLahEH+4fiUz8zPbTMviqUPHuLuhjmM9vaysKMOt2vjamhVohsHLJxp5t6WNTXU1mKbFvo4uPrNkAWurKwBIpDV2trTzpZVLKPJ6+auXXidlXD/1qF2n21jbUDmyOJiI5DgeIlqcmJ6g0lWCZun0pwYnaX+abPtyFNGHR7XTGnkcQZCQxLEN7qSGc8drR3nj2f0Y+nBSqCSOuG3v/8xqFq6eugLGhXhvEvh09YVpTOPqw9ANfHleZq2q59Ufv4U3x4s4wUCkyBIrZpWz92Q7GxbWEI6lGAxPzMJ9P+JEbz9vNjZR6vfx1dXLiac10rpBqc+HIooUeT20BUNMVIXUtCxkSRph59tkmTsbZvCrg0dRJIn+WHykbTiZ4om9B/mzjeuoDGQxEI/TGY7wo937R9y8D8/LcCbSujE8PlqT5tBaw25fZVigxQKaBgaJpFJ8bMEcfnXwCO2hMGVZPrY2t3C0q4fKQBafWjz/3BEwTRP7BVWNVFliU10NLxw7hSpJ9ESuj6s+nkpzpLWb/3hjN20DQQQEbIrM2oZK8nyXVkz9uc430S2DmJ6g1lPGi11b+Vrto+O296ozaQn/GIdcStocRBF9V0YOstkVFq6qZen6erraBjmwvZHNH12KaldwjhMrGU8Z5ULjmNR03jnezJG2Hj6+aj6FWZ5R+14o9DttVKcxjctDoDCLaCjG7FX1bH1qJ9FgnHUPj59Mfi4WVluai8uuoOkmwegHy3CalsXW5hYWlhSNuB/9Djs5Lie72tpZbBVzvKePBSWFmKbFUDxBUjcYiGXUwDx2W8YVmkiRSGsMxuKokkSWw86CkkLKsvwIQE8kgk2W0NMmZX4fd86cwXNHT5DndpHrdrGwpIi7Zs7Aa7fzb9t2jjBg32xsojonQMtQEL/DgSSKmaLxqTQp/bw3zDBNQskkcU1nKJ6gPxYny2HnjdNNrKkqp8jnJeB0cqK3D7/DzrHuXlZXllOS5UOVpBF3bkLTCSWS9EVjZLucSKLI3KICCr0eRGAwnsAuX3spzFhKoy8cJ5HOFOAQBIH+SIx/fmE7f/3x2y7pWK3xLh4pvYNj4TNUuouJGxPfw9mOVTjlMiLaSRTRj0etRxxHpxamYDhbTvfQsKiCvOIsAnle3nx2Py6PA7dv7NwuwzQ52zdEJJGioSSPjsEwwVgS3TBYVF1C52AIn9OBx2Hjtnkz8DhsnOrqI9/npnUgSDCWwOOwUej3crKzD0kUcNlUfC47umHitCnEkhp5PtcNUeaZxjTeTyiqKaCwKg9ZkfnG93930va6YbLnRBumZZFIaUiiQHGu/9p39DpCFAQ2z5zByydOs6etgyWlxVQGsvidZQv5zeHj/HjPfuYWFbC8vIy+WIynDx+jeWCIx/ceYHZhPvc01BFJpXn91BmO9/bx8/2HqAhk8dmlC4mnNV472UhC01hZWU6ex03zwBCCILCkrIQ8j5tdre3cXl/LH6xbyVMHjxJJp/nIvNlUZWchCAIFXg9P7DuIR7WxpqocWRQJJ5O8dvoMuW4XXnsm/Smuabx8opHTff38+tBRinxePrNkAbluF/OLC5FFkeUVpTQNDOK2qaysKGVbcwt6k8WttVVkOR28fuoMzQODPK9p7Gvv5OtrVuBUFRKaxpunm4ikUucnA9c659jr4q5F9bxxpJGPrZqHKAoYpsmf/PiFSz6WW3GRZ8/mYOgkr3bvoMQxsUi8YSVwKCW41Iy6XDR9BkX0wOVWRympzuOVX+3m2L6zhIfiKKqMrIzv6oml0hw420WOx0laN9jd2I7brrL1xFkWVBaxt6mDWaX5eByZiy8Nn5z+SIwDZzvJ9bg43NrNrJJ8djW2UZ2fTVcwTH1RLpFkmtJsHy39Qda6K6cN5zSmMQl6W/oY6g7SsLJuSu0FQcDndhCMJth5vBWnTaWmJPca9/L6QhAE5hUVMK9o9GAacDp5bNmiUducqsKXVy2lIxTmSyuXkO/OuAyzXU6+sGIxO862sryijBxXhkA1IzeHP7plNANz5HuBBcWFLCjOsJaLfQpfX3t+9a8Px0PnFRWwomK0yIvXbuehubN4aO55sXePzcbvLF1IZXYWcwrzKcvyA/DAnPMx6fq8XOrzMtdvbXUla6tHC/x/ZN4sfA47RT4vcwrP56tXZwco9XtZUlZCTyQ6qVb31cRDy+eMMIlFQeCjq+dd8jHuK9qAU7KzKmcBZ6JtNHgnTmkcSGzDZ5uHQ85cm87os1T5v4Q8Tk3OSQ3nwlW1BHI9nD3VTWFZDnVzS7A5xl62W5aFppsookh9cS4OVWFeRSGHWroZjMURENANE0030Q0TURQwzQzlOpJMYZMlGkrz6RgK43PaqSvK5XR3/wgRJqXpGfr2NKYxjUnRerydF/79ddpPdVE9rxxBFKiYVcrSzQtwjsOUlSWRGSW57Dreyj0rGhgIxznR2kt5/s0l8nE1kEklMTAsbThWKCIJKpZlYGIgCyqCIOK121hbXcafPf88FQE/n126iGJfFn6HjTU1xThldbiK0Htr1FqYloFBCoQUmpVANyVkUR35fgsLw9Iy7SwLSTSRBAHNTCEgIAnKqON+/93d3DmzjmJfJs3CoSpsqK0apWB2KRAEgXXVlYhjLCbXVFXgtdvwO+yZUoLXCStmnJ80CILA0pqLy7VNhkpXRq+7yJ5HkT1v3FhxU/B7VPq+QCR9mo7I00hixpMaSZ2g0v/5cY8/qeHs6wpSXJHDjDnnBdEnWrL3hWO09A9hV2XWN1TjUBX8Ljv1RXmIooDTprKvuYOBSIyawhzaB8MUB7wU+D0cb+9lV2MbAlCS7aM3HKUwy4skCLjsKnuaOkjrOnk+z0gwfBrTmMbYiEeSuH1OsouyqJpbjqEb7Hv9ML5cLwsuEN9/LyRJYF5NEfFUmrwsN+oHUErRsiwieh8HBl/gWPhNdDOFTy1kftadBNNdtMUPc1fRH+NT84kbQYqLj7DM9Qa6meS1/meoSS2lxDmHN3u+x8bCr1LmvFhZKaYPsWfgaY6H30bKT/JUp4Ny1wI2F/0BACY6J8Nb2T/0W0LpHhTBRlV1LYVZAZ5r/wEuOcCmwq+OKqb8+WWjS2OJgoDjCmr+CoIwihh0IfI8wwW5r0NNYU03ON3VP+ZnNkWmuuDSNLf3B4+TNjUEwC7ZqXQV41UuJhgVuTOyo6Wej6I5bx/Z3hT6/oQFGMY1nKZp0dU6wG+f2EFBaYCcAh+SJFJWk09hWfaoKhEXIs/nYl55ITleF5IokOt1YVnWyKxhXUMlibROStdxqMqI0XTZVG6dU0NfOEaBz40iy9QV5VKUSFHg92ABJdl+ookUOV7XuN8/jWlMI4P6pTVoKY3W4+2se2QlAFpaxzLH99pYlsXp9n7Sms7Z7iEkSaQw4CHHf2msxpsdKTPG7oGnOBp8nZm+W8i1V5A0IhwKvkxCD+OQMys6w9I4FnqTXf2/osF/CyWOWWhmitb4QZr79hHSehgrN8y0TI4EX+PA0PPM8KymQMysXgAAw2hJREFUyDkTsFCEDKHSsiwGUu280f09ArYSVuZ8HElU6U2eYVvf4/SmmpjhWXXRcT+oRMmkpvPaofP585ph0DkYJs/npjTbf8mGsyPRQ0JPYWER1mOcjJzlkdLbL2pnH3bN2uU87PL5PNU85y0IY+RvnsP4htMwOXOsg86WfgzDJB5NkU5qbHvlCF/5q/txui4WvxUEgSyXgxUzyhFFAUkUcUgi5bnn3TxOm4rTdp6tNKu0AHnYCDpUhbIc/8hnAbdzVB02uyLjc06cyHol8Kg2Pl2/kIV5xfTEovQkIvTGY/QkovQloqSN4Vwui5EqKdOO42nczKiaW0ZR9flY3rI7FyJPIpeZSusMRuLMqSpAlWV2HW9lfk3RZRcVvtlgWRYhrYfjobep9ixjdd6ncEgeTMugxDGbX7T+5xHDmTaT9CabkEWVFTkfx6vkYmFR5VnCy13foic5tliKZiboTZ5BFGTW538Op3yxdnF34jRpM06D7xbm+u9AEAQ0czV7B35De/zINT0HNxtcNpVPr18IZAimL+4/ydG2Hj62eh51RZceY7+nKFMC0cIirMX496ZfjdluLBc7QK5zPeI4JcVgAsMpySKrbptDd/sQC1bWUFlfCBb88189jaGPn90kCMIlJax67DePCpEqSqwoLGd5QRkW52MQppURmw+mEnTHo3TFIvTEI/QmMq+741HC6SQpQydtGGimQdo0Rl5r5kTZYNOYxrWD0+vE6XVmKp7oJp6Ae6TM2HiwKTI2RWbbkbNIgkBu1rWv4nK90ZtoImGEqfWswC5mVtOiIJHnqCLHdp5AIyIiCwqamSJtxkcGWreczQzPSpqje8Y8vmHp6JaGTXRhl8YuaaWINkzLJGXEsDAQLBlVdDDTt54d/b+4+j/6JoYoCvhdmfjim0fOEI6n+Owti3lm9zE+tXYh3ktcMHUn+zGsDNmqKdZGubNwzHY98VfJd2666P5uDf+Ecu+nkcYpZj2u4czU8ROonVVMVo5npGTUknV1qLarJ/B+Mz2QmRpsjKvH61JUit0XzxwtyyJl6Aylkgwm4wylEgylEiOvg6kE4XSKcDpFVEsTTidpDg2SuAw1Dpessra4gjzHjXGdOWTluuR0XYgVhWUZVt8lLu8FQaDKex1LkVwFZNkd3FM5kyV5JZM3fg8CdieqONooJmMpokMxTNNky6924MvxsvzuRXizxx7MBUGgvjwPwzSpLAxgYVEY8H3AJKotovoAqujAJrlGjUECIk7JR9rK5P0pooNK92Kao/t4vfu7zPJtwCUHUEQbCSNyRb0occ6iwFHLoeDLWFjk2ipRRQcGGh9mX1Zrf5BPr1+I224jy+Xg9cON1BVf2qrz9Z53iekJDMsgoseZ7x+bVd4W+QWGGbto+0BiJ2Xe8cuQTWoB568cXYJo9e3jkwo+rBAEAbusUCgrFLouHpBMyyKhayR0jbiuMZRK8Oc7XubIQM8lf5fPZuexhiUsyb/0gfX9insrG7i38oMl+zYe8p0evjxn+VU7XvupTs4cOMtA5yDebA8tR9soqMhj7rqJz6ckihRmX52yczcjMsZyONxykbvuvNESBZFK92JuL3JwIvQ2B4aeH2bBmiSNy1fUEQRhmPzzNU6F36E5upeT4XewLHNktfphxUdWzEGWRPojMWYU54yI40yGCwVz7ilaPyJdCJkqW2Oh0HUnpnVxUQ+LiRc1kxpOwzARRXFkxpmIpbA7VIRpcs6UIQoCLkXFNVzRJMfhGnk9jWlcS8QjCRLRJIM9Ie7/vTvZ8ssdmNaHPXQg4FFySZtJ4noQRuqhgGnphPW+Ue5VVbRT6VpIqXMWuqVhWQYWJo2RXbzc9U8Tsi8ngiiI5Nkqyc4pQbfSmJaRKXRuRPhR09cRhv/7sKG9P8Q//HYLXYMRCgMe/vjedeR4Jy8qETeSdCZ6qfWUj2LQaqbOc51v8uAY1VGK3PeNeayk0QOMH9OfNNp/dM9ZhvrOuySe+fE2EvFrW3ZrGtOYxtWB0+Ogp6WPthMdPPftVzj41lHcH+Ci41NFnq0St5zNifA7xI2M6L1pGbTGDzGYah/V1sIipHWTNuPYJTdO2Y8qOhlMt6OKDhTRflkhJwuLlBklovejiHYcsheH5CGY7kJAwC65EYQPBiHrUvDEO/t5cNlsPrJiDl/YuIwntuyf0n4hLcpvO99m18DhUX97Bo/QFGsfcx9RkMf8K/N+EkkYP6467orzrecOsO7ueRzde5atLx8mKydjwXe/fZK7Hr16rqRpTGMa1w6ldUUsuX0+xTUFmKbF3HUN48Y3PywQBAGfUsAs/wb2Dz7Pa13fHklHaY0fxq+OJpIk9DDb+35GwgiRpZZgk1xEtX5OR7ZT7GjALZ9PlYhoA5yN7SNpRAhrPaTNOIeCL3FuRWuX3NR5ViEIIqZlcDK8laOhN8hWS3HLATQrSXN0H6rkpMx16Yo5HwSEEym8Tju9oRgLKov44ZtjE7DeC5dkp9CRQ1u8a9R2wzJImxO7vpN6D7LoQRIdGXF5aeL0l3ENZ0FphlSxbMNMOlv6R2ZUJw60TelHTGMa07jxsLvsLLptHgutixP0P8xQRDuLAw/ikLwcDr5KZ+IEAVsxK3I+ytHQmySM8EhbVXJS513FkeDrNEZ2oJkpVMnBDM8q5gfuwiWfJ6AZlkZn4jhd8ZMMpjswLI1tfU+MfJ6tllDrWYGEiIhIkWMmA6k2WmMHielBJFEmoBazJu/TlI4hqvBhwMq6Mr7/6i5unVtDbyhKoX9qEz2v4h7THauZOj9rfX7CfQcSO+iNvUa+6zZynKuRRS8C0riehHENZ928jGBBVX0hVfXnZ2B9XaERhu00PtgwTJOhYJz+YIxkSsMwTCRJxO20kZ/jwe20jXljabpBd1+YwVAc0zCx2RTyczwEfM5xb8T27iF6+iPUVuThHafqzoUwTYtgOE53f4RkSsuoUtlVKkqyUYe1lC3Lon8oRu9AhJSmo8oSuQE3OVluWjsHSesGMyryLupTMBynqzdMIqVhU2UKc73Y7QrNbQP4vQ6K8/2j+2JZDAXj9A5m+iIIAnZVxu9zEvC5UGTxou/oG4jQ1h1EFAWqSrPxusemvSdTGl29IcLRJKYFbqdKSYEfw7RoauunsiR75DpYloWmGbT3BAlHk1iWhcdlpzDXi6YbtHYOUVqYRZbPef4cRhIMDEWJJdLDfAYBl8NGXrYHn2d8F6RlWcQTaTp6QsQSmdCN3aZQnO8b9VsisSQdPSESyXQm5cDrpCjPx2AwTndfiDl1NyY/VBAEHJKHxYEHWBy4fyTKqVsaR0NvjGorCTJV7qVUuZcAF0ZEhZFjnYNPyee2gq+hW2le7/4OrbFDfK7mewjDUbEL90MQyLGVc0v+FzifGX6+zc2UcXA98dDyOcwpK8RtV8n1uvnj+6ZWyFoQBNRh0QLN1JGFjOFTBJkHijdOuG+R+z4C9qV0xZ7n+MD/h0uppMr/BYRxcjknTEcB6OkYYqDnfOHbwrLAhCLv0/jgoLc/wn/8agd7jrQSjCSwzAz7MD/Hw8JZpXz87sWUFIyumhCOJnl123Fe2nKcs+0D6IaJx2VjXn0J92+ay7yZJWPqXj7z2iF+/tu9/MOfPcSSueUT9suyLNp7gvz7L7ax/1g74WgSVZEI+Jz843/5CIV5mZShY43d/PjpnRw93YVpWSiyRE15Lg/dPp+fPrcHy7L41l88jCSd739z+wCPP7OLXQdbiMZTuBwqS+aWM7e+mJ//di8bVszgSx87L+Kd1nR2H2rlhbeOcOR0F8FwHFEQ8HocVJRk8+jdi1kyt2zUOUprOr957RA/f34voiDwe59Zzz1jSOBF4ymefe0QL245Rt9ABFmR8LjsrF5YRX1NAX/3vVf52z+5n3n1GV1O3TB58sV9vLTlGB09IUQxk4O5blktPredn/12L994bAO3LM/U0B0Kx3nimd28s6eRgWAsoxsN5GS5mTezmIc3L2BGRf6YKl2JpMa/P7mdLXvOMDAURRJFPC47X//0Om4dFpTv6Anyyxf28fbuRhJJDVkWyc/2cs+G2bR3B3n29cM8+90vYbfdmDje+WtyAQXHGvnf+XYIw9ZslNmb4JgCimAnz15FV+IkAiLiGLHK88d9Tx8+hNANg4FInHy/B0kUmVmSUfGxLIu9ZzpZNqNskiOMxq6BQ6zMWQBkrkm2zT9he0EQsMm5ZNkXoptRwuljmJY+bmmxSVm1zSe62PXWCXIKvEiSBAIsWFl7ST9iGu9PRGIpLMvigU3zqCnPxelQSaY03tlzhle3nSCV1vmzL9+ONDwApTWdF7cc4z9+uZ05dcX85dc343baaGod4CfP7KK1a4g//dIm6qryr2g2bVkWz752iLd2neb21Q3ctqYeWZJIJNP4PJnVTiqt8+Pf7GTf0TYeumMBKxdWYhgm+4+186Ond3L6bC8zq0dXxwiGE/zo6Z1s2Xma29bM5JblMxAE2LL7DI8/s4vBYHxUe9O02HukjX/84ZsIAnz0zkWUF2eh6Qa9A1H2H2unZzCCaZ1n4VmWxWAwzv7j7cyqLeRMSx97j7SxYfkMXM7zalyWZdHY0sePnt5Jcb6fv/z6nXjddgZCcZ5/4wjv7D1DNDaapLfnSCtPPLsbr9vB7316HeXF2XT3h3nx7aO0dwUx3yPEkUhqpDWdTavraaguxO2yoekGew+38sxrhwhHk/zX37sLl+PiwWPr3jM88/ph6qvy+fqn1+H3OEildUoLMiphumHy5run+M1rh1i7pIYHbpuPLImc7RzkxbeO0NYVRLugtuQHEeWuBZiW8SE3iVNDNJnmpf2n+OS6BaO2m5bFi/tPTtlwxvQEx8JneKrjdbqTGe1bm2RjZc58AurFOfjnMJjYRXvkl6hSNln2xRR7Hrg8ctA5dHcMMndZFRUzzg8y0yvOK4MAyJfJlss4dK5PcnRNeS7/6Yu3IYoCoiiMuAPLigJ0dAfZuucMpmkhiZmBvqc/ws+e282Myjz+9EubCAyzN+fWFVOQ6+G/fusFnn71IN947FZsk8i+TQTTgr1HWikvCvCRO+YzozLvojaDoRidPSECPicPbJpL3jAhZk5dMV63g8aWvlHtLcvi0MkOdh9qYd7MEr7x2K0osjh8HvKIxVK8su34qH1iiRSPP7MLQYC/+cO7qS7LHVmdmZbF/ZvmDUtPjh44m9r7Od7YzVc+sZaiPB/7j7XT1DbA7BmFIxMKy4KWjkEisRR3rG1g6bwKZEnMlJ2qK+ZP/u7pi+6C7Xub0HWThzcv4L6Nc4evF1QUB/iv33qBVHp0blpRno/f/8wtCMN9PHd9a8tz6e4P89bO06RS+piG88DxdmyqzP2b5rJuSc1FnyeTGq2dQ2i6wcfvXkx9dWayNKu2kJJ8P//j314iehOy8wUEvEoeNtGNKFyZ0EtALSErUHSVevbBhm6YvHjgJO+eahm13SJTqnKqSBgpkkYaCxOvmnnmg+kwP2t5nq/WPjrufoIgUen/PE6lAhFlxHMwHia9M/IKs9jywkEaj3aMDAqPfm0j0hgP01TQEQpzsKMr49qx2SgP+Ml3uznU1U3rUJActwubJDEzPxeXqtIdibKntQME2DSjZkTJP5RM8s6ZFkzLZGVlOQGHnZahIMd6+kjrBpXZWcwtKuBARxftwTBpQ8dts7GsrARJFNnX3kE4mSbH5cTvsFOdE2Bfeye9kRjFfi+RZIr1NZXXLM7wXoWXqcIwretWWi1jMEf3MxpPs+9oG+09QYryfKPOz+GTnfQNRnn0niX4vefjmZIkUFOeS11VPtv3NfO1T+pXZDgB4kmNLK8Dh10Z8xq5nTa8bjutnUOcaOohy+dEVWRkSWBOXSFu52itZdO0aO0cZCgU59aVdaPiklleB3VV+by589SoffqHohw62cn9G+dSUpCFdIELWhIExqrEZBgmb2w/hd/roKGmgNLCLF7acpyjp7uYWZ0/wh8QBMgJuFEViRNN3QyF4uQGMtJ3LqfKwlllHDk1mj04GIqjyBJVpTkjcUNBgLrKfEoK/JxoGi24Mdb1TaZ0Dp7ooLG1n7xszyg39oVIJDVkScTncYx5/pVh17kkihw43k5ZcQCXQ0UUBUoKfJQVBRgIXqzYcqMhiyobC75yVY6VUSKbXmRMBVluB//4O/dctN00Lb71wrYpHyfH5mdN7kK29e9jY95yBEEgbWr8y+mfTrifW6lGEp0jrtlw6jhutXbcydOko1dv5xAz5pQwc0H5iOiBcpkrzrRh8NujJ5AlkVK/j5/sPcCDcxqwl8g8vucA62sq6Q5HeP7oSf775o04VZUXjp0kmk6zsLhoVM24N083caSrh7XVFciiSF8szk/2HKChIA+/w0Fcy9TYcyoK4WSSXa3tPDC3AUkU2dPWwY6zrSwtK2FbcwumZfHR+XP44a59PDx/Nke7e3nuyAnWVVdcE8MpwGUXhtVN47rWJLWGYz79Q1G27Wtix75mjjV2I8sin35g2ajVVEvnIKoikxtwX0T4cNgUcgNu9h9rI5ZI45kCAWhyjD8rdDttfPSuRfzDD17nXx/fwhs7TlGc78fjshGNp0imRq++NN0gGMrIrBXnjXbpCIKA122/yNh39oQxDJNDJzv4h/94Y8xYoKpIfPFjq0cIT8FIgu37m1jQUEpRng9NNygt9LPjQDOb1zWMuJoBZlbnc+uKOrbuPUP/UIzKkmwCPhc2m0xT28UlmEzTBIERctQ5SJJIbsDDyebei/Y5d31DkSQ79jexY38zR053kU7rfO6RlTjHmSCPJrJcDFWRuGX5DPYfa+eJZ3dz8EQHJQV+/F4npmnSP3T5qjvT+OBBEkUKxmDPmpbFnQvrL/l4954TebcsZEEaef9enFON6ktsJcu+ELuUIcJ2x16kSim/fMO5cPUMtr9yhLdfODjytFTUFkwqFD0WBCClG+R73MwrKmR/exe6aRJKJjEti7sa6oim07x68nzFga5whFtqq1hVOZow0jIUZF5xIWurK7Esi50tvcTSGqsry5FFccRNVZ+fS9ow6AiFWVpagkNRaA+FaCjI49YZ1aiSxJ62jszMxDCoycmmPCuLpw8dveTfdylnwiZd3oorrmukdH1cVf+rjWRK41cv7efZ1w8Ri6ex2xVuXzOTO9fNoqx4tA7sueLkY/VLEDLVciwrw9a91hAEgVULq6gsyWbL7kaOnu5iz5EWEkmNRFIjnhzt/rFgRKJLnGLR3nMxw/buIEOh+KjfbZoWkVgSVZH5zIPLADuWBW++e5q0ZjB/ZjE+r4N0WmfFgkqefGEf7d1BvO4Mk1UQBLK8Tr7x2AY2rqxj674mmtr6OXSik1RaYyicuKTzoapjP69pTefld47zxHO7iUSSyLLEqkWV3HfrXKrLci+7gLEgCNRW5PG3f3If7+w5w76jbRxr7CIaT5NKafQP3XyrzWncOFiWhW6YFxUIEYD5FWMLtE+EGk8ZLfFOBlJBCuy5I4Wt34um0Heo8v0uca2VzuhvRuKakfQpKv1fGPf4k47eOflePvL5dUjD8Z7OlgGUcR7CyaBIEg/ObeDFE6f46b6DHOvuZUFxIeawERBFEVWUcF4gR2cxthC8ZWWk7M5BlWWOdvfwj1u2oxkmkVSK/7JpPWVZ/tH7YWGZFpIgIA4XcVUliYDTwScXz+fpw8dI68Plw66RYRIF8NvGTj+YDElDJ6Jdn9iQaZo8/swufvbbvcytK+KWFTNYu6QG//Cq6L3XJT/bQyqtj6RCXPh5StMZCsfxuGwXuUmvFSRJpKTAz6P3jC7+29o5xB/8j9FlhhRJHFkV9vSHoe58bMqyMkYwrY0ms+TleBBFgTvWNvCVT6zFaT8vft8/FOVP/vY3RGKpkdV3IpnmjR0nyclysXBWWeb+synMn1nCC28d5YW3j9JQc55LIAgCTofK8gWVLF9wvmKHYZg88ewevvvzrVd0fkzT4rk3DvPdn22lpiKXj9y+gLVLqkfiwVc6MRNFAZ/Hwd23zObuW2aPbA+GE/zt915l58GzE1NUp/GhQSyVZuepVm6dO5p4alkW33llJ39y/9RSUs7hnb697B86jk/xENR2sj5vKUsCsy9qV+J+CMgUsi5w3TGyvSn03csrZH0O+7c3Ut1QREFJZnXx+jP7eOixtbg8l2c8NdPENDMPbWV2gGL/eSHp87LLkNJ1Xj5xmsNdPUTTafa3d/LpJQuwyzK7WtrZ395F0+AgZweHuHf2TCqzs7h/TgPxtEba0JntzCPXPXVpMQsyBtPKrDzW11SOMsxXE4IgkGN3Tt5wHHTHI+iWiSJc2/hJLJFm79E2/B4Hf/z5jRTn+yecS8yeUYRdVdh7pJVbV5xniVqWRVdviFPNvSycVXrF8c1LwViDf3d/mHTawKbKI+5VSRIpLvDjdtrYsa+JjSvrR35rLJ6mqW2AtDbavVuQ46WyJJsjpzoJhuI47b4Rgk3/UIyOnhCLZpdiG47LHz3dRWdviHn1xZQXna9RW12WQ2VJNjv2NxMMJ0byLMfrv2FatHcPIUviJZXwey+SKY3DJzsxTIs//txGqkpzrvpccaz+R2JJhkJxVEVC+oDU+JzGlSGR0vjR2/s40fFe0h40dl8clpgMOwcP8dWaR/EpbnqSA/ys9fkxDadtuHi1Tc7Gxnm1oHznxnFTUWACw/nkd9/k4S+u5+ypbl56chdOd2YQPHOskwc+s3q83SZFocfNnTNnoBkGDlUhx+XEtCy+eUvmmHZF5psb1hBwOnDbbBwu7aY2N4f5RYU4FAVREJiZn8uy8mJcNpW1VZXkuJzYZZmH581mKJFxYeW6XDiUi8tfiYLAvbNnjsTm5hQWUJ2TjUtVWFpWQl1eDgA5rmun5ykKAjmOyz/+2fAQummiXCbBaKpQZQmnXSGZ1jjZ1IPXbUeSBDp7Quw+3MKcumJm155jggqUFWVx68oZvL79JD/J9fKRzQtwOlTOtPTxzz/ZkqlacOtcVFUecc2cyx3Ujcy/mm6MYn8qioQ4bIwM08IwTHQjU2fPtCw0TR/dXpYQhMyAbRgmP/jVDkry/SxoKMHncdDZG+LpVw4SS6SYUXle/EAQBGbPKGRGRR7b9zfz1MsH2Li6HgH47ZtH2LrnDO9dHrmcNh64bR7f/uk7fPun7/DFj60iN+ChoyfIt3/6DqIosGFFHU6Hgq4b7D7cQiSaZMPKulEiIrkBN7NnFHGyuZcd+5vYvG7WiAHed7SNA8fbWTK3nMqSzIO9dW8TW3Y3UlLgx+0aW4RiKpCHr69lWRw73UVOlgtFkegdiLLncAvFBX6WzikfIT2ZpjWSQmKOc71kSRzFwH7mtUMk0zpL55aTn+MhkdB47o0jnD7by5z64jHjwtP48MHjsPOZ9YuQ3pNtYFoWJ7v6xtlrfMiChGZqaKaGbulIkywyrOHCB6aVJm0MkGVfhMD45RPHNZzr75kPwB2PLGXFredLEP3qB1uuqDKKXVEozbo4n6bIl1l5ioJAkS/jKsqXXTw0dxaSKFIROD9DD7ic3Dt7JpFUmsrs89t9Djs+x2jSSTCRoHlgaIRQIwgCWc7zblKnquBUMyco2+Uk23X5K8GpQkQg3+lGEoTLIvoc7u8mbRg4rnFdTFWV+eyDy/mnH73J//7319B0Yzj9RMDltBGOpphVUzAckwOXQ+UzDy7HtODFLcf45Yv7sQSQRZGifB9f+cQalswpGzE/P/nNLrbsbiSd1hkIxjBMi7/93qvYbZnf5fc4+Muvbaa4wI9pWWzZdZqfP7+XaDxNd1+Y3sEI3/y734xadf3v/3Q/pYWZeyIST7HvSCu/feMIsXgKhIyb0+lQmT+zhIfvGJ0zVpDj5QsfW8U///gtvvvzrXz7p+9kiGxFWaxaVMX2fU2j2kuiwO2rZxKJJnnh7WM89qdPYFkZ85oTcPHZB5ezZnE1giDQ2Rvk4PEOcgJuls+rGHUcURRZs6Sa5944zNu7zrB+2QycDhXDMGntGuK1bSd58oV9mfNvgSwK5ATcPHLnQgpzL7/0lyKLPHj7fDp6Q3z7Z+/wjz96E9O0RlSY1i6pYX59CY5hw3m2Y4C///fXiMRSdPWFSaY0/u77r41cL4DPPLiMzWsz40UyrXOyuZedB8/ygye3Yw5PluyqTHlJNp97eMU18+pca1iWRTCWIJnWKQx8cMuvXS/YFIkNs6sv2m5aFqe7Ln3FublgDT9oegqf4iaoRXi49PYJ2w8ktqNIfgYS2xhI7ECVcpid89eXXsg6b9iVlJ3nJTvv/I2xdH39ZbNqLxWCIFCdM7bYbol//GTWCzEUTxJOpVheXoJymUzWqw1BEMiyOci2O+lNXDpJojE0QF8ihs92NZip40MQBObUFfHffv9uDp3soH8wimlauF02CnK91FWOFjIQBIGiPB9/8Jn1HDzRQXP7AJpu4Pc4mFNXTGVp9shAaVkWS+aU4fc6CEeSbNvXxLHGLhbOyrBNAZwOFacz4y4RBYGZ1QU8vHkBXb1hnnrlIACrFlaNkui7MH7qc9v5m2/cw/HGbjp7Q8QSaVRFojDXx4KGklEu0XP9n1tXxF9+/U72DasluZ025s8s4UxbP+/sOXNRe5fTxqP3LmHhrFKOn+khnkjjdKjMrC5gZk3BCLlGUWTWLq2hINeLqlz82NVW5PGp+5eiqjJpzcDpyKwI71w3i4bqAk6d7WUwGMO0LLxuO3VVBcyoyB11rA0r6phVWzgSo7wQK+ZXkp/tpaLk/PN0jsDzF1+9IyPW0B9B1w1cLhv52R5mVOSNcqvnBTw8cucievrDvLb9JM1t/aOuF0BZ4fmJrMOm8LVPrePWFXW0dAwSjiUy3paAm9m1RZQU+q84jnojsfd0O829Q3zh9mU3uivve4x1H+iGQSKt89FVl67ZO8tXQ749h6F0iBx7FgFlYnsRSh8m276CpN7Dgvx/5vjA/4fF+AIdkwabLiwOalkWyzbMRLVd25XO1URldtaoVenNAq9qI9/pvizDmTR03ulsptoXuOYDjyAIlBT4KSnwT3kfl9PGyoVVrFxYNeFx59QVM6euGMuyiCVSnDjTze1rZrJ8fuWY7QvzfBTm+TBMk46eEC0dgzy8eSFlRWNfX0EQyMlys2aMBP2J+lVWmDXKAACcae0feRbeC0WWRn7LeCjM9fKJe5eM+7kiS3z0rkUXbbepMnVV+dRV5U/a902rxqftT3Q9cgMebls9c9Lju1021i+rxbIyE4EfP72TzcPiDOPB5VBZPKeMxXMuTTLtZoNlWZy7/O995M6xsQXOj5PWeUHbUdthtJG48J4SLphUjij/XXCMc5tG2l+4bbjtue+68Njn+iKO07f39ulG4Vx/9zd3kut18dL+k+w+0879S2ddckpKa7yLcmcRefYAumnwTv9e1uYunnAfzcwI+0e1ZuxyEcIE5nFSw/nOi4eonV1CXlEWZ4538pN/eoX/9H8+jtt3eazQaWTgtzkodvk4PNAzeeMx8OTpwzxSO/cDURBbEAQ8LjuyLHG2fYDFs8uQpEzqimVZo4QFIDMArFhQSU9/mGluyfWHIMDSuWU89fL+GyLQfiPw8r5TvLDnOAICVYXZfPbWxQiCwOGzXfzXJ14hmdb4yOq5LKgu5lvPbKW1P0hVfoBjbb3865fvR5YkXjvQSFvfEI/dtnTkuK19QZ7beYxH1swjz58p3agbJn//1Nv0BCPUFOZwrK2Hf/7d+9l3poOfvX0AuyJjU2QWVBezcmY533vxXToHw9htCvctncWa2ZmJZzyl8eQ7B9l7poPK/Cz+8L61PLvzKG8dPkOO10U4nuLzty+ltijnhpzT9+JwazeJtMavdhzmo6vmYVNk/uqRjfz9M29PyXDqpkHCSOJRXPyq7RU+WZ4RVNAsnYPBExMazlzHLTQFv0NMO0swdRBV8mExftrcFAQQghRX5HDg3UaO728lldQu0PGfxuXCb3NQ7cu+7DhnS2SI3549wcM1c963caILMau2kIDPyVOvHCStGfi9TlJpnYqSAEvmvFf0XWBefTGCwCjBgGlcPxTl+fn0A8soKfTf6K5cFyydUcra2VWcbO/lZ28fIJLI6DhnuRz80YPraOwa4KU9JyjI8rLvTAff/uqDdAyEePPwmZHRUjdN0u/R57Usazj97fwYEI4nOdbWw7995UGauwd541AjlmXx5sFGHlgxmyW1JXz3xXcJxRJ4HDa+fOcKDNPijUONbD9xdsRwDkXj9IVjfPPBdZTnZZFIaew40coX71hOjs/F3/z8dVLvYYrfSBT4PRimSVLL5Km77SqJtE5Jtn9K+0f1OKcizSzNnotTtvN0x2sAmJZJMB2ZcF+vrZ55ef+Xsdf0F2NSw2maFltfPoysyGy4dwFDfeFp0eKrAFkUqcvKwavaGUpdWjI7ZIQQfnX6MItyi6nxT1x09f2A2TOK+NzDK/n1ywf48dO7MEwTt9PGR+6Yz6JZpaNWNoIAWT4n65befMUGhvrCHNlxmnRSY939i5GvY+rN9YQoClNy735QkEjr/Oj1vbgdKncuqSfbm4mPFwS8uO0qOV7XsMiHwLo5VfzwtT1IonhR7q9mXBw3y7DEz7/3OO2sqC/nh6/tRhQENMPEMC1SmkGez41NUSjJ8WOYGVb6rtNtHG/tpTDbyyNrzhe/zhDJxJE4u6pIrJ9Txcv7TmJXZQYj8fd25YZCN0w0w2BhZTHff20X4XiSX+04TF3xxVrUY8GruJjnz6xMP1V+L+bwilEzdX7R9tKE+0bTjST09lHbsh2rx3XXTvpUG7qBrps89LlVuDx2HC4bl6lPfs1gWRbxWAqbXUGSRGLRJDa7iiQKxONpDN1EUSXsDhVBgFRKJ5XUEARwumzIspSZ+aV1kgkNSRIRBLDbM8zGRCI9QrG3OxREUSQRT6PrBrKcod/b7ArJpEY6pWdK1NhkbOPoqJ7DrOx8cuzOyzKcAPv6Ovj+0V18c+Fasu3j17p8P8Cmyty2ZiarFlWR1oyMi1YUx9Wivd5Yt7SGhbNKcdgV0imNZDyNLIvYnDYMzUBWJdJJDbfPycL1DWx9bh/tZ3ooKM8hlUhjs6uoDoX08D1id6oYuolqV9BSGqIoIsoiqXgay7Kwu2xYpkU8mkSSRJweB+lkmnRKw+11YhomiXhGXMHhtpOMpzD1jOSey+MgndZIxdPYHCqyIhGLZI4jDqeLpBJpbE4VRZFJJTX0dKZPsiITiyQwDROn246kjF/M98OEHSda8Lvs3Dq/NnNvDqdgne0ZpL0/xMmOPhRZIuB2cuu8GlKaQTKts/9Mx0j1ICyLY629NPcMYpMlcodds51DYY629iCJAook4XPZ2TS/Ft00iSU1DjR1jvIqCcPxSlMQCCdSHGnpYWV9OSW5vhEpT8M0iSZTJDWdcDyFx5HE47CxoKqI0lw/oiDQPRhBlW+eiV1Gcs/i46vncefCuhGFMdsYZLqxIAoiNikTuvIo59P9TMtkc8HEKZQJvZOzoR8Na9baAYGAfTlcruTex353w4gygZbS+diXN+B0XVs256XCsuBf//4lHvz4MiwLnnlyFw89upxIOMmW14+hpXUcTpU77l1AVsDNs7/aTV9vGFEQmD2/lHWbZiMI8KvHd9DRNkh+oZ8zp7r49BfXc2DPWZobe/FnOTnb1Mdnf/cWvD4HT/zgHcDC63MSi6X45OfWsu2tE5w+kRHe9ngdfO5rt44rkg1Q6Q0wN6eQxtDAZTm/DcviydOHMCyLL89ZRqU38L52254TDb8ZYbcp2G0Zw7fzlcMMdAUJD8VYc+9Cmo+2s3B9A2/+ehfrH1yCP8eD6lAY6otweMdpBAHySrKZtayGA++c4KXHt/HJb97N/ndOsO7+xWz77X4C+V7qFlby5q93EQ3Guf9LG9BSOge3nqT5WDuf/k/38u7Lh4iGE9z+6EqO726m5WQn0VCM2x9dxbsvHcKyLE4fauP3//5RTh44yy/+8SU+8tVNZOX5eO0X75KV78XQTWrmlvKrf32Vj//hZirqi9i/5QRv/noXn/jju3H7nbzy023kFmUxb3UdRVVTm+1/0LFudiW/eOcgP3xtN0UBLx9dM4/ibC+zywt4btcxDNPikTXzsKsyPcEobx06g2nBZzYuHpl4FGR5uGvJTF7Yc4K+UIyv3rkCp03lrsX19AxF+LdjzayoK2fDvBo6B8NsPXYWLPj87csQRYH60lzcw9rBRdleDNPE77KzuKaYtw6fwTAtNs6vIT/LQzie4sU9JznW2kMilaYkx88X71hGLJXm1f2niSZTzKksoiTHd9NMjDI5vQJ2VZyysRwPujl6ZV/umrhKTVLvpCbra/htC0e2TXReJu1dX3cwk4fWMsCWFw9S01DMxgcWodxkLqh0Smfvzib6esLcfs8C8gv9vPjMm6y+pZ7Z88t4+bkDHNjdTEl5DuFQnC9/43aioQQ/+t7bNMwtxWZXOLivhT//Hw8higJ/+Uc/R9dNTh3v5MGPL6egyM8//90L6LpBb3cYm13mC1/fRFNjD7/8yXYA1t82i/W3zWb39tO8+coRLNNiouIIoiBwX1UDzzQfQ79M/VYL+HXjEVoiQzxQ1cBtZTOu6eoznE5yOjhAY2iAGl+AhbnFN82Ddz2QiKVIRJOsf2AJ7758kN7WgYwYwLkEzgsw0BVkqC9CcWUusUhGhnDppjkc39NE3cIKDm0/hWVaw2xCAX+Oh0W3NDDQHSS/NJvwYBS7y8aM+RVYgKRKrL13IapNoa9jgLX3LeLIztP0dQxRXl9EIpbixL6zqHaFeavq2P78ARasm0mwP8KM+eUk4ymioTgL185k58uHmbsyU9B62W1zaD7WQe28Mra/cAAEAVmVGeoLU1CRO+Hk78OCXJ+br929atS2mWV2ZpZdzHZeObOClTMrLtq+oLqYBdUXM683LZhx0bZ1c6pZN2d0XuPDq8+7YZfVlU3YNsvt4HO3LWH78VwW1ZSQPyygXl2Ywx/ev2aMX3hz4UrHlN90vE5fanDkfaE9l/tLbh23fcrox8usKX/3pNZv15snKKvNZ9srR1h9+xxe/fUe1myee9MZTsuyOHGknflLKqmfXUQ8lnGlZgXcSJKIz++ktbmfSDiBy23HblcwdBObXSERTwMZ7VqP1wGWhcOhoqoyt98zn1d+exDLtGhvGQBA03RsNgVFlcnO8eD2ZFbgLU19/PbXe2mYW8IXvr5xRN93IizJL6E+K5cjl8muhYz+7u6edo4P9vLjE/u5taSGjWU11PiysUkZV5uIMEyjF8aktltkaOoX/muYJr2JKCeD/TQGBzg22EtjsJ9QOkVMS7GxtJb5OUXnXVEfAtgcKpIscmj7KTqb+5ixoIKju87g9NgZ6gnjdNvpbu1noDtEVUMx/V1BNM2gt7mPFXeMzkeTVZkj756m7XQ33kDGbdfbPjjCIh7oCtHZ3MfMxZWEB6P0tAzQ5O9g7spavAE3B7eepP1MDwvWzGSwN0R4MIqsSBcJlHizXNhcKqHhzyeiKJTXF3Fo+ykGuoNk5XqvlVzzJWMktWKamDhleB121s+pvibu2Jv9epiWSYE9hzm+WiRBwi5NrI9d7HkARZyaNgBMwXBGIwlEUcA0TWpnlbDrzRM35QrDble45Y7ZHDnQxt53m5i/uIKSsmz2vNtIJJLg9PEuZs0rpbA4i4P7zrJvVxPxaApFESkszkKSJXxZTra+eRy7Q2VoKIYgQnFJgLW3NgCZFYXTaRs2tMP5XAIjA9WRA63MnFNCTX0h0UgqswiZ5FTZJZkvz1nON955npRxZQy3qJbmxFAfJ4f6+PaRdwnYHNT6c6jyBShwesi2O/EoNhRJQhYE0qZJytBJGTpJQ2cgEaMvEacvEaUnEaUjGiacTmZKZ1sXPyJbOpuJ6xoe9fqItt8MsDkUVm6eT1tjD3NXzyAVT1NcnY/Dbee+L2xAtSukkhoV9UVUzymjdkEFHY09rLlnITaHymBPaERmcN39i4iFEsxaVoPdZcPmUAnkeQnkZx7gktp8Vt05HwCH244/14NlWYiSyJKNszNGc91M/LkeBFEgGUvx+b96EEEQiIbi6MMMTlESKastxJvloqK+iGgojnEBSSU8GB0ZCIsqc3ngS7cSjyQpqc675s+6ZVkYlolmmqQNA83M/KUNg7RpoJkZwkjK1Amnkuzu7cCwrn11nQ8CRFHAabu0dLXM9bBGXQdt+DpceH1ShkE4neRgfxfJKxy3rgXORFv5Zv1jSMLEMfqY1oxp6YCFbo4mS7mVKoRxpPomNZxFZdlse/kIpw+3873/+RyxSOqKJPeuFSwgK+Dm/keWsmt7I5pmcNs989m9rZHjh9tpmFvC3IXlyIrEbXfP5/jhdmw2mY98YgVOlw3LsnjkUys5uPcsPr+TvOHBCwHazvaRSGgsXVlDfqEPRZWYv7gCAKdTZenKGhxOlVs3z2X7lpMcOdBKUfHURBcEQWBpfimrCst5o/3M5DtM8VxYlkV/Mk5/dys7uluvynHfi3A6yb6+TtYVXyxY8EGFIAg43HZmzM+kyESkGFWziymrLcQ2HH8qn1GIQEY43u1zUr/o/Pnp6wzSsCTjVgvk+Qi8p/ZnaW0ByXgaQRBQbQrVc0oBsEyLDQ8tRVblEW9P9ezSkf38OR78OecVgwZ7w9Qvqhrpc1FlLkWVuQA0H+9g1tLzohD9XcGRPgqCQH7plbO0reHBN6ZpRLUUMT1NXNOIamliWnrU+7ieJqqliaRTxLTM66iWGvVvXNMwb9LVzfsBmethEtfTI+c4rmnEhs99bPg6xLT0Bdfg/PmPDV+fc6+jenpE+OFmhFN28EzHG3iVzDPhVz1jirz3xF5DHxY+AIGE3oEk2FGlbKr9XxlX41awxpNDGUY8mqTldA+xSBIARZWZtagi4/K5SWCaFn//35/hoUeXUz2jYPIdJoFlWfz1f/4ln/riOiqrJ1dsuVIYlsnrbWf4rztfpTM2cb7RzQQRgc/NWsKfLV5/U3ohrgcySizWSA3Nc9tgHBkx3cikLYxT53KifS8FhmHC8Or0vccyhlei52rqTtany8HpYD//c89bhFJJUqaeWUEaBmlTJ2WcX1GmDeO6uftWFpTxvQ0P4Vbf/6Ihl4reeJQ/3/Eyg6nE8LXQR85/6oLXadO4bgaxxpfNr+/85DWRDu1I9HI8fAbNzKyGs1Qfy7Mvlu5LG0MwPCWLpI5zJvhvFLrvJd+1EVUMIIyTQjLpitPuUKmff/PLZQVy3JddJ3QsZOd6UK6Q2TVVSILILSVVHB2Yy3eOvEtqjFyvmxEmFrt72ohq6Q+Vu/ZCXGgwL9w2HuRJyoBdrQnIREbwvUXoJ+vT5SCcTrFr+N6Yxo1H0tDZ2dNGOH19avneaJiWyYa8ZRdMysZ+rlQp4xkMp0/Sm3iL+uw/pSPyNDYphzznLeMef9IpZvPJLsLB+MgAMdZAcaMhigKf/9pGyipyr8rxBEHgq3+8mZKy6ycsoIgSn5u1mDvL695XKSV9iRjHBi+f2DSNaUxjGlcLaVOjPd7Nj88+y9HQGY6FmjgdaSFtTjyBi2stlHk+hledTYXvswRTBzCt8fcZd0llmiZnT/Xw7OPbySnwEcj1IssitXNKqZiR/6HRqLye8Cg2/mjBWqJamtfaGt8XEZ3BZJxjg30sLSj70OlJRbUBTka2sCjwwMg2w9LYPfBLFgUeQhE/nKvwaYwP04wTTDxHWmsk2/0YslRw0y1E3s8IpaMcDjXSmejhYOgEAAkjxcnIWe4r3jDufrmOtYhCRmzFqZRR4f0MojD+8zuu9TMNi86WfiJDcVKJjNrJUH+Un/7LayRi0+6XawFBECh2e/mLpbdyX1UDtpukDNpESBg6xwZ7iHxIXEAXImXGaI8fHrXNtAxaYvuHmXrTmMZoCIIdr/02bHItfZHvwPtievz+QcDmZX3eYgodeTxYvJEHizfyUMkmTkdaxmyvm1E0M4KJhm7F0cwImhlBHFYPGg/jrjglWWTVbbPpbh1k4epaKusLAfjWXzyVSeyfxjWBIAiUun38zfLbKHb7eKrxCF3xm5swdHyol554BO8HOM4Z14MMpFoRBAFFdOCWAwBoZoquxAnSZoIcWwWq6EBAZDDdRtqM45IDBNRSREEirPUS0npIm3EUwU6WWoxD8tKXaiJpRBAECafkI6CWIggifclz20WKHA0YlkZ/6iymZeCQPKiiE6+Sj4VFSOsmpHWjig6KHBkN2f7kWWLGEKalo4h2cm1VSILKYLqNuDGEXfSQbStDQKA3eYYiZwOWZdGdPEW2rQxVvDlVnK4XUnoLab0FSfRiWRoOdS660QeAKpegm0F0ow+bXE5Sa0Q3+5HFHEwrjtO2CAGBpHYC3ejHsjRE0YldaUCW/PicdzHQ+0NS+mnsSh2WZZLQDmMYQwiCjE2pRZHySeutpPUOTCuOKDiwKTWIgoukdgzTjA0fsw7pEnIQP8iQBAmHJFHvqcQh2TPsdFNhpvfiItkATcHvopmhkfdpYwhRUJBFN/WBPx23kPW4K85zscy5y6oI5HlH3q+/Zz42x/unHuf7EYIg4FZt/MG8Vfz35ZvYUFKNTbx5V59NoUE6YuFx61W+32FYOifCb3M2to/BdDs7+39Oe/wIADF9iJ5kI92JU+wZ+DX6cFykLXaQwVQ7ewaeIqz1ZrSQzQRhrYetvT9kIN2KZiYxMYjpgxwYeo6z0T0k9BAWJs3R3RwNvUpI62Yw3Y5uJjkb3cOpyFZCWhd7B5/mdCSjWJU0IhwJvkx34iQx/bxaSsKI0B4/zIGh3xJMd6FbadrjhzgZfptguovGyHZaYvuI60G29z8OgIXJroEniWoD1/ks31wwzQR94W+R0hpJpPfTFfwrDDNINLmFaPJtANJaE8HYr9GMbnpD/4e03ko09Q5dwb+EYYFx3RgkltrJQPRHpPVWLEuDYYOqKhWE4i8OE1hMkukTpI12EtpR+sLfBsAwo6T1pkxf9NOYVhzTipPSTpM22okmtxGMPXNjTtJNjIdKNo28lkWZu4rWjtmu1PsxKn2fp9L3efKdmzCsOH7bQip8n7s8V+051MwuwRc4L5g7e1HlVUlFOUfjzyTWn3/93s/f23bU+3HcHOMN4BN9x2R9nEr7ib7rcqBIEhtKq/nbVXfwf9bczYLcImRBvOliiUlD53B/N/oHNjHdIm4EybaVUudZS5ZajDHsinXJWcz0bmB+1t2EtG4iWi8WJjWeVczLugun7Kcn2QhAjq2cOs9aPEoOte6VBGwlqKKDGs9Ksm3llDnnUeZagCLaORZ6g3rvLcz138k8/53YJBdJM4JHzmGGZy159hoMSwNAMxPoVpo6z1pqPedl4Updc6hwLSTXVkmtZzWq6KAzcZxCRz3z/HdS6ppHT7IRzcykmn1QJz6XAwuTtN6O274Wr+NORMHNhW7V0eOIgW4O4LVvwmu/fdg4ZuC2r8RtX4ddrcPnuBNZCmBZOsH482S5Popu9qLpXYCEz3kXLttSdKMfyDDrHWoDXsdmVLkMr+N2bHIFshjA57wXh9KAZrQx7e69GI3R87nrumnwWveOMds55GKcShmCINGb2EKp56NEtdNoxhBXVFbs5KE2CkqyyBpOrn76h+9w58eX43RdvlvOsiyieoIhLUyeLUMH7k0NISAQUL2ICAykMyLs+fYAwXSUhJGi0JFNSk8zkA4jCSL59gBRPYFdVAlpUfyqh4gWJ2GkcMp2HJKKZurYJRsJPUXSTKOZOm7ZgVt20p3sR0DAIdtxSQ4G0yF0SyfHloVNVAhqEeJ6kgJ7DmlDYzAdRhIE/IqH/nQISRDJVn0kjTQO2UZUi+NRnIBAT3IAu2QjS/US1qIE0xECqg+P4kS8hPIykiCS63BzV0UdG0qrebe7ld82H+fwQDc98ShR7fonIsuCiFe14bc5yHe6mZ9bxIrCsvcVG/hSICIzy7eJY6HXeKfvh/Qlm8ixDQsGkFGHylwCi3MP23nCx+VdG1EQsSxj+AgWIhLV7hUcC73O1r7/x1C6kzLXvJHPBabOdj835bQu6K9mJkmaERTBjmnpl3SPfhAhCk4KfH/CYPRHWJaOprczcq6MPiw0LDLeBVkKkOP5Ir2Rb4GlY03AxgSLRPowomDDocwmpZ0mkd6H4ridwejjpPRGfM57canjF102zCH6Iv8GiGS7H8OmXKx1+2GEZmpE9DgB1cev21/hkdLNAOiWzpHwaTYWrBh334HETopd9+K1zcIhl9EafgK3OgNZcI7ZflzDufedUyxcXcuhd8+wTzfIzvdmtm89xe0PL7mS3wfAoeApBtMhVucuoC3ew4nIWRJ6kvn+OpJmmmA6wmA6xKqc+RwPNyGLMtk2L4eCjQxpYfyKB7/iYc/AUWRRJqYnmOuv5XCoEadkJ6rHKXbkEdFj1LjLOBFuxqu46EoMgADz/XW81beXLMWDJEgsDcziYPAUbfEeHii5BWTYM3AMURAJqD4OBk8R0eP0p4ZYHJjFjv6DZKleVuTM5XDwNA2+at7tP8yKnLmkTY0d/QeZ7avBq7joTQ7y89ZX+ETFZlyyg8sRXhIEAaessKGkmvXFVTSHB9nX20ljqJ+m0BDN4UF64hGiWvqqzz/9Njv5Tg/5TjcFTg/FLi9VvgAz/DlUegMjpYw+qMho/Yp45FwckhcREa+SiyAIpMw4x0JvkNDD+NViPEouiujgTORdBEQSeoh8+/h1Qw1Lpztxkv7kWYods0a2z/Jt5GRkC72pJkxLZ47/DgQEXHIARbQjCyoBtRTNTNIc3U1fspkT4bfxKQXU+9YjIBBMd9Ec3TPiPpYFG8XOBlpiB4hovcT1IEXOmSiiA81Mcjz0BrqVxiH5cMpTU776oCITmpKxyZWYlobLriEKdgRBJqWfYij2c9L6WVS5CkFwZOKPcjWWlUAQZIRxqjuYlkYivR+7MhNJ9GNX6oil9uCyrcIihSIVkNJOY1k6XscGNKOPSOIVTOu8HJxlaQiCiiR4iaf2YFkGTtu8Mb/vw4S4kaI51k5A9ZFry+at3l0AGJhE9Ylrjxa4bkMUbAiCiNdWT5X/80gTuGrHNZznJq+zFlfQcronUwECRnQ2rwQWFgkzxRx/LX7FwxHtDLN91QymQgiCMGKcTobP0pXsQxFl5vnrEBBoiXWiY9CTHKTAnk3cSHJk8AxfrH6IoXQYr+xirr+Wbf0Hiehx9HOzdgEG02EEQaDBW0VQi1DpKqbYkUtrrBu37KTBW4UkSGSrPuJGEkmUmOevRRJEhtJhlmTP4kiwEdMyqXKXkG8P4JIcmFiYF7gpY3qcEmc+9d4KBEFghqecPHuAGnfpeKfkkiAKAtW+bKp92WimwVAywUAyTjidpC8Royk8REc0xGAywWAyzkAyTkxPZ7Q/h1VbAGyShE2SM3+yjFtWyXY4yXW4yHd4yHW6yHO4yHG48Kl2PKoNn2rHKd8cNTKvJ+ySlzx7NZqZpMQ5hyy1BLDYkP9lBEFEMxME1DJsoovVuZ9FFhTiRpBK9+IRIzsWMsYwi8XZD5FjKx/ZXu5aiFvOGSYHCUiCgihJ5NqrSBsxihwzCdhKEZHwq4V4lTz8SiF+tXDkGKropMK9GIfkQRFtCIJAiXMOLjmbhBHCLnrIUjPVOjYV/h6SoJIyotR5110xMajGl813bnngptKV9dsc2C9B8FyRirGrKSzLwOvYhCi4cdvX4VDnYpox7EoDNrkaAQWbUo04TCRR5YfGPaaAiNt+C5LoRxAkHOp8FKkIUXSS5foYab0Fy9JRpEwZLFGwY1casKuzkcTMZEaWcslyfQxd7wEBFHlytbRch4tvr7//pgqnOGUVl3L1+DIe2ckcX2b1/bGyzSOhPM3U+XnrCxPuqxkhVCkAQqY/4fRJbHIh0jgToHHvovkrMlqWDQvLmXmBclCwP3rF0lxhLUZXoh8ByFI9KKKMIsjYJRt2UaXQkcu+weMMpEMsCTRwKtKKXbKxMKueGk8Z3cl+upMD+BUPbtnF6twF7B06xrLs2RyPNHMoeBrd0sm1ZbGt/wAgYFkZw1nuLEQQQBYkbKKCLEjYJfUid/ZgOkRnog+7qLIwUE+uPYt9g8fpSw0x1z+D05FWCh05GUFtLc7hUCN9qSGcko2TySG6kv3k2bKo9pTSmexHHkfz8EqhiBJ5Tjd5zkx1DXNYNNu0LMzhOKs5UvEEGH4NmcmRMOJazLwWheG/4deCIAy7Iz9chvK9sElOChwXu8TG2pZnz2jEBhg9UdJNjZg+iGmdV4YSBQm/WoRd8iAJ6qjtufaLNYDz7RezA0ucc1BFJ361GJfsH9nulH2oogPdSo9cZ0lQRhnocyh01F+07Urgs9lZXVRxVY95vSFLOchSzqhtipSPIl0sw6nKZajyxQprphlHN/uxhg1WhjF7/rpKogdJzITBxDGOLYkeHOpcDDOIMDxcZ1bCFdjkiin/FoessOp9fj0mgyiIqMMhBpecmcSYloUhGtxVtG7MfVLGAKoYoCf+Gl61AYeSmUj2x98mx7EKhLHlGcc1nOKwcRQEAd00CA/Fsdll7nhkCXbHlWk92iUbla5i7JKKJEjM9tUgCyJFVi6SII3EL92SA8MyKXMW4FVcyILEXH8tBals3JITm6QiCFDtLsEh2XBIdjbkLaEvNcQS+yxMLIocOQylI+TZA+imTk9ykIDqRRUVDMtEEWWyVC+SINGTGsAaZsN5ZNcF3ysz319Hb3IQj+LEJqqUuQrIUjzYRIVb85cS1mIszmrAKdspdORgYo6UslGG+309kDF8H2zX6fsVcWOI05HtFDlmIb9HHKEzcRy/UjSyArwUKKKdYuesMT+L6YMMptspdc5D/pDHLW8EUnozifRBHMpMEC5PwtOyUkRT7+Cxb0QS3Fe5hx9M9CQHcEh2TkXO0pnoZX7W2BPD7thLlHkeRRbddER/gzh8jYKpQyO2YCxMKvIeCcZ57okddLUOIMkS6++ex9ylVSOG9XJgWRaapSMgoIgT30wZGr+GLEoXKdUbpkFPagCf4hmZYVwuTMvkZLgFl2ynzFU4/L06kiAij5EKMpgOYxOVMb83UyZJwyaqCIKAZVm0JXooc165AP00pjGNaUxjYvyg6SmWBGZzOHSKLMVLW6KbL1U/clE73YwiCS4MK45hJUe2Nw79M3WBbyKLrov2gSmwane8dhRflpNNDy5isDfMK7/ew4w5JTjdl69oLwgCCnLGgGoGpmlimhaWOexaNM+nf2ReQErQR/Y99yeKAtlSFhLiSIWKy+4TAnXe8gtclwI2aXz/e5bqGfczSRCRLiycKkCp89pVWTl3ngzdxDAyf6Z5cYoPw8WsBUFAEDPnTxQFJFEcrqJxc7lkrWH/sm6YGLqBYVqYpknG63VevPlcv0VRQJREJElAkqSb7vfcCGTugUy1FNMwMS541s59fgG59qLnS5QERFFEugnvj2lMYzx0JHpYwizKnUXM89fxw7O/GbOdLGZW8BIOJME5cn+Xeh6ZMI9zUsM5NBBl7tIqcgp8ZOV40H72bqZk0SXCsiwS8TShYJxQME44lKC/L0xvV4iB/giDA1HC4QTxaJJYLEUyoWHoBrpuYpomgiAgyxKqKuF02/F4HWQFXOQV+Cgo9FNSlk12jgd/wDVc2WTiAqbvRSaWdwntr1HbS4FpWkTCCXq7Q/R0BWlp7qOtZYDuziGGBmNEI0lSSQ1NNxAFAUWRUG0ydoeKz+8kK+AiK+Amr8BHcWmArIAbt8eOz+/El+XEZrsxQheWlfld3V1ButqHaD7TS0tTHz1dQYYGY8RjSVLpTJxQVSVsNgWHUyUr201unpfC4iwqqnLJL/STk+slJ9dzSbnHum5w+kQXoaGxmXjZeR6qavKvahmuq4lzz1p/X5ihwRh9PWHazvbT3RXMPGv9UWLRJOmUTjqto+sGoigiyyKqTcHpsuH22PH7nWTnesgv8FFYEiCQ48af5cLvd+L1O4eN6bU3pJZl0dMd4mxj76RtvX4HDXPOx5ZN0+JEZy+VeQEcqkL7QAhZFMn1uegNRWkfCKGbFoVZHspy/AhAXzhGc+8QkiiwsLIYcQo0eMuy6O+NcLapF0Of2vjoz3ZRN7NoejJyDRBQvewfOo5uGRwOnaLUWThh+5jWhE3ORxEyCyKPOnPC9pMazqr6Qra+fJiu1gGCA1E8fueUy21ZlkUsmuLM6W5OHe8cGfx6ukMM9kdJp6eu52lZFul05kGPRlP0dodGfS5JItm5HgqL/FRU51E/q5jZ88vJzfNO6cZ/P8GyLLo7g7y79RTHDrXR1NhDV8cQ+gQPrIGFYZgkkxrhUOKi8wfgdNnIzskY0sLiADUz8lm1fiY+/9i5TFcblmUx2B9l57ZTHNrXwqkTXXR1Dk04ECUTJsmERigYp7szyPHh7aIokBVwU1qRTf2sEuYtLGfOgnJUdfJ7Nx5L88//+wUaT3aP+fktt83mD/7zXTicN5fEoGlaNJ3u5uihNhpPdnO2qZfuziDhUGJScYNznopUSicSTtDTdXEbl9tGXoGP/EI/pWXZ1NYXUj+rhLwC7zUt+mBZFru2n+Zf/veLk7adv7iCv/uXT4+8N0yTH725l69tXklpjp+3jjbhtqssqy3lp1sPkO124lAVNN2gNNuHYVo8t+c44USS6oJsFlQWMVEi/Ln+hUMJfvT9t3jz5cNo2uRlAR1OlS/9/m3MqC9i2m5efdxTdAsHgydHsioK7TljtrMsk5h2lpbwE7iUSmxSDoIg4VFn4JTLGe/aTzqKzF1WjWpTOHW4DbfXwV0fX47NPv5K5Jyrtb8vzFuvHGX7Oyfp7wkTCsVJp66d8LVhmPR2h+jtDnFofwtvvHyEnFwPi5ZXc+9DS8jL9yKIN19JtKni3MAXDiV47YVDvPz8Abo7h0gmtEn2nDrisRTxWIq2lgGgifKqXOpnl1xzw3nOZb/1zeM89fN36WgdJBa7MtF407QY6I8w0B/hyIFWXn3+IDNnF/PIp1ZRW1+IOM69YFkW0UiClua+K/r+64VzE8qTxzp56dn9HDvcxtBAjETi6hdiiEVTNDf20tzYyy5RwO2xk5Xtpm5mERvvnMfseaXXbRV6Obhw8tDYPUBK0/nI8jkosoQx7NXSTYOeUJQ7F9Qxv7JoSsc1DYunfvYub716ZEpGU1EkHvr4cjbcNvsDN6m/WVDuKqJsklUmgIVOJH2SpN6JJKiYVgLDTNIbe41ZOf8N6VIFEM5hqC+CZZpU1xeBAD3tQ+QVZY1JmLEsi8GBKE/+ZDtvvHKYcHDyme61gGVBJJwgEk5wtqmX1144xJ33LeDWO+ZSXJb9vrxZTdPi6ME2fvi9Nzl2uG0kr/ZaQkvr11zQ3zQtWpp6+fmPt7Ht7RPXZHKl6yYD/RG2vnWCQ/tbuOv+Rdz1wCJy871jDvJHD7WhpW/uYuKWZRGLpWg63cPPfriVg3ubJ/Q4XG2YZmaVFQ5lJhlvvHKENevr+d0/vIOswNiEihuJrmCE4mwfaV1HGmY0bz/ZStdQBM0wcaoKf3TvWgJuB2BNeYxIp3VeenY/v/zpDvQpGE1Zlrj9nvnc/8jSCRcg07hyTGUCJ6BQ4LqduN5KnnMDbiWTSnak/y8mZNVOajiP7G3mtaf2UjGjAEWVAIGZC8vHjRk1nuzm6V/snLTD1wuWBcGhGD/70Tb272nmoY+vYPmaGVNy2d0s0DWDrW8d5z++/QbdncEb3Z2riqMHW/nBv73BscNt1+X7wqEEv/jJNprP9PKJx9YyY2bhRQ/Y4f1jlyC6WWCaFmebennhmX28/epRQsGJVVGuOazMPdrTHSKZSAM3l+G0qTLbT7bQ1DNIU88gCyuLKcjycN+SBjwOG4m0hmVaOG0K20+0cKZ7kDePNnGme4B7FjcgjxPL1nWDHe+c5Gc/2jolowmwaFkVj3xqFV7f9Ql/TGNiZJ59Ab9tHqqUhTCcuZHn3IA4Tg4nTMFw6mmDj37pFuYsq0KWp0KwuDkFhy3L4viRDr79f1+iq3OIux9YhNNlu2ndSudgGCbb3j7BD/7tDXq6gje6O1cNmevRzrf/8eVxY4nXCqZpsXPbKYJDMX7nd29h3qLKEcaoaVocO9x+XfszVZzz3uzcdooff//tSyKifFghSSKfXrcISRToC8eYXZpPbWEOiiRx16J6OgczmtiV+QHcdpU8v5uigJcCn5vSHP+48UfLsjh1vIsnfrCFgb6plf0rr8zl81/dSEGh/+r9wJsAbZFn6Uu8iyio5DvWUOC6hf7kbiLpRkrd99IRexGnXEiuYxWh1HE6os+TNkN4bfVUej8+kjt5IxGwLwNMUnofouggz3nrhO0n7XEkFMfhsjHUFxkxMoE8zzUlA1xLDPRHefwHbxONJPnop1fhuomNp2VZnDjawY+//9YHzmi2NPfxg399/bobzfN9gBPHOvjW377AV/5oM4uWVSIIAq3NfQwNxW5InybCOabsc0/t5ZePbyMcStzoLr0vIAoCNQXZAFTmBUZ9VpTlpSjLO2pbQ0keD6+Yg9/loCzHP+5xe7pCfOvvnuds09Ri4YXFWXztm5spqxybpPJ+hs/WQK5jFUm9ixND/0KucwVJvZve+BbynWsZTO7DtM3Co9ZxKvhdqn2fwaPWkjImPncjYb5hVbNz78/lxp97fWHbyx3Lk3oXTaHv0x/fgkMpptTzUQpcd8ClSu6dw+K1dbzw850c2NE4Mvv6wp/efdMxCi8FqaTOr366A7td5aOfWnlVyqRdC8RjaX76w3eGyTofHCQSaX7z5C6OHro896woCvj8ThxOG4oqIcsSpmGiaQaJeJpoNJOGMyks6Ggf5Ft/9zx//Bf3MXdBGSePd15TEtvlIENYSvLLx7fz3FN7iEWvjDg1jfEhiSJzyycmlfT1hPjXf3iRptM9UzpmINvNpz6/jllzS2/aSfqVQBW99CW2EdPayHOuwrCS6GYMVQqQ0LsRUTAtg5jWSlLvJWX0k0oMIIk2bFIARfQT0wdJmjF0M4VPLQAs+pMtCIJIvr2aoXQnaTOBMFxgIah1Y1oGBfYaEkaEiNaHIjrIt1eRNhN0Jk5Q7po/ZRW1nvhr5DtvRTMGqA18g6bgd8h1rkcWLlMAobKukMf+eDPxWCozTRe46kFtURTIzvGQm+8lJ9eLL8uJx+vA4VCRVSmTL2dZ6JpJIpEmFk0SHIrT053J8xsajF0yCcnQTZ7+xbuUVeSwZsPEOTuGbgwLBIzNwrSsTFknhIxrVRCEkRy/c8nmopTRy8WyRti9pnlOv3Jshue7W0+xf1fTJf0uAFkWKSnPobI6j/wCH063DZtNwbIsDH3YwCTSIyzaSCRJeDi/NhSME4+nrpnH3bIsjh5q4+3Xjl5ywYCikiwWLaumuraA3HwvDqeKosrIsohpWGiaTiKeJhxK0NMVpPFUN0cPtjHQP7ErracryPf/+VW+/s07OX2iC+0S0qSuB0zT4pdP7OA3T+4iOZUJwSQQBPB4HXh9TlSbjKJIWFYmZpdO6UQjSWLR5JQYoh82hIJxnnx8O/t2Tu25lGSRBz+2nNXr66cY6nr/oSP6EoaVoNh9B6roxzAT6GacXMcyemJv4bPNJGUMIAkqkmBHMyMIgkxz8OfMzfkLFNHP2dh+4kYIzUxS5JiJbqXQzRReJQ/NTNIWO4xXzaMzcYI8WxWiINIRP44qOhhMteGQvShkRHna4ofoiB/HKfvH1HYeC4YVRxJdgIBLqRjWFh5/fJqSc9nhsuG4gvqb5yAIGVaZokjkFfiYPb+MuplF1NQX4vU6kJXMZ5KUMZaidF5k/Fy5Q9M0MUwLQzfQ0gaplEZPV5B3t53m3a2n6O0KTTk/NBxK8PQvdlJVm0dRSWBM49XZOsDzT+7E5lCpmVlE/dxSXn5qD309Ye57dDm6ZvD6cwewLItVG2dxdF8L6bTO7Q8swpflZMtLRxjoDXP3x5ez863jdLYNMtQf4bO/dxtvvnCQRCxFLJrkd37/9lFMvng8xW+e3HlJTEmHU2Xh0ioeeGQpxWXZ2OzK8PkUR7k0rOHzaBoZJZ5zOXyGbqLrJrFokp6uIImERiBnfIWky4FpWvzq8R1TXjUJAvj8Lh7+5ArWbZyFx+vAZlMmVLE5N0HI5KzGObCnmRee2cfZM33j3huNJ7v4P3/zDNFo6qpUALpa0HWTZ3+1i2d/eXlGU5JEVJtMSVk28xdXUDezmNKKHJxOFUnO3BeiIAw/X5nCAIZhoWs6wcE4nR2DnD3Tx9mmXppOdxOPpdF1A103uMS56vsalmWRTum8+Mw+Xn7uwJQmFaIocOd9C7n3I4uvWN/7Zobf1sCZ0E8YSh7EZ5tJkfsOwCLPsZrWyDOUeO6mL/EugiBT6fsEXbHXMK0kpZ57cCkZsYpgujtTxUfyM5TuRDPjRPUBmmP7mOW7FVV0kGMrZyDVhmYmKXY2MJTuQjdT9KdaEdKQNGIsDjzAULqbmb71tMQOkGermtIq329bSEvohwhI5yulMH448rpEZV1uG/kFfsoqc5i3sII5C8opKcseFXifqgtDQiSz3s3837Is8gp8zFlQzqO/s4Z3t5zk+d/s4+SxTnR98pv75LEOtr55ggc/vhxlDJdtOqVRXpOP3aGSTKTJynazauMsjh1opawqj3deOcKa22bTfrYfQRCYt6yKYwdaMc1MTEqSRW57cBGKImGzK8xbUsnLT+/FMAx8ficzZhXzytN7GaV7Bux9t4nO9sEpnRMEqKzO49HPrmXl2hnIU1JNGn/2a1kWVbXXRiLw8P4Wjh+dGvlGEARmzi7m81/bSMOcknFX5mPtJysSbkXC5bZRWJzFrXfM5fWXDvHcr/fQ0tx30YQkw1S9uXI3DcNk+9vH+eXj24nHLy0v025XKKvMZenKGlbfMpOyipyLlI4mOpeWZVFUEqBhbsnINl0zaD7Ty4mjHRw73E57az+9PWHCwfhNNdm4FjBNi7dePcoT/7GF1BRc+ZIssnJtHZ/6/PoPfNpJwL6IgH3RqG0ef6a61srC/wDAq2ZE1n3qTApdG0fanYtXuuQsPEo2kiAT1QYpctXRm2wiYYTxqwV0JU7QFjuEZRn41AI64kfpT7ZQ415GiXMWaTNJTM8U6ci2leJRcvHI2aTMKHZp/Mm/aWWuZZZ9IXY5D80IIYkOarJ+D0kYX//8mhrOkrJs5i0sZ+acUmbMLKSkLPuquysufPjdbjsb75xHw7xSfvXEDl578fAwPX58aJrBu1tPseH22eTm+y76vLQqj5YzvTSd7Ka4PPui7zTNjEauza6gaTqvP3eEZevq8PqdDPZFCA5G6esK4ptZRHlNPkf3txAJJfD6XRSWBGg61U0yqY06pq4bHDnYMmURgLx8H1/9xmZmzy+7Kjmq1yoOY1kWO945OeUYYkGRn8999dYrig2d289mV7jj3gXUzSrh6Z+/y1uvHr0k5arrDcuy6OkK8ZsndzPQH53yfoIAZRW5bLpzHqvW143rSZn8OBfvo6gyM2YWMWNmEXc/uJjuriGaTvfQeLKbwwdakeX3J2FwMliWxZ53z/DD7705JaMpCDBzdgmfeGwtPr/jAxnXvBBX4/fV+9YiCwoWFqalo4pOXHIWsmhDANxyNgFbCXVqpl2WWkTSjCEJMuWu+cT0QZyyHwEBr5KLLKhUuZciTVJEpCn4XXQzDOf9mnTHMrU7a7P+EEkYW5P9qhtOSZKorS/ktrvmMX9xJTm5nuue9lFYlMWnv7Ae07B45fkDk7o7Tx7vpKNtkJy8ixPiBQFy8nzY7ApVdRnSwIWz65qZhThddty+jAtxxYaZIzN7QzeIx9J0tQ9RVVeI02UjK9vNRz67GlEUcPud+LPdPPDJlaO+d2ggRktz/5REDmRZ5LNfuuWqGc1rieBQjMaT3VNendz/yFJmzS27aveOKIpU1eTxha9vIpDj4cmfbLtpV0qmafHcr3dz/MjUU2MEARYvr+FzX9lASXnONc1VFkWBouIARcUBlq6sJTgYIxFP35TiB1eCC5ntU007ycn18vmv3kpF1fgFzKdxHoIg4BhjVehRMgxkw9KpcC3ELrmRxYzL2yvmUu9dg0PyIYvqMKFoNFRp8opZec4NmFaacPooMa2ZPOetIytNURjfU3DVn6x5C8v5h+98FkWVpuxau9oQhAzr8uOfXc3JYx2cmYT9pmsGe3c1MXdh+RiGUxgu5J1ZWVqmxbEDLbg9mZlIcXnm4maRUdnPzvOOtC2pyOGuR5bicKrIikQg18OSnBkj31FUGqCwJOui7xzoC9PXc7GW7FhYuLSaxcur3xd6l53tQwwOTG31VFaRw8Y75l71ycC5e+MTj63B0E2e+dWum45FC9B0uoffPr13ygUVbHaFTXfO5XNf3YjTqV7X505VZXLzvZM3fJ/BsizaWwf4f995g9MnxhDvHQNen4Pf+093MnN2ybTRvEoQkXDJWRdt98i5V3xsry1DDB1M7qTY/SAetX5K1+2qGk5BEFBuEkUeQRDIL/SzbtMsmhp7JiUynDjSMWabjPGHkfijCLfcOW/cOOKFbSVZIivb/Z7PLzbM70UwGGdoYPJcQkWVWbqqBo/3/eEO6u8NEwknJ28ILFpWjc1x7WJDNpvCQ48up683xDtvHL+sij/XCslEml8+sX1qKTWAapO57c65fPLz63BdBRLf5eD9cP9dKsKhBD/+/lsc2HN2Su09PgePPraWhUurP5Dn40ZhvHN5Nc+xLHrojr1ENH1qeBAXKHDdMe6q84MZlLgAS1bUTOkEt7X2TymlRRAE7A71mlHLz1WUmUp8MxBwUVqWfdOWt7oQlmURDicmjTlD5r6tayi65vT9rICL+x9ZSn7hxbHtG4VzrsEjB1unvM/seWV89NOryQq4J288jUlhWRbJpMbPf7yVrW+dmNI+iiqzafNcNt05d0yS4TRubuS7NuFRa9HMCJoRRjNCXHE6yvsZRSUBVFWelMofDWfqE97oXCvTMAkNTS0vNTvXQ16B/9p36iohFk1NiZBjt6v4s1zX3P0sCAL1s4rZuHkuj//HlusinD8ZNM1g57bTDE6REOT1OfjdP7jtA+kqvRE4V23mmV/u4sVn9k9J0lAQBJavnsEnHluL2z02mWS874qnNaLJNIZpIksibrsNhyKPTPY1wyAUT5I2DFRJwue0I4viCBs1ntZI6Tp+pwPxPQ+MZVkkNJ1IIoVpWbhtKh6HDc0wGIol0E0TmyzjUGQ0w8TryHBRdMMknEiS1HUcioI4XNTcbcuEAAzTJJRIktR0BATsiozfaR/pUyytEU4kCbic2GR55Dl+7/c6VYWUruNz2LEsho+pIYsiTptKWjfwOmyIgkAslSaWSmNYFrIo4nXYho99dQYJVQxQ4No8SthdmMA8fuANpygISFNg+1lYJBJpnDfI1XUOpmVNuSSUw6nicr8/FJxM05pyLNHuUEZi5Ncaoihyx70LeP43+6ZM/riW6Gof4vCBlimRliRJ5COPrqCsImfaNXiVYJoWW14/xlM/25kRfZkC5swv4yt/eDse7+RklAuhGSYvHjrJWyeaMS0TSRSpK8jl0RXzCLicJDWdl4+c4pUjp0fKnm1sqOGBhQ0j1/uFQyfZeaaN//7AJpzvKTwfTaX58bZ97G/pwuOwsb6ukvsWNvDKkdP8YtchspwOAi4nqiwhSyJ/fMcaTNNkz9l2frx1H7plUZLlpSccZU5JAV9YtwTTNHn7RDMvHDpJUtORBIEcj4s/uXMtDlXBsuCH7+zlF7sO8Z/vXMfmuXUjfX3j+Bme2HEAv9NBtitTBzWt6/z5Pbdwqruff3p1G4Zp4nM6yHLaCSdTfHPzGhyqym/2HePdM20j52luaSEfXzYXt/3qjH+R9CkcchGKNLUJ6AfecMbj6auitnK9YFlMWbFFUWRU2/vjEmbqtE4tjihK4kWz52uJQLaHZStreeGZfdftO8eCZVm0tfbTMsV80oqqXFatnxqZYRpTw9FDbfzk399maHBqK/7qGQU89pUNBHIu3U0uiQKLKkpYWFGM12HjbN8Q335zJ6tqywm4nJzo6uXpvUf5nTWLqS/I5WhHD//6xg7mlOQzo2ByYkxvOMb+lk4+sWIBc0sLUIZDOs/sP86SylI+uWI+fZEY//2Z15lXlskYiKY0frPvGDOL83lo0SzahkL835e3opuZMamxZ4Cf7TzIp1YuoKEoD8M06Y3ERirIpHSd3c3tLK0qYV9LJxsaqnGoGYP+7L7jLCgr4rOrFzEQjfM3z75BTX4mxe+FQyfwOmx8feNKkprOP726nXO8QEUSWVFTzuoZFbjtKsc7+/j+27vY2FB9xYbTsgyi2hlaw4/jVMpQpRwEJHy2WbiUKgRh7EWXeP4AFqZlYFg6hqlhWgamZZAyYqTNBJZlYlgalmWim2kMSydtJtDN1LAajUnKiKOZSSzLJD38WjfTI8c1LRPD0q9rjc6De89OyQUnCAIO502g7nEJBkaSxRvuWp4qRFFAUaZm5LW0jm6Y102ZRhBg1S31CDc4nUfTDI4ebJtagr0ksHJdHQWF/mnDeRVgWZlSbf/2Dy9NuXRfXoGPTz62lrqG4su6BpIoUpHjpzTgQxJEDrR1EU+lsStypvpKdz9ZTgeLyovI97lZW1dJltPBzqappShphp5h9wd8ZLudeB0ZN3JdfjbHO3tp6hvE57AxsyhvZJ9EOk13KMKyqhIK/R7mFOdTm58zEu470dWHMVy/tCcUpT8SRxJEwonM6nz32XZ0w+Qji+dwqqd/ZDvAjIIcTnT1caZ3AI/dRkNxRmTFAtqHQtQV5lIS8FGZm8XauoqR/RRJoio3i+IsL5YFB1o70Q0TRbrysc/CIJZuIm0MoJlhdDNEUu+gcehfMKzxiYyjRrK+1Bm64ycQBIlCRz0JI0xn/Cg2yU2tZzVt8YOUOudxKvw2efZaDg39liLnLBp8m0gYIQ4HX6TAUU+erYpDweexS140M0GZayExfYhcWyW9yUaqPMtRxkksvZqIRhK88vyBqcULczw3RY3OYTnbKUHgQq2hmxsZUpWCKAqTuiGjkeQw+3a0mtK1RHFJgPwC3w2td5pO6+zbPTUN1Nz8jFrWzVqg4P0Ey7LobB/ku//0Cs2NUxNud3vsfOKxtaxcV3fZExfLsuiPxHl631G2nW4h4HLwe5tWUZufgzkcv3Sq6oj3RZZEXDaVcGJqzPRzT9l7e/fVjSt44dBJnjtwnIFonMaeATY0ZDRdDctCN0zU4fihIkvYL5jwJjWdpr4hvvvWLiRRxLIsjrT38Meb13DfggZePHiKNXUVLCgvIs/j4vXjjTy6fD4AX96wjBcOneL5gycYiCZo7B1gZU1Z5ntNC2m44pYoCGS7ztcrtSyLzmCEp/ce5d2mVor8Xr65eS2F/iuXAxVQyL+gkLVLyZyHI/3/BaZayNq0DNrih6jzrsOnFtE6tB+75EUWVeJGEBMTCwsL8KlF5DvqqPGsQpWcDKRbybfPoMq9nKQRJs9eC1j0JTMDgcn1FYxOp3RefeHQlGsrVtXkT8/cryEEQcDrywj3T8YYNk2LlqZelq+qvS6GQRAEHA6VkrLsG2o4w8E4bWf7p9S2oMg/fc9eBZyrPPOzH27l4N6WKU1aFUXivoeXsmnz3Cs6/6Zl8eaJMxxs6+JL65eysKIIu3JeSjTgcjAQjaENe6CiyRR9kRibZtVe9ncC2BWFBxfN5sFFszFMk79/8R3kYaOlSBI2WSYUT2bIRymNYDyBz5FxiQZcDspz/Pyfj92F32lnMBrnM//+S4qzvLQNBjnd089jaxdhV2RW1JTx8pHTfGTxHFRZQpVl7l/YwP0LGzBNi398ZVtmVTxGHy88rZph8sKhkzT3DfKHt61mdnE+til6rybDueuXZV+MKmWPvC90bZ6wkPUoB64gSGTbykkYYQwrjVfJJ2VE6YwfQRAkwuluOhPHCGndgEXSiGABhqkR0wYIad0MpduwSx5skouUER3OgxTpThynN3kG3Upf88Klum6wY8tJfvXEjikH+OctqpgehK4xAtnuKZOZ9u9uvq6SeKpNJifvxjJTm8/0TknUX5REqmcUXDIZZRoXw7Lgl09s561Xj05J21oUBW69Yw73P7JkSqTDqXy/KAiosszhth5eOXKaoVgCQRCYU1KAZhg8sX0/+1s6+cGWPciiyKrachJpjd5wjHAiRULT6AlH6AlFMYaN7FAszkAkTlo36I/E6ApGRoxhKJ7kR1v3svdsB9tOt7CruZ3irIxqmtuu0lCcx9N7j7CrqZ3fHjzB/paukWXrvLJCnKrCf2zZzf6WTn60dR85bhdzSgrYc7aDPK+bsmw/AGvrKukJRTnemVnFR5Ip/t87e9nT3M72xha2N7ZQkuWf9BwJQmYyLYkisiiyv6WTV4+cJpq6NP3mieC3zUcRz/cl27ESgSkqBwkIBNRSSpxzEBCocC/FpxZgE90oogOPkosi2FgUeBBJUCh2zsImuTJuOMmNrMvoVhoBEYfkx1QsKtxLUEUXC7MeJKoPELCVIk4gMH4lMAyT4FCM1144xE//3ztTZqdmZbuZv6jifaG+835GSVk2gRwPvT3hSdseOdjKyeOdLFhceR16lsnDu9FycSePdU6pnSKLzJl/scrVNAArs1qbyrlJpzPVTp7+xa4pTdJEUWDpqloe/Z01eH3OKz7/oiCwaXYtsbTG99/ehWlazCktYEF5EQAVOVn82T238ONt+/mnV7ZRlRfgrx+6Db/Tzp7mDn767gGOdfYSSab4z798Ca/Dzv96+A6y3U6eO3CCV46c5kzvIH/7wtvYFYX19ZV8cf1SdMMgGE/yvbd2AXD3vHrunFsHgF2W+cSK+fx0x0G+8+ZO5pcVjvQHIN/r5i/vu5Ufbt3DP72yjdJsP391/62IgkB/JMYdc2agiJnxPdfjYm1dJae6B5hXVoRuGESTKb7/9m4sy+KOOTO4d2FGuacky0fAdX4i6LbbKMnyjRjLBxY18Os9R/mX13cgAAsrillWXXpF5/9ChFKHcSrlqJIfgLOhH1Lm/fi4Qu+jDKdD8oFq4VKyR7ZlXK6QNhNk2yoIqCXYpAyDzDksgyQKMoXOWeTYq7GJGUMqCTK59koMU8MmubBJLrzqtam4YVkW4VCCPe828vpLh9m/u3nKSjCCAMtX1Y6pUzuNq4ucPC9llbmcPN6JNUmc0zQtfvb/3qGiKve6JPZLooDdfmPJYWebeqfUTpKla1a95v2O/r4I+3c3M2teKTbb+CsGXTN4951TPPn41BWaqmcU8OkvrKeg6GL5t8uBIAgEXA4eW7OIx9YsGvPz6rxs/tsDGy/6bElVCYsri3l2/3HeOtHMXz+4cRTD9NOrFnLLzGp+sGUPn1wxf4S9CpDtcfH7t60at08FPg/fuGM1AIZp8r9f2DISMBUEgeIsL39+z4aL9v3yhuUXHeuPN68ZeZ/lcvL1TSvH/N5v3rl21H5LKktYUnm+Mk+e182XNywbc98rwUDiXQL2ZQwktjOU3INNzhnevo1S7yPj7nfe1yBktP/y7DVjNlQEOwX2Gaji+Vl5rr0aRcyQfCRBxi65R4xPtq0ct5w9pvju1cC5AtLxWIp33jjO3/23p/nOP77CnnfPXJJ8Wm6+j1W3zHzf5EO+nyFJIqtvqZ8yCevo4XZ+8+QuEvH0NWdiC6KIot44oo1lWfR2T02f2OmykXOV66R+UNDRNsg//q/f8vi/byEcSox531iWReOpbn7y72/TNwXvB2TCDF/42kaqa6/NeHa5KA346AqF2dfSycmuPoZiiZHPst1O7ppXR5brylz6N14W5NrBtDJeSb99AaJgQzOjaGYUk4m9lSMjmIAw7MeeSBfwPTqrN4DTeU7ZIxJOsu3t47zy24O0tfSTTFx6rqaiSGy4fQ4LFldOrzavExYtraa6Nn9KpC0trfObJ3chyxL3fmQJXt+11eS9kdVlUkmN6BR1fIuKs65KfO2DCMuy6O4M8uuf7WDvrjN89ksbmLugDJtdGVG26esJ84//87e0NE8tX9bnd/KFr29izoLy6xbOMS2ThJEkZaYxLQsRAUVUcMp2RM4Xpq8rzGXTrFq+//ZuREHgC+uWsHpGBQAORWZhedEV50R7HTZcNvWmZPCblkncSJIy0lhYiIKIIsg4ZQcikxcZyXFkVt4B+xKyLqgpmjb6ueGFrK8GLMuivy9C0+luDu5tYetbx6+IASkIsGxVLQ9/csW0tuR1hCyLfPLz6/gff/5rYtHJDUUinubxH2yhraWf+z6ylOoZmaLiHzQEh+JTIqcA5OROrzYng66bNJ7s5n/95VNsuGMOd9wzn+oZBfT2hPjXv3+JpimmnThdKg9/cgWr1tdfN01oy7I4FTnLs52v058aAjKLFJfsYGlgLrfkL8cmZOTvXDaVz61dzOfWLr7oOJmQ2ZWZO0kU+eqtK67oGNcKpmVyOHSKF7reZigdBiwEBNyyizW5i1iVswhlEiJqRmLvYg9liedhJGF8L+RNbzh13eDM6R727jzDkQOtNJ7sJjg0eeWQiSCIAktX1vC5r956SdqS07hyCILArDmlbNw8h+ef3jslFqllWbz12lFOHe9i0bIqlq+ewdwF5djs1656yvVGYlhPdCrwf8BqXl5LRKNJnvv1Hk4c7WD9xlm0tfZPOVdWEGDj5nlsvnch9ut4r1lYPNn2Aoqo8JmKB3DLLhJGgqPhMzzd8Rp+1cfy7HnXrT83K3TL4BetL5BnD3B/5YM4JQcxI87h4Cl+3vo8ftXLfP/MCY9xevD/kjaDCAjDLunM/wUEZmb/l6mRg24GWJaFYZgk4mkO7W/hxWf3c+ZkN5Fw4qqkJ9hsMmtubeBTn1tHQdG06sqNgN2h8MBHl9HROsjeXWemJvhgQWf7ID1dQba8foy8Ah8Ll1Qyf3EltfWFqLaMuMK5v3OhhffL5dXSxqSEqXNwTU/2LgmWZXHqeCctzX2YpoU2hXHkXFHwT31+3Q1J++lM9LG5cC0N3vPVnarcZewfOsr+oWPThpNMHmxfapAN+cup91SNnKdqVxk7Bw9yOHhqUsNZ6v0YpqUTTB0gpp2lwHX7BYWsx/ds3TSG81w5rc72QXZuO82brxyhs31wSmLXU4EoZupz3vvQYu5+aDGqevWU9adxaRAEgcLiLH73D2/nn//uBQ7uPztlBoJhmISCcULBOKdPdPHk49ux2RTKKnMoKcuhsDiLgiI//iwXDqeKokjIsoQkiUiymPlXEhGlc6+FzHtRREtfX5GOC5FOT12K8mZQuHo/YqrsWUEUmD23lK984w68vkszmpZlkTCSdCX7iBtJRASckoNcewCX5MCwDNoTPSiiTKE9F3FYCzWkRehK9FHqLMQp2Znrr+NsrIOWeAcOyQFYxI0kSTONV8mwzHXT4HjkDKZ1sdcmW/VT7MgnYSRpjXdRYM/Br2bylE3LpDvZT8pMU+Io+P/bO+/4Ku/r/r+fcfe+V9LVnkgIJIbYG2wDNth4xivLTuvs0Zk2o82vSX7NL22apBltmrhpluvEjreN7djY2GA2Zk+BAO2tq3H3fcbvjysJhNACCbCtz+vlBD3ze591vuecz/kcDGLyeYprcRojbfQoSZ1es2jCZ/LgNjj6v5WKptAWD9AR60LVVYyiEbfRQarJiygklYSaom1E1CjZ1nSM4mBPXdM1qoI1hNXBqRqHbCPXmoGGTl24CatswW86L0zQEe+iLdZBjjUDWZApdRZxNlhHjb0Rs2QCdEJKhISm4DCMHJmxGpLKRc3h18iwrbs2jawvB7quEwnH2bf7DHt2VrF/9xmaGjvH9Rw2h5mlK6ay9rbZlM/KQRQniRXXGoIgkJufwhe+vI5f/exN9uw4PWpx+wuh6xCNJqg83kjl8cYLjg9GkwGLxYjJlBTDNxhljEYZ2SBhNMgYjBKG/v+XqK1uH8+fOCaMhQl+NdSUNF1D6CVX6CQZ7MIlyBaXWtf3Ie/7kPaRNvrW6ehIgpTUx6b3PAjoaAiCeNmkQ5vdhMlkoKN9dALtQyEn18fHHllJRpZnzJPrjngnz9a/TmVPdf+HXNN1lqfO5aa0xYTVKE/UvkyqycNHcm/HJCW9mhPdZ/jNuef4i+KPU+LI557stTxe/RI/OvU77FLSeMe0OC6DneWpSRKLqqvsaNtPSA1zLtRAU7SVOe4yzJKJCs80Mi1+6iMt/PT0YzyYextLU+b07/d68zbqIy18ruhB3EYnPYkQrzdvY1fHIUyiAQEBVdeYYs/lwdzbMElG4lqCne0HeKN5B6quIQkiqq5hkUz8ZclD2GQrOjpvtOzgTLCWz035MCmmwaU7qq5xsPMkdZFGmqPtnA7WMMNVgtNgZ4o9jwxLKiElwu+qn2eqo4B7c25BIvm8HOg8zosNm/lS8cfIt2Zxb84t/L76JX586rdYeycYUS1GttXPAu/MUd83o+ilPvgcNkN+7xKBbMfdQ3qd18Rw9s2s43GF/bvP8PxTe6g61UxXIDyuZQeiKDBjdi4f+sgSppVn4XBOLCtzEmNHbn4Kn/ubW3jpmb28+PReQsHRKT2NBF1Pehij9TKuNcZCPNHGYGRHg/Z4G/XhakySGZNowiY72BfYjSiILE25gZrwGc6FqohrMWa55rG/czd22cFC33LOhapojNYRV2OsSF0DwLa2zWRZcymxT2Nb+2bQwSJZmeacyeGufSi6QpGtBKtkY0fHFma55mKVrexs34osGii1l5FvG10D+gvh9th48OHlPPqT1+nqDF/WtbBYjTz8mRson507ZpZ1QlN4vuEN9geO8+mi+/GbU9B1nR4ljFEcfYRLEJJeqopKiT2fpSlzkEUJWZDxGJ2kGJPGyCga+Gje7ai6xosNb7KpeQefKLgbq2zBKBpGPf1QdY3t7ft5ufFtHs6/iymOfAQgosaIqLH+CdC5UD1/qNnI8pR5rEidj0GUiWkJ2uOdyMLoJ3OyIHFb5ioSmsLewBEazj7DA7m3kmFOxSAaMIkGQkRGPE7yOplJ6AlmuEqY5y3vZ9V6jW68xtE3qE+33Uwgto+40j5sdUn/bxj1kccJfbWXJ4818ORj2zlysGbUfRpHA0EAp8tKUbGfDffMY86CIswWw6TBvE4hCAKpaU4e+uQNLFpWwq9/vpmqymaCPZGr1h3leoDBMPr+o+MtRRhXYxzo3EuBvZg57gUc6NxDuWs2TZF6qkNVdCe6mOWay/7OPVglG35zJlmWXCQkwkqICvcCdrW/g6IrBOLtpFuyKHPOpCnaiF1yUmgv5kjXAUyiiWnOGZzuOUlIDRJItFPqKCPHms+5UBUpxqT2bkS9PKMXjSZYfsM0YrEEv/nFW3SP0XhaLEb+7HM3sWTF1MuKStWEGzjUeZK16UuZ4Tov/u6/jAfZKBpIN6cSiHdhkUxYJAsugx2bfF6xSBAErHLSGzVLyYbPToO919MdPboSPezpOESFZzrzvTP7veALnRgdnW1t7+I1uliVtpB08/kesNmWsYlxJJXmTJglE1Yp2QDbIdtGFVq9GBbJTJrJR1xPYJUsmCQjLoMDmzQ2J0kSrVikTBQtiEF04TRNH73k3kRDUVSqKpt4feMhNr1ykHB4/LQGRTGZN5s+I4fFK6Yyd2Ehlvdh2cL7EYIgIMkC08qz+cZ372P3tlPsfKeSo4dqR12g/l6HYQw594noLysKSY9GQMAgGulMBAipIVxGN6AjiTKWXnlNERHpgj6FkiBjkaxoukpYDRFVwoSVMLqu9XoABkyiGQ2NN5tfpcheQoY5i2PdhxEQiGlR8myFtMSaqQ5XMd05+hDbhQiHY8gGiTXrZtLTHeHxX20dffN0s4Hb7p7L2vUzLzuV05UIElTCmEQTZ0K1A9YZRBm/OaX/75FsqY6OUZQ5E6zlqbo/Acn8313Za8g0p42rIxBTY7THO8mypFMTbugPqwNIgkiKyYtFMlEfacYoGmmPBwirAz1Cj9GJ1+getzGNFjo6JsnIgcDx3ryrhtfo4kM5N5NiHH2ovTO6n6bQK5ikNLq1Y3TFj1Lo+nMErmGoto8p+8rz+3nx6T3UVrePKaczHERJoHCKn1VryplZkUdOXgpWm3HSw3wPQhAE7HYzN6wtZ+7CIqrPtnLkQA17d1Zx8lj9ZeVA3yswmw2jDg12XWE51sUQBIEcax5ZlhxiWpQS+zRqwufwGVPIsuRiEs1YJRt51gIs0nmvQBYNZFqysUgW8m1FGEUTcTVGINFBW7wFr9EHApgkC1mWXAyCgemumQgkiSgxLUo0FibdnEWKKQ2XwUWJfRpZlpzLen+VuEoioWK1Grnj3gV0d4Z55g+7RrVvUUk66++cc0U1wr08bp6r3zSIFOM3+/izgnuwycl2WTEt3ttnajD0Xrbolta9bMi8gQXembTHu/jtuefY1Lydj+XdMeY8cOQSRJwLRy4gsLV1L/sDxwascRhs3JezjnJXMQIClT1n+HnVEwPOLwkia9OXsS7jvGyeoiuo+pW/rxE1lpxkXOLn6rpOTaiRPR2HuT9nPeWuEpqjbfzP2afY0rqHu7PWjvo8nbH9ZNg34DZVoOoRjrV/C02PX7scZ1/bnt8++javvrj/ynNOApiMMja7iTkLili9biZFJenYbKbJ3oTvEwiCgMttZcbsXKaVZ3P7h+bTGQixf88Zjh6qpfJEIz1dEZSEiqJoKIo6bhOxawWXxzpqNaD2KyS/XAwREYtkJduSByQ/o9Odzn7vMsuSm2z6YCuiR+mmOdZIjjUfg2DoX1dgK0JAZJpzBrlqAR6DD0mQcMguBJKGOXncmWi6hiRIzPMsRtETuAweRESK7cnSAWkM+bILoQPhUAyr1YjVauSBh5bR0xPlzVcPj/h8nK1qZuubx7n9Q/OxWC9v4u01unEa7KxMXdBL4BFQdZUXG97keHfVADNZF2kipsX7w6o9iRCyIGKUkga3M96Dpuvk27LxGF3YZSt+s5facNOYxwVwJliLmpYk9Gi6Tk8ihFk0IAkiFsmE3+RjqqOAu7PWIveybPd0HOr3dpP3OIuYFueh/Lv6vctzoTr+4/T/DuKmtMc6CcS7SetlxPZNEsZq8KvD9Si6gtzbGKQ7EcQgSP0Tk0CiC1mQyLNl4TE6sUpmPEYXNeHG4Q47CJJgJa4GSGhdKFp3byOSocc6oYZT1yHQEeLXP9/MplcOoVyBx9BXTlJU7Gf2vAIWLi0mLd016Vm+jyEIAgZDkvFqd5jJzvWx4Z75qIpGQ30HjfUBmhq6aG4MEOgIEQ7FiEYSxBNK0qgm1H6jOvg/HVXR0C5afq1gtZqxWkeXm2pu6ETXB/YsvBKkmNLwmVIHhOjkCxRX+j52AgIO2cHN/g0YxKRxOb8u+WGzyjassu2S+wJISP2G0WkYSN6Qr7TdYC9/gtRk+YTbY+Ojf7aCSDjOji0nh72/4VCc3/3ybeJxhXseXHRZtbJZljQqPNPY0b6ffFsWToONQLybY92nKXMV4zE6SWjJ0HFtuJFNzTuY5Z6Koqlsa9+H1+TuJ/54jS5EQeBk9xncBgdtsU7qws3kWbOIqXEsshld10noCkElTEgJD1vRdbirknda95JjzaAj3sXxniqWp8zDJJmQBYn53pm81LiZ08Ea0s0pRLUYuzsOUWDLJteagYDAQt9sDnSe4FDnSWa6p6LpGnsDR7DKFmZ5SgecL6rF2NK6B0VXsMlWuhNBpthzsfbmHhVNJaiE6E4EL1lO04ezoTreaN5BqbOQuJZgV/tBUk0+3IakelaK0U1CV6jsOYtZNNIYbaUl2s4cTxlxLdGfrx0JftsaznX9mo7oTlQ9Sop1BZIw9DMwoYYzHk/w8nP7ePv1o5dtNGVZZOr0LOYvnkL5rBwKi9OxOyYLwD/IkGSRnLwUcvIuzBklNYzDoTjxWIJEQiURV0j0eqWqqqIqWtJD7f23eoG3qigaRw5U8+ZrR1BHoWY03hCEpJTeaPRTO9qDBHsiOF3WcTn3hQZz5G0lTNL1Gdnp8zgvREaWh4c+uYpAe5Cjh2ovvWMvEnGVPz62HVXVuOfBRWO+vrIosz5jFaqu8Xj1i2hoaOhMtRdws38ZZsnUbzhXps6nNtzA3o7DxLQ4FsnEh7Jv6SfIpJg83J55I7s7DnGo6yRtsQB1kWaiapznGjbxYO5tABzuPMkrTVuoj7QMGxpdm76Ube376G4KEtPiTLHlsTRlTr/ntsA3g5Aa4aWGN0noCho6fpOPu7LW4DY6e6MGGdyZtYY3W3awo/0AOhp22caDObeSaU4bcL4ZrhJyrZk8X/8G3YnkOT875cOU2PMBqI008kTNyzRH2y5Zz9k/bv9SjvdU8U7bu8S0GA7ZzvqMFf0h7xxrBuvSV7C9bT872w/QHG2nMdKCLMo4DXbuyLppVPdO1SN4zHOJKA3Iog1JSJbWDDU3nTDDqes6p0408swTO0fdF7MPgiBgthiYMTuXDffMo6gkA5fLgjwG5uEkPlgQBAGTyTBsK6mRIIoCb286hnoJ7cqrgZz8FN7dPbIcnKKo1Fa3UzZzfAzn+wY6hEODP8K5BSl88cvr+fbX/kh9bcewh4jFFJ59YhfxuMKDDy0bcwmbx+Dkvpz1dPm7SegKspD8gFslc6/erJU/L/gQZsmEpmv0KCHQk6xYj/F8I3WjZOCGtIXM8ZQRVWNoFzyTJvG8F1XiKCDV7AWSIfeLc6u51gy+Pu0z+EwelqbMIaxEEQURu2zFfkFkwC7buDl9GQu9M4lpCcQ+pqts648WGEUDC7wzKXUWElaS5CCrbMFlOK+dLCBwW8YqNHQcsq3X84sjCuKA8pB0cyofydvQH8K9uN7TbXDy2aIHscs2EnqCoJJkSFskc7+3CWCRzaxNX8pC7yyiWrxXe5b+bUeLnvgp2iPbsciZJFSVhNqN17KAoUzkhBnOWEzhNz9/a9QdHyBJ9PGnu6mYX8D6O+ZQWOxHksRJYzmJDwSKSzNH3ghQEhpHD9ZQNnP8Gvm+XxAKDp6kC4JAQVEaf/31DfzH91/l7OmWYevFo5EEz/5hF5FQnIc+vWpM/WAFQUiWj1hSL7k+yVI9byT6VIAGHae3G8qlBAQuPJfDkCzjaIsF6Ix3DyIcmSQjGZakN5isbRx67EbRQJrZN/QGgCxKeI2uIWskBUHoVygCSOs16hfDIpnIsWbQnQjSHG0bFK6VRemCsZgHGOcB50PAKBr7Jw+Xi6jSiNs0C6shj77cpsjQkZUJk9A5tO8cJ4/Xj3p7j9fG+jvm8jf/cDtf/PJ6SqZlIsuTHuYkPjgoKhldPZyqqpw83kAiMb71nO916OiEw5cW0BBEgekzcvjUF9dQUJR2yW0uhKbpvPLifn7zi7doaR5dn9RriZ3tB/hZ1e+JqOMjIHK1cCpYzU9P/y+tseEjARMNs5xOILqPQHQPgeheAtG9aAwd+p4Qj1NVNd556zixUdZQpWe6+dxf3cKMilysNtOksRwj+pp69123gf/u/R+Bgcv6WG6C0N+n8MJZeN/ypFaw3k9GGXzcvmLs82Ohlz5+8bH7/r5wzL1nu2D/8+MdsLxPs1gQ+seRPMb5cYhi73j7xzXwnKO9jtcKKakOUtOctLYMX7uq61Bf00F9bQf5hSMbgQ8MdIiEhjYckiQya24+X/y79fzL/3l2RGlPXdN5feNB4nGFhz99A6lpzuv227TYV0GpoxCLODbxg2uNEns+X5jykWE966uBSKIOu6EIp7m8NzQt9BPeLoUJMZzNjZ2cq2odVbeH7FwfX//neygo8l/TRsLvZUQjcf75H5/hngcXEe/N0fzTv95Pc0OA5/64h/bWbsxmIw99+gZamrp4beMBZINEOBRn/R0VVMwvpKkhwM9++Cf8GW5amrq4YW05K2+azpuvH2HHlkpqzrZSVOLnrvsX4Uux88wTu2isC+DPcGGxmbjz3gWcPFbPplcOEQnHSUt38em/WIvRKLNn52me/N12Hvj4MuYuLAJ0jhyo4fk/7kGSRVxuK/mFqdy8oYLHf72Vk0frycrx0tUZ4cGHl1Ff28HrGw+gajpZ2V4+9JHF+FIcdLQH+f2v36G1pYt5i6aw/o45/O7RtzlT1UxWjpeqk018898eGJUQhq7roy5rOd99ZXxhMhmYNS+fTS8fGnHbxoYARw/VkpufOvneXIDQMIYTksZz+oxsvvrtu/n3776U/E4NM1lKJFTeePUwoZ4on/ubW/Cnu8d5xOMDn8mNz+S+1sMYM/pCzdcaftsaWsJv0Bp+q3eJgNM4HYZgek+Y4Qx0jFykbXeYefDhZeQXpk2+/FeA9rYgoiDQ2tRFQ32A3IJUzlW1sPHZd1m0vIQlK6YSCsYwGKVe1qbAp764hrqadv704gGKSzNRFI1QMMb9H1sKAvz4XzZSPjuX1bfMpGxGDk8+to2HPnUDTpeVrZuPYzTK/P0/3cmBd8/xzlvHiYRjPPnYdr7wN+vIL0oj0BFCkkQScYUtm46xak0Zx4/UMaMiF1mWOF3ZxIzZudxyewX/+6utdHdHiMcU3t1ZxTe/9wCJhMI//d0T6LpO+awcKuYXcK6qhRef3ktnRwhfioOas60YjDJf+ebdWCxGeroj7Ntdxbd/8GECHUG+s/PpUXuQmqYTDsdH1Y2nr8PKeMNgkJg5O483/3QYTR1+HJFwnHd3VrFkRSmeyf6cQNITv5hVeykIgsDU6Zl87q9v4dGfbOLUiYZhlXx0TWfH1kp04JHPryYnL+U9065uEqODKJjwmhddtOwqS+51BsKEgiOTgopLM5hZkXfVOqu/X1F5vIHCYj/RaIK2lm7mLCjkdGUTgUCIdzYfZ++O0wAsXFaCruukpDmw2kx4vHZESSDay3q2O814fDY0TcdiMxHsiZKa5hxwrmT7tygerw2zxUhKqgOz2Ug4HKepoZPn/7gbSErIrb9zDrGYgixLzF1QxMvP76O5sYucPB/TyrLYuvk4v//NO9TXtlNcmkEioSAIQm8ZgE5KavLc0WiCpx7fgdFkYNmqUjKyk2EdVdWTiju9XzGL1ciK1WX88bHtSLI4JjZ3IqHQ0TY6YQFJlhAn4JkVRIG8wlTS/C6aGjpH3H7/3rNUVTYxd2HhdRtCvLrQCYdGd89FUWTG7Fw++1c384PvvEjtubYR99mz/TS6pvPnn7+JvILUa3rNL54QTt7/K0N37ChtkXcwSakIvXXGNmMh0hDh2gmxWOFwjFhseIUgQYD8wjRS/c5ht5vEyDhxtJ458wtob+vBZk8KBQTagxRN8TN/8RRuvWsukiSiqhoCUHOujfqadk6fbESWJRy9PQfbW3uoqmzi9Mkm4tEEKakOEgmVYE+03xMTRQF/uovG+gD1te2cPN5AKBTF7bYyfUY2y2+czi23V9BQ24Eoiry7s4p5i4pI9Ttxe2xUVTah6zpZuT5W3FTGihunUzItE/sFBed934A+43R4fzUmk4FVq8vIyU9FEkUSCTUpeBCN09kZJhSMIUkiC5cUs/zG6SxYXExWtnfUk7JoOEF9zchtxURRwG43TUiERBAEsnN9TJ8xOrZsKBjj8V9tJRp5b3SAmWjo+sih2gshismw7Vf+6S7yC0fWf1VVjT07TvPjf9lIzdm2q5IPHyrv3toR5LlNh/jNs7uI9H5rLzdH37df375D/T2WbS9ePtZzDrVspOtyuQgr1fisS8mw30q6bR3ptnWIV1vkXVW1EUNNsizhclsne2OOAzxeG1PLsmhp7sJmM+NNsZOT52PW3AI2vXyQY4drKZjip2JeAQffPYfRKPPW60dJJFTuuHdBfw7QYJA48O452lq6+egjK7E7zNTXdvD2G0fJzvH1d/CYPiOH9tYenntyNw6XFbfHhiSLPPTJVfxp40HCoRgbPjQfj9eGL8VOaVkWsiwxe14+1WdaUdWkWMGh/edoqAuQmuZk4dJiDAaJWXPz+3/X9BnZWG0m5iwo5JUX9vP073eSkupg/Z1zCPZE2b39FLXV7cRjCqVlWaxeN5POzhBb3jiGqurcds88DKOQYdR1vb8x9kiQDRJuj23CZvgOp4W5CwrZvf0UwZ6RozZHD9fy/FN7uPuBhZMNrmFIVu1QEASBKVPT+cuv3sbPf/QaJ4/VDxuu1zSdIwdr+ddvPcdffuU2ikrSJ2QSpes67YEQLR09GGSJ7HQPXcEIXpeV5rYe/CkO7lw9kz9tPU5NQwc2i4muYASn3UJ6ioPG1m5aO3rIy/QRCsfwpzhp7ejBaJCxWY3UNnaiahr5WT5UVaWhpRtBgCl5qTS39dDZE6YkP41wJEFDSyeiKFCUm0p9UyeRWAJV1Sgt9FPdGCAWSyBJIgXZPhKKyqlzrWSkOonGFELRGC57shbW47TQ1NqNzZqceNY3dSLLEhlpziThrakTesdgNMjUNgaIxhJk+d1UN3QgiQIF2T6iMYXG1i4kSaQkf3wE781yFvXdT2OUvQiIgECp9ytIwqUbmU/ImybLEpIsjky0mIwujAsefHg5AKvXzepftmpNOQD3fnRJ/7JkU+EkIevjn1o16Dgenz2Z47wA2bk+Hvn86gHLLFYja2+bzdrbZnPmdDOvbTwIQFaujz/77I0Dtr15Q0X/v4uK0ykqTgfAl+Lg3o8s4WI8/OkbgOQH7UMfXty//MO9v7F/rF47Dz68nONH6lhx43SMpuSjPGN2HjNm5w067kg4tP/cqBogG41yfwh5olAxv4CsHC8njzWMuK2u6bzwx91k53iT7bA+4GmPxGW0XBMEgdKyTD71pTX85w9eHdUE6vTJRv7j+6/wyOdXM31mzrgbz0gswf7jtZhMBs7WtjOvXKWuKcCCmfls23eGtctK8TitiKJAWyDEiTMtZKQ6MRkMaJpOKBznxTeP8On7l7J1bxU3LS5h694qUjw2Zk/P4VR1C53dEXLSPSiqRldPmC17q3jk3iUcOF6HzWqkMDuF/cdq0dGpa+pEFEUOHq8jxWNn274zfPqBpew/Wkt6ipPDlQ08cNtcztW1c6q6FU3XqWsMkOKxU3m2hWhUYfn8It7YUUlRbgrxhEJDSxdGg0w05qcnFKWprZu2QAify4bNauTgiTr8Pif+FCcHT9RjsxjJSHWx71gtoihQ2xDA47SS5rt0jedYEFOa8FmW4jbPoi8QO5TAO0xQqNZiMY44+00kVNpbe65Iv3YSY4coCsiGwbddEIQh71mgPchLz+y9JPEiqScrjotw6ljDL+mZbpasnIrBeGUScOFQjOef2jOqbc1mA1m5V1ZsPRJ8qQ7W3zFn1GHm9rYefv3zzRzcV42mvbfF7q8Ulxu+E0WR6eXZ/PXXN5BXmDripF7XkymS//jBK5w4WjcqUtlYEI+rxOIKZVMy8DitdHSFSShJPeVktdf5cqzuYJRzde0crmzgrd2VhKNxivNSSfXYyfS7EUWBhKqh9j4bNouRwmwfuRkeXA4ziqJxrKqZZXOKkCQRURQoLUxHkkQ6eyJMK0rH73MSiSWYPiWD7mCUnlCUaEzBYTNRVpyBx2UFHbqCUabkpmIyyDjsZqYVpSMKIuFoPCl3qamATnFBGmm+pGesqBplxZlYLSZa2oNouk48oWI2GSgt9ONxWsjN8FCQ7cNklOkJRZk+JYMUr532zvHpFOQ2zyGhtdMQfJ764DM0BJ9F04dOgUyI4fT67Dicl3ZxL8SpE43U13Vc9do5XddJJJRrWrN3rbBwaTEPPrR80PLsXC9//093XnIft9fG+jvnYrEOnoHlF6byic/chHMU93s4qKrG2aoW2lp6Ri22LkkiVuuV1f3GogmefGw7daPIb0KySXp27vDqKlcKQRC48ZYZlJZnjWp7XU/mrf/t28+z851TE9Kv84MAQUy2KPz7/3MXZTNG9iI1Taeqspnv/MPTHN5fPa4axzarEY/Lxp5D1XQFI+RleqltDLDvWC2qomK3mThb30FXMEJ+lpeSgjQKs32keu04bAOl5rxuK4dPNtDZHcHQKyrT1NaDxZzM4UVjCWwWI6Io0B4IUtsY4OipBlRVIy/Ty57DNTS3dVOcm4rZbMDlMFOYk4LRIGG3mZAkEY/TSjSeoKm1m1PVLQiiQHdPlP3H6jAaJApzfBw73Ug4HCehaLgdFixmI9l+Fy6HGYvZgM1iJD/Lg9kk09qRHMfhygbCkQSd3WFMRhmTUSYrzc2eQ9W0dQQpzEm51OUb+/U2FFLo/iyl3q8yzfs18l2fuPqsWn+mG7fXRmN9YNjtzpxq5q3Xj/Lgw8uuSn5G13Ua6gIcOVhDZyDEhrvnYbW9twqGrwTnO8dfet1QBkgQhCEdyuHWjQV1Ne3827dfwO2xMndBITPn5PdLLk4U4jGFt984yqsv7h8xJ9+Hslk5V+WZMRplHvj4Mn74nRdHFUIGaG3p5of/70Vuv2c+q9fNJD3DjTBBZV66rpOIK5w+2YQki0yZmvG+YMcLgkBRsZ9PfWkNv/jJ6xw9OLwwPEBLczc/+teNfPILq5m/aMq4tDc0yBLzZ+TS1hHE7bTSFYySl+UlL9PLkooCZEnCbjWRne7Gn+KkMCeF1o4gaT4HBlmi8lwLSu8EdPm8KURjCZZUFGAwyJiNMhlpTsxGQ5KQluFhZW+qw2I2Jj1IpzVZHjU1k8w0FzaLEYvZQHqKE1kUmTcjD5NRZrbNhNloYElFAUajzLSidMKROBkpTvIzvXR0hfD7nCQUlVAkzuKKQhDAaUt6o9OK/KR67MlweaGfmVOz8LqtQNLr9fscyLJIdoYHl8OCJInMnp5NW0cQh82McZxaSXZEduI0lWGWk+pddd1PUeB+BFm4tB70hFirlFQnefmpnDhaP6wIQjyu8MJTu7E7zNx573zEcdSlvdCbjEYTHNlfw/atJzlxtJ7mxk4SCZWZFXmUlmVNUrmvMVRVY+c7ldSca+X0SYXDB2pI8zspmZbJytVlzJidO8BYXen96mus/trGA/z+N+8QaB9duEcQBJasLB15w3GAIAjMnJPHmltn8czvd466iXdXIMyTj23n3V1VrLt9DitXT8dkPj9zvtxrdyH7sa21h3d3VSWFMc61kZ3r4yvfvOt907VIEAVKy7L4wt+u53vfeo4zp5pH3Ke+pp1Hf/I66LBgafG4TCKMBplMvxtIpljmluXgc9uQ5aSxSPPaMcgiNosJk1EmJ+O8+o7VbGT9qjIA7FYT9ota1hXmpKD0esiyJJKRmtSe1XWdhTPzEUWh/zekX5DTt1mM2LLOpyoMvWNx9LLiy4szUDUNoyFpWqwXEA+tFwmRZFzEFcjq/a0AKR4bC2flIUsSoihQnJdk0/edMyPt0lq5Y0V11+/IdX6UrvhhGkIvIotJ7eDO6AHy3Z8Ycr8JIgeJ3LC2nK2bjxEKDs9y6+mO8qv/epNjh2u56/6F5OSlYLOb+h+OsUDTkrPgSDhOMBil+mwre7afZs/O03QGwiiKOsCQv/L8fkrLRhcOGyvC4RiJ+Njzt4m4QnyEUp7+bRMq3d2Ry7pWo4XFauxn004EdF2nsT7AzncqifdKNMaiCWqr26mraWfLm8fweO0sWDKFRctKyMlLwWozjXlcffnTUDBGQ20HT/9hF9veOj5qgwRQWpZJ2Yzsy/qdlwOz2cDt98yn+kwru7adGnVqIRZNcOxwHadONPLkY9u5YW0Z8xdPwZfqxGJJdpCR5KEnqX3XKhFXiUYTRKOJ/rZcO9+ppKqyiWgkgaIkr11TY4DqMy1Mn5nzvpmECoJA4ZQ0vvLNu/jRdzdy/MjweUxdh7qaDr7/zy/wl1+9jYVLS0bF6B4tTEb5kiQYj9N6yWue5R/esFhMBrhE4KSvB+5YoOs6PYkoHfEQFslIqvnKyTqCIPQbX2CQ4R8vpFiTaass+93E1PO1vIrWPWzT7QmLj86syGXWnHy2bzk54rbxmMLWN4+zb/dZZszOpXx2LpnZHrw+O06XFavViNFkQDZIiL36qYqqEo0kiIRjBHuidAZCtLf20Fgf4GxVC1WVTSOqF+3efoqWpi78Ge5x+tXn8eoL+zm0vwYYWx5V0/RRFWNDktn343/ZOGHhOIC77lvIzIq8CWNA65rO0UO1nDo+mMmo68keiS1NXbz0zLtsfG4fqWlOppSkU1jsJyPLg9tjw+21YbebsViTpDRJFkEHRdGIRGIEu6N0tAepr+3g0P5qDuw9S1dneEzjNJkNrLtjTj9792pAEARS/U4++cXVdHWGOH5k9E0TIDmxqq1u47ePvs0ffrONwmI/ufkpZGZ78fjs2GwmjCYZWZZ6dX414nGVSDhGd1eEttZu6ms7qDnXRnND55CTDE3VeeWF/Ux/n3VrEQSBvIJUPvvXt/DfP93EwXfPjTh56e6K8KPvbuRTX4qz/MbpmM2X3+bu4rGMZtlo1o1m/Vigo3O4s56nq/cRVeN8ZuoqZnrGd4I5URMymyEfAKshB6vh/PMbSlQhDGMeJ+wrIEoiDzy0jJPHG2hv7RnVPqFglJ3vVLJr2ynsDjMutxWH04zZbMRglJF7Z8m6rqOoGvHe2XAoGKO7O0ywJzqmBH1Pd4R33jrBPQ8uGnnjMaLyeAPb3z4x7se9EO1tQXZsrZzQcyxdWdqn2T4hiMUUXtt4gPgoygh0TaelqYuWpi62bzmJ0STjcFpwuixYrSbMZgMGo4QoSYCOqmjEep+Prs4w7e09l03gmDUnj7kLixDG0PR5vJCd6+NTX1rLT7738qjChpdCPK5w4mg9J44mja8kiZgtRoxGqZ9JqWk6iYRKNBIfdYOGPuzfc3bCJqHXEoIgUDw1nc/8xVr+/bsv9V+/4dDVGeZX/7WZRFxh9fpZ7/v6WgGBub48pjrT2Vh3kF+f3sZ35tyNWRqfScPVhK6rKFqQNOtNiMLQXu4E3tFkYfHHHlnJf/9006iKufug6zo93RF6uiMTNzySM/Ld209x49pyPL7R99ybxPjh4L5zHDtUd1n7xmMK7a09o56YXS4ysjzced8CfCkOQEfREqh6DBAwiBY0XSGhRZFEIwbBjI5KQotgEK0ktDDJLi8iBsFMXAsDOqIgIwlG4loyKmIQrUhDCEoLgsC08iz+4u9v5dGfvM7Rw3WjaqAwHFRVIxSMMj5k/qSx2Pb2Ce66f+H7JlzbB0EQKJiSxpe/cSff/+cXODFC2BagraWbR3+6CVXTueW22RjG0Xhquk5IiWEUZYxiMqwaUmLogF1OssxVXSOUiJHQVQQETJKMVTISUROouta/nabrdCUiOGQTkiASUROElYGyhSZJxiYbEQURXdeJqAmiagIBsMkmjJKMWTJglgzclTuH5+sOcrCjloWphf3HUHWNkBLvLUcBgyhhk039cpm6rpPQVcJKHE3XMYoydoMp6STpGiElhqprmEQZSUgKFJgledyetc7oQSTBQiD2LvU9z+IylTHV+xWkIYznhBlOQUjOam9YW06wO8ITv9tGzxiaWl8tnKtq4djhOpasnPq+e+Gvd0SjCZ59Yteoy0+uBZwuC/d/fGmvtymganHOBrcSUtoIxGqY6b2H5shxFD2GTU6hwL6MhvAhKrs3Md19G9WhnVgkF6FEG+WeOznS+TwWyQUIFDlWURveQ0+8iRzbPDKts4YchyiKlJZl8ddf28Cv/mszu7efGrNXOJGIxxX27DjNjWtn4H4fis4n5RC9/MXf38ovfvwaB/aeG/G5DQVj/Ne/v0Y8qnDzhtnjRp7qTkT4f4df5saMUtZklNEY6eT7R19jqiudTxWvIKGpvNF4nFfrjxBW48iCyBRnGp+fegOPndlJdbCN/1txV/JY8QgPbfsl/zLnHkpdGWxtPsXGuoOcDbYRVuNMc2Uwx5fHvXnzcBjMtER7+Hnl29SGOrAbzHy0cBFzfXkXjC1KdyLCrrYzzPHlYeg17LWhAL88tZWWaHdvs28DHy5YxPyUfAASmsozNft4veEYZtnAPF8en5iyDIDnavbzcv0hrLKJLKubuKpQ4vTzYMHCcbmeAO3RHXjNC+iJVzI3/eec6PguOgkumQhmQj3O3m7oFiMb7pmPyWzg8V9vHTWD8WqhMxDi0P5q5iwovGSd4iQmDkpCJTPLy6njjQRH0RTgasPlsfLgw8tZs35W/6QqocdQ9DhFjlWc1F8jonYSUtqwG/wktDBRtYvm6HFKnKtpi50i1VSMqiv0JJoJKx2kmKaQZi6lIXwQk2jHKFhxGjKwyiPXhgqCQHZeCl/48jo2Pufn5efepa1lYr3tseDcmVZOnWxk/uIp13ooEwJBEMgvTOWRL6zm5//+GgfePTfiPom4wuO/3kosluCOe+djs48v8zikxHj8zC48RisP5C8A4GhnA78/u5tPlaygyJFKQlNpjfYgjpBmEASBtZnTuSmjlF+c2kJNqJ1vzboTg3iehHeks57qYBt/X74Oj8mGTR5oWF5tOEKBPYVzoXZaot1kWZNMX6fBzL3580gx2REQeKbmXX53Zke/4Qypcd5qOsm67HJW+qf2epWgofNi3UFWZ0zjtuxZVPW08t0jL1PiHF3T99FDQ9NjCIjE1Q7MUvqw/TivSsLGYjWy/o45fPkf76S0POu6qveSZImGug4iY9S4HAl2hwWTyZAkXkjiZBuiS8BmN/Fnn7uRb33/AdbdUYHTZbku2ssJokBuQQpf+rtbufXOOcjy+edVFoyISDRGDtMRO4dZdGIUrei6QnvsDCGlFbucgtuYjYiEKMioegxRkBF6Q7aCICKJBhQ9Rn3kABbZg0EY/QfV7bFx70cW89Vv3c3i5VPHpW5wPNDRFuTwgWpi72MBhiTb1s9ffOU2ymbmjOq97umO8OTvtvHkY9tHbH4xFpwLtvN8zQGqQx18pHAxToMZQRDY116NVTbiMVrpjEcIKXEcBjMRNRmCHS7ILAgCsighCxKSIA0wmgDBRAyXyUq2zUuq2YFVPu9sdMRCbG2u5J7cuYgInO05L4TvNdmY4c4ixWSnKxHmRFcTLsP5Z17VNOKaQp4thVSzA68pGbUQgByrh5PdzTRHu8m1eSfAaILHNI9zXb+lNbyZgy1/RUd0JzpDRxSuWtZaNkjMXVhIcWkGLz+/jzdfPURTQ+c1CTdZLEa8KXbyC9NYs34ms+cVjLu3+dm/upkHHlrK2aoWqqtaqTrVRENdB6FgjHAoRigUIxpJfCDVi/ogCAJ2h4WymTlMn5HNR/9sBa+/fIg9O07T1NhJoD047lJmw0GSRXwpDhYuLebejy7Bn+7qH2f/NoKRAvtSuhL19JiaMUo2prnWE4jXUORYiY6O05CJQbSQb19KXAsRVmzk25ciChIOQzoG0Uq2dS5myclsz/1E1ACyOHrlJUEQMJkMlM/KZVp5NtvePsHLz+2j+kwrgY7gsL0lJwpWmwlfqqOfYGQaJzbp9QhBEMjM9vA3/3A7P/vhq+zbc3ZE0lk4HOeJ324jHld48KFlva3zrmwMmxqO0ZmI8I2ZGyiw+/qf05AS43hXI/969FUEQNOhJtTO12bcCoCin2dHX0YvlUuWaei6zs7WM1gkIyv8JdSFA2xvrWJ+Sj4myYCu6xwM1PGHc7upDXVQ4cnlkZLlFx15sDiLgMCXy2/hpbqD/LZqO23RIGeCrcxwj28Zocc8H7d5Dujn76NwtZWDLoW+m+pyW3ng40tZsmIqO9+p5PD+ao4fqZvw/KfVaiQ710dRSTpTpmYwrTyL/KI0pHEUXbgQkiSSkuokJdXJ/EVT0HWdWDRBa3M3zU2dNDV0Jhmizd20NHXS2txNe3vwA6fdm7z0Qm/phYsHH17GrXfNpfJ4A0cO1nDqRCPnzrTQ3hqcsEmG0ShTWOxPMmcXTaF8Vs6QtbGCIGCUbKRKJcS1CEbRhlGy4bdMG7StVfZgxYPbeAE1X0x+MGUxOVFzGTNxkXlZ4xYEAVmWWHFjGXPmF3L0UC17dpzmxJF6aqvbJlx6z+G0kJPno6AojeLSDKbPzCE7x3fdeMATCUEQyMrx8sgXVvPL/3iDPTtOjzhh0TSdl555F1XReODjy/D47JcdidJ1nQ8XLmRfRw2HAnXM8GThNiafrVSzg2JHGv+x6CMYRZnWaA+f2PYrUs0OzgbbqAt1ktBUjJJMWI0hCgJG6cpMQUiJsaf9LMv9xZglmXJ3Jr+o3EJPIoZJMtCZiPC9o69yg38qny1ZRbbN0x+OHQ6CIOA2WvloYbLhQ1iJ853DG0e171ggCEKy/GSU9+Oa8KT76qOyc3zcdPMMGuoDnDhSz6H956g83khXZ+iKZs2CkPwYpmd6KCrxM608m7yCVHwpDnypDixW41UnAgmCgNliJCc/hZz8pL6iqmiEwzF6uiMEe6J0d0eoOdvGO5uPc+RgzYjHLJuVwwMfXzYglDjeSPYpnLDDD4IgCLjcVuYtKqJifgEd7UEC7UGqz7Zy9FAdp040UHO2jXhCuZzpcu9JklGHKSXpTCvPZsbsXLJyfaT6nZhMo/eUMi0zuB5a/AhC0ogtXFrMrLn5tDZ30dTYxZH91Rw5VEt1VQvBYPTK3ymTgbyCVAqL/RSXZlBQmIbHZ8frs2O2GD5w5LpkzjONz//NOhrrA6Oe2FmsRkyWK/fIbbKJTxav4BeVb/PEuT08VLQEs2RgcWoRL9Qe4PGzu5jrzePV+iPk2X2UOP3sbjtLc7Sb31RtZ3FaEa83HMNjtJFmTqr49LFbY1qCC18wXdfpiIfoUaLEVIX2WJCQYsBhMGMSZerCnTSGu7gvfz4CAqWuDAyizL72atZmlQE6MTWBx2QjqiXY2nwKl8FChS83KZ4QC5HQVLriEVqjPRhFCachGYVpjnbzTstpSp3pNEW7qOxuZlX6tSVzXtMCI0kWSUlz4kt1UDYzhzvum4+S0GhqCFBT3UZDXQctjV10dobp6YoQi8WJx5PqP5IsYjTKmC1GHE4LbrcVX5oDf7qbzGwPWTlejCYDkiT216ldby+2JIs4nJZ+QXxd16mYW4DLbeHk8foRlYc8Hhtz5heMK9X9ekGfN5Xmd5Hmd1FcmsENa8pRVY1oNEFdTTs159poagjQ1tJDoD1IKBQjHkuQUDRkScRgkDCZDTicFlweK74UB1k5PrJyPGRmJ58PWRKTggmMvcj6WtR0Doc+Ml5ufio5eSnMmV+Aomgk4gqN9QHOnWmlpamL1pYu2lp7iEbixGMKsWgCTdeRZQmDQcLuMGN3mHF7bKSmOfFnuMnK9eFPd2Ew9NZ9Xqfv1NWGIAhkZHnIyPKMvPE4Q0cn2+rmUyUr+K+Tb/NW00luziwj1+blm7Pv4Jen3uGNxhMU2FP4+oxb+/ORs705RNQE3z/6Gm6jhS+X3Yy9l+TTHgvx9f3P0BYLsjDlfDmJhs4vKrewq+0MbdEgf733CUREPlWyglXpU6kNdVDi8pNl9SQnvwYLK9NLOBioZW1WGW6Dla/MuJXfn9nJC7UHcBos3JE7G4A3m07wQu0BzvS08u/HXscqmyhzZ/IPM29DAOKqyunuZl6uO4RBlLkzt4LFqUVX+3IPgKB/kJNs1ymOH6nje99+nrrq4Tt2LFtVyle/dff70nBOYhJ90DSNl559l59+75URt509L59//enHr8Korh064+EB5SjiGCYvv6jc0l+OcjmTnu0tp3m98RhfLrtlADHoStEdj/DD469za/ZM5vnyB6xTdY1T3c3YZTOyKNIQ7qLCe23lHSe/uNch0tJdZGR6RjSck5jEJCYxEdjWcpruRIRbMssHGKgSZzqqriGL4xttschGbs2aid88uEm8oqlsbT5Fnt2HTTbxZtMJZnuzh9WSnWhMGs7rEB6vnbyCFPbtPjNu4gCKqhGNJ/pbDcmSiMVkQNV0wtE4DmtSxaPvJVE1jVA0joCA3TJ8TrhvW10H50X9MRVVIxRNquzYzEZkqVd9JJ4gFldw2swDzqvpOpFYgnhCwWY2YjTIxBWVcDQ+dA5JELAYDZgv4Xnruk5CUYkmFFRNRyBJ3LKZjINKX/qkHKMJpf+6i6KAQZIw9uokC4JALKEQjsaxmo0Y5YF0/VhCIRJLYDLISSHtS4xH0TSiMQVF0xB6z2ExGTBI50k1fdchoaroOsiigNloAAHC0ThmowHTBSLYuq4TV1SicQVN1xEFAZNBwihLhHtLIGxm44DrHIr0qs2YTcOWAamqRigWH/ZZNBpkbObJOuirAQEBm2zCIMpjNh1myYBVHlkwvSnSRVOke9Byn8nG4tSicSfnyIJIhTf3knwKoyjzQMECZCFJ5Cx3Z15TownvQcMZjSfoicTw2K3II9SDhqJxmjp7kkn8VM91USM4GoiiwNTpWVisxjFJFQ6FYCTGGwdO8dTWw9S0BpBFkZw0Dw+unE00ofD9p9/m91/5MJm+8x0Vals7+ftfbsRls/Djz96R/GgPgaaOHv7ulxvpicR47hsPnRcLUFQ2H6rie3/cTElWKl974CayUlzEEgo/37iT377xLs/9n4fJTXUDyY//mcZ2vvvEm9S2dfF/P34L86fmsO9UHT94dgsdPWESikowGgc9aQiMcrIv4SdvWcitCwYyW3Vdp607zOOb97Fp/ymaA0HMRplMn5Mffvp2MrznZ7eaplHT2smre0+y+WAVNa3JXrJeh5XyvHTuXFLOgpIcJEngpV3H+c4f3uAbH1nN7YvKBpxz0/5TfO+pt7hvxUw+d9vSQdcqmlD449aDvLDjGHVtXUiiSJrbzt/du4rF05IKLKqm8e6pen6zaQ+HzzWTUBQyvU42LJpOmtvBj57dyp+vW8B9y2f1/86a1k6eePsAbx6oIhAK47KaWTwtj7VzpvK7N97FaTPxnYfXIfca565QlL/6+fMoisYPP307qe6hJSdr2zr54TNbOV7bTFxRkxMbRcVmNmIyyMiSyPr5pXzpjmUf+Jzn1YDTYOYfZ952Wft+rDCpyz3Sfbo7d84ltxMEAVkYf9a0IAhIw/QDdlxQ83k9aOC+5wxnRzDC4eomFk3NxWkxXfIB0HUdrdd7CAQjnKhvwW42kuayJ3sxajrSEMQGrbel0oVe0GihqFr/cfvGIAgC4gV/S6KIqmkjHr9kWiZWq+mKDaeu6+yvqufHz79DitPGZ9YvxmSUaekM8sSWAyRUjWBkfMUfIHkdj5xr4r9f2YXTauaLdywjK2X4Vkc94Rg/27iDs80BPnvrYiqmJGu1puak8eUPrSIUjdMVivKLV3aSUFQ+tX4RPocNi0mmwO8ddDwd2Lj7GP+7eT/zirO5b8UsZEkkFlewXDAR0HWdurYuvvvkZk7Vt7F4Wh6r5xSj6zrdoSiV9W28e6qO2UWZWCSREem8w6zecbyan720gwK/l0duWYDdbCKWUEh1npepO9vUwQ+feZv69m7WzimhIMNLMBxj29FzdIdjhGLxAefoicR47I19PLfjCEum5TG3OFn+crS6mR888zbd4RgVUy5d8jIagkOa28Ej6xYQ6IkQisZ5adcxdpyo5pFbFpCb6sFokMj0DQ6xTWJicCWTk9HuOzkBGh7vOcOp6zqnGlqpa+vEbbdw96Jy/rD1APcsnoHRIBOJJ/jD1oMIAswpzGJ2QSaNgW66QlFcVjO/2bwXgyixZFo+FqPM6aZ2ZFHE57RR6PfyxsHTtPaEeGDZLE43tvPcrqMU+r3kpLgoSvdxtKaZGfkZGCSR37y5l4/fMA+P3cKmQ6doaO8mw+tg7ewSGjq6eWr7YW6YUURJZiqPb9mPJArkpXk4VtOMyShTnJHCyrLCSz6kaekuMnO8tDR3XdH1UlSNyvo2OnoifOmO5WxYOB1RFEgoKgum5vKN37162VUdQ0HXddq6Qvzg2S10haP844dXMzU7ddh9onGF/3p5B7tP1nD/itmsn1/a37jWY7cwvyTZ8qc7FOUPbx8gllBYOaOIVNfQuqi6rrPl8BnSPQ4+sXY+c4uzewvC9QGECl2HP7x1gJO1LXx+w1LWzCnBbjaik/SaeyIxRFHAJF/56/LOkTOYDTL3r5zNrQumIYnCoDKRd0/VUdvWxc1zSvjLu5ZjMxtRVI25xdn861NvkVAGsq3bu8PsOH6OwnQvX773hqQR06G9O3kPXt07cmu/4WA1GZiRnwEkQ9GHzzWy80QNS6cXUJyVckXHnsQk3ou4vvj0o0Sm18mGBdMJRmO094Rp7gqi9X599pyuZWpWKsunF9DQ0UUknszv6OjsOV2H125lZXkhHpuFcCzBG4dO094TJj/NQzgWRxBgw7xpmA0yZbl+srxOVpUX0hmOElMUAqEIcUXheF0L+X4vW4+dob69i46eMEtK85iWnYaq6ZxubGfZtHxm5mewq7KaGXnpLCnNp707TIbXSXFGCt3DyPxJksi8hYVDrh8tBEHAajIgigLt3WFiSlKpSZYkSrJSmFc8fj0UNU0nElfo6Inw7cc3Ud/WxWdvXczC0twh9wlF40TjCo+9uY+Xdh3nptnFfGLtfCwmw5XXj+oQCEbx2C2kumz9Xr4kDhS9CMfivLz3BGV56ayYUYjTakKSxP48cJrbTorTNi6h/kAwisVoIMvnRO4V3xBFYcCxW7tCxBWVBaW52HujKgZZYnZRFuX56YMmWtF4gtauEDMLM/t/pygKpLhsrJ9fimECG51PYhIfRLznPE6AYDROc2cP0biCoZf8cKK+lUyvE4fZxNmWAKKQrLPrDkcJRZMajS6rmT/tP8nZ5gBTs1KZkuHD3Juj0XWdYCQZCmzrDuG1W4krCtFEAkEQCEZjVLcEaO0KAsnwWEVhJi/vPUFFoU5LZ5AtR8/Q3hPmz9csoCsUQVFVgpEYDouZuvZOEoqKx24hrqgcrm4iyzt8eKtifkF/n8TLhSQKzC3OZlZBBr9/az+doQj5fg8OS5Ig0Bkav9ZtgWCY/351F+3dYfZX1fPRG+ewdk7JANLLxfjVa3sozkrhqa2HKMvz8/kNS8aZZKKPSCOob+8iEksQCEZ4ec8JjJcQlJBEkRtmTSFtmFzgaMeDMHwoTNU00HXsF10HWRLxu+2Dcvu6ntzHZhooQiAIAi6bGZd1ZDLIJCYxidHjPWc4nVYz5XnpBIIRlpTm4bSYuHFGEdFEgvbuEKXZaSQUlZiiMjM/g+ZAD2kuOz6HFYfFxG3zphFXVKZmptIVjjItO43ijBTC0QTRhEJnOMq5lgBF6Sn0RGIUpvuwW0zMyE2esyw3HbfVQlG6j0yPkxtnTsFhNrF+XimNveeymoxEEwpd4SjtPWHKcv0oqkpC1ZiRl0Fdexcmg0RxRuqwH9DMbC/+dBeNDZ2Xfb0EQaAw3cc/PLiazYeq2H2yhu3Hz5FIqCRUle7Q8DlU7eI44jCwW0y8eeA0DR3J3NyHb6jAOowRdFhMVDcHeOfoWfL9Xj6/YSkpzqvfkirWK3N4oraFU/Wtg9brgNkgU5KdOsBwqldRR7cPRlkeU92eKIrDepw6ly/ANIkrx8VM8aG+B6PdbqjtL4YwIFUx9LFHOu9Q5xmKezKaMV3OeEYjRzCeedv3nOG0m43Mzs9M5ql6iTgLinPRe19/URCYNyUbTU96Wz6HhXer6oFkWcH8C9aF4wlcVgslWcn8m8duwbWoHIfFhCwJ+Bw2rEYDIlCWk95L9kmew2ExIQhQmp0GgNdppdDv7c/L3TJnKrG4Qkpv6Gx+cQ5673lTnFb0XqLQcDAaZWbOzaex4cAVXTNZEilI95Kb5ubDqypQdQ1dT4b4Hn11F3/ccmjIfTuDkVF7vGkuOw+tnsv3n9lCZyhCQlHRewlSQ+Er99/ID595m2A0TiSeQNcHCz1PNLwOK6IosKy0gL/90EpctvMMvoSi8tVfvcLphrZBtWvt3YNb5Om6jo6OMEFZkDGrG13wv5dCTziKomoj3qdJTAy27KviW4/+iS/ev5w7Vs0YcrvK6lb+369eJ8fv5pufWTfivYrEEuw8fI7n3zrCmfo2ZEmirDCd21eVM6ska0AZ1clzLXzpe09z35oKHtqwYMBE68S5Fr796J+YXujnq59YgySdP6+m69Q2Bfj9q/vYdaSaWDyB02Zm+ZwiPn/fQAF3VdWob+niubcOsfdYLa2BIDarkVy/h4Uz8rh1eRn23ihYJJbgnr/9HxbPzOdLD67E7TjfAKEnFOOvf/gcDquJr//5WlLcyYl2OBrnle3H2bj1GC0dPaT7nNx1wwwyUlz88PG32LC8jPtvnjPKuzIy3nM5zr6ckCyJ/TNvUUzmrfpyV6Io9uePDJLEopJcfA7roHW5KW5umFGUzAn15pHSPY7+ejdRFFg+vQCb2dh/zvPnEPoZs33/yVLyYRQEAbfNgt/j6N9euuC8yX9LIz78kiwxsyJvXHJrQu/4LCYDdrMJh8WEUZbpDsWS126IcGpNS4DjtS2jOkcknmDlzCK+cPtSzjYF+H9PbKa6pXPI2WAkniDNZePrD67G57DxnT+8wZ7K2mSo8ioi3eMgL81DQ0cXPZEYDosJp9WM02pGEkXq2jrJ8rlw2ga2/tpTWUc0cb67j6olWdyxhNIfCr/e0djRzeFzjdd6GB9YJBSVYDg2iPB1MVRNIxSJE4kmRowQhCJxfrdxL//30deIxhMsmpFPRWkWNU0BvvGzV3jx7SMDCGmqphEMx4jFB3eqSp43RiSmDDpvW2eIn/xhCxvfOUpRdgor5kxhRnHmoAiHqmrsOlLN3/77c7yxu5I0r52FM/IozkkjllD4/av7qGkM9G+v6xAMx4jEBneP0tEJR2ID6roj0Ti/fnE3P358C4IAS2YVkJfp4cUtR/nl8ztpbu8hPsL1HSuG9DirTjezf381H7p3AS+9uJ+CglT86S5ef+0Id941F4vFSHt7kDfeOEptTTvp6S5WryknLc3JieMNtLb2kFBUDh+qxeW2sn79LNLSnAiCwLGj9bz00gG0Cz6QGRlubr1tNrW1Hbz26qEBNyk318f6W2dhsZjY+NJ+KiubBox16bISli4tpq01yMaN+2luPl+4K4kid9w1l5KS9EG/URQFxBEyYNdyFi4IkJPnw+O10952ZQ2L95+up7Gjh9lFmfg9dlRNZ+eJat49XUd2imtQIX8f0j0O/vOl7XzsprlUFGUiiiLVLQGcVnN//WUfEoqKJIncPLcEAfjRc+/wo+e28rf3rCTT5xx0fEXV0HSdkqxU/uru5Xzvj2/xb0+/xZfuWM6S6XkjeuTjBUkUeGDlbP7tqbf5w1sH+OS6RWSnOAkEIzy+eT8dPWHWzSvFf1F+81hNM7/fvJ+7lpTjslk4WdfKlsNnSCga0/PSrsrYrxSpLhu/3fQu6DB/ag4mg0xdWxcCUDICE3oS1yd2HDrLs5sPsnhmPp+9bxkZKU50HU6ea+bHv9/Cb1/aw8ziTEqu8BmtbuzgZHUrs4qz+IdH1uLqbdJ98SSgvrWLx17eQ0JR+dqfr6U0Lw2bxUhcUekORmlo7SIrzX3Z4zhS1cRrO09QlJ3CPz5yM7npHnRd50BlPT/+/RZCE1BuN6ThbG3t4UCv4Tx6pA6z2YDdbmbvnrPcettsotEQ//3oZiRJZO7cAg4drOGHP3iVb3zjTpqauvjtb96hrCybOXPz2bnzNP/5H5v4x2/ciSxLFBSm8uCHF7PtnUp27jjNI59cRZrfidttxWo14vPZeWPTUY4cruVTn7kRn9eO3W5GFEVW3TCNioo8fvLj15lS7OfW22bj9doQBAGP18att1XQ2NjJz3/2JmtvmcHcuQWkpjrG/cJdDQiCgNfnIK8w9YoMZyyh8Oah07y65ySyJGIySKiaTjAaR9N0Hl49c0gPaWlZPl6HlX95cjOiIPTXxz6wchYfWz0X4wUlGjqAriNLEmvmlKADP31hG//02Gv888O3kOqyD86RkJwgTMv1808fu5mv/M9Gvv/02+isYOm0/P6m57tO1PD6/lO0d4eoa+0csmBf03S2HjnL09sOoSgazYEe2rrDfPOx1weIOHz9gRvJSnH1j+emimJqWjt5YcdR9lTWYjYmFYtC0TjLywu5b8WsAUo9AOvnl/L0tsM8u/0IkigSisYJx+LcMncq03LON9s9WdfKf764HUXVOF7bTCgW5wfPbMFpPe/BfuymOSyelnfVJ2qzi7Ioy0vnR89vRUBAI3l/b5w1hb+4cxlWUzJHfbqhjY27j1Pf1s2xmqYRjjqJa4VgOMa2g2cJReJ89Nb5ZF9gkKYVprNm0VR+9tQ23thdSXHu8ByLkRCJJghH45QW+HHZzf3HMl6kaHXiXDOHTzfyyF2LmV+W2x8plGUJq9lIesrl1wBrms6RqkbaAiE+tm4++Zne/nHMnprF7KlZnKlvu+zjD4XLznEeP95AW1uQr3zlNrw+O/PmF/IPX/sjO3ac7g9j/vknV+J2W5k2PZOvfeVJTp9uprQ0E7PZQHa2h4wMF3aHifyCFGy2JO1ekkRycrz4/U7OnTNTUJCKwXDeG/J4bHg8Nux2MykpDnJzfUDSyBgMEqmpDsxmAzabicxMN9nZV79rwXjC7bVRUJTG/j1nL7sfpVGW+PS6Rcydks3eU7U0B4KgQ4bXwdKyAiqmZA1ialpMBuZMyWbOlCyWlxcwPdfP1iNnaesJ43NYmZqTxnC5M1kSuXnuVGRRZNOBU7yy5yQPrpo94KW6EKIgkJfm5p8fXsevX9vDWwerKM9Nx+tM9hjsCIaTjGYd5kzJwu9xYLwE6UUQIDvVxcyCTM42tWM0yOi6jiyLA7a/mH1qNxv57K2LWVSay9uHztDSFcRmNjJnShY3z516SY+8LM/P3Utm8Oq+k9S3dWExGqiYksVNs6cMkP/zOqzMLc7mbFM7Z5tlwrEEBmngeC4k/BSke1lWXoDHMbjZcU6KiyXT8wcIDtgtRpaXF1KQ7uPiqL7DYmLh1Bzy/J4B4zdIIrMLs8hNdbNuQSnTc9N480AVzZ09OCzm3prX89sHo3GaAj3EEgpFGSlMyUyZlNi7DhHoidDQ2oXNYmJKzsAaW1EQKM5NRRZFqmrbUDUdWbp8w6n3isVIwxwjoajUNAaIJ1TQYdfh6kt+NSxmA7NKxt6cOhpP0NLRg6pplBb6BzzjkiiSnuIc8ptzJbisI+q6TkdHCLfbirGXAu9wmElNc1Jd3ZYM6/qdGI0ygiDg9zsxmWSaGrsoLc285Cynb9lw6y61fqx/v9dgNMrMnpdPS3MX8djAHETxtEyEUeQ/BUHAbjGxamYRq2aOrh2P3+3g7++7of/vpWUFLC0rGPW4kzlVgZvnTeXmeVNHvU9Rho9vP3TLoHXr5pWybl7pqI9RlOFD1TS+8ds/Ud/WxdcfuIn8S6gLXbifQZZYMDWXBVOHrju9GFNzUinNHT7kleqy8fHVc9F1ePTVnTy/4yhfvGNZv8LPxbh9UdkgKb8+3FRRzE0VxQOW5aZ5+OGnb7/k9rlpHv7PR9cOWm63mPjLu84TOJKTpEuPB2B2YSazCy+v4fYkxg8jTZ0VRSWeULGaL90f1WIyIIiQUFUURR0wYR4Lg360SJIQk9+tR5/dMSTxryjLx6+/9dGB+/buPxw0TSehJFN+F8uCJr9B4oTYgGENZ5/8nA4ovYMTemvQJFFILuv9ZbquJ29Eb/d3VdP7PSRN09F6e2hOYuyYPa+AkmmZgx4io1HuD2V+UJCUTEw+ixcLGVwMURBYVJrHM9sOX3NRaEi+O4tK83hp1/FrPZTLRp90pKbpE/ZRmsTQCEZiw1pPgyxhMkiEIsk0DBcFZcLROLqWDKdeTOIJReJDGs/Lvc2iKGCzJCMTn7p7MXOn5w54E49WNfKrF3ZdkpwYjSVQ1MGknmR6J3kUqTf1BAySDtV7GyVMBNlw2K9uOBynsbGTQCBEfX2AQCCE0BuGzczy0NUZpqa2nWAwSmVlEy3N3VTMTgpVN9QHqKvrIBiMcmB/DZqmU1iY1vuDel9ATR/0EAxYdxnQddBUrb885f0Ak8mAx2vH6xv4n91h/sB9uLrDUf7yv17gC//xHIHgyOINC6fmcvPcqTiuExGA0pw07lxcPqyo+vWMPoH+u771G861BEbeYRLjitO1bTS1D8138DgtZKW5CUfjnDg3MBetahrHzjSjaBrTCvyD2PpHzzQRiSb6/9Z1nXAkTigST3qqlzFeWRIpyPRiNRvo6AozLd/P9MJ0phemU1rgx2YxEYurlyQq1TQGaO8MDUhRxRMqXT1RTAYZURQwG2UyUpzIksTByvoB28YSCvXNXSQS48uohWEMpygKaKrG00/tIdgTRdd1nn9+H9lZXgwGieJiPwsXFfHkE7v45aNv84fHd7Bo8RSmTU+Gc5xOCy+9sJ//+e+3efLJXaxYWUpmphtI3pCXXjrA1i0niV0UflRVleef28fOnadJxMf+g/fvO8fTT++hq2v8FHEmcf0gmlDoicToDEUIx+LDbisIAmkeOw+smo33EvnCawGjLPFnN88fxEh+r0DVNLojUbrCkRHFMyYx/rBZjPz86W0cO9NEJBonFI1ztr6dQHcYAKvZxOKZ+djMRn63cS9n69tRVY2EorL/ZD2v7zqJx2HhxvklgybdZ+raeP6tw3R0h9F1nUB3hC37qghGYkzJTrmsSbogCJTkpTFjSiZv7K5k15Fqor1lJucaOti89xQ6OqsXlgzat7G9m+feOkxjWze6rhOKxHlzTyWB7jDZaS7MxmQ4unxKJn6vndd2nOD42WYUVSOeUNh+8Bz7T9ZdNjdkOAwZqi2ZmsEXvrgGTdNZs7actFQn1TXtZGS4MZmSucsNt89h1qxcenqi2Owm8vNT+0OHKakONtwxh56eKCaT3O9tJi8m5OR4SU114HCYMZsNF6wTyM3zkZ7hwuW0II9RZ9Prs1NenkPFnPwB55zExMHntPK3H1qJqmqjerkMssSdS8qZV5JNmmtsnleKw8bf3XsDmqbh91wbtvSS6fn86DN3MOU6Fzi/1AdDRyMpQ9j3Xmn0kbx01N7lQ3fusRiNfHhVBTfNKh5RuH8Sg6HrOvtP1PHGnlMA1DV3ArBpdyXnGjtIXnu4f20FOf7BxMYVFUVEYgm+/eif8Lls6Oh0B6Pcf/Mc1i2ZhiSJLJlVwD03zeKxV/bS2NZNeooDVdWpbQ4QjSn8xYMrycsYfOybFpTw3OZDbD90FqfNnOwMVN1CcU4q88qSvTJ7wjFe3HKE+pYuGlq7iMcVdh6uJhg+P4lN89r52Pp5iL3lZOk+Bx+7dR7f/dUmvvvrTeRneDEaJJrbe2hs6+a+NRWUFWUMGk/F1GyOnmniH//zZTxOK7F4gsqaVlK9dhbPKujvdzutwM/tK2fwy+d28s1fvEqO342iaLR1hXA5LHT0TirGE0MaTrfbits9cJbu9Q38yFmtRkqnXZowoGk62dlebLbBITJBEJg9O49oNEE0mui/wJCMWc+Zk08kEiceVwbF1vtCuUOFYvPzU8jN9dLVFcFimWT9XQ2YjQYqikbPiJPEpJJRQfrQZJ0h95VEyvL8I284gcjwOgf08rxe0Rl7l67YYQREnMZyDJKdxuBGJNFKlv1umsN/IqF2o2jduM1zCCdqULQQRZ7PInDp0LYoCuSmechNe2+z1a8lFFWjrTNIS0eQ5vZkzXl1QwftnUklKkEQWL9kGlzwmBsNEn6fg/IpGSwsz2PTrko27z1FR3eYNK8Dq9nY/020mo08tGEB5VMy2fjOUc7WtyeFYMrz2bCifBDb1miQyfF72LCinAdvmcsTr+3jdG0bAnDr8nLuXFVOQaavn9tiNRlo6wxytqEdVddpaOkidEHDioIs3wA+hiiKzJ2Ww0+/8iH++PoBDp5qIBKIk5Pu5ZG7FrOgLLc/TwlJbkJWmpuV86awbFYhf/jTuxw61UhCUVhQnsfdN85kxpTM/lCzySjz4C1zyfa7k0a9tYt0n5NH7lxMS6CHR5/ZMZ63L3mP9AnwYze/eYw33jjKV792+yUNZx927jzN9m2n+Mxnb8R6UQ7qzTePcfhQLZ/7/GoMF1zUluZu9r57luee2cvqNeXcd//CQcft6Ynykx+/xm0bZjNz5ugZkpOYxPsJNV2/Q9NjiIIJWbSj6hEkwYpJTsMiZxGI7sVtqqA9shWvZSmSaKW++0ny3H+GQbx+JgaapvHSs+/y0++9MuK2s+fl868//fhVGNWVQ9d1Xt91kn/8z5f564/ewH1rZr9nOAu6Dgcr6/nWo6+yZtFUPnPP0uty7E9tOsB/PbWNhzYs4GO3zh+3406IVm3ptExcLism0/CHLypMw24zYTQO3m7atEz8ac5BNUI6STbfPR+aT8nUwe49gNls4NbbZpOdPXaPZhKTeL8goXVjljPQ9BgJrRuTnEZ39DAd0V3kOB9E0XoIJk4TVZuRBDOh+GkEQUISzCMffBJXDEEQMPWyW7t63lucDEGAzFTnFSn+vJcxIYYzI8NNRoZ7xO1S05ykpl16ZjvUMfx+F2tvHloMGcBgkJg1a9LTnMQHG2nWGzFIPlQ9jK4nMMvpmCU/giBjlfPoEU+i6wrpttuQRTsOYykd0Z3XetgfKHicVtK8DjbtPsnyikKy/G4SCZVoPHHdGyWf28ayWQU4bB+8idZ7rjvKJCYxidHBbhwsGOEyVQCg6TEscjZ2wxSMko+e+EkC0Z14zYsQJj8LVw3FOSnctnw6L7x9hE//8xNA0hNdPLOA73zhtnFp8DBREAWR+9Ymn6frMUw7kZiQHOckJjGJ6xvJ114Drn8RA13Xqaps4t3dZ0bc1p/uYtWa8qswqvFDOBrnyOlGqpsCxBMKJoNMtt/NgrLcAcTJSYwdJ8+1sP9kHeVTMii/BHP3cjFpOCcxiUlMYhKTGAP+P2e1J6ZsoWoEAAAAAElFTkSuQmCC" id=image2552ac95c9 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p9ac8c445a9><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--5537339029389252276, #minifreqtable-5537339029389252276" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--5537339029389252276 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-5537339029389252276bottom--5537339029389252276overview aria-controls=-5537339029389252276bottom--5537339029389252276overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-5537339029389252276bottom--5537339029389252276word aria-controls=-5537339029389252276bottom--5537339029389252276word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-5537339029389252276bottom--5537339029389252276characters aria-controls=-5537339029389252276bottom--5537339029389252276characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-5537339029389252276bottom--5537339029389252276overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>130</td></tr><tr><th>Median length</th><td>50</td></tr><tr><th>Mean length</th><td>27.606061</td></tr><tr><th>Min length</th><td>3</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1822</td></tr><tr><th>Distinct characters</th><td>53</td></tr><tr><th>Distinct categories</th><td>9 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>50 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>75.8%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Data-analytiikka, Arkkitehtuuri, Data Engineering, </td></tr><tr><th>2nd row</th><td>Fullstack</td></tr><tr><th>3rd row</th><td>Full-stack developer ja arkkitehti</td></tr><tr><th>4th row</th><td>Full stack</td></tr><tr><th>5th row</th><td>Devausta ja projarointia</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5537339029389252276bottom--5537339029389252276word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=full> full </td><td>37</td><td><div class=bar style=width:38.1%> &nbsp; </div> 16.3% </td></tr><tr class><td title=stack> stack </td><td>37</td><td><div class=bar style=width:38.1%> &nbsp; </div> 16.3% </td></tr><tr class><td title=ja> ja </td><td>13</td><td><div class=bar style=width:13.4%> &nbsp; </div> 5.7% </td></tr><tr class><td title=devops> devops </td><td>9</td><td><div class=bar style=width:9.3%> &nbsp; </div> 4.0% </td></tr><tr class><td title=backend> backend </td><td>7</td><td><div class=bar style=width:7.2%> &nbsp; </div> 3.1% </td></tr><tr class><td title=arkkitehtuuria> arkkitehtuuria </td><td>6</td><td><div class=bar style=width:6.2%> &nbsp; </div> 2.6% </td></tr><tr class><td title></td><td>6</td><td><div class=bar style=width:6.2%> &nbsp; </div> 2.6% </td></tr><tr class><td title=frontend> frontend </td><td>5</td><td><div class=bar style=width:5.2%> &nbsp; </div> 2.2% </td></tr><tr class><td title=softadevausta> softadevausta </td><td>5</td><td><div class=bar style=width:5.2%> &nbsp; </div> 2.2% </td></tr><tr class><td title=arkkitehtuuri> arkkitehtuuri </td><td>5</td><td><div class=bar style=width:5.2%> &nbsp; </div> 2.2% </td></tr><tr class=other><td title="Other values (73)"> Other values (73) </td><td>97</td><td><div class=bar style=width:100.0%> 42.7% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image97e612fc16 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p0cf9eda27b><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1229301744611992740bottom--1229301744611992740characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-1229301744611992740unicode--1229301744611992740characters aria-controls=-1229301744611992740unicode--1229301744611992740characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-1229301744611992740unicode--1229301744611992740categories aria-controls=-1229301744611992740unicode--1229301744611992740categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-1229301744611992740unicode--1229301744611992740scripts aria-controls=-1229301744611992740unicode--1229301744611992740scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-1229301744611992740unicode--1229301744611992740blocks aria-controls=-1229301744611992740unicode--1229301744611992740blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-1229301744611992740unicode--1229301744611992740characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:29.4%> &nbsp; </div> 9.6% </td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:28.0%> &nbsp; </div> 9.2% </td></tr><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:27.2%> &nbsp; </div> 8.9% </td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:21.3%> &nbsp; </div> 7.0% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:19.5%> &nbsp; </div> 6.4% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:18.3%> &nbsp; </div> 6.0% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:17.8%> &nbsp; </div> 5.8% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:16.8%> &nbsp; </div> 5.5% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:16.3%> &nbsp; </div> 5.3% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:11.2%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (43)"> Other values (43) </td><td>596</td><td><div class=bar style=width:100.0%> 32.7% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1229301744611992740unicode--1229301744611992740categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1502</td><td><div class=bar style=width:100.0%> 82.4% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>162</td><td><div class=bar style=width:10.8%> &nbsp; </div> 8.9% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>88</td><td><div class=bar style=width:5.9%> &nbsp; </div> 4.8% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>58</td><td><div class=bar style=width:3.9%> &nbsp; </div> 3.2% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>8</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:46.9%> 11.7% </div></td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:44.8%> 11.1% </div></td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:34.0%> &nbsp; </div> 8.5% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:31.1%> &nbsp; </div> 7.7% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:29.2%> &nbsp; </div> 7.3% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:28.4%> &nbsp; </div> 7.1% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:26.8%> &nbsp; </div> 6.7% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:26.0%> &nbsp; </div> 6.5% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:18.0%> &nbsp; </div> 4.5% </td></tr><tr class><td title=n> n </td><td>65</td><td><div class=bar style=width:17.4%> &nbsp; </div> 4.3% </td></tr><tr class=other><td title="Other values (17)"> Other values (17) </td><td>373</td><td><div class=bar style=width:100.0%> 24.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=F> F </td><td>37</td><td><div class=bar style=width:100.0%> 42.0% </div></td></tr><tr class><td title=S> S </td><td>10</td><td><div class=bar style=width:27.0%> &nbsp; </div> 11.4% </td></tr><tr class><td title=D> D </td><td>8</td><td><div class=bar style=width:21.6%> &nbsp; </div> 9.1% </td></tr><tr class><td title=B> B </td><td>6</td><td><div class=bar style=width:16.2%> &nbsp; </div> 6.8% </td></tr><tr class><td title=A> A </td><td>4</td><td><div class=bar style=width:10.8%> &nbsp; </div> 4.5% </td></tr><tr class><td title=C> C </td><td>4</td><td><div class=bar style=width:10.8%> &nbsp; </div> 4.5% </td></tr><tr class><td title=E> E </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=O> O </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=W> W </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=T> T </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class=other><td title="Other values (5)"> Other values (5) </td><td>7</td><td><div class=bar style=width:18.9%> &nbsp; </div> 8.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>47</td><td><div class=bar style=width:100.0%> 81.0% </div></td></tr><tr class><td title=.> . </td><td>4</td><td><div class=bar style=width:8.5%> &nbsp; </div> 6.9% </td></tr><tr class><td title=/ > / </td><td>4</td><td><div class=bar style=width:8.5%> &nbsp; </div> 6.9% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:4.3%> &nbsp; </div> 3.4% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1229301744611992740unicode--1229301744611992740scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1590</td><td><div class=bar style=width:100.0%> 87.3% </div></td></tr><tr class><td title=Common> Common </td><td>232</td><td><div class=bar style=width:14.6%> &nbsp; </div> 12.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:38.0%> &nbsp; </div> 11.0% </td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:36.2%> &nbsp; </div> 10.5% </td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:27.5%> &nbsp; </div> 8.0% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:25.2%> &nbsp; </div> 7.3% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:23.6%> &nbsp; </div> 6.9% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:23.0%> &nbsp; </div> 6.7% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:21.7%> &nbsp; </div> 6.3% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:21.0%> &nbsp; </div> 6.1% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:14.5%> &nbsp; </div> 4.2% </td></tr><tr class><td title=n> n </td><td>65</td><td><div class=bar style=width:14.1%> &nbsp; </div> 4.1% </td></tr><tr class=other><td title="Other values (32)"> Other values (32) </td><td>461</td><td><div class=bar style=width:100.0%> 29.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:100.0%> 69.8% </div></td></tr><tr class><td title=,> , </td><td>47</td><td><div class=bar style=width:29.0%> &nbsp; </div> 20.3% </td></tr><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:4.9%> &nbsp; </div> 3.4% </td></tr><tr class><td title=.> . </td><td>4</td><td><div class=bar style=width:2.5%> &nbsp; </div> 1.7% </td></tr><tr class><td title=/ > / </td><td>4</td><td><div class=bar style=width:2.5%> &nbsp; </div> 1.7% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.9% </td></tr><tr class><td title=3> 3 </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr><tr class><td title=(> ( </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr><tr class><td title=)> ) </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1229301744611992740unicode--1229301744611992740blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>1799</td><td><div class=bar style=width:100.0%> 98.7% </div></td></tr><tr class><td title=None> None </td><td>23</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.3% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:30.5%> &nbsp; </div> 9.7% </td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:29.1%> &nbsp; </div> 9.3% </td></tr><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:28.3%> &nbsp; </div> 9.0% </td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:22.2%> &nbsp; </div> 7.1% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:20.2%> &nbsp; </div> 6.4% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:19.0%> &nbsp; </div> 6.1% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:18.5%> &nbsp; </div> 5.9% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:17.5%> &nbsp; </div> 5.6% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:16.9%> &nbsp; </div> 5.4% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:11.7%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (41)"> Other values (41) </td><td>573</td><td><div class=bar style=width:100.0%> 31.9% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>20</td><td><div class=bar style=width:100.0%> 87.0% </div></td></tr><tr class><td title=ö> ö </td><td>3</td><td><div class=bar style=width:15.0%> &nbsp; </div> 13.0% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_3192443660199023875></a><div class=variable><div class=col-sm-12><p class=h4 title="Tuntilaskutus (ALV 0%, euroina)"><a href=#pp_var_3192443660199023875>Tuntilaskutus (ALV 0%, euroina)</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 3 fields: Vuosilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?, Sukupuoli">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>25</td></tr><tr><th>Distinct (%)</th><td>42.4%</td></tr><tr class=alert><th>Missing</th><td>625</td></tr><tr class=alert><th>Missing (%)</th><td>91.4%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>93.5</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>50</td></tr><tr><th>Maximum</th><td>170</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image7d649ab90b x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pa25503a057><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5537339029389252276bottom--5537339029389252276characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-5537339029389252276unicode--5537339029389252276characters aria-controls=-5537339029389252276unicode--5537339029389252276characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-5537339029389252276unicode--5537339029389252276categories aria-controls=-5537339029389252276unicode--5537339029389252276categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-5537339029389252276unicode--5537339029389252276scripts aria-controls=-5537339029389252276unicode--5537339029389252276scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-5537339029389252276unicode--5537339029389252276blocks aria-controls=-5537339029389252276unicode--5537339029389252276blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-5537339029389252276unicode--5537339029389252276characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:29.4%> &nbsp; </div> 9.6% </td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:28.0%> &nbsp; </div> 9.2% </td></tr><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:27.2%> &nbsp; </div> 8.9% </td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:21.3%> &nbsp; </div> 7.0% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:19.5%> &nbsp; </div> 6.4% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:18.3%> &nbsp; </div> 6.0% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:17.8%> &nbsp; </div> 5.8% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:16.8%> &nbsp; </div> 5.5% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:16.3%> &nbsp; </div> 5.3% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:11.2%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (43)"> Other values (43) </td><td>596</td><td><div class=bar style=width:100.0%> 32.7% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5537339029389252276unicode--5537339029389252276categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1502</td><td><div class=bar style=width:100.0%> 82.4% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>162</td><td><div class=bar style=width:10.8%> &nbsp; </div> 8.9% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>88</td><td><div class=bar style=width:5.9%> &nbsp; </div> 4.8% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>58</td><td><div class=bar style=width:3.9%> &nbsp; </div> 3.2% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>8</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:46.9%> 11.7% </div></td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:44.8%> 11.1% </div></td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:34.0%> &nbsp; </div> 8.5% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:31.1%> &nbsp; </div> 7.7% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:29.2%> &nbsp; </div> 7.3% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:28.4%> &nbsp; </div> 7.1% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:26.8%> &nbsp; </div> 6.7% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:26.0%> &nbsp; </div> 6.5% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:18.0%> &nbsp; </div> 4.5% </td></tr><tr class><td title=n> n </td><td>65</td><td><div class=bar style=width:17.4%> &nbsp; </div> 4.3% </td></tr><tr class=other><td title="Other values (17)"> Other values (17) </td><td>373</td><td><div class=bar style=width:100.0%> 24.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=F> F </td><td>37</td><td><div class=bar style=width:100.0%> 42.0% </div></td></tr><tr class><td title=S> S </td><td>10</td><td><div class=bar style=width:27.0%> &nbsp; </div> 11.4% </td></tr><tr class><td title=D> D </td><td>8</td><td><div class=bar style=width:21.6%> &nbsp; </div> 9.1% </td></tr><tr class><td title=B> B </td><td>6</td><td><div class=bar style=width:16.2%> &nbsp; </div> 6.8% </td></tr><tr class><td title=A> A </td><td>4</td><td><div class=bar style=width:10.8%> &nbsp; </div> 4.5% </td></tr><tr class><td title=C> C </td><td>4</td><td><div class=bar style=width:10.8%> &nbsp; </div> 4.5% </td></tr><tr class><td title=E> E </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=O> O </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=W> W </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=T> T </td><td>3</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.4% </td></tr><tr class=other><td title="Other values (5)"> Other values (5) </td><td>7</td><td><div class=bar style=width:18.9%> &nbsp; </div> 8.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>47</td><td><div class=bar style=width:100.0%> 81.0% </div></td></tr><tr class><td title=.> . </td><td>4</td><td><div class=bar style=width:8.5%> &nbsp; </div> 6.9% </td></tr><tr class><td title=/ > / </td><td>4</td><td><div class=bar style=width:8.5%> &nbsp; </div> 6.9% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:4.3%> &nbsp; </div> 3.4% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=3> 3 </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5537339029389252276unicode--5537339029389252276scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1590</td><td><div class=bar style=width:100.0%> 87.3% </div></td></tr><tr class><td title=Common> Common </td><td>232</td><td><div class=bar style=width:14.6%> &nbsp; </div> 12.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:38.0%> &nbsp; </div> 11.0% </td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:36.2%> &nbsp; </div> 10.5% </td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:27.5%> &nbsp; </div> 8.0% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:25.2%> &nbsp; </div> 7.3% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:23.6%> &nbsp; </div> 6.9% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:23.0%> &nbsp; </div> 6.7% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:21.7%> &nbsp; </div> 6.3% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:21.0%> &nbsp; </div> 6.1% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:14.5%> &nbsp; </div> 4.2% </td></tr><tr class><td title=n> n </td><td>65</td><td><div class=bar style=width:14.1%> &nbsp; </div> 4.1% </td></tr><tr class=other><td title="Other values (32)"> Other values (32) </td><td>461</td><td><div class=bar style=width:100.0%> 29.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:100.0%> 69.8% </div></td></tr><tr class><td title=,> , </td><td>47</td><td><div class=bar style=width:29.0%> &nbsp; </div> 20.3% </td></tr><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:4.9%> &nbsp; </div> 3.4% </td></tr><tr class><td title=.> . </td><td>4</td><td><div class=bar style=width:2.5%> &nbsp; </div> 1.7% </td></tr><tr class><td title=/ > / </td><td>4</td><td><div class=bar style=width:2.5%> &nbsp; </div> 1.7% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.9% </td></tr><tr class><td title=3> 3 </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr><tr class><td title=(> ( </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr><tr class><td title=)> ) </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.4% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5537339029389252276unicode--5537339029389252276blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>1799</td><td><div class=bar style=width:100.0%> 98.7% </div></td></tr><tr class><td title=None> None </td><td>23</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.3% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>175</td><td><div class=bar style=width:30.5%> &nbsp; </div> 9.7% </td></tr><tr class><td title=t> t </td><td>167</td><td><div class=bar style=width:29.1%> &nbsp; </div> 9.3% </td></tr><tr class><td title=" "></td><td>162</td><td><div class=bar style=width:28.3%> &nbsp; </div> 9.0% </td></tr><tr class><td title=l> l </td><td>127</td><td><div class=bar style=width:22.2%> &nbsp; </div> 7.1% </td></tr><tr class><td title=e> e </td><td>116</td><td><div class=bar style=width:20.2%> &nbsp; </div> 6.4% </td></tr><tr class><td title=k> k </td><td>109</td><td><div class=bar style=width:19.0%> &nbsp; </div> 6.1% </td></tr><tr class><td title=u> u </td><td>106</td><td><div class=bar style=width:18.5%> &nbsp; </div> 5.9% </td></tr><tr class><td title=s> s </td><td>100</td><td><div class=bar style=width:17.5%> &nbsp; </div> 5.6% </td></tr><tr class><td title=i> i </td><td>97</td><td><div class=bar style=width:16.9%> &nbsp; </div> 5.4% </td></tr><tr class><td title=o> o </td><td>67</td><td><div class=bar style=width:11.7%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (41)"> Other values (41) </td><td>573</td><td><div class=bar style=width:100.0%> 31.9% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>20</td><td><div class=bar style=width:100.0%> 87.0% </div></td></tr><tr class><td title=ö> ö </td><td>3</td><td><div class=bar style=width:15.0%> &nbsp; </div> 13.0% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-7875608020186776029></a><div class=variable><div class=col-sm-12><p class=h4 title="Tuntilaskutus (ALV 0%, euroina)"><a href=#pp_var_-7875608020186776029>Tuntilaskutus (ALV 0%, euroina)</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 3 fields: Vuosilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?, Sukupuoli">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>25</td></tr><tr><th>Distinct (%)</th><td>42.4%</td></tr><tr class=alert><th>Missing</th><td>625</td></tr><tr class=alert><th>Missing (%)</th><td>91.4%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>93.5</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>50</td></tr><tr><th>Maximum</th><td>170</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 0.4% </td></tr><tr class><td title=105> 105 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=88> 88 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=150> 150 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=65> 65 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=98> 98 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>15</td><td><div class=bar style=width:2.4%> &nbsp; </div> 2.2% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>625</td><td><div class=bar style=width:100.0%> 91.4% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=3192443660199023875bottom-3192443660199023875extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3192443660199023875extreme_values-3192443660199023875firstn aria-controls=3192443660199023875extreme_values-3192443660199023875firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#3192443660199023875extreme_values-3192443660199023875lastn aria-controls=3192443660199023875extreme_values-3192443660199023875lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3192443660199023875extreme_values-3192443660199023875firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=50> 50 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=60> 60 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=65> 65 </td><td>2</td><td><div class=bar style=width:18.2%> &nbsp; </div> 0.3% </td></tr><tr class><td title=70> 70 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=72> 72 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=76> 76 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=80> 80 </td><td>11</td><td><div class=bar style=width:100.0%> 1.6% </div></td></tr><tr class><td title=84> 84 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=85> 85 </td><td>6</td><td><div class=bar style=width:54.5%> 0.9% </div></td></tr><tr class><td title=86> 86 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=3192443660199023875extreme_values-3192443660199023875lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=170> 170 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=150> 150 </td><td>2</td><td><div class=bar style=width:40.0%> &nbsp; </div> 0.3% </td></tr><tr class><td title=130> 130 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=120> 120 </td><td>5</td><td><div class=bar style=width:100.0%> 0.7% </div></td></tr><tr class><td title=116> 116 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=110> 110 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=107.5> 107.5 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=105> 105 </td><td>2</td><td><div class=bar style=width:40.0%> &nbsp; </div> 0.3% </td></tr><tr class><td title=100> 100 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=99> 99 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_6374532317492730611></a><div class=variable><div class=col-sm-12><p class=h4 title="Vuosilaskutus (ALV 0%, euroina)"><a href=#pp_var_6374532317492730611>Vuosilaskutus (ALV 0%, euroina)</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 2 fields: Tuntilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>34</td></tr><tr><th>Distinct (%)</th><td>54.8%</td></tr><tr class=alert><th>Missing</th><td>622</td></tr><tr class=alert><th>Missing (%)</th><td>90.9%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>134460.16</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>300000</td></tr><tr><th>Zeros</th><td>1</td></tr><tr><th>Zeros (%)</th><td>0.1%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 0.4% </td></tr><tr class><td title=105> 105 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=88> 88 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=150> 150 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=65> 65 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=98> 98 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>15</td><td><div class=bar style=width:2.4%> &nbsp; </div> 2.2% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>625</td><td><div class=bar style=width:100.0%> 91.4% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-7875608020186776029bottom--7875608020186776029extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-7875608020186776029extreme_values--7875608020186776029firstn aria-controls=-7875608020186776029extreme_values--7875608020186776029firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#-7875608020186776029extreme_values--7875608020186776029lastn aria-controls=-7875608020186776029extreme_values--7875608020186776029lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-7875608020186776029extreme_values--7875608020186776029firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=50> 50 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=60> 60 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=65> 65 </td><td>2</td><td><div class=bar style=width:18.2%> &nbsp; </div> 0.3% </td></tr><tr class><td title=70> 70 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=72> 72 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=76> 76 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=80> 80 </td><td>11</td><td><div class=bar style=width:100.0%> 1.6% </div></td></tr><tr class><td title=84> 84 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=85> 85 </td><td>6</td><td><div class=bar style=width:54.5%> 0.9% </div></td></tr><tr class><td title=86> 86 </td><td>1</td><td><div class=bar style=width:9.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-7875608020186776029extreme_values--7875608020186776029lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=170> 170 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=150> 150 </td><td>2</td><td><div class=bar style=width:40.0%> &nbsp; </div> 0.3% </td></tr><tr class><td title=130> 130 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=120> 120 </td><td>5</td><td><div class=bar style=width:100.0%> 0.7% </div></td></tr><tr class><td title=116> 116 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=110> 110 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=107.5> 107.5 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=105> 105 </td><td>2</td><td><div class=bar style=width:40.0%> &nbsp; </div> 0.3% </td></tr><tr class><td title=100> 100 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=99> 99 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-2455354170746982647></a><div class=variable><div class=col-sm-12><p class=h4 title="Vuosilaskutus (ALV 0%, euroina)"><a href=#pp_var_-2455354170746982647>Vuosilaskutus (ALV 0%, euroina)</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 2 fields: Tuntilaskutus (ALV 0%, euroina), Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>34</td></tr><tr><th>Distinct (%)</th><td>54.8%</td></tr><tr class=alert><th>Missing</th><td>622</td></tr><tr class=alert><th>Missing (%)</th><td>90.9%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>134460.16</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>300000</td></tr><tr><th>Zeros</th><td>1</td></tr><tr><th>Zeros (%)</th><td>0.1%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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-" style="fill: none"/></g></g></g><defs><clippath id=pa85f1b0828><rect x=48.79 y=10.8 width=444.41 height=149.980088 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=34) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=6374532317492730611bottom-6374532317492730611common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=150000> 150000 </td><td>5</td><td><div class=bar style=width:0.8%> &nbsp; </div> 0.7% </td></tr><tr class><td title=140000> 140000 </td><td>5</td><td><div class=bar style=width:0.8%> &nbsp; </div> 0.7% </td></tr><tr class><td title=125000> 125000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=120000> 120000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=160000> 160000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=135000> 135000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=180000> 180000 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=100000> 100000 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=200000> 200000 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=145000> 145000 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class=other><td title="Other values (24)"> Other values (24) </td><td>27</td><td><div class=bar style=width:4.3%> &nbsp; </div> 3.9% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>622</td><td><div class=bar style=width:100.0%> 90.9% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=6374532317492730611bottom-6374532317492730611extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#6374532317492730611extreme_values-6374532317492730611firstn aria-controls=6374532317492730611extreme_values-6374532317492730611firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#6374532317492730611extreme_values-6374532317492730611lastn aria-controls=6374532317492730611extreme_values-6374532317492730611lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=6374532317492730611extreme_values-6374532317492730611firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=30> 30 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=29500> 29500 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=30000> 30000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=70000> 70000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=75000> 75000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=80000> 80000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=84000> 84000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=93000> 93000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=95000> 95000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=6374532317492730611extreme_values-6374532317492730611lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=300000> 300000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=236000> 236000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=230000> 230000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=200000> 200000 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=190000> 190000 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=180000> 180000 </td><td>3</td><td><div class=bar style=width:75.0%> 0.4% </div></td></tr><tr class><td title=170000> 170000 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=166000> 166000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=160000> 160000 </td><td>4</td><td><div class=bar style=width:100.0%> 0.6% </div></td></tr><tr class><td title=155000> 155000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5632374999174428096></a><div class=variable><div class=col-sm-12><p class=h4 title="Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?"><a href=#pp_var_5632374999174428096>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>5</td></tr><tr><th>Distinct (%)</th><td>7.4%</td></tr><tr class=alert><th>Missing</th><td>616</td></tr><tr class=alert><th>Missing (%)</th><td>90.1%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Käytän välitysfirmoja </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 27&nbsp; </div></td></tr><tr class><th width=10%> Itse </th><td width=10%><div class=bar style=width:96.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 26&nbsp; </div></td></tr><tr class><th width=10%> Itse, Käytän välitysfirmoja </th><td width=10%><div class=bar style=width:48.1% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 13&nbsp; </div></td></tr><tr class><th width=10%> Itse, Verkosto </th><td width=10%><div class=bar style=width:3.7% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Käytän välitysfirmoja, LinkedIn:istä tullut suoraan monta kyselyä, nykyinenkin projekti </th><td width=10%><div class=bar style=width:3.7% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-5632374999174428096, #minifreqtable5632374999174428096" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-5632374999174428096 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5632374999174428096bottom-5632374999174428096overview aria-controls=5632374999174428096bottom-5632374999174428096overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#5632374999174428096bottom-5632374999174428096string aria-controls=5632374999174428096bottom-5632374999174428096string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5632374999174428096bottom-5632374999174428096word aria-controls=5632374999174428096bottom-5632374999174428096word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#5632374999174428096bottom-5632374999174428096characters aria-controls=5632374999174428096bottom-5632374999174428096characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5632374999174428096bottom-5632374999174428096overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>87</td></tr><tr><th>Median length</th><td>27</td></tr><tr><th>Mean length</th><td>16.514706</td></tr><tr><th>Min length</th><td>4</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1123</td></tr><tr><th>Distinct characters</th><td>26</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>2 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>2.9%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Käytän välitysfirmoja</td></tr><tr><th>2nd row</th><td>Itse</td></tr><tr><th>3rd row</th><td>Käytän välitysfirmoja</td></tr><tr><th>4th row</th><td>Käytän välitysfirmoja</td></tr><tr><th>5th row</th><td>Itse</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5632374999174428096bottom-5632374999174428096string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Käytän välitysfirmoja"> Käytän välitysfirmoja </td><td>27</td><td><div class=bar style=width:4.4%> &nbsp; </div> 3.9% </td></tr><tr class><td title=Itse> Itse </td><td>26</td><td><div class=bar style=width:4.2%> &nbsp; </div> 3.8% </td></tr><tr class><td title="Itse, Käytän välitysfirmoja"> Itse, Käytän välitysfirmoja </td><td>13</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.9% </td></tr><tr class><td title="Itse, Verkosto"> Itse, Verkosto </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Käytän välitysfirmoja, LinkedIn:istä tullut suoraan monta kyselyä, nykyinenkin projekti"> Käytän välitysfirmoja, LinkedIn:istä tullut suoraan monta kyselyä, nykyinenkin projekti </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:56.722336</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
+" style="fill: none"/></g></g></g><defs><clippath id=pbd0decc569><rect x=48.79 y=10.8 width=444.41 height=149.980088 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=34) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2455354170746982647bottom--2455354170746982647common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=150000> 150000 </td><td>5</td><td><div class=bar style=width:0.8%> &nbsp; </div> 0.7% </td></tr><tr class><td title=140000> 140000 </td><td>5</td><td><div class=bar style=width:0.8%> &nbsp; </div> 0.7% </td></tr><tr class><td title=125000> 125000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=120000> 120000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=160000> 160000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=135000> 135000 </td><td>4</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr><tr class><td title=180000> 180000 </td><td>3</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.4% </td></tr><tr class><td title=100000> 100000 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=200000> 200000 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=145000> 145000 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class=other><td title="Other values (24)"> Other values (24) </td><td>27</td><td><div class=bar style=width:4.3%> &nbsp; </div> 3.9% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>622</td><td><div class=bar style=width:100.0%> 90.9% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-2455354170746982647bottom--2455354170746982647extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2455354170746982647extreme_values--2455354170746982647firstn aria-controls=-2455354170746982647extreme_values--2455354170746982647firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#-2455354170746982647extreme_values--2455354170746982647lastn aria-controls=-2455354170746982647extreme_values--2455354170746982647lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2455354170746982647extreme_values--2455354170746982647firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=30> 30 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=29500> 29500 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=30000> 30000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=70000> 70000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=75000> 75000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=80000> 80000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=84000> 84000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=93000> 93000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=95000> 95000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-2455354170746982647extreme_values--2455354170746982647lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=300000> 300000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=236000> 236000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=230000> 230000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=200000> 200000 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=190000> 190000 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=180000> 180000 </td><td>3</td><td><div class=bar style=width:75.0%> 0.4% </div></td></tr><tr class><td title=170000> 170000 </td><td>2</td><td><div class=bar style=width:50.0%> 0.3% </div></td></tr><tr class><td title=166000> 166000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=160000> 160000 </td><td>4</td><td><div class=bar style=width:100.0%> 0.6% </div></td></tr><tr class><td title=155000> 155000 </td><td>1</td><td><div class=bar style=width:25.0%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_9159011003545821158></a><div class=variable><div class=col-sm-12><p class=h4 title="Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?"><a href=#pp_var_9159011003545821158>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>5</td></tr><tr><th>Distinct (%)</th><td>7.4%</td></tr><tr class=alert><th>Missing</th><td>616</td></tr><tr class=alert><th>Missing (%)</th><td>90.1%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Käytän välitysfirmoja </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 27&nbsp; </div></td></tr><tr class><th width=10%> Itse </th><td width=10%><div class=bar style=width:96.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 26&nbsp; </div></td></tr><tr class><th width=10%> Itse, Käytän välitysfirmoja </th><td width=10%><div class=bar style=width:48.1% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 13&nbsp; </div></td></tr><tr class><th width=10%> Itse, Verkosto </th><td width=10%><div class=bar style=width:3.7% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Käytän välitysfirmoja, LinkedIn:istä tullut suoraan monta kyselyä, nykyinenkin projekti </th><td width=10%><div class=bar style=width:3.7% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-9159011003545821158, #minifreqtable9159011003545821158" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-9159011003545821158 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#9159011003545821158bottom-9159011003545821158overview aria-controls=9159011003545821158bottom-9159011003545821158overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#9159011003545821158bottom-9159011003545821158string aria-controls=9159011003545821158bottom-9159011003545821158string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#9159011003545821158bottom-9159011003545821158word aria-controls=9159011003545821158bottom-9159011003545821158word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#9159011003545821158bottom-9159011003545821158characters aria-controls=9159011003545821158bottom-9159011003545821158characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=9159011003545821158bottom-9159011003545821158overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>87</td></tr><tr><th>Median length</th><td>27</td></tr><tr><th>Mean length</th><td>16.514706</td></tr><tr><th>Min length</th><td>4</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1123</td></tr><tr><th>Distinct characters</th><td>26</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>2 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>2.9%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Käytän välitysfirmoja</td></tr><tr><th>2nd row</th><td>Itse</td></tr><tr><th>3rd row</th><td>Käytän välitysfirmoja</td></tr><tr><th>4th row</th><td>Käytän välitysfirmoja</td></tr><tr><th>5th row</th><td>Itse</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=9159011003545821158bottom-9159011003545821158string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Käytän välitysfirmoja"> Käytän välitysfirmoja </td><td>27</td><td><div class=bar style=width:4.4%> &nbsp; </div> 3.9% </td></tr><tr class><td title=Itse> Itse </td><td>26</td><td><div class=bar style=width:4.2%> &nbsp; </div> 3.8% </td></tr><tr class><td title="Itse, Käytän välitysfirmoja"> Itse, Käytän välitysfirmoja </td><td>13</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.9% </td></tr><tr class><td title="Itse, Verkosto"> Itse, Verkosto </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Käytän välitysfirmoja, LinkedIn:istä tullut suoraan monta kyselyä, nykyinenkin projekti"> Käytän välitysfirmoja, LinkedIn:istä tullut suoraan monta kyselyä, nykyinenkin projekti </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 0.8% </td></tr><tr class><td title=linkedin:istä> linkedin:istä </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=tullut> tullut </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=suoraan> suoraan </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=monta> monta </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=kyselyä> kyselyä </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=nykyinenkin> nykyinenkin </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5632374999174428096bottom-5632374999174428096characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5632374999174428096unicode-5632374999174428096characters aria-controls=5632374999174428096unicode-5632374999174428096characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#5632374999174428096unicode-5632374999174428096categories aria-controls=5632374999174428096unicode-5632374999174428096categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5632374999174428096unicode-5632374999174428096scripts aria-controls=5632374999174428096unicode-5632374999174428096scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#5632374999174428096unicode-5632374999174428096blocks aria-controls=5632374999174428096unicode-5632374999174428096blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5632374999174428096unicode-5632374999174428096characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:35.0%> &nbsp; </div> 11.4% </td></tr><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:34.2%> &nbsp; </div> 11.1% </td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:23.8%> &nbsp; </div> 7.7% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:23.5%> &nbsp; </div> 7.7% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:23.2%> &nbsp; </div> 7.6% </td></tr><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:16.9%> &nbsp; </div> 5.5% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:13.4%> &nbsp; </div> 4.4% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:12.6%> &nbsp; </div> 4.1% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:12.3%> &nbsp; </div> 4.0% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:12.0%> &nbsp; </div> 3.9% </td></tr><tr class=other><td title="Other values (16)"> Other values (16) </td><td>366</td><td><div class=bar style=width:100.0%> 32.6% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5632374999174428096unicode-5632374999174428096categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>960</td><td><div class=bar style=width:100.0%> 85.5% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>84</td><td><div class=bar style=width:8.8%> &nbsp; </div> 7.5% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>62</td><td><div class=bar style=width:6.5%> &nbsp; </div> 5.5% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>17</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.5% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:57.9%> 13.3% </div></td></tr><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:56.6%> 13.0% </div></td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:39.4%> &nbsp; </div> 9.1% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:38.9%> &nbsp; </div> 9.0% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.9% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:22.2%> &nbsp; </div> 5.1% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:20.8%> &nbsp; </div> 4.8% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:20.4%> &nbsp; </div> 4.7% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=l> l </td><td>44</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class=other><td title="Other values (9)"> Other values (9) </td><td>221</td><td><div class=bar style=width:100.0%> 23.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=I> I </td><td>41</td><td><div class=bar style=width:100.0%> 48.8% </div></td></tr><tr class><td title=K> K </td><td>41</td><td><div class=bar style=width:100.0%> 48.8% </div></td></tr><tr class><td title=V> V </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.2% </td></tr><tr class><td title=L> L </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>16</td><td><div class=bar style=width:100.0%> 94.1% </div></td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:6.2%> &nbsp; </div> 5.9% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5632374999174428096unicode-5632374999174428096scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1044</td><td><div class=bar style=width:100.0%> 93.0% </div></td></tr><tr class><td title=Common> Common </td><td>79</td><td><div class=bar style=width:7.6%> &nbsp; </div> 7.0% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:42.0%> 12.3% </div></td></tr><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:41.0%> 12.0% </div></td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:28.5%> &nbsp; </div> 8.3% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:28.2%> &nbsp; </div> 8.2% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:27.9%> &nbsp; </div> 8.1% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:16.1%> &nbsp; </div> 4.7% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:15.1%> &nbsp; </div> 4.4% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:14.8%> &nbsp; </div> 4.3% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:14.4%> &nbsp; </div> 4.2% </td></tr><tr class><td title=l> l </td><td>44</td><td><div class=bar style=width:14.4%> &nbsp; </div> 4.2% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>305</td><td><div class=bar style=width:100.0%> 29.2% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:100.0%> 78.5% </div></td></tr><tr class><td title=,> , </td><td>16</td><td><div class=bar style=width:25.8%> &nbsp; </div> 20.3% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.3% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5632374999174428096unicode-5632374999174428096blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>998</td><td><div class=bar style=width:100.0%> 88.9% </div></td></tr><tr class><td title=None> None </td><td>125</td><td><div class=bar style=width:12.5%> &nbsp; </div> 11.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:39.8%> &nbsp; </div> 12.8% </td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:27.0%> &nbsp; </div> 8.7% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:26.7%> &nbsp; </div> 8.6% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:26.4%> &nbsp; </div> 8.5% </td></tr><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:19.3%> &nbsp; </div> 6.2% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:15.2%> &nbsp; </div> 4.9% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:14.3%> &nbsp; </div> 4.6% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:14.0%> &nbsp; </div> 4.5% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:13.7%> &nbsp; </div> 4.4% </td></tr><tr class><td title=l> l </td><td>44</td><td><div class=bar style=width:13.7%> &nbsp; </div> 4.4% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>322</td><td><div class=bar style=width:100.0%> 32.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_1928664619371479950></a><div class=variable><div class=col-sm-12><p class=h4 title="Mistä asiakkaat ovat?"><a href=#pp_var_1928664619371479950>Mistä asiakkaat ovat?</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>4.4%</td></tr><tr class=alert><th>Missing</th><td>616</td></tr><tr class=alert><th>Missing (%)</th><td>90.1%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Suomesta </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 45&nbsp; </div></td></tr><tr class><th width=10%> Suomesta, Ulkomailta </th><td width=10%><div class=bar style=width:26.7% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 12&nbsp; </div></td></tr><tr class><th width=10%> Ulkomailta </th><td width=10%><div class=bar style=width:24.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 11&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-1928664619371479950, #minifreqtable1928664619371479950" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-1928664619371479950 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#1928664619371479950bottom-1928664619371479950overview aria-controls=1928664619371479950bottom-1928664619371479950overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#1928664619371479950bottom-1928664619371479950string aria-controls=1928664619371479950bottom-1928664619371479950string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#1928664619371479950bottom-1928664619371479950word aria-controls=1928664619371479950bottom-1928664619371479950word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#1928664619371479950bottom-1928664619371479950characters aria-controls=1928664619371479950bottom-1928664619371479950characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=1928664619371479950bottom-1928664619371479950overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>20</td></tr><tr><th>Median length</th><td>8</td></tr><tr><th>Mean length</th><td>10.441176</td></tr><tr><th>Min length</th><td>8</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>710</td></tr><tr><th>Distinct characters</th><td>14</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Suomesta</td></tr><tr><th>2nd row</th><td>Suomesta, Ulkomailta</td></tr><tr><th>3rd row</th><td>Suomesta</td></tr><tr><th>4th row</th><td>Suomesta</td></tr><tr><th>5th row</th><td>Suomesta</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1928664619371479950bottom-1928664619371479950string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Suomesta> Suomesta </td><td>45</td><td><div class=bar style=width:7.3%> &nbsp; </div> 6.6% </td></tr><tr class><td title="Suomesta, Ulkomailta"> Suomesta, Ulkomailta </td><td>12</td><td><div class=bar style=width:1.9%> &nbsp; </div> 1.8% </td></tr><tr class><td title=Ulkomailta> Ulkomailta </td><td>11</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.6% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 0.8% </td></tr><tr class><td title=linkedin:istä> linkedin:istä </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=tullut> tullut </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=suoraan> suoraan </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=monta> monta </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=kyselyä> kyselyä </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr><tr class><td title=nykyinenkin> nykyinenkin </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.8% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=9159011003545821158bottom-9159011003545821158characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#9159011003545821158unicode-9159011003545821158characters aria-controls=9159011003545821158unicode-9159011003545821158characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#9159011003545821158unicode-9159011003545821158categories aria-controls=9159011003545821158unicode-9159011003545821158categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#9159011003545821158unicode-9159011003545821158scripts aria-controls=9159011003545821158unicode-9159011003545821158scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#9159011003545821158unicode-9159011003545821158blocks aria-controls=9159011003545821158unicode-9159011003545821158blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=9159011003545821158unicode-9159011003545821158characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:35.0%> &nbsp; </div> 11.4% </td></tr><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:34.2%> &nbsp; </div> 11.1% </td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:23.8%> &nbsp; </div> 7.7% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:23.5%> &nbsp; </div> 7.7% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:23.2%> &nbsp; </div> 7.6% </td></tr><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:16.9%> &nbsp; </div> 5.5% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:13.4%> &nbsp; </div> 4.4% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:12.6%> &nbsp; </div> 4.1% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:12.3%> &nbsp; </div> 4.0% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:12.0%> &nbsp; </div> 3.9% </td></tr><tr class=other><td title="Other values (16)"> Other values (16) </td><td>366</td><td><div class=bar style=width:100.0%> 32.6% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=9159011003545821158unicode-9159011003545821158categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>960</td><td><div class=bar style=width:100.0%> 85.5% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>84</td><td><div class=bar style=width:8.8%> &nbsp; </div> 7.5% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>62</td><td><div class=bar style=width:6.5%> &nbsp; </div> 5.5% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>17</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.5% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:57.9%> 13.3% </div></td></tr><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:56.6%> 13.0% </div></td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:39.4%> &nbsp; </div> 9.1% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:38.9%> &nbsp; </div> 9.0% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.9% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:22.2%> &nbsp; </div> 5.1% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:20.8%> &nbsp; </div> 4.8% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:20.4%> &nbsp; </div> 4.7% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=l> l </td><td>44</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class=other><td title="Other values (9)"> Other values (9) </td><td>221</td><td><div class=bar style=width:100.0%> 23.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=I> I </td><td>41</td><td><div class=bar style=width:100.0%> 48.8% </div></td></tr><tr class><td title=K> K </td><td>41</td><td><div class=bar style=width:100.0%> 48.8% </div></td></tr><tr class><td title=V> V </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.2% </td></tr><tr class><td title=L> L </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>16</td><td><div class=bar style=width:100.0%> 94.1% </div></td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:6.2%> &nbsp; </div> 5.9% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=9159011003545821158unicode-9159011003545821158scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1044</td><td><div class=bar style=width:100.0%> 93.0% </div></td></tr><tr class><td title=Common> Common </td><td>79</td><td><div class=bar style=width:7.6%> &nbsp; </div> 7.0% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:42.0%> 12.3% </div></td></tr><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:41.0%> 12.0% </div></td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:28.5%> &nbsp; </div> 8.3% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:28.2%> &nbsp; </div> 8.2% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:27.9%> &nbsp; </div> 8.1% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:16.1%> &nbsp; </div> 4.7% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:15.1%> &nbsp; </div> 4.4% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:14.8%> &nbsp; </div> 4.3% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:14.4%> &nbsp; </div> 4.2% </td></tr><tr class><td title=l> l </td><td>44</td><td><div class=bar style=width:14.4%> &nbsp; </div> 4.2% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>305</td><td><div class=bar style=width:100.0%> 29.2% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:100.0%> 78.5% </div></td></tr><tr class><td title=,> , </td><td>16</td><td><div class=bar style=width:25.8%> &nbsp; </div> 20.3% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.3% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=9159011003545821158unicode-9159011003545821158blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>998</td><td><div class=bar style=width:100.0%> 88.9% </div></td></tr><tr class><td title=None> None </td><td>125</td><td><div class=bar style=width:12.5%> &nbsp; </div> 11.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>128</td><td><div class=bar style=width:39.8%> &nbsp; </div> 12.8% </td></tr><tr class><td title=i> i </td><td>87</td><td><div class=bar style=width:27.0%> &nbsp; </div> 8.7% </td></tr><tr class><td title=y> y </td><td>86</td><td><div class=bar style=width:26.7%> &nbsp; </div> 8.6% </td></tr><tr class><td title=s> s </td><td>85</td><td><div class=bar style=width:26.4%> &nbsp; </div> 8.5% </td></tr><tr class><td title=" "></td><td>62</td><td><div class=bar style=width:19.3%> &nbsp; </div> 6.2% </td></tr><tr class><td title=n> n </td><td>49</td><td><div class=bar style=width:15.2%> &nbsp; </div> 4.9% </td></tr><tr class><td title=o> o </td><td>46</td><td><div class=bar style=width:14.3%> &nbsp; </div> 4.6% </td></tr><tr class><td title=e> e </td><td>45</td><td><div class=bar style=width:14.0%> &nbsp; </div> 4.5% </td></tr><tr class><td title=a> a </td><td>44</td><td><div class=bar style=width:13.7%> &nbsp; </div> 4.4% </td></tr><tr class><td title=l> l </td><td>44</td><td><div class=bar style=width:13.7%> &nbsp; </div> 4.4% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>322</td><td><div class=bar style=width:100.0%> 32.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>125</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5039957778238607378></a><div class=variable><div class=col-sm-12><p class=h4 title="Mistä asiakkaat ovat?"><a href=#pp_var_5039957778238607378>Mistä asiakkaat ovat?</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>4.4%</td></tr><tr class=alert><th>Missing</th><td>616</td></tr><tr class=alert><th>Missing (%)</th><td>90.1%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Suomesta </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 45&nbsp; </div></td></tr><tr class><th width=10%> Suomesta, Ulkomailta </th><td width=10%><div class=bar style=width:26.7% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 12&nbsp; </div></td></tr><tr class><th width=10%> Ulkomailta </th><td width=10%><div class=bar style=width:24.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 11&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-5039957778238607378, #minifreqtable5039957778238607378" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-5039957778238607378 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5039957778238607378bottom-5039957778238607378overview aria-controls=5039957778238607378bottom-5039957778238607378overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#5039957778238607378bottom-5039957778238607378string aria-controls=5039957778238607378bottom-5039957778238607378string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5039957778238607378bottom-5039957778238607378word aria-controls=5039957778238607378bottom-5039957778238607378word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#5039957778238607378bottom-5039957778238607378characters aria-controls=5039957778238607378bottom-5039957778238607378characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5039957778238607378bottom-5039957778238607378overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>20</td></tr><tr><th>Median length</th><td>8</td></tr><tr><th>Mean length</th><td>10.441176</td></tr><tr><th>Min length</th><td>8</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>710</td></tr><tr><th>Distinct characters</th><td>14</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>1 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Suomesta</td></tr><tr><th>2nd row</th><td>Suomesta, Ulkomailta</td></tr><tr><th>3rd row</th><td>Suomesta</td></tr><tr><th>4th row</th><td>Suomesta</td></tr><tr><th>5th row</th><td>Suomesta</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5039957778238607378bottom-5039957778238607378string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Suomesta> Suomesta </td><td>45</td><td><div class=bar style=width:7.3%> &nbsp; </div> 6.6% </td></tr><tr class><td title="Suomesta, Ulkomailta"> Suomesta, Ulkomailta </td><td>12</td><td><div class=bar style=width:1.9%> &nbsp; </div> 1.8% </td></tr><tr class><td title=Ulkomailta> Ulkomailta </td><td>11</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.6% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>616</td><td><div class=bar style=width:100.0%> 90.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
+  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T18:24:36.053645</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
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-" clip-path=url(#p000ae6478d) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_4><path d="M 203.660152 178.535539 
+" clip-path=url(#pf8733540bf) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_4><path d="M 203.660152 178.535539 
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-" clip-path=url(#p000ae6478d) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 338.329848 178.535539 
+" clip-path=url(#pf8733540bf) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 338.329848 178.535539 
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-" clip-path=url(#p000ae6478d) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_6><path d="M 48.79 178.535539 
+" clip-path=url(#pf8733540bf) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_6><path d="M 48.79 178.535539 
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-" style="fill: none"/></g></g></g><defs><clippath id=p000ae6478d><rect x=48.79 y=10.8 width=444.41 height=167.735539 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div><div class=row><div class=col-sm-12><h4 class=indent>Common Values (Plot)</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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-" style="fill: #2ca02c; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=text_6><g style="fill: #262626" transform="translate(71.136 197.4897) scale(0.1728 -0.1728)"><use xlink:href=#DejaVuSans-55 /><use xlink:href=#DejaVuSans-6c x=73.193359 /><use xlink:href=#DejaVuSans-6b x=100.976562 /><use xlink:href=#DejaVuSans-6f x=155.261719 /><use xlink:href=#DejaVuSans-6d x=216.443359 /><use xlink:href=#DejaVuSans-61 x=313.855469 /><use xlink:href=#DejaVuSans-69 x=375.134766 /><use xlink:href=#DejaVuSans-6c x=402.917969 /><use xlink:href=#DejaVuSans-74 x=430.701172 /><use xlink:href=#DejaVuSans-61 x=469.910156 /></g></g></g></g></g><defs><clippath id=p1e852fe03f><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1928664619371479950bottom-1928664619371479950word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=suomesta> suomesta </td><td>57</td><td><div class=bar style=width:100.0%> 71.2% </div></td></tr><tr class><td title=ulkomailta> ulkomailta </td><td>23</td><td><div class=bar style=width:40.4%> 28.7% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1928664619371479950bottom-1928664619371479950characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#1928664619371479950unicode-1928664619371479950characters aria-controls=1928664619371479950unicode-1928664619371479950characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#1928664619371479950unicode-1928664619371479950categories aria-controls=1928664619371479950unicode-1928664619371479950categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#1928664619371479950unicode-1928664619371479950scripts aria-controls=1928664619371479950unicode-1928664619371479950scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#1928664619371479950unicode-1928664619371479950blocks aria-controls=1928664619371479950unicode-1928664619371479950blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=1928664619371479950unicode-1928664619371479950characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 14.5% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 6.5% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.2% </td></tr><tr class=other><td title="Other values (4)"> Other values (4) </td><td>70</td><td><div class=bar style=width:68.0%> 9.9% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1928664619371479950unicode-1928664619371479950categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>606</td><td><div class=bar style=width:100.0%> 85.4% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>80</td><td><div class=bar style=width:13.2%> &nbsp; </div> 11.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>12</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.7% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>12</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 17.0% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 13.2% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 13.2% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 13.2% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 9.4% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 9.4% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 9.4% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 7.6% </div></td></tr><tr class><td title=k> k </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.8% </td></tr><tr class><td title=i> i </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.8% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:100.0%> 71.2% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:40.4%> 28.7% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>12</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1928664619371479950unicode-1928664619371479950scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>686</td><td><div class=bar style=width:100.0%> 96.6% </div></td></tr><tr class><td title=Common> Common </td><td>24</td><td><div class=bar style=width:3.5%> &nbsp; </div> 3.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 15.0% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 11.7% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 11.7% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 11.7% </div></td></tr><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 6.7% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.4% </td></tr><tr class=other><td title="Other values (2)"> Other values (2) </td><td>46</td><td><div class=bar style=width:44.7%> 6.7% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>12</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=1928664619371479950unicode-1928664619371479950blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>710</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 14.5% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 6.5% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.2% </td></tr><tr class=other><td title="Other values (4)"> Other values (4) </td><td>70</td><td><div class=bar style=width:68.0%> 9.9% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-480455813133088899></a><div class=variable><div class=col-sm-12><p class=h4 title=Työpaikka><a href=#pp_var_-480455813133088899>Työpaikka</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>86</td></tr><tr><th>Distinct (%)</th><td>58.5%</td></tr><tr class=alert><th>Missing</th><td>537</td></tr><tr class=alert><th>Missing (%)</th><td>78.5%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:57.426428</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 288 
+" style="fill: #2ca02c; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=text_6><g style="fill: #262626" transform="translate(71.136 197.4897) scale(0.1728 -0.1728)"><use xlink:href=#DejaVuSans-55 /><use xlink:href=#DejaVuSans-6c x=73.193359 /><use xlink:href=#DejaVuSans-6b x=100.976562 /><use xlink:href=#DejaVuSans-6f x=155.261719 /><use xlink:href=#DejaVuSans-6d x=216.443359 /><use xlink:href=#DejaVuSans-61 x=313.855469 /><use xlink:href=#DejaVuSans-69 x=375.134766 /><use xlink:href=#DejaVuSans-6c x=402.917969 /><use xlink:href=#DejaVuSans-74 x=430.701172 /><use xlink:href=#DejaVuSans-61 x=469.910156 /></g></g></g></g></g><defs><clippath id=p7ffc071542><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5039957778238607378bottom-5039957778238607378word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=suomesta> suomesta </td><td>57</td><td><div class=bar style=width:100.0%> 71.2% </div></td></tr><tr class><td title=ulkomailta> ulkomailta </td><td>23</td><td><div class=bar style=width:40.4%> 28.7% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5039957778238607378bottom-5039957778238607378characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5039957778238607378unicode-5039957778238607378characters aria-controls=5039957778238607378unicode-5039957778238607378characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#5039957778238607378unicode-5039957778238607378categories aria-controls=5039957778238607378unicode-5039957778238607378categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#5039957778238607378unicode-5039957778238607378scripts aria-controls=5039957778238607378unicode-5039957778238607378scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#5039957778238607378unicode-5039957778238607378blocks aria-controls=5039957778238607378unicode-5039957778238607378blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5039957778238607378unicode-5039957778238607378characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 14.5% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 6.5% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.2% </td></tr><tr class=other><td title="Other values (4)"> Other values (4) </td><td>70</td><td><div class=bar style=width:68.0%> 9.9% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5039957778238607378unicode-5039957778238607378categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>606</td><td><div class=bar style=width:100.0%> 85.4% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>80</td><td><div class=bar style=width:13.2%> &nbsp; </div> 11.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>12</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.7% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>12</td><td><div class=bar style=width:2.0%> &nbsp; </div> 1.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 17.0% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 13.2% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 13.2% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 13.2% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 9.4% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 9.4% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 9.4% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 7.6% </div></td></tr><tr class><td title=k> k </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.8% </td></tr><tr class><td title=i> i </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.8% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:100.0%> 71.2% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:40.4%> 28.7% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>12</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5039957778238607378unicode-5039957778238607378scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>686</td><td><div class=bar style=width:100.0%> 96.6% </div></td></tr><tr class><td title=Common> Common </td><td>24</td><td><div class=bar style=width:3.5%> &nbsp; </div> 3.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 15.0% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 11.7% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 11.7% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 11.7% </div></td></tr><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 8.3% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 6.7% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.4% </td></tr><tr class=other><td title="Other values (2)"> Other values (2) </td><td>46</td><td><div class=bar style=width:44.7%> 6.7% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>12</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=5039957778238607378unicode-5039957778238607378blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>710</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>103</td><td><div class=bar style=width:100.0%> 14.5% </div></td></tr><tr class><td title=o> o </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=m> m </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=t> t </td><td>80</td><td><div class=bar style=width:77.7%> 11.3% </div></td></tr><tr class><td title=S> S </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=u> u </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=e> e </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=s> s </td><td>57</td><td><div class=bar style=width:55.3%> 8.0% </div></td></tr><tr class><td title=l> l </td><td>46</td><td><div class=bar style=width:44.7%> 6.5% </div></td></tr><tr class><td title=U> U </td><td>23</td><td><div class=bar style=width:22.3%> &nbsp; </div> 3.2% </td></tr><tr class=other><td title="Other values (4)"> Other values (4) </td><td>70</td><td><div class=bar style=width:68.0%> 9.9% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_6378071430494650582></a><div class=variable><div class=col-sm-12><p class=h4 title=Työpaikka><a href=#pp_var_6378071430494650582>Työpaikka</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>86</td></tr><tr><th>Distinct (%)</th><td>58.5%</td></tr><tr class=alert><th>Missing</th><td>537</td></tr><tr class=alert><th>Missing (%)</th><td>78.5%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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id=image3dcea8e6c5 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pd0d356578f><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--480455813133088899, #minifreqtable-480455813133088899" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--480455813133088899 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-480455813133088899bottom--480455813133088899overview aria-controls=-480455813133088899bottom--480455813133088899overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-480455813133088899bottom--480455813133088899word aria-controls=-480455813133088899bottom--480455813133088899word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-480455813133088899bottom--480455813133088899characters aria-controls=-480455813133088899bottom--480455813133088899characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-480455813133088899bottom--480455813133088899overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>43</td></tr><tr><th>Median length</th><td>29</td></tr><tr><th>Mean length</th><td>9.0340136</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1328</td></tr><tr><th>Distinct characters</th><td>57</td></tr><tr><th>Distinct categories</th><td>6 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>69 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>46.9%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Visma</td></tr><tr><th>2nd row</th><td>Talenom</td></tr><tr><th>3rd row</th><td>Gofore</td></tr><tr><th>4th row</th><td>Vincit</td></tr><tr><th>5th row</th><td>Wunderdog</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-480455813133088899bottom--480455813133088899word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=reaktor> reaktor </td><td>13</td><td><div class=bar style=width:10.9%> &nbsp; </div> 7.1% </td></tr><tr class><td title=vincit> vincit </td><td>10</td><td><div class=bar style=width:8.4%> &nbsp; </div> 5.4% </td></tr><tr class><td title=mavericks> mavericks </td><td>9</td><td><div class=bar style=width:7.6%> &nbsp; </div> 4.9% </td></tr><tr class><td title=siili> siili </td><td>7</td><td><div class=bar style=width:5.9%> &nbsp; </div> 3.8% </td></tr><tr class><td title=gofore> gofore </td><td>6</td><td><div class=bar style=width:5.0%> &nbsp; </div> 3.3% </td></tr><tr class><td title=futurice> futurice </td><td>5</td><td><div class=bar style=width:4.2%> &nbsp; </div> 2.7% </td></tr><tr class><td title=wolt> wolt </td><td>4</td><td><div class=bar style=width:3.4%> &nbsp; </div> 2.2% </td></tr><tr class><td title=fraktio> fraktio </td><td>4</td><td><div class=bar style=width:3.4%> &nbsp; </div> 2.2% </td></tr><tr class><td title=mehiläinen> mehiläinen </td><td>4</td><td><div class=bar style=width:3.4%> &nbsp; </div> 2.2% </td></tr><tr class><td title=compile> compile </td><td>3</td><td><div class=bar style=width:2.5%> &nbsp; </div> 1.6% </td></tr><tr class=other><td title="Other values (107)"> Other values (107) </td><td>119</td><td><div class=bar style=width:100.0%> 64.7% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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id=image0dc835925d x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p0a5a48e745><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-6378071430494650582, #minifreqtable6378071430494650582" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-6378071430494650582 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#6378071430494650582bottom-6378071430494650582overview aria-controls=6378071430494650582bottom-6378071430494650582overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#6378071430494650582bottom-6378071430494650582word aria-controls=6378071430494650582bottom-6378071430494650582word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#6378071430494650582bottom-6378071430494650582characters aria-controls=6378071430494650582bottom-6378071430494650582characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=6378071430494650582bottom-6378071430494650582overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>43</td></tr><tr><th>Median length</th><td>29</td></tr><tr><th>Mean length</th><td>9.0340136</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>1328</td></tr><tr><th>Distinct characters</th><td>57</td></tr><tr><th>Distinct categories</th><td>6 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>69 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>46.9%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Visma</td></tr><tr><th>2nd row</th><td>Talenom</td></tr><tr><th>3rd row</th><td>Gofore</td></tr><tr><th>4th row</th><td>Vincit</td></tr><tr><th>5th row</th><td>Wunderdog</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6378071430494650582bottom-6378071430494650582word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=reaktor> reaktor </td><td>13</td><td><div class=bar style=width:10.9%> &nbsp; </div> 7.1% </td></tr><tr class><td title=vincit> vincit </td><td>10</td><td><div class=bar style=width:8.4%> &nbsp; </div> 5.4% </td></tr><tr class><td title=mavericks> mavericks </td><td>9</td><td><div class=bar style=width:7.6%> &nbsp; </div> 4.9% </td></tr><tr class><td title=siili> siili </td><td>7</td><td><div class=bar style=width:5.9%> &nbsp; </div> 3.8% </td></tr><tr class><td title=gofore> gofore </td><td>6</td><td><div class=bar style=width:5.0%> &nbsp; </div> 3.3% </td></tr><tr class><td title=futurice> futurice </td><td>5</td><td><div class=bar style=width:4.2%> &nbsp; </div> 2.7% </td></tr><tr class><td title=wolt> wolt </td><td>4</td><td><div class=bar style=width:3.4%> &nbsp; </div> 2.2% </td></tr><tr class><td title=fraktio> fraktio </td><td>4</td><td><div class=bar style=width:3.4%> &nbsp; </div> 2.2% </td></tr><tr class><td title=mehiläinen> mehiläinen </td><td>4</td><td><div class=bar style=width:3.4%> &nbsp; </div> 2.2% </td></tr><tr class><td title=compile> compile </td><td>3</td><td><div class=bar style=width:2.5%> &nbsp; </div> 1.6% </td></tr><tr class=other><td title="Other values (107)"> Other values (107) </td><td>119</td><td><div class=bar style=width:100.0%> 64.7% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image4890e375f7 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p2db20181c8><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-480455813133088899bottom--480455813133088899characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-480455813133088899unicode--480455813133088899characters aria-controls=-480455813133088899unicode--480455813133088899characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-480455813133088899unicode--480455813133088899categories aria-controls=-480455813133088899unicode--480455813133088899categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-480455813133088899unicode--480455813133088899scripts aria-controls=-480455813133088899unicode--480455813133088899scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-480455813133088899unicode--480455813133088899blocks aria-controls=-480455813133088899unicode--480455813133088899blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-480455813133088899unicode--480455813133088899characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:30.8%> &nbsp; </div> 11.1% </td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:23.5%> &nbsp; </div> 8.5% </td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:21.4%> &nbsp; </div> 7.8% </td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:19.5%> &nbsp; </div> 7.1% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:18.3%> &nbsp; </div> 6.6% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:15.2%> &nbsp; </div> 5.5% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:14.6%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:13.1%> &nbsp; </div> 4.7% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:10.0%> &nbsp; </div> 3.6% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:9.8%> &nbsp; </div> 3.5% </td></tr><tr class=other><td title="Other values (47)"> Other values (47) </td><td>481</td><td><div class=bar style=width:100.0%> 36.2% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-480455813133088899unicode--480455813133088899categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1100</td><td><div class=bar style=width:100.0%> 82.8% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>180</td><td><div class=bar style=width:16.4%> &nbsp; </div> 13.6% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>39</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.9% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>4</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>3</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>2</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:58.5%> 13.5% </div></td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:44.7%> 10.3% </div></td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:40.7%> 9.4% </div></td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:37.2%> &nbsp; </div> 8.5% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.0% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:28.9%> &nbsp; </div> 6.6% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:27.7%> &nbsp; </div> 6.4% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:24.9%> &nbsp; </div> 5.7% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:19.0%> &nbsp; </div> 4.4% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:18.6%> &nbsp; </div> 4.3% </td></tr><tr class=other><td title="Other values (18)"> Other values (18) </td><td>253</td><td><div class=bar style=width:100.0%> 23.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=S> S </td><td>24</td><td><div class=bar style=width:57.1%> 13.3% </div></td></tr><tr class><td title=M> M </td><td>20</td><td><div class=bar style=width:47.6%> 11.1% </div></td></tr><tr class><td title=V> V </td><td>17</td><td><div class=bar style=width:40.5%> 9.4% </div></td></tr><tr class><td title=F> F </td><td>16</td><td><div class=bar style=width:38.1%> &nbsp; </div> 8.9% </td></tr><tr class><td title=R> R </td><td>15</td><td><div class=bar style=width:35.7%> &nbsp; </div> 8.3% </td></tr><tr class><td title=G> G </td><td>11</td><td><div class=bar style=width:26.2%> &nbsp; </div> 6.1% </td></tr><tr class><td title=A> A </td><td>11</td><td><div class=bar style=width:26.2%> &nbsp; </div> 6.1% </td></tr><tr class><td title=C> C </td><td>10</td><td><div class=bar style=width:23.8%> &nbsp; </div> 5.6% </td></tr><tr class><td title=W> W </td><td>8</td><td><div class=bar style=width:19.0%> &nbsp; </div> 4.4% </td></tr><tr class><td title=H> H </td><td>6</td><td><div class=bar style=width:14.3%> &nbsp; </div> 3.3% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>42</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:100.0%> 66.7% </div></td></tr><tr class><td title=,> , </td><td>1</td><td><div class=bar style=width:50.0%> 33.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>39</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>4</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-480455813133088899unicode--480455813133088899scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1280</td><td><div class=bar style=width:100.0%> 96.4% </div></td></tr><tr class><td title=Common> Common </td><td>48</td><td><div class=bar style=width:3.8%> &nbsp; </div> 3.6% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:34.2%> &nbsp; </div> 11.6% </td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:26.1%> &nbsp; </div> 8.8% </td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:23.8%> &nbsp; </div> 8.0% </td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:21.7%> &nbsp; </div> 7.3% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:20.3%> &nbsp; </div> 6.9% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:16.9%> &nbsp; </div> 5.7% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:16.2%> &nbsp; </div> 5.5% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:14.5%> &nbsp; </div> 4.9% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:11.1%> &nbsp; </div> 3.8% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:10.9%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (41)"> Other values (41) </td><td>433</td><td><div class=bar style=width:100.0%> 33.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>39</td><td><div class=bar style=width:100.0%> 81.2% </div></td></tr><tr class><td title=-> - </td><td>4</td><td><div class=bar style=width:10.3%> &nbsp; </div> 8.3% </td></tr><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:5.1%> &nbsp; </div> 4.2% </td></tr><tr class><td title=,> , </td><td>1</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.1% </td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.1% </td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-480455813133088899unicode--480455813133088899blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>1320</td><td><div class=bar style=width:100.0%> 99.4% </div></td></tr><tr class><td title=None> None </td><td>8</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:31.3%> &nbsp; </div> 11.2% </td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:23.9%> &nbsp; </div> 8.6% </td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:21.8%> &nbsp; </div> 7.8% </td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:19.9%> &nbsp; </div> 7.1% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:18.6%> &nbsp; </div> 6.7% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:15.4%> &nbsp; </div> 5.5% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:14.8%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:13.3%> &nbsp; </div> 4.8% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:10.1%> &nbsp; </div> 3.6% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:9.9%> &nbsp; </div> 3.6% </td></tr><tr class=other><td title="Other values (45)"> Other values (45) </td><td>473</td><td><div class=bar style=width:100.0%> 35.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>5</td><td><div class=bar style=width:100.0%> 62.5% </div></td></tr><tr class><td title=ö> ö </td><td>3</td><td><div class=bar style=width:60.0%> 37.5% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_245415047274528579></a><div class=variable><div class=col-sm-12><p class=h4 title=Kaupunki><a href=#pp_var_245415047274528579>Kaupunki</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 4 fields: Kuukausipalkka, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>34</td></tr><tr><th>Distinct (%)</th><td>5.6%</td></tr><tr class=alert><th>Missing</th><td>80</td></tr><tr class=alert><th>Missing (%)</th><td>11.7%</td></tr><tr><th>Memory size</th><td>2.1 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> PK-Seutu </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 321&nbsp; </div></td></tr><tr class><th width=10%> Tampere </th><td width=10%><div class=bar style=width:38.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 122&nbsp; </div></td></tr><tr class><th width=10%> Turku </th><td width=10%><div class=bar style=width:20.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 67&nbsp; </div></td></tr><tr class><th width=10%> Oulu </th><td width=10%><div class=bar style=width:10.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 33&nbsp; </div></td></tr><tr class><th width=10%> Jyväskylä </th><td width=10%><div class=bar style=width:4.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 14 </td></tr><tr class><th width=10%> Vaasa </th><td width=10%><div class=bar style=width:2.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 7 </td></tr><tr class><th width=10%> Kuopio </th><td width=10%><div class=bar style=width:1.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 4 </td></tr><tr class><th width=10%> Pori </th><td width=10%><div class=bar style=width:1.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 4 </td></tr><tr class><th width=10%> Joensuu </th><td width=10%><div class=bar style=width:0.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 3 </td></tr><tr class><th width=10%> Lappeenranta </th><td width=10%><div class=bar style=width:0.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 3 </td></tr><tr class><th width=10%> Seinäjoki </th><td width=10%><div class=bar style=width:0.6% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 2 </td></tr><tr class><th width=10%> Kalifornia </th><td width=10%><div class=bar style=width:0.6% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 2 </td></tr><tr class><th width=10%> Sydney, Australia </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Viro </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Ruotsi </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Toimisto Lontoossa, teen itse etänä </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Rauma </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Ulkomailla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Zürich </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Devaajat ympäri suomea, tasaisesti JKL-HKI </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class=other><th width=10%> Other values (14) </th><td width=10%><div class=bar style=width:4.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 14 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-245415047274528579, #minifreqtable245415047274528579" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-245415047274528579 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#245415047274528579bottom-245415047274528579overview aria-controls=245415047274528579bottom-245415047274528579overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#245415047274528579bottom-245415047274528579string aria-controls=245415047274528579bottom-245415047274528579string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#245415047274528579bottom-245415047274528579word aria-controls=245415047274528579bottom-245415047274528579word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#245415047274528579bottom-245415047274528579characters aria-controls=245415047274528579bottom-245415047274528579characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=245415047274528579bottom-245415047274528579overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>42</td></tr><tr><th>Median length</th><td>8</td></tr><tr><th>Mean length</th><td>7.3642384</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>4448</td></tr><tr><th>Distinct characters</th><td>44</td></tr><tr><th>Distinct categories</th><td>5 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>22 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>3.6%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>PK-Seutu</td></tr><tr><th>2nd row</th><td>PK-Seutu</td></tr><tr><th>3rd row</th><td>Turku</td></tr><tr><th>4th row</th><td>PK-Seutu</td></tr><tr><th>5th row</th><td>PK-Seutu</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=245415047274528579bottom-245415047274528579string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=PK-Seutu> PK-Seutu </td><td>321</td><td><div class=bar style=width:100.0%> 46.9% </div></td></tr><tr class><td title=Tampere> Tampere </td><td>122</td><td><div class=bar style=width:38.0%> &nbsp; </div> 17.8% </td></tr><tr class><td title=Turku> Turku </td><td>67</td><td><div class=bar style=width:20.9%> &nbsp; </div> 9.8% </td></tr><tr class><td title=Oulu> Oulu </td><td>33</td><td><div class=bar style=width:10.3%> &nbsp; </div> 4.8% </td></tr><tr class><td title=Jyväskylä> Jyväskylä </td><td>14</td><td><div class=bar style=width:4.4%> &nbsp; </div> 2.0% </td></tr><tr class><td title=Vaasa> Vaasa </td><td>7</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.0% </td></tr><tr class><td title=Kuopio> Kuopio </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=Pori> Pori </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=Joensuu> Joensuu </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.4% </td></tr><tr class><td title=Lappeenranta> Lappeenranta </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.4% </td></tr><tr class=other><td title="Other values (24)"> Other values (24) </td><td>26</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.8% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>80</td><td><div class=bar style=width:24.9%> &nbsp; </div> 11.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image99482ef7ea x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p216ceb36f6><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6378071430494650582bottom-6378071430494650582characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#6378071430494650582unicode-6378071430494650582characters aria-controls=6378071430494650582unicode-6378071430494650582characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#6378071430494650582unicode-6378071430494650582categories aria-controls=6378071430494650582unicode-6378071430494650582categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#6378071430494650582unicode-6378071430494650582scripts aria-controls=6378071430494650582unicode-6378071430494650582scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#6378071430494650582unicode-6378071430494650582blocks aria-controls=6378071430494650582unicode-6378071430494650582blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=6378071430494650582unicode-6378071430494650582characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:30.8%> &nbsp; </div> 11.1% </td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:23.5%> &nbsp; </div> 8.5% </td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:21.4%> &nbsp; </div> 7.8% </td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:19.5%> &nbsp; </div> 7.1% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:18.3%> &nbsp; </div> 6.6% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:15.2%> &nbsp; </div> 5.5% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:14.6%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:13.1%> &nbsp; </div> 4.7% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:10.0%> &nbsp; </div> 3.6% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:9.8%> &nbsp; </div> 3.5% </td></tr><tr class=other><td title="Other values (47)"> Other values (47) </td><td>481</td><td><div class=bar style=width:100.0%> 36.2% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6378071430494650582unicode-6378071430494650582categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1100</td><td><div class=bar style=width:100.0%> 82.8% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>180</td><td><div class=bar style=width:16.4%> &nbsp; </div> 13.6% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>39</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.9% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>4</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>3</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>2</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:58.5%> 13.5% </div></td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:44.7%> 10.3% </div></td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:40.7%> 9.4% </div></td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:37.2%> &nbsp; </div> 8.5% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:34.8%> &nbsp; </div> 8.0% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:28.9%> &nbsp; </div> 6.6% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:27.7%> &nbsp; </div> 6.4% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:24.9%> &nbsp; </div> 5.7% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:19.0%> &nbsp; </div> 4.4% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:18.6%> &nbsp; </div> 4.3% </td></tr><tr class=other><td title="Other values (18)"> Other values (18) </td><td>253</td><td><div class=bar style=width:100.0%> 23.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=S> S </td><td>24</td><td><div class=bar style=width:57.1%> 13.3% </div></td></tr><tr class><td title=M> M </td><td>20</td><td><div class=bar style=width:47.6%> 11.1% </div></td></tr><tr class><td title=V> V </td><td>17</td><td><div class=bar style=width:40.5%> 9.4% </div></td></tr><tr class><td title=F> F </td><td>16</td><td><div class=bar style=width:38.1%> &nbsp; </div> 8.9% </td></tr><tr class><td title=R> R </td><td>15</td><td><div class=bar style=width:35.7%> &nbsp; </div> 8.3% </td></tr><tr class><td title=G> G </td><td>11</td><td><div class=bar style=width:26.2%> &nbsp; </div> 6.1% </td></tr><tr class><td title=A> A </td><td>11</td><td><div class=bar style=width:26.2%> &nbsp; </div> 6.1% </td></tr><tr class><td title=C> C </td><td>10</td><td><div class=bar style=width:23.8%> &nbsp; </div> 5.6% </td></tr><tr class><td title=W> W </td><td>8</td><td><div class=bar style=width:19.0%> &nbsp; </div> 4.4% </td></tr><tr class><td title=H> H </td><td>6</td><td><div class=bar style=width:14.3%> &nbsp; </div> 3.3% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>42</td><td><div class=bar style=width:100.0%> 23.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:100.0%> 66.7% </div></td></tr><tr class><td title=,> , </td><td>1</td><td><div class=bar style=width:50.0%> 33.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>39</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>4</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6378071430494650582unicode-6378071430494650582scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1280</td><td><div class=bar style=width:100.0%> 96.4% </div></td></tr><tr class><td title=Common> Common </td><td>48</td><td><div class=bar style=width:3.8%> &nbsp; </div> 3.6% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:34.2%> &nbsp; </div> 11.6% </td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:26.1%> &nbsp; </div> 8.8% </td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:23.8%> &nbsp; </div> 8.0% </td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:21.7%> &nbsp; </div> 7.3% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:20.3%> &nbsp; </div> 6.9% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:16.9%> &nbsp; </div> 5.7% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:16.2%> &nbsp; </div> 5.5% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:14.5%> &nbsp; </div> 4.9% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:11.1%> &nbsp; </div> 3.8% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:10.9%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (41)"> Other values (41) </td><td>433</td><td><div class=bar style=width:100.0%> 33.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>39</td><td><div class=bar style=width:100.0%> 81.2% </div></td></tr><tr class><td title=-> - </td><td>4</td><td><div class=bar style=width:10.3%> &nbsp; </div> 8.3% </td></tr><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:5.1%> &nbsp; </div> 4.2% </td></tr><tr class><td title=,> , </td><td>1</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.1% </td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.1% </td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=6378071430494650582unicode-6378071430494650582blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>1320</td><td><div class=bar style=width:100.0%> 99.4% </div></td></tr><tr class><td title=None> None </td><td>8</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.6% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=i> i </td><td>148</td><td><div class=bar style=width:31.3%> &nbsp; </div> 11.2% </td></tr><tr class><td title=e> e </td><td>113</td><td><div class=bar style=width:23.9%> &nbsp; </div> 8.6% </td></tr><tr class><td title=o> o </td><td>103</td><td><div class=bar style=width:21.8%> &nbsp; </div> 7.8% </td></tr><tr class><td title=t> t </td><td>94</td><td><div class=bar style=width:19.9%> &nbsp; </div> 7.1% </td></tr><tr class><td title=a> a </td><td>88</td><td><div class=bar style=width:18.6%> &nbsp; </div> 6.7% </td></tr><tr class><td title=r> r </td><td>73</td><td><div class=bar style=width:15.4%> &nbsp; </div> 5.5% </td></tr><tr class><td title=n> n </td><td>70</td><td><div class=bar style=width:14.8%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>63</td><td><div class=bar style=width:13.3%> &nbsp; </div> 4.8% </td></tr><tr class><td title=u> u </td><td>48</td><td><div class=bar style=width:10.1%> &nbsp; </div> 3.6% </td></tr><tr class><td title=k> k </td><td>47</td><td><div class=bar style=width:9.9%> &nbsp; </div> 3.6% </td></tr><tr class=other><td title="Other values (45)"> Other values (45) </td><td>473</td><td><div class=bar style=width:100.0%> 35.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>5</td><td><div class=bar style=width:100.0%> 62.5% </div></td></tr><tr class><td title=ö> ö </td><td>3</td><td><div class=bar style=width:60.0%> 37.5% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-378719936681957200></a><div class=variable><div class=col-sm-12><p class=h4 title=Kaupunki><a href=#pp_var_-378719936681957200>Kaupunki</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 4 fields: Kuukausipalkka, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>34</td></tr><tr><th>Distinct (%)</th><td>5.6%</td></tr><tr class=alert><th>Missing</th><td>80</td></tr><tr class=alert><th>Missing (%)</th><td>11.7%</td></tr><tr><th>Memory size</th><td>2.1 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> PK-Seutu </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 321&nbsp; </div></td></tr><tr class><th width=10%> Tampere </th><td width=10%><div class=bar style=width:38.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 122&nbsp; </div></td></tr><tr class><th width=10%> Turku </th><td width=10%><div class=bar style=width:20.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 67&nbsp; </div></td></tr><tr class><th width=10%> Oulu </th><td width=10%><div class=bar style=width:10.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 33&nbsp; </div></td></tr><tr class><th width=10%> Jyväskylä </th><td width=10%><div class=bar style=width:4.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 14 </td></tr><tr class><th width=10%> Vaasa </th><td width=10%><div class=bar style=width:2.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 7 </td></tr><tr class><th width=10%> Kuopio </th><td width=10%><div class=bar style=width:1.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 4 </td></tr><tr class><th width=10%> Pori </th><td width=10%><div class=bar style=width:1.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 4 </td></tr><tr class><th width=10%> Joensuu </th><td width=10%><div class=bar style=width:0.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 3 </td></tr><tr class><th width=10%> Lappeenranta </th><td width=10%><div class=bar style=width:0.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 3 </td></tr><tr class><th width=10%> Seinäjoki </th><td width=10%><div class=bar style=width:0.6% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 2 </td></tr><tr class><th width=10%> Kalifornia </th><td width=10%><div class=bar style=width:0.6% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 2 </td></tr><tr class><th width=10%> Sydney, Australia </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Viro </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Ruotsi </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Toimisto Lontoossa, teen itse etänä </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Rauma </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Ulkomailla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Zürich </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Devaajat ympäri suomea, tasaisesti JKL-HKI </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class=other><th width=10%> Other values (14) </th><td width=10%><div class=bar style=width:4.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 14 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--378719936681957200, #minifreqtable-378719936681957200" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--378719936681957200 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-378719936681957200bottom--378719936681957200overview aria-controls=-378719936681957200bottom--378719936681957200overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-378719936681957200bottom--378719936681957200string aria-controls=-378719936681957200bottom--378719936681957200string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-378719936681957200bottom--378719936681957200word aria-controls=-378719936681957200bottom--378719936681957200word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-378719936681957200bottom--378719936681957200characters aria-controls=-378719936681957200bottom--378719936681957200characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-378719936681957200bottom--378719936681957200overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>42</td></tr><tr><th>Median length</th><td>8</td></tr><tr><th>Mean length</th><td>7.3642384</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>4448</td></tr><tr><th>Distinct characters</th><td>44</td></tr><tr><th>Distinct categories</th><td>5 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>22 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>3.6%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>PK-Seutu</td></tr><tr><th>2nd row</th><td>PK-Seutu</td></tr><tr><th>3rd row</th><td>Turku</td></tr><tr><th>4th row</th><td>PK-Seutu</td></tr><tr><th>5th row</th><td>PK-Seutu</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-378719936681957200bottom--378719936681957200string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=PK-Seutu> PK-Seutu </td><td>321</td><td><div class=bar style=width:100.0%> 46.9% </div></td></tr><tr class><td title=Tampere> Tampere </td><td>122</td><td><div class=bar style=width:38.0%> &nbsp; </div> 17.8% </td></tr><tr class><td title=Turku> Turku </td><td>67</td><td><div class=bar style=width:20.9%> &nbsp; </div> 9.8% </td></tr><tr class><td title=Oulu> Oulu </td><td>33</td><td><div class=bar style=width:10.3%> &nbsp; </div> 4.8% </td></tr><tr class><td title=Jyväskylä> Jyväskylä </td><td>14</td><td><div class=bar style=width:4.4%> &nbsp; </div> 2.0% </td></tr><tr class><td title=Vaasa> Vaasa </td><td>7</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.0% </td></tr><tr class><td title=Kuopio> Kuopio </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=Pori> Pori </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=Joensuu> Joensuu </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.4% </td></tr><tr class><td title=Lappeenranta> Lappeenranta </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.4% </td></tr><tr class=other><td title="Other values (24)"> Other values (24) </td><td>26</td><td><div class=bar style=width:8.1%> &nbsp; </div> 3.8% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>80</td><td><div class=bar style=width:24.9%> &nbsp; </div> 11.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 2.3% </td></tr><tr class><td title=vaasa> vaasa </td><td>7</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=kuopio> kuopio </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=pori> pori </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=lappeenranta> lappeenranta </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.5% </td></tr><tr class><td title=joensuu> joensuu </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.5% </td></tr><tr class=other><td title="Other values (35)"> Other values (35) </td><td>38</td><td><div class=bar style=width:11.8%> &nbsp; </div> 6.2% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=245415047274528579bottom-245415047274528579characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#245415047274528579unicode-245415047274528579characters aria-controls=245415047274528579unicode-245415047274528579characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#245415047274528579unicode-245415047274528579categories aria-controls=245415047274528579unicode-245415047274528579categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#245415047274528579unicode-245415047274528579scripts aria-controls=245415047274528579unicode-245415047274528579scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#245415047274528579unicode-245415047274528579blocks aria-controls=245415047274528579unicode-245415047274528579blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=245415047274528579unicode-245415047274528579characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 19.3% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 13.3% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 7.7% </td></tr><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:38.5%> &nbsp; </div> 7.4% </td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.3% </td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.3% </td></tr><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:37.6%> &nbsp; </div> 7.3% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 4.6% </td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.3% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 4.1% </td></tr><tr class=other><td title="Other values (34)"> Other values (34) </td><td>772</td><td><div class=bar style=width:89.8%> 17.4% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=245415047274528579unicode-245415047274528579categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>2850</td><td><div class=bar style=width:100.0%> 64.1% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>1258</td><td><div class=bar style=width:44.1%> 28.3% </div></td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>323</td><td><div class=bar style=width:11.3%> &nbsp; </div> 7.3% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>12</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>5</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 30.2% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 20.8% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 12.0% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 7.2% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 6.5% </td></tr><tr class><td title=p> p </td><td>139</td><td><div class=bar style=width:16.2%> &nbsp; </div> 4.9% </td></tr><tr class><td title=m> m </td><td>131</td><td><div class=bar style=width:15.2%> &nbsp; </div> 4.6% </td></tr><tr class><td title=k> k </td><td>89</td><td><div class=bar style=width:10.3%> &nbsp; </div> 3.1% </td></tr><tr class><td title=l> l </td><td>58</td><td><div class=bar style=width:6.7%> &nbsp; </div> 2.0% </td></tr><tr class><td title=ä> ä </td><td>43</td><td><div class=bar style=width:5.0%> &nbsp; </div> 1.5% </td></tr><tr class=other><td title="Other values (14)"> Other values (14) </td><td>208</td><td><div class=bar style=width:24.2%> &nbsp; </div> 7.3% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:100.0%> 26.3% </div></td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:98.2%> 25.8% </div></td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:98.2%> 25.8% </div></td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:57.4%> 15.1% </div></td></tr><tr class><td title=O> O </td><td>33</td><td><div class=bar style=width:10.0%> &nbsp; </div> 2.6% </td></tr><tr class><td title=J> J </td><td>20</td><td><div class=bar style=width:6.0%> &nbsp; </div> 1.6% </td></tr><tr class><td title=V> V </td><td>8</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.6% </td></tr><tr class><td title=L> L </td><td>7</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.6% </td></tr><tr class><td title=E> E </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.3% </td></tr><tr class><td title=H> H </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.2% </td></tr><tr class=other><td title="Other values (7)"> Other values (7) </td><td>12</td><td><div class=bar style=width:3.6%> &nbsp; </div> 1.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>5</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=245415047274528579unicode-245415047274528579scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>4108</td><td><div class=bar style=width:100.0%> 92.4% </div></td></tr><tr class><td title=Common> Common </td><td>340</td><td><div class=bar style=width:8.3%> &nbsp; </div> 7.6% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 20.9% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 14.4% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 8.3% </td></tr><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.1% </td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.9% </td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.9% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 5.0% </td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.6% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 4.5% </td></tr><tr class><td title=p> p </td><td>139</td><td><div class=bar style=width:16.2%> &nbsp; </div> 3.4% </td></tr><tr class=other><td title="Other values (31)"> Other values (31) </td><td>616</td><td><div class=bar style=width:71.6%> 15.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:100.0%> 95.0% </div></td></tr><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:3.7%> &nbsp; </div> 3.5% </td></tr><tr class><td title=,> , </td><td>5</td><td><div class=bar style=width:1.5%> &nbsp; </div> 1.5% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=245415047274528579unicode-245415047274528579blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>4401</td><td><div class=bar style=width:100.0%> 98.9% </div></td></tr><tr class><td title=None> None </td><td>47</td><td><div class=bar style=width:1.1%> &nbsp; </div> 1.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 19.5% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 13.5% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 7.7% </td></tr><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:38.5%> &nbsp; </div> 7.5% </td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.4% </td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.4% </td></tr><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:37.6%> &nbsp; </div> 7.3% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 4.7% </td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.3% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 4.2% </td></tr><tr class=other><td title="Other values (31)"> Other values (31) </td><td>725</td><td><div class=bar style=width:84.3%> 16.5% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>43</td><td><div class=bar style=width:100.0%> 91.5% </div></td></tr><tr class><td title=ü> ü </td><td>2</td><td><div class=bar style=width:4.7%> &nbsp; </div> 4.3% </td></tr><tr class><td title=ö> ö </td><td>2</td><td><div class=bar style=width:4.7%> &nbsp; </div> 4.3% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-5349010656086180715></a><div class=variable><div class=col-sm-12><p class=h4 title="Millaisessa yrityksessä työskentelet"><a href=#pp_var_-5349010656086180715>Millaisessa yrityksessä työskentelet</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>13</td></tr><tr><th>Distinct (%)</th><td>2.1%</td></tr><tr class=alert><th>Missing</th><td>75</td></tr><tr class=alert><th>Missing (%)</th><td>11.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Konsulttitalossa </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 290&nbsp; </div></td></tr><tr class><th width=10%> Tuotetalossa, jonka core-bisnes on softa </th><td width=10%><div class=bar style=width:61.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 178&nbsp; </div></td></tr><tr class><th width=10%> Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms) </th><td width=10%><div class=bar style=width:37.6% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 109&nbsp; </div></td></tr><tr class><th width=10%> Julkinen tai kolmas sektori </th><td width=10%><div class=bar style=width:7.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 23 </td></tr><tr class><th width=10%> Konsultointia ja omaa softaa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Mainos/digitoimisto </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Konsulttitalossa ops-puolella </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Infrastruktuuri-/kapasiteettipalvelut </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Konsultointi + tuote hybridifirmassa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Tuotetalo, core-bisnes fyysisissä tuotteissa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> teollisuus </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Useita pienempiä asiakasprojekteja. </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> WordPress-projekteja </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--5349010656086180715, #minifreqtable-5349010656086180715" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--5349010656086180715 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-5349010656086180715bottom--5349010656086180715overview aria-controls=-5349010656086180715bottom--5349010656086180715overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-5349010656086180715bottom--5349010656086180715string aria-controls=-5349010656086180715bottom--5349010656086180715string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-5349010656086180715bottom--5349010656086180715word aria-controls=-5349010656086180715bottom--5349010656086180715word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-5349010656086180715bottom--5349010656086180715characters aria-controls=-5349010656086180715bottom--5349010656086180715characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-5349010656086180715bottom--5349010656086180715overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>74</td></tr><tr><th>Median length</th><td>44</td></tr><tr><th>Mean length</th><td>34</td></tr><tr><th>Min length</th><td>10</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>20706</td></tr><tr><th>Distinct characters</th><td>40</td></tr><tr><th>Distinct categories</th><td>8 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>9 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>1.5%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Konsulttitalossa</td></tr><tr><th>2nd row</th><td>Tuotetalossa, jonka core-bisnes on softa</td></tr><tr><th>3rd row</th><td>Tuotetalossa, jonka core-bisnes on softa</td></tr><tr><th>4th row</th><td>Konsulttitalossa</td></tr><tr><th>5th row</th><td>Konsulttitalossa</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5349010656086180715bottom--5349010656086180715string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Konsulttitalossa> Konsulttitalossa </td><td>290</td><td><div class=bar style=width:100.0%> 42.4% </div></td></tr><tr class><td title="Tuotetalossa, jonka core-bisnes on softa"> Tuotetalossa, jonka core-bisnes on softa </td><td>178</td><td><div class=bar style=width:61.4%> 26.0% </div></td></tr><tr class><td title="Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)"> Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms) </td><td>109</td><td><div class=bar style=width:37.6%> &nbsp; </div> 15.9% </td></tr><tr class><td title="Julkinen tai kolmas sektori"> Julkinen tai kolmas sektori </td><td>23</td><td><div class=bar style=width:7.9%> &nbsp; </div> 3.4% </td></tr><tr class><td title="Konsultointia ja omaa softaa"> Konsultointia ja omaa softaa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Mainos/digitoimisto> Mainos/digitoimisto </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Konsulttitalossa ops-puolella "> Konsulttitalossa ops-puolella </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Infrastruktuuri-/kapasiteettipalvelut> Infrastruktuuri-/kapasiteettipalvelut </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Konsultointi + tuote hybridifirmassa"> Konsultointi + tuote hybridifirmassa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Tuotetalo, core-bisnes fyysisissä tuotteissa"> Tuotetalo, core-bisnes fyysisissä tuotteissa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>3</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.4% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>75</td><td><div class=bar style=width:25.9%> &nbsp; </div> 11.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:58.269197</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
+" style="fill: none"/></g></g></g><defs><clippath id=pd615fc2a54><rect x=55.09 y=10.8 width=438.11 height=167.799179 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-378719936681957200bottom--378719936681957200word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=pk-seutu> pk-seutu </td><td>321</td><td><div class=bar style=width:100.0%> 52.1% </div></td></tr><tr class><td title=tampere> tampere </td><td>122</td><td><div class=bar style=width:38.0%> &nbsp; </div> 19.8% </td></tr><tr class><td title=turku> turku </td><td>67</td><td><div class=bar style=width:20.9%> &nbsp; </div> 10.9% </td></tr><tr class><td title=oulu> oulu </td><td>33</td><td><div class=bar style=width:10.3%> &nbsp; </div> 5.4% </td></tr><tr class><td title=jyväskylä> jyväskylä </td><td>14</td><td><div class=bar style=width:4.4%> &nbsp; </div> 2.3% </td></tr><tr class><td title=vaasa> vaasa </td><td>7</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=kuopio> kuopio </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=pori> pori </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.6% </td></tr><tr class><td title=lappeenranta> lappeenranta </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.5% </td></tr><tr class><td title=joensuu> joensuu </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.5% </td></tr><tr class=other><td title="Other values (35)"> Other values (35) </td><td>38</td><td><div class=bar style=width:11.8%> &nbsp; </div> 6.2% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-378719936681957200bottom--378719936681957200characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-378719936681957200unicode--378719936681957200characters aria-controls=-378719936681957200unicode--378719936681957200characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-378719936681957200unicode--378719936681957200categories aria-controls=-378719936681957200unicode--378719936681957200categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-378719936681957200unicode--378719936681957200scripts aria-controls=-378719936681957200unicode--378719936681957200scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-378719936681957200unicode--378719936681957200blocks aria-controls=-378719936681957200unicode--378719936681957200blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-378719936681957200unicode--378719936681957200characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 19.3% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 13.3% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 7.7% </td></tr><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:38.5%> &nbsp; </div> 7.4% </td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.3% </td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.3% </td></tr><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:37.6%> &nbsp; </div> 7.3% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 4.6% </td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.3% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 4.1% </td></tr><tr class=other><td title="Other values (34)"> Other values (34) </td><td>772</td><td><div class=bar style=width:89.8%> 17.4% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-378719936681957200unicode--378719936681957200categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>2850</td><td><div class=bar style=width:100.0%> 64.1% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>1258</td><td><div class=bar style=width:44.1%> 28.3% </div></td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>323</td><td><div class=bar style=width:11.3%> &nbsp; </div> 7.3% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>12</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>5</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 30.2% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 20.8% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 12.0% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 7.2% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 6.5% </td></tr><tr class><td title=p> p </td><td>139</td><td><div class=bar style=width:16.2%> &nbsp; </div> 4.9% </td></tr><tr class><td title=m> m </td><td>131</td><td><div class=bar style=width:15.2%> &nbsp; </div> 4.6% </td></tr><tr class><td title=k> k </td><td>89</td><td><div class=bar style=width:10.3%> &nbsp; </div> 3.1% </td></tr><tr class><td title=l> l </td><td>58</td><td><div class=bar style=width:6.7%> &nbsp; </div> 2.0% </td></tr><tr class><td title=ä> ä </td><td>43</td><td><div class=bar style=width:5.0%> &nbsp; </div> 1.5% </td></tr><tr class=other><td title="Other values (14)"> Other values (14) </td><td>208</td><td><div class=bar style=width:24.2%> &nbsp; </div> 7.3% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:100.0%> 26.3% </div></td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:98.2%> 25.8% </div></td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:98.2%> 25.8% </div></td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:57.4%> 15.1% </div></td></tr><tr class><td title=O> O </td><td>33</td><td><div class=bar style=width:10.0%> &nbsp; </div> 2.6% </td></tr><tr class><td title=J> J </td><td>20</td><td><div class=bar style=width:6.0%> &nbsp; </div> 1.6% </td></tr><tr class><td title=V> V </td><td>8</td><td><div class=bar style=width:2.4%> &nbsp; </div> 0.6% </td></tr><tr class><td title=L> L </td><td>7</td><td><div class=bar style=width:2.1%> &nbsp; </div> 0.6% </td></tr><tr class><td title=E> E </td><td>4</td><td><div class=bar style=width:1.2%> &nbsp; </div> 0.3% </td></tr><tr class><td title=H> H </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.2% </td></tr><tr class=other><td title="Other values (7)"> Other values (7) </td><td>12</td><td><div class=bar style=width:3.6%> &nbsp; </div> 1.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>5</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-378719936681957200unicode--378719936681957200scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>4108</td><td><div class=bar style=width:100.0%> 92.4% </div></td></tr><tr class><td title=Common> Common </td><td>340</td><td><div class=bar style=width:8.3%> &nbsp; </div> 7.6% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 20.9% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 14.4% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 8.3% </td></tr><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.1% </td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.9% </td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.9% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 5.0% </td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.6% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 4.5% </td></tr><tr class><td title=p> p </td><td>139</td><td><div class=bar style=width:16.2%> &nbsp; </div> 3.4% </td></tr><tr class=other><td title="Other values (31)"> Other values (31) </td><td>616</td><td><div class=bar style=width:71.6%> 15.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:100.0%> 95.0% </div></td></tr><tr class><td title=" "></td><td>12</td><td><div class=bar style=width:3.7%> &nbsp; </div> 3.5% </td></tr><tr class><td title=,> , </td><td>5</td><td><div class=bar style=width:1.5%> &nbsp; </div> 1.5% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-378719936681957200unicode--378719936681957200blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>4401</td><td><div class=bar style=width:100.0%> 98.9% </div></td></tr><tr class><td title=None> None </td><td>47</td><td><div class=bar style=width:1.1%> &nbsp; </div> 1.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=u> u </td><td>860</td><td><div class=bar style=width:100.0%> 19.5% </div></td></tr><tr class><td title=e> e </td><td>592</td><td><div class=bar style=width:68.8%> 13.5% </div></td></tr><tr class><td title=t> t </td><td>341</td><td><div class=bar style=width:39.7%> &nbsp; </div> 7.7% </td></tr><tr class><td title=K> K </td><td>331</td><td><div class=bar style=width:38.5%> &nbsp; </div> 7.5% </td></tr><tr class><td title=P> P </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.4% </td></tr><tr class><td title=S> S </td><td>325</td><td><div class=bar style=width:37.8%> &nbsp; </div> 7.4% </td></tr><tr class><td title=-> - </td><td>323</td><td><div class=bar style=width:37.6%> &nbsp; </div> 7.3% </td></tr><tr class><td title=r> r </td><td>205</td><td><div class=bar style=width:23.8%> &nbsp; </div> 4.7% </td></tr><tr class><td title=T> T </td><td>190</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.3% </td></tr><tr class><td title=a> a </td><td>184</td><td><div class=bar style=width:21.4%> &nbsp; </div> 4.2% </td></tr><tr class=other><td title="Other values (31)"> Other values (31) </td><td>725</td><td><div class=bar style=width:84.3%> 16.5% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>43</td><td><div class=bar style=width:100.0%> 91.5% </div></td></tr><tr class><td title=ü> ü </td><td>2</td><td><div class=bar style=width:4.7%> &nbsp; </div> 4.3% </td></tr><tr class><td title=ö> ö </td><td>2</td><td><div class=bar style=width:4.7%> &nbsp; </div> 4.3% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_3632165853366268459></a><div class=variable><div class=col-sm-12><p class=h4 title="Millaisessa yrityksessä työskentelet"><a href=#pp_var_3632165853366268459>Millaisessa yrityksessä työskentelet</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>13</td></tr><tr><th>Distinct (%)</th><td>2.1%</td></tr><tr class=alert><th>Missing</th><td>75</td></tr><tr class=alert><th>Missing (%)</th><td>11.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Konsulttitalossa </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 290&nbsp; </div></td></tr><tr class><th width=10%> Tuotetalossa, jonka core-bisnes on softa </th><td width=10%><div class=bar style=width:61.4% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 178&nbsp; </div></td></tr><tr class><th width=10%> Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms) </th><td width=10%><div class=bar style=width:37.6% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 109&nbsp; </div></td></tr><tr class><th width=10%> Julkinen tai kolmas sektori </th><td width=10%><div class=bar style=width:7.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 23 </td></tr><tr class><th width=10%> Konsultointia ja omaa softaa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Mainos/digitoimisto </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Konsulttitalossa ops-puolella </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Infrastruktuuri-/kapasiteettipalvelut </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Konsultointi + tuote hybridifirmassa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Tuotetalo, core-bisnes fyysisissä tuotteissa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> teollisuus </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Useita pienempiä asiakasprojekteja. </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> WordPress-projekteja </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-3632165853366268459, #minifreqtable3632165853366268459" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-3632165853366268459 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3632165853366268459bottom-3632165853366268459overview aria-controls=3632165853366268459bottom-3632165853366268459overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#3632165853366268459bottom-3632165853366268459string aria-controls=3632165853366268459bottom-3632165853366268459string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#3632165853366268459bottom-3632165853366268459word aria-controls=3632165853366268459bottom-3632165853366268459word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#3632165853366268459bottom-3632165853366268459characters aria-controls=3632165853366268459bottom-3632165853366268459characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3632165853366268459bottom-3632165853366268459overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>74</td></tr><tr><th>Median length</th><td>44</td></tr><tr><th>Mean length</th><td>34</td></tr><tr><th>Min length</th><td>10</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>20706</td></tr><tr><th>Distinct characters</th><td>40</td></tr><tr><th>Distinct categories</th><td>8 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>9 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>1.5%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Konsulttitalossa</td></tr><tr><th>2nd row</th><td>Tuotetalossa, jonka core-bisnes on softa</td></tr><tr><th>3rd row</th><td>Tuotetalossa, jonka core-bisnes on softa</td></tr><tr><th>4th row</th><td>Konsulttitalossa</td></tr><tr><th>5th row</th><td>Konsulttitalossa</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3632165853366268459bottom-3632165853366268459string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Konsulttitalossa> Konsulttitalossa </td><td>290</td><td><div class=bar style=width:100.0%> 42.4% </div></td></tr><tr class><td title="Tuotetalossa, jonka core-bisnes on softa"> Tuotetalossa, jonka core-bisnes on softa </td><td>178</td><td><div class=bar style=width:61.4%> 26.0% </div></td></tr><tr class><td title="Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)"> Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms) </td><td>109</td><td><div class=bar style=width:37.6%> &nbsp; </div> 15.9% </td></tr><tr class><td title="Julkinen tai kolmas sektori"> Julkinen tai kolmas sektori </td><td>23</td><td><div class=bar style=width:7.9%> &nbsp; </div> 3.4% </td></tr><tr class><td title="Konsultointia ja omaa softaa"> Konsultointia ja omaa softaa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Mainos/digitoimisto> Mainos/digitoimisto </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Konsulttitalossa ops-puolella "> Konsulttitalossa ops-puolella </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Infrastruktuuri-/kapasiteettipalvelut> Infrastruktuuri-/kapasiteettipalvelut </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Konsultointi + tuote hybridifirmassa"> Konsultointi + tuote hybridifirmassa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Tuotetalo, core-bisnes fyysisissä tuotteissa"> Tuotetalo, core-bisnes fyysisissä tuotteissa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (3)"> Other values (3) </td><td>3</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.4% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>75</td><td><div class=bar style=width:25.9%> &nbsp; </div> 11.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 7.5% </td></tr><tr class><td title=tuotetalossa> tuotetalossa </td><td>178</td><td><div class=bar style=width:32.5%> &nbsp; </div> 7.5% </td></tr><tr class><td title=esim> esim </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=terveysala> terveysala </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=pankit> pankit </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=yms> yms </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class=other><td title="Other values (27)"> Other values (27) </td><td>547</td><td><div class=bar style=width:100.0%> 23.0% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5349010656086180715bottom--5349010656086180715characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-5349010656086180715unicode--5349010656086180715characters aria-controls=-5349010656086180715unicode--5349010656086180715characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-5349010656086180715unicode--5349010656086180715categories aria-controls=-5349010656086180715unicode--5349010656086180715categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-5349010656086180715unicode--5349010656086180715scripts aria-controls=-5349010656086180715unicode--5349010656086180715scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-5349010656086180715unicode--5349010656086180715blocks aria-controls=-5349010656086180715unicode--5349010656086180715blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-5349010656086180715unicode--5349010656086180715characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:61.1%> 13.6% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:49.1%> 10.9% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:48.6%> 10.8% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:43.8%> 9.7% </div></td></tr><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.6% </td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:26.2%> &nbsp; </div> 5.8% </td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:24.8%> &nbsp; </div> 5.5% </td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:24.0%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:20.1%> &nbsp; </div> 4.5% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:13.3%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (30)"> Other values (30) </td><td>4605</td><td><div class=bar style=width:100.0%> 22.2% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5349010656086180715unicode--5349010656086180715categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>17412</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>1775</td><td><div class=bar style=width:10.2%> &nbsp; </div> 8.6% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>609</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.9% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>509</td><td><div class=bar style=width:2.9%> &nbsp; </div> 2.5% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>182</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>109</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.5% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>109</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.5% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>1</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:100.0%> 16.2% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:80.3%> 13.0% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:79.6%> 12.9% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:71.6%> 11.6% </div></td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:42.8%> 6.9% </div></td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:40.6%> 6.6% </div></td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:39.3%> &nbsp; </div> 6.4% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:32.9%> &nbsp; </div> 5.3% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:21.8%> &nbsp; </div> 3.5% </td></tr><tr class><td title=k> k </td><td>579</td><td><div class=bar style=width:20.6%> &nbsp; </div> 3.3% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>2507</td><td><div class=bar style=width:89.1%> 14.4% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=K> K </td><td>293</td><td><div class=bar style=width:100.0%> 48.1% </div></td></tr><tr class><td title=T> T </td><td>179</td><td><div class=bar style=width:61.1%> 29.4% </div></td></tr><tr class><td title=Y> Y </td><td>109</td><td><div class=bar style=width:37.2%> &nbsp; </div> 17.9% </td></tr><tr class><td title=J> J </td><td>23</td><td><div class=bar style=width:7.8%> &nbsp; </div> 3.8% </td></tr><tr class><td title=M> M </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=I> I </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=U> U </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=W> W </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=P> P </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>506</td><td><div class=bar style=width:100.0%> 99.4% </div></td></tr><tr class><td title=/ > / </td><td>2</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.4% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>182</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>109</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>109</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5349010656086180715unicode--5349010656086180715scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>18021</td><td><div class=bar style=width:100.0%> 87.0% </div></td></tr><tr class><td title=Common> Common </td><td>2685</td><td><div class=bar style=width:14.9%> &nbsp; </div> 13.0% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:90.3%> 15.6% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:72.6%> 12.5% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:71.9%> 12.4% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:64.7%> 11.2% </div></td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:38.7%> &nbsp; </div> 6.7% </td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:36.7%> &nbsp; </div> 6.3% </td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:35.5%> &nbsp; </div> 6.1% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:29.7%> &nbsp; </div> 5.1% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:19.7%> &nbsp; </div> 3.4% </td></tr><tr class><td title=k> k </td><td>579</td><td><div class=bar style=width:18.6%> &nbsp; </div> 3.2% </td></tr><tr class=other><td title="Other values (22)"> Other values (22) </td><td>3116</td><td><div class=bar style=width:100.0%> 17.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:100.0%> 66.1% </div></td></tr><tr class><td title=,> , </td><td>506</td><td><div class=bar style=width:28.5%> &nbsp; </div> 18.8% </td></tr><tr class><td title=-> - </td><td>182</td><td><div class=bar style=width:10.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=)> ) </td><td>109</td><td><div class=bar style=width:6.1%> &nbsp; </div> 4.1% </td></tr><tr class><td title=(> ( </td><td>109</td><td><div class=bar style=width:6.1%> &nbsp; </div> 4.1% </td></tr><tr class><td title=/ > / </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div>< 0.1% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-5349010656086180715unicode--5349010656086180715blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>20595</td><td><div class=bar style=width:100.0%> 99.5% </div></td></tr><tr class><td title=None> None </td><td>111</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.5% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:62.6%> 13.7% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:50.3%> 11.0% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:49.8%> 10.9% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:44.9%> 9.8% </div></td></tr><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:39.5%> &nbsp; </div> 8.6% </td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:26.8%> &nbsp; </div> 5.9% </td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:25.4%> &nbsp; </div> 5.5% </td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:24.6%> &nbsp; </div> 5.4% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:20.6%> &nbsp; </div> 4.5% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:13.6%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (29)"> Other values (29) </td><td>4494</td><td><div class=bar style=width:100.0%> 21.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>111</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_2709424756976503203></a><div class=variable><div class=col-sm-12><p class=h4 title=Työaika><a href=#pp_var_2709424756976503203>Työaika</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>6</td></tr><tr><th>Distinct (%)</th><td>1.0%</td></tr><tr class=alert><th>Missing</th><td>72</td></tr><tr class=alert><th>Missing (%)</th><td>10.5%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>0.98513072</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0.4</td></tr><tr><th>Maximum</th><td>1</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=216pt height=162pt viewbox="0 0 216 162" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:58.401097</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 162 
+" style="fill: none"/></g></g></g><defs><clippath id=p62d8f1d6c1><rect x=55.09 y=11.738969 width=438.11 height=166.86021 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3632165853366268459bottom-3632165853366268459word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=konsulttitalossa> konsulttitalossa </td><td>291</td><td><div class=bar style=width:53.2%> 12.2% </div></td></tr><tr class><td title=on> on </td><td>287</td><td><div class=bar style=width:52.5%> 12.0% </div></td></tr><tr class><td title=softa> softa </td><td>287</td><td><div class=bar style=width:52.5%> 12.0% </div></td></tr><tr class><td title=core-bisnes> core-bisnes </td><td>179</td><td><div class=bar style=width:32.7%> &nbsp; </div> 7.5% </td></tr><tr class><td title=jonka> jonka </td><td>178</td><td><div class=bar style=width:32.5%> &nbsp; </div> 7.5% </td></tr><tr class><td title=tuotetalossa> tuotetalossa </td><td>178</td><td><div class=bar style=width:32.5%> &nbsp; </div> 7.5% </td></tr><tr class><td title=esim> esim </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=terveysala> terveysala </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=pankit> pankit </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class><td title=yms> yms </td><td>109</td><td><div class=bar style=width:19.9%> &nbsp; </div> 4.6% </td></tr><tr class=other><td title="Other values (27)"> Other values (27) </td><td>547</td><td><div class=bar style=width:100.0%> 23.0% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3632165853366268459bottom-3632165853366268459characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3632165853366268459unicode-3632165853366268459characters aria-controls=3632165853366268459unicode-3632165853366268459characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#3632165853366268459unicode-3632165853366268459categories aria-controls=3632165853366268459unicode-3632165853366268459categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#3632165853366268459unicode-3632165853366268459scripts aria-controls=3632165853366268459unicode-3632165853366268459scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#3632165853366268459unicode-3632165853366268459blocks aria-controls=3632165853366268459unicode-3632165853366268459blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3632165853366268459unicode-3632165853366268459characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:61.1%> 13.6% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:49.1%> 10.9% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:48.6%> 10.8% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:43.8%> 9.7% </div></td></tr><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.6% </td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:26.2%> &nbsp; </div> 5.8% </td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:24.8%> &nbsp; </div> 5.5% </td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:24.0%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:20.1%> &nbsp; </div> 4.5% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:13.3%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (30)"> Other values (30) </td><td>4605</td><td><div class=bar style=width:100.0%> 22.2% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3632165853366268459unicode-3632165853366268459categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>17412</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>1775</td><td><div class=bar style=width:10.2%> &nbsp; </div> 8.6% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>609</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.9% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>509</td><td><div class=bar style=width:2.9%> &nbsp; </div> 2.5% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>182</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>109</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.5% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>109</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.5% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>1</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:100.0%> 16.2% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:80.3%> 13.0% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:79.6%> 12.9% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:71.6%> 11.6% </div></td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:42.8%> 6.9% </div></td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:40.6%> 6.6% </div></td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:39.3%> &nbsp; </div> 6.4% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:32.9%> &nbsp; </div> 5.3% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:21.8%> &nbsp; </div> 3.5% </td></tr><tr class><td title=k> k </td><td>579</td><td><div class=bar style=width:20.6%> &nbsp; </div> 3.3% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>2507</td><td><div class=bar style=width:89.1%> 14.4% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=K> K </td><td>293</td><td><div class=bar style=width:100.0%> 48.1% </div></td></tr><tr class><td title=T> T </td><td>179</td><td><div class=bar style=width:61.1%> 29.4% </div></td></tr><tr class><td title=Y> Y </td><td>109</td><td><div class=bar style=width:37.2%> &nbsp; </div> 17.9% </td></tr><tr class><td title=J> J </td><td>23</td><td><div class=bar style=width:7.8%> &nbsp; </div> 3.8% </td></tr><tr class><td title=M> M </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=I> I </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=U> U </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=W> W </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title=P> P </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>506</td><td><div class=bar style=width:100.0%> 99.4% </div></td></tr><tr class><td title=/ > / </td><td>2</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.4% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>182</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>109</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>109</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3632165853366268459unicode-3632165853366268459scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>18021</td><td><div class=bar style=width:100.0%> 87.0% </div></td></tr><tr class><td title=Common> Common </td><td>2685</td><td><div class=bar style=width:14.9%> &nbsp; </div> 13.0% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:90.3%> 15.6% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:72.6%> 12.5% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:71.9%> 12.4% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:64.7%> 11.2% </div></td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:38.7%> &nbsp; </div> 6.7% </td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:36.7%> &nbsp; </div> 6.3% </td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:35.5%> &nbsp; </div> 6.1% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:29.7%> &nbsp; </div> 5.1% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:19.7%> &nbsp; </div> 3.4% </td></tr><tr class><td title=k> k </td><td>579</td><td><div class=bar style=width:18.6%> &nbsp; </div> 3.2% </td></tr><tr class=other><td title="Other values (22)"> Other values (22) </td><td>3116</td><td><div class=bar style=width:100.0%> 17.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:100.0%> 66.1% </div></td></tr><tr class><td title=,> , </td><td>506</td><td><div class=bar style=width:28.5%> &nbsp; </div> 18.8% </td></tr><tr class><td title=-> - </td><td>182</td><td><div class=bar style=width:10.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=)> ) </td><td>109</td><td><div class=bar style=width:6.1%> &nbsp; </div> 4.1% </td></tr><tr class><td title=(> ( </td><td>109</td><td><div class=bar style=width:6.1%> &nbsp; </div> 4.1% </td></tr><tr class><td title=/ > / </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div>< 0.1% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3632165853366268459unicode-3632165853366268459blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>20595</td><td><div class=bar style=width:100.0%> 99.5% </div></td></tr><tr class><td title=None> None </td><td>111</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.5% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=s> s </td><td>2815</td><td><div class=bar style=width:62.6%> 13.7% </div></td></tr><tr class><td title=o> o </td><td>2261</td><td><div class=bar style=width:50.3%> 11.0% </div></td></tr><tr class><td title=t> t </td><td>2240</td><td><div class=bar style=width:49.8%> 10.9% </div></td></tr><tr class><td title=a> a </td><td>2016</td><td><div class=bar style=width:44.9%> 9.8% </div></td></tr><tr class><td title=" "></td><td>1775</td><td><div class=bar style=width:39.5%> &nbsp; </div> 8.6% </td></tr><tr class><td title=n> n </td><td>1206</td><td><div class=bar style=width:26.8%> &nbsp; </div> 5.9% </td></tr><tr class><td title=e> e </td><td>1143</td><td><div class=bar style=width:25.4%> &nbsp; </div> 5.5% </td></tr><tr class><td title=i> i </td><td>1107</td><td><div class=bar style=width:24.6%> &nbsp; </div> 5.4% </td></tr><tr class><td title=l> l </td><td>925</td><td><div class=bar style=width:20.6%> &nbsp; </div> 4.5% </td></tr><tr class><td title=u> u </td><td>613</td><td><div class=bar style=width:13.6%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (29)"> Other values (29) </td><td>4494</td><td><div class=bar style=width:100.0%> 21.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>111</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_4359781917570683701></a><div class=variable><div class=col-sm-12><p class=h4 title=Työaika><a href=#pp_var_4359781917570683701>Työaika</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>6</td></tr><tr><th>Distinct (%)</th><td>1.0%</td></tr><tr class=alert><th>Missing</th><td>72</td></tr><tr class=alert><th>Missing (%)</th><td>10.5%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>0.98513072</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0.4</td></tr><tr><th>Maximum</th><td>1</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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-" style="fill: none"/></g></g></g><defs><clippath id=p51d85d95dd><rect x=10.8 y=10.8 width=194.4 height=115.772007 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-2709424756976503203, #minifreqtable2709424756976503203" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-2709424756976503203 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#2709424756976503203bottom-2709424756976503203statistics aria-controls=2709424756976503203bottom-2709424756976503203statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#2709424756976503203bottom-2709424756976503203histogram aria-controls=2709424756976503203bottom-2709424756976503203histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#2709424756976503203bottom-2709424756976503203common_values aria-controls=2709424756976503203bottom-2709424756976503203common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#2709424756976503203bottom-2709424756976503203extreme_values aria-controls=2709424756976503203bottom-2709424756976503203extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=2709424756976503203bottom-2709424756976503203statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0.4</td></tr><tr><th>5-th percentile</th><td>0.8</td></tr><tr><th>Q1</th><td>1</td></tr><tr><th>median</th><td>1</td></tr><tr><th>Q3</th><td>1</td></tr><tr><th>95-th percentile</th><td>1</td></tr><tr><th>Maximum</th><td>1</td></tr><tr><th>Range</th><td>0.6</td></tr><tr><th>Interquartile range (IQR)</th><td>0</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>0.065416825</td></tr><tr><th>Coefficient of variation (CV)</th><td>0.066404208</td></tr><tr><th>Kurtosis</th><td>34.067053</td></tr><tr><th>Mean</th><td>0.98513072</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>0</td></tr><tr><th>Skewness</th><td>-5.3984133</td></tr><tr><th>Sum</th><td>602.9</td></tr><tr><th>Variance</th><td>0.004279361</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=2709424756976503203bottom-2709424756976503203histogram><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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+" style="fill: none"/></g></g></g><defs><clippath id=p6b7cd314cb><rect x=10.8 y=10.8 width=194.4 height=115.772007 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-4359781917570683701, #minifreqtable4359781917570683701" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-4359781917570683701 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#4359781917570683701bottom-4359781917570683701statistics aria-controls=4359781917570683701bottom-4359781917570683701statistics role=tab data-toggle=tab>Statistics</a></li><li role=presentation><a href=#4359781917570683701bottom-4359781917570683701histogram aria-controls=4359781917570683701bottom-4359781917570683701histogram role=tab data-toggle=tab>Histogram</a></li><li role=presentation><a href=#4359781917570683701bottom-4359781917570683701common_values aria-controls=4359781917570683701bottom-4359781917570683701common_values role=tab data-toggle=tab>Common values</a></li><li role=presentation><a href=#4359781917570683701bottom-4359781917570683701extreme_values aria-controls=4359781917570683701bottom-4359781917570683701extreme_values role=tab data-toggle=tab>Extreme values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=4359781917570683701bottom-4359781917570683701statistics><div class=col-sm-6><p class=h4>Quantile statistics</p><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0.4</td></tr><tr><th>5-th percentile</th><td>0.8</td></tr><tr><th>Q1</th><td>1</td></tr><tr><th>median</th><td>1</td></tr><tr><th>Q3</th><td>1</td></tr><tr><th>95-th percentile</th><td>1</td></tr><tr><th>Maximum</th><td>1</td></tr><tr><th>Range</th><td>0.6</td></tr><tr><th>Interquartile range (IQR)</th><td>0</td></tr></tbody></table></div><div class=col-sm-6><p class=h4>Descriptive statistics</p><table class="table table-condensed stats"><tbody><tr><th>Standard deviation</th><td>0.065416825</td></tr><tr><th>Coefficient of variation (CV)</th><td>0.066404208</td></tr><tr><th>Kurtosis</th><td>34.067053</td></tr><tr><th>Mean</th><td>0.98513072</td></tr><tr><th>Median Absolute Deviation (MAD)</th><td>0</td></tr><tr><th>Skewness</th><td>-5.3984133</td></tr><tr><th>Sum</th><td>602.9</td></tr><tr><th>Variance</th><td>0.004279361</td></tr><tr><th>Monotonicity</th><td>Not monotonic</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=4359781917570683701bottom-4359781917570683701histogram><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
+  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T18:24:37.535578</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
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-" clip-path=url(#pb0a7cb0a64) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_9><path d="M 55.09 176.371792 
+" clip-path=url(#p009cc07abc) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_9><path d="M 55.09 176.371792 
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-" style="fill: none"/></g></g></g><defs><clippath id=pb0a7cb0a64><rect x=55.09 y=13.154038 width=438.11 height=163.217754 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=6) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=2709424756976503203bottom-2709424756976503203common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>575</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr><tr class><td title=0.8> 0.8 </td><td>28</td><td><div class=bar style=width:4.9%> &nbsp; </div> 4.1% </td></tr><tr class><td title=0.6> 0.6 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=0.4> 0.4 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.9> 0.9 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.5> 0.5 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>72</td><td><div class=bar style=width:12.5%> &nbsp; </div> 10.5% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=2709424756976503203bottom-2709424756976503203extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#2709424756976503203extreme_values-2709424756976503203firstn aria-controls=2709424756976503203extreme_values-2709424756976503203firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#2709424756976503203extreme_values-2709424756976503203lastn aria-controls=2709424756976503203extreme_values-2709424756976503203lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=2709424756976503203extreme_values-2709424756976503203firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0.4> 0.4 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.5> 0.5 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title=0.6> 0.6 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=0.8> 0.8 </td><td>28</td><td><div class=bar style=width:4.9%> &nbsp; </div> 4.1% </td></tr><tr class><td title=0.9> 0.9 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=1> 1 </td><td>575</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=2709424756976503203extreme_values-2709424756976503203lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>575</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr><tr class><td title=0.9> 0.9 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.8> 0.8 </td><td>28</td><td><div class=bar style=width:4.9%> &nbsp; </div> 4.1% </td></tr><tr class><td title=0.6> 0.6 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=0.5> 0.5 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title=0.4> 0.4 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_3333980701689833454></a><div class=variable><div class=col-sm-12><p class=h4 title=Rooli><a href=#pp_var_3333980701689833454>Rooli</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>263</td></tr><tr><th>Distinct (%)</th><td>44.3%</td></tr><tr class=alert><th>Missing</th><td>90</td></tr><tr class=alert><th>Missing (%)</th><td>13.2%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=432pt height=288pt viewbox="0 0 432 288" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:58.733678</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 288 
+" style="fill: none"/></g></g></g><defs><clippath id=p009cc07abc><rect x=55.09 y=13.154038 width=438.11 height=163.217754 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=6) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=4359781917570683701bottom-4359781917570683701common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>575</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr><tr class><td title=0.8> 0.8 </td><td>28</td><td><div class=bar style=width:4.9%> &nbsp; </div> 4.1% </td></tr><tr class><td title=0.6> 0.6 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=0.4> 0.4 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.9> 0.9 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.5> 0.5 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>72</td><td><div class=bar style=width:12.5%> &nbsp; </div> 10.5% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=4359781917570683701bottom-4359781917570683701extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#4359781917570683701extreme_values-4359781917570683701firstn aria-controls=4359781917570683701extreme_values-4359781917570683701firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#4359781917570683701extreme_values-4359781917570683701lastn aria-controls=4359781917570683701extreme_values-4359781917570683701lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=4359781917570683701extreme_values-4359781917570683701firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0.4> 0.4 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.5> 0.5 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title=0.6> 0.6 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=0.8> 0.8 </td><td>28</td><td><div class=bar style=width:4.9%> &nbsp; </div> 4.1% </td></tr><tr class><td title=0.9> 0.9 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=1> 1 </td><td>575</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=4359781917570683701extreme_values-4359781917570683701lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1> 1 </td><td>575</td><td><div class=bar style=width:100.0%> 84.1% </div></td></tr><tr class><td title=0.9> 0.9 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title=0.8> 0.8 </td><td>28</td><td><div class=bar style=width:4.9%> &nbsp; </div> 4.1% </td></tr><tr class><td title=0.6> 0.6 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=0.5> 0.5 </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title=0.4> 0.4 </td><td>2</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_3033474618211469439></a><div class=variable><div class=col-sm-12><p class=h4 title=Rooli><a href=#pp_var_3033474618211469439>Rooli</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>263</td></tr><tr><th>Distinct (%)</th><td>44.3%</td></tr><tr class=alert><th>Missing</th><td>90</td></tr><tr class=alert><th>Missing (%)</th><td>13.2%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image6a53f4ee2f x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p87b66ba22e><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-3333980701689833454, #minifreqtable3333980701689833454" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-3333980701689833454 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3333980701689833454bottom-3333980701689833454overview aria-controls=3333980701689833454bottom-3333980701689833454overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#3333980701689833454bottom-3333980701689833454word aria-controls=3333980701689833454bottom-3333980701689833454word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#3333980701689833454bottom-3333980701689833454characters aria-controls=3333980701689833454bottom-3333980701689833454characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3333980701689833454bottom-3333980701689833454overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>98</td></tr><tr><th>Median length</th><td>68</td></tr><tr><th>Mean length</th><td>17.053872</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>10130</td></tr><tr><th>Distinct characters</th><td>60</td></tr><tr><th>Distinct categories</th><td>8 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>210 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>35.4%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Teknologiajohtaja</td></tr><tr><th>2nd row</th><td>Ohjelmistokehittäjä</td></tr><tr><th>3rd row</th><td>Full-stack-ohjelmistokehittäjä</td></tr><tr><th>4th row</th><td>Devaaja</td></tr><tr><th>5th row</th><td>Full-stack</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3333980701689833454bottom-3333980701689833454word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=full-stack> full-stack </td><td>169</td><td><div class=bar style=width:39.9%> &nbsp; </div> 16.9% </td></tr><tr class><td title=ohjelmistokehittäjä> ohjelmistokehittäjä </td><td>98</td><td><div class=bar style=width:23.1%> &nbsp; </div> 9.8% </td></tr><tr class><td title=developer> developer </td><td>64</td><td><div class=bar style=width:15.1%> &nbsp; </div> 6.4% </td></tr><tr class><td title=engineer> engineer </td><td>47</td><td><div class=bar style=width:11.1%> &nbsp; </div> 4.7% </td></tr><tr class><td title=lead> lead </td><td>39</td><td><div class=bar style=width:9.2%> &nbsp; </div> 3.9% </td></tr><tr class><td title=arkkitehti> arkkitehti </td><td>37</td><td><div class=bar style=width:8.7%> &nbsp; </div> 3.7% </td></tr><tr class><td title=backend> backend </td><td>36</td><td><div class=bar style=width:8.5%> &nbsp; </div> 3.6% </td></tr><tr class><td title=senior> senior </td><td>34</td><td><div class=bar style=width:8.0%> &nbsp; </div> 3.4% </td></tr><tr class><td title=software> software </td><td>28</td><td><div class=bar style=width:6.6%> &nbsp; </div> 2.8% </td></tr><tr class><td title=frontend> frontend </td><td>25</td><td><div class=bar style=width:5.9%> &nbsp; </div> 2.5% </td></tr><tr class=other><td title="Other values (200)"> Other values (200) </td><td>424</td><td><div class=bar style=width:100.0%> 42.4% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image53e01cd9b4 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p10e8fb9e15><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-3033474618211469439, #minifreqtable3033474618211469439" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-3033474618211469439 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3033474618211469439bottom-3033474618211469439overview aria-controls=3033474618211469439bottom-3033474618211469439overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#3033474618211469439bottom-3033474618211469439word aria-controls=3033474618211469439bottom-3033474618211469439word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#3033474618211469439bottom-3033474618211469439characters aria-controls=3033474618211469439bottom-3033474618211469439characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3033474618211469439bottom-3033474618211469439overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>98</td></tr><tr><th>Median length</th><td>68</td></tr><tr><th>Mean length</th><td>17.053872</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>10130</td></tr><tr><th>Distinct characters</th><td>60</td></tr><tr><th>Distinct categories</th><td>8 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>210 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>35.4%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Teknologiajohtaja</td></tr><tr><th>2nd row</th><td>Ohjelmistokehittäjä</td></tr><tr><th>3rd row</th><td>Full-stack-ohjelmistokehittäjä</td></tr><tr><th>4th row</th><td>Devaaja</td></tr><tr><th>5th row</th><td>Full-stack</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3033474618211469439bottom-3033474618211469439word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=full-stack> full-stack </td><td>169</td><td><div class=bar style=width:39.9%> &nbsp; </div> 16.9% </td></tr><tr class><td title=ohjelmistokehittäjä> ohjelmistokehittäjä </td><td>98</td><td><div class=bar style=width:23.1%> &nbsp; </div> 9.8% </td></tr><tr class><td title=developer> developer </td><td>64</td><td><div class=bar style=width:15.1%> &nbsp; </div> 6.4% </td></tr><tr class><td title=engineer> engineer </td><td>47</td><td><div class=bar style=width:11.1%> &nbsp; </div> 4.7% </td></tr><tr class><td title=lead> lead </td><td>39</td><td><div class=bar style=width:9.2%> &nbsp; </div> 3.9% </td></tr><tr class><td title=arkkitehti> arkkitehti </td><td>37</td><td><div class=bar style=width:8.7%> &nbsp; </div> 3.7% </td></tr><tr class><td title=backend> backend </td><td>36</td><td><div class=bar style=width:8.5%> &nbsp; </div> 3.6% </td></tr><tr class><td title=senior> senior </td><td>34</td><td><div class=bar style=width:8.0%> &nbsp; </div> 3.4% </td></tr><tr class><td title=software> software </td><td>28</td><td><div class=bar style=width:6.6%> &nbsp; </div> 2.8% </td></tr><tr class><td title=frontend> frontend </td><td>25</td><td><div class=bar style=width:5.9%> &nbsp; </div> 2.5% </td></tr><tr class=other><td title="Other values (200)"> Other values (200) </td><td>424</td><td><div class=bar style=width:100.0%> 42.4% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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iHDrdx4+f2YtnUhi9GWiaxqHT/Xz9sa0EwlEeun4ByxvLyHZYUDUNfyhK/4iPUW8wPfZLJRJLMDzmp+SckIO3g2N72nAXuKhfXIF/PMT+V4/jyLbiyrXjcFsZG/Lym++8zAc+dzuJuMJj33ieD3zuDjyDXnY/f5icoix0ehl7tpWuE/2YbSZKa/Mpbyjk4JaTJKJxbn7/GuKxBFt/t5/CylyWbJrD7heOYLIYcT+0gqAvzIFXW8gvz6akJp/xYR+xSJyulgEallS+5fdE0zRau0b41qNbOdzSj8NuZNPKOubVF7GwsYSyoqxZvWH1OgmTUU8kluD+mxfitM/UzBKJJD99cm/KyUQ387mJJZKzCidtyn/fLPR6Cb1ORp10ejofZ7YRBFHAbp19IZNMKsTiSYyGa9uk2JCfy53zGrC+iXNjhjfGZe1xLmkoYVlT6TRPLYCSPCdjvjCHTvdxvGMwvcrTNI2OgTFe3ncaQRD4y4fWU1eamxY6JblO8rJtfOKrT7D1UDvrF1SxoLboTVkhqppG36iPWCLJ0oYSVs2ruKDpsqV7GIfVRFNFPtuPdBKLJzAZdERiCdoHxijJc2E26DjZPYyqnS0r09I9jMVoYO38SioKUxvxdouRArcdVdX4yk8vvsq/VALhGM/vbmHA4+OBjQv42J0zFxpL6jWi8eSsE+CFyHZayD6Pxv9WoyoqiqKiqRqBiRB97cP4xwN0nxogv8xN7YIycotclNUVomka7kIXFU3FhPwRyhuK6GsbxpVrRwBK6wpwZFnxjQex2M1UzS0mGo7jcKdMXqW1BVTOKSEr1055QxE2pwWL3YR/PIQ920LTsmo0DbpPDbLq1oUc2NxC/eKKt1yLicWTvLTjFM0tfTRVF/CJP1pPSb4Tu9V0QdOxzWIkz21jwh9m+fxyVi6snLElMjji46dP7sVk1M0qhLz+CGPeENXnaG+KqhKOpATqxUIbLhWDLpVsQRAEBkd8hCNxzKbpz7imaXjGg/gCERzWmYkXzhCNJ+nsG6O+Mu+q1DovFatBzwML5yC/hdl6BEGYzA507d63K8klfxOCIKDXyTOEZiyRpGtwnH0nuglHExS6zz7Emgbt/WN0D40zv6aQ2pLcaQ+wIAjUl+Yyp7KAfo+P1j4P2pu0gFVVLR0AnGU3X1BoKopKS9cwJr2OedWFSKJIS9cIAO39HqKxJAtqishxWmnpGiapnA0sNul1KKpKJJ6cNnZREJhfU0TReX7UrwdfMMLBU33IosiDmxbOqp0LgoDJoDuvx+K1gChJHNvVyt6Xj5GV76C0Np/8shwMJj3WczSmgc5RDJP3wWjWozfqcLptOLJTFoXju9toP9aL021DUzU8/RPoZzEBxqMJvCN+ZJ2Uajc4QV/rMC0HOvBPBJEkkbL6ArLy7Hg9F94nvBLEE0l6BsdRVY17b1rAnJoCnHZzWmhqmkZkMrvOVPLcNubWFSIIAn/YfIxQODatTTKp8Oru02iaRl1FHtlOywwh4xkPsutgJ8Hw2f41TcMfiKadyvJz3pznXBAEVi2swGYx0NbjYd/RbhTl7DaHpmmMjgfZvKeVeCLJDWsazmvSDYVjPPXKUXyByLTPrGkp8/W1giAI6CTpLRX+71k8jxc/8Qg1uVdf5qWrgdflVatpGr5glJPdwxxuG2DLoXba+z1UFWXz8A2L0l9wUlEY8PhQVI3ygqzzOv9UFGaz82gXw+MBEknlTQ1oTsU1XbjNiDfIuD9MQbadmpIc7BYDh9v6WTm3nNZeD4qqMr+6kKMdgwTCMfpHfVQVpXYnrl9ax0+e3cvT247hspqoL8/DYTEiSSI6WcJmuvR9hAuhaRqReJLh8SA5TguqquLxnd8MbNTLWIz6a3KlvXhDIw1LKoiEYhjNetbfvYSRvnGW3zgPnUGmr22Y5GQ2Gr1RR+OylOlUlESq5pZQXJVLXombw9tPUb+4gup5pbgLUybo/DJ3WqhGQlHGR/xUaBqCKFBUlZfSVEWBnEIXpfUFOLNtmK1G5q2uxWIzcd09SxDfBs9UnSxTmONAEODVXadwOUxkOSyIgoAvGGVgxEdb1wgP3b6YfPfZxN5Gg44bVtVz4GgPe4908/1f72Dd0iqynBaisQQn24d57NmDWM0GNq2qw51lnXFtg0Hmtb2tGI06Vi6swGY2EIzE2bKnleaWPox6maXzZg8J0TQNTUtt2aTS5l38s86vL+a6ZTX8/pUj/OzJPQRDMarLcpBlkTFviFd2nmLXoU5qK3K5c9PcWfsQSMWRnuwY5ps/38KaxVVkOy0kFRXPRJBoLMFtG+a863Ouno8ze8gZZueyJJSmaSiqxkt7T/H87pO093sYnQjidlp4zw2LuGFZHQ3leVPap1bKwKzeXWc48148mUzXh3sr6R2eIBJLUJbvoijHgcNq4khbyuTc0e9BVTXqynLx+EIYdBKnukfSgvO+DfMY9QZ5Zf9p/u3nr1CU48BmNmA26lBUjaHxi2sn52oJ50NVVRRVxRuM8OWfvHTB0IK18yt5+IZFyG9iQPtbhcliwGQ5u+Awmg2U1hacbSDAdfcsBcBd4CQeTZkLBUEgtygr3ayiKWX2z853po+V1ReintFgNGhYWklOoQu9QUd5QyHSZGKBvNJssvId6PQyoiiin9wnM79NDlMGg8yNaxs41jrAjoMdnO4awWYxIgoCoUiMcV+YSDRBfo6dh25bPO3cuqo8PvGB9fznj17ldy8fZvuBduwWI/FEkpHxIImkwvvvXMr1q+pm7I0LQEN1AbXlufz2hWY27z6NyaAjGkswMOJDFEVu2zDnvObQF7efZOve1tQeuieQng8uhE4n8aH7VhBLJHl5xym+8bPXyMmyIUkC/mCU0fEg9ZV5/Ml71lKY6zjv4nBBQzHzG4r57i+3setgJzarAUXR8AUi5GbbWDqvjII3SVPO8O7isgRnLJHkO7/dwVPbjoEgUFuSw0fuWMGaeRXYLUb0uunmBFEUsExqXL4LeI76QhEALEY90lvs6q9p0D2UEpzVJTm47GaKcx0caRugZ9hL/6iPHJeVHKeV4lwHRoOe451D3LqqMTVRu6x89n0buPe6uew82sXp3lE8vhDh4dQK++JewNolewrrZCk1acUT9I36ZjU/+0IR4gnlghr+tU5hRS5FFVNf58zabqrAPINlSmiN0WKgcWlV+j7ZXGf3eEVRTJuArwZEQaC+Ko9/++xdvLLzNLuaOxka9ZNMKtisRppqCljYWML6czxiIVWkeMncMv777+/jlR2n2HOki6HRACajzLql1dy+oYmmmsIZlh6DXiY328ac2gI+dO8KFjYV8+zm43QNjIMgsHJRBdevrGflosrzOuD0DU1won0IVU0tDrOdFlx200U1vZwsK59+ZCMbVtTyys5TtHaNEI0mKcpz8tBti7lhVT1Ox+z9GI063C4rFSVuNiyvobw4m2c3H+PQiT4isQSVJW5WLCi/bAe6DBnOcFmC81j7IK8dbMNk0PH5D2xixZxyDLPEWaU7l0RK81wY9TLHOwaJJ2aaYeMJhROdw5gMqfjKt/phVlSV3mEvsUSSmpIcREFgTmUBB072sa+lh1FvkPnVhQgCFOc6MRt1tPaOkkgq6CYrq5uNeuZWFTK3qnBa3/2jPv72O3+gpXv4vA4cmgbHOoYIR+MX9CgWBAGLUU9lYTbt/R7+928eojjXOa1NUlH59Dd+x74TPTitF5+crlWm3ssLmaJne+/cPfapTa52s7YkiuRk2Xj49sU8fPvii58wBVEUKMhx8P67l/H+u5dd0jlrl1Szdkn1eV9fCh95YBUfeWDVZZ0Dk8+72cCaxVWsWVx1Wefesq6RW9Y1pl/XlOXwqQ9tuMAZGTJcHpc1s/pCUcLRBLlZdtbMr5whNEOR6c4JgiBQWZRNVZGbzoFxNh9sTa88ISW0Nh9so2NgjMrCbOrLct/yycsfijI05kcnS5TmpfbBmiryURSVAyd7GfOFmFuVMhPmOK04rEa8gQjDkyZYTdMIRmKEo/Fp/Wqaxqg3yOCYH6fVdMGqAqd7Rnhx7yli55ixUvtDZ++X02ZiaUMpiaTC77YeJamoM/rpG/FiMxtoqswnQ4YMGTK8+VyWxlnoduB2WugaHOMbj21jcX0xVpOBkYkgxzoGOdI2wBc/cjNVRWc9sUrzXNy5dg7f/s12vvn4Nk73jLKkoQQQ2N/Sw4t7T6GTJR7YuCAtuIBJM2cUVU3tfcYmvVb9wSiDHn+6ndEg47Ccrc3nnaxXqKpqyhmBVBjH1HMAnDYjRr0ObyDC0HiA4lxnuh5gVbEbWRI5cLKXSCyZ3rfVyRIVBdnsPNpJ74iX4lwn0XiSnzyzl0On+1jRVEZDeT56nUzfiJcnNh/GF4xyw7K687rri4LAjcvq+dmz+9jf0sPSxjIMOpnuoXFae0f5yp/cls6eYtDJ3LyyngOnevnN5sOMjAdZPb8Cp9VEx4CHZ3e2MDQWYNOSWpY2XFv5OzO88+no8fA//7eVxup83nvHUkzGazu+MsO7l8sSnHVluXzkjhX87Ll9PLPzOI+/2oyiqEiSiMmgw2Uz0dI1NE1wypLI3evmIksiv3r5IL/fdoxfvnQQALNRT0G2nU/cv5abltdN0zZ3Hevif57YjscXIp5Iokxqqv/zm+38z2+3p9vduKyez7x3QzrLzU+f2csLe04SCMdSwhb42XP7+fnz+6d9ln/88E3ctqqRcX+IoTE/6xae3evSyxKNFXm8eqCNmhI3DuvZhMb15bm8tPcU3YPjrGgqI6moRGIJ/KEYv365mVA0jqppyJKIzWxk1bwKPnjr0vN6CgsC3LluDtUlbh5/pZlthzuJJZJIokC23ULX0AS1kxmOBEGgsjCbv//QDXzzie3sO9nDqwdaSSoKep2My2bitlWN/MUDazFeY6WWrjRntPczCyxtMh2OkMnB+5ax/UA7B471MOTxs3pRJfVVGatIhmuTy5pdRUFg05Ia6kpzON4xxKgvlMrMoZfJspspzXdRW5I78zxR4PY1TcyrLuR459BkNh0Nt9PK3KoCinOcM0y0TRX5/Nl9qxnzhfEGIryw9ySDHj8r55RTP8Vzt6ooe5qQuGf9POZVFzLo8fPKgVaOdQyyuK6EBbVF0/o/I4xyXFYe2rSQBbVF05xt7r1uPlXFOZTmObFMSU21tL6UD9yyhOrilFetzWzgkw+so2tonPY+D6PeEElFwajXUZTjYE5lAdkOywxHHUkSWT2vgmyHheIcB5UFWTSU53GsPRXyopMlCt0O8s7JcCQIAhWF2fzLR2/m0Ok++kZ9RONJrCYDVUXZNFbkXzDv77uBiRE/QW8InyeAu9CFoqhMjPgIToTIynfiyrXTfqQX0HAXZZGMJ2k/2kPTihpyirM5fbCTkd4x5q6uxeqycHxnK9FQlHnrGhAFgSM7TiFJIvPXNWB1mq/6vdGrheJ8JxazAbfLet5sPxkyXAsI2qXGQryNxOJJ/uY7f2BfSw9/9fB13HvdvIueo2kaj73SzHef3MkHb13Ch25b/haMNMPVQOfxPoY6R+g5NUDd0ir6WocwmvWU1hXS2tyFuzCLgY5hKpqK8fRPUL+sil9/9Q985EsPYrab6D09yCu/3Ml7Pns7eqOew9tO0ntqgFseuQ5BgC1P7MFoMbDytkXojbqM4LxEwpE4nX1jWM0GivOdV32llgwZzsc1Yc/TyRIGvYyiaoz7w5eUuFkQBJoq87Fb3pwEBBmuHQQgFk0QDkaJR+IkYgmsDhPOyVRuiXgCo9mAPduGZ2ACm9OM2Z56H8DptmF1mrFNavvuQhf+sQBmqxFV1bC5rNhcFgymqydc5VrAbNLTVFNw8YYZMlzlXBNLPlEUqC52IwB7T/RwpH2QkYkAAx4f7f2eGR6tZ6gszGb1vMoZYRsZ3tmY7SaUhILVYcbnCbDwuiYkWeL0oU6yC1y4cuwM93joPTVAXokbz4CXgorUFoOmaQx0jJBXNntsaDwaJxqJYXVeO2WsMmTI8OZyTWicADcsreOFPac41jHIv/74RbLsZhRVJZ5Q+Ov3XMe86sIZWqjZqOeP71qJ/jITnl/NnBvuk2Em2QVOlt8yH1knEYsksGdbKazMJegLY8+20nqwk4qmEuatrcPmshIORNJp+FJZg9yE/amkHIqicmp/B9KkV7ROL5NX4kZ3jVfcyJAhw+vnmtjjhJTA6B3x8sSrh2lu7WfCH8FkkCnKdfBHtyxlfk3RJRVufj3XPcOVFFSX8jVE46lanC1dQzy4aSF5WbaMIH0dxCJxlKSCadJbWtM0oqEYpkmHFVXViEfjGM0GNFVjbMiL0WLAOlksORFLIgggZzyXM2R4V3LNCE64sHC5EkIjkVToGBhDIBXb6fGG6B6aID/bRq7LhscbZGDUh8NmItdlZdwfxmU1o6ERisQZGg9Qlu9CEgU0UnGYsXiSLLuZwTE/iqpRkuckEk2kriNATUkOo94gE/4ItSU5eHwhxv0hkorGvKoCRFFg74keEkmFZY2ldA2Oo6ipPd+60pyM8LwEzjxHU+/VufvmU1+f2/5qLY6cIUOGt4ZrYo/zDKkUabP/uxJ4vCGaW/sJTVZ1iCWS/H7rUcLRBKqmEo0n+c1rRzjVPULnwDgv7T1Fa98ovcNeQtE4v996lHhSoa3PQ0vnMAMeH8e7hojGE7yw5yR7T3QTCsc40jZA58AYkViCWDxJ8+l+RiYCJCezF3X0j/HUtmPEk8pknTwhFWIRiLD7eDcjEwGe3XniTS4p/M5ltmfmQq/PbZ8RmhkyvLvJ2JrOQ6qMVwKn1URdaS6SKFCS68TttFA9mVmosjALt9NCca4TRdVIKiqaBnqdRHWxmxynlZJcJ4MeH7FkElXVEIDQZDUPo0HG4w/ROTDGwJifE51DqUB9oL4sD5NRx9zqQg6f7mfcH0qP60wFGZfNTEN5Hp0DY+d1kMqQIUOGDG8uGcF5HhRVY2Q8SPfgOE6riWWNpQyN+dHr5HRN9O6hiXQJsZauYSLRBMPjfkrzSukcGMNmSe2ZmQ16Dp7qIxSOU5TrpL3Pw6q5FUTjCYLhOEsbSmlu6ycUiWO3GNnf0odelnDZzJgNMjaLgaqilLD2+EL0j/ooyHYgS0I6+URZvitTqz1DhgxXlOFQkG6flwV5Behnyb+taRr9AT8j4RCKqmI3GCm02RgMBjBKMiX2VBm4E54R/LHZq0IV2myU2Bxp/4P9Q/3pzHFTEQWBSqcLt9kySy9XlozgPA+iKFCc6yCWSJA7Gc9nMuipL81JZ+WxmgzUluRQUZhNtsPCpiW1RGKp9sPjAWqKU6kHq4vdlOQ5CUbiuJ0WIrEENnOqNmA8mcSk1+GwmdLFY+dW5eO0mSdfS1iMeq5bVI0kChh0MoVuB/nZNgRBRC/LuGxmKgqzMybEDBkyXFFe6GjlSzs2s/0Df0yeZWbR8+bhQf5jz3Y6vRPY9Hosej3LC0s4MDTAorwCvrByHQDPtZ/mmGcEXzTK6XEPBlmiPjsHo6Tjjpo6SmypOqkaGo8eO4w3FmU8Eubk2Cj5VhvldicWvZ4Pz1ucEZxXE6IgUOh2kOuypsuHOW0mmioL0gLK7bTQUJGPQSeT40w9RPZJLTMvy5buy2jQYTTocFhT+XTPVJWRRNKhMmeEs6ZprJhTjigISJKI1WygoTw/7ZBitxhpKM9DEkUEAQrcdmRJnFEpJcO1QVJR2XOqhwPtfYiCQHWhm+vnVyNfoJrOlSaRVNh5spsjnYMIItQX53LdnCrkTKafDBcgoSh8r3kfXb4J/m71eiqdWYxFwvzo8AGOjQ6xKO9s8ouPzF9CJJmgP+Dnn7a/SoHVyhfXbEQnSlj1ZxOLCAj8w+rriKsqJz0jfHbzC9xWVccH5ixAJ4o4DG9P6saM4LwAoiigF6ffoqkCESDPZSXoDRGLxHFk25CmFPM+t+2lIAjCtJqkBp08o3ybzXw2G9IZQZ3h6iQST+ALRdE0DZvJgE6WCEXjZNnMTAQjqJpG/7iPJTUlZFlNvHa0g/4xPzaTgXAsgSgKOCe/44Si4jAbGQuEsJmMaJqGNxRBVTXMBj12s4FAJEYwGkcA3HYLqqYRTSSxmQyIk6YvfzhKcHJP3GE2IksikXgSl9XEeDCMoqgMTQRYVleC1WhgR0sX9cW5FGc73sY7meFqZyQcoss3wbLCYm6tmizaoWnEFYXDI0PT2jqNRpwYUTQVgyRh1ukpts18vgRBSGuUE5EwsiDgNBopstnfks90Pt42wXlutYoZ76kagpjyZlTVlDZ1Pg9aVVUvybtW0zRURUOULq3t1DFMfT31mkpSpfNEH8d2nGbxpjnULCxPOwFdqU3HjEn22iCRVHi5uRVPIIwsiiyoKESSBF490s4nblvF4zuOsLy2hMIsB1uPdVCYZacs10mOw8ruU9283NyKw2zk3lVz8fhDdI9O8PDaBfz45f3ctbyJXo+XzuFx9LJMbaGbOeX5/HJrMyZ9KjnDbUsbGPYGONw5yN0rmtLHW/pGee7ASURB4L5Vc0mqKntO9/Dxm1bwy63NXDenilyHlS3HOsh32ijPdeG2vfXmsAzXFnElVcUq22Q+G1MvCORbrOTOYta9lrligtM/HuTE7lZW3LoQgJf+bzvXv3c1giAQDcd4+Rc7kGUJV54DV54Dh9uGd9RP5ZxS2g530Xqoi7X3LEVTNXY8dQBREllz1xJ6Tg1QVJ1Hx9FeKuaU0Hd6gP72EZREkvX3r8CelfqCYtE4J/d1UFZXSPPWEyzaOIfDW1sIjIcoqs7DmWMnGo6Rle/EMzBBfqmb3c81E5gIsvrOJcSjcZpfO8HK2xaRW5LNiT2tdB7rY919y+hvHaK1uYtoOM6dH9/E3FV1oMFo3xgltQXsffEIkUAEJalyyyPrZ10cZHjn4w1F2HWymzynDZNBh8cfwmUzzUhaYTLo0OskJFGgpsCN2aBj/ZxKvMEIuU4r1QXZjAVCTA1jDkXj7D3diyAIZFlNjAcjtA142H2yh5X1ZQAMjvsRRWHG9ZbXljAeCCMKAnPK8jnaPXi2by1V6s5k0KGTJGRJpLogO1OmLsNFOfMICedoDDpJQi++c7K3wRWM44xH4vScHEi/bj3Ulb6zhzYfJ788h4LKXIZ7PXj6xwl6w4z2j5NMJOlrHaZ+aRU2l4Uj206SU5zNoo1NCKLAUPcokUCU/rYhhrs9DPeMMXd1HWODXjz947Qf6WGoaxQlodB5tIcnv/0iWflOxgYm8HkCLLiugZLaAryjfkb7xgj5I4z2jWG0GqicU4LJaiS3OIvOY31ULyjHXegimVAY7BylYXk1FpuJ4R4P+eU5jA96ScYVIDXZqKpGOBgl5A1RNb+MzmO9ZIIr372Y9DryXTaum1tFRV4WQ94AqqrR6/EyEYzgD0cx6XV4gxGq87NpKMnlqb0nUqkkkwrxpJLuK6Go9I/58IYiBKNxHGYjeU4raxrKmVOWT5/Hi81koDTHyY0La1FUlXAsFfY05A3g8YcIRmJomkZCUYklkum+p40pEsOk1zEeDFNfnEN1QTbP7j+Jomb20DO8ft5pRrIrsoxUkgohf4RoOEbIH8FsMxIORBjsGsWRbUUgJVgFQUBTNYZ7xzBajWiqRiKWJOwPoyoqmqoRi8Zp3trCy7/czm0f3kA0FMMzMEHAG8Jg0qEqKvFogkQsSSQUwz8WICvfiT3bSjKpEAlFyc53oiRVOo70MNztAaBheRUjvWPYs2xoqoYkS2iaht6gQwNCvhDuQhfq5BjCgQiqooIgMH9dI7ueOUh/+xCCAIlYgpA/gqZpZOU6qJxXxvGdpwn6whmz6rsYi1HPLYvree1YB7IosGFuFbIk0VCcy2PbD5Ntt1Ca40QvS+xs6WLrsU7sZiPeYIQejxdvKMr8ikIAch1Wsmxmfrm1mfriHMrzXGwUq9l8tJ2korC2qYKKvCxuXFTLM/tbyHFYaCrNYzwYpiI3i23HOwF4YM082gbHGPYGWF5bCoDTYqIqP5vHth+mMMtOsduJpmnsPtXDyb5RXBYTvlCULNvlJ7bfO9xLOJFgUW4hdn1mPz7DO4MrIjgT8SQjvWOM9o8z1DVKxZxi5q6uo+fkAPkVOTStrOXg5uOomkZpXSETIz4CEyFKavKJxxJ4PX66W/oprMpj8aa5mG0mVEWlcm4piqLiGwuSW5xNUXU+0XCcwc5hkokkucXZNK2oASAciGBzWZi3pp7hHg/1S6tYc9cSopE4DreNZDxJyB/B6/FTVJWHJIn4x4IUVuYSC8fxjQXpOTVAYVUeqqIyMeKn60QfhVV5SDoRV56DdfcsRW/S4x8PEvZHyC/PQQOMZj05xVnkFGel90QzvPsQBIGaQjc1he5pxx+5fum012W5LspyXdOOuWxmTHodZkOq3mddUQ51RTkzzvvQpiXTjq1uKGd1Q3n6tcWop8TtnNamoTgH/RQP2bJcFx8+Z0yV+dlU5mdf0ue8EP/VvJ0u/wQ/3HQ/jVkZwXktEozHODIyTDgR59S4B1WD7b1daY/WebkF5JjfXdWCrojg1Bt11C2p5NVf76KvbYiCilw2PLQSVVERRRGdQWblbYtQVRVZJ6OpKsmEgt6kR1M1Njy4EoNRj8VuwuaysPTGeYiigM6gY8G6BhIJBUlKva5fUkksHGekb3yaOUAQBERJIrvARXlTMbJOYt76BuKRVPLuE3vaqGgqYdHGORjMOkRRpKg6j7FBLxa7iQ0PrEiFoLhtaMDGB1ditBgwWY0EJ4IYTHos9hxEQcCRbSO31I3eqEcQoOfUAH/4watEwzGe++lW5q9r4NYPXYfFYboStzvDOxABKMqyX7Fiz/muy/f4zvDuxBeL8VTrSY6ODjEQ9KNoKl/dswNxUin4yvobyDGXIyJgkGV05zyzIgJ6SUL3DtrnvGJJ3jUtZXZNJpOYLMZLNlm+nmofmqaRiCaQDXLaEUfTNJLxJJJOmtU5J5lQQNOmhY+c8fQ9Ny/puWPSNG3qTnja81dAAAFa9rZzfFcrZruJ8SEvW3+7l8p5pXz2ux/NVNTI8K7iPS/8corGmft2DyfD6+BMmk8N+PmxZr6y8zU2v+8j5FtSiy9ROOsOpGgaggCSIM44HyElRKfOr30BH5966RmK7Q6+fv1tFxzH8dFhPvzMb3lk/mL+ZOGyN/tjXhZXbBYXBAG9UYeey6tb+Hr2BAVBQG/Szzh2oZqJ8iw1Os8X0jJrAvBzmk0Vzo3Lq2lcXg2kHhqL3cTvv/sywz0eiqrzL/p5MmTIkOFqQRAEpMk50KbXo5dkBgKBWeMu5fPMn9I7zNfjigjOlOaW8qSars2d9a6aqsmdUeimxj6mYydn6QeN6YJLS6VmOpczGuC55aGYqjAKMwXjbOM6s1d53jFPGdO5Gmt+WWqPK+ANzbzOOWM5Mz5mGVeGdyeaprF3pI+nOk8wFAqSZ7JyV1UjuSYL3z66m9UF5dxd2TitfVJT2T7YzebeNgZCAWRJpNBsZ2luMasKyrDrDTPKqD3ffZrH249ikfX86dwV59UQNU1jLBbhN21HOewZJK4qlNlc3FZWx3x3QUoDmfYbgKiS4KmOE7zc104kmaDO5ebB6rmUWJ3T2saVJPtG+tna30FPwEtYSWAQJaqdbm4qqaUpOw/pClZEynBharKyKbTa+PKO11hXWg4I5FksvK9p/mV9J9Fkkn2DfXR4JxiLhCm2z55cQ9M0JqJRmocHaRkbIa4qs7Z7q7kigvOl/9vOb775Al99/m+wuSyoqkrzay18+7OP8tBf3cbGh1ciCAIDHcO88LNtNG9tIRaOYc+20bi8mvd9/k4MZgM7nz7I//377/nr73yEqnmp2LSxgQm+/ZlHqVpQxns/eyeJeJJvfOqnnD7YSSwSJ+QLY8uyotPLzF1Txwf//h7s2Wf3c7qO9/HL/3iarpZ+ZL3M+nuW8tBf3z5t/D5PgF/8+1Mc2XEKTdWoaCrm8z/8OIIgEI8mePoHr/DaE3tQkipV80pZdtM8nvnfzXzqm49QUDHdgQPOCl2mePSrisrpQ5089rVn6W8fxuG2sf7eZYR8Yfrbh/nUNx95x7lwZ7h8kqrKE21H+beDr6ETJbIMZvqCXg6M9lPnymHXUDelVme6vaZpDIWDfK15Gy/3tmGRdciihIbGMc8wT3W28JmFa3mgeu40LWAiFuHZ7lMcHxsmkIhR53JT53JPM7kBKJrKoZEBvrj3ZUbCQRwGI5Ig0jI+wtOdLXy4YTF/1LAYkySnJ9JIMsn/Ht/HsbFhzDodCVVl33AvT3W08J3r7qYxKzfdtifo4ztHd9PhH8Mo6TBKMjFV4cjYEI+3HeXTC1Jjn02zyXDlmZOTx7+s28TPjzazuacDnSixtKD4svuZiEb4zz3biSpJJEEk9wL5ZlsnxviPPdtQNY08iw3n25RmbypXRHAm40kiwShM7hm2Huzi+3/7K1beupDVdy1BlESGezz8z2ceBeD2j27E6jTjHfHTfbKfWDSBwWxIhZMEY6jKWW1SVTWi4TiJWCoOTaeX+dA/3kdgIsih107wy/94mg/9432U1hdgz7JicU75QjT48b/8hsB4iAf/6jbMNiNW50xvsKd/8Aq7n2vmwb+6lewCF8kp8XRHtp3kia8/z60fvo7GZdV0HOvl8f96jr72oXSGo0vB6wnw2NeeJegN8cgX7yMaibPz6YOcPthJ/ZLKy73lGd6hnJwY4Ycn9mHXGfnSihtZmV8KaLzQ08rXmrcxFg1Pax9Vkvz05AFe6DnNQ9XzeKhmPkVWOwlVYSQc4ujYEJWOrBnaZncgJYxvL69n53AP+4b7uK8qSIFlemqzoVCA/z68nbFomH9afj0bi6swSjItE6N89dBWvntsDzVONxuLq9LneGMRRiJB/nPNrSzKKSKcTPB421G+fngH/9W8na+tvS0dquLQG3lv7QKKrXaqnW7Mso6kqrBrqJev7H+V7xzdzR0V9VhFA9c6mqYQSPQRTXpwGmrRidarXpOWBJGVRaWsLCp9Q/0UWG387v73X7SdIAgsLyzmuYc++Iau92ZzxT1VBjtGePTffk9xdT73ffJmzLZUvOa+F48wNujlk//9QZpW1KS1skQsgSRfuveVIAq4i1y4i1yM9I0h62Qq5pZQUpM/4yFUFJX2Iz3c+qH1bJrUes9FVTXamrspbyzi1g9vSHuOneHkvnYc2Vauf3gVhVV5zF/fgKqo/PwrT17WffGPBRjoHOGWD61n2U3zESWR+iVVfPqGL19WPxneuWiaxqHRAXqDPh5pWMK6wvL0M3t9STV7R3rpOdU8rf1ENMLvOk6wJKeYj89ZTrbRnMpOhA673ki1c2aIiaJp7B/pYyIWYU1hOXa9gZ+dOkS7b5x8sy19TVXTOOwZZN9IPx9rXMZNpbXIk3v7Da4cPlS/mBPjwzzWdoQNxVXp3RSTrOP28gYW5xYjCgI2vYEHa+bxfM9pTnpHOTk+yrL8EgByTBZuLa+bNj5ZlKhzuim0ONg51M0sFaauOKk6uWpq20aQJl8nEQR5crsltbgWBXnyPQUBERBSfwsSAsLZfiY1eVGQCCUH0FDJNS1B0yYX34IwIwNPhquHKyY4Q/4Irz6+m85jvYQDEf7k396Dw50ymWqaxtEdpymszCW3JJvYlCLMZ/YTxSvghq8qKkpSwWDWn3dlp6kqiVgSq8s8Q2gCuItcREIxOo73klXgRJJESuoKsNgvL47JYNJjz7Jyan8HGx9cicGkJ7vASWFlxvMwQ4qYkqQn6COqJFlVUDrtmTVKMhW2LIzSdAe4dt8YQ+EA91Q2oWga3lh0Rr+CAHa9MZ1PNKokebqzhUZXLlWObLKMZr5/fB/bB7tYmleMQUpNE4qmcsgziKqprCoonWbqFQSBMpuTMpuLPcO9JFQlfZ5F1lPvcp/NXwpYdXrmZedxamKErsBEWnCe4YwnZlRJ0h/08YMT+9g91M2agjJ0b0MKy1BykFbvryiwrMJtXMBp7y8AAbdpHnZdOZ2BZ1C0KMWWDSS1GH2Blym3346ixegOPIcgiFTY7iCSHGUksp+4GmBe1p9hkYuI6iYIK8Mk1CDdgedIqAFiipcF7r9KC9gMVxdXTHBa7Cae/v4rBH1hPvXfH6SwKu+skw4QDcXoOTXAD7/4OPIUDVMQBZbfPJ+1d6cCsjVNm2YqfeuYXbCuv28FJ3a38eS3XuTAy8fIynMw0jtGIp6ctf35yC11c8fHNvK7b7/Ef3/ixxRW5WGyGPCO+nEXui7eQYZ3PElNJZxILSpdhukxwIIgYJJlpHMWd+OxlOn2hy37+NnJg7P2a9XpeeGuD+Oc7PPo2BAt4yP88Zzl5JmtmGQdy/KKeb77FB9uWEKu+WzJO08khEnWYZZ1M/KomWQdFllPNJkknEikBackilh1M02rLqOZhKoSTiamHdeA/pCfXYM9PNdzit1DPbgMJm4uq+PP5q7AKL31IV2BRA/5llXkmZbjiTYjCQZyTIuQRSN6yU6eaQnjsRYAQok+Sm034dBX4YkeIds4l3ByCFVLfU63cQHDkb3nODSmNFGD5MJlqKPD//u3/DNmuHSu2BNothn50D/ex+PfeJ7ThzpZcF0jJmtqH0MA8kqzGeoapaQmH7Mt9QMeH/bx0qPbKKrKS/eTiCUYH/KmX6uKiqIoFww1uZKYrAb+9D/eR9vhbkb7xokEo3g9/kuqzjIVSRJZfcdiKppK6DrRR2AiRDyWQBDFSTNNhnc7oiCim6zLGUnOXJjFFCUVHzcFiy4VlrUst4Q1heXIUzQWXzzKb9qPEk0m01O2Bvy2/RjZJjOLc4swSDJOg8CK/FJ2DHazf7SfW8vOmE4FjJJMQlVRZgn/TqoqCVVBFFIB76Svoc3aPq4kEQUhbe49w/GxIb7WvJ29w71UObL5cMMSVuSXMs9dgF3/1u9tKlqcuDKBqinElHEMkgt/opuEFkYv2iizZdHuf5IC82p0oo2oMo4smLDqSnAZ6ggmugkm+sgzLcVlrGcgtI1IchQEULQoUcWDpinoRRtWfTHe6CmSWvSdl+D1HcQVE5zRUIyGZdW85zO38+hXfgeCyPu+cCeyLCGIAstums/RHaeYv66BhmUpR4Ktv92HbNBRt/isc0zQF+bgK8eYt6YOk9WEZ2CC0b5x8kqz00rhmZJfmqoxW1b1M++rigpaah9TSZ4pVTYl1ETVUBQ1nQjhTBuEVG3OM4IxEUtSu7CCxuU1aJrG5sd2sfu55mmxoWf6OHO92cYVi8Rx5NhYfsuCSY/dOM/9ZAs2p/mKlSTLcO1gkCRyTRZEQeCUd5QluUXpZ1BRVUYiQaLKdIFabs/CIMnkma28t3YBNp0+HdrV6Z/g6c4TZFnNaYHaG/Cyd7iXUquThe5UoWGdKLHQXUiBxcYTbUe5pbQ2HYtX7cwmmkzQHfCyMKdwWqjXWCzMSCRIpSNrmlYYVxSGwgHmafnT2rd5xzDJOnJMZx34EorCL04dZvdQD59euJabS2vJMVnQi9JlLUzfVDQVTVOJKmNElTHs+kqqHfcSS05gN1ShEy2UWm9E05KAiqYphJURkmoQo5yNSc6j2JqDVVc6aSnIocpxHzrRRkLxAeDQVwECetGOQc6izvn+zB7nVcwVE5yqqiGKAos3zUGSRH7w94+BqnHfJ2/G4jDRtLKGlbct4ruf/wWldQUkEyo9pwZYe9cS5q+vT/djMOnpax3i3z/yPZy5djqO9pJTnM38tQ3pNhPDPnY8fZCT+9qIhGIzxhL0htn97CEGOkaIhmIceOUYYV8EgJK6AjY+tBJN1dj1zCE6j/cy2DWKbtDLz7+ccvgxmPU89Ne3pyqgKCo//ucn6DrRT2FlLkpSoe1wN6tvX4zNZUn/uHtPDXJkxykigQhth7tTmYrO4eiOU/zi35/Cle/E6jTT3zqEKAqsvmvJVe9dl+HKIyIwJyuffHNKgG0sriLPbAUNjo0Ps3uod3JRdpZck4VNxVW81t/BXaMDLM8vQS/JhJMJtg120R/y86eVKzBIKSeWV/vamIhFeE/tgrTpFqAxO496Vy77R/o4MT5CU3YeoiCwPK+UYquTR08dZHFOIUVWB5IgMBGL8FJPK71BH3+z+Lpp+5n+eIxX+9pZnFNEttFMUlM5MNLPIc8gRRY7c7LOWpgiSoKRSBCdKHFTaS2FFhsCAlElyUQsglnW4dBfeiayNwNRMFBs3UhSDWOQshAEcOrrQH82eDvXtIQzAdiV9rvRUNGLKY/kPNNSpq6E800r0q8NUjY2fVnabGuRC7HIBWRWzlc3V3yzQBAEFm5o4qNfepDW5i58Hj9WpxmzzcT9n7qFusUVtB/pAQHW37+MJZvmTsvCY7Gbue8vbsbr8TPc7aFucRUL1tWTXXg2cDoajjE+5CW7wMWdf7wJu2t6TJAki1jsJiSdhN6oS2mfk6Ej2pmJRwCLw5TKdmTUpZwTJttMnZxESeS+v7iZln3tjPaNoyoqy26az6INTWlTNEDQG2K0dwxN08grdVPWUERWgXPauJpW1PCBv7+HzmO9hPwRSmsLaVpZTcOy6jft/me4dhEEgYU5hdxcWssvTzfzt7teYGluMYqmsn+kH188glGWp7W36gz8Uf0iOvzjfHHvS9xcWovLaGYw5OfprpMsyS3mjvIGdKKINxZlz3AvAgI3ldZME0ZWnZ61BeXsGuzm5d42GrJyEQWBSkcWH6xfxP8c3ckXdj3PivxSDJJMq3eUzX0d3FBSwy1l071iTbLMQNDPl/a9SkNWLuFknFd62wkkYnxq/ioKp4S8WGQ9S/KK2D3cw5f2vsI8dwGyKOCJhGmZGGFlfikfb1qeNmG/FQiCgCyYkEXTlGMwU7ilXuulc/MAz97uDHZ9xeRR4TztM1xtXJFctc/+aDO/+s9n+J9t/4Qt6/VX/t7y27385J9/w9/+5E+pWVh+0fYXy3Orqipfet+3aFpZw/2fvOW8ffz0S79luNfD53/w8YteZyrn9dS9wLhm6yujbWaYymgkxC9ON/Nk+3FGIkFyTBbuqWxCL8n84PhePtywhL+YvyrdPqEoHB8f4RenD7F1oBN/PIbTYOTGkhreU7uAakc2kiiyb7iPz+x4hipHNj/YcC/SOXuNgyE/d/7hZ9Rn5fDV1beSZ04JBH88xraBTn5xupnjY8PEVYVSm5O7Khq5q7KRgikhLO994Vd44xH+fdUtPHrqEJv7OggmYtQ43by/dgG3VzRgkqf7K0zEIjzVeYIn24/T4Z8griTJMpqpcWRzd2UTd1Q0zNgXzZDhreQdlXH88LaTPPqVJ/nk1x+hpHZmHKcgCGx4YAUXWioIgsCyG+dzbNfp87bxjvr5yZd+y+rbF1E1r4zvfP7/uOfPbkyXNDuXF362lZd+sYO/+9mfk5U3PbXU9qcO8NoTe/js9z7Kb//nRUK+MB/714cu/UNneMfjNpr5s7kr+EjjElRNS1WhkGR+035shnMQgE6SmO/OpyHrRuKKgoaGMFmhYupe4cKcAp6+/UPIojjNtHqGfLONV+/5WNqD9wx2vYFbymrZUFxFcjIFmiSI6CUJWRCn/e5+sPFeNDQssp5/WX4D8SWp8UiCiFGSZ72uy2DifbULub9qLspkXKNAyolIJ0rvuLyn1xrReBLQMOrfHgfNq4ErIjiLawpYd++yN+z5ml/mZu3dS7BnX5rW6syxM3d1PSbr7J53giCw7t6LZ9VvXFFN44rzm0v1Bh11iyrIyneiN+loXF6D4wJjzK/IZcH6RvTGmfcjpyiLphXVSJJIWX0h0fDMPdoM724EQUAnXF5ZJkFICVfDBUI3ZFHCrj9/n8JksoLZEAURsyzCRYo4nPHyBS46nuljE5FF/cUbZnjLOdY9SDypsKK+bNaFz+WgTVZdSSWWeBP6mqxudb5c5+dre7lcsbJi73R6esZ45vnDyLLExz68/oJtOzpH+e3vDlBVmcPtty5AN0tlltlIJhX27Ovg+PF+fP4wVquJxvoCFi8qxzplPzWeSPKjn2xDEkXuvmsROe7peyxt7cP8/ulDVFXmctcdC2d9UJJJhX0HOjlypBevL4LRqCM3x871mxpn9AcQCEQ5cKiLkycH8QciSJJIbo6d+voCGhsKsZjPTri/e+ogXd0ert/YyJym6Xkto9EE3/vf13DYTdx150JcU1IkqqpGT+8YO3a1Mjjow2LRM39uCQsXlLFrTzttbcPccfsCCvKdl3Q/32n86vRh/t+B1/ho49JpptoMGa4ke051s/d0L8VuJ/MrCnFZTWw+0kYklmDD/GpUVWPrsQ70ssTG+dUc6x7CbNCzsKqQ/jEfrx3twGE2sqapghM9w3j8ISLxBA+vW8CeUz00lOTitJgIReM0dwxQV5zDyb4RJFGkvjiH5o5B5pXnc7xnmBM9w6yfU0lNUQ6dw+McaOtj/ZxKbCYDzx04iSSKrJ1TSb/HS77LTt+Yj8IsO72jXvrHfNy8uI5hb5AtRztw281smFeNxXjxBds7ylT7VjLuDbFtRysGvXxRwTk2FuSVzScIBiu59eZ5wIUFp6ZpeH0RvvO9V9m7vyMVakNqVfbCi0eprc3n05+6ifxJs6+iqGzf0Yosi9xwfdMMQTfqCfDK5hOEwjHuvH3hjPAwTdN47Df7+NVje1AUFUkUEUQBvV5mzpyiaf1pmsap00P874+30No2knKcmqy1JwgCsiTygfev5o5b56cTWxw51seBg500NhTNEJzJpMJrW0+Sl2vnxhvm4HKevc7BQ9381zdewOcLI4gikiTw6mstbFzfwMCgl57eMdavq3vXCs4MGd4uirOdFGc76BoepyCrjGK3k/4xH267BdCwmQ1k21LZ1I52D5HvtFFXnEO+04ZBlijPcyGJAqO+IFUF2Ty58xhoGl3D45TnunBaTMSTSQ519HOqf5S5Zfkc7hzkaOcgK+pLcViMzCnLZ/epbsrzsxBFgdZ+DzWFbtx2C9tPdOKwmGgsycOkk+nz+DAb9PSOetFJEiPeIPPKCzDqZAqz7EiiQFVBNsZLrJecEZxXIcFQjB/9ZCtbt59i43UN3Hn7QgoLnIx6Ajzz7GFefPk4//nfz/PFv7trmub5ehkZ8fObJ/ej18l84JFVrF1ViygKBAJRss8xQQ8N+fjqfz3P6KifDdc1sPG6BrKzrMSTCoODXo4d7yPbZZk9ePsyLCKesSD/9c0XCIZi3HfPEm6+cS5Gk47jJ/p59Be76Or2kJdrv3hH72AKLXbWF1VQYc9kmsrw1qKhoWoqqqYhCQKiACa9jH5ysWw26DAb9Hj8IYqzHSQUhYlghMIsO4IgYDHocZiNzCsv4EBbP2OBMIIgEEskGZoIYNTJaALEEwqikCDLZiahKETjCXKdttTiXhDQSRImvY5YIkkgEiPfZUXTIJFU2Xa8g81H2rlpUS2xRJIRbxBfOFV8JBJPkIquFxBFAVEQsBgNMxzkzkdGcF5laJrG6dND7NrTTmVFDh//2AYc9pQbvN1u4o/ev5pRT4CDzd3s2t3ODdc3veFr9vVPEI8lqasrYMP6euyTmZycs1SOef6lY3R1e7jnrkU88kdrMZvPmjUqytysXF6VjuGd+eEufUzbd5xmbCzI6pU13H/vUmy21AJhzapaVFXjX7781OV9yHcg64oqWFdU8XYPI8O7jByHlYlgFH84RlVBNqIoEojEKciauZANReMsryvBF46RVBRC0Thmgx6bKbWVo9fJ5Dgs3LSoDkEQqCnMYSwQRlFVKvKzyXFYWF5XyqgvSJbVxILKavo8PrLtZvo8PuqKU7m9o/EEE8EwHUMCJTkultaWpGNjG0vyeO1oO30eHw6zEbNBz6gvROuAhxK3k0g8gc1sxHIZPjkZwXmVoSgqrW3DjI8HuffuRdht0zVKh8PMooXl7D/YRfORHjZtbDhPT5dOPJ5E0zQMehnTBez7KZPwabJcFpYsrsBk0s0aTjOr0IRL1jg1TeP4iQFEQaCpsWiGVr14UTkGQ+bRzZDh7aA0x0VRtoOkomLS6xAEKHY7CMdSeZX94Sin+0ZZ2WCmsTQPvSyR47CiqilnnDMmXBAocNlwWoxpD91ltSUkVRVV1YgnUykZy3JduO0Weka9FGXb0ckSkiBSluukz+MFwGoycOOiOiRRwGkxIksi6+dUogE6ScRi1FOW46KqMFUd6MZFNdhMRvSyhCwJuKwmLofM7HOVkUgoDA370DQoL52lKLYARYVOREFgYiJEJJJAlN6gN9o5/Z+PQCCKzx9BJ0sMDfk4eKh71naCINDUVIThEvcLziUeT6YcjmSR3BzbjDEZ9DJ2++U96BkyZHhzkCURWRKZqqBVFWRzJs7PYtTzvg2LMBt0yJOJKiRB4EzBq2V1JYiCgCCATpbQTSnyoZMldJM+ICZVx32r56GXJfRWE3etaEIvnw2nspkM3LCoFgBREKjIS21ZnHn/jDDWNI3rF9QgSyKSKKJpGtUF7nRbEYlVDZfnIZwRnG8hZ9yjL4aipGLXpPOUVpMkEYRUfcQzcX2Qen0lnaRVVQVNY2jYx39/88XzthNFgf/76cfTzkuQ+k1daqFvTTubGELMBLpnyHDVI6ZiPoBUNRy7+fy+F5e6jyiKwjRnHYNuurhKZXQS0n+fD0EQpp07W9tLHdMZMoLzLSQaSxCJxjHOEs95BlES09rU+ERwxvuaBhPeMKqqYTHrMRp16bJrwWCMeFxJxyel2muTgog3HHNltRrRG3RkuSzcd88SKiuma8ReX5gf/GhLSgs+51qJhEIwEJ02tjOcMeGcQaeXMBr1qKqGPxBJx2JNbR8IRMnOmp5aMUOGDBneCjLL+beQ3r4JOjpGZyTmnopeJ1FVmYvBILNnbwfJ5HQtLZlUOHK0F0GAutoC5Cla6cREiLa24Wlap6aB3x8hGk1gsbyxkkw6ncT8OcVEYwmcThPLllawYnkVK5ZXsXxZJbXVeUQiCUqLs9CdE1gfiyVoax8hFI5P07qDoRjBYBSjUZf+LKIgUlnhJplUOXV6iKRyNkG+pmmcPDVILDa9hmOGDBleP6qq4QtH6R/3MeQNEIknGPal/g+p352iqowHw/SP++kf9zHqDxJLJM+ZbzSGvAGGvAHib0sd5beGjMb5FiEIAuFwjD8814ymaZSXuZFkkUAgSigcp34yRaAgCNTV5jOnqZg9+zp44aWjLF9ahc1mJBSKsXtvO3v2dVBSnMX6dfXTNDVJFHj8t/vIL3BQU5WHJIv090/wyuYTk/0WvKESf4IgcPttC9i9t4Nnnz9KjttObU0esizhGQvwq8f3oigKq1fXTEuAAKmUaQcOdfPSy8dYu6YOi1mPzx/hN0/uR1U1iotcmCcFuyDA2tW1/OHZw+w70Mn27adZsrgCSRIZGPTyq8f2XJLJO0OGDBdH0zROD47yvVf3MOwL4rKYWFBWyO/2H+fzd17HuvoKNA1eOdbGHw6eJBCNIYoCJp3MAyvms7auLD0P+SMxHvne4xhkmS/edz0Lygrekbm3M4LzMti7v4Ndu9tRFJWx8SA+XxhRFPna119It8nPc3DbLfNwOKaHckiSyOqVNeh0Et/89svk5tjTgtNg0PHFv7szfU5BvoOHH1zON7/9Mj/40RZe23ISu91EMBSjvX0Es1nPRz+8fkYcY2VlLna7if/6+guUlbqRZZHhET+tbcM0NRaxcEFpum0kEud/f7yVREJheNhHLJ6kvXOEr3/rpWkP+j13LaK8zJ0+VluTz3sfXsEvf72br3/rRUpLs1OC0xOgvWOUlcuruX5D44zsSHaHifrafH7z5AF27m7DYjHg80U4eWqQ3Fw7q1fWYDad9eitrMjl/nuX8NOf7+D7P9zCK5tbkGSRwUEvFouB/Lx3dwxnhgxvFsFYnCf2HiOeVPjCnddh0Mk8faAlFfM4SdvwGN97ZS+3LKhlfX0lkiQyFgjhtlun7aPsbe9FEATKclwc6Rlkbkk+8ht0XrwayQjOyyAeSzI46GVwyMv4pEerIMBrW0+m29RW57FpQwOOKbncJVnE4TBRU53H9RsbeWVzCy+8fIzR0QAmo47a2nwSU+p1iqLIwvmlfOVf7uPpPzRzoLmLzi4PDoeZG65v4sbr51Belp1uLyBgsRiorcnjPQ8uZ+v202zZdpKR0QBWi4F7717MbbfMJy/XnhaAoiii00l0dIzS1eMhmVQZGwuyZdupaZ953Zpaysvc6deyLHLn7QuprsrlhZeOceRoH/FEgrxcBx//6HVsvK4Bh8M0TfiajDry8xx88AOrGRjw8vQzzZxoGUAUBZYtreDeuxbT2FA0LYxFEODuOxdRkO/kmecOc/L0IDabkVUrqrnphjn805d+l3aiypAhw+tnIhThSO8gH16/hDkl+YiCQGRugpeOtqbbvHysFZ0k8sDyeZgnvVVLshwpK9lkG0VVef7wadbWlVOZm8Urx9q4d9kcbNIb2yJ6I2iqxv5Xj/HMj7cQ9IXJynVw/cOrWLKpCfE8zpeXQiZX7WUw9VY1H+7hP772HHq9zI9/8JEZbacKjum3WOB8mQAupeTYxfs/P+c7p6NjlE9//lfMaSzin/7hbmR55gP1esd2qeObzZxzvvMUReWRj/0QURT428/fTl1twUX7z5Ahw+y0DY3x6Uf/wN/etYHl1SUIgkDfmI+P//C3aVPt3/76BQ53D3DjvNpp5xY4bdy2sB6LQc/xvmH+9tcv8C/334BOEvmHx1/iH+/bxPzSt+/3OTHi55/f/z988msfoLgmj66Wfv73H57go/9yP7WXUKryfGQ0zstg6uRuMMjIskQ8niQSSUzLoHOh8yaPXPb13ox25zuntDSb3Bzb5PFL6+9yrvl69zjeiXsjGTJcbUiigCSKJKY44UUTiWkl62xGPYqqYTWk5jlV0zjQ2c+hrn42NVVj0us40NmPw2SgrtCNpkFlrovnmk/NKjh7Tw/S0zrEnBXVNG89yZJNczh9qAtXjh29Uce23+9H02DRdY2cOtTJ7Y9cBwI8++MtLLl+Lnml2STjSZ77+TbW3rmYRDzJlif3EY8mmL+2ntbmbu782EYEEYxmPTq9hCgKFFXl4cqzMzbkBeDUgU4ObTlBIpYkv8zNhgeWk4gleeXXu9n44HLMttnjxTNeta+T3Bw7drsJry/M754+yNCQj1FPgNOtQ4x6Alc0nvLNRqeTWLig7LxxoxkyZHjnYjUaKHTZaO4aJJZUUFSVY33DaY9agGVVJZj1OjY2VfGh9Yt5eOV88uxWyt0uDDqZiVCE5u4B1tZXpPPHrqotY29bL+PB8IxrDnSOcnDzCQITYfa9eJRIMErLvnb624d59N+fJhFPUj2/lD/86DWe/9m29Hy6+Yk9jA1OAKkIg1cf241/PMTj33wBnydA/eIKXvvNXp78zktomoY9y8aDf3kL//GnP+Jzd36Vf3rPtzBZjTQsraLtSA8///encBdmUb+kilg0QTKhEA3HefWJ3URC5y/xmNE4XyfZ2Vbuun0hP3l0O4/+Yhc//fkOAIxGHR/+0FruuHXBG/Jgfav5+EevQ9O0jPC8ylA1DW8wwlggTFJVMegkirIc6GWJUDTOwISfxJS9XlkUKXU7MRl0hGJxhiYCJJIKFqOeQpcdSRJTySg0laGJAIFoDL0s47KYiMQT5DqsCAKM+kJ4wxGMOhmbyUA8qZLrsFx2oHiGq59sq5nbFtbz3Zf3MBEKYzLoaB8en/Zcrauv4LWWDr7yu83MKytg2Begc2SCv7x1DRaDjtODo/R6fHzkuqXpGO7rGiv50Wv72XayizsXN17SfKgoCkM9HjY+uJyF6xtAg47jfRc8R1VVhro8XP/wSuavrUdv0NO8tQVIJVHILc7C5rTw8F/fis1loaA8B71Rx6++9gzz19Sx4f5lCIKQSlgviUSCF6+JnBGcrxNBELh+UyOFhU5OtAzg9aWy+9vtJhrqCiBdCOza4FoSmKIocMvN8xAAl+udmwRB0zRaBzz8bMsBIrEEBp2MIAh87IZllOe4GPWHePlIG53D4xzqHGBhZSFlOS7uWzGHhKLw09cO0D40hkGWCcfi3Lm0kevn1wBwrGeY77ywC6tBj8VoSMfpffrOdXj8Ib7zwi4Asm3mdGLuv7pjbTo5d4Z3DqIocP2cauwmI81dA5iNelbXlvPl372abiNLIp+5bR1bWjroHJ2gPMfFe1YtoKEwlWTdqNdx77I5FE86DAE4zSb+aN0ibOfLfz2pRU61zkmSxA0Pr2TXs80Mdo7iPcd6p2nMcAoUJZGNDy7n0Gsn8HoCBL0hlMTZNt7RAKIk0Lz1JCN9Y2y4fznz19bjHQ3gGwvyxLdeTN+HxRuacE1mPLtQvH1GcL4BhMkk5E2NRW/3UN5ViKLIex9a8XYP44oTjiX43d7jGGSJj9+wHLvZSDAaJ2syIXVFXhZ/ctMKTvaNMPH0Nh7ZsIT64lwE4Jn9JznY3s8/PHg9DrORA+19/OS1A9QX51Kc7eCF5tPkO2382c0riSWSfOOZHemUjU/tO4HTYuLjNy4nnlT4xjM7iCWSb+/NyHBF0csya+rKWVNXDsDghJ+pC39BEHCYjdy5uHHW8xuLcmksyp12TBAEHlg+77zXjEXjaKpKNBxPCUcNBFFg00MrqVlYTmAihKSTkGQxLYxVRWVi2JfOiKaqGrIsseb2RZTWFeL3BBjpH0fWn81pu//VY8xZWcMDn7qFFx/dzs5nDrFwfQM2pwVREiitS+3BPvpvT5Ff5k4JTg1G+8ZxFzinfZ4zXDtqRoYM7zJ84QhtQx42zq2hxO3EaTFRnO3AbNCfDSuaLB5+poi4KAhoGuzv6GN+RSEVuS6ybWaua6okqaic6h8FYGjCT1VeFrkOK0VZdlbWlQGTmZn6R1hUWUS+00ZRloNFFZmFYYY3GQ2Ge8Zo3naSscEJjmw/hWdwApvLwtiQl/62YaxOM57+CarmlKRleDyaYPvTBzm68zTP/XQr2fkOsvIcTHgC9LQMYHGY8Y74qWgqTpuGi6vyGOz2MNQ1QsexXmSdTCwcZ909Sxgf8mFzWohF4lidFuauSnkN6ww6tvx2Lyf2tHFoSwuRUGya5pvRODNkuEpRNUATplWEuBQUTSWeTKbj7SClpetlieik5qhOru7hjDZx1gQbTSQxTF5TFHjdVW4yXLuY9Do2NlWSZ7devPHrwF3kYuMDKxjqHuW9n72DjmO9lDcUUTW3BN9YkL62IZq3ncSZY+M9n7kdQRDQNI01dy6ivKmYHX84hCyLfPDv7sFoMRD0hxnpG+PIjlNYXRY+8IW70tdad89SwoEov/32y0TDMSwOM50n+pi7qpZYJM6WJ/dhMOn52JcewOG2EQ5EWXXbAuatruOVx3YTDccorsrDNCVlaeYXkSHDVYpJn3LM6RoZZ3FV0aVXpxdFch1WOkfG08fGg2FC0TgFLtt5zpoUzIJAjs3CoDe1t5RUFYYm/G/wk2S41nBaTPz1beuuWP9Vc0uomluSfr3sxrnpv802E+/73B0zzhEEgfd85nYAVt6yYNp77gIXD/7lLbNeS2/QcefHNs763pJNc1iyac60Yxa7ibv+eBMAH/3n+2c9LyM4M2S4SnFaTKxvquCX25vRgDK3k94xHzfMr8FhNp5XCxUEgZsW1PFPv36Jn2w+QFV+Ns8eaGFOaT5zSvMveE1RgBsW1PLLbc24bRaSisLLR9qYU5J3BT5hhgzXJhnBmSHDVYooCNy2uIFsm4UXm0+z82Q3bruF5bWlOC5Q7xCgviiHf3roBh7feYSj3YM0leTznrXz0U8WDa4vyqHQdTbfb7bNTF1RDnpZZsOcKiLxBJuPtVPosnP7kgY6h8fPd6kMGd51ZFLuZchwjXN6YJT/+P1WPnvXOmoLcy5+wmWgahpP7zvB3tZevnDvhkw4SoYMZLxqM2S4pkkqKsFo/IpmqsosrTNkmM470lQ7EPKjqColNucV6T+uJOkL+okmk8iiiMtoIstguuqyqoxHw4xFwtS43BdvnOGa5GtPbeVI9yAFWXYMujf/5ywADouRApc9nREmQ4Z3O+9IU+3f73yJsWiI72y8+4r03xf08V8HtzMei6BqGjadgY/PXcac7LyrKjH5z1sO8cPj+9l830evqnFlyJAhw7XMO1LjvNK4jRb+YsEqdKKELxblf47s5tmuU1Q7szHJuot3kCFDhgwZrlnesYJT08AfjxFOxBEFAZvegFGS05pXMBEnkkjgNpnPWwsyrioE4jESqopelLDpDehEEaMsU253AZBntjLfnc/BkQHiipIWnJqmoWoagUSMaDIVdK4TJWx6PTox5dnoj6eSCdv1BgRBQFFVxqJhjLIOm+5sdpikquCPx4gpCqIg4DQYMUgyiqrii0fT/Z9BFARcxrPlcCLJBIFEah/MqjNg0enSAcWJyb4TqopekrDIOvzxGDkmS7qNPx4jkkwgCAIWnR5N0xAg9Tcavljq/akIgkCW0YRBkokmk4zHwjPKkJp1Oux6I6FEnEB8ZmJlu8GIVadH1TQ8kRA2vQGTrEPTNGKKgi8exWkwohclwskEMSWJ02BCnEzYPBGNpO8XpBxdfPEoMUVBEgSsOgMmWc5o4xkyZLgs3pGCUxCgP+jnPw5spXVijIiSYH1RBR9uWozTkBIovz59hMdPH+W5uz8043xN0wgm4vys5RDbB7qIqwoGSeb6kioerJ2HVXc2abEASKJIUlOnyQUNeKmnjd+0HccbS03gFp2e99cvYH1xBUlF5asHtwHwxeWbEIFdgz38855X+fP5K7izsgGBVFX1rf1dfO/oXjQNLDodn1q4igU5hYQScX5x8jD7R/rpDkzgi8Woc7kptNj52JwlACRUhW8d3s0RzxC+eJR6Vw6fmL+CMruLuKrw27bjPNl2HJ0kkW00U+nI4rdtx3npng9jkGV6Aj7+de+rTMSi2PQGymxOgokYdc4cPjpnCeFEgsdbj7JrsIeeoI+xSIj6rFzcRjOfmL+S+qwcWr0evnl4FxPRCCfGRyizO8k321hfXMH91XPY1t/FE23HGI+GOTkxSmNWLi6DiffWzWdTaTX+eJT3PPdr/nLhKu6obCCpqvzw+D629nfxTys2UeN083jrUXYO9vDvq2/GYTBy1DPEP+5+mVvL6/ho0xIEQeDZrtP8uvUIkWQCEYG57nw+3LiYYpvjijyHGTJkeGfyjhScmgbjsQgNWTl8oH4hx8eG+f6xfTRl53JDac0lOTm80N3KK73tfGzOEqoc2Rz2DPLoyWaKrQ5uKK2+qJbS6vXwjead3Fpex8aSKmRRZDQSIs9sRZilasqJ8RH+u3kn91Q3cmt5bXqMgUSMpzpaKLe7+GjTEkRBINecSoNl0xv42JylvDc5n5+3HKJ5dJC/W7aBAosNoyyzb7ifSDKJXpL422XX4Y/H+Pd9W3iy/QR/Om85E9EIT7QdZ2NxBXdUNjAcDvKj4wcYj0bS4/pD50l6gz6+tu42TJKOnYPdfPXgNuqcqbAHi07PBxsX8WDtPH51+jCbezv4p+WbKLY5MMupx6sxK5f/XHsrrd4xvrDjeT7WtJSNJVWYZBmdKHFDWTVriso4NDLAP+x6mU8vWsM8d0H6/GnfLfBc92n+0HmKzy5eS63Tfa4iy2AowP8c2c08dz7vq1+AJIoc8QzxzcM7eX/dApYXlDARjfCtw7v51ekj/Nm85Zh15y9EniFDhgxTeUcKToByu4tby+txGozkmq1sG+hi12AvG4qr0EvSRc//bdtxFucWcUNpDbIoUmJzcGB4gGe7TrGppArpIoLz+a5WZFHk/Q0LsehS5tsKhwvhHLEZSyoMhPx8+/Buap1u3le3AL109msJJxKMRcPcWdlIlTN7mtAXBAGDLCOLIhadHr0k4TQYsUwRAkZZ5qHaeRRYbCiqys1ltewa6mE8mnJsCifi5Jgs5JutFFrsrCn0sG/4bP27UDKOiECJ1YFJ1nGroY7HTh+dPgZJRi9KWNNjME3TyiVRxKY34DAY0IkSdr0Rh+FsAL9OkNDpJRx6I5Io4NAbseunxwtqaESSSXYNdPOdI3t4pGkxa4vKU9q+miohlFBUAokYPzi2DxGBP56zFMuk6fz5rtPY9UYerpuHXpJRNY0HwiF+fOIA99fMoTwjODNkyHCJvGMFp1WnwzE5+ZpkmWyjhd6AF22KfqLO0FVSaEB/yM/1pSlNEcAoybjNZnYP9k7r43x0B7wEEnF+dHz/tOMFFht3VjYgC6l+N/e30+4bw6rT84Wl62cVGKqmXVRQnw9ZEMmb1FAFQaDIZmeiO0I0maDAYuO+6iaeaDtOf8hPkcVOu3dsWkzgvVWNk5rgSyzIKcAoySQ19XyXu2IkVJUfHNuLomncVFrDvVVN6e/mDIdG+/nMtmcJxuP825qbKbaerQ3YH/STb7amFyUCkG+xEkjECJ+zP5shQ4YMF+LqCjx8E0mqKnFVAVJOIXE1iekc0180mUy3mYoAmGUdkSlONyoasWQSs6zjUgpU23V6EoqCJIrIYqrc08GRAZ5sPzHNkWZdUQVWnZ4sowmLrH/THVU0tGnOQ9FkEr0oIYkiRlnHe+sX8LnFa8k32/DGooxFIyiaxpmaPFWObP6/NbewqaQKTYPhcDA1/rfYn0YniqwtqsAoyRRa7YizXH9hbiE5Jit2vQGXYXouV7NON0NAxpQksiCmFzEZMmTIcCm8Y2eMkUiI3oBv0iMzzOkJD41ZuUhTJslQIs72/m7USQ/YM4V8ITUJHx8bZjwaRtU0BoMBTk14WJ5fMlnzMNVWgxneogDLC0qw6PTcWVHPJ+av5CNNSyi22qmwuzBMMcXadQY+t2QdgUSc7x/bO02oninWeuYS6WtqZ3XeqX/PRkxRODo2hDrpQbt7qIcSmwOHPmUqNUoyC3MKeah2Hh+ds5SlecVkGU3TNNxCi41bK+r4YOMiPtiYcrAyv4lhN+d+ptkQBIH57nw+MX8lj7ce5fnu1hnZckySjk8uWEWh1c7Xm3cyEg6m28zPKaDLP0FPwDu5kFLYMdBNpSOLrCkeyBkyZMhwMd6RplpREPDHonzr8G7K7S6OegbRgA3n7E3Wuty82NPK7qEeTLKOmJLkrxetRSeKfLRpCZ/b/hx/t/Mlal1ujnoG0UsSd1c1IgCeaEoYT0QjHPEMzRjDppJqXu5t5x92vczivCIGQwFOTYzyhSXrser0xJWUppvUVGpdbj6zeC1f3ruZrx/ayZ/PX4FNb6B5dJBDowMMh4PsHepFmdSOVxaUUWy1gyDgiYY55hni6NjwrPdCL0r86Ph+tg90MxgKcNQzzOeXrMOuN6BpGlv7O3ns9FHKHS7QYGt/JxuKK9N7qRrw6a3PYtbpKLTYafV6UDWVxqzcN007jiQTHB8fYfdgb6oG5Wxoqe/15vJadJLEfx/aQVxRuKW8Nr0YSmoquSYLn1m8lv9v/1b+bf9W/mbpenJMFu6qbGBrfyef2fYcy/KKGQ4HOTUxymcXryPbaH5TPkeGDBneHbwjBefKglJW5JdgknXsGeplYU4hm0qrqHRkpSf7xqxcso1mluQW8Xz3aYbCQaqd2SRVBb0kUW538W+rb+bV3nZGIiHWF1WyqbSKQosNQRAYCPrZ0t9JNJnEYTCyvKAEwxSnI50o8g/LNvBCdytt3jGKrHbeVzefue6Z2YUEBOpdOfzt0ut4pvMU/UE/9Vk5BBNxBkMB4opCf9A/2b9AY3YexaQqWwwE/ewa6sWhN7KyoBTjFHN0nSuHP5u/gqasXF7t7SDXZOGLKzayPK8kHaPZmJXLjWU1tHnHiKlJHq6bxy1ldWlLrIbGe+vnc2hkAE80TIXdxfsbFjLPfeHyVJeDPx5j71Afo5EQ91Q1XlCQiYLAppIqVE2lN+AnEI+lQ4zOUGix81cLV/Nk+wm6fBPkmCwYJZkvr7qR57pO0+mboNjq4AMNC5l7lWV7ulJomsZw1yiHtxxHkiXmrWsktzSTijFDhtfDVSc4U6Y1jajiwRs7RVQZQdWS6EQLNn0VDn01wuSwzzfh3VJem/57Q0nlrG1WFpSm//7onKUz3hcFgWpnNtXO7FnPn59TwPycgvMm1xYEAafBxEO182Z9fzYasnJpyMpNv15bVM6SvCKiSpKFOYXcXdU4I5TmQuNYll/MsvzidLvZxphrtiIKAk3ZuSzMKeTpzpMkNTV9byVBpNqRzeHRIR5pXMzx8WH6Al6W5RWn+7mUrI0XapNvsfHn81dccqJyURC4qezsd3zGq3YqZXYXf7lw9bRjSVVlIhrhY3OWsK2/i6FQ4E1dAFztSDoJZ46dkR4Pj33193ziGx95u4eUIcM1yVUlOFVNIZzs4+TEjxgJ7yKphtFQ0NAQEBEFHXZ9FTXOPyLXtAIJw9uuLcRVhUdbmomrCo80Lp6m8b0ZGCWZ2yvqceiN5/XHUTSVZzpPcdgzxF/MXzFDA7sYg6EABkkiqiTp9k8QV6ZnIoqrCl2BCSLJBCPhEN5oeNr7wUScTv84rRNjs/avaRrdAS/No4OzZgg6Q4d/nK/s28LfLFk/64IlnlTwh6MkkiqqpnLGh0kQBKLx5Cw9nnO+otDpH09p8CE/LuXdtbfpLsrCXZRFyBfm8zd+KX08Fo4R8oeRZAlBEDBZjSTiSSRZwmDSE4/GScYVTFYjiqIS8oVIxhVEUUBv0mOyGVESCkFfGE3VMNuMGMwGkvEksUgci2P27FxT0TSNpKISTyokFRVFVVHVs3vfAiCIApIooJMk9DoZnSRe8d+/qmnEE0liCYWkoqTGNDkeURRSzn+yiF6+/PFomkZCUYnGEySSU/oWUiFcOknCoH9rPieAqmrEEsnJ7+DseCD1G5NEAVkSJ++/dNUVtXgruWoEp6olGQ7v4ujYVwkmegABWTChaFEEJGTRQlKLMhY9hG/4NLWuR6h1fgCBtzf+ThQEiqx2kqp6WdUjREFgbnY+oHGh0wRBYHl+yQX7EhDIMVmodmSl0/ldDh+fuyz997+uunHG+wUWG1+ZPH5GoPWMTHC634OiqDR7Bvn16SPMry1kxTnmYpis6dh5klPjo8xz56fDY87FJOtoysqdFoeqaRrBcBxjUOSFnad4zttCn8eHPxQllkhi0MnkuqwkHRqWLAO9I16cJca0KbpjaJy2fg8AsizyubnryLVZ+eSCVbOO4WjnIAPj/lkdvl4vkiSyoKoQt91ywXY7jncRjJx/YfF6sJr0zK0owD6l8LUkS6iTWrqmafzmv/5Az8l+ckvdtB3q5KHP3U3LnlaKavJZe+8Kjmw5wal9bdz7V7cTmgjx8qNbefUX26laUM7Smxew/LbFvPrL7bQ3dyEIAg63jYc+fzedR7p57bEdfPTf3o/eOPvvNKmoDI376Rqe4HT/KK39HoYmAox4gwQiMWLJJMmkik6WMBl0uKwmyvOyqCvOoaksj7qiHNwOyxURLGP+EM0dA+w71cvJ3hH6xnwEIzESSRWdLOIwG8l2WCjMslNbnMO6OZXUl+RevGMgGk9yomeYPSd7aO4YoGt4HF8oSkJR0MsybruZslwXcysKWFJTTGNpHiZDyiEvkVQ42TvCwJgfgMJsO01l+YizuZpfhJTwVugamqB1YJRD7QO09nsYngjgDUWIJ1ORAQadjMtqIt9lozTXSWNpPlUFWZTnZeGwGC94/1VV5Xj3cHq8kKq4s6yuBPEyhK+qahxs62PMf3bhLghQlpdFdWH2WyrIrxLBqeGPt9My8V2CiV7suioKrZuw6ko5OPLP6CUnNc73I4tWBkNbGAnv5rT3J9h0pRRZb3hbR64TJW6eYhq+5PMkiQdr574pYxAFgZUFpdPMz1eanS3dfOP324nEznoBf/HhTZTnuma0lUSRv5i/8qJ9FlrsfHrRmvRrVdNo6/fw6KsHiZyIsS/YM+OcSDxB9/AEDIMsifzH0Gs8uHY+Ny6qRSdLPL7tCL/e0gyA1ajnyx+6hVzn7IIb4LFth3lmT8ubKTcxG3T85x/fcVHB+V9PbqV9cHat/fVSVZDNlz90yzTBOZVkQmHX0/v516f/Bp1B5l/f898XNJm7i7N5+Av30Hd6kNv++HoaVtQy2jfGzt/v5Qs//yRGi5Fv/cUPaT3Qgay78CJOVVVePdzGY1sOc7p/lMAFFg2xRJJYIok3GKFzaJzNh9twWU3MrSjg3tVzWVFf+qaVVdM0jZaeEX7+ygF2nOiadVyxhMKIL8SIL0RLzwhbjnagqtolCc7xQJjfbD/CU7tP0OfxzXg/Gk/Q5/HR5/Gx40QXhVl2blpSx4Nr55OfZWM8GOa7z+5m54kuAG5f3sg/luQivo5F8+BEgCe2HmFnSxedQ+PEkzPD85KKSlKJE4rG6fP42N/ax+92Hqcgy8aNi+v48I1LsV6gwHlSUfn11sM8s7clfaypLJ8fVT+A/hKFnabBnlM9fPmXL9M/RQAXZtv5woMbqC6YfUvtSnFVCE5FjdMffBlf7CROfQNL876MWS5AEGQOjf4rkmgk27gQl6GJfPNqTox/h57AM7T7HsNtWoJBmjlZZ7i20TSN3hEvX3z0RVr7PSiz7GOeS1JROdY1xMCYD184wr2r5tLSM7u38fl55zsKTUVJKihJFVu2FVEUyS5wpS0g0WAMVVVTglSYLVFkirA/giTL2FxWBFHAkWPHPx4gK89JNBxHVc6GeU3VTFQNmtv6OdDWd56eUwjMbgCYCEbYerSDk70jfGDTYu5bMxej7o0l7dc0jc6hcb725FYOtfejzuLmfdZx7vL7DkXj/OzlAzy2tZnIOdsLgsBZb3YttXAEGBj383+vHqRreILP3L8efyiatqK8HjQtNZYDbX188/fbOdk7SkKZKTAvhKpp9I/5OdY1OKuwfTPRNI0TPcN8+w87p2mtRr3Mn9++ihX1ZUjSW2s2vioEZ1KLMBzZAUjMyf4kVl0ZgiCgatO/EEEQMUq5VDvew0hkL8FEN+PRoxRY1r09A89wxQjHEvzbY69ysndk2nG9LJHvspHjtOKwpLSoYDiGLxxl1BdkIhhhPBDh+8/uwaCTaR24vAmmqiCLxTXF6b22pKKSVM/+HUskGQ+EmaqUWY16rCYDOklEkkRkSUKWxNQ/UcRq0uMwX3w/dV5FAQ6LMX2thDK536eoJBSVcCyOPxSdNmE7rSZMet3Z601e88zfpbkuLMaUiS+ZSDLcNcrY4ARKYvbJTpg090myyMFXjpJb6ubUvjYcOQ5kvUwynmS4exTfWCB9Dwqr8nDm2Nny+C6sTgue3jEaP3UbQx3DePrG2P9iM1anhcLqfHKKs2cIz/S1AavJgNNqxGoyYDUaMBl0mPQ6EopCKBInGI0x5g/j8YdIKqnF1Ig3yLee2o5RJ3PvmrlvaOkTTyr85KX9HGidLswtRj3FbgduhwWr0ZAWgtF4gtjks+K0XPw73nK0g//bfDA9dgCjTqYsz0VdcQ4FWQ4kUcAfjtI76qV/zEffqI9oIsnmw21E4nFW1pcx4gu+7s+oaipbjnbwtd9upX8WjddqMuCymjAbdOjklBarKCrReJJQLI4/HL0kn4I3A03T6Bn18q2ndnCs62zYn9mg46M3L+fmJfWvy0T9RrkqBKeqJQgl+jDr8rDoSi64YhQEAZu+CqPkxh9vJZzsfwtHmuGtYsvRDg61D0w75rQYuWNFEzcsqqGm0I1Rr0uXbxsaD3CiZ5hXmtt45VArgUiMbz21Y5op+VL44PVLeO+GRcTiCaKJJNF4kmgiSSyeJBpP0Ovx8Z+/2UIoGk+fc/3CGm5cXIfZoMOgkzHoZIz66f+/lP3vf3jv9cSTCtF4yiwZiSeInRlDPMHeU708+upBYomzk9YHNi1mTlk+Rr2EQafDqJcxTo7BoJcxyHJ6YlESCoOdIwx1DnPLRzYBIOskbvvj69O/uZV3LCGvPBejxUhpfTG9p/rJLspi6U0LkHUy0XCMwc4R5q6pJ6c4K9WHXuaPvvgAe58/hM/j54HP3Ikrz4GSSPLQ5+9mYthL26FO7Nk2coqyZyj1Jr2OupIc5pbnU1PopjTXRb7LRrbdgjxFk0gqKt5ghLZBDzuOd/H8gVN4fCEgZTr98Uv7WN1UTkGW/bK+86n0eXy8erht2rF8l40H16XM/wVZ9vT91DSNRFIhGI3jC0exGC7sb5FQFH6x+dA0oWkx6rlrZRMPrVtASY5j2tyXSCr0jnrZdqyTJ3ceo3tkgt0tPZzsGZmt+0umfWCMbz21Y4bQtJsNrJtTyZLaEsrzssi2mzEbdAgCxOIK3lAEjz/EwJifjsExWnpHMF/kM79RApEY33tmN3tOnt2mMegk7ljeyH1r5r5tzqFXheAEDUWNIsn5CJeQ/kwUZIxSFl4tTkJ9/SuvDFcnkXiCV5pbiU8RELIk8vB1C3j/xkVYjGf3UwRBQBIEitwOCrMdLKwuItdp4ZevNeMPX76jjSAI6GUJvSxhm+X9XKcN3TlFAirys1heV/qGV76CIKQF72z4w7EZDhBzy/NZUlN8SROIwWxgyY3z05maAGSdzG1/fNZPYOUdqXJ0+eWz79UZJ/tYdP3ZSUsQBHLLcrj949Mdy3JK3OSUnD9WVBBgVWMZKxtLqSrIJsdhveA+pSyJuB0Wsu1m5pUXUJRt55tP7SA8uTgamgiw9WgHD61fcNF7cT72neqdtigy6mTuWtnEe65bgFE/PVuWIAjodTJZOpks28WTaHQOTczYw15QWcgjNy4l22aZ4SSokyUqC7IpzXVRV5LLN36/jZaeEbyh6Ov+fImkwnef3UXn0Pi04+V5WfzpbStZXl+atuScS35W6hehaRrReBKPP0QskcR2gf3N14umacQTCj96YR8vHzqdtrKIgsCK+jI+eMMSbCbDBR0rryRXhT+xgIhechBNjpJUQ5cWFziZov0SQ/8yXEMMjPno9/immSQr8rL44PVLpgnNcxEEyLaZef/GRaybU/m2/aiudvxjQX7+z4+/oT5+/63nGWi/3P3j6YiCwJqmctbNqaTY7bxk5x5BEDAb9dy7ei6lU5zRVFVjz8neNzSmw53TrRxuh4UbFtXOEJqvh5ae4Wl79QadxIqGUrJt5gs+q7IksqyuhL+4czV5F3BsuxiapvHq4Tb2nZ5+j0pznfztwxu5fmHNeZ3IpiIIAiaDjpIcJ1UF2dOsAm8WsYTCL7cc4jfbj5CYoqE3lOTyuQeuI99le1tDEa8KwSkJBpyGRuKql57AH1C0C2sKmqYQUyaQBB068cKeihnOEkuOMhJ6BU94GwnFf/ET3iaGJ4J4Q5Fpx25YVHNJE6sgCOQ4rFy/sAbHJUwC70Ycbhsf/OeH3lAf93zyVoqq31jyCEEQEMXXH6Oo18mU5DinHRsPhmZ16LlUxgPTY5QtRv2Ma7xevKHINKVAEkUKXPZL+vyiILCsrpTVcype9/XDsQSvHWmfplGLgsDD6xewpKYYURQue7EpCMKbLsAUVeWV5lb+79VDBKeMtTzPxece3EBB1qXdsyvJ1SE4RTOFlg1IgpkO3+McGfsqA6HX8MfbZi3hFVXGiKs+ZNGCSZ7dpKQxJSH65MN67ut02ymvpyVSfyP/Zrn+5fR/obbn9nWpfQuCjCza8MePE4ifumj/bxehaJzYOc4HDaV5l3y+IAgsqCwkx/H6V+cZrn4UVWX0XCeZM9kJXidThQqAXpbRy5cf5jEbyiwCfep+58WQRJFbl9RfVrz4VHpGvbQPjk2z0hW7Hdy2rOFtF0Rn0DSNI52DfPsPO/H4Q+njeU4rf3LbShpLr44UmVfFHqcgiBRaNjARO0534Gm6/b+jL/A8oiCjztA+NbyxEySUIEbZjV1fPaM/DQ1/7Dj9/l+DIOA0LKLAegfDoRcZj+5GFiwU2O7GqqvBFztCj/9nVLs+hUkuIRg/yWDoGRQ1iMMwjzzLrfT4f443ehC95KbU8X4kwUi370dEkkO4jIsptj3ESPgVfLFDiIIRq66aPOsttI7/J2gaOimLSuefMB7dg6Yp2A319AWeoNj2EIH4CUbDWxCAQtt9qFqcUKKDYtsDdPi+Q77lFqKJAQZDvyepBsmz3Equ+f9n773D47iu+/33Ttle0HsH2CvYSZHqvVdXWbYVl7jGcVzifJM4TpyfE6c5cbfcuy3ZsmTZ6pVUodg7SIIkei+7wPadmfv7YwGQIAASpFiW5L7PA4m7O+XO7OycOeee8znXYMkkjYNfAyGoyfooNjWH/ugGusNP4bbVUe59B81DPyJhpuYychyryXddTY5zBXGzC8MaQpKkN/wC/bFX0ZVsFGGnJusjnO+SjFjSGBeeAU5aA3k8hTleSnJ9p5xVmyH9GVUZen57I4c6js4ZCqAs33/ahmV028fyVrZ1PAVjQg2pfSQNk8NdA1hSTns/s8sLcDttDJ/i/L2UkrbewLhyDoDrl83CM4U4xbnGkpJDHf185TcvjBun12nngeuWcfWiurMSFj4d0sNwIrCpfublfAKbkkVH+AXCRjuGFZ6wrJQQNwNk2WeT45iPR5+oqiMQeG2zqMz6CyLJJgKxLUSNDobiu5iV87cE49sJxLbg0IoJJw9iV3MZiu/GpubSG3kRp1aKR69DHQkDV/geQFXs+GwL8egpsYMy7zvoi75Khe9+LBkjkmyiNusTRJLNDMY3I1Cpzfo4YaOJ7tCTSAwsGWM43kAgtokS790IBB3Dj1Pmuw+Bhqb4iBkdmFYqXGRaIaS0yHGuQWIRSTZR5L4FgKQVBCxm53xxTCVnOLGfUu+9+O2LSVoDSGmR77qWYHwbcbN33BkCiZQGhgyT7ViOKlx0hZ88o9/r6WKNyK0di/0kxfTHowhBdVEu63cfGauHy3DhI6Wkc2CYl3cd4mfPbxknTqCqClcunPggnS7MryrGpqljXmbStHijoZlbVsymPD9rWp6Upirkel2nbDhNS9I5ODwhTFtfU3JePLiEYRA3TGwj0y9SSlp7A3ztD+tpPOZhV1MV7lu3kHvXLhwrjUkH0sJwjmJTfczJ+TDF7ssJJg4SNbpJWiFsih+7elQZotR9LUWudaiKAyEmP5nh5GEGoq/h0Moo970HU0ZAKIyoTAIpwxROHqbc926agz8ix7kaicSUUaJGG6FkI1X+B1HF0ZDfZBeZxEIROggFVXGhCQ8Si7bhX+PWayjzvg1VOAGFmNmFTcnGqVeQNAcBiWENE0ocxKEVYVfzSZopo2daMRQxvqB71Eim/n3cZyhAas5IV7IpcF1Lwko9kSti4letCDs5ztVEkkcwrBCqsHG+vc0zSb5/JFMxYzenRU8gRHt/8LTnCJ12nerCnDFpuDOJJSWdA0Ns2NPESzsa2XG4Y4KAwJK6UlbPqTzj+z5TlOdnsXRGGet3Hxl7b39bD99/aiMfuXXNtBJeBJxWCUjSNOkNjA9r+92OkemMc/+bb+8L8tCTb3DP2oVU5GcRisb5/lNvsml/y1goWQi4Yeks3nvdsjMWLj9TpJXhhNQNPsexgGz7fCySSGkAYuSmnjIcuupB58TzVwKFaLKdSLIFU4Ypct+CW6/mwMC/owoHRZ5bGU7sw6PPwKlV4NQrCSUOkutcQ0/4OWKyjSzHcnQlC0uevNhXCJ1RoyyEhiBVnzoQ3Ugo2YhLrwIkuc7V2NUiWoM/p9R3HwXuaxmMvokQKl7b1SStQULJRvYPfAWJgUMrIpQ4SE/kOTz6DAASZj+tQ78iENvK/oF/p9L3fqJGG/2xVxlO7CUQ30yl/0GiRhsD0TeQJMlxrEBi0j70O/qjGyh03wwIkmaA/shrGNYQ2Y7lF1UmqtuhI6bUnclwPK/va+YHT20klpz6ej/RFGJtSR6fu/dKqoty3vJYRpu4G6bJoc5+HntjDxsbWugJhMbKT0YRAuqK8/jE7WtxnQWjfaZQFcGD1y9nf2vvmIBBPGny1Jb97Gvt5Z61C1g7r4o8nxtFUVBEKnrGMf9PicCf+o/UNC2GIuPLWLwuOzZNPS+/+Ug8ya9f2s7mA22859ql7G3p5ukt+8emaASwenYlH7xp5Vkpd3mrpJ3hHEUIgYoNxOnF3916HbNy/47Rn7oQCiWeuyjx3MlIrwW8zBn5TFDpey+jtwS/fdHIeinvLWF0jstCtWSCmNmNJVNhD13Jptr/IUBgs+Xgtc0CBHXZn+LorWak5g2dbMdysh3LAEGR+xaK3DeNLTMY20i2YwUVvvvH3nPrdczI/vTYfK9NzaXS/z7sWgHl3ncCAruaT5n3bbj1Wtx6qpVarvMyvPa5KCNhYIFKqfc+8l1Xowg7IPDY6qjwPwCApriY+rZ44eGw6RfT4Zx1ovEkvUPh01aFyfG6ME5Rum0yDNOkY2CY7YfaeWLjPnYc7phS1s3jtLFydiUfvHElM0vzSPcvfH5VMZ+++3K+/afXaekdREpIGhaNHX189bcv8jVdoyTXR01RLoXZHvyulIqSy54St9A1lXDs1OuTLSmJH6cW5bTp51yqbhRNUUiaFvtae/j7Hz+ZkgE85vN5lUV87PbLqJhmCPtck7aG862SOtnHNYyeIK4gpvhs/HoJaxCXXoFDS6XfWzI5kuQz95hwqZhk/fHbSRk0OcnyqTCElBKnVoYiJoagDRkmaQawawUjoVgvRe6bxo07x7EaRbGPvWfKOHGjC1W4UIQdVXEAgoQ1gKZ40fBiSYOEOTqnkIumTFb2f2GSjj+4DFNjSUn7iHLPC9sb2d3cNWXY2GnTWFBdzPVLZnJt/cwpi/bTCSEEmiq4pr6ObK+TR9bv5LV9zWPzjpKUmP2RroEJAgUXG6vmVLKnuYvBUJTjv+LCbA8fu20Nc8oL0zYClhaG05IGkeTpSefZVD82NevMDug4/PYF+O1HO5loipsC9zWnvB3PJBnAxyKEwKmX4dTLJnzm1EpwaiXHLKthU8eHxHR1vNSYTc3Cpi6ZsK2UR5xCEy589nnTGn+Gi5tRkfHTvVkpkzysThdLSl7c3shPntvMwY6+Kb1eXVNZM7eSm5fPYX5lEUXZnlNqTZUOaKrKilkV1BTn0tDaw4Y9Tby+r4nW3gDIszOxoIwoYh1LPGlMq3nC2WBRTQlXLqzhfx5dPy5hyWnT+dita1gxqzxtjSakieGMmwM83/aO01p3VvaDzM7+4BkeUYYMlx53X7aAW1fOPe31FSFOOfsZIJE0+O36HXz7idcnnb/0OOwU5Xi5YkENNy6bTVmeH11Vz4u495kkz+fmsrlVrJxVQdK8jJ5AiMaOftr6giP9SGNE48kx7eJ40iSWTNLaGzjlcLqqKhO88uFonKRhjtR4n9tzGUskuHHZYiLxJA89uXEsOzpuGHQODhNLGLjSpExmMtLCcApUPHoFcXOQuNmPZPpPQdNJ3MmQIcPJ0TX1nKf8Syl5o6GFnz2/dYLRLMz2sqS2lMvmVbF2XvUFEY49VYQQY+e9qjDVGPpEJAyTj3/z0QmyeSdDV9UJgiADw1H6gmFqz3EvS4BwLIld17hrzXyGI3F++vwW4kkDy5I89ORGDNPinVcsJnsaGsDng7QwnDbVz9KCL9EZfoWDgZ8CknzncrId83GoeSgnSBDynyT8mSFDhvRlKBLn+e0HJ5RKXFc/g3vXLWJ2ef6ImPeF7V2eSU6nLllVBEXZHlx2fewBRUrJ7uYuVsyqOOdh0XAsjkTicdp599VLiBsmP39+C9aIuMUvX9xKLGHw4PXLyfKcvF3buSYtDKdAxZJJOsMvoilulhZ8kRz7glSdJirpnimXIUOG06N/KMzupq5x83q3rJjDp+5aNyJ+nvntH4uUklB0fFatqoiTKg+JkQ5CxTm+cR1anty8n/uvXnJGROxPhVAsMTaZ63PZ+cANK1AUwa9e3EY8aRCOJfnNy9sJR+N86q7L8ZzHTiiTkRaz6qaM0Tz8RwKJA8zL+TgFztXoqhdF6AihjAkJT/WXIUOGC5NIPElP4KhCmNdp5/olMzNGcwriSYOugeGx10KkEmqmM99bWZBNXUnuODekuXuAZ7YceEvC+KdDOJoYe1gSQuBx2nj/dct44JqlY7W4CcPk96/t5quPvETX4HBa6GiPkiaGM0pfdDMONZdc5+KMg5khw6WCYJwn4bClGnBnjObkbG1sHyczqKkqWR7ntM6Xx2nnsnnV45SdTEvy8xe2sq+1+5wapmjSGNcTUgiBz+Xg/quXcP/VS8Zp0j6zZT/feHwDHf1DaWM808JwWtIgYnRiU7NSXmbGcmbIcEng0LVxc1iDoSgtPQEM05rWTdKSkqRhEorGT6nTyPkmEIqyq6lzrCTkZMcqpaQvGOYXL2wdN8fpsumnlNxz9aI65pSP7yh1qKuf/3jkZfY0d0/rvI+K7CcN87R1oKfycH1uB++5ZikPXr98rI1gwjB5dutBvvrwi/QNTa9f89kmLeY4U0gSZhDTip+X9OgM44knDboDoSk7hQ8ORyZcwJ0DQyd9EnPYdPL87jPadSLDhUuez838qqJUDSOpNls/eGojfpedRbWlZLkdI7JwqetFSkk0YRCOxQmGYzR1D/Ls1gPsb+vlXx64gflVRSe9dwxH4wyGopNe28crFMUNg5aewWkdi8dpJ3sa3p9lSf64cS/f/fMb1BbncuOyWSyoKiLP70mpBNn0kWmo1INBKBqnqXuQnz2/he2Hxzfazve7WVhdPK3xAbjsOp++5wo+9Z3Hx1qyWZZkx+EOPv6tR7l37UKuXlxHtseJy25D11QUkfpeIvEkoWicnkCIDXuP0Nk/zF/esooZpfnT3v90cDtsPHDtMjRN5WfPpYT8k6bJK7uP8IUfPck/vOtayvOzzus9JC0Mp0DDoRYQNtroCD/PjKz3IEhfzclLgabuQb78y+cw5eRP8QPD0QkSXv/1yMvYTlLHN6+ikL+554pznoyQIT3xuRxcvaiOTftb6BtKdQXqDoT4p58/S31dCTVFueT6XNh1DcuSRBNJ+oJhOgaGONw5QOfA0JjX8+LOQ8ytLEQ9yQ31jX3N/OS5LViTXNttfcFxr5u7B/nbH/15WsdyzeIZvPfaZWjqifffHRjmlV2HCccS7DzSyc4jnWR7nMwsy6c010+B34PboaMoCpF4gtbeAFsb22nvC45LohICbls1l4Ks6fedFUIwszSfj9++hm898Trdg0fnS4PhGD98+k0efW03tcW5FGZ5cDtsqIpCNJGkNxiirS9Ie1+QpGnhsGmsnVdFTXEu6hkUoRBC4HbYeOcVi1GF4KGnNo7VrW5rbOfffvMCn7xjLbPKCs5bLW9aGE5NcZDnrCc83MrBwE8JJZvJdSzBrvo52YSnR6/Ea6s6J+M81/z2wC5uqpqJ13buRY6j8QT7Wrsnbb47Fcdm602Fx2HLtPnKMIaiCC6bW8W7r1rCt/70GkkjZcyiiSSv7W3mtb3NKIpAU5SxEOFUV8+Tm/fz/uuXn1QUfDAUZV9r97QSYqKJJPtaeqZ1LHMrCpEn0f2RMuXdHWjvHff+YCjKxoaWsdeaqiAQGJY5VdCHaxfP4LZVp676pakK1y2Zia6pfOOxV+kYOKrDLYGB4QgDw5GTbieWMHh9XzPX1M84KyVDHqedd1y5GAl878k3SCRToeFNB1r56iMv8XfvuIa64tzzEp1MC8OpCieV3jsYjO1hKHmY5uE/0jr8JNPJP56V9RfMyfnQORjluUFKiSktEqbF7w/uZWVR2aQhCZemn9ULxqZpFGV7iSdNkqaJYVojf+YpGdMMGU6G067z7quXkOd386NnN9PRHxynjGNZkoQ1tXi8piq4HTay3A66Bobxlp7YcNaV5HLZnCpa+gIjyjzJVPP0pHlO+uismFXBX96yhj+8vpvugWFCscQE6bup5msVIcjxurh6cV2qxvE0RSGcNp3rl8xkbnkh33riNTYfbCUYjp+SBJ+uqexr7SEYjp21DiZOm867rqxHUxV++PQmhiIxTEuy41AHn33oCf7twZuZUZp3Rj3e6ZAWhlMIQY5jEQvzPkfT8KMMJQ6SMIewZPKk6yri4gn5SSlpGQ7yTPNBOkLDHBjs5Rvb38CpTTzGzy1bh+cseqJ1pXl855P3MhiKMDAcJRCKMhiKMhiKEAzFONDey4H23nFG9LolM/E6TyyTVVWYg3aSi7yyIJvbV88lecx8k9d56jeIslw/d66ZjzVyM7DrGkU5F4+I/cWErqncsmIOi2tLeWnHIbYdaqe9P8jAcIRwLEE8mZKG01QFu67hddnxuxwUZnupKcphYU0xS+vKcE9Dpm1JXRn1taVE40k6BoZo6h6kpWeQjv4hXt51mL6ho+UxOV4XVy6smdYx1NeWTqueMsfr4h1XLOLWFbPZfLCN7Yc7ONw5QE9gmIHhKJF4gnjSQAI2TcWua2R7nOT53NSW5HLF/FqWzigdawJ9uqiKQmVhNv/8wA3sONzBa3ub2d/eQ/dAiEA4SjiWIGlaCJHqZuK06/icdrI8TopyfNQU5VBfW0q+3/2WxnEihBA47Tr3rVuE226jobXnGK9esO1QOxX5Wedcni8tDCeAIlQKXCvIss8ibLSTNIexOLmcnkcrPwejO3c8tGsTA7Eoi/OLsakaZR4/XtvEi+JsP2HZNJWyPD9lef5x70spsSzJL1/aRlP3INHE0Yebj962hqqC7Le878W1pSyuLX3L25lbWcjcysK3vJ0M5wYhBGV5fu6/Zgm3rpxDd2CYQChGJJ4Yy+DUVAWbpuFx2vA6HeT53WS5HaccfRFC4HLYqCvJo64kDxjx8gT8bsOuseXK87L4h3ddd0aPc3T/XpeDqxbVcfmCGgZDKfm7YDhKJJ4cS1IafVDwux3keFwUZHlSYdwzGG2y6xorZlWwdEYZfcEwvcEwQ5EYkXhyzPPVVAWHTcPjsONz28n3e/A4zp0ogcuuc++6hedmZ9MgbQznKKluJ/6TL3iRsquvm3+97Dpm5eTx2KF9vG3mfPJdEyf/T5YAcbYQQqCqKX3NCdPPmQhuhjNElsd5zqXWNFXhsrlV4wznuUBVFPJ8bvJ8Z89zm+44CrO9FGZnojInI+0M5+kgpcSScSQWqrBP6GV5IVHs9uLQNHRFZXF+MU5NP2lo83ygqcqEsJR5AdXRZcgwGYtqSvA67eNEBjJkOJ4L3nAmzCAd4ZcZiO3AwsClFVPmuR6vXn1B1oL+Vf1qit2pJ76/XXE5bj09W+s4bRrqcanggXD0PI0mQ4Yzg8uuM7+qiNf3NZ/voWRIY9LGcEokSIuw0UF35FViRi821U+hay0evRIxUlqfajkmESgYMsrB4M85HPwtSSuVUq2g0xV+maWF/4xPr7ugjKcQgjm5R1U9HKqGcVyWmyJAFQqI86uvlOV2TmhB1dDaw5K60gvqnGfIcCyaqrJ0RlnGcGY4IWljOE0rypHhR9k/8BAJa5jRCbOGwYeo899Prf9dxMxumoYeI5LsIN+5DJdeypHg79AVD9n2uShCJ5g4SDBxkIaBh1hS8I/oYvrFwenG/3vtWbrCxwg6Iyj2eLmrbi7LCkrPeQr2sVQV5eBx2OkfOlrv9dTm/dy0fDY5adpDL0OGk6EqggVVRePab2XIcDxpYTilNOmOvMaBwR+RsIZw62XYlSwMK8JQ8giNwV8gseiOvMpgfA8AnZGX8dtn4tByWZD7aQqcK5FY9EReZ3PP3xNMHGAocYhcx6LzfHSnz3UVdYSSR+daTEuyu7+b7+x4k/+98hZ89vPX2Lcwy8uM0jyaj5EjO9jRyzf/+Bp3rJ5HXXEuTnuq1nS0cH0wFKVrcBibpjL7OL3MDBnSASEEJbl+rl86i47+ILXFeed7SBnSkLQwnIaM0R5+nrjZT43vbVT67kATbiwZpz38LPsHf0hj4OdoiovZ2R8mnGylPfw8gXgDM/zvId+5NNV+DIUC12r89jkE4nuIJDsvbMNZObFJ94qhMj6/4ekTFoSfCzRV4d51C3l516ExtZd40uSPG/ey+WArBX4P2V4nmqoSjSeJxpOE4wmGIjGqCnP4nw/ffkpak1JKLCyktFCFRsQM41LdZyUsLGWqUiwWTxIIxwiGowTDMYKRGM3dg8STJy+Tekv7lpJwLDGy7xhDkRiBcJTNB9pImuf3e78UKMr28rHb1pBImieVkMxwaZIWhtO0YvTHdpBln8uMrPfi0orHPBWb6qc/tpPe6GZWFvwn+c5lxMw+BuK7iBk9OLWicSIIitDw2+roi24maYVOsNf051hpOonEsCx6omGKXB505fz/oJfUlvK+a5fzsxe2jCm9JA2Tlp4ALT2B1BysmKilHY0naekZpKowZ9r7kkgahnayK7iVK/NvZN/wTq7Iv+GsdNKJJgz+83cv8ezWA0iZ+h5GDZplSZJnMXu4vX+If/vtC+w41DGy39GscYlpyVNSdslwemiqct5LQzKkN2lhOCUmcaOfPEc9uuId8yKEEGiKB49eQV90C35bHYrQcagFqMKGQEURGscXFKqKHYmF5MJ+On/s0D6C8djY64FYlI2drVT5s9LCcOqayv3XLMGmazy1uYEjXQPHGXsmre0MxxLsONx5iobTAgSzvQs4FNqPKc2T6oKeLqMeXyiaOCvbPxGmZRGKJgjFzv2+M2TIMD3SwnCmbouJsYzZ4z9LZdGqjBpIRRz992QYVvQYo3rhciQ4SF80PO692qwc7KrG1FLX55ZU89l6Vs+uYEtjG7uaumjuHqRvKDyi+GKhaSo+p508v5vSXB+zyvKZU3Fqc5wKKhWuaoRQ6Il1YlPsqBdwvW6GDBkuXNLCsoyagEC8gbg5OOZ1SilJmAEC8QM4tYIJwgaTeRxSSsLJdlThQBMXdnbnRxatmLSTSMI0cU2iX3u+cNh05lYWMqs8n2jcIGEYGKY1FuJECFQh0FQ1pb1pU9HVUzd6qtBoDO0jYkaY5zt7c9dOu87n77uKT96+dlrL+92OMyY9Vprr4z8+cAuJ5PSiJXlnUSc0Q4Yzga6p/M3dl/ORW1aPvWfT1QnlbBcSaWE4Rwklm9jd/z/U+N+GrngxZYymoccZjO+iynsnqjiaRaoIG1IamDI6rvF13BwgGG/ApvpxaGe2werZRkrJtp5O6gtLEDCpuLuUkl/s28E7Zi04r1m1xyNGDKPXpQJnXnxeIjkSPoghDUqc5Wzoe54bi+46K8lBox0oOA/KY5qqku+/cEuoMmQ4HiEE2V4XF5OSX1oZTkiVmfTGtmBTfBhWhIQVwKWVUOq5HlUcvSE7tQIC8X2Ek22YMoomXBhWjKahR4lbQXLs8/DoF54A/L9sfJHf3PIObFN4ZEnLYmNXK3fVzT3HIzv/KELBsJJEjBCq0JDIs5IclCFDhgwnIq0Mp1srx5IJYmYfUSsl3+bSSpmX8zHyHEsQ4mjBf4FzJZ3hl2kPPQcoeGyVBGJ76YpsAKDQdRkO9cKrweqJhPj4C3+cUp/WlBY7e7vO8ajOPwJBpauW9mgzCSvB8pzLUET6afhmyJDhVBiZzhlRg0MIpExljos0/n2nleEscl/GrKwPMJRoJGb2oSs+ch2L0BXPhJNY7rmZttDTDMR2c3jot6SShSSqsFHsWket/+0XpNj7g/OXEjOmrhNMWhYHBvvP4YjOP5a0iJhh3KqHOs8cJJLueOf5HlaGDBneItIKY8WfR5pdqM5bEWopMvEm0upGdd5xvoc3JWlhOAUKdjUXt1aBTfVT4Fp50nV0xUt9/t/TNPQowcRBTBnHrmST41hApfd21AswMUgIwV/MX3bCZZKmye6+S8vjTFpJNvQ+R6GjBEjNd7ZEDnNn6bvO88gyZMjwVrASG7ESmxE4MELfR/N9DpQsrMjPM4bzZNhUPysL/wO3XjZSdnJyhBB4bTXMzfkYcXMQKZNoihubmnXBl6GcCE1RuKVmFi49fbJqzza6ojPPX48pU5mmEovuWMbjzJDhgsfsQtHrUeyrMIa+gjQOgpKHlOnd1k1IOUm9Q4a0xrAsVCEuqS4kUlp0xTroiLaiCEGevZAyV1UmOShDhgsYM/IoUoZQnfdgRX6FZRxCKB4QHjTvJ8/38Kbk4nXNLmI6QkOUeLxoF+Ac7ukjcKoucuz5WNJk2+BGypyVnLECygxnnJaDXfiy3eh2jfbDvVTNKqazuY/ejkHcPic1c0sJ9oewLElheQ4HtrdQPqOQruY+BnuH0e0alTOL8Wa52P3mIYykiaopVM4qxkiaNDV0YiQMCstyKJ9RiKKqNGw9QjQcZ8bCCnzZboL9IQ7vbUe3acxbUUN3az9th3owDZOSqnyKq/PRLuB6wgsdYatHWIMgbCjOW5HRR0DGUd3vPt9DOyHpm7Z0CSKl5Ds73jyhJpAlJT/eu5XhxKUnyRYzowQS/fTGR+d4M0Yzndn6cgNth3p49rcb6WrpZ7BvmGd/uxHLkmzbsJ/G3a0c2NFCw9YmkPDio5sJ9ocwTQvLtNi/rZmdbxxkoGeIF36/CcuSPPXL1+k40gcSWvZ3suWlfWNayGbS5A/ffxlppd6QUtKwtYmGLUcYDaxJCYf3trNt/YE00d6anGAgwve/+Tz/+eXH+e7/PcvFGhhUtCoUWz1CaAi1EM3zMTTvpxFK7vke2glJC48z1Y3CHGlWPb0QZMzo58jQ78lz1pPvPHFCzYXEHw83cPeMeTi1yb+auGnQGOif0OD6UsChOsnWc5FAmbPykgpVX4hIKfnl155i6ZVzWHXdfA7sbMHtc7L86rkk4klaD3bj8joxrZSA5IjIFP4cD1tfbiASilM1q5jgQIisXB9Lr5jN3s2HURRBXnEWNfNKEYqgem4JQgji0QSWlCy9cs6Y8lg0EqesrpD5K2sRQlBcmUf1nBKcbjsVM4rO9ymakmgkwfoX99HZPkh+gY8PfeLa8z2ks4IZfRIz/FAqt0UoIw8ICQQ2EAqgoOX8ECHSR+wF0sRwGjJC09CjZNvnk+NYMK0EoXCyjX2D32E2H7ioDKcAPvTcoyhTeFOmlBwODpzbQaUBhjQIJgfRVRsu1Y1LzUjNpTuqpnDDO1fT0dRLR1Mv+SXZDA+GadjaRGdTH7Prq+jpGKTlQCf7tzWRiCdweZ38+eevkp3nZfG6WfiyPfR2DqIoqQdqXZ/8lpWIG7Qd6iEcjHBwZyul1flYlqSnbRCQHN7TTs28UsJDUXraBid07MlwfhBaOUKbgWJbgVCLkVYQK/Y0QqtDsa8kdUdMv0TItDCcSSvErv7/os7/brLss1CEc1rrTNp64wLn71ZeSfIEvTaTpsnXt79xDkeUHoSMIfYEt+PWPLg1L0krzqrcK9K6SPpSx7Ik+SVZzF5SRV9ngLLaAi6/YwmdTX3Uzi9jxqJysgu8OFw2utsGuPKOpXizXKy7tZ7De9roaRsgK9dDbqGfJVfMBmDxZTPJL82esC/TNAkOhBBC0NM2QF6RH0tKYpE4pmHR2zFIzbxSYpEEvhwPRRXT78yT4ewhk/sQtiUozjsQI9UQQqvBDH0Txfvx8zy6qUkLwzlK0gpNuxWYcYH32pwMIQRrSipOuIxpWTx8cPclN73nUt2UOMspcBTj07PYNLBhRHIvQ7qiKApCCArLcigsSxmq2fVVzK6vGlumrLaQstrCceuVVudTWj1eZzo73wfAnGXVAHS19PP6M7vILfQD4HTZWXzZTACWXD57bL3r3paqCS+uTKmI5RVnUVqdx0Dv0Jk6zAxvBaEjExvBfhVSyQYSWIkNMA3n6XxyTg2nJU0S5iCGjOFQc9GU8Scnbg4QNXowlOhJtxUxLi0RgFEUIfjE4tX4bWdeSD2dsSl2FmQtRRnJZ1ubd+3InHiGdOWWB9aetXnowrIcPvgPd41LqhaKYPHaWeOWK6qYmGRSNaeEytklZ2VcGU4NxX4FMnmA5OCHQDhAxhBKEZrvC+d7aCfknBrOiNHOrv6vEU62Uem9nRlZ94/7fCC2mx19/4YyjZh2xOjgYgzVHouUkuFkAgF4dBtCCIYTcXKdzim1bC9WJJJgchC36sGm2GmJHKbWM+vkK2Y4b6jq2btGhSLQjmvmLoSYUJ00meFWLrHfTjojlGxU72dQzGawBkG4EFo1QtjO99BOyDk1nFGjh57Ia5gyTmfk5QmGM2EN0hvddC6HlNY0DPTyb5tewaFp/M3StczIyqVpKMDjh/fxqfo1eC4Rr1Mi2RXcQtJK0hZtQhc2gsnBjOGcgpOVLoxmnB7/3ulubzrbmO72TtVDPZUyjcm2/VbKPE421pNve6Khn3w/09vemTj/p7LNybZzehEGgVCrQC0jVSGZqq5IZ86p4fTo5ZR5biSYaKTOf9RoasJBuefmU9rWcLKJQHzvmR5iWvGDPVtYWVzOYCzKT/Zs459WX43f7uDAYB9x0+RS6to4x7cIAczzL0ZKyY5A5gFrMqSUBAMRtm46wsvP7aH5SB+GYZKX7+WyK2Zz2ZWzKSz0s39fB//42V+jqgr/8933UVI2ebKMlJLQcIzGA11s3HCQPbtaCQyGSSZM3B47xaXZzJhdzNLlNVTW5OP2OFCUE9/0DMPipw+9xNNPbMcaqbn80Cev49obF5zyjTceS9LWOsCbrx5kx7ZmujuDxKIJbDaNgiI/tTMLWbSkipmzi8nO9UzwggcHwvz1h39MOBQ7pf2WluXwte+9HzHJsUopScQNWpp6efXl/WzddISB/mEURaGg0M/iZVWsXjeLsooc7PaTR9d0m4ZlSQb6Qry2fj8bXtxHd1cwNY7yHNZdNYflq+vIzfOe9NzDWz9nozQe6OKb//UUbS39zJlfxue/eCce76mVjUiZwIqvx4z8HJk8gFCLUJw3ozrfiVDSV2/8nBpOp1bI0oJ/mvC+TfWzvPBfT2lbTUOPsrX3X87QyNKTpqEAHxgRff/8+qdpCwVxaDpSprywSwWBwKbYMKVBJBkmYSVYmHXxlCCdKaSUNB3u5UffeYHNbxzCMI7W+vZ0Bdm3u40Xnt7FAx+6kt6uIEPBKKoqxozXZNvbs6OVh3/xOls3HSYeH9+1Z6A/RGtzP2++1sivfrKBa25cyIc/cR0+/4kTO7o6Auzc1kJgMIKuqySTJs8/tYsrrp6L3TG9MKqUks72QR57ZBPP/mknoUkMX1dngJ3bmnn0N29SXVvAl/7j7RQVZ41bRlEEXp8Ty5IkkwbJhEkyaZCIG2PnRdMUbDYN3aah6yqarqYMxCQ2SkrJ4ECYR3+zkaef2E5gMDLJsTfz+CObuO2eZdx21zKyck5cWuV229mxtYmffO8lGvZ2jAk8jG5v26YjzF1Yzgc+eg1z5pdO+fBxps7ZKKZhMTwcZSgYJRyKnZb3LhObsGLPoTrvwZQPo3n+EjP6O0weQXM/cMrbO1ekVVbtqaApF7+/5dZ0uiMh1hRXMDe3gG9u38j8vEIcmoauXFoyYVJKOqNtNEcO41CcdERhac7q8z2stGJ4KMr3vv4sWzYeBiA338vqtTMpKPSRNEwOH+xh+5YjPPT158jNO/nvZ+umI3zv689ypLEntb08D7PnlZIz4tlEIwn6eoZobe6nr3eI7o4AicTULfEgVaLSdLiHpsM9KIpg8bJqNr3eyN5dbXS0D1JdWzCtY21r6eeH336RNzYcwDQt3B47M2YVU1qeg27TSMQNBvpDtLX209U+SFdngEh4onC4x+PgE5+5kVgsSTJhkkgYRKMJnvvzTra8eRi7Q+e6mxayeFlVynjqGrpNxe2ZfJokFk3yw2+/wAvP7MZImuQX+li2qpbCIj9Spsa9bdMRBvpD/PqnrxIejvHO963DnzW1dxUYDPO9/3uWlqY+FtZXMnd+GU6XjcBgmDdfa6StpZ/d21v4zv8+wxe+dBfFk5TrnMlzdiaRZguKbQmKXo+lPJWq51RyMIb/BzKG88yjKxd/AfwNVTNQhEBXVT6yaCV//+oz/PHwAB+Yvxy3nt6T52caC4vB5ADlzmpy7Lm80f8KpjRRLym93qmRUvKnR7ewY2szADNmFfGJz95MZXUeuq6lVHSiSba+eYgffPsFdu9oPeG2mo/08vMfvMKRxh50m8pV18/nvnetJifXk9J2FWCZKS8tHjdoOtRDW2s/un7i7yORMNj0+iGikQROl43b7lnGgX0dBAMRXn5uD1U1+SedV4uE4zzyyzd4Y8MBLMti/qJy3vvBK6msycdm11BEyos2DJN43KC3e4jNbzTicE78zWi6yqy5pRPG2LCnnS1vHkbXVeYsKOPyq+ee8LgATNPiDw+/yUvP7cE0TJasqOGDH7uG4tJsdFvqVhuPJzl8sJvvf+M5GvZ28NQT2ymtyOWm2+un1Mzt7RkiHE7w3g9dxbU3LcDrdaKoAsMwueHWxTz09efY8uYhDjR08Ltfb+TDn7xu3Pdwps/ZGUVkIZPbkfqco+MVKqR5h6v0Ht0JsCk+VGGbdhuyC5F3zlo49u9yj4+f3HDveRzN+UVBIVvPZf/wbvSIDb+eNVaakgG6u4K8vuEgRtLEn+3iXQ9ezqy5qZKLUUOk6SqXXzOP1pYBfvXj9VNuK5k0Wf/iPhr2tKMogiuumceHPn4dXp9jEqOW8rwKCn2soO6k4wwMhnljw34AFiyuoKaugJlzStj0eiMbXmrgrrevPKH3BXCgoZPnn9qFaVpUVufx+S/eSUGRf0qDm5fvZc780kk/O5McbuzmxWd3k4gbVNXk8/6/vIqaGaka1dGx6brKgsUVfOiT1/HPX3iYwGCEpx7fxvJVdRQWT3UMgpVr6rj9nqU4nLaj36emUlWTzzveexntbQN0tg+yY0sTRw51M/O4cpt0PWeK/TJMYx9G8J9Q9AWpN81uFPvVZ33fb4UL9s7j0kuZn/spCl0Xb7hOHNM6bPTfx/5danh1HyXOMrL0bMqcVZfkOZiKpkM99HSnEkZq6gqZNad4wnUihEBRBJddMQu7Y+qklGAgwpaNh8fCebfcuQSf33nC8z3d63LzG4fG5v3WXD6LrGw3M2YXo6iCwf4Q27c0nfRYn39611hI+I77VpzQAJzK2N4KlmXRsLudjtZBFFWwsL6S2rrCSfcrhGDugnLmLiwH4FBjN4cPdU+5bbtDY+VlM3C67JNuq25mEXUzU7q7PV1Bmg/1TphvTMdzBiAUH6rn42j+f0V13w9CQbGtTOsm1nABG067mk2t/x3kOBac76GcNX68ZyuB+Kll+12sSCRd0Q6awodIWAkCyUtPr3cqpJT0jCT7CAFFxVlk50w9h1lRlYfLPfkcnZSSoWCEw42pG3luvo+Zc86MWIBpWjz/1C4A8gq8zF1Qhq6rzJxdjD/LRSgcZ9umw8TjyRNuY8eIcXW57dQvrz4jY3urxKJJDh/qIZEwsNt0Zs8rRTtB2FoIWLayBkiFvPfsaJ1SP1fXNWpnTi1I73TZqKjOQ9NVotEEnZ2BcYlh6XrOYKSkxRpGxl/FDP8EY/i/sYwDaa8JdsGGai9WpJTETIOBWJTHD+1jbk4+Oc6joStdUclzunBp+iXlcUkkCSvOTO88cmx5mbnNYzBNi2AggpE00XWV/ELfCcUHVFUhJ9dDb/fksnN9PcPEoinjVVGRixBgGNOTwhz1aie7NvfsbKX5SC8Ai5dWk5vnRQjBrLklFJdkM9gfpmFPB63N/WMe1PEEBiIMB1PKYoVFfux2DdOcXqcggUBRz44XFYsl6e4IAKmQeOkkikXHU32M1ODoeZkMVVUoLPJP+bkQgqLiLDRNwUiaDPaHSCaMsXnOdD1nANJswhj6CkLJRegzwerDCP4dqvfTqPbLz8o+zwRpYTiltEiYgdNaV1WcE6T7LmRMKdnW08EfDzVwMNDPf27ZgE0dNRKpi3dtaSXvn7cEu5oWX985QUEh25ZLU/ggfbFu3JqH+VlLzvew0gLLtMZKRYQiplUb6DxB0kdo+GiUo7NjkF//9NVpj6WsPJdVa2dMSCoxTYuNrx4kGk3gcNpYWF+B25Oq+cvJ9TJ/UQUNe9ppa+mncX8n1bUFkxr/cDjGaDVGaDjGH367CYdzet0zfD4nqy+fRX6Bb9rHM11M0yIaSWWgKorA5Tp5Us3o8QMMD0dJKaFNonSkCmz2E//WHU7bmCJSPJYcZxjT9ZwByMQ2FH0uqucjCJGKgpj6MqzoHzKG82QkrAAbuz9/WutWem+l0pfe8fBTQRGCWn8O75lbz6budj5Zv5ocR8rjlFLSNBTg5w3bedvM+ZeU4RRCUOqsoMBRjCVNRJqHcs4px0vNTaOe7thQ3vEo6tGNHdzfxcH909eFXnnZDBYvrZpgOHu7h9i3ux3TsKiozGLGrOKxYn0hYN1Vc3js4TeJxw22bDzMuqvn4p4knKwoR7/53p4hfvvz16Y9trLyHOpmFZ01I/BWLskTeXTKqXp7xy1+rs7ZadVxyghCLeVYUyS0GUgreMrbOpekxZ3XkgaB+F4sDCyZOKV185wXl9ehCEGh20uh24tD05iZlUeB++h8Vb7Lze8b91yS/QSFENjSXMPyfKCqCg5H6rxYpiQSOXntXSQ89dy5z390asBm006a5RqNJsa8VE1TJqjpSCk5sK+D5iO9Y8kslcd1P6mbWUjNjEL27W5n0xuHGOgL4XLZJhgUr885ZnBVVSEr23VC7dlk0mB4KIZpWghFQVXPTohfVRWcrpShtyxJOHTy72AoeFQcwe93MZXlNUyLZMLAdoJIQjQSxxppbu9w2MZ56+finCWT5gSBjOkg1AIwuwETRiskzHYUffaJVjvvpIXhtCk+6vP/nt7oZlpDTyKlgVsvx6UXoQk34gTzWX7byVPgL1SuKK3Gro3/inRF5ZryWhxaWnx1GdIARVHIynFjs6eK2Hu6hzAMc8q6wFg0yUD/1G358vK9eP1OhoNRZs8r4T+++cAJPaLHHt7EQ998jkTcwON1omrjb8qxaIId25oZHoridNpYvW7mhMQZRVW49qaF7NvdTiQc55UX9vKu962dsC+f30VugZfwkTjZuW7+7/sPjs2VTsau7S3855cfp7N9ELtdm1YI9XRwOHQKi1PzkMmkQVtLP3MXlJ1wndEELIDqusIpdWtNw6KvL0TJFMIGUkq6OgIYSRME5OR5sNmO3h/OxTkLDcfo6xk6ZW9esV8JKGO9OAGEbRGqbeGU66QDaXH3VRUHOY6FdEXWowiNuqwHKHStxa2Xoiuek9RqXrwhu79ZtnbC0WU7nLxrzqLzMp4M6YkQqaQPv99Fb88QXR0B+nqGKSrJmnT5g/s7p/QOhBB4vA5q6wrZvqWJzvYA/X0h8vK9ky4vpaSrM4BpWCCgqCRr3BxrSjs3ytY3U2pG2bkeFi2tmnRbC+srycnzMNAX4pUX9nLPO1fhOK5sRohUYlHLkT4G+8O0tw6Smzf12IaCEYaHUokxXp+TnCmWfas4nDpV1QXoukoibrBvdxtXXT9/SkEIKWHz64eAVDLRgsVT9+FNJk0a93dOaTgj4TgtTX0YhoXLbaOoOGvcw8u5OGf9fcMc2NfJzDklp9QVZ7IuKEKcmt7t+SAtylFMmaA19BTtoeeo9t3HjKz3keOYj13NRhE6Qign+Lt4Def4aStJzDAIJxMkLfMtdXXIcPFRM6NwTGrtcGM3u3a0YJrWuOtESkkiYfDiM7uJx6Yu+fBnuVi+uhZNUwgGIjz35E5MY+I1l9I+DbB/bzumaZGT46F2RhHacR7nnh2tdLQNArB63cxJhcCFEOTmeVk8YlS7OgLs3t4y6fiuuXE+DqeeUur5zUaSycnHFo0m2LGlmXAohqopzFtUjst9djxORVGYu6CMsopcLEuyY2sz+3a3IaWcMK1iWRabXm9k3542ABYsKqfquND1scRjSV59eT+RcHzS49y7u40D+zoAKC7JpmZG4YT74tk+Z/FYkmf+tIPmI72Tah9LmQphT9inNYS0wsctm8CMPnrSfZ5P0sJwGlaEzvALqIqTSu/tqOLSaJd1MvYP9HE4mKpX7I6E+NRLT/CuP/+GH+3eSsKaXnlAhkuD7Bw3V10/H7tdIxyK88sfrWfjqwcJDIaJxZJEwnE62gZ55Jdv8MoL+07YRUNVFdZcPpv5iytJJg3+8PCbPP67LXR2pLRL4/EkoeEohw5286ufrB9TGFqyopr5i8rH3bRN0+LpP21HSonNrnH1DfOn3K/LbWfJihrsDp14LMkrL+5LhR+Po7I6nxtvq0fTVTa+1sj3v/E8TYd7GR6KEo+njrWrM8BTj2/jyT9uQ0ooLcvmptvrz+qDds2MQq66YT42m0ZbSz8/+NYLbHnzMIMDIWKxBNFogt7uIda/2MBD33iO4aEYObkebr17Gdm57inHpqqCzW808siv3qCtdYBwOE48liQYiLB9SxM//8Er9HQPoWkKK9bUTZg/PtvnTIhUNnUkEuffvvgor6/fT1tLPwP9IQKDYbo6AxzY18FrrzSMPURIK4S0QlixP2PFn0daA2N/WD1Ysaff8vdxNkmLUK0lk4SSLTjVQlQxUR3jUuVnDdtZnF9EbVYujx3aR4HLw5XlNTzauJd7Z867pLJqM5wYIQRXXT+P3TtaeP6pXbS3DvA/X3mCBYsryM5xYxgWLU19HNzfSXFJNu7KXPbuaptyWyVlObzzvZcx2B+i+Uiq48qGl/ZRVpGLrqtEInEOHeim6XBKpWbO/DLue/eaCd5ka3Mf+0e8oTnzyygqyZry960ogtoZRZSV53DoYDeNDZ20tw2MMwRCCJxOO7ffs4yeriAbXz3IE49uZse2JmpqC3F77STiBh1tA+zb3U5yRGj9/R++espw85lCVRVuvXMpXe2DPP3EDvbtbuM//uUx5swrIyfPg7Qk3V1BDuzrYCgYxeW2cc+7VrFsZe0Jk3VmzC7G5Xbw25+9xpaNh6iszke3qQwHo+zd1UbPSD3uwiVV3Hr3sgmh0rN9zoQiWLKihuraAn703Rf593/6A1W1BeTmeVA1laFAhPbWAeKJJLPmlpJf4MOM/h5IAnas6G+x4q8c3aA0Jnih6Uaa3HklphXHUpNAKryUMZ5wcLCPd8xKKSPt6e/hY4tXkedw8UxzI1N0gspwCeN02nj/h69C01Reem4PwUCEDS81jH2uKIIZs4t58C+v5sk/bpvScELKi1i0pIpPf+FWfvzQS+za1syu7S3sOjZ8KlLaq8tX1fHeD15BVc14T0dKySsv7CMeTyIErFwz44T1owDlFbnU1BVyuLGH9rYB9u/toKIq7zjpwFQfyr/8q+vJyfPyzBPbaTrUM9bFZex4VcHM2cW8+8F1LF91bpII3R477/3QleTmeXni0S0EBsK89sr+ccsIISguyeJdD67j8qvnnvScLKyv5Mrr5vOj77zA1jePsG93+7jPNU1h6cpaPvCxa6Y0dGfznClCUFDs56ob5qOqCg998zn2722fEKK22zV272jhquvmo9gvAyRC+FD04wT0ZRQj/INp7ft8kRaGU6BgU/2Ek+0EEg04tSIu5qSf6eLWbewf6KPE7aMnEsahamzv7aTal40j421mOA4hBPmFPj7+mRu59qaFrH9hL01HejGSJrn5XlZdNoPla2bg8zl5+Jevn3R7iiKYPb+UL37lPhr2tPPGhoM0N/USjcRxuuzU1BWwau0sZs0twW7XJjzsRiMJeruDVFUXkJ3rZmF9xUkTR3SbymVXzqattZ94zKC3Z4hYLDnBuAghKCz285FPXc/Nt9fz+vr9NB7oYnAgjG5TKS7JZunKGlasnoHTZZtWg+czgRCCrGw373r/Oq6+cQFvvnaQXdtaGBgIpQzMSCPr5avryM5xT+lparpKRWUeTqeNuQvKqKkr4O/++W62bjrChpca6OkKgBCUlmVz2eWzWVBfics9sXzn+LGdyXNmd+iUV+bhdNopr8jF6bRx3c0LWVBfwYvP7GbfnnYCA2FcHjsFhX4WLK4Ym8NWtJrRUaVKUo5ByihK7NnpnvLzgpBpkGWSNIfZ3POPdEZewqNXMTPrfXht1WjCyZQ52iPYlWwc2snlrS5Efrt/Fz/dt40yj59N3W0sKSjhUGCAOTn5fPXyGy+51mIZzgxSSv72k79g2+YjqKrgoV9+hLJpSMRdKiQSBg994zkee3gTHq+Dj/z1DVx3U3qXR1w0SAuJBKsToZ64nOd8khZui6a4KPVcR39sG6FkEzv7/gOHlo8qbJzM86z23UON/75zM9BzzG21s6nwZRGIRbm1ZnxBsCbSIq/rjLF+/xGe3HUAS0oWVxRz44JZ+J2Z+e4MGS5mpBUEGQalAJnchRn5FaChej6Y1jHHtDCcCIUS91UkrSAHAz8nbg4SSbannjxOQty8eLtkOFSN5UWlxAyDpGWhCIFD1dBPkEhwoZLrdXPD/BkkDJNHt+4lHEvwwNol6GdJ6SVDhgznHyuxGWkeQXXcgRn9PUKbCTKKGX4Ixf//ne/hTUlaGE6BQFOc1PrfSZHrcvpiW4kmuzBl7KTGM9dx8YoBJC2Tp5oaebntMAOxKDZVZXlhGbfWzKLQNXXbqAuRuSUFUJKa64gkkrzUcJikYWYMZ4YMFzHS7EaIbMACBKr7PWD2Ywx/+XwP7YSkheE8Frdeils/+53HLwReajvCD3Zv5rrKWtaVVjGUiPNy2xEGYhE+Wb/mLcnuNfUO8sSOBuKGwbqZVTR09rJuZhXV+TlIKTnSN8jzew/ROxwiy+lkTV0FC8tTwtyhWJwndjTQHQzx8WtXo454wKZlsautK2X0TIuV1eUMRqIsrSql0O9hW3MHGw40AYJVteW0DgS5dl4dOe7xTZJtmkrCMMc9MvUOh3l0yx76QxGq87OZX1pI2+AQN8yfkQnnZnhLJJMmDXva6GgfJDwcIxiMsmdn6/ke1iWBEE6ksQ+ploOMII1DWLE/ozhuPN9DOyFpZzgzHOX3B/fyjlkLuWfGPGyqiiUls3Py+b9trxExkqdtOPtDEf7zqVfIdruoryzmj9v38drBZmYV51Gdn0P74BBf+sPz1FeWsLC8mP7hCI29A8wrLUQIhZaBIBsONLOnvYsb5s9kdkmqDGEgHOXbL2xkXmkhiyuK2HCwiWd2H+R/778NU0q+99KbrKgppzIvm2f3NPLsnoOsrC0nx33ytnDff3kTnYEhbq+fS9tgkC8++hzLqsu4Yf6M0zoHGc4eyYSBtCQ2h46RNDANC5sj1T/WSBoYCROJRFGUsfcTsQSKqmAkUoIHukOfsq/nmSYWTfD732xk++YmTMPCMCxMMyMwci5QbCswklsxhv4pJYCQ3IG0giiO61Cdt5/v4U1JxnCmMd2REAvzCsf6cSpCUOH1p+Sr5PQa0U7G5iNtDISj/PvbbsJl05ldXMDGw0dr+n7x+nYqcrP4i8uXoQiBHNm3oggsKdnT3k2Bz02Op5o/7WxgVnGqzi5pmkQSSeaVFrKmroLK3Cy2t3QCEE8aJE2LBWVF1FeWUOz3sqWpfYoRTqQzMExNQS4rasq4XK+isbv/tI8/A9TOLEJKiTLN/p2nwk++9AjBvmE+9c2/4InvPc/GJ7fzTw//Ncl4kt9//SkObDmMlFBQnsuHv/puHC47X33wO1TOKePw7lbCgTDXvOsyrn/g3PRjVFSF4pJswrMmdjRxumzk5Fxc0yJphVqC5vsSqV6kx97T0juKlJaGU0qLhDVEONlK3AwgMdCEE5dWgksvQRFpOewzTq7DRUd4mHl5RzvFB+IxXLqO+hayavtCEYr8XjQ1pfVbnuMfl3C0v6uPaCLJfz21fuy9Ap+HO5fMxe90sOlwG6tqyynL8fO1Z16lPxQhz+smy+Xkmrm1vNxwmN3tXUTjSYLRVLupIr+Hy2ZU8vTuA2w60sZQNE4ofvLWS6O8bcUCHtu2j4de3oRN02gdCDK7eGp9zwxTI4TgQ5+49qxsW0pJx6FuKueUEugdovNID6V1RXQ397FrQwOdR3r5q288iNvnoqe1f6xLimVJulv6+OT/vY+Ow91893O/YNn1i8gtzjor4zwWt9vOhz5x3VnfT4ajSGsIxGiHllEjmboWpDSQyR0I29LzNr6TkVYWSEpJ0hriUPA39ERfJ2b0jyQIWShCR1e8ZNvnUON7G1n22aTa0aT3k8lb4SOLVlDq8Y97L8/p4i8XrsDzFmo4VUWkhJhHJhGt40p5dVWhOD+HmxfOAqB1IMhv3tzJdfPqSBgm7YEh5pYWUp7jx6aqbG/p5Jq5tTh1jbetWEhnYIjhWIKu4DBbW1Jya16HnXevXkxnYJhQPE7bwBCbjkx/Hml1XQVVedkMRqLEkgZdweHTPv4MZ4+h/hCKIsgvy6F5XzvSkhSU59J2oJPdr+6n/qp5+HJT6jbFNQVjv18hYNHlc8gu9OPP82Jz2Gjd33FODOfpEDVjPNn5CvuHj2BJizm+Wu4uux4YEUu34mwZ2M2mwd2EkmGydC8zvdVcVbASu2pDSsm+oUM8072BkBGhzFnMlQUreLVvKytzF1HtLuO1vq10RHu4s/Ra2qPdPN29gfvKbkRXNP7Q/hyLsmazyD/7grwHmqFvoXr/GiknuY/JOGbkNygZw3lypLQIJBrY3vsVAvF9SEwUdCySgEAVNmJGL0OJRrojrzEv968o99x0kpZjFzZLCkomvJfrcJHrOHFj4ZNRnpPFI4O76QoOk+t1s7WpnZhxtM3UqtpyNh5qozo/B6eucahngJIsH7keFw9v2kVFTha1BTkoQrCytpxNR9pYO7MSu6YhpSTb5aQ4ywtI7JqGfaQvpCUluR4XJdleokkDp66Py5od7SRhWZPnUts0lZr8HAzTwrQkXkdGACLdaD/YRX55HgUVeexav4+80hxKagtpPdiJRPLLf3+MJ77/AgB9bf188Cvv5Kq3rwFAHe0fKlL6p5Z5+tMRZ5tH2p5mfe9mLstbQrbNh11JXYtSSqJmjJ81P8bOwH6W5syn1l1OfyLAhr4tLM2ZR76aQ2u0i/89+FOq3WUsy55Pe7Sb/z3wE4aNMPP8dSAlvfEBWiOdmNIibEY5HGohYaW62jSF26lylyKRiDQPa06GZeyF8E9ATDJNIONIs3vi+2lEmhhOSSjZyq7+rzEY34tTKyDPUY9bL2f/4A+xqT4qPLeAEPRFtxKIN7Cr779wqYXku5af78GfMaSUtIeHJniAk1Hq9qGe5pPmoopilleX8e9/epnK/GxiCQPTOnqTur1+Lg2dffzXk+vxOe20DAR416rF2DWN9fubuH/NYnRVRUrJqtoKvvXCG3QMDlOVl8W25g5e2HsIp12nMzBMRW4WeR43lpS80djC64dacNp0WgeCzCkpwOtIiRxYUvLcnkY6AkPsbusmbozvFxmIxPjm86/jsttIGAbdwWHuXjr3gnzavphpP9RFYUUuvlwvLQ0drL1rOYWVeexc30DdoioKK/K5969vJhyI8NUHv0PpjOLUihL2vH6AZTcspLu5l1g4RtnM4vN7MFMgpWRHoIEF/pm8p/IOlOOmTRqGD7NpYBfvrbqTNXlLx6ZV4mYCTaQeDvYNHcKUJm8rv4kaTzmmtPhjxwv8rOmxc3485wPVcRPSbGfSJ2Q5dcu7dCEtDKclDTrDLzIQ3Y5bK6M+/wtkO+ahCicHAz9FU9yUeq4j2z6XYKKRvQPfpjuygYPBn5Nln42unt2uB+eSv3/1OYYSsQnvC8S4mtYfXn83WfaTZ6NOhsdu44NXLmdPew+GaVKek8Wbh4+GTXPcTj5941oOdPURTxrctXQeMwrzSJomH75qJYvKi1JjEoIZhbl86IoV5HhSJSWzi/OxayrBaJzVtRo1BTnkeFIe8qKKYnxOB8OxOJfVVVJbmDvOa/Q57VjSS5HfS5bLgf2YrGG33cY9y+bTH4oggfuWL6S2IOe0jj/D2aPjcDd1i6pwuu2EhyJk5Xnx+N1IS7L0ugU89/MNfP0TP0ZKi5U3L6Zq3lFZtVgkznc+83MCfUNc+6615Jel5/drSYu4mcCjuSYYTYDtgX0U2HOZ6a1GQYz1oLQpR70rm6JjSclAIki1LENBMNdXh1d/a9GkCwXV9c4pP5NWGBn83DkczamTFobTsCJ0RdZjYTA/9+PkO1cghIIlx6eEC6Hit81kZtZ7CMT3EkwcZDCxlwLnymntZ/QCnspLmVS2V3BOQyH/b+WV47w/gM7wMP+z9VUemFvP/NxUopBHf2s9S3PcLtbNrAIgbhjHdZ8QFPo8FPrGZxNqqjK2zigeh53lNUdvfnleN3le96T7LPB5KPBNnqGoCMGq2goAYskkhmmhHiMy7dA1FpanpweS4Sj3fuoWdJuGqin83U8/htPjQFEV3vdP9+LwOLj//91FLBxHKAKX14luG7kFCcHKmxezYG1KWtLjT18DcvQBdvL7QiA5TDA5zPPdr2NTjj4YCqDaU86S7Lksz17Aht7N/LLljxwYPkKps5BhIzzhXnPehcTPB8KO6v7g+R7FCUkLw2nKBEOJQ7i0IrLscxEnyBgVQpDjWIBDzWM42cRwomlahtOwDLpiPcStOD7dS5aeRXeshyFjiBJHMT7dSyAZpC/eT6mzhO5YDxYWBfZ8vJrnnIQEhRDU+Y8+ZUtgZ18Xvzu4B8OyaBzsZ01xBcVu70Udonxm90EaOnv55HWX4dDT4hLNME3cvqNRkNEkIAD3iCF0ehw4PY4J6wFoukZ2gX/Szy4ksnUfw0aYQ6EW7GrqATdmxtg/3MTVBatYkj0Xt+bkM7M/wOaBXRwJt7EreICBRJCoGR9nPA1pABKkJGkZ4x7uU8tdfPcBITTQ01sRLk1ETyWGFUFTPAhx8mQfRdhwaHlYMkHSml52pUSSsBK0RdvZOrgDiWTIGObVvo0Y0sBC0jB0kJ5YH23RDvaHDpKwkpjy3BZCCyHG/vb09/DN7W+woqiMf1t7A4PxGP+26RUaBnqnNQ86XTRF4S+vWkFlbvYZ2+ZbYUFZEdfOrUM7SQuqDBcPN77vCqrnl5/vYZwRFvlnk6V7uafsBj476y/43OwPcHfZ9Xg0F1Xuo6poAliTV88DVXfysbp3c2/5jXg0V2oedMQeDsQDGNIkZiXoTwQIGqHUazOOXbFd8GZTyjjyuDnNVDnKpvM0oumRFo/zKa1aFwkzgCWT02pkLVCQWMhpCgFoQqM50kbCirM4awE2RafCVUaDLYc8ey6mNEnKJLWe6pTxjHQQSAwx4BpkZc4y9PNQO/q1ra9yQ+UMbqudjUPV+Myytfxi33a++PrzfO+6u8iyT/7kfqqoisKti+eckW2dCarzc6jOlGheUiy/Ib09DICkZbBv6BCDySEiZpS2aBev9G4GwK05WZKVasg8y1fNLG8NP276PfVZc1GEYGtgH/n2bJbnLBjb3u/bnuFIuI1aTwW6orFpYBeFjlxybEe97ogZ47etT9Ie7SbPls1j7c+Rb88hmBwmS/ed2xNwBhm9b1uxFxBKFthWHPNhFDPyW5Rj30sz0sJwKsKO3z6L3uibdIVfpsb/dgRTq5lIaZEwAyhCR1OmNxdiSpO4FaPAnk/CSgDQEe3EraXWH0oO0x3rQQAzPHUUOwpxa27y7bljmXDnmg8vXMGywlKUkYeIPIeLjy1aRbk366LskJIhQzpjSYvOaA87gvuJmwmawx08a24AoMiRP2YkXaqTB6ru5LX+bWwb3IspTZZlz+eagtV4taPz/2vylgCC5kg7cTPJLG81VxWsosiRj0SSZ8/m7rLrGEgECSSGubfmBkJGmBd73uTO0mupdJdcsFM2VvxFwERafVjxlxDJ3cd8mkBavedraNMiLRpZWzLJ4eDD7B74P3Thoi7rPeQ5l2BXs3m+9W04tAKWF/wrOY7U01rcGODljgdJmEEW5/8tZZ4bprWfiBFlMBkgS/fj1lx0xrrpi/ezwD+XuBln3/ABHIqDKncFhjSImTGybVmo58lwTsWJUxMyZMhwNpFS8l8HfkiuLZv3V999vodzQWJGnwRMhFqBFd9w3KcJrMR2bLk/Pg8jmx5p4XEKoVHiuZre6CY6I6/QMPhdHMMFaMKFKRPHLS0JJg5iWGFsahYevXLa+3FpTlza0eSFAns+DiU1eW9TbMz3zUEIMWIo7Xi0ybNDzzcZg5khw/lDCMHS7Pn0xi/eXsBnG9U52v1EoNgWjvtMWmGk8bfnflCnQHoYTgROtZBF+X+L1u+kO/I6kWQHkomJOVLCUKIRTXGT61iEz1Z72vtVhCBrZD5BCIF2iWjgZsiQ4a1xef6yM5qgd+lxgsd/YUf1fOjcDeU0SItQ7bGYMkFP5HX6oluJmt2YVgy7lssM/3vw2qqQUpIwAxgygq54sKkXfvp6hgwZMlyaSKTZg5QRFLUChIo0uwALoU6UHE0X0s5wjiKlhSGjWFYchEBXPCiT6RpmyJAhQ4YLEss4jBn+MZi9KK67UR3XYcU3YiVeRfN++nwPb0rSNjYphIIu3KCk5zxjhgwZMmR4a8jENhStFhw3YEV+gaLXg1qKldx3vod2QtLWcGbIkCFDhoscGQPhQtHnYym5WPFXEGoxQqR38/C0NJxSWsStAMOJI8TNAaQ00BQXbr0cj15xyTSyzpAhQ4aLGrUErN5UQpD9SszIbwCJ4nrb+R7ZCUmrOU4pJXGzn4PBn9MdeZWEGcSSCSQSBRVNceG3z6LO/25yHAsRqBdsAXCGDBkyXOpIKwIkQfiABJidSCyEWoYQ6dtvN20MpyVNBmI72dH3FYKJRkCiCDuWjAMKmnBgygQSA5viZ27Ox6jy3ZXxPjNkyJDhQmXU/FxgDlCaWB1JKNnMnoGvE0w04tZKKXCtwqOXs6f/G+iqj2rvXQhFpzeykYHYLvYMfBO3VkKh+7LzPfgMGTJkyHAaWMYBhHAhtAtL4D8tDKcpk3SEX2AgtguvXsWS/C/it89AETb2DnwbTXFR5L6cbPs8ytzXsWfgW3SGX6Qx+CuyHQuwqReu2HGGDBkynC9OFHA8m9Ngqf0aKbk9xYHCqKC7QCh5IPxpPQ2XHobTitIVWQ9YzM/9q9T8pRCTNLJW8OhVzMx6D4OxnQwlGxmM76bQteb8DDxDhgwZLlCklAxF43QEhmjs7mcwHMGua1TlZVOZm02e142qiLNkwEyMwF9jJbaB0LDEr4/5zEL1fAzVefNZ2O+ZIT0Mp0wwnGjCqRXhs9Wd8IsSQpBln4NDy2cocYhQspXCczjWDBkyZLjQkVLS0NnLj1/ZwnN7GjEtC7uuYVoWCcNiRmEuD6xbwq2LZ6OeBcMphIqe/X8Y4Z8ilCJU5/WjA8NKbsEM/zhjOE+OxLSiOLXCaTay1rGruVhy37QbWWfIkCFDhhQ9Q2G+/9ImXm9s4R2rFjG3tACXTce0JK0DAf68Yz//9/SrlGT5WF5TdhZGII77U8beFmo5iDPTa/hskRaGU6CgKR7i5gCmFZ9mI+tUe63pNrLOkCFDhgwpmvsG2XS4lb++YS231s/GoWsIIZBSYloWa2dV87Ef/4Gndu4/S4Yzheq8G453lpR8NN8/nLV9ngnSohuyImxkOWYTN/vpCD+HJZMnXF5Ki/hYI+uMJF+GDBkynAqxpIFN01hcVTxmNGGkS5SqUleQQ2VeFn3DkbM6DqF4EMI5/j2hIZTss7rft0paeJya4qLYdQX90W0cDPwMQ8bIdy7HqeZztG3zUeLmAAkrgCZcOLX8cz/gDBkyZLiA8TrsuGw6kfjkTkrStBiKxplTcrYzSNI3c/ZEpIXhFEKl1H01/dFttIef42DgJzQPPYaqOKZoZH2ApBXGrmbj1asnbE9KiWFaSAm6lnKqTUtiWRaSVP9PVRUoYvKMMSkllpSYpkQiU1F4IcYyzCwpMQwLXVMQJ9qGNfI3YvxHt6Mok+/bNC0M00JRBJqqTPh89LgsS55wGdO0sKRM1RaL1PEqSupvdAzHb0/TFFRlYgBCSknCMBGApqooysT9HX+uFEWgKgpSgmGaI0+xE8eaIUOGc8NoCHaUyrwsFlUU89MNW/nb264ky+kYs2FJw+SP2xpIGCZ3LZt7nkac3qSH4URgV/NYmPdZdNVLV3g9MbMfaRoTlpUSQslWnGoBOc5FeG01E5aJxpP8y0NP09I1yL998jb6A2H+8NIutja0MRyOUZzn56plddy0di6l+ePrhaSU9A6GePTFnby4+SBdfcPomkpVSQ7XrZrFVctmsG1/G//03af490/cxtr6ifuPJZIcaevnydf2sa2hjc6+IUzTwu91UlaQxaqFVdxx5Xy8rvET4I88t51vP/Iqy+aW848fuhGf++jnUkoamnr4tx89S1PnIPdes4iPvW3dmOCGlJJgKMbOA+08+XoD+w53MTgUQVUEBbk+ZlcWsLa+hnVLarHrqa89MBzlX3/4LK/tOMLfPXgdt6ydO8G49Q6GeNff/RSv28E/fPAGlswuGzemjt4gT7/ewPNvHqCjdwiPy0b9rDLuvXYxihD8y0NPk+138o3P34emZgznxUzSNOmPRYgZBuVe/6QPYpcihmXRH40QNZKUef1o5+G89A1H+MofXxx7LYQgnjTYdKSN2//7J8wsyiPb7SRhmLT0BWgdCHLlnBpa+gJU5+ec8/GmO2lhOCH1RTq0XBbmfY5S9zX0x3YSNbsxrAh2NWdcw+oyz40Uu65AU9wok2ThSgmmZdHSNchTr+7jydf2IYSgsigb07Q40jHA9//wBrsPdfK5915DaUHW2LqDw1G++dv1PPPGfrI8ThbNLMXjshMYjvDTJzaxu7ETRYgxr+54IrEEf96wl58+8SY9gyH8HiclBX50VSUcS7C/uYfdhzpZMruMuTVF49a1RjxA05ITItTd/cN867frOdjSy1XLZ/DArcvHvD8pJd0DIX702Bs880YDhmlRWpDFjIp8TEsSDEV5YdMBXth8kF/86wOUFx49Xsu0ME0LaU1dCJ0akzWhWLpnIMRXf/ICG3c34XM7mF1VgK6pHGju4Z+/9xTr6mvpHQzh86R3hlyGU8OSclzkYpS4adIcDPBmVxu3186h0p+FYVmoU0RlTsRoJAMBqlBSr5EoHI36ACijCS1Sju1HytHox+SvT3kcx+z32Ndy5POpIlejJC2TlqEgGztbubF6BnXZuWPjn+w8ng0My6J9cGjC+1V5qbnEWNKgM5CqUHA7bMwuyacrOMwbjS1cMWeic3CpkzaGcxRV6BS4VpHvXIEp41gyAQg0xQWkLjK76odjDOlUJJImv3p6K5fX1/L2G5aQ7XViScn+ph6+9+hrbNrTwq+f3sYn3nE5Nj1lgPc0drJ5bysuh40P3b2GNYuqsds0IrEEh1r7+O7vX6OjNzjp/ixLsnlvKz947A0GhyLctGYut66bR47fhaoqxBMGoUicps4BcvyuaZ0PKSVD4Rjf/d1rbN7XSv2sMv7iztXjvFHDtPjZE2/ypw17Kcnz8aF71lBVnIPdpmFJSTSepC8QZldj55i3+VaRUvLLp7awcXcTVSW5fODOVcytLkJRBcPhOE+s38OjL+4kNsUcSoYLDyklh4KDvNRyGFVRuGvGXPb0djM7N59NXW0sLypjZUk5gXiM9tAQneFh9vT14LPbual6Jlu623mu+RDXV9aRlCbzcgtZ39ZElT+bHIeTNzpaaR0OckfdHLw2O881NyIl3FI7i5ahAJu62rmjbg5CwB8bG9AUhbtnzqN1KMi2ng5MKXnn7IWsb2+mOThI3DS5c8YcXmtvIZRIELcMFuQVMi+vkNfbWyj3+RmKx5mTW8C2ng7m5RbwemcrO3q6uL12NvPyC9jT28NrHS3cXjeHIreHV9ubOTjYzy01s3i8cR+6onJD9QySlsnjhxqwKyr3zJxHbzTM440NlHv93FY3m+XFpYSScdpDQ+Q6XTxxqAFLSpyazr2z5qOcZeOZ53Hxb2+/8ZTXc9r0szCaC5+0M5yjCKGgCSfgPOmyJ8LttPGpd1+J3+MYe7IryvURGI7yv796mc17WzjU1sec6tQkeG8gRCgSJ9vn4opldeT4UgYuy+ukKNeHy2njr/7jd5PuK54wePjZbQwEI1y5rI7PvvdqnHZ9Qih44cySaT1lSikJRxP85I9v8tyb+6kqzuFjb1tHdUnOuPUPtvTy+Mu7yfI6+Pz7r6V+Vtmkc5Er51eiqmcmTNTcOcir2w/jsOvcddVCrlo+Yyw0V5QL7799Jdv3t9HQ1HNG9pfh/GNYFlu62rm8rIodvV3s7u2mJxKi2p9N2/AQC/NTUyuKgN5ImHAywfLiUrLsDmyqyuqSCp5pamRlSTmPN+4jYiRpCgbw2OwUujysKa3g6aZG6rJzkUhWl1Tw9JGDhJMJmoYCrCurosDl5vcH97KqpILW4SANA33MzysA4HcH9jCUiDMUj3FtZS2PHNhD2/AQAsG1VbX8dM92usMhZmbn0RYawmOz0xcJU5udS2domPqCYi4vq2Jffw/z8gtQhOBwcJC1ZZUUuz3ETIO+aISrKmrY0dtFkdvL4oJiPDYbbt1GrT+HbIeDHKeLLIeTHKeL1aUVuPVUlw/ByINwIo4iFBblF/Jsc+M5+e50TT1pyDU1DyqJJQ1URYzLts0wnot+EmLZ3Ap8bvu4C0BRBKsWVuFy6PQMhmjpGhz7zOOyY7dpxBMGrV2D48KTiiJYUFdCjn/yEphgOMaOA+3YdZV7r1k0wWjCaJKRcsInTMMwSRgmpmnx2Eu7+MNLu/B5HHziHZczr7ZowjZf3HyQhGFSP7ucurK8CUZzdL+6pp6xJ9uDLb0MhWPk+twsnlk6YT7L5bCxfF7FGdlXhvRBEYLBWJRwMoGuqgRHvMtALIZd1QgnEwzF46hC0BMJ8fSRg/znplcZiEWwqSqqEOgj139HaHhkTjSJqihEDQNVCDRFYTiR4Cd7tjEvrxCPzU4wHiOcTGBIC11RGYhFCCUSaIrC/oE+njjcwM21sxAiZaAcmo7fZseUqVCxU9Px6jb6oxE6wsOEEnFsqkpneJjucIiYaaCrKjHDQBEKuqISN0yC8SiRZJKkZRFJJhmKxwknEmiKYH1bE9/ctpGNnW0oQqCrCrqa+o2Z0sKwTGxK6nUkmWQoEUdKKPf6qfJn8XpnK1HDOC95pVJKgpEYCcMYu8cNhqP8duNOvvqnl/nfp1/llYYj4xKKMhwlbT3OM0V5YdakLWsKsj24HDYGh4IEQ1GkTC22oK6EuvJ8dhxo51sPb+CmNXOYV1c8trwAvC4H3f0TFYs6e4PEkyZlBVnkZXtO+2ntYEsvv3xyM6UFfn76p00oQvDgHatYuaBy0uUPt/WP/ftQex+qOrX6ksuhU1OS+5Y9z/5gmHjCoCBHJy974oOEqggKc7xvaR8Z0gtNUVhZXMa+/l7KPD5q/Nns6eumZSjI3Nx8/HYHTcFBVEVhdm4+ddm5tA4HWVVSTr5z/DUyKyefnkiYFcVlFLg8ZNkdHA4MMDc35T3aVZWVxeWoiiCcSBCIxzgcGKA2K4fVJeVs6+kk2+FgZnYugXiMBXlFGKaJQ9Wpy87FpevMzy+i2O3Bo9twaBqLC4uxpKQ7HGJBfhEVPj/DiTidoWHm5Rbg1HQa+nupLygGIGYkx+03YiQZiEVoDPRzWWllau5UQn1B8QTjNxyPU+z24tZtSFIeuCUlpd5UQwqf3UGF159a9zx4daFYgl+8tg2f08G7Vi8maZr89NVt/GzDVjRFwbAsXth7iH9/x03UV5ac8/GlO2lhOA0rSnvo+dNa12+fQZZ91pSfO+2Tx+hVVcFh17GkJJ4wxtSKCnO9/O37r+Xrv36FrQ1tfPuRV9E1dawURVEEvQOhSbcZjsaBlHHSTtMwCZFKB39i/R4SSRNLSu6/eRk3rZkzpbcYGtnvy1saeXN38wm3P7uqkH/92C14XPZx759qU9Z4wsCSElURk86bCgE2W1pcXhnOEEIIyrx+Cl0eVCXlRRU43SzIL6LE40VVFCp8WXSFQ+iqSk1WDlX+LHRFRVUUtnS1Y4x4MLNz8piRnZt6ppUpozwjO5d9/b0AuDSdG6rrkCOf3TdrPrqikGV3oAjBVRXVKKS8U7duI9/pTl1zisqc3AJUIVhWVIoQqWRBVQhWlZQjEBiWiTbiCeaVu0ke4xnOzMnj5dYjAPjtDu6dNR9NKOQ4nGTJ1GuXppPrdHFleQ0Sia6oDCXi7O3rZV1Z6uE22+HEZ3MgR35ZJR4vHSEvmpIqy5qdk0edPwebdnKJ0bNB++AQz+5u5O7l80FAY3cfL+07xNtWLuQ9l9XTHQzxt795iqd2HMgYzklIiztbwhpiS+/pSSzNzv7QCQ1nPDGxpAVSiTzxhJH6senqmFOqCEF5YRZf+cRtHGnrY8/hLtp6AgyFYsQSBvGEQTAUI2GYE7bpHUnYicQSGObphziWzCmnujSXXz+9laJcL2sWVuGYJOw7tt8RI5jjc1FdkoMySbr7obY+OvuGCEfjk4ZyQ5H4pNuequuQ3aalQlKWJJ408GCfsF40lkkMuthQhMCupW4bXpvCDTUzUMXRqQebqrKmtGIsW9ShHX1wnZdXMOZRqorC8SajwOWmwJXyTFNJgKn9SCkp8/jG3gfGPoPR0OzR19rIMqP/H3UH9ZEM/GPLQZSR0PAoHt3GzTWzxj47dr+KlFR4/UdfHxPZ8eg2Prhw2di5URWFqyqqx3avqyorS8rGlFl1RUVXzo/RBBgIRegbDrOksgQBNPUFAMGHr16B3+mgOMvL/PJCuoIZLfDJSAvDqQknFZ7bSFhBwslWhpOpJz6Biq64ERN+YuPXPREdfUOMqB6Moz8YJhJL4HLY8Lsd44xSqmBfMKOygBmVBePWSxom7/viL2iMxCcYsqJcHw67Ru9gmJ6BEFXFOacchkmJNqjce+1iItEEj728ix8+vpFPvP1yqkom3151aS7rtx1m8cxSPn3/VRPKPwzD5Ks/fYHHXtqFz+3AMUmm3OH2/gnvAcTiybGU+2M93hy/C5tNIxpL0jsYIve4eV/Tsujqn5j+nuHiQQgxZoyOZarIyLFGdKrtncr7ZwMhxNitYrL8hKlQFQW3zXbC5c925uypkDRNNFXBpqkIIRiKxijye7Cp6ljZTTieoDgrM90yGWlhOHXFw8K8vyGYaGRn33/gUPOo9N1JgXMVNsXLiWSZ7OqJM8W27msllkiOS9SRUvLmnhYisQT52V5KC8frIqbmLuQEVSApU+IK3QPDYxfdsfg8DhbOKOXN3c384cWd1M8qRR+5MI/d9ihT/RCTSRO3w8Zf3LkK07J4Yv0e/r8fPsuX/vImivN8E9ZbV1/LL/68mT2Hu+jqH8Z7TDKUlJKewRAdPUFURTCvtnhSj3PL3hb6AmHystzj1j3S0Z9Km7frOOxHL5e68nx8LjsDQ2H2HOpkZmXBSJ1c6vNo3GDz3pbJv5Q0Y/Q76Wod4MXHtrJn8xFikQT+XA/zllVz/b3LUVSF7335MaLhOJ//2v2o2niv/ttf+gP7t7dww9tXcNM7Vk17vz/5r6fYtuEAt75nDVfdsQTtmGtKSsm+rc385tvPExmOcfO7VnPl7fVj38+WV/bzu4dewpft5qNfugvfcXPNsWiCn/znk+zd0kTN3BI+8k93YbNpSCn514/+hN7OycuqjmXWogo++qW7phx/sD/Ehqd2sXX9foL9YXS7Rl6xnxVXzuHyWxdPuk54OMa2DQfY/Mp+ulr6SSYMvH4XVbOKqL9sJrPrK7E7j/5eX/nzDn7//ZeZv7yat334anw5448zHkvy+++/zMbn93LFrYu46y+umPJ4LEvSfriHp36zkSMNncSjSVw+B+U1+Vx/30qqZh2trTYNky9+4IcMB06u11q/dibv+8xNJ10uXdBUlaRpEYhEsUbUwdx2W6pG1pLsbuuibSDIu1YvPt9DTUvSwnCCIGb2s2/gWyTMIKuK/pts+zxG9OIQbyHvrC8Q5lsPb+C+axfjcdmxLMmhtj5+8/RW4gmD+tmlzKwYr3cbTxr84s9bmFtTSGlBFi5H6kccjiZ4+NnthCJxKoqyyfa5xhkxu67x9usW09jSy0tbGvnKj57j7qsXkeNzoakK8aRBYDhKXyDElctmTHlUppUSHMjyOvnwPZdht2n84cVdfOHrT/C377+WmRX545J7ZlUVcN2q2Tz7xn6+9fB6PnLfWnJ9LhRFYTgS4/GXd7P9QDuFuT5uvXzepPscisT575+/yHtvW0FeVurG1N0/zK+e2krSMCkvzKLgmGSf6pIcVi+q5pHndvD7F3ZSmONjVlUBipI6T799dhvNHYOT7isdObSnnf/8zK9oPdSDP8eD2+sgOBBm//ZmNjy5k2vvWcbuTUdQVWWCEARA2+FeDuxsZdkVU08bTEZnSz8HdrYy0DM0bqJZSknLwW5+/B9/Zs+WJq6+o57V188ft+5wIMKhve1k5/swjps6iEUTPPydF3n8pxsoryngpnesQtePGmWbI3WTNAwTM2nS0zFIJBQnK89Ddp4XVVNQNRWbY3IvUUpJX2eQ//t/j7B1w34cThsevwuhCDqa+5CWnGA4pSXZt62Z7375cQ7tacPutOFw2hACOpr62PFGI7/7/su8/3M3c8d716GNjDfQF+LAzlZy8r0TjjO1XYuutgEO7GxlzpLJE+gALMti80sNfPOLj9LfHcTjc+Jw2+nvCdLa2M3cpdXjDCcI7A6dYQGmYZFMGPS2DxKNJMgt9OHLdqNqKpquYLOnya10mhT43BT7vfz7E6/wvnVLOdTTTyAS5dWDzbQPDvG7TbuoryxhdklGC3wy0uLbtkjSFnqG/th25uV+gmz7/DMWnllXX8OGbYfZsreVssIskobJgZZe+gNh6meV8s4blmI/LonlUFs/v3xqC4mkQVlhFiV5fhRF0N4TpLlzALtN4+rlMykrHC/CoCiCJXPKefDOVfz8T5t4csNeXt1+mLKCLBx2nWAoSkffEDZNZVZlIaUFk4s4yJH/CCHI8jp5760rUITg4We3818/e4GPvX0di2aUjM1l2jSV99+xklA0zsZdzXz2fx6jrjwPXVfp7A1ysKWP0gI/H71vLQXZnkn3+bbrFvPnDXv5wtefoLo0N+VttvfT1T9Ent/D9atnj9W0Qmps99+0jCPt/WzZ18qXf/A0s6sK0TWVtu4A4WiCK5fV8ezG/af/5Z0jpIQ///J1mg90UzuvlHd89BoqZxRhmiath3t44dGt/PL/niUUjFJYdm66NgQHwvzsa0+ze9Nhlqybxfs+ezMOp+3kKwKJWJLnH93CYz9eT26Bn/s/dQM1c4/WDgsh+Ox/vxPLlMRjSULBCN/8h9/x5ksN3PC2ldz+wGW4PHZsdh0xSXRilC3r97PllQay8rzc9+GrmLmwHFVViEYS2BwTby2Ne9r42hd+S0/bIEvXzWLZlbMpKs9JlWuE4nS1DdC0v5PsvLMTHhwORHj+0S30dgwyZ2kVd7x3LQWl2ZiGRSQcp7JuvKC5qin8/bffi2VaxGJJBruH+MY//I4dbxzizvev47p7lmN32rA5Lrx6x/LcLO5ZMZ+fbdjGF3771JiS0RuNrWPLDIaiuO02/va2K8/TKNOXtDCchhWhK7IeIXQKnKvP6LbrZ5dx45q5/PGV3ew82M5wJE5hro/rb5zFbZfPp7J44o2wJM/HF95/La/tbGLvoU627GslaZr4XA4WzSzl+lWzuHxJLW6nfcK6LoeN29bNY2ZFPs+8sZ8dB9pp7hoknjDwue1UFmWP1D1O/4eW7XPx3ttWYEk5Yjxf5AsPXse8Eck+IQQVhdl85v6reGlLI8+/eYAdBztIJk1ys1zcedUCrl81m/l1k6S+i5RIxG2Xz2d+XQl/3rCH7Qc6CA5H8brtrFlYzV1XL2LFvIoJ6xbmevnsA9fw5w17eGnrIbY2tOFy2FhQV8xdVy1kcDjKM2+kv+FEpjwhgCtuXcyqa+eNeTuVM4uomlnEt//pD2x79eA5GIokHk3yq288yxvP7mHGgnLe89c3kpPvm9b6lmmxdcMBHv7OCyTiBu/9zFUsv2rOuBAwjNQTawKXx46mK9hHjLLH58Cf6zlpuZKUkr1bmpASVl49l5vesQqHa2rDHg3H+ePPXqWzuZ8VV83hw/9wB/nFWeMM82gYV0o5IRR+Jgj0h+ho7kMogtsfWMvltyw+6Tqp86Ti9qhYpjXmgXv8Lnw57gvOYI7i0DXuWDKXheXF9A2HSZrmpJn1eZ7pKZxdaqSF4bRkknCyBV3xoCln9mK0LMmqhZUsnVNG0rTGEl1sujbW3eR4srxOrl4+k3X1tRimmdKO5WiHFLuunfDG4rDrLJxRwpzqQpKGdbQrixCpAm9NQT/FNHSf28FH71vLg7evAjGxzEZRBMX5fu67rp47rlyQ0p+FkWNVJ8y1Avi9Tr780VswTQu3005Rri91ngxrbI5XUxXsujalqEJlcTYfvHsN771tBaaVWkdXU8f351f3ntIxnk/0kVBbciQZahQhBKXVBdSvncmuNw+ftf2bI+c8Hkvy+x+8zLOPbKawLIcH/uZGZiwoPaHnJ6XEMlPz8o172vnevz7OQM8wdz24jpvesWrsIeBMEwqm5v5KKvNOuo/mg900bG/BZte45d1ryC/JmjT5xuN7a0phJ8JImMSjydSDZl3ByVe4yHHadOaWFkw69ZDhxKSF4QSJJZNY0kTK5NhN+0xgWSlD6bDrTFdqPJUUlCq5sJ/mKRIjxvlMST0e3d6Jx6OpCpo6vZCeIgQux/hlHTYdx/RWHxuXrqkTHgSsC0hxRAjB2hsXcmRfJ8/+LmWwZi6qwJ/rwem0odlUvH4X+lmsS9218RAzF5bT0z7I4z/dgKar3P9X17Nk7cyT/haCA2FefWonM+aX8d0vP05fZ4Arbqvn3g9fdVY8t1FG77cnMuqj9HUGGOwdRlUVPH4nXa0DJ1w+t9CPbpv4sPdWSImyp/49WcnWpcqF6jWfT9LCcApUbGo2UaOL4cQRPHrVGdu2POXS/gyXHAKuvXsZfZ1BXvjDFr79pT9QXldIVq4Hh8uGrqt0tPSTmKIm+C3vXsDerc10/sPvMAyLaDjBuz5xHetuWTStm1p4KMqvv/k8bp+DrtYBFq2u4+0fuQaPz5k2N8V4LEkibmAaFt/9l8cmjWAcy8e/fA8VdWe7ifKlSyyZpGcoTKHPc8YaP1xKpMUZU4WdbPs8kuYQg4kGit1Xne8hZbiEEEKQne/l/Z+7mWvvXcaWV/bTuKuNvq4g4eEo8WiSSCiGOUlG57GMNhE/9YiJ4Lb71/DG83vobhvk8lsWcd29y6btLRZX5rJodR1P/Xojbq+Tt3/kGkqqctPGaEJKqUtVFRLxJE0HuiatabQsi0goJcQRn0Q8w0iaWG9BWCTDUZr7Avzite18+KoVlOacvNNUhvGkh+FUnMzJ/hBzcz6CR586nTxDhrOFEAKn286M+WXMmF824fNnHt7E9778+MjCU28n0BciGk7g8kxMHJsKKSVltQX81bXz+J/P/4Ztrx7ktad3c/19y7FNIRl5LHaHzr0fupJYJMErT2znT794jfxiP0XludMKo54LfNku3D4Hmq7yX7/9OGW1E8scjjR08vFb/xtVVfD6JialBPpDRMITFa4sS2IaKYM6bQ3mSzgQJaWkKxiisbufYDSGJzL+WhUC7Jo2Jo6QYSJpYTgVoeK3zzxj27PpKjdfNpf5tSUsmlF6xrZ7tlk0s5SP3HcZxbm+CSUyFxpCCOZUF/Kxt62jIMeTVqopJ2KyG4VlSYYDERLxJJqunnB+rGF7M50tfdTMmV7ruFGikTizF1fwob+/nR//x5P85L+exDRMbnz7yrGM16kwTQu318kDn74Ry7TY8OROTMPiA1+4lcLyU1evOhuUVOVTWJpD4+42dr15iLLa/AnCIIf2tiMllNYU4PTYJoy7vamP9iO9lNUUjAv1hodjBPtDCAHu6SYXnf9Tcs6JJQ32tXezo6WL1xtbONI7wLeeewPXcQ9nQgi8Djur6iq4em7tBfPbPZdc2HfnKdA1lSuXzTjfwzhl5tYUMbem6OQLXgAIIagrz6eu/MIooJZS0n64l9BQlJo5Jai6yoj+OD3tA2xdvx8jaVJWkz/l/JyqKvR2BPjZ/zzNR754J3lFfkZVxuOxVNKby+OY1JAl4wZCCJZdPhtd1/jmP/6eX379OZJxg1ves2ZEKGDy/VqmJJkwyCvy877P3gzA+j/vJBKK8emvvp3cIv+k645mU0o5PQdMHrOgtI5ZZ0RpS1rHbGVUJnZkv/nFWSy7YhYHd7fx9MNvMmNBGTVzRkTYgf6uIH/44XqEEKy5YT4uz8RUvshwjIe/+yI1s0vIK8lCkHqoadjWzIGdrQhFUDtnvCD5uDFLyeiLCeOdZMzHn6cL3UvtD4V5+M1dbGvqIBiNE4kn2dnSNaE0zrAsQvEEL+07jMduY1Vdpj3g8VyUhjNDhlMlHk3y5G828vhPNlBckcucJVXkFvoYCkTYuj4lDefxO7nx7VPL6bl9Dm5420r2bW3ik3f8L7PrK8jO8xLsD3Fwdxu3PbCWez5wxaSlG6M3Z01XWbJ2Jp/573fyX3/za37x9WeJxZLc9eA63N6pvanRedW8Ij8Pfv4WNF3jpce38dVP/4qP/OMdVM4sQjkmjGkYJu1HehkaDDPYM0xP+8lVnizT4rVndhMNx1PKQR0BAA7sauP5328et/3sfC/LLp89ZoxUTeHO96/jSEMnbzy/ly9+4IfUr51JcXkOA73DbH65gcHeYVZeM5dr71o2aQZzWU0BQwNh/ua+b7Dsytlk5Xnpaunnjef3kIwbzF1SxaLLxj8w93YE2L3pCEbSoKd9MFUnaklef3Y3B3a2jlt2ztIqyqrHP+gl4gYdzX0MDYbpbR+kr+vkMoXpSkmWjy/dcx1SSl7ed4RvPPc6//3uWyg/bo5TStjX0ctnf/Unntp5IGM4JyFjODNkIOUY1s0v5bIbFnCkoZMNT+4gFkmgqAr+HDcLV9dxxa2LWbS6dspt2Ow6C1fVsvbGhfz+hy/TsK15TDTBn+0mGTdIJoyT1jwKRTCnvpJPfPkeHvrKH/ntt1/ASJrc/YHL8WVN3kT96HEIcgv9vPdvbkRRBM/+bhPf+ZfHePBztzBzUfmYNxUKRPi3T/6Cpv2d0z5Hpmnx6tO7aNzdTn93kFgkAcD6P+9g/Z93jFt2/vIa6tfORDumA4jDZeej/3w3ZbUFbF1/gDdf2Ec0FMNm18kv8XPZ/Wu4+V2rKanKm3T/VbOKWHfTQl58fBubX24gOBBGCEFOoY+5Syq554NXTpC+6+0M8NzvNtF2pJeBnqGxudCf/vfTE7b/iS/fQ1lV/rgwbm9ngH/96E9oO9w77fOUrqRqrEc6xKjK2GubNtEMLK4spio/h/7QyXV6L0UyhjNDBsDutHHFrYtZsnYmvZ0BhgYjJBMGiiJwuR3kFvnJK/ajTiFccf+nricWjlM7rxRvlouPfPFOOpr7CQ9FAXC57eSXZmOfQvv1eIQQzF9Rw9/8xzvoaR/E7rShn0LZQE6Bj/d+5iZWXTcPJGTljZdadHmd/OU/3kH0uGSbihmFU4aidV3jwc/dQnAgxNBghEe+9yLbX2vkunuWs/LaueMSc7xZLtRJ5oL92W7e/pGrufK2evp7hkhEE2i6hi/bRWlNPk7X1ElVpmExf0UN85ZX09U6QGQ4BkLg9TspqsjFnz1RPKV2Xikf++e7CQ6EOdLQye8eeonutgE+/A93UFA6XjWsenbxhLnPnHwvH/3S3cSjiXHv18y5+HtUClIiCRkmkjGcGdISKSWmjKEIDUWcmx+voij4czz4cybX8z0Rc+rHZ4Of7naORdNVauaUnPZNOivXw8qr5076mc2usWh13SltTyiCgtJsCkqzkVLS2xlg+2uNVMwoZOXVc6etUGSz65TXFlBee6rqPalwdm6hn9zC6ZVQOJw2SqvzR/7y2PH6QXo6Blm0uo7KmSfPJ3C67dRfduHlS5wMu66R73WP60V6PG67jQVlmVraycgYzgxnHCktptvZJjW3Z4FQJizbE3kVl16C3zYnLTJDL1YsS9J6qJv2w73Mrq8kO987rfM9a1HF9LNY0wBvlpuqmcW8+WLDaa1vmhZN+zvpbhtk/vJqvFmuC/a6XFVXwYqa8hNqZv/P/beewxFdWGQMZ4a3TMIM0h76E2WeW0EIeiIbsKSBKmz47fNImAHcehmB+G50xYfHVs1Q/AA++2y6wy9jkcRvm03U6CTbPp/hZCOKsJO0gvRGjjCU2E+x6xoSVoDuyCvYFD+F7ivRlUyT3TOBkTT4xf8+w+aXG3jnx6/j7g9cgaqe2CCMikZcedtiCibRnU1HFEUwd1kVyxtmT7vTzLFEQjF++t9PsWvjYT7wd7dOu+9qOqIIgXKS7zjD1GQMZ4a3hJSSYHwfpozRF92Izz6HhBkg27GAztDzOLUSIkY7djWHocRBHGoBTq2YUPIIloxjygj5ztVoipuuyIt4bFUMJw6hKakkGK+tloQVJGS04NPrAIFLL0cVma4NZwrLkvR1pZJ9ejsC0xb99mW7eN9nb0bX1QvmJjxvWTU1c0pOmKE8FaZhMdAzRCwSp3cko/hCRUqJNdLwAlIPQqZl0ToQZE9bN16HnUUVxfic9gvioehckzGcGd4SFgkS1gAFznW0h/5EgWsdXtsM+qJvYsgwAHGjl4QewJJx4mY/CSuIJZOAwkBsG0OJRpxaIaYVI270kbCGUBX3SOh25EcrLYTQUNDQFS+KODsdP841NXOKCQ9FUyo/p3h/yinwsmh1HR6/65QSh45Ht2nc+f7L2Vi+h6vvXDJt9R1FUc5qN5NRCkqyWLpuFrVzS9+y0L5u0057G26vg9vfu5btrx7kiuOadF9oJE2T9fubyHG7WFxZjGlZPLXzAF9+7AViCQNLSuaWFvDf776F4qzptbS7lBAy01PmjBIxEuwLdtIXC3Fl0Szs6pl5NumMBNkb7KTA4WVuVjGqSI/uDklzmOFkI17bDAKxnXhtM4iZPUSSHShCx2eroz+2FU04iVuDxI1+vLZaNMVNjqOe3uirgMCplRIzupEYxM1+vHotEknc7ENKgwLXOkDQHXmZPOdKnFomaSFDhtOluW+Qv3/kGZZWlfKJ69fQGRjm879+El1TuWZuLQPhKI+8uYv3rF3Ch65acb6Hm3ZcVB6nlHKkdVBKLWREI2Tk09GQBOPCE6ezDwBDWghAFUqq1yapTiy6olLmyqYp1M+BoW7mZZWQtAxUoYwtOy5EAlhIxIh/ZUmJKS30kfo3a+RAvLqDYqefA0PdlLqyyLK5SFrmyHZP/3jeKpriJss+D4FOrnM5INAVLy6tbCTcKijx3IhlxYgYHQyLQ+Q6lqKrPhShU+C6AkvG0YQLr60WKVMdSFKZtBJLGoBAFQ4kJnY195wfY4YMZwMpJYa02Nh3mD+17aIvNkyh08f9NauY5Ssa+z33RIf5/sFXaI0MUuz08fcLb0UgaAr387NDr9MeCVDny+eBmtUUOHzTug/0DIVp7Q/y8evWoAhBY3c/g5Eo//3uW5hVlE/CMNnX0UNDx5mrXx2vVCU56rKN3kFT92chRmJNaRwivqgMZyAc45Wdh9h8sI2m7kH6gmFCsTimaeG028j1uVhQVcTqOVXMry6iwO85aXujydgx2Mb67kaSlsnbqpayfaCN+pxyXuo+wFVFMylxZZFr99AfD/N85z4ah3vx607uqFjElv4WftL4Ou+qXkHETDA/q4Q/te1ifnYpft3BK92N2FSVJTkVVHtz+dXhzfTHQ7y/bg0lLj+NQz0kLIPXeg7xSvdBIkaCD8+6nDJX1pk/odNACAVBKtFCMFI2IjTUcd1PVVTVhldx4dGrUcRR+ThV2FCFbXQpEOOTNpRjXgs08pyrTpqpmyHDhYBE8lLXfn7QuJ7byxczz19CZzSIdlw06ceHNtATG+bDMy9HGck+bwr18887/8jq/FpuLF3AC537+H/b/sDXlr8Dj37yBgOReKouNcedCrX3Docp9nspz0kletk0FadNR5+uaP40sKRk0/5W1u8+wqHOfjoHhgiGYySSBrqmkuVxUl2Uw7IZZaydV01RjhdHmtaRXlSG80hXPz94ehOtvYEJn0UTBgPDEQ629/HHjXtZUFXMu66q56pFtafU1NaSkoZgF3eUL2JvsJPDw30Y0sTCwrSscXKWw8kYvbFhqj156IqKYVlcXjiD9d2NXF08i6c69mAhSUoTS1psHWhlTUEN2TYXB4d6WJhdynUlczgS6qPam0cwkSqmT3mgdupzytk52H7B9BxVhAbirV1yF8vcZoYMMdPgle79XFk4i3srl2JTNBZRPmG55vAAawvqWJyTkr6TUrKx7zAe3c4D/3977x0n11Xe/7/vnV53d3a272q1faVV79WyZMu914BjwEBIAqQA+QFfkm/gmziQEBLAISEQTInB2Ab3KluWbKtLVq8rbe+9TZ+55ffHnR3taNus2q7MvF8vWdbu3HPLnHuec57zPJ+nZDVmnYFKZxaf2f1L9vfUsymnctJzi6KgbYVImocnGJFwWswxT1jHoJfGngH+aNWCy3a/kqzw7PtHeO9Y3ajfBcISQ/4QTV0DvH+sjmffP8rda+Zx39p5pNlnTl3ZYWbGRtllI/7hioKAzWzEnWLDZjbGfhuRFA7VtPK9599n6+GahKMIQXMluIw2jvQ1U+/pIcNspzvo5Xh/K83+PuwGE30hHx2BQUyiHpNOT7t/kK1tp1EuOI+IwJnBDpq8ffSH/RTaXBzvb+XcUBcGUYdOEOkMDKJERbSbfX14IkEAiuwZBOUIg5FAcv2VJMk1iKTK9IX85FnTMIrjTyhlRYmLaZBVle6gh1xLSuznTqMFl8lGi78voXM7zCZMej3P7TtOW/8QgXAYURTwBMOcaOngibd3UZqVzk3zrqz4g8mgJ91hJdVuiavC0tIzyM+37Ocnr+8lIs28GqwfqRVnqs3MrcsryU6zM7cwC5fDil4UY6HWDZ39PPPeEXacqCcUkejo8/DLdw4wOyuNsjx3QrMaAYG1WSWcG+pibmoOmRYnqUYrOkHkvsLFOPRmmn19ZJodzEnJwaI3cG6oixtz55BqtBCSJRRV6whL0mfRFfDw5xUbAJhtT6cpahzLnVmIgohZb6TQ7kZFxSuFKE/Jwmm0oBNE8m1plDgyyEpwXyNJkiQzBxEBo06HXw7HxT1MepwgYNIZ6Ax6YpN+WVEIyBFs+sTqwBZluFhTVsibx6rZerKGsCQhKyp7a5qQFQV/OMJst4vXj57hkTWLL/oeL7zuZeUFzC/KYd7sbGZlpmHU6xAFbfXbN+TnnUPneHHXcboGfQRCEV7cfYL5s7O5feXMEkH5SBnO4px0/vyO1eP+Pt1pY86sTJ58az9Pbz9MMCxxrrWHPacbKc5JR59ALpogCNj0Jha5NJdKUI4w2+6i2O4m3axJrBXa0wnKEQRBINVoZbl7duz4em8PBVZNIzPD7CDDHJ/EX+qMlyErdWQwEA4gCiIL0vJp9PYCYNLp49pNkiTJtYVJZ2Cxaxa7u2qodGaTZ0vDGwmRYbJj1RuRVYWIIiOrCmFFxi+FEQCzzsCclBx2dJ3j5GAbedY0TvS3EJIllqYXTnpegBSrmS9uXk1pVjonWzuJSPKYnwuEpct2vwa9jkc2LRn392l2KyW5bhaW5PB/f7mFXo+fiCTz7AdH2bioFJt56qIVV4o/yHSUuvZe/v5/t3CysROAm5dW8PWHN5Jqn3pOmqqqKKiICKMK88LoyDBJkVFQMQiJVVcf2c54bSZJkuTaQ1VVOoND/KZuH/XeHs07hsAnS1azMK2A6qEOXm0+ypttJ8g0Oym0uTCIOr618C5CisQLjYfY11OHXtChqAo3583jtrz5Ux4fhsUQxkKAKcWAXA4ikswPX9rJb7YdAiAz1c53P3s7C4tnjrD+R2rFmSgFGankuVNihrNrwEswcnEzK0EQ0I2xyzhe5x1ZZinR9idrM0mSJNcegiCQZXbyZ+UbGAj7iahaelm6SfNczbKl87GiFbQHByl1ZHJL7jxEQUAniNj0Jh6avYwbcuYQViTMOgNu08UVFRAEIZbSNhPQ60RWVBTEDGcoItE54J3mq4rnD9Jw6nUiVpMxmnsJvmjKSpIkSZJcTQRBwGYwYRsjhcSqN2LVu7gtbz6KqlLsiC+ybdIZyJ2mNLQrjc1sxKDXEZFkJFnBd0FZt+nmD9JwCoKgyZtFLaesqFOKrE2SJEmSq8W6zDIiyth7kB9FxvKsKcrMWthMaDiHjUkwLLHrZAOHalpo6R7Ucn5sZnLSHCwty2dZeQG2aIHeydyJinLen675z4WEXJCKqqIo543bcDmc6XZfDj+jUETmTHMne88009zdz4A3QERSsJoMuFNszM5ysbA4h9JcNyaDPqaQMVZ7qsq4ew6JIg4rcIw4x8hnP9bvh/c6VFX7bgRRGBXpp6oqsjLx9ycrCpc6DxGjk5vxnlEoInOutZuTjZ00dvXTNeAlEIoQlmSMeh1Oq5mCzFQWFuewuCQPqymx/jkRw/fe0NnHrpMNnGnuot8bQAUcZiMup5WibBcV+ZksLM4Zs5Dzhe2Blt9W09rDzpP1VLd0M+QPafUSU23MKchi9dxCclyO6DNJbF98+HuEiZ/lRMeB9p5NdNywWpc3EOLg2RaO1LXR0e9h0BsEQVs55LqclOSms7A4h3x3KvpoUv2YA+SI93wq44MaPW740kVxfPWZkX34Upjs2Yx33vqOPnafrOd0czcDPi0322424nLaKMpOozI/kwUj+o9ZZ8Csm1wIQFVVJFnhTHMXe043cra1B48/iCgIOKwm3Ck2irPTmTsrizmzMif9Xv2hCO8dreVIbSsd/R4CYQmb2UiOy8GS0nxWzZmFw3J+pRwbOwQS7qtXiuFnXdvew44T9Zxp6sIT0Iq2pzttlOW6WTO3kJLcdHTRzIuRfW+i/gMTGE5VVfEFw7x/rI5fvH2Axq7+uIEXtIfz7PtHyHWn8Mkbl7FxUQkpVvOED+yX73zIk2/tQ1ZU8tKdfOvRm5hflDPpg3jvaC3/9Nut+IIRAL7/p3eyak5iEWRXClVV8fhD7DrVwFPvHqS2rRdJUVCVeEmC4Y4kiiKZqXZuXlrOJ25cRorNPKrNiKzw1NYP+Z8391/Std25cg5/8+D1mEaIf//Hyzt55v0jqCrct3YeX7rvOgz683uurb1D/NPTWzlc20aqzcyX79/ATUvL49o9Vt/On/7weQBcDguv/L/H0Ovi920ff3orbx6ovqTr//TNy3nspuVx1zfMloPV/PT1fbT0DqJEjfSFE43hTq8TRXLTnXxs4yJuWlpB2kUEgA3T7wnw0zf38ureU4QiUtxATfR8ogBpdgsvf+sxrJNEASqqSnVzN0++tZ+9ZxoJRts83x68IpzCZNBx95oqPnb9YnJdzklF2M+0dPP4b7ZS265FYH/utpV8avPyCUXkFUXhWH07jz/9Li09gwhAtsvBdz97B2V57nGOUekc8LDlYDVPbztMvzegPRM1/rkMD6I6UaA0z83D1y1k85JyLKbRxuDNA2f4zjPbkGQFt9PK1x7exPp5RRPeL8CBs83842+20j2oFRb4xsc2cceKsVMYJFnhhq/9hPA4kaSJYDbq+Y/P35PQ2DVMn8fPT97Yy+v7Tk/cfxxWrf+YphaU09ozyI9e2cUHx+sISXJ8X+L8RLkoO43n/vbRcdsJRST2Vzfxgxd30tTVP2oiLAgCL+w8TmGWi8/euoIN84vpHfLz+G+3crimjfI8Nz/78kMYx3h3rxY9gz5+/vYBXtt3Cn8oMupZvC0K/PTNvdy8rILP3bqK7DQHL+85wb/+/n0UReVfPnM7180fv9+Nazg9gRD/88Y+Xtx9Al/wvH9ZrxMxGfSEIxIRWUGRVRo7+/nnZ7dxvKGdz9+xBneKbdwTSrIcGyBCETlhF6miqgTDEqFoEI88A1yr7X0efr5lP6/sPTVuODdo2oyyqiIrMq09gzy9/TDr5xWzqGSsKDFt1hi6yGClYSJj7NlGZIVgNLx8rN+rqkpYkglFJIIRCVkd/Rnte9PaCEXGvueIdOnXL02w57z9aC0NnX2jJidGvQ6DXo+sKISiFR4UWaaxq5/vPvce1S3dk/bP8ej3Bnji5Z28uvdUnJE2GfQY9TrtnBEtFy4iK5NqOUUkmQ+O1/H9F3fQ2jM44j4ELEZ9rL/LqoI/pPDMe0c40dDJF+9aw9LS/AmNp6poijCxd2WS/XtV1d7hH7+2h7r2XlQgI8XGn9y6kqJs17jHHK1v4yev7eXDc80TruAUVQVVRVbgVGMnv995nCWl+eRnpIz67PBzHH4HEnXRDffL8/c8sZ5WMBwZ8x1IlGFd6UTp9/j54Us7eW3f6bgxb2T/CYaj/UeSYYpqYF0DXr79zDb2nG6Mu0aTUY9Bp4s9T1lRJhyrZEVh96kGvvf792nrHYr93GY2xiadnkCIQV+QmrYevv3bbXT2e6jIz6S6uVv7Di5hQnI5GPIHeeJl7VkPoxMFXA4rFpOBYFhiwBsgGJZ4Zc8p2ns9/NU969h5soFASFuYjTX2jWRMw6koKr94+0Oe++BobFZWkJHKbSsqKct1x05e19HLm/vPtaDEbgAAM4JJREFUUNfRR1iSeWXPKQTgK/dvwGIyJOZiSfRpzCBUVaV70Md/vbqbtz6sRo6+3FaTkXXzZlNZkEm6Q6sO7w9F6B300djdz8mGTtr7hiZsWyeKrK0qwmw04AuG8QXDBEIRfKEwg94gZ1q6GPRp6kGpNjOVs7JwWk3YzEYsRgM2sxGrycCcWVkxl9jV5vaVcyjNdeMLhvGHtD++YJh+b4DTTV2xiVhmqo3S3AwcFhNWswGryRi7/iWleRNWp0cAp9XM/MLsaDJ1Kg6LCb1Oh6wqeAMhzrb08PbBalp7h1BUldf3nSbDaeMzt66c0mxYVVX2nmrkvWO1scEy3Wnl/nXzqSrMxqDXoSgKoYjMoC+INxgac6U8sr391c088dLOmNG0mgzcuLiMlZWzSLGZUVRtMHz/WC37q5sJRSRO1Lfzvd+/z3c+fRvF2a7L4gpTVQiEIvz4tT0cPNeKGr2WhzYs5PqFJWP2IVVVqW3v5Z+f2cbZ1p7Yz3NcTlbPmUVJTjpOmxlZ0bxW7b1D1Hf2caqxk35v4JKv+VIRRYEv378BbyCEPxTR3rNQmEAwQnv/EKebumKfrcjPIDfdicVkwGYyYjUbsZqMOK0m8t2jDf9YqKrK7lONvH+sLmY03U4r961bQFVhVqz/BCMyQ74gvmAIg25q/fPN/Wc4VNMS+1luupOHNyykKNulvROyQjAiMegLTjgpHfKHeOa9IzGjaTLo2LSolJuWVpDusKKi6dyea+nhlb2nqGnr4Wdv7qeiIIOBGfDdqqrKtiM1bDtSE/tZVpqdT9+8gpKcdG3RJ8n0DPrYfaqBLR9Wc/BcM//83HaauvoTPs8ow6koKu8cPstLu44TlmREQWBt1Wz+zx9tIt1pw6ATYzmF6+cVcefKuXz/hQ/YergGWVHYcvAspXluHly/MDFBgYQvdeYQDEv8bscx3jl0VpPDEgWWlufzV3evZ3Z2GgadTtufEM772qXoSq6+s59tR2rGdFOB5taaOyuLyoIMFHXkvpNK75Cfbz+zjb3RWeWcWVn8/SObcVpNsf3IYXfPdO4xrKwoYHl5/vnrj7rv2vqG+PtfbeF0szYwraws5C/uXqvJIQoXXr84rmuxPM/NiooC1sydjcNiwmjQo9eJcfuxqqqyaWEpd6ycy7/+fjv7TjcRlmS2H6tlw4IS5hYmXpbMGwyz/2xzbMLiclj42oPXs2FBCQb9+XxcNfo9yYo67qRFVVVaewf55TvnNZULM9P4q3vXsbJyFmajQVNSiX7vNy0t560DZ3ji5V14AyHOtfbw/ec/4Hufu+OyCGCHIhI/emU3247WICsqOlHg1uWVPLJxybh9tHfIz/df2BEzmka9jrtWV/GZm1eQYjdj0Om04glRF/rwKicYkThS08a5tm4M+ulT+xQFgQfWL4h9X8N7c4qqsv9ME1/+6auxz31y8zKum18c65cj++mEE7sReAMh9p9tYsg/3H+sfO3hjVw3r3jK/Wcseof87KtuinmAsl0Ovv2pW6ianR3bvxtuX5kgZ1NVVeo7ejl4TjPAggDr5xXz1Qc3kmIzx7WzrKyADQuK+ckbe3n74FkOnm2ZEYug4e1Ff3Tl6LCY+OYjN7G8oiDumSpR+7VhQTHffmYbJ+rbp3T9owxnR7+H53ccZyA6SMwvyub/e/B6stMco3IKDXodWWkO/uKedQz4guw704QvGOb1fadZUaHNPCdjJjzsqaCqKmdbu3lp1wnCkowgCKyomMXXH97IrMy00QcIAjpRG1ysZiNpDitLSvPGbX844ldk9IwzYIqgHxFwohMFbaU2gxQ1QEuYHuu1t5qMcdVoDNG0IKtpatf/mVtWTvoZQRAwGvQUZafxwPoFVDd30+8N0NozSGNX/5QM55AvSPOI2eiColyWlRdgvKB49PAe0kQxQYqq8s7Bc3x4VhucHBYjf3LbSjYsKIkz/MO5dQ6LiQfWL6DfG+Anr+/VKkycbebtg2e5a3VVwvcwFoFQhN/tOMrLe04gKyqCILC2qoi/umf9uEZTkhXe+rCawzWtgKYG8+D6BXzx7rWjDbmgycoNb+/YLSZuXFLGjUuurP7pZAiCMO6k3nzBfZuN+ktWrBn0h2juOu+OX1SSy7Kyi+s/Y9E14KVrRJ7jxgUllOVnjIo9GO5TE61lj9a1x9zuRr2em5dVjBKGGX5+szLT+NK919HZ740Z2+mmo99DZ78n9u+l5flUFGSMmoiIgoDFZOC6+cV4A2G+9/v3GPKHEj5PXGuKqnKioYPqFm1FYDUZuGVZJTmuibVQc9Ic3LS0PBZhVdPWw/H69pgL86OEoqpsPXSOniEtCMFhMfLgdQsoyEid3gtLMiaCIOB22nBGA7EC4QjeQGhK6UdhSY5F5IG2/5diu7ggI38owit7T8b+XTU7m+svMJpjccfKuRRHJ6IRSWbbkZrYCuZikGSFHSfqeXr74djsfGFxDl+8aw12y/iGYtjFFQhrx5Tnubl37by4ILQk8YQjEt5gfP9xWkcHBl4svlA49n0IaG5ay0V6I3qjwVWgTcxz050Tft6dYuMTNy6dMZ5DfygSi+MA7VlP1Dd1osjqOYUsnmAxMxZxhjMUljhS1xazvNkuJwuLcyd1G4iiyNKyfDKiQRehiMyB6uZLilqbqUiyEuc/n5WRxuq5s6c9LSbJ2KiqSveAl6GoB2U40nYqyIoS68vDK9mLqeMKcLKhg+bu86uPGxaVT7qiEQQBl8PC6jnRslJAQ2c/DR2J78mMRFVVzrZ088TLO+js11YqszJT+dPbVlGckz5uX1ZVlY5+DycaOwBt0FlWXkBhVlqy/0/AyICcS+0/YyHJSiwATBRFjHr9RX8fRsP59agKCQX5LSzOJSP14lSLLjc6UYh7tmFJnjSIy+W0xmIVEiVuBAmEI5xu6oz9OzPVzuysMdyPY1CQkUq267xg+fGG9gmjt65VGjr74uSfllcWYJrGsOsk4xOWZA7XtvH09sOxoJSMFBs5LsfUBpbLuJ/w4bmWWHUcURBYVTkroeNMBj2VBZmxoKZej4+m7v6E8mW1gUP7oKqqNHUN8M2nttDaowWApNktfOHOtaysnDXhpEJRVc61duOJTqztFiNVhVlTnoj8ITL8PQ3rrlzexi/oopdwgpHbTZIkc6SmbdLIZpNBR3HO2NHXV5tUmwWH9Xxu6dnmbga8gQk9TKIgkO9OmdIqPa7HhyMSzV0DgLYxnJFiSzgAQRQ0n/fweNTWO5SQsv61Nk+ta++LKxxdlptYObIkV4+IJHOqsZNfbDnAP/zmHQ7XtgFaH50/O4fy/MxJWrhy1LT1xAbRVLuZVHtiLjtBEEi1W2IuZ18wTPeALyGX85G6dk40dKCqKu19Q/zolV3UtWt1G81GPY/euJQbF5cmJF5S33m+3qPZqCc3PVnS7qPEguJcXA5tGyIiK7x9qJpTTV0TrtoEBOzmxMqZXWkyU+2U57ljgVvn2np4bd/E6YKgbUtOJSAr5vwdjuYaCmguLVEQSLVZJkyavpA0uwUBrbaarKh4/EGyZsgS/nIx4A3ETe9cdstF7eWOTEhOcmkMG4+IrHC4ppVX957iREMHbX1DcS9MYVYaj928PDYwTMd19nvOh+xfWLx3MixGAxajPtoW+EIhJEXBOEnhgAPVTbT1DnLnqrl0DXjZcaIORVXRiSJ3r67i/nWJVdRQVVVTBIqiF3XYLaaL7P+JqRkluXoIgkCuy8EdK+fy622HUBSVc609PP70Vh5Yv4DNS8pwWMyx1c7wN6fCtKW+XYhBr+O+tfPZfqyW7gEfkqzw9LbDdA14uX/dAsrz3FrQlBC/aBMFcUqLuLhd02BEilXbFgQBs2lqG/5WkzGm/wokFKV0rUXVegPhuGt+/LfvYjZOPTDCbDTwqc3LuGHx9EYYXuvIikL3gJe9Z5p4fudxzrX2EJakONeYw2pmWXk+f33vevLdKdM2WEuyQjAaxAGaIZzK26rX6+Ly+wIhSdvbmmCrQBS0qNbmrgH++7U9qGgrR1EQ2LiohMduXoHDYko453qkGErXgIe//vHLFzVoptktfOvRm8hNTywXMsnVwWTQ88imJQz5g7xz6By+YJjqlm7+5bnt/OjlXZTkuijMdGkBTjYzFqMBg14X2yufCZTnZ/DNRzbznWe20dHvwRsM8/KeU7x5oJqsVDtleW5y052k2izYLFpUf0NUiyBR4kb8+Dw44mSKEuHCz0/2Qk2s7TEzMRl0I+cGtIxQfZkKFqMhlheY5OLo9wbYeaKe53ce51h926j9vnSHlcWledy4uIy1VbOxW6bXnXShh2GqeqnDOsbDaDquEx/jtJpYN6+IQzWtcUowVbOz+PPbV0/JIyQQHzwSkRUaOi8uQMnttBIeR3lqmKjgUJKriCAIZKba+dK911GRn8nWw+eoae1h0B9k0B/kUE0bh2rapvsyJ0QQBFbNKeQ7n76Nl/ac5HBNK41d/YQiEk3dAzRF86cvhZjhFAQBo16HyaCPRlKpBEORCQ4djS8UjltCThZyPVwy5lpi5MbzpaDla02fmyqRSdEkqlPTipbXuIc3D1SPSsvId6ewcVEpKytmMWdWJi6HdZquMh69TozLjwyGI1MyDBFJJiKfNzaJ7MuoKiyvKGBVZSGPP701VnfWZbeS43KiqmriK3Dh8u1liSMS88dDUpS4+01y9XDazDx03ULWVs2msbOf2vZeatp66Oj3MOQL4QkECUUkwhFN2OVS5AuvBDpRZH5RDrOzXTR19VPT1kttey9NXf30Dvnx+EP4w2HCYZmQpN3HVCQU41acep1Imt1CR78HWVHpHPCiqGpC+zCqCu19Q7H9JqvJgHMSIxOI5txM6eWdZrScVmIThK89tJEbFpVOelxElnnmvSM89a5WnNWgFy+L8svFEpGlCdf7iqLO2DxcRVF5fscxnt95PDbxMhv1lOamc9/aBWyYX4zNYsQ4QpVlppA5YoXXNeBN+BmrqqYROpxPqteJpFgtk0a0RmRN7PvWFeUM+gL86JXdBMIR9p1p4omXd/K521aRapu4MMMwoiDERc67U2x885HNVORnTHCUxoAvwD8/u51DUeEEq8kwqfJOKCLhD0auqfHho4QoChRkpJLvTmHVnFmEJRlZVmJVRLS5t6Y5/sRLO9ly8NIKO1wJHBaTVg2mIIuILBOJit/LUZWmYS/OoZpWvvvcdno9/oTajTOcZqOektx0OqLKCz1DPvo9AdKdk8/Yg+EITV0DscG4Ij9zlDLGhXiDYboGvAm9GBcKVeunKQS+Ij8Do0EfEwPuHfIllMMUCEfiXHNmgx7HBInmVxpvIDzKDzbSNSbJSuweRzJyVpao5NjlZigQ5Nn3j8aMZr47hcduWs7mJeWx5P2ZOtDOK8zmnUPnYmWbGjv7E6qwoagKXf3eWCpImt1CXsbk+7XD4t4GvY571s4jGJH41daDDPmCvLDzOLKs8LnbVpHutE7alk4UqMjPQCcKcTKSifT/sBxf0CHFZp40by4Ylugc8CAryigVnAvRauqe/7deJyJcczH7MxNNKUg37ncQikjTWgllMobV2EyiflwxBIc1fp9/sr4TZ33MRgOVI0L1uwe81EVLE01GTVsPPYPnN4gXFuck9DCP1bcnpKbf7w3EGZ7p2q+yW0xxz+hwbVtC7uaIJMfth6bYzOS4JlbluJL0efxc6K2V5POuwLAkMegPjkp3GJkQre13Xf3Bqaa1J1bHELQSZPeunRfr/DPVaAIsLslDN+L6dp1sSOi4QCjCsfr2ESLzNmaPJfF4AVJUfB604L0H1i/gU5uXxcSuX95zkv98dVdCgXyCIJDtcpITVZPxBcOcbe1JyO3f5/HHZDxB0+cdT9ZvJMP1SSfD4w/GuXVtZsOUMgKSXDyqquIJjIy2FqdtYXOx+IPhmPdHEJhUSznut0a9jkUluTEFoI5+LVpR24sZ/+UISzI7T9bTFZVrSndaWVk5C0MC0XYfHK+je2DiiCxZUahp64mlFtgtRqzm6XFz6kSR21fOiZmL+o4+jta1Tfh8VFWl3xvgaN35TfVcdwp5CVZXuBK09AyNchMGQpHYikZWVDr7PaNWnSOrW0zX5GXQF4xbXayec+0oN5Xkpsfp5G49fC7mdRkPVVVp7Rlk58l6QFv5LS7JS6j/KIoajTLW2ndazfzRhkV87rZVGHQ6wpLM6/tO8+/Pv0/v0OR5obkuJ0tK8wEtOOhIbSttI7ZoxruG2rbeWGUgvU6koiAzIQ3Yg+daaOrqn7T9xq4B/NGIX6vJMO2BYH9IRGSFmrbzCyyH1TSt8RtTRVVVmrsHYtKTZoO2Mp1oTImzbIIgUDU7m6Vl+YiCgKwovLr3JHtON467cSorCntONfD6vjNEJBmdKLB2rlZaK5HBrM/j5z9e3kXvkH/Ml0NRVY7Xd3C4ti12DWW5buzmxELoLzeCACsrZ1E1OxuAfq+fp7YepK13/MHDGwzziy0HYlG0FqOBe1ZXTat7o8/j41TjeZUoRVVp7R2KuekBTjZ2jhoUz4wouZTnSpmWWX1Gio2R7+W5tu5JB/yILNM96J12NSuTQc9D1y2M5WM2dQ/wq3c+ZGiM1T2cL2H3xMu7Yv3HnWLn3rXzEk4DUS9wY1pMBj6+cTGfv3M1TquZiKzw+v4z/Fu0BuNEz9JuMbJxQUlscn24ppVX95yMS1O58PobOvt4effJmIZoaa6b5eUFCcVODPqC/Nere+jsH3tyMVzibM/pxliASkFGKi7H5K7nJOMTikg0dPZNqussyQpvH6yOedMEgYT2vK80WjUpH+19Q0iyMu49qKpKY1c/u081xLxp2S7npIGtoxy+aXYLD29YyNG6Ntr7PHQP+vj+CzvoGfSxtmo2WWkOdKKIrCh09nvZfaqBp7cdprVXe3AFGak8sH7BKEX9sdCJIioq7x+r1UoTrapiXlE21mgtz2A4wpHaNp569xANUcUSnSiwtCx/whtTVZVAOEIgFNGiviSJUEQmHNH+DkUk2vs8FxXqLggC2WkOHly/gNaeQfq9AfacbuT7L3zAfevms6AoB7vFhKqqRCSFc23dvHngDG9+eCbWxvp5RaysLJzWF9tiNPC/Wz8kK81OQUYqPQNeXt9/OtZ5bGYjnf0eXtp9ks/esoIUmznWwYYpy3OPuxegKAqDvqBW7zAUxh8M09IzGCeWfrEU56ST7XLGynL99I19qCosKM4hxXo+0CUckejo91DX0Ud1cxc1bb388Q1LWFg8VgFxje5BH2eaO+Pc7x19nthsFFWlpXuA7UdrxmlB2x9ZM7dwzD1+URRYPbeQDQtKePvQWSKSzKvRQuh3rpob20NXVRVvIMTRunZe2n2CfWe0UnIGvY5P3LCE0tzJKw9NhNmo5/71C1BVeHLLfnzBMG8fOoskK3z5/g1xQUBx9yYIrKycxeYl5Tzz3hEissJvth8mGJG4ZVkFRdnpmI3a9fuCYU40dPDb9w7HvC1GvY5bl1dQlD25vq0oCggIfHiumX95bjv3rZ3PguIcrYyeIBCKSJxp6uI32w9xokHTzxUFgarCLLLTxr7+YVRVJSTJeP3BaD3OCP5ghJPRdi6W7kEvp5u64rw57b0e/CFtYqGi0jRZ/xEE1sydPebEuq13kLMtPXGpfNUt3bH3dliHeKL2DXodq+cUThhYdqS2jR+9souK/AzmF+VQnuemICMVm9mEIGgT7e4BLztP1vOzN/fHjtOLOtbPKxq33WHCkow/GI4WH5cJRwuvD0fpnm7qmnI65EiCEYmfbznAudYelpXnM292NkXZLtxOG3qdDkHQJgfVzV088/4RjtSe9wZW5GfEBfGNxZg7pfOLcvjCXWv5zjPv4gtGaO4e4ImXdvLCrhNapQmriaFAiN4hH83dA1qgCZqL5PN3rk24ZFNBRgpZaQ4Onmthy8GzHK5tJcflwOWwodeJ9A75ae0ZpKPfE1ttFmWnc/3CEkyG8VdrwbDEf726h6N1bciygqQoo/6+lBxKvU5k06JS6tr7+M32Q4QlmW1HazjZ1Emuy0m604ZOFOn3+uns99Dae17Bpqowi8/dtmrC678aPLB+AS/uOsHXf/4G+e4Uuga8sRWoKAhsXlLOkF8LIDnV2IE7xUZLtCQXaPmsS8vyx11xdg54+dqTrxORZMKSHHshLkchY6vZyCduXMp3n9tORFY42djB409vJcflxJ1ixWoyEopIDHiDDPqC9Hn89HsDscoR82dnI44zaJxt6eZ7v3v/vKFE2yf0RFNeVGBfdRMnR6zWL0QQ4Jlv/DGucQIR0uwWPnXTctr7hjhW144nEOLF3SfYX91EVpqDNLsFSYnOmHuH6B7yoURrNN61uorbV8696Gc3EofFxEMbFoAA//nKLmRF5d0jNSiqylce2DCqlOAwFpOBT920nJq2XvZXa6UEn95+mA+O10Wv34qsKLEZf0efJzbM37C4jHvXzJ802AcgI8VOSW46h8+18MHxOk41dZLjcpDu1Cpe9Hv8tPUO0dIzGBsfMlPt3LysYlI3sKyovLn/NM/v1OoOR6J/xls5J0p1czff+/17BELnYwHi+o8K+043cqJ+fAMtCPDs3z6KcYzFx6GaNp54aUfcpD8syXijE1JFVXnrw2reP1Y3bvtOq4nl/+eRcQ1nMCzxzqGznGrq5GRDB1sOnsXttJJmt5Bis2AzG/CHInT2e2npGYjbg15TVci8qDduIrYePsfvPjhKOCKfH5dlBVnRxudgKHJJUf3tvR5e3XcKjz/E4dpW0p1WXHYrKTZzrLZovydAe/8QrT2DsfgZl8PCxoWlpEx1xQnaSvDmpeWY9Hp+/Poemrv68QbDnIkWIBaE+IBMg06kMCuNL961lnVVRQmLPut1Ip+7bRUv7DzO9qM1tPd5aO/zxEk5DSMKAnluJ1+4aw1zCrImnK3KikJde29sFnolsFtMfP7ONVjNBp59/wgD3iAdfR46xrl+i9HAsvJ8/uLudRTnuKZ1tZlqM7NxoZZC89vthznT1BV3rbluJ3962yrqOrTcrcO1bXGiDzpRYOPC0glXPaGIxPEJBodLQQBuW1GJN6BVq+8a9NI96KM7usc+nC504XxVrxOp7+ijs98bC3C5EJNBh8VkIBiRCIYlguHIKEUR7efj6zAPz8jH/71AeZ6bbz92G48/vZVj9e34gmEauwZo7BqIe9bDpDut3L26ikdvWBpbcV0ObGYTH9+4GAF48q39eINhth+rJSwp/PV96ykap/KJ22nlHz5xE0+8vJMdx+vwBMJaxZbO/lH9X0ALhrt1eSV/fvvqhHOhdaLAw9ctpDjLxct7TsbVnbzwGYmCgMtp5fN3rmFZWX4Cz0fbw59oAnQxmIx6LCYjoYhMMKyl213YfwJhaUIdb0EQxu0/FqMei8kQS+ULhiOjcih9wfCEE4CILE/obRvyB5FkhTS7hUFvEG8ghDcQioldXDj+g+bBWFKax5fuvS6hEnNd/Z5o6ckro3DR0jNAmt2CHM0O6Oz3xtSNxhqfhysQfXLzMjYtKp10j3bcO9TrdGxaXEpxrovX953maF07rVFXWyAcwaATSbGZyXOnsKQ0j9tWzKEo2zUl7c2wJGPU6/jGH21iflE2O07UU9/RR5/HTzgio9eJ2M1Gsl0O5hRkcc+aKubNzp70pTDodaybVzRpLblhMlPt2C4imMBo0PHYzcuZX5TDO4fOcrqpi46+IbzBMKqqYjEaSHNYKchIYW3VbG5ZVjmtyfgLi3MIRRbgdlrJTXfyic3LCIQifHC8jp4hH1aTkbI8N5++eQVZaXYyUm18/s41/PrdQ9S29RKRZdLsFpZXFPDJzctItVvG/S4cFhP3r5s/4fUsLs27KLk2QRCwmow8smkJcwuzeOvDas619NA16GXIH4wWGNf6gcNiwuWwkp3moDTPzdqq2bgmSK9aWpbPz770IM3dA7T0DNLUNcDZ1m72nWmKeSnK8twsmCCFRBAEzIaJg9cEQSDH5eC7n72dLR9Ws/t0I3XtffR5fARCERRVxWY2kZVmpzQ3nVuWVrCmquiKaIKaDHoevG4hDquZM81dqNHc7YaOPmZlpI5Z9FkQBLLSHHz9oY2snlPI9qO11LX30jOkXb8Y/Y7cqTbKct3csLiMNXMLp1S0XJIVREHgL+9ZR1mem21Ha6hv76N7yEcoLKEXtXNkuxyU52dw24pKVlbMSmhSIQgCcwuzJ+yjoiBMWRJwWVk+T0b7T3PPIM3R/rP3dFNMqKM8zz1hCpLWf8YemjctKmVpeT4t3YM0dw/Q2NnP6eYuPjzbjD8UQRBgUXFurHbrWEyWQ5uZaucbf3QDh2tb2Xu6kXNtPXT0eWLfrSQrGPRidHyzkOdOYUXFLG5ZVk5m6sQu8mEq8jO4b938hNyxJoOeognuZyzWzyuiLM/N7pMNHK1vp6Gzj+4BH0P+EKGI5k0y6vU4rCayUu2U5LrZvKSM1XMS20IT1ATKK0iyEqus7Q1ofmmdTqtOn5XqIM/tTMj1AvDTN/bykzf2oigqee4Uvv2pW1lQnBN17Wiu2QFfIBpoJGI1GchIsZPrTsFivPg6c1cafzBMa+8g3YM+/NGBz2LQ47SZyXE5cKfYpzSpGIveIR/feuqdWHTluqrZ/NNjt150UVxVVRnyBznX2kO/N4DZqKcw00We2xnzGqiqSl17L83dg0iygtNmoiQnnXSn7ZLu5XKhqiqhiERb7xC9Q368wVBMb9mgF7GZTaTYzGSk2KYsqj7cfme/h8d/+y67TjYgCAIf37iYv3lgw2W7B0VRGfQHtb7vDRCMaFGwVpOBdKeNfHcKNrMx4b5/qrGTv39qC7XRSMfP37Gaz9yy8opGOvZ7/LRErz8QkRAF4fzAmp5Cii2xPvrK3pP842+2IskKbqeNv/v4DWxYUIKiqPR7tXP0ewOEIxKiKGIx6nGn2MlLd07pGV0thmuY/uNvtrLndCOiIPDHNyzhS/ddd9nar2nr4ZtPvc3ppi50oshXH7qeh65beFnal2WFPq+f7kEtpz8Y1lyoOlETcEmxmclMtZORYptxz36YQChCR7+HPo8fbyBMWNJW+wadDpvFiNtpIyvNMSX7kpA6uV4nku9OIf9yp0+osf+gE0UyU+2TbsrOVKxmI2V5GZTlTX9EWaIIgkCKzcKy8oIJP1OS66Yk130VryxxBEHAbDRQnJM+4Sz7UtpPd9qoyMtgd4I5l1NFFAXS7BbSEgiom6mkOaykXXZvyvk5vShq38NMmbAliiAIuJ02yvMz2Hu68Yq0X5CRSoE7ldMjIt4vFzqdSEaKnYyUa3NcBm1PvijbRVH25asZOu1ZqkkN5yQzHb1OpDTPHauFmSTJVNDrRMry3Dgu0jM0GSaDnrmFWdMecPiHxNTrYV1mZubiPkmS8wiCQHFOOi6HNSEVmyRJRiIIAiU56aQ5LLHo18vd/vzZ2ZiNhliGw+ViwBtg25EaWnoHWVScy7qqopjLPyLJ7Ktu4nBNK7npKWxaVDojvSbH6tvZcbwOh9XEzUsryEy1x1yyvUN+Xt17El8owvqqIuYXTR5DAzPAcE7HijMsSbx54Ayv7zuDO8XGozcspbIgY8b66D8qKIrCO4fP8eKuE6Q5LHzyxmVU5F8bz312Vho5LgetPYPTptGb5MrjD4X5yet7OdHQwaKSXD536ypMF1Fv90KKslzkpDlo7x0aNxXqUpgzK4s0u4VQWLrkWIphFEVl75lG/v2FDwiEIuzOc5PjclKWp23b1Lb38pPX9nKqqROH1YReFLlr9dxLfp9VVeVMSze/2HKAAW+AO1fN5faVcy7qvoZ8QX744g6O1rWh1+kIRWQeu2l5LODt9zuO8Yu39yPJCjuO1/Hrr318zGC4C5l2wzkdQ9Cpxk5+seXDWE6iQa/jK/dfd9FBNlcCVVUJR2TCUUV/SVboHvQSCE+t1NtMoqatlyff2s+51h4AJEnh/z5y44x67uNh1Ov4/J1raOkZpDABjdgk1yZbD53jqXcPoaoqR+vayE1PmTQ6PBGMBh1fuGstrT2DzM66/P3HbNTztx+7gd4hP3NmZU5+QAIoqkp7nyeW2tLnCdA75IsZzkFfkK5BrYLWUPT/L0clm7Ak8z9v7GX70VpAq3lcluemsmDq9zXgC9I96EVWVGRForl7IC7Vp76zN6bl3Nw9QCgioddNHvk97YZzOhj0BeNqOHYNeOLEy2cCvUM+fr/jGB0DXvzBCL5gmEFfIGbsr0W0qLbzrqrm7oFJixnPFARBoKowm6rCyZO7k1y7NHUPxOTZNI3dnsvSriAIzJudnZA4wMW2P1GQ38UgigJzZmVSkJFKZ7+HyoIMCkcY/dx0J1WFWQz6AuS4nFQWZFyW1bSiqnEFMYLhCF0D3osynBkpNhaX5NE96MNmNrKsLD/OY7R27mwOVDcTCEmsm1eEOUHvwrQbzulw1TqsJuwWY0zFxh1VIplJ9HkCvLj7ZCzh+6NAqt0Sl8eXkWKbtApBkiRXk7x0Z0xcQRCEcYUy/hAQBYFFxbl897O34wmEyEq1x0kZ5qY7+dJ91/HxjYuxW0yXbSUtRnOchz1TJoMe90VGU1tMBr5w1xruXFWF0aCjJCc9zuV74+JyCjPTiMgK+RmpCbuDr7q1SLVbmJ2ZhqyoZKc5xk30vZJUFWbziRuX8dq+02Sk2Hh4wyIcM6yagtGgI9+dgmWCYtdZqY7Ltp9xNSjLc/PYzct5YedxbGYjn9i8DIdl5rtprzWMBh256U6kaD5ris1yzUTh2c0mCjPTNOUahwXLFAQTLgc3La3gXGsPxxs6KM/L4O7VVVf1/DMNs9Ew7kpPJ4paKkxG6mU9p1Gv409uXYUgCAx4g9y1ei6VBRef5peZ6hhXmMFiMrBgAu3q8UhIACFJkiRJkiRJopH0kyVJkiRJkiRTIGk4kyRJkiRJkimQNJxJkiRJkiTJFEgaziRJkiRJkmQKzKwcjCRJkiS5BlBVdVSdzfHQieKY5eBUVUVVVWRF+1tFC34WBAFRFBAFYZSYgKqqKIqKrChxn9eJolYHVlGRFAWDTocgMKYYgaKqyLISEwIQRxwvyQqqqhVNvxIKRx8VkoYzSZIkSaZIz4CPu7/x5KT1JHU6kcduW8Fn71gV93NFVWnu7OeDo3V8cLSOhvZefMEwNrOR/IxUllYUcOOyMsoKMuJK/LX2DPK77UfZcbSOrn4vFqOe4rx0bl01h+sWlvD2gWp+8Nz7/OxrD1NVNFpswRcIs+90I8+/d5Tqpm5kRaEkz82da6q4fnEJ3/n1Vk7UdfB3n7yJVVWFl++BfcRIGs4kSZIkmSJWs5FHb1pGMCIRCkv0ewLsP92Ixx9i7bwistIdmAw6zEYDi8ry4o5VFJUDZ5r48Uu7OFnXQYrDQo7LgUGvJxiO0NE3xK/e2k9rzyDfePRGHFYtx7x7wMe/Pr2d3SfqyUi1s7QiH6vJQO+Qnx+/tIvjde0M+YJIssJY0jL+YJjn3z/Kk6/tIyLLzM52kZ5iw+sP8ZNXdlPf3svpxq7YqjPJ+CQNZ5IkSZJMEZvFyJ/dswZFVZFkheauAeraevD4Q3xs82IWleWh14lRF+h5d6mqqpxt7uLHL+6iurmLm1ZUcPf6+WSk2tCJIpKs4AuEaezoIywrcfJwB840cay2DXeKjS/ct47llbMw6nX4gmHONHXxH8/voHfQN+b1qqrK8bp2ntt2hLAk8+hNS7l5ZSV2i4lgWOJoTSu/fvsg7b1DuC57XdWPHknDmSRJkiQXgSAI6KL7g1aTIVZuy2IyYB5H8SsUkdl68BynGjpZUpHPNx7djNVsGGVcq4qyUVQl5qYFaO8ZIhiWyM9IZd38IlKiJbxSHRZy0p2IgsBXf/zKmOcNhiV2Ha+no8/Dkop8PnPnqjiZ0fzMFFq6B/nftw5c8nP5QyC5+5skSZIkl0iijs0hX4BD1c0oqsq9180fZTThfHCQXqeL+12K3YJBL+ILhmjrHYpzp4qiwOKyPFLHqYfpD4U51dAJwI1LyzHq44te60SR1VWFGPTJYtiJkFxxJkmSJMlVIhiWaO8dArSyesdq2yf8fJ47hfQUK4IgsGLOLPIz0qhv7+U/n9/JLSsrmVuUjTvFhiW64rVbTPR7AqPaiUgK3dGCEbNzxhZjz053xFbNSSYmaTiTXBUkSWb3rnO89eYxevu8WCxGKitzuO++5WRkOhAEAVVVGRz08/aWE+zdW0PAH8bttnPPvctYvKQQvz/MM7/dy4H9dYQjErKkYDIZsDtMfPrTG5g3vwCvN8CLLx7kyKFGQiGJrCwnm2+ax4qVJQSDEX74gy2sWFHMjZvnAdDX5+Xf/+1NbrttEWvWlgGaq6ynx8uLL3zIsWPNGPQid9+zlOs3ziEUivDSiwfZ9u4pJEkmHJYwmQ0YDXo+9dh6VqwsYWgowJM/e5+62i4kSSbdbWfz5nmsXlOGMVq2SFVVTp9q5bdP76W310tqqpWvfv0OUlOT+0vXIomaG1lRCYS0mrr/9sz2SVM+vnj/Ou5cW4VOECjISuVbn76ZHzz3HifqO6hu7sKg18VSSUCgq98zZjuqohIKa6UTreaxhfNNBj3CtVINYJpJGs4kVwVZVolIMstXFJFfkE44JPHGG0f54Q/e4vFvPwhAJCLzk//eTlNTD7fcsoDc3DQ6OwcRdSKqCjabiY8/soY771zMO++c4MCBOj77J9eTn+/C4TDj8wX59397C78vxO13LMLptNDWNsDQUBBF0fLf+vp8+P3h2HUpikpvj5dgMDLiWhW2bz/F4cMNPPTwSlJSrGRkaNUVjEY9d929lE2b5rJvXy0vvvAhf/ZnN1BUnIHTqbnJgsEITqeZBx5ajsNuoampl1/9cgeiKLD+ukoABvr9/M//vEd2Vir33r8MWVKwmMevhJNkZpOoq1YnClhMRryBMEU56Thto6sDqajsOdGIrCgoihozZaIgUJbv5gd/eR81rd2cqu+gpXsQjz9EMCzhD4YZ8PqjUbXxCKKAKTpp8wfCo34P4A9FktG0CZI0nEmuCkajnk2bqhjesolEJGprO3lv+5nYZ5qb+zh6pIk/+/NNrL+uYszkbavViMViwOWyY7EYycpKIS1Nq9V39Egt1dXtfOc7D1E42x075vxYEBnV3lhIkkJLcx+LFhWyenUZ5hEGTRAELBYDFosBt9uB0aQnK8tJero99pmMDCef/sz1sXvNy0/jzTePMjBw3oXW2+thaDDApz+zgfnzL28B4iQzF7NRT066g+4BLx+/aQmblpSN6ue+QJhb/+anRGQJp80c93tBEDAadMydnc3cC4piD/mCfPKfnsYfHODCNbBBL5KRYqO1e5D6jj6Wz5k16trae4YmzUtNopE0nEmuCoKguSclSeHkiRa2bDnOsaPN3H3PkthnGhu6sVgMlJRkjmk0J6O5qRcB6OwcpKtrKPZzs8VAcXF8TUFVVcc9h6qqRCIyeoPuIvd8VFQV+nq97Nx5lnffPYXVYqSq6nw+nyRrqwmTKfkK/iHhtJpZWJrLsdp23jlwlusXlSKK5xV+VFXlaG0bkiyT7XKSmWYfFXE73Hfjfw6+YJjuAR8GvW5UkI/VZKSyMIsjNW28d7iG+zcsRCcKscmdoqjsO9VIWJK5uJLRf1gk39okV4221n5+/vMPaGrqZe7cXL7xd3dRXn5+1qztcxKTApsyosCQJ8ivn9rF8Ijg9QQRRYGvfv0OcnJSAQhFXVLD59POfSl3Npqt75zg97/bj91uZuPGOdxwYxUOxwi3XHJi/5Ei0e5jMuq5fnEZu080sutYPb988wCbl5djtxiRFZWW7kF++soeFFVlzfzZlOa74473BcP89p1DLCjNJTfdidVsRAW8/hC/eGM/wXCE8oIM7BZTnGE1G/WsW1DEtkPnOFrTxi/f3M8tK+dgNRkIRSQOVjfz7sFzKOpoN2+S0SQNZ5Krgqqq7NtXS1fnEF/92h2Ulo5eVRYVZRAMRqg510VenmvKq71Zs9JJTbXyt//3brKyUlBVlddePcLWrSewWs8HRDQ09BAIRLDZTPh8IcIRGZvNdFnuE7Q90md+u4frNlRy/wMrsNtNF7WCTnLtkOg8SBAE5hVl8+nbV/DjF3fz5Gt72XbwLLnuFEIRiZqWHnoGfWxYVMJDmxZjNcUH8pxq6OTnb+xHJwrMykoj2+UEVJq7Bmjs6MduMXHrqjmkp1hHnXdBSS4PXL+QX765n1+8vp8dR+vITLMz6A3Q2NnP6qrZ9IwjoJAknqThTHLVMJsNRCISTU09DAz4aG7qJS3NxvUb5yAIAnn5LpYum82zz+xlYMBHfr6LtrYBKiqyqajMQRAEJElmcNBPX593VPsLFsyiuDiT//7xNjbdMJdgIMIbbxxhxcoSMjOdhEISoihw9EgTv//dfioqcjiwv5ZwSKK4RHPl9vV56eocwuMJoteL1Nd1YzDoSE2zkZZmjV6DgscToKdn7AhGQRCw2Uz09Hg4c6aNgD9MR8cgq1eXkl/gorW1n9bWfsIRmdaWfvQ6za1WMCsdvV532Ve/SWYWOp3IDUvLyXY5eGPPaT4808zuEw0Y9CKF2S4e2rSIm1ZUkOtOGXVscY6Lv/vEZvaebOBUQyf7TjeiKCopNjOrqgq5ZWUla+cXjSnAYDUbeXDjQrJcDl764DjnWnuob+ulMMfFJ25ezvqFxbx/pPZqPIJrnqThTHJVEASBDdfPQZIU3n7rOF5fkLQ0GxuunxP7jF4v8tk/uZ5t755iz+4aPN4ArjQbmVlOFEVFpxM4dqyZp3+zh74+L5WVOehGVJ2w2Ux8+Su38Owz+/jdc/vQiSI33FjF7bcvwmDQEYnIFBS42HB9JY0NPfz6qV2kptn4i7/cjMul7eycre7gjdePcOpkK6IIZ063IQgCt9+xiLvu1vZja2s7+d9f7aSjY5C83FR0+viUAlEU+PJXbuOFFw7wv7/aiV4nUlaeDdHqFdu3nWLf3lr6er388hc7Yvucj3/7wWj0btJyftTR60QWlORSWZhFRJK1oBxBEyIwGXRxikEjSU+xceuqOdywrBxJlmPBPIIgoNeJGCc4FsBhNXPLyko2Li5FUhRQNUNuMujx+IMkg2oTQ1CT8cdJksQRicg89+xeQiGJP350bSz38nLS3e3hH/7fi/zFX26mvDznsref5OrS1jPIl/7jJWpbe3ny6w+zsDRv8oNmGP0eP/d+4xeYjXq++djNrJ43e7ovacaSlNxLcs2hqirV1e289uphvN7gZW9frxdZsHAWhbMzJtybbG7u5XfP7WdgYOr7QunpNlatKsU2Rh5fkmuP5OrjD4uk4UxyTdLT4+Hc2Q4ikcSKCU8FQRCorMxl3boy9PrxX5GhoQCnT7USCklTPocoitx3/zKys0fvYyW5NpBkhSFfkNbuQWpaegheRD9Icm2S3ONMck2yZk0Za9aUXbH2DQYdMLHg9dy5ecz95sW75CyWsaXPklwbnKzv4Cs/epkB72ht2CQfbZKGM8k1x0xJ7Zgp15Fkesh2Ofj07SuJSPFej5x05zRd0aVhMRn407tXoxNFZmWNLQSfRCMZHJQkSZIkSZJMgf8fU8nZzAKwSToAAAAASUVORK5CYII=" id=image58ce614417 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p3c4121c5be><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3333980701689833454bottom-3333980701689833454characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3333980701689833454unicode-3333980701689833454characters aria-controls=3333980701689833454unicode-3333980701689833454characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#3333980701689833454unicode-3333980701689833454categories aria-controls=3333980701689833454unicode-3333980701689833454categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#3333980701689833454unicode-3333980701689833454scripts aria-controls=3333980701689833454unicode-3333980701689833454scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#3333980701689833454unicode-3333980701689833454blocks aria-controls=3333980701689833454unicode-3333980701689833454blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3333980701689833454unicode-3333980701689833454characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:26.2%> &nbsp; </div> 10.2% </td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:24.3%> &nbsp; </div> 9.4% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:18.3%> &nbsp; </div> 7.1% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:17.4%> &nbsp; </div> 6.8% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:14.9%> &nbsp; </div> 5.8% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:14.2%> &nbsp; </div> 5.5% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:11.7%> &nbsp; </div> 4.5% </td></tr><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:10.5%> &nbsp; </div> 4.1% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:10.2%> &nbsp; </div> 4.0% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:9.5%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (50)"> Other values (50) </td><td>3938</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3333980701689833454unicode-3333980701689833454categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>8586</td><td><div class=bar style=width:100.0%> 84.8% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>790</td><td><div class=bar style=width:9.2%> &nbsp; </div> 7.8% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>415</td><td><div class=bar style=width:4.8%> &nbsp; </div> 4.1% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>212</td><td><div class=bar style=width:2.5%> &nbsp; </div> 2.1% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>86</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.8% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>17</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>16</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>8</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:42.0%> 12.0% </div></td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:39.0%> &nbsp; </div> 11.1% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:29.3%> &nbsp; </div> 8.4% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:27.9%> &nbsp; </div> 8.0% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:23.9%> &nbsp; </div> 6.8% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:22.7%> &nbsp; </div> 6.5% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:18.7%> &nbsp; </div> 5.3% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:16.4%> &nbsp; </div> 4.7% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:15.3%> &nbsp; </div> 4.4% </td></tr><tr class><td title=r> r </td><td>353</td><td><div class=bar style=width:14.4%> &nbsp; </div> 4.1% </td></tr><tr class=other><td title="Other values (17)"> Other values (17) </td><td>2456</td><td><div class=bar style=width:100.0%> 28.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=F> F </td><td>207</td><td><div class=bar style=width:100.0%> 26.2% </div></td></tr><tr class><td title=O> O </td><td>129</td><td><div class=bar style=width:62.3%> 16.3% </div></td></tr><tr class><td title=S> S </td><td>100</td><td><div class=bar style=width:48.3%> 12.7% </div></td></tr><tr class><td title=D> D </td><td>71</td><td><div class=bar style=width:34.3%> &nbsp; </div> 9.0% </td></tr><tr class><td title=A> A </td><td>44</td><td><div class=bar style=width:21.3%> &nbsp; </div> 5.6% </td></tr><tr class><td title=E> E </td><td>44</td><td><div class=bar style=width:21.3%> &nbsp; </div> 5.6% </td></tr><tr class><td title=L> L </td><td>38</td><td><div class=bar style=width:18.4%> &nbsp; </div> 4.8% </td></tr><tr class><td title=T> T </td><td>32</td><td><div class=bar style=width:15.5%> &nbsp; </div> 4.1% </td></tr><tr class><td title=B> B </td><td>27</td><td><div class=bar style=width:13.0%> &nbsp; </div> 3.4% </td></tr><tr class><td title=P> P </td><td>23</td><td><div class=bar style=width:11.1%> &nbsp; </div> 2.9% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>75</td><td><div class=bar style=width:36.2%> &nbsp; </div> 9.5% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>54</td><td><div class=bar style=width:100.0%> 62.8% </div></td></tr><tr class><td title=/ > / </td><td>27</td><td><div class=bar style=width:50.0%> 31.4% </div></td></tr><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:3.7%> &nbsp; </div> 2.3% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:3.7%> &nbsp; </div> 2.3% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:1.9%> &nbsp; </div> 1.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>212</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>17</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>16</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=+> + </td><td>8</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3333980701689833454unicode-3333980701689833454scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>9376</td><td><div class=bar style=width:100.0%> 92.6% </div></td></tr><tr class><td title=Common> Common </td><td>754</td><td><div class=bar style=width:8.0%> &nbsp; </div> 7.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:31.8%> &nbsp; </div> 11.0% </td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:29.5%> &nbsp; </div> 10.2% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:22.2%> &nbsp; </div> 7.7% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:21.1%> &nbsp; </div> 7.3% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:18.1%> &nbsp; </div> 6.3% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:17.2%> &nbsp; </div> 6.0% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:14.1%> &nbsp; </div> 4.9% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:12.4%> &nbsp; </div> 4.3% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:11.6%> &nbsp; </div> 4.0% </td></tr><tr class><td title=r> r </td><td>353</td><td><div class=bar style=width:10.9%> &nbsp; </div> 3.8% </td></tr><tr class=other><td title="Other values (40)"> Other values (40) </td><td>3246</td><td><div class=bar style=width:100.0%> 34.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:100.0%> 55.0% </div></td></tr><tr class><td title=-> - </td><td>212</td><td><div class=bar style=width:51.1%> 28.1% </div></td></tr><tr class><td title=,> , </td><td>54</td><td><div class=bar style=width:13.0%> &nbsp; </div> 7.2% </td></tr><tr class><td title=/ > / </td><td>27</td><td><div class=bar style=width:6.5%> &nbsp; </div> 3.6% </td></tr><tr class><td title=)> ) </td><td>17</td><td><div class=bar style=width:4.1%> &nbsp; </div> 2.3% </td></tr><tr class><td title=(> ( </td><td>16</td><td><div class=bar style=width:3.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=+> + </td><td>8</td><td><div class=bar style=width:1.9%> &nbsp; </div> 1.1% </td></tr><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3333980701689833454unicode-3333980701689833454blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>9787</td><td><div class=bar style=width:100.0%> 96.6% </div></td></tr><tr class><td title=None> None </td><td>343</td><td><div class=bar style=width:3.5%> &nbsp; </div> 3.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:28.7%> &nbsp; </div> 10.5% </td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:26.6%> &nbsp; </div> 9.8% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:20.0%> &nbsp; </div> 7.4% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:19.0%> &nbsp; </div> 7.0% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:16.4%> &nbsp; </div> 6.0% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:15.5%> &nbsp; </div> 5.7% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:12.8%> &nbsp; </div> 4.7% </td></tr><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:11.5%> &nbsp; </div> 4.2% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:11.2%> &nbsp; </div> 4.1% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:10.5%> &nbsp; </div> 3.8% </td></tr><tr class=other><td title="Other values (48)"> Other values (48) </td><td>3595</td><td><div class=bar style=width:100.0%> 36.7% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>320</td><td><div class=bar style=width:100.0%> 93.3% </div></td></tr><tr class><td title=ö> ö </td><td>23</td><td><div class=bar style=width:7.2%> &nbsp; </div> 6.7% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-4633361808996793085></a><div class=variable><div class=col-sm-12><p class=h4 title="Etä- vai lähityö"><a href=#pp_var_-4633361808996793085>Etä- vai lähityö</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 2 fields: Oletko palkansaaja vai laskuttaja?, Etä">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>12</td></tr><tr><th>Distinct (%)</th><td>2.0%</td></tr><tr class=alert><th>Missing</th><td>71</td></tr><tr class=alert><th>Missing (%)</th><td>10.4%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Pääosin tai kokonaan etätyö </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 343&nbsp; </div></td></tr><tr class><th width=10%> Jotain siltä väliltä </th><td width=10%><div class=bar style=width:53.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 185&nbsp; </div></td></tr><tr class><th width=10%> Pääosin tai kokonaan toimistolla </th><td width=10%><div class=bar style=width:22.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 76&nbsp; </div></td></tr><tr class><th width=10%> Omasta tahdosta pääosin toimistolla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> kerran kuussa toimistolla firman piikkiin </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Omasta valinnasta 99% toimistolla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Saa tehdä työt miten haluaa, vaikka kokonaan etänä, mutta itse pidän toimistolla työskentelemisestä joten olen siellä </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Toimistolle menoa ei velvoiteta, mutta käyn siellä silti lähes päivittäin </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Full remote, vapaus käyttää toimistoa jos haluaa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Täysin vapaa järjestely, ei rajoituksia. </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> jos toimistolla käyn niin 1-2 pv viikossa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Ei paikallaolovelvoitetta, mutta yleensä kolme päivää viikosta toimistolla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--4633361808996793085, #minifreqtable-4633361808996793085" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--4633361808996793085 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-4633361808996793085bottom--4633361808996793085overview aria-controls=-4633361808996793085bottom--4633361808996793085overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-4633361808996793085bottom--4633361808996793085string aria-controls=-4633361808996793085bottom--4633361808996793085string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-4633361808996793085bottom--4633361808996793085word aria-controls=-4633361808996793085bottom--4633361808996793085word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-4633361808996793085bottom--4633361808996793085characters aria-controls=-4633361808996793085bottom--4633361808996793085characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-4633361808996793085bottom--4633361808996793085overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>117</td></tr><tr><th>Median length</th><td>27</td></tr><tr><th>Mean length</th><td>25.929853</td></tr><tr><th>Min length</th><td>20</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>15895</td></tr><tr><th>Distinct characters</th><td>36</td></tr><tr><th>Distinct categories</th><td>6 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>9 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>1.5%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Jotain siltä väliltä</td></tr><tr><th>2nd row</th><td>Pääosin tai kokonaan etätyö</td></tr><tr><th>3rd row</th><td>Jotain siltä väliltä</td></tr><tr><th>4th row</th><td>Jotain siltä väliltä</td></tr><tr><th>5th row</th><td>Pääosin tai kokonaan etätyö</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-4633361808996793085bottom--4633361808996793085string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Pääosin tai kokonaan etätyö"> Pääosin tai kokonaan etätyö </td><td>343</td><td><div class=bar style=width:100.0%> 50.1% </div></td></tr><tr class><td title="Jotain siltä väliltä"> Jotain siltä väliltä </td><td>185</td><td><div class=bar style=width:53.9%> 27.0% </div></td></tr><tr class><td title="Pääosin tai kokonaan toimistolla"> Pääosin tai kokonaan toimistolla </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 11.1% </td></tr><tr class><td title="Omasta tahdosta pääosin toimistolla"> Omasta tahdosta pääosin toimistolla </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="kerran kuussa toimistolla firman piikkiin"> kerran kuussa toimistolla firman piikkiin </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Omasta valinnasta 99% toimistolla"> Omasta valinnasta 99% toimistolla </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Saa tehdä työt miten haluaa, vaikka kokonaan etänä, mutta itse pidän toimistolla työskentelemisestä joten olen siellä"> Saa tehdä työt miten haluaa, vaikka kokonaan etänä, mutta itse pidän toimistolla työskentelemisestä joten olen siellä </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Toimistolle menoa ei velvoiteta, mutta käyn siellä silti lähes päivittäin"> Toimistolle menoa ei velvoiteta, mutta käyn siellä silti lähes päivittäin </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Full remote, vapaus käyttää toimistoa jos haluaa"> Full remote, vapaus käyttää toimistoa jos haluaa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Täysin vapaa järjestely, ei rajoituksia."> Täysin vapaa järjestely, ei rajoituksia. </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (2)"> Other values (2) </td><td>2</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.3% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>71</td><td><div class=bar style=width:20.7%> &nbsp; </div> 10.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 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" id=imageea1e3f7164 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p03b2757013><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3033474618211469439bottom-3033474618211469439characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3033474618211469439unicode-3033474618211469439characters aria-controls=3033474618211469439unicode-3033474618211469439characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#3033474618211469439unicode-3033474618211469439categories aria-controls=3033474618211469439unicode-3033474618211469439categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#3033474618211469439unicode-3033474618211469439scripts aria-controls=3033474618211469439unicode-3033474618211469439scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#3033474618211469439unicode-3033474618211469439blocks aria-controls=3033474618211469439unicode-3033474618211469439blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3033474618211469439unicode-3033474618211469439characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:26.2%> &nbsp; </div> 10.2% </td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:24.3%> &nbsp; </div> 9.4% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:18.3%> &nbsp; </div> 7.1% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:17.4%> &nbsp; </div> 6.8% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:14.9%> &nbsp; </div> 5.8% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:14.2%> &nbsp; </div> 5.5% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:11.7%> &nbsp; </div> 4.5% </td></tr><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:10.5%> &nbsp; </div> 4.1% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:10.2%> &nbsp; </div> 4.0% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:9.5%> &nbsp; </div> 3.7% </td></tr><tr class=other><td title="Other values (50)"> Other values (50) </td><td>3938</td><td><div class=bar style=width:100.0%> 38.9% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3033474618211469439unicode-3033474618211469439categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>8586</td><td><div class=bar style=width:100.0%> 84.8% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>790</td><td><div class=bar style=width:9.2%> &nbsp; </div> 7.8% </td></tr><tr class><td title="Space Separator"> Space Separator </td><td>415</td><td><div class=bar style=width:4.8%> &nbsp; </div> 4.1% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>212</td><td><div class=bar style=width:2.5%> &nbsp; </div> 2.1% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>86</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.8% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>17</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>16</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>8</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:42.0%> 12.0% </div></td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:39.0%> &nbsp; </div> 11.1% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:29.3%> &nbsp; </div> 8.4% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:27.9%> &nbsp; </div> 8.0% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:23.9%> &nbsp; </div> 6.8% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:22.7%> &nbsp; </div> 6.5% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:18.7%> &nbsp; </div> 5.3% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:16.4%> &nbsp; </div> 4.7% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:15.3%> &nbsp; </div> 4.4% </td></tr><tr class><td title=r> r </td><td>353</td><td><div class=bar style=width:14.4%> &nbsp; </div> 4.1% </td></tr><tr class=other><td title="Other values (17)"> Other values (17) </td><td>2456</td><td><div class=bar style=width:100.0%> 28.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=F> F </td><td>207</td><td><div class=bar style=width:100.0%> 26.2% </div></td></tr><tr class><td title=O> O </td><td>129</td><td><div class=bar style=width:62.3%> 16.3% </div></td></tr><tr class><td title=S> S </td><td>100</td><td><div class=bar style=width:48.3%> 12.7% </div></td></tr><tr class><td title=D> D </td><td>71</td><td><div class=bar style=width:34.3%> &nbsp; </div> 9.0% </td></tr><tr class><td title=A> A </td><td>44</td><td><div class=bar style=width:21.3%> &nbsp; </div> 5.6% </td></tr><tr class><td title=E> E </td><td>44</td><td><div class=bar style=width:21.3%> &nbsp; </div> 5.6% </td></tr><tr class><td title=L> L </td><td>38</td><td><div class=bar style=width:18.4%> &nbsp; </div> 4.8% </td></tr><tr class><td title=T> T </td><td>32</td><td><div class=bar style=width:15.5%> &nbsp; </div> 4.1% </td></tr><tr class><td title=B> B </td><td>27</td><td><div class=bar style=width:13.0%> &nbsp; </div> 3.4% </td></tr><tr class><td title=P> P </td><td>23</td><td><div class=bar style=width:11.1%> &nbsp; </div> 2.9% </td></tr><tr class=other><td title="Other values (13)"> Other values (13) </td><td>75</td><td><div class=bar style=width:36.2%> &nbsp; </div> 9.5% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>54</td><td><div class=bar style=width:100.0%> 62.8% </div></td></tr><tr class><td title=/ > / </td><td>27</td><td><div class=bar style=width:50.0%> 31.4% </div></td></tr><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:3.7%> &nbsp; </div> 2.3% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:3.7%> &nbsp; </div> 2.3% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:1.9%> &nbsp; </div> 1.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>212</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>17</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>16</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=+> + </td><td>8</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3033474618211469439unicode-3033474618211469439scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>9376</td><td><div class=bar style=width:100.0%> 92.6% </div></td></tr><tr class><td title=Common> Common </td><td>754</td><td><div class=bar style=width:8.0%> &nbsp; </div> 7.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:31.8%> &nbsp; </div> 11.0% </td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:29.5%> &nbsp; </div> 10.2% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:22.2%> &nbsp; </div> 7.7% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:21.1%> &nbsp; </div> 7.3% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:18.1%> &nbsp; </div> 6.3% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:17.2%> &nbsp; </div> 6.0% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:14.1%> &nbsp; </div> 4.9% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:12.4%> &nbsp; </div> 4.3% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:11.6%> &nbsp; </div> 4.0% </td></tr><tr class><td title=r> r </td><td>353</td><td><div class=bar style=width:10.9%> &nbsp; </div> 3.8% </td></tr><tr class=other><td title="Other values (40)"> Other values (40) </td><td>3246</td><td><div class=bar style=width:100.0%> 34.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:100.0%> 55.0% </div></td></tr><tr class><td title=-> - </td><td>212</td><td><div class=bar style=width:51.1%> 28.1% </div></td></tr><tr class><td title=,> , </td><td>54</td><td><div class=bar style=width:13.0%> &nbsp; </div> 7.2% </td></tr><tr class><td title=/ > / </td><td>27</td><td><div class=bar style=width:6.5%> &nbsp; </div> 3.6% </td></tr><tr class><td title=)> ) </td><td>17</td><td><div class=bar style=width:4.1%> &nbsp; </div> 2.3% </td></tr><tr class><td title=(> ( </td><td>16</td><td><div class=bar style=width:3.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=+> + </td><td>8</td><td><div class=bar style=width:1.9%> &nbsp; </div> 1.1% </td></tr><tr class><td title=.> . </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=&amp;> &amp; </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=3033474618211469439unicode-3033474618211469439blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>9787</td><td><div class=bar style=width:100.0%> 96.6% </div></td></tr><tr class><td title=None> None </td><td>343</td><td><div class=bar style=width:3.5%> &nbsp; </div> 3.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=e> e </td><td>1032</td><td><div class=bar style=width:28.7%> &nbsp; </div> 10.5% </td></tr><tr class><td title=t> t </td><td>957</td><td><div class=bar style=width:26.6%> &nbsp; </div> 9.8% </td></tr><tr class><td title=l> l </td><td>720</td><td><div class=bar style=width:20.0%> &nbsp; </div> 7.4% </td></tr><tr class><td title=i> i </td><td>684</td><td><div class=bar style=width:19.0%> &nbsp; </div> 7.0% </td></tr><tr class><td title=a> a </td><td>588</td><td><div class=bar style=width:16.4%> &nbsp; </div> 6.0% </td></tr><tr class><td title=k> k </td><td>558</td><td><div class=bar style=width:15.5%> &nbsp; </div> 5.7% </td></tr><tr class><td title=s> s </td><td>459</td><td><div class=bar style=width:12.8%> &nbsp; </div> 4.7% </td></tr><tr class><td title=" "></td><td>415</td><td><div class=bar style=width:11.5%> &nbsp; </div> 4.2% </td></tr><tr class><td title=o> o </td><td>403</td><td><div class=bar style=width:11.2%> &nbsp; </div> 4.1% </td></tr><tr class><td title=n> n </td><td>376</td><td><div class=bar style=width:10.5%> &nbsp; </div> 3.8% </td></tr><tr class=other><td title="Other values (48)"> Other values (48) </td><td>3595</td><td><div class=bar style=width:100.0%> 36.7% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>320</td><td><div class=bar style=width:100.0%> 93.3% </div></td></tr><tr class><td title=ö> ö </td><td>23</td><td><div class=bar style=width:7.2%> &nbsp; </div> 6.7% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_2566791575665922600></a><div class=variable><div class=col-sm-12><p class=h4 title="Etä- vai lähityö"><a href=#pp_var_2566791575665922600>Etä- vai lähityö</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 2 fields: Oletko palkansaaja vai laskuttaja?, Etä">HIGH CORRELATION</abbr></code>&nbsp <code>IMBALANCE</code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>12</td></tr><tr><th>Distinct (%)</th><td>2.0%</td></tr><tr class=alert><th>Missing</th><td>71</td></tr><tr class=alert><th>Missing (%)</th><td>10.4%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Pääosin tai kokonaan etätyö </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 343&nbsp; </div></td></tr><tr class><th width=10%> Jotain siltä väliltä </th><td width=10%><div class=bar style=width:53.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 185&nbsp; </div></td></tr><tr class><th width=10%> Pääosin tai kokonaan toimistolla </th><td width=10%><div class=bar style=width:22.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 76&nbsp; </div></td></tr><tr class><th width=10%> Omasta tahdosta pääosin toimistolla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> kerran kuussa toimistolla firman piikkiin </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Omasta valinnasta 99% toimistolla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Saa tehdä työt miten haluaa, vaikka kokonaan etänä, mutta itse pidän toimistolla työskentelemisestä joten olen siellä </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Toimistolle menoa ei velvoiteta, mutta käyn siellä silti lähes päivittäin </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Full remote, vapaus käyttää toimistoa jos haluaa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Täysin vapaa järjestely, ei rajoituksia. </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> jos toimistolla käyn niin 1-2 pv viikossa </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr><tr class><th width=10%> Ei paikallaolovelvoitetta, mutta yleensä kolme päivää viikosta toimistolla </th><td width=10%><div class=bar style=width:0.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> &nbsp; </div> 1 </td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-2566791575665922600, #minifreqtable2566791575665922600" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-2566791575665922600 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#2566791575665922600bottom-2566791575665922600overview aria-controls=2566791575665922600bottom-2566791575665922600overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#2566791575665922600bottom-2566791575665922600string aria-controls=2566791575665922600bottom-2566791575665922600string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#2566791575665922600bottom-2566791575665922600word aria-controls=2566791575665922600bottom-2566791575665922600word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#2566791575665922600bottom-2566791575665922600characters aria-controls=2566791575665922600bottom-2566791575665922600characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=2566791575665922600bottom-2566791575665922600overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>117</td></tr><tr><th>Median length</th><td>27</td></tr><tr><th>Mean length</th><td>25.929853</td></tr><tr><th>Min length</th><td>20</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>15895</td></tr><tr><th>Distinct characters</th><td>36</td></tr><tr><th>Distinct categories</th><td>6 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>9 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>1.5%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Jotain siltä väliltä</td></tr><tr><th>2nd row</th><td>Pääosin tai kokonaan etätyö</td></tr><tr><th>3rd row</th><td>Jotain siltä väliltä</td></tr><tr><th>4th row</th><td>Jotain siltä väliltä</td></tr><tr><th>5th row</th><td>Pääosin tai kokonaan etätyö</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=2566791575665922600bottom-2566791575665922600string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Pääosin tai kokonaan etätyö"> Pääosin tai kokonaan etätyö </td><td>343</td><td><div class=bar style=width:100.0%> 50.1% </div></td></tr><tr class><td title="Jotain siltä väliltä"> Jotain siltä väliltä </td><td>185</td><td><div class=bar style=width:53.9%> 27.0% </div></td></tr><tr class><td title="Pääosin tai kokonaan toimistolla"> Pääosin tai kokonaan toimistolla </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 11.1% </td></tr><tr class><td title="Omasta tahdosta pääosin toimistolla"> Omasta tahdosta pääosin toimistolla </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="kerran kuussa toimistolla firman piikkiin"> kerran kuussa toimistolla firman piikkiin </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Omasta valinnasta 99% toimistolla"> Omasta valinnasta 99% toimistolla </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Saa tehdä työt miten haluaa, vaikka kokonaan etänä, mutta itse pidän toimistolla työskentelemisestä joten olen siellä"> Saa tehdä työt miten haluaa, vaikka kokonaan etänä, mutta itse pidän toimistolla työskentelemisestä joten olen siellä </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Toimistolle menoa ei velvoiteta, mutta käyn siellä silti lähes päivittäin"> Toimistolle menoa ei velvoiteta, mutta käyn siellä silti lähes päivittäin </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Full remote, vapaus käyttää toimistoa jos haluaa"> Full remote, vapaus käyttää toimistoa jos haluaa </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Täysin vapaa järjestely, ei rajoituksia."> Täysin vapaa järjestely, ei rajoituksia. </td><td>1</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (2)"> Other values (2) </td><td>2</td><td><div class=bar style=width:0.6%> &nbsp; </div> 0.3% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>71</td><td><div class=bar style=width:20.7%> &nbsp; </div> 10.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 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</div> 3.6% </td></tr><tr class><td title=ei> ei </td><td>3</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.1% </td></tr><tr class><td title=mutta> mutta </td><td>3</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (47)"> Other values (47) </td><td>52</td><td><div class=bar style=width:12.4%> &nbsp; </div> 2.3% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-4633361808996793085bottom--4633361808996793085characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-4633361808996793085unicode--4633361808996793085characters aria-controls=-4633361808996793085unicode--4633361808996793085characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-4633361808996793085unicode--4633361808996793085categories aria-controls=-4633361808996793085unicode--4633361808996793085categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-4633361808996793085unicode--4633361808996793085scripts aria-controls=-4633361808996793085unicode--4633361808996793085scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-4633361808996793085unicode--4633361808996793085blocks aria-controls=-4633361808996793085unicode--4633361808996793085blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-4633361808996793085unicode--4633361808996793085characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:92.0%> 11.7% </div></td></tr><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:86.9%> 11.1% </div></td></tr><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:83.2%> 10.6% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:80.4%> 10.2% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:78.8%> 10.0% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:77.4%> 9.9% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:72.3%> 9.2% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:42.2%> 5.4% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:36.6%> &nbsp; </div> 4.7% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:35.2%> &nbsp; </div> 4.5% </td></tr><tr class=other><td title="Other values (26)"> Other values (26) </td><td>2025</td><td><div class=bar style=width:100.0%> 12.7% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-4633361808996793085unicode--4633361808996793085categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>13587</td><td><div class=bar style=width:100.0%> 85.5% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>1684</td><td><div class=bar style=width:12.4%> &nbsp; </div> 10.6% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>611</td><td><div class=bar style=width:4.5%> &nbsp; </div> 3.8% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>8</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>4</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>1</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:100.0%> 13.7% </div></td></tr><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:94.5%> 12.9% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:87.4%> 12.0% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:85.7%> 11.7% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:84.2%> 11.5% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:78.6%> 10.8% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:45.9%> 6.3% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:39.8%> &nbsp; </div> 5.5% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:38.3%> &nbsp; </div> 5.2% </td></tr><tr class><td title=e> e </td><td>372</td><td><div class=bar style=width:20.0%> &nbsp; </div> 2.7% </td></tr><tr class=other><td title="Other values (11)"> Other values (11) </td><td>1029</td><td><div class=bar style=width:55.3%> 7.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=P> P </td><td>419</td><td><div class=bar style=width:100.0%> 68.6% </div></td></tr><tr class><td title=J> J </td><td>185</td><td><div class=bar style=width:44.2%> 30.3% </div></td></tr><tr class><td title=O> O </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=T> T </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=S> S </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title=F> F </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title=E> E </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>6</td><td><div class=bar style=width:100.0%> 75.0% </div></td></tr><tr class><td title=%> % </td><td>1</td><td><div class=bar style=width:16.7%> &nbsp; </div> 12.5% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:16.7%> &nbsp; </div> 12.5% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=9> 9 </td><td>2</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:50.0%> 25.0% </div></td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:50.0%> 25.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-4633361808996793085unicode--4633361808996793085scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>14198</td><td><div class=bar style=width:100.0%> 89.3% </div></td></tr><tr class><td title=Common> Common </td><td>1697</td><td><div class=bar style=width:12.0%> &nbsp; </div> 10.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:100.0%> 13.1% </div></td></tr><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:94.5%> 12.4% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:87.4%> 11.5% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:85.7%> 11.2% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:84.2%> 11.0% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:78.6%> 10.3% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:45.9%> 6.0% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:39.8%> &nbsp; </div> 5.2% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:38.3%> &nbsp; </div> 5.0% </td></tr><tr class><td title=P> P </td><td>419</td><td><div class=bar style=width:22.5%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (18)"> Other values (18) </td><td>1593</td><td><div class=bar style=width:85.6%> 11.2% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:100.0%> 99.2% </div></td></tr><tr class><td title=,> , </td><td>6</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.4% </td></tr><tr class><td title=9> 9 </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=%> % </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=-> - </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-4633361808996793085unicode--4633361808996793085blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>13791</td><td><div class=bar style=width:100.0%> 86.8% </div></td></tr><tr class><td title=None> None </td><td>2104</td><td><div class=bar style=width:15.3%> &nbsp; </div> 13.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:100.0%> 13.5% </div></td></tr><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:90.4%> 12.2% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:87.4%> 11.8% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:85.7%> 11.6% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:84.2%> 11.4% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:78.6%> 10.6% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:45.9%> 6.2% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:39.8%> &nbsp; </div> 5.4% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:38.3%> &nbsp; </div> 5.2% </td></tr><tr class><td title=P> P </td><td>419</td><td><div class=bar style=width:22.5%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (24)"> Other values (24) </td><td>1261</td><td><div class=bar style=width:67.7%> 9.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:100.0%> 83.6% </div></td></tr><tr class><td title=ö> ö </td><td>345</td><td><div class=bar style=width:19.6%> &nbsp; </div> 16.4% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-1101712899037923377></a><div class=variable><div class=col-sm-12><p class=h4 title=Kuukausipalkka><a href=#pp_var_-1101712899037923377>Kuukausipalkka</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 5 fields: Työkokemus, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>201</td></tr><tr><th>Distinct (%)</th><td>32.9%</td></tr><tr class=alert><th>Missing</th><td>73</td></tr><tr class=alert><th>Missing (%)</th><td>10.7%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>5324.4896</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>1080</td></tr><tr><th>Maximum</th><td>22500</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=216pt height=162pt viewbox="0 0 216 162" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:35:59.479131</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 162 
+" style="fill: none"/></g></g></g><defs><clippath id=pd284f24740><rect x=55.09 y=10.8 width=434.604555 height=163.344406 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=2566791575665922600bottom-2566791575665922600word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=pääosin> pääosin </td><td>420</td><td><div class=bar style=width:100.0%> 18.3% </div></td></tr><tr class><td title=kokonaan> kokonaan </td><td>420</td><td><div class=bar style=width:100.0%> 18.3% </div></td></tr><tr class><td title=tai> tai </td><td>419</td><td><div class=bar style=width:99.8%> 18.2% </div></td></tr><tr class><td title=etätyö> etätyö </td><td>343</td><td><div class=bar style=width:81.7%> 14.9% </div></td></tr><tr class><td title=jotain> jotain </td><td>185</td><td><div class=bar style=width:44.0%> 8.1% </div></td></tr><tr class><td title=siltä> siltä </td><td>185</td><td><div class=bar style=width:44.0%> 8.1% </div></td></tr><tr class><td title=väliltä> väliltä </td><td>185</td><td><div class=bar style=width:44.0%> 8.1% </div></td></tr><tr class><td title=toimistolla> toimistolla </td><td>82</td><td><div class=bar style=width:19.5%> &nbsp; </div> 3.6% </td></tr><tr class><td title=ei> ei </td><td>3</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.1% </td></tr><tr class><td title=mutta> mutta </td><td>3</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.1% </td></tr><tr class=other><td title="Other values (47)"> Other values (47) </td><td>52</td><td><div class=bar style=width:12.4%> &nbsp; </div> 2.3% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=2566791575665922600bottom-2566791575665922600characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#2566791575665922600unicode-2566791575665922600characters aria-controls=2566791575665922600unicode-2566791575665922600characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#2566791575665922600unicode-2566791575665922600categories aria-controls=2566791575665922600unicode-2566791575665922600categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#2566791575665922600unicode-2566791575665922600scripts aria-controls=2566791575665922600unicode-2566791575665922600scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#2566791575665922600unicode-2566791575665922600blocks aria-controls=2566791575665922600unicode-2566791575665922600blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=2566791575665922600unicode-2566791575665922600characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:92.0%> 11.7% </div></td></tr><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:86.9%> 11.1% </div></td></tr><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:83.2%> 10.6% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:80.4%> 10.2% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:78.8%> 10.0% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:77.4%> 9.9% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:72.3%> 9.2% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:42.2%> 5.4% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:36.6%> &nbsp; </div> 4.7% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:35.2%> &nbsp; </div> 4.5% </td></tr><tr class=other><td title="Other values (26)"> Other values (26) </td><td>2025</td><td><div class=bar style=width:100.0%> 12.7% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=2566791575665922600unicode-2566791575665922600categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>13587</td><td><div class=bar style=width:100.0%> 85.5% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>1684</td><td><div class=bar style=width:12.4%> &nbsp; </div> 10.6% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>611</td><td><div class=bar style=width:4.5%> &nbsp; </div> 3.8% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>8</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>4</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>1</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:100.0%> 13.7% </div></td></tr><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:94.5%> 12.9% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:87.4%> 12.0% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:85.7%> 11.7% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:84.2%> 11.5% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:78.6%> 10.8% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:45.9%> 6.3% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:39.8%> &nbsp; </div> 5.5% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:38.3%> &nbsp; </div> 5.2% </td></tr><tr class><td title=e> e </td><td>372</td><td><div class=bar style=width:20.0%> &nbsp; </div> 2.7% </td></tr><tr class=other><td title="Other values (11)"> Other values (11) </td><td>1029</td><td><div class=bar style=width:55.3%> 7.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=P> P </td><td>419</td><td><div class=bar style=width:100.0%> 68.6% </div></td></tr><tr class><td title=J> J </td><td>185</td><td><div class=bar style=width:44.2%> 30.3% </div></td></tr><tr class><td title=O> O </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=T> T </td><td>2</td><td><div class=bar style=width:0.5%> &nbsp; </div> 0.3% </td></tr><tr class><td title=S> S </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title=F> F </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr><tr class><td title=E> E </td><td>1</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=,> , </td><td>6</td><td><div class=bar style=width:100.0%> 75.0% </div></td></tr><tr class><td title=%> % </td><td>1</td><td><div class=bar style=width:16.7%> &nbsp; </div> 12.5% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:16.7%> &nbsp; </div> 12.5% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=9> 9 </td><td>2</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:50.0%> 25.0% </div></td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:50.0%> 25.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=2566791575665922600unicode-2566791575665922600scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>14198</td><td><div class=bar style=width:100.0%> 89.3% </div></td></tr><tr class><td title=Common> Common </td><td>1697</td><td><div class=bar style=width:12.0%> &nbsp; </div> 10.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:100.0%> 13.1% </div></td></tr><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:94.5%> 12.4% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:87.4%> 11.5% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:85.7%> 11.2% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:84.2%> 11.0% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:78.6%> 10.3% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:45.9%> 6.0% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:39.8%> &nbsp; </div> 5.2% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:38.3%> &nbsp; </div> 5.0% </td></tr><tr class><td title=P> P </td><td>419</td><td><div class=bar style=width:22.5%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (18)"> Other values (18) </td><td>1593</td><td><div class=bar style=width:85.6%> 11.2% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:100.0%> 99.2% </div></td></tr><tr class><td title=,> , </td><td>6</td><td><div class=bar style=width:0.4%> &nbsp; </div> 0.4% </td></tr><tr class><td title=9> 9 </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=%> % </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=.> . </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=-> - </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=2> 2 </td><td>1</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=2566791575665922600unicode-2566791575665922600blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>13791</td><td><div class=bar style=width:100.0%> 86.8% </div></td></tr><tr class><td title=None> None </td><td>2104</td><td><div class=bar style=width:15.3%> &nbsp; </div> 13.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>1862</td><td><div class=bar style=width:100.0%> 13.5% </div></td></tr><tr class><td title=" "></td><td>1684</td><td><div class=bar style=width:90.4%> 12.2% </div></td></tr><tr class><td title=o> o </td><td>1628</td><td><div class=bar style=width:87.4%> 11.8% </div></td></tr><tr class><td title=i> i </td><td>1596</td><td><div class=bar style=width:85.7%> 11.6% </div></td></tr><tr class><td title=a> a </td><td>1567</td><td><div class=bar style=width:84.2%> 11.4% </div></td></tr><tr class><td title=n> n </td><td>1464</td><td><div class=bar style=width:78.6%> 10.6% </div></td></tr><tr class><td title=k> k </td><td>855</td><td><div class=bar style=width:45.9%> 6.2% </div></td></tr><tr class><td title=l> l </td><td>742</td><td><div class=bar style=width:39.8%> &nbsp; </div> 5.4% </td></tr><tr class><td title=s> s </td><td>713</td><td><div class=bar style=width:38.3%> &nbsp; </div> 5.2% </td></tr><tr class><td title=P> P </td><td>419</td><td><div class=bar style=width:22.5%> &nbsp; </div> 3.0% </td></tr><tr class=other><td title="Other values (24)"> Other values (24) </td><td>1261</td><td><div class=bar style=width:67.7%> 9.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>1759</td><td><div class=bar style=width:100.0%> 83.6% </div></td></tr><tr class><td title=ö> ö </td><td>345</td><td><div class=bar style=width:19.6%> &nbsp; </div> 16.4% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5797761192754778868></a><div class=variable><div class=col-sm-12><p class=h4 title=Kuukausipalkka><a href=#pp_var_5797761192754778868>Kuukausipalkka</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 5 fields: Työkokemus, Vuositulot, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>201</td></tr><tr><th>Distinct (%)</th><td>32.9%</td></tr><tr class=alert><th>Missing</th><td>73</td></tr><tr class=alert><th>Missing (%)</th><td>10.7%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>5324.4896</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>1080</td></tr><tr><th>Maximum</th><td>22500</td></tr><tr><th>Zeros</th><td>0</td></tr><tr><th>Zeros (%)</th><td>0.0%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 2.3% </td></tr><tr class><td title=4800> 4800 </td><td>15</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.2% </td></tr><tr class><td title=4600> 4600 </td><td>15</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.2% </td></tr><tr class><td title=4000> 4000 </td><td>15</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.2% </td></tr><tr class><td title=5200> 5200 </td><td>14</td><td><div class=bar style=width:3.3%> &nbsp; </div> 2.0% </td></tr><tr class><td title=5400> 5400 </td><td>13</td><td><div class=bar style=width:3.1%> &nbsp; </div> 1.9% </td></tr><tr class=other><td title="Other values (191)"> Other values (191) </td><td>426</td><td><div class=bar style=width:100.0%> 62.3% </div></td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>73</td><td><div class=bar style=width:17.1%> &nbsp; </div> 10.7% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-1101712899037923377bottom--1101712899037923377extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-1101712899037923377extreme_values--1101712899037923377firstn aria-controls=-1101712899037923377extreme_values--1101712899037923377firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#-1101712899037923377extreme_values--1101712899037923377lastn aria-controls=-1101712899037923377extreme_values--1101712899037923377lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-1101712899037923377extreme_values--1101712899037923377firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1080> 1080 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1200> 1200 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1660> 1660 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1760> 1760 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1880> 1880 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1903> 1903 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=2000> 2000 </td><td>3</td><td><div class=bar style=width:100.0%> 0.4% </div></td></tr><tr class><td title=2200> 2200 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=2300> 2300 </td><td>2</td><td><div class=bar style=width:66.7%> 0.3% </div></td></tr><tr class><td title=2341> 2341 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-1101712899037923377extreme_values--1101712899037923377lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=22500> 22500 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=14000> 14000 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=13333> 13333 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=13000> 13000 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=12900> 12900 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=12500> 12500 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=11250> 11250 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=11200> 11200 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=10500> 10500 </td><td>2</td><td><div class=bar style=width:40.0%> &nbsp; </div> 0.3% </td></tr><tr class><td title=10000> 10000 </td><td>5</td><td><div class=bar style=width:100.0%> 0.7% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-9201101296777682708></a><div class=variable><div class=col-sm-12><p class=h4 title=Vuositulot><a href=#pp_var_-9201101296777682708>Vuositulot</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 5 fields: Työkokemus, Kuukausipalkka, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>233</td></tr><tr><th>Distinct (%)</th><td>39.2%</td></tr><tr class=alert><th>Missing</th><td>90</td></tr><tr class=alert><th>Missing (%)</th><td>13.2%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>69049.033</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>350000</td></tr><tr><th>Zeros</th><td>1</td></tr><tr><th>Zeros (%)</th><td>0.1%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</div> 2.3% </td></tr><tr class><td title=4800> 4800 </td><td>15</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.2% </td></tr><tr class><td title=4600> 4600 </td><td>15</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.2% </td></tr><tr class><td title=4000> 4000 </td><td>15</td><td><div class=bar style=width:3.5%> &nbsp; </div> 2.2% </td></tr><tr class><td title=5200> 5200 </td><td>14</td><td><div class=bar style=width:3.3%> &nbsp; </div> 2.0% </td></tr><tr class><td title=5400> 5400 </td><td>13</td><td><div class=bar style=width:3.1%> &nbsp; </div> 1.9% </td></tr><tr class=other><td title="Other values (191)"> Other values (191) </td><td>426</td><td><div class=bar style=width:100.0%> 62.3% </div></td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>73</td><td><div class=bar style=width:17.1%> &nbsp; </div> 10.7% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5797761192754778868bottom-5797761192754778868extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5797761192754778868extreme_values-5797761192754778868firstn aria-controls=5797761192754778868extreme_values-5797761192754778868firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#5797761192754778868extreme_values-5797761192754778868lastn aria-controls=5797761192754778868extreme_values-5797761192754778868lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5797761192754778868extreme_values-5797761192754778868firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=1080> 1080 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1200> 1200 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1660> 1660 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1760> 1760 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1880> 1880 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=1903> 1903 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=2000> 2000 </td><td>3</td><td><div class=bar style=width:100.0%> 0.4% </div></td></tr><tr class><td title=2200> 2200 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr><tr class><td title=2300> 2300 </td><td>2</td><td><div class=bar style=width:66.7%> 0.3% </div></td></tr><tr class><td title=2341> 2341 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5797761192754778868extreme_values-5797761192754778868lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=22500> 22500 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=14000> 14000 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=13333> 13333 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=13000> 13000 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=12900> 12900 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=12500> 12500 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=11250> 11250 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=11200> 11200 </td><td>1</td><td><div class=bar style=width:20.0%> &nbsp; </div> 0.1% </td></tr><tr class><td title=10500> 10500 </td><td>2</td><td><div class=bar style=width:40.0%> &nbsp; </div> 0.3% </td></tr><tr class><td title=10000> 10000 </td><td>5</td><td><div class=bar style=width:100.0%> 0.7% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_7432602173511097333></a><div class=variable><div class=col-sm-12><p class=h4 title=Vuositulot><a href=#pp_var_7432602173511097333>Vuositulot</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 5 fields: Työkokemus, Kuukausipalkka, Kk-tulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>233</td></tr><tr><th>Distinct (%)</th><td>39.2%</td></tr><tr class=alert><th>Missing</th><td>90</td></tr><tr class=alert><th>Missing (%)</th><td>13.2%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>69049.033</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>350000</td></tr><tr><th>Zeros</th><td>1</td></tr><tr><th>Zeros (%)</th><td>0.1%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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@@ -12621,8 +12621,8 @@ L 493.2 10.8
 L 493.2 160.780088 
 " style="fill: none"/></g><g id=patch_56><path d="M 48.79 10.8 
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-" style="fill: none"/></g></g></g><defs><clippath id=p62fc76cf11><rect x=48.79 y=10.8 width=444.41 height=149.980088 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=50) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=-9201101296777682708bottom--9201101296777682708common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=60000> 60000 </td><td>23</td><td><div class=bar style=width:5.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=70000> 70000 </td><td>18</td><td><div class=bar style=width:4.0%> &nbsp; </div> 2.6% </td></tr><tr class><td title=62500> 62500 </td><td>15</td><td><div class=bar style=width:3.3%> &nbsp; </div> 2.2% </td></tr><tr class><td title=50000> 50000 </td><td>15</td><td><div class=bar style=width:3.3%> &nbsp; </div> 2.2% </td></tr><tr class><td title=80000> 80000 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=65000> 65000 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=100000> 100000 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=75000> 75000 </td><td>12</td><td><div class=bar style=width:2.7%> &nbsp; </div> 1.8% </td></tr><tr class><td title=90000> 90000 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class><td title=57500> 57500 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class=other><td title="Other values (223)"> Other values (223) </td><td>452</td><td><div class=bar style=width:100.0%> 66.1% </div></td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>90</td><td><div class=bar style=width:19.9%> &nbsp; </div> 13.2% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-9201101296777682708bottom--9201101296777682708extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-9201101296777682708extreme_values--9201101296777682708firstn aria-controls=-9201101296777682708extreme_values--9201101296777682708firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#-9201101296777682708extreme_values--9201101296777682708lastn aria-controls=-9201101296777682708extreme_values--9201101296777682708lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-9201101296777682708extreme_values--9201101296777682708firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=500> 500 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=1000> 1000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=2000> 2000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=2500> 2500 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=4000> 4000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=4800> 4800 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=5000> 5000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=5062> 5062 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=11250> 11250 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-9201101296777682708extreme_values--9201101296777682708lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=350000> 350000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=290000> 290000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=220000> 220000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=210000> 210000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=200000> 200000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=188000> 188000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=170000> 170000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=160000> 160000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=156000> 156000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=150000> 150000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-8588511098215500160></a><div class="variable ignore"><div class=col-sm-12><p class=h4 title="Vapaa kuvaus kokonaiskompensaatiomallista"><a href=#pp_var_-8588511098215500160>Vapaa kuvaus kokonaiskompensaatiomallista</a><br><small>Unsupported</small></p><p><code>MISSING</code>&nbsp <code>REJECTED</code>&nbsp <code>UNSUPPORTED</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr class=alert><th>Missing</th><td>498</td></tr><tr class=alert><th>Missing (%)</th><td>72.8%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_2839208416799124753></a><div class=variable><div class=col-sm-12><p class=h4 title=Kilpailukykyinen><a href=#pp_var_2839208416799124753>Kilpailukykyinen</a><br><small>Boolean</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>0.3%</td></tr><tr class=alert><th>Missing</th><td>80</td></tr><tr class=alert><th>Missing (%)</th><td>11.7%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> True </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 443&nbsp; </div></td></tr><tr class><th width=10%> False </th><td width=10%><div class=bar style=width:36.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 161&nbsp; </div></td></tr><tr class=missing><th width=10%> (Missing) </th><td width=10%><div class=bar style=width:18.1% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 80&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-2839208416799124753, #minifreqtable2839208416799124753" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-2839208416799124753 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#2839208416799124753bottom-2839208416799124753frequency_table aria-controls=2839208416799124753bottom-2839208416799124753frequency_table role=tab data-toggle=tab>Common Values (Table)</a></li><li role=presentation><a href=#2839208416799124753bottom-2839208416799124753cat_frequency_plot aria-controls=2839208416799124753bottom-2839208416799124753cat_frequency_plot role=tab data-toggle=tab>Common Values (Plot)</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=2839208416799124753bottom-2839208416799124753frequency_table><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=True> True </td><td>443</td><td><div class=bar style=width:100.0%> 64.8% </div></td></tr><tr class><td title=False> False </td><td>161</td><td><div class=bar style=width:36.3%> &nbsp; </div> 23.5% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>80</td><td><div class=bar style=width:18.1%> &nbsp; </div> 11.7% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=2839208416799124753bottom-2839208416799124753cat_frequency_plot><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=405pt height=189.8316pt viewbox="0 0 405 189.8316" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:36:00.101890</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 189.8316 
+" style="fill: none"/></g></g></g><defs><clippath id=p4f38e2a8dc><rect x=48.79 y=10.8 width=444.41 height=149.980088 /></clippath></defs></svg><div class="caption text-center text-muted"><strong>Histogram with fixed size bins</strong> (bins=50) </div></div><div role=tabpanel class="tab-pane col-sm-12" id=7432602173511097333bottom-7432602173511097333common_values><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=60000> 60000 </td><td>23</td><td><div class=bar style=width:5.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=70000> 70000 </td><td>18</td><td><div class=bar style=width:4.0%> &nbsp; </div> 2.6% </td></tr><tr class><td title=62500> 62500 </td><td>15</td><td><div class=bar style=width:3.3%> &nbsp; </div> 2.2% </td></tr><tr class><td title=50000> 50000 </td><td>15</td><td><div class=bar style=width:3.3%> &nbsp; </div> 2.2% </td></tr><tr class><td title=80000> 80000 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=65000> 65000 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=100000> 100000 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=75000> 75000 </td><td>12</td><td><div class=bar style=width:2.7%> &nbsp; </div> 1.8% </td></tr><tr class><td title=90000> 90000 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class><td title=57500> 57500 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class=other><td title="Other values (223)"> Other values (223) </td><td>452</td><td><div class=bar style=width:100.0%> 66.1% </div></td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>90</td><td><div class=bar style=width:19.9%> &nbsp; </div> 13.2% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=7432602173511097333bottom-7432602173511097333extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#7432602173511097333extreme_values-7432602173511097333firstn aria-controls=7432602173511097333extreme_values-7432602173511097333firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#7432602173511097333extreme_values-7432602173511097333lastn aria-controls=7432602173511097333extreme_values-7432602173511097333lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=7432602173511097333extreme_values-7432602173511097333firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=500> 500 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=1000> 1000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=2000> 2000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=2500> 2500 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=4000> 4000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=4800> 4800 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=5000> 5000 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=5062> 5062 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=11250> 11250 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=7432602173511097333extreme_values-7432602173511097333lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=350000> 350000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=290000> 290000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=220000> 220000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=210000> 210000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=200000> 200000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=188000> 188000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=170000> 170000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=160000> 160000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=156000> 156000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=150000> 150000 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_973448820876734505></a><div class="variable ignore"><div class=col-sm-12><p class=h4 title="Vapaa kuvaus kokonaiskompensaatiomallista"><a href=#pp_var_973448820876734505>Vapaa kuvaus kokonaiskompensaatiomallista</a><br><small>Unsupported</small></p><p><code>MISSING</code>&nbsp <code>REJECTED</code>&nbsp <code>UNSUPPORTED</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr class=alert><th>Missing</th><td>498</td></tr><tr class=alert><th>Missing (%)</th><td>72.8%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-2840031989231518851></a><div class=variable><div class=col-sm-12><p class=h4 title=Kilpailukykyinen><a href=#pp_var_-2840031989231518851>Kilpailukykyinen</a><br><small>Boolean</small></p><p><code><abbr title="This variable has a high overall correlation with 1 fields: Oletko palkansaaja vai laskuttaja?">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>2</td></tr><tr><th>Distinct (%)</th><td>0.3%</td></tr><tr class=alert><th>Missing</th><td>80</td></tr><tr class=alert><th>Missing (%)</th><td>11.7%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> True </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 443&nbsp; </div></td></tr><tr class><th width=10%> False </th><td width=10%><div class=bar style=width:36.3% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 161&nbsp; </div></td></tr><tr class=missing><th width=10%> (Missing) </th><td width=10%><div class=bar style=width:18.1% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 80&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--2840031989231518851, #minifreqtable-2840031989231518851" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--2840031989231518851 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2840031989231518851bottom--2840031989231518851frequency_table aria-controls=-2840031989231518851bottom--2840031989231518851frequency_table role=tab data-toggle=tab>Common Values (Table)</a></li><li role=presentation><a href=#-2840031989231518851bottom--2840031989231518851cat_frequency_plot aria-controls=-2840031989231518851bottom--2840031989231518851cat_frequency_plot role=tab data-toggle=tab>Common Values (Plot)</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2840031989231518851bottom--2840031989231518851frequency_table><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=True> True </td><td>443</td><td><div class=bar style=width:100.0%> 64.8% </div></td></tr><tr class><td title=False> False </td><td>161</td><td><div class=bar style=width:36.3%> &nbsp; </div> 23.5% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>80</td><td><div class=bar style=width:18.1%> &nbsp; </div> 11.7% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=-2840031989231518851bottom--2840031989231518851cat_frequency_plot><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=imagec4c671846f x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pa871ffda18><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--2699408212111064918, #minifreqtable-2699408212111064918" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--2699408212111064918 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2699408212111064918bottom--2699408212111064918overview aria-controls=-2699408212111064918bottom--2699408212111064918overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-2699408212111064918bottom--2699408212111064918word aria-controls=-2699408212111064918bottom--2699408212111064918word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-2699408212111064918bottom--2699408212111064918characters aria-controls=-2699408212111064918bottom--2699408212111064918characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2699408212111064918bottom--2699408212111064918overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>323</td></tr><tr><th>Median length</th><td>98</td></tr><tr><th>Mean length</th><td>111.56098</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>4574</td></tr><tr><th>Distinct characters</th><td>68</td></tr><tr><th>Distinct categories</th><td>10 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>41 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>100.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Lykkyä tykö vapaakenttien normalisointiin! </td></tr><tr><th>2nd row</th><td>Laskutan palkan firmani kautta</td></tr><tr><th>3rd row</th><td>Vastasin kyselyyn ns. päätyönantajani mukaan. Omaani vastaavissa tehtävissä suhteellisen usein saatetaan kuitenkin keikkailla startupeissa tms. osa-aikaisesti päätyön lisäksi. Kahden työpaikan ujuttaminen vastauksiin ei onnistunut.</td></tr><tr><th>4th row</th><td>Kunta TES == 38 kokonaista päivää vuodessa, työaika 7h15min/päivä</td></tr><tr><th>5th row</th><td>Olen tosiaan poikkeus siinä, että kirjoitan koodia töissä erittäin harvoin. Välillä jotain devops-tyylistä tulee harrastettu, mutta toistaiseksi harvemmin.</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2699408212111064918bottom--2699408212111064918word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=on> on </td><td>15</td><td><div class=bar style=width:3.0%> &nbsp; </div> 2.6% </td></tr><tr class><td title=ja> ja </td><td>12</td><td><div class=bar style=width:2.4%> &nbsp; </div> 2.1% </td></tr><tr class><td title=mutta> mutta </td><td>9</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.6% </td></tr><tr class><td title=ei> ei </td><td>7</td><td><div class=bar style=width:1.4%> &nbsp; </div> 1.2% </td></tr><tr class><td title=myös> myös </td><td>6</td><td><div class=bar style=width:1.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=enemmän> enemmän </td><td>6</td><td><div class=bar style=width:1.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=palkkaa> palkkaa </td><td>6</td><td><div class=bar style=width:1.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=palkka> palkka </td><td>5</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class><td title=että> että </td><td>5</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class><td title></td><td>5</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class=other><td title="Other values (405)"> Other values (405) </td><td>495</td><td><div class=bar style=width:100.0%> 86.7% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image234255347d x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p2ab6278ba9><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--8364712256468567017, #minifreqtable-8364712256468567017" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--8364712256468567017 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-8364712256468567017bottom--8364712256468567017overview aria-controls=-8364712256468567017bottom--8364712256468567017overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-8364712256468567017bottom--8364712256468567017word aria-controls=-8364712256468567017bottom--8364712256468567017word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-8364712256468567017bottom--8364712256468567017characters aria-controls=-8364712256468567017bottom--8364712256468567017characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-8364712256468567017bottom--8364712256468567017overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>323</td></tr><tr><th>Median length</th><td>98</td></tr><tr><th>Mean length</th><td>111.56098</td></tr><tr><th>Min length</th><td>2</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>4574</td></tr><tr><th>Distinct characters</th><td>68</td></tr><tr><th>Distinct categories</th><td>10 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>41 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>100.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Lykkyä tykö vapaakenttien normalisointiin! </td></tr><tr><th>2nd row</th><td>Laskutan palkan firmani kautta</td></tr><tr><th>3rd row</th><td>Vastasin kyselyyn ns. päätyönantajani mukaan. Omaani vastaavissa tehtävissä suhteellisen usein saatetaan kuitenkin keikkailla startupeissa tms. osa-aikaisesti päätyön lisäksi. Kahden työpaikan ujuttaminen vastauksiin ei onnistunut.</td></tr><tr><th>4th row</th><td>Kunta TES == 38 kokonaista päivää vuodessa, työaika 7h15min/päivä</td></tr><tr><th>5th row</th><td>Olen tosiaan poikkeus siinä, että kirjoitan koodia töissä erittäin harvoin. Välillä jotain devops-tyylistä tulee harrastettu, mutta toistaiseksi harvemmin.</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8364712256468567017bottom--8364712256468567017word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=on> on </td><td>15</td><td><div class=bar style=width:3.0%> &nbsp; </div> 2.6% </td></tr><tr class><td title=ja> ja </td><td>12</td><td><div class=bar style=width:2.4%> &nbsp; </div> 2.1% </td></tr><tr class><td title=mutta> mutta </td><td>9</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.6% </td></tr><tr class><td title=ei> ei </td><td>7</td><td><div class=bar style=width:1.4%> &nbsp; </div> 1.2% </td></tr><tr class><td title=myös> myös </td><td>6</td><td><div class=bar style=width:1.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=enemmän> enemmän </td><td>6</td><td><div class=bar style=width:1.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=palkkaa> palkkaa </td><td>6</td><td><div class=bar style=width:1.2%> &nbsp; </div> 1.1% </td></tr><tr class><td title=palkka> palkka </td><td>5</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class><td title=että> että </td><td>5</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class><td title></td><td>5</td><td><div class=bar style=width:1.0%> &nbsp; </div> 0.9% </td></tr><tr class=other><td title="Other values (405)"> Other values (405) </td><td>495</td><td><div class=bar style=width:100.0%> 86.7% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image191d6d13ba x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p6bd6274067><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2699408212111064918bottom--2699408212111064918characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-2699408212111064918unicode--2699408212111064918characters aria-controls=-2699408212111064918unicode--2699408212111064918characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-2699408212111064918unicode--2699408212111064918categories aria-controls=-2699408212111064918unicode--2699408212111064918categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-2699408212111064918unicode--2699408212111064918scripts aria-controls=-2699408212111064918unicode--2699408212111064918scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-2699408212111064918unicode--2699408212111064918blocks aria-controls=-2699408212111064918unicode--2699408212111064918blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-2699408212111064918unicode--2699408212111064918characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:45.6%> 12.0% </div></td></tr><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:44.2%> 11.7% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:30.5%> &nbsp; </div> 8.1% </td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:30.2%> &nbsp; </div> 8.0% </td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:26.0%> &nbsp; </div> 6.9% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:24.3%> &nbsp; </div> 6.4% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:21.8%> &nbsp; </div> 5.7% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:20.0%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:18.2%> &nbsp; </div> 4.8% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:17.6%> &nbsp; </div> 4.7% </td></tr><tr class=other><td title="Other values (58)"> Other values (58) </td><td>1209</td><td><div class=bar style=width:100.0%> 26.4% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2699408212111064918unicode--2699408212111064918categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>3824</td><td><div class=bar style=width:100.0%> 83.6% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>534</td><td><div class=bar style=width:14.0%> &nbsp; </div> 11.7% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>95</td><td><div class=bar style=width:2.5%> &nbsp; </div> 2.1% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>68</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.5% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>29</td><td><div class=bar style=width:0.8%> &nbsp; </div> 0.6% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>11</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>5</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>4</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>3</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Control> Control </td><td>1</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:67.3%> 14.4% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:45.1%> 9.6% </div></td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:44.6%> 9.5% </div></td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:38.3%> &nbsp; </div> 8.2% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:35.9%> &nbsp; </div> 7.7% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:32.1%> &nbsp; </div> 6.9% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:29.5%> &nbsp; </div> 6.3% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:26.9%> &nbsp; </div> 5.8% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:26.0%> &nbsp; </div> 5.6% </td></tr><tr class><td title=u> u </td><td>174</td><td><div class=bar style=width:21.2%> &nbsp; </div> 4.6% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>819</td><td><div class=bar style=width:100.0%> 21.4% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=K> K </td><td>8</td><td><div class=bar style=width:66.7%> 11.8% </div></td></tr><tr class><td title=S> S </td><td>7</td><td><div class=bar style=width:58.3%> 10.3% </div></td></tr><tr class><td title=V> V </td><td>7</td><td><div class=bar style=width:58.3%> 10.3% </div></td></tr><tr class><td title=P> P </td><td>7</td><td><div class=bar style=width:58.3%> 10.3% </div></td></tr><tr class><td title=O> O </td><td>6</td><td><div class=bar style=width:50.0%> 8.8% </div></td></tr><tr class><td title=E> E </td><td>6</td><td><div class=bar style=width:50.0%> 8.8% </div></td></tr><tr class><td title=T> T </td><td>6</td><td><div class=bar style=width:50.0%> 8.8% </div></td></tr><tr class><td title=Y> Y </td><td>4</td><td><div class=bar style=width:33.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=L> L </td><td>3</td><td><div class=bar style=width:25.0%> &nbsp; </div> 4.4% </td></tr><tr class><td title=J> J </td><td>2</td><td><div class=bar style=width:16.7%> &nbsp; </div> 2.9% </td></tr><tr class=other><td title="Other values (8)"> Other values (8) </td><td>12</td><td><div class=bar style=width:100.0%> 17.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=.> . </td><td>41</td><td><div class=bar style=width:100.0%> 43.2% </div></td></tr><tr class><td title=,> , </td><td>40</td><td><div class=bar style=width:97.6%> 42.1% </div></td></tr><tr class><td title=%> % </td><td>4</td><td><div class=bar style=width:9.8%> &nbsp; </div> 4.2% </td></tr><tr class><td title=/ > / </td><td>3</td><td><div class=bar style=width:7.3%> &nbsp; </div> 3.2% </td></tr><tr class><td title='"'> &#34; </td><td>2</td><td><div class=bar style=width:4.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=:> : </td><td>2</td><td><div class=bar style=width:4.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=!> ! </td><td>2</td><td><div class=bar style=width:4.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=*> * </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.1% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>8</td><td><div class=bar style=width:100.0%> 27.6% </div></td></tr><tr class><td title=1> 1 </td><td>5</td><td><div class=bar style=width:62.5%> 17.2% </div></td></tr><tr class><td title=3> 3 </td><td>4</td><td><div class=bar style=width:50.0%> 13.8% </div></td></tr><tr class><td title=2> 2 </td><td>4</td><td><div class=bar style=width:50.0%> 13.8% </div></td></tr><tr class><td title=8> 8 </td><td>3</td><td><div class=bar style=width:37.5%> &nbsp; </div> 10.3% </td></tr><tr class><td title=5> 5 </td><td>3</td><td><div class=bar style=width:37.5%> &nbsp; </div> 10.3% </td></tr><tr class><td title=7> 7 </td><td>1</td><td><div class=bar style=width:12.5%> &nbsp; </div> 3.4% </td></tr><tr class><td title=9> 9 </td><td>1</td><td><div class=bar style=width:12.5%> &nbsp; </div> 3.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="="> = </td><td>2</td><td><div class=bar style=width:100.0%> 40.0% </div></td></tr><tr class><td title=~> ~ </td><td>1</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr><tr class><td title="<"> &lt; </td><td>1</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>11</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>4</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>3</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Control</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="
-"></td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2699408212111064918unicode--2699408212111064918scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>3892</td><td><div class=bar style=width:100.0%> 85.1% </div></td></tr><tr class><td title=Common> Common </td><td>682</td><td><div class=bar style=width:17.5%> &nbsp; </div> 14.9% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:62.1%> 14.2% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:41.6%> 9.5% </div></td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:41.1%> 9.4% </div></td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:35.4%> &nbsp; </div> 8.1% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:33.1%> &nbsp; </div> 7.6% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:29.7%> &nbsp; </div> 6.8% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:27.3%> &nbsp; </div> 6.2% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:24.8%> &nbsp; </div> 5.7% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:24.0%> &nbsp; </div> 5.5% </td></tr><tr class><td title=u> u </td><td>174</td><td><div class=bar style=width:19.6%> &nbsp; </div> 4.5% </td></tr><tr class=other><td title="Other values (33)"> Other values (33) </td><td>887</td><td><div class=bar style=width:100.0%> 22.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:100.0%> 78.3% </div></td></tr><tr class><td title=.> . </td><td>41</td><td><div class=bar style=width:7.7%> &nbsp; </div> 6.0% </td></tr><tr class><td title=,> , </td><td>40</td><td><div class=bar style=width:7.5%> &nbsp; </div> 5.9% </td></tr><tr class><td title=-> - </td><td>11</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.6% </td></tr><tr class><td title=0> 0 </td><td>8</td><td><div class=bar style=width:1.5%> &nbsp; </div> 1.2% </td></tr><tr class><td title=1> 1 </td><td>5</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=%> % </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=3> 3 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=2> 2 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=)> ) </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>27</td><td><div class=bar style=width:5.1%> &nbsp; </div> 4.0% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-2699408212111064918unicode--2699408212111064918blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>4392</td><td><div class=bar style=width:100.0%> 96.0% </div></td></tr><tr class><td title=None> None </td><td>182</td><td><div class=bar style=width:4.1%> &nbsp; </div> 4.0% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:53.7%> 12.5% </div></td></tr><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:52.0%> 12.2% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:35.9%> &nbsp; </div> 8.4% </td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:35.5%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:30.6%> &nbsp; </div> 7.1% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:28.6%> &nbsp; </div> 6.7% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:25.6%> &nbsp; </div> 6.0% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:23.6%> &nbsp; </div> 5.5% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:21.4%> &nbsp; </div> 5.0% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:20.7%> &nbsp; </div> 4.8% </td></tr><tr class=other><td title="Other values (56)"> Other values (56) </td><td>1027</td><td><div class=bar style=width:100.0%> 23.4% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>146</td><td><div class=bar style=width:100.0%> 80.2% </div></td></tr><tr class><td title=ö> ö </td><td>36</td><td><div class=bar style=width:24.7%> &nbsp; </div> 19.8% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-1131446267025600266></a><div class=variable><div class=col-sm-12><p class=h4 title="Ideoita ensi vuoden kyselyyn"><a href=#pp_var_-1131446267025600266>Ideoita ensi vuoden kyselyyn</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>31</td></tr><tr><th>Distinct (%)</th><td>100.0%</td></tr><tr class=alert><th>Missing</th><td>653</td></tr><tr class=alert><th>Missing (%)</th><td>95.5%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image74d2431000 x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p572e3ada66><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8364712256468567017bottom--8364712256468567017characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-8364712256468567017unicode--8364712256468567017characters aria-controls=-8364712256468567017unicode--8364712256468567017characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-8364712256468567017unicode--8364712256468567017categories aria-controls=-8364712256468567017unicode--8364712256468567017categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-8364712256468567017unicode--8364712256468567017scripts aria-controls=-8364712256468567017unicode--8364712256468567017scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-8364712256468567017unicode--8364712256468567017blocks aria-controls=-8364712256468567017unicode--8364712256468567017blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-8364712256468567017unicode--8364712256468567017characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:45.6%> 12.0% </div></td></tr><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:44.2%> 11.7% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:30.5%> &nbsp; </div> 8.1% </td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:30.2%> &nbsp; </div> 8.0% </td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:26.0%> &nbsp; </div> 6.9% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:24.3%> &nbsp; </div> 6.4% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:21.8%> &nbsp; </div> 5.7% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:20.0%> &nbsp; </div> 5.3% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:18.2%> &nbsp; </div> 4.8% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:17.6%> &nbsp; </div> 4.7% </td></tr><tr class=other><td title="Other values (58)"> Other values (58) </td><td>1209</td><td><div class=bar style=width:100.0%> 26.4% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8364712256468567017unicode--8364712256468567017categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>3824</td><td><div class=bar style=width:100.0%> 83.6% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>534</td><td><div class=bar style=width:14.0%> &nbsp; </div> 11.7% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>95</td><td><div class=bar style=width:2.5%> &nbsp; </div> 2.1% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>68</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.5% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>29</td><td><div class=bar style=width:0.8%> &nbsp; </div> 0.6% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>11</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.2% </td></tr><tr class><td title="Math Symbol"> Math Symbol </td><td>5</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>4</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>3</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Control> Control </td><td>1</td><td><div class=bar style=width:0.0%> &nbsp; </div>< 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:67.3%> 14.4% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:45.1%> 9.6% </div></td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:44.6%> 9.5% </div></td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:38.3%> &nbsp; </div> 8.2% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:35.9%> &nbsp; </div> 7.7% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:32.1%> &nbsp; </div> 6.9% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:29.5%> &nbsp; </div> 6.3% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:26.9%> &nbsp; </div> 5.8% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:26.0%> &nbsp; </div> 5.6% </td></tr><tr class><td title=u> u </td><td>174</td><td><div class=bar style=width:21.2%> &nbsp; </div> 4.6% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>819</td><td><div class=bar style=width:100.0%> 21.4% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=K> K </td><td>8</td><td><div class=bar style=width:66.7%> 11.8% </div></td></tr><tr class><td title=S> S </td><td>7</td><td><div class=bar style=width:58.3%> 10.3% </div></td></tr><tr class><td title=V> V </td><td>7</td><td><div class=bar style=width:58.3%> 10.3% </div></td></tr><tr class><td title=P> P </td><td>7</td><td><div class=bar style=width:58.3%> 10.3% </div></td></tr><tr class><td title=O> O </td><td>6</td><td><div class=bar style=width:50.0%> 8.8% </div></td></tr><tr class><td title=E> E </td><td>6</td><td><div class=bar style=width:50.0%> 8.8% </div></td></tr><tr class><td title=T> T </td><td>6</td><td><div class=bar style=width:50.0%> 8.8% </div></td></tr><tr class><td title=Y> Y </td><td>4</td><td><div class=bar style=width:33.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=L> L </td><td>3</td><td><div class=bar style=width:25.0%> &nbsp; </div> 4.4% </td></tr><tr class><td title=J> J </td><td>2</td><td><div class=bar style=width:16.7%> &nbsp; </div> 2.9% </td></tr><tr class=other><td title="Other values (8)"> Other values (8) </td><td>12</td><td><div class=bar style=width:100.0%> 17.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=.> . </td><td>41</td><td><div class=bar style=width:100.0%> 43.2% </div></td></tr><tr class><td title=,> , </td><td>40</td><td><div class=bar style=width:97.6%> 42.1% </div></td></tr><tr class><td title=%> % </td><td>4</td><td><div class=bar style=width:9.8%> &nbsp; </div> 4.2% </td></tr><tr class><td title=/ > / </td><td>3</td><td><div class=bar style=width:7.3%> &nbsp; </div> 3.2% </td></tr><tr class><td title='"'> &#34; </td><td>2</td><td><div class=bar style=width:4.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=:> : </td><td>2</td><td><div class=bar style=width:4.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=!> ! </td><td>2</td><td><div class=bar style=width:4.9%> &nbsp; </div> 2.1% </td></tr><tr class><td title=*> * </td><td>1</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.1% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>8</td><td><div class=bar style=width:100.0%> 27.6% </div></td></tr><tr class><td title=1> 1 </td><td>5</td><td><div class=bar style=width:62.5%> 17.2% </div></td></tr><tr class><td title=3> 3 </td><td>4</td><td><div class=bar style=width:50.0%> 13.8% </div></td></tr><tr class><td title=2> 2 </td><td>4</td><td><div class=bar style=width:50.0%> 13.8% </div></td></tr><tr class><td title=8> 8 </td><td>3</td><td><div class=bar style=width:37.5%> &nbsp; </div> 10.3% </td></tr><tr class><td title=5> 5 </td><td>3</td><td><div class=bar style=width:37.5%> &nbsp; </div> 10.3% </td></tr><tr class><td title=7> 7 </td><td>1</td><td><div class=bar style=width:12.5%> &nbsp; </div> 3.4% </td></tr><tr class><td title=9> 9 </td><td>1</td><td><div class=bar style=width:12.5%> &nbsp; </div> 3.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Math Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="="> = </td><td>2</td><td><div class=bar style=width:100.0%> 40.0% </div></td></tr><tr class><td title=~> ~ </td><td>1</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr><tr class><td title="<"> &lt; </td><td>1</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr><tr class><td title=+> + </td><td>1</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>11</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>4</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>3</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Control</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="
+"></td><td>1</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8364712256468567017unicode--8364712256468567017scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>3892</td><td><div class=bar style=width:100.0%> 85.1% </div></td></tr><tr class><td title=Common> Common </td><td>682</td><td><div class=bar style=width:17.5%> &nbsp; </div> 14.9% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:62.1%> 14.2% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:41.6%> 9.5% </div></td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:41.1%> 9.4% </div></td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:35.4%> &nbsp; </div> 8.1% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:33.1%> &nbsp; </div> 7.6% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:29.7%> &nbsp; </div> 6.8% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:27.3%> &nbsp; </div> 6.2% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:24.8%> &nbsp; </div> 5.7% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:24.0%> &nbsp; </div> 5.5% </td></tr><tr class><td title=u> u </td><td>174</td><td><div class=bar style=width:19.6%> &nbsp; </div> 4.5% </td></tr><tr class=other><td title="Other values (33)"> Other values (33) </td><td>887</td><td><div class=bar style=width:100.0%> 22.8% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:100.0%> 78.3% </div></td></tr><tr class><td title=.> . </td><td>41</td><td><div class=bar style=width:7.7%> &nbsp; </div> 6.0% </td></tr><tr class><td title=,> , </td><td>40</td><td><div class=bar style=width:7.5%> &nbsp; </div> 5.9% </td></tr><tr class><td title=-> - </td><td>11</td><td><div class=bar style=width:2.1%> &nbsp; </div> 1.6% </td></tr><tr class><td title=0> 0 </td><td>8</td><td><div class=bar style=width:1.5%> &nbsp; </div> 1.2% </td></tr><tr class><td title=1> 1 </td><td>5</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=%> % </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=3> 3 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=2> 2 </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class><td title=)> ) </td><td>4</td><td><div class=bar style=width:0.7%> &nbsp; </div> 0.6% </td></tr><tr class=other><td title="Other values (15)"> Other values (15) </td><td>27</td><td><div class=bar style=width:5.1%> &nbsp; </div> 4.0% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-8364712256468567017unicode--8364712256468567017blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>4392</td><td><div class=bar style=width:100.0%> 96.0% </div></td></tr><tr class><td title=None> None </td><td>182</td><td><div class=bar style=width:4.1%> &nbsp; </div> 4.0% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>551</td><td><div class=bar style=width:53.7%> 12.5% </div></td></tr><tr class><td title=" "></td><td>534</td><td><div class=bar style=width:52.0%> 12.2% </div></td></tr><tr class><td title=i> i </td><td>369</td><td><div class=bar style=width:35.9%> &nbsp; </div> 8.4% </td></tr><tr class><td title=t> t </td><td>365</td><td><div class=bar style=width:35.5%> &nbsp; </div> 8.3% </td></tr><tr class><td title=n> n </td><td>314</td><td><div class=bar style=width:30.6%> &nbsp; </div> 7.1% </td></tr><tr class><td title=s> s </td><td>294</td><td><div class=bar style=width:28.6%> &nbsp; </div> 6.7% </td></tr><tr class><td title=e> e </td><td>263</td><td><div class=bar style=width:25.6%> &nbsp; </div> 6.0% </td></tr><tr class><td title=k> k </td><td>242</td><td><div class=bar style=width:23.6%> &nbsp; </div> 5.5% </td></tr><tr class><td title=l> l </td><td>220</td><td><div class=bar style=width:21.4%> &nbsp; </div> 5.0% </td></tr><tr class><td title=o> o </td><td>213</td><td><div class=bar style=width:20.7%> &nbsp; </div> 4.8% </td></tr><tr class=other><td title="Other values (56)"> Other values (56) </td><td>1027</td><td><div class=bar style=width:100.0%> 23.4% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>146</td><td><div class=bar style=width:100.0%> 80.2% </div></td></tr><tr class><td title=ö> ö </td><td>36</td><td><div class=bar style=width:24.7%> &nbsp; </div> 19.8% </td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_8782309094975639949></a><div class=variable><div class=col-sm-12><p class=h4 title="Ideoita ensi vuoden kyselyyn"><a href=#pp_var_8782309094975639949>Ideoita ensi vuoden kyselyyn</a><br><small>Text</small></p><p><code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>31</td></tr><tr><th>Distinct (%)</th><td>100.0%</td></tr><tr class=alert><th>Missing</th><td>653</td></tr><tr class=alert><th>Missing (%)</th><td>95.5%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=image60c6a679ff x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p984efe211c><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--1131446267025600266, #minifreqtable-1131446267025600266" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--1131446267025600266 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-1131446267025600266bottom--1131446267025600266overview aria-controls=-1131446267025600266bottom--1131446267025600266overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-1131446267025600266bottom--1131446267025600266word aria-controls=-1131446267025600266bottom--1131446267025600266word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-1131446267025600266bottom--1131446267025600266characters aria-controls=-1131446267025600266bottom--1131446267025600266characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-1131446267025600266bottom--1131446267025600266overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>558</td></tr><tr><th>Median length</th><td>89</td></tr><tr><th>Mean length</th><td>96.806452</td></tr><tr><th>Min length</th><td>13</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>3001</td></tr><tr><th>Distinct characters</th><td>54</td></tr><tr><th>Distinct categories</th><td>10 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>3 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>31 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>100.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Tämä oli mukavan lyhyt ja ytimekäs</td></tr><tr><th>2nd row</th><td>5/5 hyvää duunia </td></tr><tr><th>3rd row</th><td>Kiinnostaisi tietää mitä kautta ihmiset löysivät työnsä.</td></tr><tr><th>4th row</th><td>Ehkä voisi huomioida olennaiset semi-satunnaiset sivuduunit palkkaduunarin ja yrittäjän välimaastossa olevilla. </td></tr><tr><th>5th row</th><td>Luontaisedut, autoedun arvo yms. voisi olla mukana kyselyssä</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1131446267025600266bottom--1131446267025600266word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=voisi> voisi </td><td>11</td><td><div class=bar style=width:3.6%> &nbsp; </div> 3.0% </td></tr><tr class><td title=on> on </td><td>8</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.2% </td></tr><tr class><td title=ja> ja </td><td>7</td><td><div class=bar style=width:2.3%> &nbsp; </div> 1.9% </td></tr><tr class><td title=mitä> mitä </td><td>7</td><td><div class=bar style=width:2.3%> &nbsp; </div> 1.9% </td></tr><tr class><td title=jos> jos </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=onko> onko </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=kysyä> kysyä </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=myös> myös </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=se> se </td><td>4</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.1% </td></tr><tr class><td title=ehkä> ehkä </td><td>4</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.1% </td></tr><tr class=other><td title="Other values (267)"> Other values (267) </td><td>304</td><td><div class=bar style=width:100.0%> 83.3% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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id=image558fcdcbfd x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p6744aafea6><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-8782309094975639949, #minifreqtable8782309094975639949" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-8782309094975639949 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#8782309094975639949bottom-8782309094975639949overview aria-controls=8782309094975639949bottom-8782309094975639949overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#8782309094975639949bottom-8782309094975639949word aria-controls=8782309094975639949bottom-8782309094975639949word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#8782309094975639949bottom-8782309094975639949characters aria-controls=8782309094975639949bottom-8782309094975639949characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=8782309094975639949bottom-8782309094975639949overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>558</td></tr><tr><th>Median length</th><td>89</td></tr><tr><th>Mean length</th><td>96.806452</td></tr><tr><th>Min length</th><td>13</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>3001</td></tr><tr><th>Distinct characters</th><td>54</td></tr><tr><th>Distinct categories</th><td>10 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>3 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>31 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>100.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>Tämä oli mukavan lyhyt ja ytimekäs</td></tr><tr><th>2nd row</th><td>5/5 hyvää duunia </td></tr><tr><th>3rd row</th><td>Kiinnostaisi tietää mitä kautta ihmiset löysivät työnsä.</td></tr><tr><th>4th row</th><td>Ehkä voisi huomioida olennaiset semi-satunnaiset sivuduunit palkkaduunarin ja yrittäjän välimaastossa olevilla. </td></tr><tr><th>5th row</th><td>Luontaisedut, autoedun arvo yms. voisi olla mukana kyselyssä</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8782309094975639949bottom-8782309094975639949word><div class=col-sm-6><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=voisi> voisi </td><td>11</td><td><div class=bar style=width:3.6%> &nbsp; </div> 3.0% </td></tr><tr class><td title=on> on </td><td>8</td><td><div class=bar style=width:2.6%> &nbsp; </div> 2.2% </td></tr><tr class><td title=ja> ja </td><td>7</td><td><div class=bar style=width:2.3%> &nbsp; </div> 1.9% </td></tr><tr class><td title=mitä> mitä </td><td>7</td><td><div class=bar style=width:2.3%> &nbsp; </div> 1.9% </td></tr><tr class><td title=jos> jos </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=onko> onko </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=kysyä> kysyä </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=myös> myös </td><td>5</td><td><div class=bar style=width:1.6%> &nbsp; </div> 1.4% </td></tr><tr class><td title=se> se </td><td>4</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.1% </td></tr><tr class><td title=ehkä> ehkä </td><td>4</td><td><div class=bar style=width:1.3%> &nbsp; </div> 1.1% </td></tr><tr class=other><td title="Other values (267)"> Other values (267) </td><td>304</td><td><div class=bar style=width:100.0%> 83.3% </div></td></tr></tbody></table></div><div class=col-sm-6><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=imagefc18e74baf x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=pd14c84b542><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1131446267025600266bottom--1131446267025600266characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-1131446267025600266unicode--1131446267025600266characters aria-controls=-1131446267025600266unicode--1131446267025600266characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-1131446267025600266unicode--1131446267025600266categories aria-controls=-1131446267025600266unicode--1131446267025600266categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-1131446267025600266unicode--1131446267025600266scripts aria-controls=-1131446267025600266unicode--1131446267025600266scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-1131446267025600266unicode--1131446267025600266blocks aria-controls=-1131446267025600266unicode--1131446267025600266blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-1131446267025600266unicode--1131446267025600266characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:42.3%> 11.3% </div></td></tr><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:40.4%> 10.8% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:32.8%> &nbsp; </div> 8.7% </td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:31.8%> &nbsp; </div> 8.5% </td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:27.5%> &nbsp; </div> 7.3% </td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:22.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:20.5%> &nbsp; </div> 5.5% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:20.4%> &nbsp; </div> 5.4% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:19.1%> &nbsp; </div> 5.1% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:18.4%> &nbsp; </div> 4.9% </td></tr><tr class=other><td title="Other values (44)"> Other values (44) </td><td>799</td><td><div class=bar style=width:100.0%> 26.6% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1131446267025600266unicode--1131446267025600266categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>2517</td><td><div class=bar style=width:100.0%> 83.9% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>338</td><td><div class=bar style=width:13.4%> &nbsp; </div> 11.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>81</td><td><div class=bar style=width:3.2%> &nbsp; </div> 2.7% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>44</td><td><div class=bar style=width:1.7%> &nbsp; </div> 1.5% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>8</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>4</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>3</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Control> Control </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Other Symbol"> Other Symbol </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:61.3%> 12.8% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:49.7%> 10.4% </div></td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:48.2%> 10.1% </div></td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:41.7%> 8.7% </div></td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:33.8%> &nbsp; </div> 7.1% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:31.1%> &nbsp; </div> 6.5% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:30.9%> &nbsp; </div> 6.5% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:29.0%> &nbsp; </div> 6.1% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:27.9%> &nbsp; </div> 5.8% </td></tr><tr class><td title=u> u </td><td>126</td><td><div class=bar style=width:23.9%> &nbsp; </div> 5.0% </td></tr><tr class=other><td title="Other values (14)"> Other values (14) </td><td>527</td><td><div class=bar style=width:100.0%> 20.9% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=T> T </td><td>9</td><td><div class=bar style=width:100.0%> 20.5% </div></td></tr><tr class><td title=M> M </td><td>7</td><td><div class=bar style=width:77.8%> 15.9% </div></td></tr><tr class><td title=K> K </td><td>6</td><td><div class=bar style=width:66.7%> 13.6% </div></td></tr><tr class><td title=O> O </td><td>5</td><td><div class=bar style=width:55.6%> 11.4% </div></td></tr><tr class><td title=E> E </td><td>4</td><td><div class=bar style=width:44.4%> 9.1% </div></td></tr><tr class><td title=V> V </td><td>3</td><td><div class=bar style=width:33.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=P> P </td><td>2</td><td><div class=bar style=width:22.2%> &nbsp; </div> 4.5% </td></tr><tr class><td title=J> J </td><td>2</td><td><div class=bar style=width:22.2%> &nbsp; </div> 4.5% </td></tr><tr class><td title=S> S </td><td>1</td><td><div class=bar style=width:11.1%> &nbsp; </div> 2.3% </td></tr><tr class><td title=F> F </td><td>1</td><td><div class=bar style=width:11.1%> &nbsp; </div> 2.3% </td></tr><tr class=other><td title="Other values (4)"> Other values (4) </td><td>4</td><td><div class=bar style=width:44.4%> 9.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=.> . </td><td>32</td><td><div class=bar style=width:100.0%> 39.5% </div></td></tr><tr class><td title=,> , </td><td>23</td><td><div class=bar style=width:71.9%> 28.4% </div></td></tr><tr class><td title=?> ? </td><td>13</td><td><div class=bar style=width:40.6%> 16.0% </div></td></tr><tr class><td title='"'> &#34; </td><td>6</td><td><div class=bar style=width:18.8%> &nbsp; </div> 7.4% </td></tr><tr class><td title=/ > / </td><td>3</td><td><div class=bar style=width:9.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=!> ! </td><td>3</td><td><div class=bar style=width:9.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:3.1%> &nbsp; </div> 1.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=5> 5 </td><td>3</td><td><div class=bar style=width:100.0%> 75.0% </div></td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 25.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=😍> 😍 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=😄> 😄 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>3</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Control</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="
-"></td><td>2</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>2</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1131446267025600266unicode--1131446267025600266scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>2561</td><td><div class=bar style=width:100.0%> 85.3% </div></td></tr><tr class><td title=Common> Common </td><td>440</td><td><div class=bar style=width:17.2%> &nbsp; </div> 14.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:56.6%> 12.6% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:45.9%> 10.2% </div></td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:44.5%> 9.9% </div></td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.6% </td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:31.2%> &nbsp; </div> 7.0% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:28.7%> &nbsp; </div> 6.4% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:28.5%> &nbsp; </div> 6.4% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:26.8%> &nbsp; </div> 6.0% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:25.7%> &nbsp; </div> 5.7% </td></tr><tr class><td title=u> u </td><td>126</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.9% </td></tr><tr class=other><td title="Other values (28)"> Other values (28) </td><td>571</td><td><div class=bar style=width:100.0%> 22.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:100.0%> 76.8% </div></td></tr><tr class><td title=.> . </td><td>32</td><td><div class=bar style=width:9.5%> &nbsp; </div> 7.3% </td></tr><tr class><td title=,> , </td><td>23</td><td><div class=bar style=width:6.8%> &nbsp; </div> 5.2% </td></tr><tr class><td title=?> ? </td><td>13</td><td><div class=bar style=width:3.8%> &nbsp; </div> 3.0% </td></tr><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.8% </td></tr><tr class><td title='"'> &#34; </td><td>6</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.4% </td></tr><tr class><td title=)> ) </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=5> 5 </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=/ > / </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=!> ! </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class=other><td title="Other values (6)"> Other values (6) </td><td>8</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.8% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-1131446267025600266unicode--1131446267025600266blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>2882</td><td><div class=bar style=width:100.0%> 96.0% </div></td></tr><tr class><td title=None> None </td><td>117</td><td><div class=bar style=width:4.1%> &nbsp; </div> 3.9% </td></tr><tr class><td title=Emoticons> Emoticons </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:49.7%> 11.7% </div></td></tr><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:47.5%> 11.2% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:38.5%> &nbsp; </div> 9.1% </td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:37.4%> &nbsp; </div> 8.8% </td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:32.4%> &nbsp; </div> 7.6% </td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:26.2%> &nbsp; </div> 6.2% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:24.1%> &nbsp; </div> 5.7% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:24.0%> &nbsp; </div> 5.7% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:22.5%> &nbsp; </div> 5.3% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:21.6%> &nbsp; </div> 5.1% </td></tr><tr class=other><td title="Other values (40)"> Other values (40) </td><td>680</td><td><div class=bar style=width:100.0%> 23.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>94</td><td><div class=bar style=width:100.0%> 80.3% </div></td></tr><tr class><td title=ö> ö </td><td>23</td><td><div class=bar style=width:24.5%> &nbsp; </div> 19.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Emoticons</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=😍> 😍 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=😄> 😄 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_7199043947222357757></a><div class=variable><div class=col-sm-12><p class=h4 title=Etä><a href=#pp_var_7199043947222357757>Etä</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 2 fields: Oletko palkansaaja vai laskuttaja?, Etä- vai lähityö">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>0.5%</td></tr><tr class=alert><th>Missing</th><td>80</td></tr><tr class=alert><th>Missing (%)</th><td>11.7%</td></tr><tr><th>Memory size</th><td>948.0 B</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Etä </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 343&nbsp; </div></td></tr><tr class><th width=10%> 50/50 </th><td width=10%><div class=bar style=width:53.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 185&nbsp; </div></td></tr><tr class><th width=10%> Toimisto </th><td width=10%><div class=bar style=width:22.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 76&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom-7199043947222357757, #minifreqtable7199043947222357757" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom-7199043947222357757 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#7199043947222357757bottom-7199043947222357757overview aria-controls=7199043947222357757bottom-7199043947222357757overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#7199043947222357757bottom-7199043947222357757string aria-controls=7199043947222357757bottom-7199043947222357757string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#7199043947222357757bottom-7199043947222357757word aria-controls=7199043947222357757bottom-7199043947222357757word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#7199043947222357757bottom-7199043947222357757characters aria-controls=7199043947222357757bottom-7199043947222357757characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=7199043947222357757bottom-7199043947222357757overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>8</td></tr><tr><th>Median length</th><td>3</td></tr><tr><th>Mean length</th><td>4.2417219</td></tr><tr><th>Min length</th><td>3</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>2562</td></tr><tr><th>Distinct characters</th><td>11</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>50/50</td></tr><tr><th>2nd row</th><td>Etä</td></tr><tr><th>3rd row</th><td>50/50</td></tr><tr><th>4th row</th><td>50/50</td></tr><tr><th>5th row</th><td>Etä</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7199043947222357757bottom-7199043947222357757string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Etä> Etä </td><td>343</td><td><div class=bar style=width:100.0%> 50.1% </div></td></tr><tr class><td title=50/50> 50/50 </td><td>185</td><td><div class=bar style=width:53.9%> 27.0% </div></td></tr><tr class><td title=Toimisto> Toimisto </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 11.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>80</td><td><div class=bar style=width:23.3%> &nbsp; </div> 11.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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" id=imagecc099e65da x=55.08 y=-34.56 width=332.64 height=221.76 transform="scale(1 -1) translate(0 -221.76)"/></g></g></g><defs><clippath id=p41da55a4e4><rect x=55.08 y=34.56 width=332.64 height=221.76 /></clippath></defs></svg></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8782309094975639949bottom-8782309094975639949characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#8782309094975639949unicode-8782309094975639949characters aria-controls=8782309094975639949unicode-8782309094975639949characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#8782309094975639949unicode-8782309094975639949categories aria-controls=8782309094975639949unicode-8782309094975639949categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#8782309094975639949unicode-8782309094975639949scripts aria-controls=8782309094975639949unicode-8782309094975639949scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#8782309094975639949unicode-8782309094975639949blocks aria-controls=8782309094975639949unicode-8782309094975639949blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=8782309094975639949unicode-8782309094975639949characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:42.3%> 11.3% </div></td></tr><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:40.4%> 10.8% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:32.8%> &nbsp; </div> 8.7% </td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:31.8%> &nbsp; </div> 8.5% </td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:27.5%> &nbsp; </div> 7.3% </td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:22.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:20.5%> &nbsp; </div> 5.5% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:20.4%> &nbsp; </div> 5.4% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:19.1%> &nbsp; </div> 5.1% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:18.4%> &nbsp; </div> 4.9% </td></tr><tr class=other><td title="Other values (44)"> Other values (44) </td><td>799</td><td><div class=bar style=width:100.0%> 26.6% </div></td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8782309094975639949unicode-8782309094975639949categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>2517</td><td><div class=bar style=width:100.0%> 83.9% </div></td></tr><tr class><td title="Space Separator"> Space Separator </td><td>338</td><td><div class=bar style=width:13.4%> &nbsp; </div> 11.3% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>81</td><td><div class=bar style=width:3.2%> &nbsp; </div> 2.7% </td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>44</td><td><div class=bar style=width:1.7%> &nbsp; </div> 1.5% </td></tr><tr class><td title="Dash Punctuation"> Dash Punctuation </td><td>8</td><td><div class=bar style=width:0.3%> &nbsp; </div> 0.3% </td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>4</td><td><div class=bar style=width:0.2%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Close Punctuation"> Close Punctuation </td><td>3</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title=Control> Control </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Open Punctuation"> Open Punctuation </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr><tr class><td title="Other Symbol"> Other Symbol </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:61.3%> 12.8% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:49.7%> 10.4% </div></td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:48.2%> 10.1% </div></td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:41.7%> 8.7% </div></td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:33.8%> &nbsp; </div> 7.1% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:31.1%> &nbsp; </div> 6.5% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:30.9%> &nbsp; </div> 6.5% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:29.0%> &nbsp; </div> 6.1% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:27.9%> &nbsp; </div> 5.8% </td></tr><tr class><td title=u> u </td><td>126</td><td><div class=bar style=width:23.9%> &nbsp; </div> 5.0% </td></tr><tr class=other><td title="Other values (14)"> Other values (14) </td><td>527</td><td><div class=bar style=width:100.0%> 20.9% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=T> T </td><td>9</td><td><div class=bar style=width:100.0%> 20.5% </div></td></tr><tr class><td title=M> M </td><td>7</td><td><div class=bar style=width:77.8%> 15.9% </div></td></tr><tr class><td title=K> K </td><td>6</td><td><div class=bar style=width:66.7%> 13.6% </div></td></tr><tr class><td title=O> O </td><td>5</td><td><div class=bar style=width:55.6%> 11.4% </div></td></tr><tr class><td title=E> E </td><td>4</td><td><div class=bar style=width:44.4%> 9.1% </div></td></tr><tr class><td title=V> V </td><td>3</td><td><div class=bar style=width:33.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=P> P </td><td>2</td><td><div class=bar style=width:22.2%> &nbsp; </div> 4.5% </td></tr><tr class><td title=J> J </td><td>2</td><td><div class=bar style=width:22.2%> &nbsp; </div> 4.5% </td></tr><tr class><td title=S> S </td><td>1</td><td><div class=bar style=width:11.1%> &nbsp; </div> 2.3% </td></tr><tr class><td title=F> F </td><td>1</td><td><div class=bar style=width:11.1%> &nbsp; </div> 2.3% </td></tr><tr class=other><td title="Other values (4)"> Other values (4) </td><td>4</td><td><div class=bar style=width:44.4%> 9.1% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=.> . </td><td>32</td><td><div class=bar style=width:100.0%> 39.5% </div></td></tr><tr class><td title=,> , </td><td>23</td><td><div class=bar style=width:71.9%> 28.4% </div></td></tr><tr class><td title=?> ? </td><td>13</td><td><div class=bar style=width:40.6%> 16.0% </div></td></tr><tr class><td title='"'> &#34; </td><td>6</td><td><div class=bar style=width:18.8%> &nbsp; </div> 7.4% </td></tr><tr class><td title=/ > / </td><td>3</td><td><div class=bar style=width:9.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=!> ! </td><td>3</td><td><div class=bar style=width:9.4%> &nbsp; </div> 3.7% </td></tr><tr class><td title=:> : </td><td>1</td><td><div class=bar style=width:3.1%> &nbsp; </div> 1.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=5> 5 </td><td>3</td><td><div class=bar style=width:100.0%> 75.0% </div></td></tr><tr class><td title=1> 1 </td><td>1</td><td><div class=bar style=width:33.3%> &nbsp; </div> 25.0% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Symbol</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=😍> 😍 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=😄> 😄 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Space Separator</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Dash Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Close Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=)> ) </td><td>3</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Control</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="
+"></td><td>2</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Open Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=(> ( </td><td>2</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8782309094975639949unicode-8782309094975639949scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>2561</td><td><div class=bar style=width:100.0%> 85.3% </div></td></tr><tr class><td title=Common> Common </td><td>440</td><td><div class=bar style=width:17.2%> &nbsp; </div> 14.7% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:56.6%> 12.6% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:45.9%> 10.2% </div></td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:44.5%> 9.9% </div></td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:38.5%> &nbsp; </div> 8.6% </td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:31.2%> &nbsp; </div> 7.0% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:28.7%> &nbsp; </div> 6.4% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:28.5%> &nbsp; </div> 6.4% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:26.8%> &nbsp; </div> 6.0% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:25.7%> &nbsp; </div> 5.7% </td></tr><tr class><td title=u> u </td><td>126</td><td><div class=bar style=width:22.1%> &nbsp; </div> 4.9% </td></tr><tr class=other><td title="Other values (28)"> Other values (28) </td><td>571</td><td><div class=bar style=width:100.0%> 22.3% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:100.0%> 76.8% </div></td></tr><tr class><td title=.> . </td><td>32</td><td><div class=bar style=width:9.5%> &nbsp; </div> 7.3% </td></tr><tr class><td title=,> , </td><td>23</td><td><div class=bar style=width:6.8%> &nbsp; </div> 5.2% </td></tr><tr class><td title=?> ? </td><td>13</td><td><div class=bar style=width:3.8%> &nbsp; </div> 3.0% </td></tr><tr class><td title=-> - </td><td>8</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.8% </td></tr><tr class><td title='"'> &#34; </td><td>6</td><td><div class=bar style=width:1.8%> &nbsp; </div> 1.4% </td></tr><tr class><td title=)> ) </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=5> 5 </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=/ > / </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class><td title=!> ! </td><td>3</td><td><div class=bar style=width:0.9%> &nbsp; </div> 0.7% </td></tr><tr class=other><td title="Other values (6)"> Other values (6) </td><td>8</td><td><div class=bar style=width:2.4%> &nbsp; </div> 1.8% </td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=8782309094975639949unicode-8782309094975639949blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>2882</td><td><div class=bar style=width:100.0%> 96.0% </div></td></tr><tr class><td title=None> None </td><td>117</td><td><div class=bar style=width:4.1%> &nbsp; </div> 3.9% </td></tr><tr class><td title=Emoticons> Emoticons </td><td>2</td><td><div class=bar style=width:0.1%> &nbsp; </div> 0.1% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=" "></td><td>338</td><td><div class=bar style=width:49.7%> 11.7% </div></td></tr><tr class><td title=a> a </td><td>323</td><td><div class=bar style=width:47.5%> 11.2% </div></td></tr><tr class><td title=t> t </td><td>262</td><td><div class=bar style=width:38.5%> &nbsp; </div> 9.1% </td></tr><tr class><td title=i> i </td><td>254</td><td><div class=bar style=width:37.4%> &nbsp; </div> 8.8% </td></tr><tr class><td title=s> s </td><td>220</td><td><div class=bar style=width:32.4%> &nbsp; </div> 7.6% </td></tr><tr class><td title=o> o </td><td>178</td><td><div class=bar style=width:26.2%> &nbsp; </div> 6.2% </td></tr><tr class><td title=e> e </td><td>164</td><td><div class=bar style=width:24.1%> &nbsp; </div> 5.7% </td></tr><tr class><td title=l> l </td><td>163</td><td><div class=bar style=width:24.0%> &nbsp; </div> 5.7% </td></tr><tr class><td title=k> k </td><td>153</td><td><div class=bar style=width:22.5%> &nbsp; </div> 5.3% </td></tr><tr class><td title=n> n </td><td>147</td><td><div class=bar style=width:21.6%> &nbsp; </div> 5.1% </td></tr><tr class=other><td title="Other values (40)"> Other values (40) </td><td>680</td><td><div class=bar style=width:100.0%> 23.6% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>94</td><td><div class=bar style=width:100.0%> 80.3% </div></td></tr><tr class><td title=ö> ö </td><td>23</td><td><div class=bar style=width:24.5%> &nbsp; </div> 19.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Emoticons</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=😍> 😍 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=😄> 😄 </td><td>1</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_-3611209821109006272></a><div class=variable><div class=col-sm-12><p class=h4 title=Etä><a href=#pp_var_-3611209821109006272>Etä</a><br><small>Categorical</small></p><p><code><abbr title="This variable has a high overall correlation with 2 fields: Oletko palkansaaja vai laskuttaja?, Etä- vai lähityö">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-6><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>3</td></tr><tr><th>Distinct (%)</th><td>0.5%</td></tr><tr class=alert><th>Missing</th><td>80</td></tr><tr class=alert><th>Missing (%)</th><td>11.7%</td></tr><tr><th>Memory size</th><td>948.0 B</td></tr></tbody></table></div><div class=col-sm-6><div class=row id=minifreqtable><table class="mini freq table-0"><tr class><th width=10%> Etä </th><td width=10%><div class=bar style=width:100.0% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 343&nbsp; </div></td></tr><tr class><th width=10%> 50/50 </th><td width=10%><div class=bar style=width:53.9% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 185&nbsp; </div></td></tr><tr class><th width=10%> Toimisto </th><td width=10%><div class=bar style=width:22.2% data-toggle=tooltip data-placement=center data-html=true data-delay=500> 76&nbsp; </div></td></tr></table></div></div><div class="col-sm-12 text-right"><button class="btn btn-default btn-sm" data-toggle=collapse data-target="#bottom--3611209821109006272, #minifreqtable-3611209821109006272" aria-expanded=true aria-controls=collapseExample> More details </button></div><div id=bottom--3611209821109006272 class=collapse><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-3611209821109006272bottom--3611209821109006272overview aria-controls=-3611209821109006272bottom--3611209821109006272overview role=tab data-toggle=tab>Overview</a></li><li role=presentation><a href=#-3611209821109006272bottom--3611209821109006272string aria-controls=-3611209821109006272bottom--3611209821109006272string role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-3611209821109006272bottom--3611209821109006272word aria-controls=-3611209821109006272bottom--3611209821109006272word role=tab data-toggle=tab>Words</a></li><li role=presentation><a href=#-3611209821109006272bottom--3611209821109006272characters aria-controls=-3611209821109006272bottom--3611209821109006272characters role=tab data-toggle=tab>Characters</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-3611209821109006272bottom--3611209821109006272overview><div class=row><div class=col-sm-3><p class=h4>Length</p><table class="table table-condensed stats"><tbody><tr><th>Max length</th><td>8</td></tr><tr><th>Median length</th><td>3</td></tr><tr><th>Mean length</th><td>4.2417219</td></tr><tr><th>Min length</th><td>3</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Characters and Unicode</p><table class="table table-condensed stats"><tbody><tr><th>Total characters</th><td>2562</td></tr><tr><th>Distinct characters</th><td>11</td></tr><tr><th>Distinct categories</th><td>4 <a title="Unicode categories (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_character_property#General_Category><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode categories (click for more information)">?</span></a></td></tr><tr><th>Distinct scripts</th><td>2 <a title="Unicode scripts (click for more information)" href=https://en.wikipedia.org/wiki/Script_(Unicode)#List_of_scripts_in_Unicode><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode scripts (click for more information)">?</span></a></td></tr><tr><th>Distinct blocks</th><td>2 <a title="Unicode blocks (click for more information)" href=https://en.wikipedia.org/wiki/Unicode_block><span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="Unicode blocks (click for more information)">?</span></a></td></tr></tbody></table><div class="caption text-center text-muted"> The Unicode Standard assigns character properties to each code point, which can be used to analyse textual variables. </div></div><div class=col-sm-3><p class=h4>Unique</p><table class="table table-condensed stats"><tbody><tr><th>Unique</th><td>0 <span class="badge pull-right" style=color:#fff;background-color:#337ab7; title="The number of unique values (all values that occur exactly once in the dataset).">?</span></td></tr><tr><th>Unique (%)</th><td>0.0%</td></tr></tbody></table></div><div class=col-sm-3><p class=h4>Sample</p><table class="table table-condensed stats"><tbody><tr><th>1st row</th><td>50/50</td></tr><tr><th>2nd row</th><td>Etä</td></tr><tr><th>3rd row</th><td>50/50</td></tr><tr><th>4th row</th><td>50/50</td></tr><tr><th>5th row</th><td>Etä</td></tr></tbody></table></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-3611209821109006272bottom--3611209821109006272string><div class=row><div class=col-sm-12><h4 class=indent>Common Values</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Etä> Etä </td><td>343</td><td><div class=bar style=width:100.0%> 50.1% </div></td></tr><tr class><td title=50/50> 50/50 </td><td>185</td><td><div class=bar style=width:53.9%> 27.0% </div></td></tr><tr class><td title=Toimisto> Toimisto </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 11.1% </td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>80</td><td><div class=bar style=width:23.3%> &nbsp; </div> 11.7% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h4 class=indent>Length</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
+  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=504pt height=216pt viewbox="0 0 504 216" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T18:24:40.756996</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 216 
 L 504 216 
 L 504 0 
 L 0 0 
@@ -13408,17 +13408,17 @@ L 207.764697 183.053951
 L 207.764697 19.002569 
 L 75.004091 19.002569 
 z
-" clip-path=url(#p6f9637915e) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_4><path d="M 207.764697 183.053951 
+" clip-path=url(#p2b08e0cdba) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_4><path d="M 207.764697 183.053951 
 L 340.525303 183.053951 
 L 340.525303 94.571427 
 L 207.764697 94.571427 
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-" clip-path=url(#p6f9637915e) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 340.525303 183.053951 
+" clip-path=url(#p2b08e0cdba) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_5><path d="M 340.525303 183.053951 
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-" clip-path=url(#p6f9637915e) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_6><path d="M 55.09 183.053951 
+" clip-path=url(#p2b08e0cdba) style="fill: #377eb8; stroke: #ffffff; stroke-width: 0.3; stroke-linejoin: miter"/></g><g id=patch_6><path d="M 55.09 183.053951 
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 " style="fill: none"/></g><g id=patch_7><path d="M 493.2 183.053951 
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@@ -13426,8 +13426,8 @@ L 493.2 10.8
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-" style="fill: none"/></g></g></g><defs><clippath id=p6f9637915e><rect x=55.09 y=10.8 width=438.11 height=172.253951 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div><div class=row><div class=col-sm-12><h4 class=indent>Common Values (Plot)</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=405pt height=215.1954pt viewbox="0 0 405 215.1954" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:36:01.901517</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 215.1954 
+" style="fill: none"/></g></g></g><defs><clippath id=p2b08e0cdba><rect x=55.09 y=10.8 width=438.11 height=172.253951 /></clippath></defs></svg><div class="caption text-center text-muted"> Histogram of lengths of the category </div></div></div><div class=row><div class=col-sm-12><h4 class=indent>Common Values (Plot)</h4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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-"/></defs><use xlink:href=#DejaVuSans-54 /><use xlink:href=#DejaVuSans-6f x=44.083984 /><use xlink:href=#DejaVuSans-69 x=105.265625 /><use xlink:href=#DejaVuSans-6d x=133.048828 /><use xlink:href=#DejaVuSans-69 x=230.460938 /><use xlink:href=#DejaVuSans-73 x=258.244141 /><use xlink:href=#DejaVuSans-74 x=310.34375 /><use xlink:href=#DejaVuSans-6f x=349.552734 /></g></g></g></g></g><defs><clippath id=ped406f2353><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7199043947222357757bottom-7199043947222357757word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=etä> etä </td><td>343</td><td><div class=bar style=width:100.0%> 56.8% </div></td></tr><tr class><td title=50/50> 50/50 </td><td>185</td><td><div class=bar style=width:53.9%> 30.6% </div></td></tr><tr class><td title=toimisto> toimisto </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 12.6% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7199043947222357757bottom-7199043947222357757characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#7199043947222357757unicode-7199043947222357757characters aria-controls=7199043947222357757unicode-7199043947222357757characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#7199043947222357757unicode-7199043947222357757categories aria-controls=7199043947222357757unicode-7199043947222357757categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#7199043947222357757unicode-7199043947222357757scripts aria-controls=7199043947222357757unicode-7199043947222357757scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#7199043947222357757unicode-7199043947222357757blocks aria-controls=7199043947222357757unicode-7199043947222357757blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=7199043947222357757unicode-7199043947222357757characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 16.4% </div></td></tr><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:88.3%> 14.4% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:88.3%> 14.4% </div></td></tr><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:81.9%> 13.4% </div></td></tr><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:81.9%> 13.4% </div></td></tr><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:44.2%> 7.2% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.0% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.0% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7199043947222357757unicode-7199043947222357757categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1218</td><td><div class=bar style=width:100.0%> 47.5% </div></td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>740</td><td><div class=bar style=width:60.8%> 28.9% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>419</td><td><div class=bar style=width:34.4%> &nbsp; </div> 16.4% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>185</td><td><div class=bar style=width:15.2%> &nbsp; </div> 7.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 34.4% </div></td></tr><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:81.9%> 28.2% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 12.5% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 12.5% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 6.2% </td></tr><tr class><td title=s> s </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 6.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:100.0%> 81.9% </div></td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 18.1% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7199043947222357757unicode-7199043947222357757scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1637</td><td><div class=bar style=width:100.0%> 63.9% </div></td></tr><tr class><td title=Common> Common </td><td>925</td><td><div class=bar style=width:56.5%> 36.1% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 25.6% </div></td></tr><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:81.9%> 21.0% </div></td></tr><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:81.9%> 21.0% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 9.3% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 9.3% </td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 4.6% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 4.6% </td></tr><tr class><td title=s> s </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 4.6% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:100.0%> 40.0% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:100.0%> 40.0% </div></td></tr><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=7199043947222357757unicode-7199043947222357757blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>2219</td><td><div class=bar style=width:100.0%> 86.6% </div></td></tr><tr class><td title=None> None </td><td>343</td><td><div class=bar style=width:15.5%> &nbsp; </div> 13.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 18.9% </div></td></tr><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:88.3%> 16.7% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:88.3%> 16.7% </div></td></tr><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:81.9%> 15.5% </div></td></tr><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:44.2%> 8.3% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=s> s </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_3471238182485005769></a><div class=variable><div class=col-sm-12><p class=h4 title=Kk-tulot><a href=#pp_var_3471238182485005769>Kk-tulot</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 5 fields: Työkokemus, Kuukausipalkka, Vuositulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>233</td></tr><tr><th>Distinct (%)</th><td>39.2%</td></tr><tr class=alert><th>Missing</th><td>90</td></tr><tr class=alert><th>Missing (%)</th><td>13.2%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>5754.086</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>29166.667</td></tr><tr><th>Zeros</th><td>1</td></tr><tr><th>Zeros (%)</th><td>0.1%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
-  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"><svg class="img-responsive center-img" xmlns:xlink=http://www.w3.org/1999/xlink width=216pt height=162pt viewbox="0 0 216 162" xmlns=http://www.w3.org/2000/svg version=1.1><metadata><rdf:rdf xmlns:dc=http://purl.org/dc/elements/1.1/ xmlns:cc=http://creativecommons.org/ns# xmlns:rdf=http://www.w3.org/1999/02/22-rdf-syntax-ns#><cc:work><dc:type rdf:resource=http://purl.org/dc/dcmitype/StillImage /><dc:date>2023-09-24T12:36:02.043135</dc:date><dc:format>image/svg+xml</dc:format><dc:creator><cc:agent><dc:title>Matplotlib v3.7.2, https://matplotlib.org/</dc:title></cc:agent></dc:creator></cc:work></rdf:rdf></metadata><defs><style type=text/css>*{stroke-linejoin: round; stroke-linecap: butt}</style></defs><g id=figure_1><g id=patch_1><path d="M 0 162 
+"/></defs><use xlink:href=#DejaVuSans-54 /><use xlink:href=#DejaVuSans-6f x=44.083984 /><use xlink:href=#DejaVuSans-69 x=105.265625 /><use xlink:href=#DejaVuSans-6d x=133.048828 /><use xlink:href=#DejaVuSans-69 x=230.460938 /><use xlink:href=#DejaVuSans-73 x=258.244141 /><use xlink:href=#DejaVuSans-74 x=310.34375 /><use xlink:href=#DejaVuSans-6f x=349.552734 /></g></g></g></g></g><defs><clippath id=pa18a46c018><rect x=7.2 y=7.2 width=390.6 height=110.88 /></clippath></defs></svg></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-3611209821109006272bottom--3611209821109006272word><div class=col-sm-12><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=etä> etä </td><td>343</td><td><div class=bar style=width:100.0%> 56.8% </div></td></tr><tr class><td title=50/50> 50/50 </td><td>185</td><td><div class=bar style=width:53.9%> 30.6% </div></td></tr><tr class><td title=toimisto> toimisto </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 12.6% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-3611209821109006272bottom--3611209821109006272characters><div class=col-sm-12><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#-3611209821109006272unicode--3611209821109006272characters aria-controls=-3611209821109006272unicode--3611209821109006272characters role=tab data-toggle=tab>Characters</a></li><li role=presentation><a href=#-3611209821109006272unicode--3611209821109006272categories aria-controls=-3611209821109006272unicode--3611209821109006272categories role=tab data-toggle=tab>Categories</a></li><li role=presentation><a href=#-3611209821109006272unicode--3611209821109006272scripts aria-controls=-3611209821109006272unicode--3611209821109006272scripts role=tab data-toggle=tab>Scripts</a></li><li role=presentation><a href=#-3611209821109006272unicode--3611209821109006272blocks aria-controls=-3611209821109006272unicode--3611209821109006272blocks role=tab data-toggle=tab>Blocks</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=-3611209821109006272unicode--3611209821109006272characters><div class="row named-list-item"><h4>Most occurring characters</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 16.4% </div></td></tr><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:88.3%> 14.4% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:88.3%> 14.4% </div></td></tr><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:81.9%> 13.4% </div></td></tr><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:81.9%> 13.4% </div></td></tr><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:44.2%> 7.2% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 5.9% </td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.0% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.0% </td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-3611209821109006272unicode--3611209821109006272categories><div class="row named-list-item"><h4>Most occurring categories</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title="Lowercase Letter"> Lowercase Letter </td><td>1218</td><td><div class=bar style=width:100.0%> 47.5% </div></td></tr><tr class><td title="Decimal Number"> Decimal Number </td><td>740</td><td><div class=bar style=width:60.8%> 28.9% </div></td></tr><tr class><td title="Uppercase Letter"> Uppercase Letter </td><td>419</td><td><div class=bar style=width:34.4%> &nbsp; </div> 16.4% </td></tr><tr class><td title="Other Punctuation"> Other Punctuation </td><td>185</td><td><div class=bar style=width:15.2%> &nbsp; </div> 7.2% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per category</h4><div class=row><div class=col-sm-12><h5><em>Lowercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 34.4% </div></td></tr><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:81.9%> 28.2% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 12.5% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 12.5% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 6.2% </td></tr><tr class><td title=s> s </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 6.2% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Decimal Number</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:100.0%> 50.0% </div></td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Uppercase Letter</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:100.0%> 81.9% </div></td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:22.2%> &nbsp; </div> 18.1% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Other Punctuation</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-3611209821109006272unicode--3611209821109006272scripts><div class="row named-list-item"><h4>Most occurring scripts</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=Latin> Latin </td><td>1637</td><td><div class=bar style=width:100.0%> 63.9% </div></td></tr><tr class><td title=Common> Common </td><td>925</td><td><div class=bar style=width:56.5%> 36.1% </div></td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per script</h4><div class=row><div class=col-sm-12><h5><em>Latin</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 25.6% </div></td></tr><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:81.9%> 21.0% </div></td></tr><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:81.9%> 21.0% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 9.3% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 9.3% </td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 4.6% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 4.6% </td></tr><tr class><td title=s> s </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 4.6% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>Common</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:100.0%> 40.0% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:100.0%> 40.0% </div></td></tr><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:50.0%> 20.0% </div></td></tr></tbody></table></div></div></div></div><div role=tabpanel class="tab-pane col-sm-12" id=-3611209821109006272unicode--3611209821109006272blocks><div class="row named-list-item"><h4>Most occurring blocks</h4><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ASCII> ASCII </td><td>2219</td><td><div class=bar style=width:100.0%> 86.6% </div></td></tr><tr class><td title=None> None </td><td>343</td><td><div class=bar style=width:15.5%> &nbsp; </div> 13.4% </td></tr></tbody></table></div><div class="row named-list-item"><h4>Most frequent character per block</h4><div class=row><div class=col-sm-12><h5><em>ASCII</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=t> t </td><td>419</td><td><div class=bar style=width:100.0%> 18.9% </div></td></tr><tr class><td title=5> 5 </td><td>370</td><td><div class=bar style=width:88.3%> 16.7% </div></td></tr><tr class><td title=0> 0 </td><td>370</td><td><div class=bar style=width:88.3%> 16.7% </div></td></tr><tr class><td title=E> E </td><td>343</td><td><div class=bar style=width:81.9%> 15.5% </div></td></tr><tr class><td title=/ > / </td><td>185</td><td><div class=bar style=width:44.2%> 8.3% </div></td></tr><tr class><td title=o> o </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=i> i </td><td>152</td><td><div class=bar style=width:36.3%> &nbsp; </div> 6.8% </td></tr><tr class><td title=T> T </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=m> m </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.4% </td></tr><tr class><td title=s> s </td><td>76</td><td><div class=bar style=width:18.1%> &nbsp; </div> 3.4% </td></tr></tbody></table></div></div><div class=row><div class=col-sm-12><h5><em>None</em></h5><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=ä> ä </td><td>343</td><td><div class=bar style=width:100.0%> 100.0% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div></div></div></div><div class="row spacing"><a class="anchor-pos anchor-pos-variable" id=pp_var_5168371030771905303></a><div class=variable><div class=col-sm-12><p class=h4 title=Kk-tulot><a href=#pp_var_5168371030771905303>Kk-tulot</a><br><small>Real number (&Ropf;)</small></p><p><code><abbr title="This variable has a high overall correlation with 5 fields: Työkokemus, Kuukausipalkka, Vuositulot, Oletko palkansaaja vai laskuttaja?, Kaupunki">HIGH CORRELATION</abbr></code>&nbsp <code>MISSING</code>&nbsp </p><p class=variable-description></p></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Distinct</th><td>233</td></tr><tr><th>Distinct (%)</th><td>39.2%</td></tr><tr class=alert><th>Missing</th><td>90</td></tr><tr class=alert><th>Missing (%)</th><td>13.2%</td></tr><tr><th>Infinite</th><td>0</td></tr><tr><th>Infinite (%)</th><td>0.0%</td></tr><tr><th>Mean</th><td>5754.086</td></tr></tbody></table></div><div class=col-sm-4><table class="table table-condensed stats"><tbody><tr><th>Minimum</th><td>0</td></tr><tr><th>Maximum</th><td>29166.667</td></tr><tr><th>Zeros</th><td>1</td></tr><tr><th>Zeros (%)</th><td>0.1%</td></tr><tr><th>Negative</th><td>0</td></tr><tr><th>Negative (%)</th><td>0.0%</td></tr><tr><th>Memory size</th><td>5.5 KiB</td></tr></tbody></table></div><div class=col-sm-4><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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</td></tr><tr class><td title=6666.666667> 6666.666667 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=5416.666667> 5416.666667 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=8333.333333> 8333.333333 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=6250> 6250 </td><td>12</td><td><div class=bar style=width:2.7%> &nbsp; </div> 1.8% </td></tr><tr class><td title=7500> 7500 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class><td title=4791.666667> 4791.666667 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class=other><td title="Other values (223)"> Other values (223) </td><td>452</td><td><div class=bar style=width:100.0%> 66.1% </div></td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>90</td><td><div class=bar style=width:19.9%> &nbsp; </div> 13.2% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=3471238182485005769bottom-3471238182485005769extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#3471238182485005769extreme_values-3471238182485005769firstn aria-controls=3471238182485005769extreme_values-3471238182485005769firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#3471238182485005769extreme_values-3471238182485005769lastn aria-controls=3471238182485005769extreme_values-3471238182485005769lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=3471238182485005769extreme_values-3471238182485005769firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>1</td><td><div 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class><td title=937.5> 937.5 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=3471238182485005769extreme_values-3471238182485005769lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=29166.66667> 29166.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=24166.66667> 24166.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=18333.33333> 18333.33333 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=17500> 17500 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=16666.66667> 16666.66667 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=15666.66667> 15666.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=14166.66667> 14166.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=13333.33333> 13333.33333 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=13000> 13000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=12500> 12500 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div><div class="row header"><a class=anchor-pos id=interactions></a><h1 class=page-header>Interactions</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#interactions-interactions_tyokokemus aria-controls=interactions-interactions_tyokokemus role=tab data-toggle=tab>Työkokemus</a></li><li role=presentation><a href=#interactions-interactions_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla aria-controls=interactions-interactions_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla role=tab data-toggle=tab>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</a></li><li role=presentation><a href=#interactions-interactions_tuntilaskutus-alv-0-euroina aria-controls=interactions-interactions_tuntilaskutus-alv-0-euroina role=tab data-toggle=tab>Tuntilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions-interactions_vuosilaskutus-alv-0-euroina aria-controls=interactions-interactions_vuosilaskutus-alv-0-euroina role=tab data-toggle=tab>Vuosilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions-interactions_tyoaika aria-controls=interactions-interactions_tyoaika role=tab data-toggle=tab>Työaika</a></li><li role=presentation><a href=#interactions-interactions_kuukausipalkka aria-controls=interactions-interactions_kuukausipalkka role=tab data-toggle=tab>Kuukausipalkka</a></li><li role=presentation><a href=#interactions-interactions_vuositulot aria-controls=interactions-interactions_vuositulot role=tab data-toggle=tab>Vuositulot</a></li><li role=presentation><a href=#interactions-interactions_kk-tulot aria-controls=interactions-interactions_kk-tulot role=tab data-toggle=tab>Kk-tulot</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=interactions-interactions_tyokokemus><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#interactions_tyokokemus-interactions_tyokokemus_kk-tulot aria-controls=interactions_tyokokemus-interactions_tyokokemus_kk-tulot role=tab data-toggle=tab>Kk-tulot</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_tyokokemus aria-controls=interactions_tyokokemus-interactions_tyokokemus_tyokokemus role=tab data-toggle=tab>Työkokemus</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla aria-controls=interactions_tyokokemus-interactions_tyokokemus_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla role=tab data-toggle=tab>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_tuntilaskutus-alv-0-euroina aria-controls=interactions_tyokokemus-interactions_tyokokemus_tuntilaskutus-alv-0-euroina role=tab data-toggle=tab>Tuntilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_vuosilaskutus-alv-0-euroina aria-controls=interactions_tyokokemus-interactions_tyokokemus_vuosilaskutus-alv-0-euroina role=tab data-toggle=tab>Vuosilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_tyoaika aria-controls=interactions_tyokokemus-interactions_tyokokemus_tyoaika role=tab 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</td></tr><tr class><td title=6666.666667> 6666.666667 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=5416.666667> 5416.666667 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=8333.333333> 8333.333333 </td><td>13</td><td><div class=bar style=width:2.9%> &nbsp; </div> 1.9% </td></tr><tr class><td title=6250> 6250 </td><td>12</td><td><div class=bar style=width:2.7%> &nbsp; </div> 1.8% </td></tr><tr class><td title=7500> 7500 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class><td title=4791.666667> 4791.666667 </td><td>10</td><td><div class=bar style=width:2.2%> &nbsp; </div> 1.5% </td></tr><tr class=other><td title="Other values (223)"> Other values (223) </td><td>452</td><td><div class=bar style=width:100.0%> 66.1% </div></td></tr><tr class=missing><td title=(Missing)> (Missing) </td><td>90</td><td><div class=bar style=width:19.9%> &nbsp; </div> 13.2% </td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5168371030771905303bottom-5168371030771905303extreme_values><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#5168371030771905303extreme_values-5168371030771905303firstn aria-controls=5168371030771905303extreme_values-5168371030771905303firstn role=tab data-toggle=tab>Minimum 10 values</a></li><li role=presentation><a href=#5168371030771905303extreme_values-5168371030771905303lastn aria-controls=5168371030771905303extreme_values-5168371030771905303lastn role=tab data-toggle=tab>Maximum 10 values</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=5168371030771905303extreme_values-5168371030771905303firstn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=0> 0 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=41.66666667> 41.66666667 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=83.33333333> 83.33333333 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=166.6666667> 166.6666667 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=208.3333333> 208.3333333 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=333.3333333> 333.3333333 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=400> 400 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=416.6666667> 416.6666667 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=421.8333333> 421.8333333 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr><tr class><td title=937.5> 937.5 </td><td>1</td><td><div class=bar style=width:100.0%> 0.1% </div></td></tr></tbody></table></div><div role=tabpanel class="tab-pane col-sm-12" id=5168371030771905303extreme_values-5168371030771905303lastn><table class="freq table table-hover table-striped table-0"><thead><tr><td>Value</td><td>Count</td><td>Frequency (%)</td></tr></thead><tbody><tr class><td title=29166.66667> 29166.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=24166.66667> 24166.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=18333.33333> 18333.33333 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=17500> 17500 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=16666.66667> 16666.66667 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=15666.66667> 15666.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=14166.66667> 14166.66667 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=13333.33333> 13333.33333 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr><tr class><td title=13000> 13000 </td><td>1</td><td><div class=bar style=width:50.0%> 0.1% </div></td></tr><tr class><td title=12500> 12500 </td><td>2</td><td><div class=bar style=width:100.0%> 0.3% </div></td></tr></tbody></table></div></div></div></div></div></div></div></div></div></div><div class="row header"><a class=anchor-pos id=interactions></a><h1 class=page-header>Interactions</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#interactions-interactions_tyokokemus aria-controls=interactions-interactions_tyokokemus role=tab data-toggle=tab>Työkokemus</a></li><li role=presentation><a href=#interactions-interactions_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla aria-controls=interactions-interactions_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla role=tab data-toggle=tab>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</a></li><li role=presentation><a href=#interactions-interactions_tuntilaskutus-alv-0-euroina aria-controls=interactions-interactions_tuntilaskutus-alv-0-euroina role=tab data-toggle=tab>Tuntilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions-interactions_vuosilaskutus-alv-0-euroina aria-controls=interactions-interactions_vuosilaskutus-alv-0-euroina role=tab data-toggle=tab>Vuosilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions-interactions_tyoaika aria-controls=interactions-interactions_tyoaika role=tab data-toggle=tab>Työaika</a></li><li role=presentation><a href=#interactions-interactions_kuukausipalkka aria-controls=interactions-interactions_kuukausipalkka role=tab data-toggle=tab>Kuukausipalkka</a></li><li role=presentation><a href=#interactions-interactions_vuositulot aria-controls=interactions-interactions_vuositulot role=tab data-toggle=tab>Vuositulot</a></li><li role=presentation><a href=#interactions-interactions_kk-tulot aria-controls=interactions-interactions_kk-tulot role=tab data-toggle=tab>Kk-tulot</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=interactions-interactions_tyokokemus><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#interactions_tyokokemus-interactions_tyokokemus_kk-tulot aria-controls=interactions_tyokokemus-interactions_tyokokemus_kk-tulot role=tab data-toggle=tab>Kk-tulot</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_tyokokemus aria-controls=interactions_tyokokemus-interactions_tyokokemus_tyokokemus role=tab data-toggle=tab>Työkokemus</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla aria-controls=interactions_tyokokemus-interactions_tyokokemus_montako-vuotta-olet-tehnyt-laskuttavaa-tyota-alalla role=tab data-toggle=tab>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_tuntilaskutus-alv-0-euroina aria-controls=interactions_tyokokemus-interactions_tyokokemus_tuntilaskutus-alv-0-euroina role=tab data-toggle=tab>Tuntilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_vuosilaskutus-alv-0-euroina aria-controls=interactions_tyokokemus-interactions_tyokokemus_vuosilaskutus-alv-0-euroina role=tab data-toggle=tab>Vuosilaskutus (ALV 0%, euroina)</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_tyoaika aria-controls=interactions_tyokokemus-interactions_tyokokemus_tyoaika role=tab data-toggle=tab>Työaika</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_kuukausipalkka aria-controls=interactions_tyokokemus-interactions_tyokokemus_kuukausipalkka role=tab data-toggle=tab>Kuukausipalkka</a></li><li role=presentation><a href=#interactions_tyokokemus-interactions_tyokokemus_vuositulot aria-controls=interactions_tyokokemus-interactions_tyokokemus_vuositulot role=tab data-toggle=tab>Vuositulot</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=interactions_tyokokemus-interactions_tyokokemus_kk-tulot><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=135.771429 y=311.85 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=309.693506 y=180.18 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=237.225974 y=289.08 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=266.212987 y=259.38 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=454.628571 y=279.18 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=295.2 y=243.54 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=382.161039 y=267.3 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=92.290909 y=301.356 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=179.251948 y=297 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=179.251948 y=290.268 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=121.277922 y=315.81 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/><use xlink:href=#m6c8e527ecb x=193.745455 y=290.07 style="fill: #377eb8; stroke: #377eb8; stroke-width: 0.3"/></g></g><g id=patch_3><path d="M 72 352.44 
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lähityö</th><th>Kilpailukykyinen</th><th>Etä</th></tr></thead><tbody><tr><th>Työkokemus</th><td>1.000</td><td>0.353</td><td>0.184</td><td>0.045</td><td>-0.009</td><td>0.590</td><td>0.567</td><td>0.567</td><td>0.096</td><td>0.491</td><td>0.237</td><td>0.000</td><td>0.280</td><td>0.122</td><td>0.000</td><td>0.000</td><td>0.175</td><td>0.000</td></tr><tr><th>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</th><td>0.353</td><td>1.000</td><td>0.041</td><td>-0.024</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.000</td><td>0.213</td><td>0.000</td><td>0.132</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Tuntilaskutus (ALV 0%, euroina)</th><td>0.184</td><td>0.041</td><td>1.000</td><td>0.623</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.177</td><td>0.593</td><td>0.113</td><td>0.345</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Vuosilaskutus (ALV 0%, euroina)</th><td>0.045</td><td>-0.024</td><td>0.623</td><td>1.000</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.000</td><td>0.347</td><td>0.000</td><td>0.152</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Työaika</th><td>-0.009</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.162</td><td>0.105</td><td>0.105</td><td>1.000</td><td>0.108</td><td>0.208</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.445</td><td>0.000</td><td>0.017</td><td>0.080</td></tr><tr><th>Kuukausipalkka</th><td>0.590</td><td>NaN</td><td>NaN</td><td>NaN</td><td>0.162</td><td>1.000</td><td>0.925</td><td>0.925</td><td>1.000</td><td>0.115</td><td>0.146</td><td>0.000</td><td>0.000</td><td>0.601</td><td>0.000</td><td>0.000</td><td>0.306</td><td>0.080</td></tr><tr><th>Vuositulot</th><td>0.567</td><td>NaN</td><td>NaN</td><td>NaN</td><td>0.105</td><td>0.925</td><td>1.000</td><td>1.000</td><td>1.000</td><td>0.121</td><td>0.116</td><td>0.000</td><td>0.000</td><td>0.659</td><td>0.000</td><td>0.000</td><td>0.288</td><td>0.091</td></tr><tr><th>Kk-tulot</th><td>0.567</td><td>NaN</td><td>NaN</td><td>NaN</td><td>0.105</td><td>0.925</td><td>1.000</td><td>1.000</td><td>1.000</td><td>0.121</td><td>0.116</td><td>0.000</td><td>0.000</td><td>0.659</td><td>0.000</td><td>0.000</td><td>0.288</td><td>0.091</td></tr><tr><th>Oletko palkansaaja vai laskuttaja?</th><td>0.096</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>0.000</td><td>0.108</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td></tr><tr><th>Ikä</th><td>0.491</td><td>0.000</td><td>0.177</td><td>0.000</td><td>0.108</td><td>0.115</td><td>0.121</td><td>0.121</td><td>0.000</td><td>1.000</td><td>0.114</td><td>0.201</td><td>0.381</td><td>0.152</td><td>0.073</td><td>0.000</td><td>0.065</td><td>0.056</td></tr><tr><th>Sukupuoli</th><td>0.237</td><td>0.213</td><td>0.593</td><td>0.347</td><td>0.208</td><td>0.146</td><td>0.116</td><td>0.116</td><td>0.108</td><td>0.114</td><td>1.000</td><td>0.000</td><td>0.215</td><td>0.000</td><td>0.216</td><td>0.218</td><td>0.076</td><td>0.077</td></tr><tr><th>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</th><td>0.000</td><td>0.000</td><td>0.113</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.201</td><td>0.000</td><td>1.000</td><td>0.357</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Mistä asiakkaat ovat?</th><td>0.280</td><td>0.132</td><td>0.345</td><td>0.152</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.381</td><td>0.215</td><td>0.357</td><td>1.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Kaupunki</th><td>0.122</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.601</td><td>0.659</td><td>0.659</td><td>1.000</td><td>0.152</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.000</td><td>0.226</td><td>0.035</td><td>0.000</td></tr><tr><th>Millaisessa yrityksessä työskentelet</th><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.445</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.073</td><td>0.216</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.283</td><td>0.099</td><td>0.093</td></tr><tr><th>Etä- vai lähityö</th><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.000</td><td>0.218</td><td>0.000</td><td>0.000</td><td>0.226</td><td>0.283</td><td>1.000</td><td>0.000</td><td>1.000</td></tr><tr><th>Kilpailukykyinen</th><td>0.175</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.017</td><td>0.306</td><td>0.288</td><td>0.288</td><td>1.000</td><td>0.065</td><td>0.076</td><td>0.000</td><td>0.000</td><td>0.035</td><td>0.099</td><td>0.000</td><td>1.000</td><td>0.000</td></tr><tr><th>Etä</th><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.080</td><td>0.080</td><td>0.091</td><td>0.091</td><td>1.000</td><td>0.056</td><td>0.077</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.093</td><td>1.000</td><td>0.000</td><td>1.000</td></tr></tbody></table></div></div></div></div></div></div></div></div><div class="row header"><a class=anchor-pos id=missing></a><h1 class=page-header>Missing values</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#missing-bar aria-controls=missing-bar role=tab data-toggle=tab>Count</a></li><li role=presentation><a href=#missing-matrix aria-controls=missing-matrix role=tab data-toggle=tab>Matrix</a></li><li role=presentation><a href=#missing-heatmap aria-controls=missing-heatmap role=tab data-toggle=tab>Heatmap</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=missing-bar><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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lähityö</th><th>Kilpailukykyinen</th><th>Etä</th></tr></thead><tbody><tr><th>Työkokemus</th><td>1.000</td><td>0.353</td><td>0.184</td><td>0.045</td><td>-0.009</td><td>0.590</td><td>0.567</td><td>0.567</td><td>0.096</td><td>0.491</td><td>0.237</td><td>0.000</td><td>0.280</td><td>0.122</td><td>0.000</td><td>0.000</td><td>0.175</td><td>0.000</td></tr><tr><th>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</th><td>0.353</td><td>1.000</td><td>0.041</td><td>-0.024</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.000</td><td>0.213</td><td>0.000</td><td>0.132</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Tuntilaskutus (ALV 0%, euroina)</th><td>0.184</td><td>0.041</td><td>1.000</td><td>0.623</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.177</td><td>0.593</td><td>0.113</td><td>0.345</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Vuosilaskutus (ALV 0%, euroina)</th><td>0.045</td><td>-0.024</td><td>0.623</td><td>1.000</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.000</td><td>0.347</td><td>0.000</td><td>0.152</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Työaika</th><td>-0.009</td><td>NaN</td><td>NaN</td><td>NaN</td><td>1.000</td><td>0.162</td><td>0.105</td><td>0.105</td><td>1.000</td><td>0.108</td><td>0.208</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.445</td><td>0.000</td><td>0.017</td><td>0.080</td></tr><tr><th>Kuukausipalkka</th><td>0.590</td><td>NaN</td><td>NaN</td><td>NaN</td><td>0.162</td><td>1.000</td><td>0.925</td><td>0.925</td><td>1.000</td><td>0.115</td><td>0.146</td><td>0.000</td><td>0.000</td><td>0.601</td><td>0.000</td><td>0.000</td><td>0.306</td><td>0.080</td></tr><tr><th>Vuositulot</th><td>0.567</td><td>NaN</td><td>NaN</td><td>NaN</td><td>0.105</td><td>0.925</td><td>1.000</td><td>1.000</td><td>1.000</td><td>0.121</td><td>0.116</td><td>0.000</td><td>0.000</td><td>0.659</td><td>0.000</td><td>0.000</td><td>0.288</td><td>0.091</td></tr><tr><th>Kk-tulot</th><td>0.567</td><td>NaN</td><td>NaN</td><td>NaN</td><td>0.105</td><td>0.925</td><td>1.000</td><td>1.000</td><td>1.000</td><td>0.121</td><td>0.116</td><td>0.000</td><td>0.000</td><td>0.659</td><td>0.000</td><td>0.000</td><td>0.288</td><td>0.091</td></tr><tr><th>Oletko palkansaaja vai laskuttaja?</th><td>0.096</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>0.000</td><td>0.108</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td><td>1.000</td></tr><tr><th>Ikä</th><td>0.491</td><td>0.000</td><td>0.177</td><td>0.000</td><td>0.108</td><td>0.115</td><td>0.121</td><td>0.121</td><td>0.000</td><td>1.000</td><td>0.114</td><td>0.201</td><td>0.381</td><td>0.152</td><td>0.073</td><td>0.000</td><td>0.065</td><td>0.056</td></tr><tr><th>Sukupuoli</th><td>0.237</td><td>0.213</td><td>0.593</td><td>0.347</td><td>0.208</td><td>0.146</td><td>0.116</td><td>0.116</td><td>0.108</td><td>0.114</td><td>1.000</td><td>0.000</td><td>0.215</td><td>0.000</td><td>0.216</td><td>0.218</td><td>0.076</td><td>0.077</td></tr><tr><th>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</th><td>0.000</td><td>0.000</td><td>0.113</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.201</td><td>0.000</td><td>1.000</td><td>0.357</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Mistä asiakkaat ovat?</th><td>0.280</td><td>0.132</td><td>0.345</td><td>0.152</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.381</td><td>0.215</td><td>0.357</td><td>1.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td></tr><tr><th>Kaupunki</th><td>0.122</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.601</td><td>0.659</td><td>0.659</td><td>1.000</td><td>0.152</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.000</td><td>0.226</td><td>0.035</td><td>0.000</td></tr><tr><th>Millaisessa yrityksessä työskentelet</th><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.445</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.073</td><td>0.216</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.283</td><td>0.099</td><td>0.093</td></tr><tr><th>Etä- vai lähityö</th><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>1.000</td><td>0.000</td><td>0.218</td><td>0.000</td><td>0.000</td><td>0.226</td><td>0.283</td><td>1.000</td><td>0.000</td><td>1.000</td></tr><tr><th>Kilpailukykyinen</th><td>0.175</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.017</td><td>0.306</td><td>0.288</td><td>0.288</td><td>1.000</td><td>0.065</td><td>0.076</td><td>0.000</td><td>0.000</td><td>0.035</td><td>0.099</td><td>0.000</td><td>1.000</td><td>0.000</td></tr><tr><th>Etä</th><td>0.000</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.080</td><td>0.080</td><td>0.091</td><td>0.091</td><td>1.000</td><td>0.056</td><td>0.077</td><td>0.000</td><td>0.000</td><td>0.000</td><td>0.093</td><td>1.000</td><td>0.000</td><td>1.000</td></tr></tbody></table></div></div></div></div></div></div></div></div><div class="row header"><a class=anchor-pos id=missing></a><h1 class=page-header>Missing values</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#missing-bar aria-controls=missing-bar role=tab data-toggle=tab>Count</a></li><li role=presentation><a href=#missing-matrix aria-controls=missing-matrix role=tab data-toggle=tab>Matrix</a></li><li role=presentation><a href=#missing-heatmap aria-controls=missing-heatmap role=tab data-toggle=tab>Heatmap</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=missing-bar><?xml version="1.0" encoding="utf-8" standalone="no"?><!DOCTYPE svg class="img-responsive center-img"PUBLIC "-//W3C//DTD SVG 1.1//EN"
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-" style="fill: none"/></g></g></g><defs><clippath id=pf304a5ec15><rect x=144 y=86.4 width=403.2 height=216 /></clippath></defs></svg><div class="caption text-center text-muted"> The correlation heatmap measures nullity correlation: how strongly the presence or absence of one variable affects the presence of another. </div></div></div></div></div><div class="row header"><a class=anchor-pos id=sample></a><h1 class=page-header>Sample</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#sample-head aria-controls=sample-head role=tab data-toggle=tab>First rows</a></li><li role=presentation><a href=#sample-tail aria-controls=sample-tail role=tab data-toggle=tab>Last rows</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=sample-head><div id=sample-container class=col-sm-12><table border=1 class="dataframe sample table table-striped"><thead><tr style="text-align: right;"><th></th><th>Timestamp</th><th>Oletko palkansaaja vai laskuttaja?</th><th>Ikä</th><th>Sukupuoli</th><th>Työkokemus</th><th>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</th><th>Palvelut</th><th>Tuntilaskutus (ALV 0%, euroina)</th><th>Vuosilaskutus (ALV 0%, euroina)</th><th>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</th><th>Mistä asiakkaat ovat?</th><th>Työpaikka</th><th>Kaupunki</th><th>Millaisessa yrityksessä työskentelet</th><th>Työaika</th><th>Rooli</th><th>Etä- vai lähityö</th><th>Kuukausipalkka</th><th>Vuositulot</th><th>Vapaa kuvaus kokonaiskompensaatiomallista</th><th>Kilpailukykyinen</th><th>Vapaa sana</th><th>Ideoita ensi vuoden kyselyyn</th><th>Etä</th><th>Kk-tulot</th></tr></thead><tbody><tr><th>0</th><td>2022-09-26 16:35:50.002</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Teknologiajohtaja</td><td>Jotain siltä väliltä</td><td>6500.0</td><td>81250.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>50/50</td><td>6770.833333</td></tr><tr><th>1</th><td>2022-09-26 16:37:21.049</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>16.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Ohjelmistokehittäjä</td><td>Pääosin tai kokonaan etätyö</td><td>9000.0</td><td>117000.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>9750.000000</td></tr><tr><th>2</th><td>2022-09-26 16:38:47.396</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>16.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Turku</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Full-stack-ohjelmistokehittäjä</td><td>Jotain siltä väliltä</td><td>5000.0</td><td>62500.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>5208.333333</td></tr><tr><th>3</th><td>2022-09-26 16:39:47.534</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>13.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Devaaja</td><td>Jotain siltä väliltä</td><td>5100.0</td><td>63750.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>5312.500000</td></tr><tr><th>4</th><td>2022-09-26 16:41:09.685</td><td>Laskuttaja</td><td>28</td><td>mies</td><td>6.0</td><td>1.0</td><td>Data-analytiikka, Arkkitehtuuri, Data Engineering,</td><td>90.0</td><td>160000.0</td><td>Käytän välitysfirmoja</td><td>Suomesta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr><tr><th>5</th><td>2022-09-26 16:43:39.266</td><td>Laskuttaja</td><td>28</td><td>mies</td><td>6.0</td><td>10.0</td><td>Fullstack</td><td>80.0</td><td>100000.0</td><td>Itse</td><td>Suomesta, Ulkomailta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Lykkyä tykö vapaakenttien normalisointiin!</td><td>Tämä oli mukavan lyhyt ja ytimekäs</td><td>NaN</td><td>NaN</td></tr><tr><th>6</th><td>2022-09-26 16:44:27.744</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Full-stack</td><td>Pääosin tai kokonaan etätyö</td><td>7500.0</td><td>90000.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>7500.000000</td></tr><tr><th>7</th><td>2022-09-26 16:44:49.112</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Vaasa</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Ohjelmistokehittäjä full-stack, laitteistokehitys, tekoäly/koneoppiminen</td><td>Pääosin tai kokonaan etätyö</td><td>3700.0</td><td>48000.0</td><td>Kuukausipalkka + vaihtelevan kokoinen joulubonus</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>4000.000000</td></tr><tr><th>8</th><td>2022-09-26 16:45:12.422</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>4.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Visma</td><td>Tampere</td><td>Konsulttitalossa</td><td>1.0</td><td>Full-stack</td><td>Pääosin tai kokonaan etätyö</td><td>4600.0</td><td>57500.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>4791.666667</td></tr><tr><th>9</th><td>2022-09-26 16:45:44.793</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>14.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)</td><td>1.0</td><td>NaN</td><td>Jotain siltä väliltä</td><td>4300.0</td><td>55000.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>4583.333333</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=sample-tail><div id=sample-container class=col-sm-12><table border=1 class="dataframe sample table table-striped"><thead><tr style="text-align: right;"><th></th><th>Timestamp</th><th>Oletko palkansaaja vai laskuttaja?</th><th>Ikä</th><th>Sukupuoli</th><th>Työkokemus</th><th>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</th><th>Palvelut</th><th>Tuntilaskutus (ALV 0%, euroina)</th><th>Vuosilaskutus (ALV 0%, euroina)</th><th>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</th><th>Mistä asiakkaat ovat?</th><th>Työpaikka</th><th>Kaupunki</th><th>Millaisessa yrityksessä työskentelet</th><th>Työaika</th><th>Rooli</th><th>Etä- vai lähityö</th><th>Kuukausipalkka</th><th>Vuositulot</th><th>Vapaa kuvaus kokonaiskompensaatiomallista</th><th>Kilpailukykyinen</th><th>Vapaa sana</th><th>Ideoita ensi vuoden kyselyyn</th><th>Etä</th><th>Kk-tulot</th></tr></thead><tbody><tr><th>674</th><td>2022-10-09 18:56:30.713</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>20.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Web-analyytikko</td><td>Pääosin tai kokonaan etätyö</td><td>7300.0</td><td>90000.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>Etä</td><td>7500.000000</td></tr><tr><th>675</th><td>2022-10-09 19:31:27.704</td><td>Laskuttaja</td><td>28</td><td>mies</td><td>4.0</td><td>1.0</td><td>Full stack</td><td>86.0</td><td>125000.0</td><td>Käytän välitysfirmoja</td><td>Suomesta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr><tr><th>676</th><td>2022-10-09 20:54:49.686</td><td>Palkansaaja</td><td>33</td><td>nainen</td><td>0.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Junior frontend dev</td><td>Pääosin tai kokonaan etätyö</td><td>3750.0</td><td>47000.0</td><td>Palkkamalliin kuului osakkeita n. 17t € arvosta, vestautumisaika 4 vuotta, kertyvät asteittain.</td><td>True</td><td>NaN</td><td>Työkokemusvuosien vaihtoehdoissa voisi olla kokonaislukujen sijaan mahdollista valita myös esim. "alle vuosi". Mun relevantti kokemus alalta on puoli vuotta, joten en haluais millään vastata "nolla vuotta" 😄</td><td>Etä</td><td>3916.666667</td></tr><tr><th>677</th><td>2022-10-09 21:34:52.664</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>6.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Lappeenranta</td><td>Konsulttitalossa</td><td>0.8</td><td>NaN</td><td>Jotain siltä väliltä</td><td>4200.0</td><td>52500.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>50/50</td><td>4375.000000</td></tr><tr><th>678</th><td>2022-10-09 22:07:02.512</td><td>Palkansaaja</td><td>33</td><td>NaN</td><td>5.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Tampere</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Team leader</td><td>Jotain siltä väliltä</td><td>5100.0</td><td>NaN</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>NaN</td></tr><tr><th>679</th><td>2022-10-09 22:29:23.021</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>6.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Ohjelmistokehittäjä</td><td>Pääosin tai kokonaan toimistolla</td><td>4730.0</td><td>61000.0</td><td>Kiinteä kuukausipalkka + vuosibonus yrityksen tuloksen mukaan</td><td>False</td><td>NaN</td><td>NaN</td><td>Toimisto</td><td>5083.333333</td></tr><tr><th>680</th><td>2022-10-10 06:26:34.080</td><td>Laskuttaja</td><td>33</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>170.0</td><td>NaN</td><td>Itse</td><td>Suomesta, Ulkomailta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr><tr><th>681</th><td>2022-10-10 06:52:45.143</td><td>Palkansaaja</td><td>28</td><td>mies</td><td>2.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Helsingin Kaupunki</td><td>PK-Seutu</td><td>Julkinen tai kolmas sektori</td><td>1.0</td><td>Backend, devops, projektipäällikkö</td><td>Pääosin tai kokonaan toimistolla</td><td>2300.0</td><td>28750.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>Toimisto</td><td>2395.833333</td></tr><tr><th>682</th><td>2022-10-10 07:46:57.646</td><td>Palkansaaja</td><td>33</td><td>NaN</td><td>7.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Fraktio</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Suunnittelija</td><td>Jotain siltä väliltä</td><td>4900.0</td><td>61250.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>50/50</td><td>5104.166667</td></tr><tr><th>683</th><td>2022-10-10 07:49:49.204</td><td>Laskuttaja</td><td>23</td><td>mies</td><td>7.0</td><td>4.0</td><td>Backend, systems</td><td>120.0</td><td>135000.0</td><td>Itse</td><td>Ulkomailta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr></tbody></table></div></div></div></div></div></div></div><footer><div class=container-fluid><div class="row center-block footer-text"><p class="text-muted text-center">Report generated by <a href="https://ydata.ai/?utm_source=opensource&utm_medium=pandasprofiling&utm_campaign=report">YData</a>.</p></div></div></footer><script>
+" style="fill: none"/></g></g></g><defs><clippath id=p46c9822912><rect x=144 y=86.4 width=403.2 height=216 /></clippath></defs></svg><div class="caption text-center text-muted"> The correlation heatmap measures nullity correlation: how strongly the presence or absence of one variable affects the presence of another. </div></div></div></div></div><div class="row header"><a class=anchor-pos id=sample></a><h1 class=page-header>Sample</h1></div><div class=section-items><div class="row spacing"><ul class="nav nav-tabs" role=tablist><li role=presentation class=active><a href=#sample-head aria-controls=sample-head role=tab data-toggle=tab>First rows</a></li><li role=presentation><a href=#sample-tail aria-controls=sample-tail role=tab data-toggle=tab>Last rows</a></li></ul><div class=tab-content><div role=tabpanel class="tab-pane col-sm-12 active" id=sample-head><div id=sample-container class=col-sm-12><table border=1 class="dataframe sample table table-striped"><thead><tr style="text-align: right;"><th></th><th>Timestamp</th><th>Oletko palkansaaja vai laskuttaja?</th><th>Ikä</th><th>Sukupuoli</th><th>Työkokemus</th><th>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</th><th>Palvelut</th><th>Tuntilaskutus (ALV 0%, euroina)</th><th>Vuosilaskutus (ALV 0%, euroina)</th><th>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</th><th>Mistä asiakkaat ovat?</th><th>Työpaikka</th><th>Kaupunki</th><th>Millaisessa yrityksessä työskentelet</th><th>Työaika</th><th>Rooli</th><th>Etä- vai lähityö</th><th>Kuukausipalkka</th><th>Vuositulot</th><th>Vapaa kuvaus kokonaiskompensaatiomallista</th><th>Kilpailukykyinen</th><th>Vapaa sana</th><th>Ideoita ensi vuoden kyselyyn</th><th>Etä</th><th>Kk-tulot</th></tr></thead><tbody><tr><th>0</th><td>2022-09-26 16:35:50.002</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Teknologiajohtaja</td><td>Jotain siltä väliltä</td><td>6500.0</td><td>81250.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>50/50</td><td>6770.833333</td></tr><tr><th>1</th><td>2022-09-26 16:37:21.049</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>16.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Ohjelmistokehittäjä</td><td>Pääosin tai kokonaan etätyö</td><td>9000.0</td><td>117000.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>9750.000000</td></tr><tr><th>2</th><td>2022-09-26 16:38:47.396</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>16.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Turku</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Full-stack-ohjelmistokehittäjä</td><td>Jotain siltä väliltä</td><td>5000.0</td><td>62500.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>5208.333333</td></tr><tr><th>3</th><td>2022-09-26 16:39:47.534</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>13.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Devaaja</td><td>Jotain siltä väliltä</td><td>5100.0</td><td>63750.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>5312.500000</td></tr><tr><th>4</th><td>2022-09-26 16:41:09.685</td><td>Laskuttaja</td><td>28</td><td>mies</td><td>6.0</td><td>1.0</td><td>Data-analytiikka, Arkkitehtuuri, Data Engineering,</td><td>90.0</td><td>160000.0</td><td>Käytän välitysfirmoja</td><td>Suomesta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr><tr><th>5</th><td>2022-09-26 16:43:39.266</td><td>Laskuttaja</td><td>28</td><td>mies</td><td>6.0</td><td>10.0</td><td>Fullstack</td><td>80.0</td><td>100000.0</td><td>Itse</td><td>Suomesta, Ulkomailta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Lykkyä tykö vapaakenttien normalisointiin!</td><td>Tämä oli mukavan lyhyt ja ytimekäs</td><td>NaN</td><td>NaN</td></tr><tr><th>6</th><td>2022-09-26 16:44:27.744</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Full-stack</td><td>Pääosin tai kokonaan etätyö</td><td>7500.0</td><td>90000.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>7500.000000</td></tr><tr><th>7</th><td>2022-09-26 16:44:49.112</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Vaasa</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Ohjelmistokehittäjä full-stack, laitteistokehitys, tekoäly/koneoppiminen</td><td>Pääosin tai kokonaan etätyö</td><td>3700.0</td><td>48000.0</td><td>Kuukausipalkka + vaihtelevan kokoinen joulubonus</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>4000.000000</td></tr><tr><th>8</th><td>2022-09-26 16:45:12.422</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>4.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Visma</td><td>Tampere</td><td>Konsulttitalossa</td><td>1.0</td><td>Full-stack</td><td>Pääosin tai kokonaan etätyö</td><td>4600.0</td><td>57500.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>Etä</td><td>4791.666667</td></tr><tr><th>9</th><td>2022-09-26 16:45:44.793</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>14.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Yrityksessä, jossa softa on tukeva toiminto (esim pankit, terveysala, yms)</td><td>1.0</td><td>NaN</td><td>Jotain siltä väliltä</td><td>4300.0</td><td>55000.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>4583.333333</td></tr></tbody></table></div></div><div role=tabpanel class="tab-pane col-sm-12" id=sample-tail><div id=sample-container class=col-sm-12><table border=1 class="dataframe sample table table-striped"><thead><tr style="text-align: right;"><th></th><th>Timestamp</th><th>Oletko palkansaaja vai laskuttaja?</th><th>Ikä</th><th>Sukupuoli</th><th>Työkokemus</th><th>Montako vuotta olet tehnyt laskuttavaa työtä alalla?</th><th>Palvelut</th><th>Tuntilaskutus (ALV 0%, euroina)</th><th>Vuosilaskutus (ALV 0%, euroina)</th><th>Hankitko asiakkaasi itse suoraan vai käytätkö välitysfirmojen palveluita?</th><th>Mistä asiakkaat ovat?</th><th>Työpaikka</th><th>Kaupunki</th><th>Millaisessa yrityksessä työskentelet</th><th>Työaika</th><th>Rooli</th><th>Etä- vai lähityö</th><th>Kuukausipalkka</th><th>Vuositulot</th><th>Vapaa kuvaus kokonaiskompensaatiomallista</th><th>Kilpailukykyinen</th><th>Vapaa sana</th><th>Ideoita ensi vuoden kyselyyn</th><th>Etä</th><th>Kk-tulot</th></tr></thead><tbody><tr><th>674</th><td>2022-10-09 18:56:30.713</td><td>Palkansaaja</td><td>38</td><td>mies</td><td>20.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Web-analyytikko</td><td>Pääosin tai kokonaan etätyö</td><td>7300.0</td><td>90000.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>Etä</td><td>7500.000000</td></tr><tr><th>675</th><td>2022-10-09 19:31:27.704</td><td>Laskuttaja</td><td>28</td><td>mies</td><td>4.0</td><td>1.0</td><td>Full stack</td><td>86.0</td><td>125000.0</td><td>Käytän välitysfirmoja</td><td>Suomesta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr><tr><th>676</th><td>2022-10-09 20:54:49.686</td><td>Palkansaaja</td><td>33</td><td>nainen</td><td>0.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Junior frontend dev</td><td>Pääosin tai kokonaan etätyö</td><td>3750.0</td><td>47000.0</td><td>Palkkamalliin kuului osakkeita n. 17t € arvosta, vestautumisaika 4 vuotta, kertyvät asteittain.</td><td>True</td><td>NaN</td><td>Työkokemusvuosien vaihtoehdoissa voisi olla kokonaislukujen sijaan mahdollista valita myös esim. "alle vuosi". Mun relevantti kokemus alalta on puoli vuotta, joten en haluais millään vastata "nolla vuotta" 😄</td><td>Etä</td><td>3916.666667</td></tr><tr><th>677</th><td>2022-10-09 21:34:52.664</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>6.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Lappeenranta</td><td>Konsulttitalossa</td><td>0.8</td><td>NaN</td><td>Jotain siltä väliltä</td><td>4200.0</td><td>52500.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>50/50</td><td>4375.000000</td></tr><tr><th>678</th><td>2022-10-09 22:07:02.512</td><td>Palkansaaja</td><td>33</td><td>NaN</td><td>5.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Tampere</td><td>Tuotetalossa, jonka core-bisnes on softa</td><td>1.0</td><td>Team leader</td><td>Jotain siltä väliltä</td><td>5100.0</td><td>NaN</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>50/50</td><td>NaN</td></tr><tr><th>679</th><td>2022-10-09 22:29:23.021</td><td>Palkansaaja</td><td>33</td><td>mies</td><td>6.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Ohjelmistokehittäjä</td><td>Pääosin tai kokonaan toimistolla</td><td>4730.0</td><td>61000.0</td><td>Kiinteä kuukausipalkka + vuosibonus yrityksen tuloksen mukaan</td><td>False</td><td>NaN</td><td>NaN</td><td>Toimisto</td><td>5083.333333</td></tr><tr><th>680</th><td>2022-10-10 06:26:34.080</td><td>Laskuttaja</td><td>33</td><td>mies</td><td>12.0</td><td>NaN</td><td>NaN</td><td>170.0</td><td>NaN</td><td>Itse</td><td>Suomesta, Ulkomailta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr><tr><th>681</th><td>2022-10-10 06:52:45.143</td><td>Palkansaaja</td><td>28</td><td>mies</td><td>2.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Helsingin Kaupunki</td><td>PK-Seutu</td><td>Julkinen tai kolmas sektori</td><td>1.0</td><td>Backend, devops, projektipäällikkö</td><td>Pääosin tai kokonaan toimistolla</td><td>2300.0</td><td>28750.0</td><td>NaN</td><td>False</td><td>NaN</td><td>NaN</td><td>Toimisto</td><td>2395.833333</td></tr><tr><th>682</th><td>2022-10-10 07:46:57.646</td><td>Palkansaaja</td><td>33</td><td>NaN</td><td>7.0</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>Fraktio</td><td>PK-Seutu</td><td>Konsulttitalossa</td><td>1.0</td><td>Suunnittelija</td><td>Jotain siltä väliltä</td><td>4900.0</td><td>61250.0</td><td>NaN</td><td>True</td><td>NaN</td><td>NaN</td><td>50/50</td><td>5104.166667</td></tr><tr><th>683</th><td>2022-10-10 07:49:49.204</td><td>Laskuttaja</td><td>23</td><td>mies</td><td>7.0</td><td>4.0</td><td>Backend, systems</td><td>120.0</td><td>135000.0</td><td>Itse</td><td>Ulkomailta</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td><td>NaN</td></tr></tbody></table></div></div></div></div></div></div></div><footer><div class=container-fluid><div class="row center-block footer-text"><p class="text-muted text-center">Report generated by <a href="https://ydata.ai/?utm_source=opensource&utm_medium=pandasprofiling&utm_campaign=report">YData</a>.</p></div></div></footer><script>
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diff --git a/2022/raw.xlsx b/2022/raw.xlsx
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delta 179
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