---
title: 'Data science job market analysis'
date: 2019-09-14
description: "To better understand the market for data science jobs, I scraped 11,500 job ads from LinkedIn and explored the skills, tools, and qualifications being sought after in data scientist and analyst positions at different levels of seniority."
image: social-image.png
twitter-card:
image: "social-image.png"
open-graph:
image: "social-image.png"
categories:
- R
freeze: true
---
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}
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position:relative;
top:1px;
display:inline-block;
font-family:'Glyphicons Halflings';
font-style:normal;
font-weight:400;
line-height:1;
-webkit-font-smoothing:antialiased;
-moz-osx-font-smoothing:grayscale
}
.glyphicon-asterisk:before{
content:"\2a"
}
.glyphicon-plus:before{
content:"\2b"
}
.glyphicon-eur:before,.glyphicon-euro:before{
content:"\20ac"
}
.glyphicon-minus:before{
content:"\2212"
}
.glyphicon-cloud:before{
content:"\2601"
}
.glyphicon-envelope:before{
content:"\2709"
}
.glyphicon-pencil:before{
content:"\270f"
}
.glyphicon-glass:before{
content:"\e001"
}
.glyphicon-music:before{
content:"\e002"
}
.glyphicon-search:before{
content:"\e003"
}
.glyphicon-heart:before{
content:"\e005"
}
.glyphicon-star:before{
content:"\e006"
}
.glyphicon-star-empty:before{
content:"\e007"
}
.glyphicon-user:before{
content:"\e008"
}
.glyphicon-film:before{
content:"\e009"
}
.glyphicon-th-large:before{
content:"\e010"
}
.glyphicon-th:before{
content:"\e011"
}
.glyphicon-th-list:before{
content:"\e012"
}
.glyphicon-ok:before{
content:"\e013"
}
.glyphicon-remove:before{
content:"\e014"
}
.glyphicon-zoom-in:before{
content:"\e015"
}
.glyphicon-zoom-out:before{
content:"\e016"
}
.glyphicon-off:before{
content:"\e017"
}
.glyphicon-signal:before{
content:"\e018"
}
.glyphicon-cog:before{
content:"\e019"
}
.glyphicon-trash:before{
content:"\e020"
}
.glyphicon-home:before{
content:"\e021"
}
.glyphicon-file:before{
content:"\e022"
}
.glyphicon-time:before{
content:"\e023"
}
.glyphicon-road:before{
content:"\e024"
}
.glyphicon-download-alt:before{
content:"\e025"
}
.glyphicon-download:before{
content:"\e026"
}
.glyphicon-upload:before{
content:"\e027"
}
.glyphicon-inbox:before{
content:"\e028"
}
.glyphicon-play-circle:before{
content:"\e029"
}
.glyphicon-repeat:before{
content:"\e030"
}
.glyphicon-refresh:before{
content:"\e031"
}
.glyphicon-list-alt:before{
content:"\e032"
}
.glyphicon-lock:before{
content:"\e033"
}
.glyphicon-flag:before{
content:"\e034"
}
.glyphicon-headphones:before{
content:"\e035"
}
.glyphicon-volume-off:before{
content:"\e036"
}
.glyphicon-volume-down:before{
content:"\e037"
}
.glyphicon-volume-up:before{
content:"\e038"
}
.glyphicon-qrcode:before{
content:"\e039"
}
.glyphicon-barcode:before{
content:"\e040"
}
.glyphicon-tag:before{
content:"\e041"
}
.glyphicon-tags:before{
content:"\e042"
}
.glyphicon-book:before{
content:"\e043"
}
.glyphicon-bookmark:before{
content:"\e044"
}
.glyphicon-print:before{
content:"\e045"
}
.glyphicon-camera:before{
content:"\e046"
}
.glyphicon-font:before{
content:"\e047"
}
.glyphicon-bold:before{
content:"\e048"
}
.glyphicon-italic:before{
content:"\e049"
}
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content:"\e050"
}
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content:"\e051"
}
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content:"\e052"
}
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content:"\e053"
}
.glyphicon-align-right:before{
content:"\e054"
}
.glyphicon-align-justify:before{
content:"\e055"
}
.glyphicon-list:before{
content:"\e056"
}
.glyphicon-indent-left:before{
content:"\e057"
}
.glyphicon-indent-right:before{
content:"\e058"
}
.glyphicon-facetime-video:before{
content:"\e059"
}
.glyphicon-picture:before{
content:"\e060"
}
.glyphicon-map-marker:before{
content:"\e062"
}
.glyphicon-adjust:before{
content:"\e063"
}
.glyphicon-tint:before{
content:"\e064"
}
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content:"\e065"
}
.glyphicon-share:before{
content:"\e066"
}
.glyphicon-check:before{
content:"\e067"
}
.glyphicon-move:before{
content:"\e068"
}
.glyphicon-step-backward:before{
content:"\e069"
}
.glyphicon-fast-backward:before{
content:"\e070"
}
.glyphicon-backward:before{
content:"\e071"
}
.glyphicon-play:before{
content:"\e072"
}
.glyphicon-pause:before{
content:"\e073"
}
.glyphicon-stop:before{
content:"\e074"
}
.glyphicon-forward:before{
content:"\e075"
}
.glyphicon-fast-forward:before{
content:"\e076"
}
.glyphicon-step-forward:before{
content:"\e077"
}
.glyphicon-eject:before{
content:"\e078"
}
.glyphicon-chevron-left:before{
content:"\e079"
}
.glyphicon-chevron-right:before{
content:"\e080"
}
.glyphicon-plus-sign:before{
content:"\e081"
}
.glyphicon-minus-sign:before{
content:"\e082"
}
.glyphicon-remove-sign:before{
content:"\e083"
}
.glyphicon-ok-sign:before{
content:"\e084"
}
.glyphicon-question-sign:before{
content:"\e085"
}
.glyphicon-info-sign:before{
content:"\e086"
}
.glyphicon-screenshot:before{
content:"\e087"
}
.glyphicon-remove-circle:before{
content:"\e088"
}
.glyphicon-ok-circle:before{
content:"\e089"
}
.glyphicon-ban-circle:before{
content:"\e090"
}
.glyphicon-arrow-left:before{
content:"\e091"
}
.glyphicon-arrow-right:before{
content:"\e092"
}
.glyphicon-arrow-up:before{
content:"\e093"
}
.glyphicon-arrow-down:before{
content:"\e094"
}
.glyphicon-share-alt:before{
content:"\e095"
}
.glyphicon-resize-full:before{
content:"\e096"
}
.glyphicon-resize-small:before{
content:"\e097"
}
.glyphicon-exclamation-sign:before{
content:"\e101"
}
.glyphicon-gift:before{
content:"\e102"
}
.glyphicon-leaf:before{
content:"\e103"
}
.glyphicon-fire:before{
content:"\e104"
}
.glyphicon-eye-open:before{
content:"\e105"
}
.glyphicon-eye-close:before{
content:"\e106"
}
.glyphicon-warning-sign:before{
content:"\e107"
}
.glyphicon-plane:before{
content:"\e108"
}
.glyphicon-calendar:before{
content:"\e109"
}
.glyphicon-random:before{
content:"\e110"
}
.glyphicon-comment:before{
content:"\e111"
}
.glyphicon-magnet:before{
content:"\e112"
}
.glyphicon-chevron-up:before{
content:"\e113"
}
.glyphicon-chevron-down:before{
content:"\e114"
}
.glyphicon-retweet:before{
content:"\e115"
}
.glyphicon-shopping-cart:before{
content:"\e116"
}
.glyphicon-folder-close:before{
content:"\e117"
}
.glyphicon-folder-open:before{
content:"\e118"
}
.glyphicon-resize-vertical:before{
content:"\e119"
}
.glyphicon-resize-horizontal:before{
content:"\e120"
}
.glyphicon-hdd:before{
content:"\e121"
}
.glyphicon-bullhorn:before{
content:"\e122"
}
.glyphicon-bell:before{
content:"\e123"
}
.glyphicon-certificate:before{
content:"\e124"
}
.glyphicon-thumbs-up:before{
content:"\e125"
}
.glyphicon-thumbs-down:before{
content:"\e126"
}
.glyphicon-hand-right:before{
content:"\e127"
}
.glyphicon-hand-left:before{
content:"\e128"
}
.glyphicon-hand-up:before{
content:"\e129"
}
.glyphicon-hand-down:before{
content:"\e130"
}
.glyphicon-circle-arrow-right:before{
content:"\e131"
}
.glyphicon-circle-arrow-left:before{
content:"\e132"
}
.glyphicon-circle-arrow-up:before{
content:"\e133"
}
.glyphicon-circle-arrow-down:before{
content:"\e134"
}
.glyphicon-globe:before{
content:"\e135"
}
.glyphicon-wrench:before{
content:"\e136"
}
.glyphicon-tasks:before{
content:"\e137"
}
.glyphicon-filter:before{
content:"\e138"
}
.glyphicon-briefcase:before{
content:"\e139"
}
.glyphicon-fullscreen:before{
content:"\e140"
}
.glyphicon-dashboard:before{
content:"\e141"
}
.glyphicon-paperclip:before{
content:"\e142"
}
.glyphicon-heart-empty:before{
content:"\e143"
}
.glyphicon-link:before{
content:"\e144"
}
.glyphicon-phone:before{
content:"\e145"
}
.glyphicon-pushpin:before{
content:"\e146"
}
.glyphicon-usd:before{
content:"\e148"
}
.glyphicon-gbp:before{
content:"\e149"
}
.glyphicon-sort:before{
content:"\e150"
}
.glyphicon-sort-by-alphabet:before{
content:"\e151"
}
.glyphicon-sort-by-alphabet-alt:before{
content:"\e152"
}
.glyphicon-sort-by-order:before{
content:"\e153"
}
.glyphicon-sort-by-order-alt:before{
content:"\e154"
}
.glyphicon-sort-by-attributes:before{
content:"\e155"
}
.glyphicon-sort-by-attributes-alt:before{
content:"\e156"
}
.glyphicon-unchecked:before{
content:"\e157"
}
.glyphicon-expand:before{
content:"\e158"
}
.glyphicon-collapse-down:before{
content:"\e159"
}
.glyphicon-collapse-up:before{
content:"\e160"
}
.glyphicon-log-in:before{
content:"\e161"
}
.glyphicon-flash:before{
content:"\e162"
}
.glyphicon-log-out:before{
content:"\e163"
}
.glyphicon-new-window:before{
content:"\e164"
}
.glyphicon-record:before{
content:"\e165"
}
.glyphicon-save:before{
content:"\e166"
}
.glyphicon-open:before{
content:"\e167"
}
.glyphicon-saved:before{
content:"\e168"
}
.glyphicon-import:before{
content:"\e169"
}
.glyphicon-export:before{
content:"\e170"
}
.glyphicon-send:before{
content:"\e171"
}
.glyphicon-floppy-disk:before{
content:"\e172"
}
.glyphicon-floppy-saved:before{
content:"\e173"
}
.glyphicon-floppy-remove:before{
content:"\e174"
}
.glyphicon-floppy-save:before{
content:"\e175"
}
.glyphicon-floppy-open:before{
content:"\e176"
}
.glyphicon-credit-card:before{
content:"\e177"
}
.glyphicon-transfer:before{
content:"\e178"
}
.glyphicon-cutlery:before{
content:"\e179"
}
.glyphicon-header:before{
content:"\e180"
}
.glyphicon-compressed:before{
content:"\e181"
}
.glyphicon-earphone:before{
content:"\e182"
}
.glyphicon-phone-alt:before{
content:"\e183"
}
.glyphicon-tower:before{
content:"\e184"
}
.glyphicon-stats:before{
content:"\e185"
}
.glyphicon-sd-video:before{
content:"\e186"
}
.glyphicon-hd-video:before{
content:"\e187"
}
.glyphicon-subtitles:before{
content:"\e188"
}
.glyphicon-sound-stereo:before{
content:"\e189"
}
.glyphicon-sound-dolby:before{
content:"\e190"
}
.glyphicon-sound-5-1:before{
content:"\e191"
}
.glyphicon-sound-6-1:before{
content:"\e192"
}
.glyphicon-sound-7-1:before{
content:"\e193"
}
.glyphicon-copyright-mark:before{
content:"\e194"
}
.glyphicon-registration-mark:before{
content:"\e195"
}
.glyphicon-cloud-download:before{
content:"\e197"
}
.glyphicon-cloud-upload:before{
content:"\e198"
}
.glyphicon-tree-conifer:before{
content:"\e199"
}
.glyphicon-tree-deciduous:before{
content:"\e200"
}
.glyphicon-cd:before{
content:"\e201"
}
.glyphicon-save-file:before{
content:"\e202"
}
.glyphicon-open-file:before{
content:"\e203"
}
.glyphicon-level-up:before{
content:"\e204"
}
.glyphicon-copy:before{
content:"\e205"
}
.glyphicon-paste:before{
content:"\e206"
}
.glyphicon-alert:before{
content:"\e209"
}
.glyphicon-equalizer:before{
content:"\e210"
}
.glyphicon-king:before{
content:"\e211"
}
.glyphicon-queen:before{
content:"\e212"
}
.glyphicon-pawn:before{
content:"\e213"
}
.glyphicon-bishop:before{
content:"\e214"
}
.glyphicon-knight:before{
content:"\e215"
}
.glyphicon-baby-formula:before{
content:"\e216"
}
.glyphicon-tent:before{
content:"\26fa"
}
.glyphicon-blackboard:before{
content:"\e218"
}
.glyphicon-bed:before{
content:"\e219"
}
.glyphicon-apple:before{
content:"\f8ff"
}
.glyphicon-erase:before{
content:"\e221"
}
.glyphicon-hourglass:before{
content:"\231b"
}
.glyphicon-lamp:before{
content:"\e223"
}
.glyphicon-duplicate:before{
content:"\e224"
}
.glyphicon-piggy-bank:before{
content:"\e225"
}
.glyphicon-scissors:before{
content:"\e226"
}
.glyphicon-bitcoin:before{
content:"\e227"
}
.glyphicon-btc:before{
content:"\e227"
}
.glyphicon-xbt:before{
content:"\e227"
}
.glyphicon-yen:before{
content:"\00a5"
}
.glyphicon-jpy:before{
content:"\00a5"
}
.glyphicon-ruble:before{
content:"\20bd"
}
.glyphicon-rub:before{
content:"\20bd"
}
.glyphicon-scale:before{
content:"\e230"
}
.glyphicon-ice-lolly:before{
content:"\e231"
}
.glyphicon-ice-lolly-tasted:before{
content:"\e232"
}
.glyphicon-education:before{
content:"\e233"
}
.glyphicon-option-horizontal:before{
content:"\e234"
}
.glyphicon-option-vertical:before{
content:"\e235"
}
.glyphicon-menu-hamburger:before{
content:"\e236"
}
.glyphicon-modal-window:before{
content:"\e237"
}
.glyphicon-oil:before{
content:"\e238"
}
.glyphicon-grain:before{
content:"\e239"
}
.glyphicon-sunglasses:before{
content:"\e240"
}
.glyphicon-text-size:before{
content:"\e241"
}
.glyphicon-text-color:before{
content:"\e242"
}
.glyphicon-text-background:before{
content:"\e243"
}
.glyphicon-object-align-top:before{
content:"\e244"
}
.glyphicon-object-align-bottom:before{
content:"\e245"
}
.glyphicon-object-align-horizontal:before{
content:"\e246"
}
.glyphicon-object-align-left:before{
content:"\e247"
}
.glyphicon-object-align-vertical:before{
content:"\e248"
}
.glyphicon-object-align-right:before{
content:"\e249"
}
.glyphicon-triangle-right:before{
content:"\e250"
}
.glyphicon-triangle-left:before{
content:"\e251"
}
.glyphicon-triangle-bottom:before{
content:"\e252"
}
.glyphicon-triangle-top:before{
content:"\e253"
}
.glyphicon-console:before{
content:"\e254"
}
.glyphicon-superscript:before{
content:"\e255"
}
.glyphicon-subscript:before{
content:"\e256"
}
.glyphicon-menu-left:before{
content:"\e257"
}
.glyphicon-menu-right:before{
content:"\e258"
}
.glyphicon-menu-down:before{
content:"\e259"
}
.glyphicon-menu-up:before{
content:"\e260"
}
*{
-webkit-box-sizing:border-box;
-moz-box-sizing:border-box;
box-sizing:border-box
}
:after,:before{
-webkit-box-sizing:border-box;
-moz-box-sizing:border-box;
box-sizing:border-box
}
html{
font-size:10px;
-webkit-tap-highlight-color:rgba(0,0,0,0)
}
body{
font-family:"Helvetica Neue",Helvetica,Arial,sans-serif;
font-size:14px;
line-height:1.42857143;
color:#333;
background-color:#fff
}
button,input,select,textarea{
font-family:inherit;
font-size:inherit;
line-height:inherit
}
a{
color:#337ab7;
text-decoration:none
}
a:focus,a:hover{
color:#23527c;
text-decoration:underline
}
a:focus{
outline:thin dotted;
outline:5px auto -webkit-focus-ring-color;
outline-offset:-2px
}
figure{
margin:0
}
img{
vertical-align:middle
}
.carousel-inner>.item>a>img,.carousel-inner>.item>img,.img-responsive,.thumbnail a>img,.thumbnail>img{
display:block;
max-width:100%;
height:auto
}
.img-rounded{
border-radius:6px
}
.img-thumbnail{
display:inline-block;
max-width:100%;
height:auto;
padding:4px;
line-height:1.42857143;
background-color:#fff;
border:1px solid #ddd;
border-radius:4px;
-webkit-transition:all .2s ease-in-out;
-o-transition:all .2s ease-in-out;
transition:all .2s ease-in-out
}
.img-circle{
border-radius:50%
}
hr{
margin-top:20px;
margin-bottom:20px;
border:0;
border-top:1px solid #eee
}
.sr-only{
position:absolute;
width:1px;
height:1px;
padding:0;
margin:-1px;
overflow:hidden;
clip:rect(0,0,0,0);
border:0
}
.sr-only-focusable:active,.sr-only-focusable:focus{
position:static;
width:auto;
height:auto;
margin:0;
overflow:visible;
clip:auto
}
[role=button]{
cursor:pointer
}
.h1,.h2,.h3,.h4,.h5,.h6,h1,h2,h3,h4,h5,h6{
font-family:inherit;
font-weight:500;
line-height:1.1;
color:inherit
}
.h1 .small,.h1 small,.h2 .small,.h2 small,.h3 .small,.h3 small,.h4 .small,.h4 small,.h5 .small,.h5 small,.h6 .small,.h6 small,h1 .small,h1 small,h2 .small,h2 small,h3 .small,h3 small,h4 .small,h4 small,h5 .small,h5 small,h6 .small,h6 small{
font-weight:400;
line-height:1;
color:#777
}
.h1,.h2,.h3,h1,h2,h3{
margin-top:20px;
margin-bottom:10px
}
.h1 .small,.h1 small,.h2 .small,.h2 small,.h3 .small,.h3 small,h1 .small,h1 small,h2 .small,h2 small,h3 .small,h3 small{
font-size:65%
}
.h4,.h5,.h6,h4,h5,h6{
margin-top:10px;
margin-bottom:10px
}
.h4 .small,.h4 small,.h5 .small,.h5 small,.h6 .small,.h6 small,h4 .small,h4 small,h5 .small,h5 small,h6 .small,h6 small{
font-size:75%
}
.h1,h1{
font-size:36px
}
.h2,h2{
font-size:30px
}
.h3,h3{
font-size:24px
}
.h4,h4{
font-size:18px
}
.h5,h5{
font-size:14px
}
.h6,h6{
font-size:12px
}
p{
margin:0 0 10px
}
.lead{
margin-bottom:20px;
font-size:16px;
font-weight:300;
line-height:1.4
}
@media (min-width:768px){
.lead{
font-size:21px
}
}
.small,small{
font-size:85%
}
.mark,mark{
padding:.2em;
background-color:#fcf8e3
}
.text-left{
text-align:left
}
.text-right{
text-align:right
}
.text-center{
text-align:center
}
.text-justify{
text-align:justify
}
.text-nowrap{
white-space:nowrap
}
.text-lowercase{
text-transform:lowercase
}
.text-uppercase{
text-transform:uppercase
}
.text-capitalize{
text-transform:capitalize
}
.text-muted{
color:#777
}
.text-primary{
color:#337ab7
}
a.text-primary:focus,a.text-primary:hover{
color:#286090
}
.text-success{
color:#3c763d
}
a.text-success:focus,a.text-success:hover{
color:#2b542c
}
.text-info{
color:#31708f
}
a.text-info:focus,a.text-info:hover{
color:#245269
}
.text-warning{
color:#8a6d3b
}
a.text-warning:focus,a.text-warning:hover{
color:#66512c
}
.text-danger{
color:#a94442
}
a.text-danger:focus,a.text-danger:hover{
color:#843534
}
.bg-primary{
color:#fff;
background-color:#337ab7
}
a.bg-primary:focus,a.bg-primary:hover{
background-color:#286090
}
.bg-success{
background-color:#dff0d8
}
a.bg-success:focus,a.bg-success:hover{
background-color:#c1e2b3
}
.bg-info{
background-color:#d9edf7
}
a.bg-info:focus,a.bg-info:hover{
background-color:#afd9ee
}
.bg-warning{
background-color:#fcf8e3
}
a.bg-warning:focus,a.bg-warning:hover{
background-color:#f7ecb5
}
.bg-danger{
background-color:#f2dede
}
a.bg-danger:focus,a.bg-danger:hover{
background-color:#e4b9b9
}
.page-header{
padding-bottom:9px;
margin:40px 0 20px;
border-bottom:1px solid #eee
}
.list-unstyled{
padding-left:0;
list-style:none
}
.list-inline{
padding-left:0;
margin-left:-5px;
list-style:none
}
.list-inline>li{
display:inline-block;
padding-right:5px;
padding-left:5px
}
dl{
margin-top:0;
margin-bottom:20px
}
dd,dt{
line-height:1.42857143
}
dt{
font-weight:700
}
dd{
margin-left:0
}
@media (min-width:768px){
.dl-horizontal dt{
float:left;
width:160px;
overflow:hidden;
clear:left;
text-align:right;
text-overflow:ellipsis;
white-space:nowrap
}
.dl-horizontal dd{
margin-left:180px
}
}
abbr[data-original-title],abbr[title]{
cursor:help;
border-bottom:1px dotted #777
}
.initialism{
font-size:90%;
text-transform:uppercase
}
blockquote{
padding:10px 20px;
margin:0 0 20px;
font-size:17.5px;
border-left:5px solid #eee
}
blockquote ol:last-child,blockquote p:last-child,blockquote ul:last-child{
margin-bottom:0
}
blockquote .small,blockquote footer,blockquote small{
display:block;
font-size:80%;
line-height:1.42857143;
color:#777
}
blockquote .small:before,blockquote footer:before,blockquote small:before{
content:'\2014 \00A0'
}
.blockquote-reverse,blockquote.pull-right{
padding-right:15px;
padding-left:0;
text-align:right;
border-right:5px solid #eee;
border-left:0
}
.blockquote-reverse .small:before,.blockquote-reverse footer:before,.blockquote-reverse small:before,blockquote.pull-right .small:before,blockquote.pull-right footer:before,blockquote.pull-right small:before{
content:''
}
.blockquote-reverse .small:after,.blockquote-reverse footer:after,.blockquote-reverse small:after,blockquote.pull-right .small:after,blockquote.pull-right footer:after,blockquote.pull-right small:after{
content:'\00A0 \2014'
}
address{
margin-bottom:20px;
font-style:normal;
line-height:1.42857143
}
code,kbd,pre,samp{
font-family:monospace
}
code{
padding:2px 4px;
font-size:90%;
color:#c7254e;
background-color:#f9f2f4;
border-radius:4px
}
kbd{
padding:2px 4px;
font-size:90%;
color:#fff;
background-color:#333;
border-radius:3px;
-webkit-box-shadow:inset 0 -1px 0 rgba(0,0,0,.25);
box-shadow:inset 0 -1px 0 rgba(0,0,0,.25)
}
kbd kbd{
padding:0;
font-size:100%;
font-weight:700;
-webkit-box-shadow:none;
box-shadow:none
}
pre{
display:block;
padding:9.5px;
margin:0 0 10px;
font-size:13px;
line-height:1.42857143;
color:#333;
word-break:break-all;
word-wrap:break-word;
background-color:#f5f5f5;
border:1px solid #ccc;
border-radius:4px
}
pre code{
padding:0;
font-size:inherit;
color:inherit;
white-space:pre-wrap;
background-color:transparent;
border-radius:0
}
.pre-scrollable{
max-height:340px;
overflow-y:scroll
}
.container{
padding-right:15px;
padding-left:15px;
margin-right:auto;
margin-left:auto
}
@media (min-width:768px){
.container{
width:750px
}
}
@media (min-width:992px){
.container{
width:970px
}
}
@media (min-width:1200px){
.container{
width:1170px
}
}
.container-fluid{
padding-right:15px;
padding-left:15px;
margin-right:auto;
margin-left:auto
}
.row{
margin-right:-15px;
margin-left:-15px
}
.col-lg-1,.col-lg-10,.col-lg-11,.col-lg-12,.col-lg-2,.col-lg-3,.col-lg-4,.col-lg-5,.col-lg-6,.col-lg-7,.col-lg-8,.col-lg-9,.col-md-1,.col-md-10,.col-md-11,.col-md-12,.col-md-2,.col-md-3,.col-md-4,.col-md-5,.col-md-6,.col-md-7,.col-md-8,.col-md-9,.col-sm-1,.col-sm-10,.col-sm-11,.col-sm-12,.col-sm-2,.col-sm-3,.col-sm-4,.col-sm-5,.col-sm-6,.col-sm-7,.col-sm-8,.col-sm-9,.col-xs-1,.col-xs-10,.col-xs-11,.col-xs-12,.col-xs-2,.col-xs-3,.col-xs-4,.col-xs-5,.col-xs-6,.col-xs-7,.col-xs-8,.col-xs-9{
position:relative;
min-height:1px;
padding-right:15px;
padding-left:15px
}
.col-xs-1,.col-xs-10,.col-xs-11,.col-xs-12,.col-xs-2,.col-xs-3,.col-xs-4,.col-xs-5,.col-xs-6,.col-xs-7,.col-xs-8,.col-xs-9{
float:left
}
.col-xs-12{
width:100%
}
.col-xs-11{
width:91.66666667%
}
.col-xs-10{
width:83.33333333%
}
.col-xs-9{
width:75%
}
.col-xs-8{
width:66.66666667%
}
.col-xs-7{
width:58.33333333%
}
.col-xs-6{
width:50%
}
.col-xs-5{
width:41.66666667%
}
.col-xs-4{
width:33.33333333%
}
.col-xs-3{
width:25%
}
.col-xs-2{
width:16.66666667%
}
.col-xs-1{
width:8.33333333%
}
.col-xs-pull-12{
right:100%
}
.col-xs-pull-11{
right:91.66666667%
}
.col-xs-pull-10{
right:83.33333333%
}
.col-xs-pull-9{
right:75%
}
.col-xs-pull-8{
right:66.66666667%
}
.col-xs-pull-7{
right:58.33333333%
}
.col-xs-pull-6{
right:50%
}
.col-xs-pull-5{
right:41.66666667%
}
.col-xs-pull-4{
right:33.33333333%
}
.col-xs-pull-3{
right:25%
}
.col-xs-pull-2{
right:16.66666667%
}
.col-xs-pull-1{
right:8.33333333%
}
.col-xs-pull-0{
right:auto
}
.col-xs-push-12{
left:100%
}
.col-xs-push-11{
left:91.66666667%
}
.col-xs-push-10{
left:83.33333333%
}
.col-xs-push-9{
left:75%
}
.col-xs-push-8{
left:66.66666667%
}
.col-xs-push-7{
left:58.33333333%
}
.col-xs-push-6{
left:50%
}
.col-xs-push-5{
left:41.66666667%
}
.col-xs-push-4{
left:33.33333333%
}
.col-xs-push-3{
left:25%
}
.col-xs-push-2{
left:16.66666667%
}
.col-xs-push-1{
left:8.33333333%
}
.col-xs-push-0{
left:auto
}
.col-xs-offset-12{
margin-left:100%
}
.col-xs-offset-11{
margin-left:91.66666667%
}
.col-xs-offset-10{
margin-left:83.33333333%
}
.col-xs-offset-9{
margin-left:75%
}
.col-xs-offset-8{
margin-left:66.66666667%
}
.col-xs-offset-7{
margin-left:58.33333333%
}
.col-xs-offset-6{
margin-left:50%
}
.col-xs-offset-5{
margin-left:41.66666667%
}
.col-xs-offset-4{
margin-left:33.33333333%
}
.col-xs-offset-3{
margin-left:25%
}
.col-xs-offset-2{
margin-left:16.66666667%
}
.col-xs-offset-1{
margin-left:8.33333333%
}
.col-xs-offset-0{
margin-left:0
}
@media (min-width:768px){
.col-sm-1,.col-sm-10,.col-sm-11,.col-sm-12,.col-sm-2,.col-sm-3,.col-sm-4,.col-sm-5,.col-sm-6,.col-sm-7,.col-sm-8,.col-sm-9{
float:left
}
.col-sm-12{
width:100%
}
.col-sm-11{
width:91.66666667%
}
.col-sm-10{
width:83.33333333%
}
.col-sm-9{
width:75%
}
.col-sm-8{
width:66.66666667%
}
.col-sm-7{
width:58.33333333%
}
.col-sm-6{
width:50%
}
.col-sm-5{
width:41.66666667%
}
.col-sm-4{
width:33.33333333%
}
.col-sm-3{
width:25%
}
.col-sm-2{
width:16.66666667%
}
.col-sm-1{
width:8.33333333%
}
.col-sm-pull-12{
right:100%
}
.col-sm-pull-11{
right:91.66666667%
}
.col-sm-pull-10{
right:83.33333333%
}
.col-sm-pull-9{
right:75%
}
.col-sm-pull-8{
right:66.66666667%
}
.col-sm-pull-7{
right:58.33333333%
}
.col-sm-pull-6{
right:50%
}
.col-sm-pull-5{
right:41.66666667%
}
.col-sm-pull-4{
right:33.33333333%
}
.col-sm-pull-3{
right:25%
}
.col-sm-pull-2{
right:16.66666667%
}
.col-sm-pull-1{
right:8.33333333%
}
.col-sm-pull-0{
right:auto
}
.col-sm-push-12{
left:100%
}
.col-sm-push-11{
left:91.66666667%
}
.col-sm-push-10{
left:83.33333333%
}
.col-sm-push-9{
left:75%
}
.col-sm-push-8{
left:66.66666667%
}
.col-sm-push-7{
left:58.33333333%
}
.col-sm-push-6{
left:50%
}
.col-sm-push-5{
left:41.66666667%
}
.col-sm-push-4{
left:33.33333333%
}
.col-sm-push-3{
left:25%
}
.col-sm-push-2{
left:16.66666667%
}
.col-sm-push-1{
left:8.33333333%
}
.col-sm-push-0{
left:auto
}
.col-sm-offset-12{
margin-left:100%
}
.col-sm-offset-11{
margin-left:91.66666667%
}
.col-sm-offset-10{
margin-left:83.33333333%
}
.col-sm-offset-9{
margin-left:75%
}
.col-sm-offset-8{
margin-left:66.66666667%
}
.col-sm-offset-7{
margin-left:58.33333333%
}
.col-sm-offset-6{
margin-left:50%
}
.col-sm-offset-5{
margin-left:41.66666667%
}
.col-sm-offset-4{
margin-left:33.33333333%
}
.col-sm-offset-3{
margin-left:25%
}
.col-sm-offset-2{
margin-left:16.66666667%
}
.col-sm-offset-1{
margin-left:8.33333333%
}
.col-sm-offset-0{
margin-left:0
}
}
@media (min-width:992px){
.col-md-1,.col-md-10,.col-md-11,.col-md-12,.col-md-2,.col-md-3,.col-md-4,.col-md-5,.col-md-6,.col-md-7,.col-md-8,.col-md-9{
float:left
}
.col-md-12{
width:100%
}
.col-md-11{
width:91.66666667%
}
.col-md-10{
width:83.33333333%
}
.col-md-9{
width:75%
}
.col-md-8{
width:66.66666667%
}
.col-md-7{
width:58.33333333%
}
.col-md-6{
width:50%
}
.col-md-5{
width:41.66666667%
}
.col-md-4{
width:33.33333333%
}
.col-md-3{
width:25%
}
.col-md-2{
width:16.66666667%
}
.col-md-1{
width:8.33333333%
}
.col-md-pull-12{
right:100%
}
.col-md-pull-11{
right:91.66666667%
}
.col-md-pull-10{
right:83.33333333%
}
.col-md-pull-9{
right:75%
}
.col-md-pull-8{
right:66.66666667%
}
.col-md-pull-7{
right:58.33333333%
}
.col-md-pull-6{
right:50%
}
.col-md-pull-5{
right:41.66666667%
}
.col-md-pull-4{
right:33.33333333%
}
.col-md-pull-3{
right:25%
}
.col-md-pull-2{
right:16.66666667%
}
.col-md-pull-1{
right:8.33333333%
}
.col-md-pull-0{
right:auto
}
.col-md-push-12{
left:100%
}
.col-md-push-11{
left:91.66666667%
}
.col-md-push-10{
left:83.33333333%
}
.col-md-push-9{
left:75%
}
.col-md-push-8{
left:66.66666667%
}
.col-md-push-7{
left:58.33333333%
}
.col-md-push-6{
left:50%
}
.col-md-push-5{
left:41.66666667%
}
.col-md-push-4{
left:33.33333333%
}
.col-md-push-3{
left:25%
}
.col-md-push-2{
left:16.66666667%
}
.col-md-push-1{
left:8.33333333%
}
.col-md-push-0{
left:auto
}
.col-md-offset-12{
margin-left:100%
}
.col-md-offset-11{
margin-left:91.66666667%
}
.col-md-offset-10{
margin-left:83.33333333%
}
.col-md-offset-9{
margin-left:75%
}
.col-md-offset-8{
margin-left:66.66666667%
}
.col-md-offset-7{
margin-left:58.33333333%
}
.col-md-offset-6{
margin-left:50%
}
.col-md-offset-5{
margin-left:41.66666667%
}
.col-md-offset-4{
margin-left:33.33333333%
}
.col-md-offset-3{
margin-left:25%
}
.col-md-offset-2{
margin-left:16.66666667%
}
.col-md-offset-1{
margin-left:8.33333333%
}
.col-md-offset-0{
margin-left:0
}
}
@media (min-width:1200px){
.col-lg-1,.col-lg-10,.col-lg-11,.col-lg-12,.col-lg-2,.col-lg-3,.col-lg-4,.col-lg-5,.col-lg-6,.col-lg-7,.col-lg-8,.col-lg-9{
float:left
}
.col-lg-12{
width:100%
}
.col-lg-11{
width:91.66666667%
}
.col-lg-10{
width:83.33333333%
}
.col-lg-9{
width:75%
}
.col-lg-8{
width:66.66666667%
}
.col-lg-7{
width:58.33333333%
}
.col-lg-6{
width:50%
}
.col-lg-5{
width:41.66666667%
}
.col-lg-4{
width:33.33333333%
}
.col-lg-3{
width:25%
}
.col-lg-2{
width:16.66666667%
}
.col-lg-1{
width:8.33333333%
}
.col-lg-pull-12{
right:100%
}
.col-lg-pull-11{
right:91.66666667%
}
.col-lg-pull-10{
right:83.33333333%
}
.col-lg-pull-9{
right:75%
}
.col-lg-pull-8{
right:66.66666667%
}
.col-lg-pull-7{
right:58.33333333%
}
.col-lg-pull-6{
right:50%
}
.col-lg-pull-5{
right:41.66666667%
}
.col-lg-pull-4{
right:33.33333333%
}
.col-lg-pull-3{
right:25%
}
.col-lg-pull-2{
right:16.66666667%
}
.col-lg-pull-1{
right:8.33333333%
}
.col-lg-pull-0{
right:auto
}
.col-lg-push-12{
left:100%
}
.col-lg-push-11{
left:91.66666667%
}
.col-lg-push-10{
left:83.33333333%
}
.col-lg-push-9{
left:75%
}
.col-lg-push-8{
left:66.66666667%
}
.col-lg-push-7{
left:58.33333333%
}
.col-lg-push-6{
left:50%
}
.col-lg-push-5{
left:41.66666667%
}
.col-lg-push-4{
left:33.33333333%
}
.col-lg-push-3{
left:25%
}
.col-lg-push-2{
left:16.66666667%
}
.col-lg-push-1{
left:8.33333333%
}
.col-lg-push-0{
left:auto
}
.col-lg-offset-12{
margin-left:100%
}
.col-lg-offset-11{
margin-left:91.66666667%
}
.col-lg-offset-10{
margin-left:83.33333333%
}
.col-lg-offset-9{
margin-left:75%
}
.col-lg-offset-8{
margin-left:66.66666667%
}
.col-lg-offset-7{
margin-left:58.33333333%
}
.col-lg-offset-6{
margin-left:50%
}
.col-lg-offset-5{
margin-left:41.66666667%
}
.col-lg-offset-4{
margin-left:33.33333333%
}
.col-lg-offset-3{
margin-left:25%
}
.col-lg-offset-2{
margin-left:16.66666667%
}
.col-lg-offset-1{
margin-left:8.33333333%
}
.col-lg-offset-0{
margin-left:0
}
}
table{
background-color:transparent
}
caption{
padding-top:8px;
padding-bottom:8px;
color:#777;
text-align:left
}
th{
}
.table{
width:100%;
max-width:100%;
margin-bottom:20px
}
.table>tbody>tr>td,.table>tbody>tr>th,.table>tfoot>tr>td,.table>tfoot>tr>th,.table>thead>tr>td,.table>thead>tr>th{
padding:8px;
line-height:1.42857143;
vertical-align:top;
border-top:1px solid #ddd
}
.table>thead>tr>th{
vertical-align:bottom;
border-bottom:2px solid #ddd
}
.table>caption+thead>tr:first-child>td,.table>caption+thead>tr:first-child>th,.table>colgroup+thead>tr:first-child>td,.table>colgroup+thead>tr:first-child>th,.table>thead:first-child>tr:first-child>td,.table>thead:first-child>tr:first-child>th{
border-top:0
}
.table>tbody+tbody{
border-top:2px solid #ddd
}
.table .table{
background-color:#fff
}
.table-condensed>tbody>tr>td,.table-condensed>tbody>tr>th,.table-condensed>tfoot>tr>td,.table-condensed>tfoot>tr>th,.table-condensed>thead>tr>td,.table-condensed>thead>tr>th{
padding:5px
}
.table-bordered{
border:1px solid #ddd
}
.table-bordered>tbody>tr>td,.table-bordered>tbody>tr>th,.table-bordered>tfoot>tr>td,.table-bordered>tfoot>tr>th,.table-bordered>thead>tr>td,.table-bordered>thead>tr>th{
border:1px solid #ddd
}
.table-bordered>thead>tr>td,.table-bordered>thead>tr>th{
border-bottom-width:2px
}
.table-striped>tbody>tr:nth-of-type(odd){
background-color:#f9f9f9
}
.table-hover>tbody>tr:hover{
background-color:#f5f5f5
}
table col[class*=col-]{
position:static;
display:table-column;
float:none
}
table td[class*=col-],table th[class*=col-]{
position:static;
display:table-cell;
float:none
}
.table>tbody>tr.active>td,.table>tbody>tr.active>th,.table>tbody>tr>td.active,.table>tbody>tr>th.active,.table>tfoot>tr.active>td,.table>tfoot>tr.active>th,.table>tfoot>tr>td.active,.table>tfoot>tr>th.active,.table>thead>tr.active>td,.table>thead>tr.active>th,.table>thead>tr>td.active,.table>thead>tr>th.active{
background-color:#f5f5f5
}
.table-hover>tbody>tr.active:hover>td,.table-hover>tbody>tr.active:hover>th,.table-hover>tbody>tr:hover>.active,.table-hover>tbody>tr>td.active:hover,.table-hover>tbody>tr>th.active:hover{
background-color:#e8e8e8
}
.table>tbody>tr.success>td,.table>tbody>tr.success>th,.table>tbody>tr>td.success,.table>tbody>tr>th.success,.table>tfoot>tr.success>td,.table>tfoot>tr.success>th,.table>tfoot>tr>td.success,.table>tfoot>tr>th.success,.table>thead>tr.success>td,.table>thead>tr.success>th,.table>thead>tr>td.success,.table>thead>tr>th.success{
background-color:#dff0d8
}
.table-hover>tbody>tr.success:hover>td,.table-hover>tbody>tr.success:hover>th,.table-hover>tbody>tr:hover>.success,.table-hover>tbody>tr>td.success:hover,.table-hover>tbody>tr>th.success:hover{
background-color:#d0e9c6
}
.table>tbody>tr.info>td,.table>tbody>tr.info>th,.table>tbody>tr>td.info,.table>tbody>tr>th.info,.table>tfoot>tr.info>td,.table>tfoot>tr.info>th,.table>tfoot>tr>td.info,.table>tfoot>tr>th.info,.table>thead>tr.info>td,.table>thead>tr.info>th,.table>thead>tr>td.info,.table>thead>tr>th.info{
background-color:#d9edf7
}
.table-hover>tbody>tr.info:hover>td,.table-hover>tbody>tr.info:hover>th,.table-hover>tbody>tr:hover>.info,.table-hover>tbody>tr>td.info:hover,.table-hover>tbody>tr>th.info:hover{
background-color:#c4e3f3
}
.table>tbody>tr.warning>td,.table>tbody>tr.warning>th,.table>tbody>tr>td.warning,.table>tbody>tr>th.warning,.table>tfoot>tr.warning>td,.table>tfoot>tr.warning>th,.table>tfoot>tr>td.warning,.table>tfoot>tr>th.warning,.table>thead>tr.warning>td,.table>thead>tr.warning>th,.table>thead>tr>td.warning,.table>thead>tr>th.warning{
background-color:#fcf8e3
}
.table-hover>tbody>tr.warning:hover>td,.table-hover>tbody>tr.warning:hover>th,.table-hover>tbody>tr:hover>.warning,.table-hover>tbody>tr>td.warning:hover,.table-hover>tbody>tr>th.warning:hover{
background-color:#faf2cc
}
.table>tbody>tr.danger>td,.table>tbody>tr.danger>th,.table>tbody>tr>td.danger,.table>tbody>tr>th.danger,.table>tfoot>tr.danger>td,.table>tfoot>tr.danger>th,.table>tfoot>tr>td.danger,.table>tfoot>tr>th.danger,.table>thead>tr.danger>td,.table>thead>tr.danger>th,.table>thead>tr>td.danger,.table>thead>tr>th.danger{
background-color:#f2dede
}
.table-hover>tbody>tr.danger:hover>td,.table-hover>tbody>tr.danger:hover>th,.table-hover>tbody>tr:hover>.danger,.table-hover>tbody>tr>td.danger:hover,.table-hover>tbody>tr>th.danger:hover{
background-color:#ebcccc
}
.table-responsive{
min-height:.01%;
overflow-x:auto
}
@media screen and (max-width:767px){
.table-responsive{
width:100%;
margin-bottom:15px;
overflow-y:hidden;
-ms-overflow-style:-ms-autohiding-scrollbar;
border:1px solid #ddd
}
.table-responsive>.table{
margin-bottom:0
}
.table-responsive>.table>tbody>tr>td,.table-responsive>.table>tbody>tr>th,.table-responsive>.table>tfoot>tr>td,.table-responsive>.table>tfoot>tr>th,.table-responsive>.table>thead>tr>td,.table-responsive>.table>thead>tr>th{
white-space:nowrap
}
.table-responsive>.table-bordered{
border:0
}
.table-responsive>.table-bordered>tbody>tr>td:first-child,.table-responsive>.table-bordered>tbody>tr>th:first-child,.table-responsive>.table-bordered>tfoot>tr>td:first-child,.table-responsive>.table-bordered>tfoot>tr>th:first-child,.table-responsive>.table-bordered>thead>tr>td:first-child,.table-responsive>.table-bordered>thead>tr>th:first-child{
border-left:0
}
.table-responsive>.table-bordered>tbody>tr>td:last-child,.table-responsive>.table-bordered>tbody>tr>th:last-child,.table-responsive>.table-bordered>tfoot>tr>td:last-child,.table-responsive>.table-bordered>tfoot>tr>th:last-child,.table-responsive>.table-bordered>thead>tr>td:last-child,.table-responsive>.table-bordered>thead>tr>th:last-child{
border-right:0
}
.table-responsive>.table-bordered>tbody>tr:last-child>td,.table-responsive>.table-bordered>tbody>tr:last-child>th,.table-responsive>.table-bordered>tfoot>tr:last-child>td,.table-responsive>.table-bordered>tfoot>tr:last-child>th{
border-bottom:0
}
}
fieldset{
min-width:0;
padding:0;
margin:0;
border:0
}
legend{
display:block;
width:100%;
padding:0;
margin-bottom:20px;
font-size:21px;
line-height:inherit;
color:#333;
border:0;
border-bottom:1px solid #e5e5e5
}
label{
display:inline-block;
max-width:100%;
margin-bottom:5px;
font-weight:700
}
input[type=search]{
-webkit-box-sizing:border-box;
-moz-box-sizing:border-box;
box-sizing:border-box
}
input[type=checkbox],input[type=radio]{
margin:4px 0 0;
margin-top:1px\9;
line-height:normal
}
input[type=file]{
display:block
}
input[type=range]{
display:block;
width:100%
}
select[multiple],select[size]{
height:auto
}
input[type=file]:focus,input[type=checkbox]:focus,input[type=radio]:focus{
outline:thin dotted;
outline:5px auto -webkit-focus-ring-color;
outline-offset:-2px
}
output{
display:block;
padding-top:7px;
font-size:14px;
line-height:1.42857143;
color:#555
}
.form-control{
display:block;
width:100%;
height:34px;
padding:6px 12px;
font-size:14px;
line-height:1.42857143;
color:#555;
background-color:#fff;
background-image:none;
border:1px solid #ccc;
border-radius:4px;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);
box-shadow:inset 0 1px 1px rgba(0,0,0,.075);
-webkit-transition:border-color ease-in-out .15s,-webkit-box-shadow ease-in-out .15s;
-o-transition:border-color ease-in-out .15s,box-shadow ease-in-out .15s;
transition:border-color ease-in-out .15s,box-shadow ease-in-out .15s
}
.form-control:focus{
border-color:#66afe9;
outline:0;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,.6);
box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,.6)
}
.form-control::-moz-placeholder{
color:#999;
opacity:1
}
.form-control:-ms-input-placeholder{
color:#999
}
.form-control::-webkit-input-placeholder{
color:#999
}
.form-control[disabled],.form-control[readonly],fieldset[disabled] .form-control{
background-color:#eee;
opacity:1
}
.form-control[disabled],fieldset[disabled] .form-control{
cursor:not-allowed
}
textarea.form-control{
height:auto
}
input[type=search]{
-webkit-appearance:none
}
@media screen and (-webkit-min-device-pixel-ratio:0){
input[type=date].form-control,input[type=time].form-control,input[type=datetime-local].form-control,input[type=month].form-control{
line-height:34px
}
.input-group-sm input[type=date],.input-group-sm input[type=time],.input-group-sm input[type=datetime-local],.input-group-sm input[type=month],input[type=date].input-sm,input[type=time].input-sm,input[type=datetime-local].input-sm,input[type=month].input-sm{
line-height:30px
}
.input-group-lg input[type=date],.input-group-lg input[type=time],.input-group-lg input[type=datetime-local],.input-group-lg input[type=month],input[type=date].input-lg,input[type=time].input-lg,input[type=datetime-local].input-lg,input[type=month].input-lg{
line-height:46px
}
}
.form-group{
margin-bottom:15px
}
.checkbox,.radio{
position:relative;
display:block;
margin-top:10px;
margin-bottom:10px
}
.checkbox label,.radio label{
min-height:20px;
padding-left:20px;
margin-bottom:0;
font-weight:400;
cursor:pointer
}
.checkbox input[type=checkbox],.checkbox-inline input[type=checkbox],.radio input[type=radio],.radio-inline input[type=radio]{
position:absolute;
margin-top:4px\9;
margin-left:-20px
}
.checkbox+.checkbox,.radio+.radio{
margin-top:-5px
}
.checkbox-inline,.radio-inline{
position:relative;
display:inline-block;
padding-left:20px;
margin-bottom:0;
font-weight:400;
vertical-align:middle;
cursor:pointer
}
.checkbox-inline+.checkbox-inline,.radio-inline+.radio-inline{
margin-top:0;
margin-left:10px
}
fieldset[disabled] input[type=checkbox],fieldset[disabled] input[type=radio],input[type=checkbox].disabled,input[type=checkbox][disabled],input[type=radio].disabled,input[type=radio][disabled]{
cursor:not-allowed
}
.checkbox-inline.disabled,.radio-inline.disabled,fieldset[disabled] .checkbox-inline,fieldset[disabled] .radio-inline{
cursor:not-allowed
}
.checkbox.disabled label,.radio.disabled label,fieldset[disabled] .checkbox label,fieldset[disabled] .radio label{
cursor:not-allowed
}
.form-control-static{
min-height:34px;
padding-top:7px;
padding-bottom:7px;
margin-bottom:0
}
.form-control-static.input-lg,.form-control-static.input-sm{
padding-right:0;
padding-left:0
}
.input-sm{
height:30px;
padding:5px 10px;
font-size:12px;
line-height:1.5;
border-radius:3px
}
select.input-sm{
height:30px;
line-height:30px
}
select[multiple].input-sm,textarea.input-sm{
height:auto
}
.form-group-sm .form-control{
height:30px;
padding:5px 10px;
font-size:12px;
line-height:1.5;
border-radius:3px
}
.form-group-sm select.form-control{
height:30px;
line-height:30px
}
.form-group-sm select[multiple].form-control,.form-group-sm textarea.form-control{
height:auto
}
.form-group-sm .form-control-static{
height:30px;
min-height:32px;
padding:6px 10px;
font-size:12px;
line-height:1.5
}
.input-lg{
height:46px;
padding:10px 16px;
font-size:18px;
line-height:1.3333333;
border-radius:6px
}
select.input-lg{
height:46px;
line-height:46px
}
select[multiple].input-lg,textarea.input-lg{
height:auto
}
.form-group-lg .form-control{
height:46px;
padding:10px 16px;
font-size:18px;
line-height:1.3333333;
border-radius:6px
}
.form-group-lg select.form-control{
height:46px;
line-height:46px
}
.form-group-lg select[multiple].form-control,.form-group-lg textarea.form-control{
height:auto
}
.form-group-lg .form-control-static{
height:46px;
min-height:38px;
padding:11px 16px;
font-size:18px;
line-height:1.3333333
}
.has-feedback{
position:relative
}
.has-feedback .form-control{
padding-right:42.5px
}
.form-control-feedback{
position:absolute;
top:0;
right:0;
z-index:2;
display:block;
width:34px;
height:34px;
line-height:34px;
text-align:center;
pointer-events:none
}
.form-group-lg .form-control+.form-control-feedback,.input-group-lg+.form-control-feedback,.input-lg+.form-control-feedback{
width:46px;
height:46px;
line-height:46px
}
.form-group-sm .form-control+.form-control-feedback,.input-group-sm+.form-control-feedback,.input-sm+.form-control-feedback{
width:30px;
height:30px;
line-height:30px
}
.has-success .checkbox,.has-success .checkbox-inline,.has-success .control-label,.has-success .help-block,.has-success .radio,.has-success .radio-inline,.has-success.checkbox label,.has-success.checkbox-inline label,.has-success.radio label,.has-success.radio-inline label{
color:#3c763d
}
.has-success .form-control{
border-color:#3c763d;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);
box-shadow:inset 0 1px 1px rgba(0,0,0,.075)
}
.has-success .form-control:focus{
border-color:#2b542c;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #67b168;
box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #67b168
}
.has-success .input-group-addon{
color:#3c763d;
background-color:#dff0d8;
border-color:#3c763d
}
.has-success .form-control-feedback{
color:#3c763d
}
.has-warning .checkbox,.has-warning .checkbox-inline,.has-warning .control-label,.has-warning .help-block,.has-warning .radio,.has-warning .radio-inline,.has-warning.checkbox label,.has-warning.checkbox-inline label,.has-warning.radio label,.has-warning.radio-inline label{
color:#8a6d3b
}
.has-warning .form-control{
border-color:#8a6d3b;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);
box-shadow:inset 0 1px 1px rgba(0,0,0,.075)
}
.has-warning .form-control:focus{
border-color:#66512c;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #c0a16b;
box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #c0a16b
}
.has-warning .input-group-addon{
color:#8a6d3b;
background-color:#fcf8e3;
border-color:#8a6d3b
}
.has-warning .form-control-feedback{
color:#8a6d3b
}
.has-error .checkbox,.has-error .checkbox-inline,.has-error .control-label,.has-error .help-block,.has-error .radio,.has-error .radio-inline,.has-error.checkbox label,.has-error.checkbox-inline label,.has-error.radio label,.has-error.radio-inline label{
color:#a94442
}
.has-error .form-control{
border-color:#a94442;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);
box-shadow:inset 0 1px 1px rgba(0,0,0,.075)
}
.has-error .form-control:focus{
border-color:#843534;
-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #ce8483;
box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #ce8483
}
.has-error .input-group-addon{
color:#a94442;
background-color:#f2dede;
border-color:#a94442
}
.has-error .form-control-feedback{
color:#a94442
}
.has-feedback label~.form-control-feedback{
top:25px
}
.has-feedback label.sr-only~.form-control-feedback{
top:0
}
.help-block{
display:block;
margin-top:5px;
margin-bottom:10px;
color:#737373
}
@media (min-width:768px){
.form-inline .form-group{
display:inline-block;
margin-bottom:0;
vertical-align:middle
}
.form-inline .form-control{
display:inline-block;
width:auto;
vertical-align:middle
}
.form-inline .form-control-static{
display:inline-block
}
.form-inline .input-group{
display:inline-table;
vertical-align:middle
}
.form-inline .input-group .form-control,.form-inline .input-group .input-group-addon,.form-inline .input-group .input-group-btn{
width:auto
}
.form-inline .input-group>.form-control{
width:100%
}
.form-inline .control-label{
margin-bottom:0;
vertical-align:middle
}
.form-inline .checkbox,.form-inline .radio{
display:inline-block;
margin-top:0;
margin-bottom:0;
vertical-align:middle
}
.form-inline .checkbox label,.form-inline .radio label{
padding-left:0
}
.form-inline .checkbox input[type=checkbox],.form-inline .radio input[type=radio]{
position:relative;
margin-left:0
}
.form-inline .has-feedback .form-control-feedback{
top:0
}
}
.form-horizontal .checkbox,.form-horizontal .checkbox-inline,.form-horizontal .radio,.form-horizontal .radio-inline{
padding-top:7px;
margin-top:0;
margin-bottom:0
}
.form-horizontal .checkbox,.form-horizontal .radio{
min-height:27px
}
.form-horizontal .form-group{
margin-right:-15px;
margin-left:-15px
}
@media (min-width:768px){
.form-horizontal .control-label{
padding-top:7px;
margin-bottom:0;
text-align:right
}
}
.form-horizontal .has-feedback .form-control-feedback{
right:15px
}
@media (min-width:768px){
.form-horizontal .form-group-lg .control-label{
padding-top:14.33px;
font-size:18px
}
}
@media (min-width:768px){
.form-horizontal .form-group-sm .control-label{
padding-top:6px;
font-size:12px
}
}
.btn{
display:inline-block;
padding:6px 12px;
margin-bottom:0;
font-size:14px;
font-weight:400;
line-height:1.42857143;
text-align:center;
white-space:nowrap;
vertical-align:middle;
-ms-touch-action:manipulation;
touch-action:manipulation;
cursor:pointer;
-webkit-user-select:none;
-moz-user-select:none;
-ms-user-select:none;
user-select:none;
background-image:none;
border:1px solid transparent;
border-radius:4px
}
.btn.active.focus,.btn.active:focus,.btn.focus,.btn:active.focus,.btn:active:focus,.btn:focus{
outline:thin dotted;
outline:5px auto -webkit-focus-ring-color;
outline-offset:-2px
}
.btn.focus,.btn:focus,.btn:hover{
color:#333;
text-decoration:none
}
.btn.active,.btn:active{
background-image:none;
outline:0;
-webkit-box-shadow:inset 0 3px 5px rgba(0,0,0,.125);
box-shadow:inset 0 3px 5px rgba(0,0,0,.125)
}
.btn.disabled,.btn[disabled],fieldset[disabled] .btn{
cursor:not-allowed;
filter:alpha(opacity=65);
-webkit-box-shadow:none;
box-shadow:none;
opacity:.65
}
a.btn.disabled,fieldset[disabled] a.btn{
pointer-events:none
}
.btn-default{
color:#333;
background-color:#fff;
border-color:#ccc
}
.btn-default.focus,.btn-default:focus{
color:#333;
background-color:#e6e6e6;
border-color:#8c8c8c
}
.btn-default:hover{
color:#333;
background-color:#e6e6e6;
border-color:#adadad
}
.btn-default.active,.btn-default:active,.open>.dropdown-toggle.btn-default{
color:#333;
background-color:#e6e6e6;
border-color:#adadad
}
.btn-default.active.focus,.btn-default.active:focus,.btn-default.active:hover,.btn-default:active.focus,.btn-default:active:focus,.btn-default:active:hover,.open>.dropdown-toggle.btn-default.focus,.open>.dropdown-toggle.btn-default:focus,.open>.dropdown-toggle.btn-default:hover{
color:#333;
background-color:#d4d4d4;
border-color:#8c8c8c
}
.btn-default.active,.btn-default:active,.open>.dropdown-toggle.btn-default{
background-image:none
}
.btn-default.disabled,.btn-default.disabled.active,.btn-default.disabled.focus,.btn-default.disabled:active,.btn-default.disabled:focus,.btn-default.disabled:hover,.btn-default[disabled],.btn-default[disabled].active,.btn-default[disabled].focus,.btn-default[disabled]:active,.btn-default[disabled]:focus,.btn-default[disabled]:hover,fieldset[disabled] .btn-default,fieldset[disabled] .btn-default.active,fieldset[disabled] .btn-default.focus,fieldset[disabled] .btn-default:active,fieldset[disabled] .btn-default:focus,fieldset[disabled] .btn-default:hover{
background-color:#fff;
border-color:#ccc
}
.btn-default .badge{
color:#fff;
background-color:#333
}
.btn-primary{
color:#fff;
background-color:#337ab7;
border-color:#2e6da4
}
.btn-primary.focus,.btn-primary:focus{
color:#fff;
background-color:#286090;
border-color:#122b40
}
.btn-primary:hover{
color:#fff;
background-color:#286090;
border-color:#204d74
}
.btn-primary.active,.btn-primary:active,.open>.dropdown-toggle.btn-primary{
color:#fff;
background-color:#286090;
border-color:#204d74
}
.btn-primary.active.focus,.btn-primary.active:focus,.btn-primary.active:hover,.btn-primary:active.focus,.btn-primary:active:focus,.btn-primary:active:hover,.open>.dropdown-toggle.btn-primary.focus,.open>.dropdown-toggle.btn-primary:focus,.open>.dropdown-toggle.btn-primary:hover{
color:#fff;
background-color:#204d74;
border-color:#122b40
}
.btn-primary.active,.btn-primary:active,.open>.dropdown-toggle.btn-primary{
background-image:none
}
.btn-primary.disabled,.btn-primary.disabled.active,.btn-primary.disabled.focus,.btn-primary.disabled:active,.btn-primary.disabled:focus,.btn-primary.disabled:hover,.btn-primary[disabled],.btn-primary[disabled].active,.btn-primary[disabled].focus,.btn-primary[disabled]:active,.btn-primary[disabled]:focus,.btn-primary[disabled]:hover,fieldset[disabled] .btn-primary,fieldset[disabled] .btn-primary.active,fieldset[disabled] .btn-primary.focus,fieldset[disabled] .btn-primary:active,fieldset[disabled] .btn-primary:focus,fieldset[disabled] .btn-primary:hover{
background-color:#337ab7;
border-color:#2e6da4
}
.btn-primary .badge{
color:#337ab7;
background-color:#fff
}
.btn-success{
color:#fff;
background-color:#5cb85c;
border-color:#4cae4c
}
.btn-success.focus,.btn-success:focus{
color:#fff;
background-color:#449d44;
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border-color:#4cae4c
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color:#fff;
background-color:#5bc0de;
border-color:#46b8da
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color:#fff;
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background-color:#f0ad4e;
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border-color:#eea236
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color:#f0ad4e;
background-color:#fff
}
.btn-danger{
color:#fff;
background-color:#d9534f;
border-color:#d43f3a
}
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color:#fff;
background-color:#c9302c;
border-color:#761c19
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.btn-danger:hover{
color:#fff;
background-color:#c9302c;
border-color:#ac2925
}
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color:#fff;
background-color:#c9302c;
border-color:#ac2925
}
.btn-danger.active.focus,.btn-danger.active:focus,.btn-danger.active:hover,.btn-danger:active.focus,.btn-danger:active:focus,.btn-danger:active:hover,.open>.dropdown-toggle.btn-danger.focus,.open>.dropdown-toggle.btn-danger:focus,.open>.dropdown-toggle.btn-danger:hover{
color:#fff;
background-color:#ac2925;
border-color:#761c19
}
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background-color:#d9534f;
border-color:#d43f3a
}
.btn-danger .badge{
color:#d9534f;
background-color:#fff
}
.btn-link{
font-weight:400;
color:#337ab7;
border-radius:0
}
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border-color:transparent
}
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color:#23527c;
text-decoration:underline;
background-color:transparent
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color:#777;
text-decoration:none
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padding:10px 16px;
font-size:18px;
line-height:1.3333333;
border-radius:6px
}
.btn-group-sm>.btn,.btn-sm{
padding:5px 10px;
font-size:12px;
line-height:1.5;
border-radius:3px
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.btn-group-xs>.btn,.btn-xs{
padding:1px 5px;
font-size:12px;
line-height:1.5;
border-radius:3px
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.btn-block{
display:block;
width:100%
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.btn-block+.btn-block{
margin-top:5px
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input[type=button].btn-block,input[type=reset].btn-block,input[type=submit].btn-block{
width:100%
}
.fade{
opacity:0;
-webkit-transition:opacity .15s linear;
-o-transition:opacity .15s linear;
transition:opacity .15s linear
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}
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display:none
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tr.collapse.in{
display:table-row
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-o-transition-timing-function:ease;
transition-timing-function:ease;
-webkit-transition-duration:.35s;
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transition-duration:.35s;
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-o-transition-property:height,visibility;
transition-property:height,visibility
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display:inline-block;
width:0;
height:0;
margin-left:2px;
vertical-align:middle;
border-top:4px dashed;
border-top:4px solid\9;
border-right:4px solid transparent;
border-left:4px solid transparent
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left:0;
z-index:1000;
display:none;
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min-width:160px;
padding:5px 0;
margin:2px 0 0;
font-size:14px;
text-align:left;
list-style:none;
background-color:#fff;
-webkit-background-clip:padding-box;
background-clip:padding-box;
border:1px solid #ccc;
border:1px solid rgba(0,0,0,.15);
border-radius:4px;
-webkit-box-shadow:0 6px 12px rgba(0,0,0,.175);
box-shadow:0 6px 12px rgba(0,0,0,.175)
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left:auto
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margin:9px 0;
overflow:hidden;
background-color:#e5e5e5
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.dropdown-menu>li>a{
display:block;
padding:3px 20px;
clear:both;
font-weight:400;
line-height:1.42857143;
color:#333;
white-space:nowrap
}
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color:#262626;
text-decoration:none;
background-color:#f5f5f5
}
.dropdown-menu>.active>a,.dropdown-menu>.active>a:focus,.dropdown-menu>.active>a:hover{
color:#fff;
text-decoration:none;
background-color:#337ab7;
outline:0
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color:#777
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.dropdown-menu>.disabled>a:focus,.dropdown-menu>.disabled>a:hover{
text-decoration:none;
cursor:not-allowed;
background-color:transparent;
background-image:none;
filter:progid:DXImageTransform.Microsoft.gradient(enabled=false)
}
.open>.dropdown-menu{
display:block
}
.open>a{
outline:0
}
.dropdown-menu-right{
right:0;
left:auto
}
.dropdown-menu-left{
right:auto;
left:0
}
.dropdown-header{
display:block;
padding:3px 20px;
font-size:12px;
line-height:1.42857143;
color:#777;
white-space:nowrap
}
.dropdown-backdrop{
position:fixed;
top:0;
right:0;
bottom:0;
left:0;
z-index:990
}
.pull-right>.dropdown-menu{
right:0;
left:auto
}
.dropup .caret,.navbar-fixed-bottom .dropdown .caret{
content:"";
border-top:0;
border-bottom:4px dashed;
border-bottom:4px solid\9
}
.dropup .dropdown-menu,.navbar-fixed-bottom .dropdown .dropdown-menu{
top:auto;
bottom:100%;
margin-bottom:2px
}
@media (min-width:768px){
.navbar-right .dropdown-menu{
right:0;
left:auto
}
.navbar-right .dropdown-menu-left{
right:auto;
left:0
}
}
.btn-group,.btn-group-vertical{
position:relative;
display:inline-block;
vertical-align:middle
}
.btn-group-vertical>.btn,.btn-group>.btn{
position:relative;
float:left
}
.btn-group-vertical>.btn.active,.btn-group-vertical>.btn:active,.btn-group-vertical>.btn:focus,.btn-group-vertical>.btn:hover,.btn-group>.btn.active,.btn-group>.btn:active,.btn-group>.btn:focus,.btn-group>.btn:hover{
z-index:2
}
.btn-group .btn+.btn,.btn-group .btn+.btn-group,.btn-group .btn-group+.btn,.btn-group .btn-group+.btn-group{
margin-left:-1px
}
.btn-toolbar{
margin-left:-5px
}
.btn-toolbar .btn,.btn-toolbar .btn-group,.btn-toolbar .input-group{
float:left
}
.btn-toolbar>.btn,.btn-toolbar>.btn-group,.btn-toolbar>.input-group{
margin-left:5px
}
.btn-group>.btn:not(:first-child):not(:last-child):not(.dropdown-toggle){
border-radius:0
}
.btn-group>.btn:first-child{
margin-left:0
}
.btn-group>.btn:first-child:not(:last-child):not(.dropdown-toggle){
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border-bottom-right-radius:0
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.btn-group>.btn:last-child:not(:first-child),.btn-group>.dropdown-toggle:not(:first-child){
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border-bottom-left-radius:0
}
.btn-group>.btn-group{
float:left
}
.btn-group>.btn-group:not(:first-child):not(:last-child)>.btn{
border-radius:0
}
.btn-group>.btn-group:first-child:not(:last-child)>.btn:last-child,.btn-group>.btn-group:first-child:not(:last-child)>.dropdown-toggle{
border-top-right-radius:0;
border-bottom-right-radius:0
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.btn-group>.btn-group:last-child:not(:first-child)>.btn:first-child{
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border-bottom-left-radius:0
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.btn-group .dropdown-toggle:active,.btn-group.open .dropdown-toggle{
outline:0
}
.btn-group>.btn+.dropdown-toggle{
padding-right:8px;
padding-left:8px
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.btn-group>.btn-lg+.dropdown-toggle{
padding-right:12px;
padding-left:12px
}
.btn-group.open .dropdown-toggle{
-webkit-box-shadow:inset 0 3px 5px rgba(0,0,0,.125);
box-shadow:inset 0 3px 5px rgba(0,0,0,.125)
}
.btn-group.open .dropdown-toggle.btn-link{
-webkit-box-shadow:none;
box-shadow:none
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.btn .caret{
margin-left:0
}
.btn-lg .caret{
border-width:5px 5px 0;
border-bottom-width:0
}
.dropup .btn-lg .caret{
border-width:0 5px 5px
}
.btn-group-vertical>.btn,.btn-group-vertical>.btn-group,.btn-group-vertical>.btn-group>.btn{
display:block;
float:none;
width:100%;
max-width:100%
}
.btn-group-vertical>.btn-group>.btn{
float:none
}
.btn-group-vertical>.btn+.btn,.btn-group-vertical>.btn+.btn-group,.btn-group-vertical>.btn-group+.btn,.btn-group-vertical>.btn-group+.btn-group{
margin-top:-1px;
margin-left:0
}
.btn-group-vertical>.btn:not(:first-child):not(:last-child){
border-radius:0
}
.btn-group-vertical>.btn:first-child:not(:last-child){
border-top-right-radius:4px;
border-bottom-right-radius:0;
border-bottom-left-radius:0
}
.btn-group-vertical>.btn:last-child:not(:first-child){
border-top-left-radius:0;
border-top-right-radius:0;
border-bottom-left-radius:4px
}
.btn-group-vertical>.btn-group:not(:first-child):not(:last-child)>.btn{
border-radius:0
}
.btn-group-vertical>.btn-group:first-child:not(:last-child)>.btn:last-child,.btn-group-vertical>.btn-group:first-child:not(:last-child)>.dropdown-toggle{
border-bottom-right-radius:0;
border-bottom-left-radius:0
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.btn-group-vertical>.btn-group:last-child:not(:first-child)>.btn:first-child{
border-top-left-radius:0;
border-top-right-radius:0
}
.btn-group-justified{
display:table;
width:100%;
table-layout:fixed;
border-collapse:separate
}
.btn-group-justified>.btn,.btn-group-justified>.btn-group{
display:table-cell;
float:none;
width:1%
}
.btn-group-justified>.btn-group .btn{
width:100%
}
.btn-group-justified>.btn-group .dropdown-menu{
left:auto
}
[data-toggle=buttons]>.btn input[type=checkbox],[data-toggle=buttons]>.btn input[type=radio],[data-toggle=buttons]>.btn-group>.btn input[type=checkbox],[data-toggle=buttons]>.btn-group>.btn input[type=radio]{
position:absolute;
clip:rect(0,0,0,0);
pointer-events:none
}
.input-group{
position:relative;
display:table;
border-collapse:separate
}
.input-group[class*=col-]{
float:none;
padding-right:0;
padding-left:0
}
.input-group .form-control{
position:relative;
z-index:2;
float:left;
width:100%;
margin-bottom:0
}
.input-group-lg>.form-control,.input-group-lg>.input-group-addon,.input-group-lg>.input-group-btn>.btn{
height:46px;
padding:10px 16px;
font-size:18px;
line-height:1.3333333;
border-radius:6px
}
select.input-group-lg>.form-control,select.input-group-lg>.input-group-addon,select.input-group-lg>.input-group-btn>.btn{
height:46px;
line-height:46px
}
select[multiple].input-group-lg>.form-control,select[multiple].input-group-lg>.input-group-addon,select[multiple].input-group-lg>.input-group-btn>.btn,textarea.input-group-lg>.form-control,textarea.input-group-lg>.input-group-addon,textarea.input-group-lg>.input-group-btn>.btn{
height:auto
}
.input-group-sm>.form-control,.input-group-sm>.input-group-addon,.input-group-sm>.input-group-btn>.btn{
height:30px;
padding:5px 10px;
font-size:12px;
line-height:1.5;
border-radius:3px
}
select.input-group-sm>.form-control,select.input-group-sm>.input-group-addon,select.input-group-sm>.input-group-btn>.btn{
height:30px;
line-height:30px
}
select[multiple].input-group-sm>.form-control,select[multiple].input-group-sm>.input-group-addon,select[multiple].input-group-sm>.input-group-btn>.btn,textarea.input-group-sm>.form-control,textarea.input-group-sm>.input-group-addon,textarea.input-group-sm>.input-group-btn>.btn{
height:auto
}
.input-group .form-control,.input-group-addon,.input-group-btn{
display:table-cell
}
.input-group .form-control:not(:first-child):not(:last-child),.input-group-addon:not(:first-child):not(:last-child),.input-group-btn:not(:first-child):not(:last-child){
border-radius:0
}
.input-group-addon,.input-group-btn{
width:1%;
white-space:nowrap;
vertical-align:middle
}
.input-group-addon{
padding:6px 12px;
font-size:14px;
font-weight:400;
line-height:1;
color:#555;
text-align:center;
background-color:#eee;
border:1px solid #ccc;
border-radius:4px
}
.input-group-addon.input-sm{
padding:5px 10px;
font-size:12px;
border-radius:3px
}
.input-group-addon.input-lg{
padding:10px 16px;
font-size:18px;
border-radius:6px
}
.input-group-addon input[type=checkbox],.input-group-addon input[type=radio]{
margin-top:0
}
.input-group .form-control:first-child,.input-group-addon:first-child,.input-group-btn:first-child>.btn,.input-group-btn:first-child>.btn-group>.btn,.input-group-btn:first-child>.dropdown-toggle,.input-group-btn:last-child>.btn-group:not(:last-child)>.btn,.input-group-btn:last-child>.btn:not(:last-child):not(.dropdown-toggle){
border-top-right-radius:0;
border-bottom-right-radius:0
}
.input-group-addon:first-child{
border-right:0
}
.input-group .form-control:last-child,.input-group-addon:last-child,.input-group-btn:first-child>.btn-group:not(:first-child)>.btn,.input-group-btn:first-child>.btn:not(:first-child),.input-group-btn:last-child>.btn,.input-group-btn:last-child>.btn-group>.btn,.input-group-btn:last-child>.dropdown-toggle{
border-top-left-radius:0;
border-bottom-left-radius:0
}
.input-group-addon:last-child{
border-left:0
}
.input-group-btn{
position:relative;
font-size:0;
white-space:nowrap
}
.input-group-btn>.btn{
position:relative
}
.input-group-btn>.btn+.btn{
margin-left:-1px
}
.input-group-btn>.btn:active,.input-group-btn>.btn:focus,.input-group-btn>.btn:hover{
z-index:2
}
.input-group-btn:first-child>.btn,.input-group-btn:first-child>.btn-group{
margin-right:-1px
}
.input-group-btn:last-child>.btn,.input-group-btn:last-child>.btn-group{
z-index:2;
margin-left:-1px
}
</style>
<script>/*!
* Bootstrap v3.3.5 (http://getbootstrap.com)
* Copyright 2011-2015 Twitter, Inc.
* Licensed under the MIT license
*/
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<div id="introduction" class="section level1">
<h1>Motivating questions</h1>
<ul>
<li><p>What does the data science market in Toronto look like, and how does it compare to market in some major US cities where data science is currently booming (New York City, San Francisco, Seattle, and Boston)? I haven’t come across an analysis of the Canadian data science job market, and personally I’d like to move to Ontario again in the future, so understanding this market would be useful.</p></li>
<li><p>What skills are in highest demand at different levels of seniority? I haven’t seen an analysis that takes seniority into account, which could be masking some interesting patterns. Most of the analyses I’ve seen are aimed at people trying to “break into” the data science profession. What about people who are growing into their careers?</p></li>
<li><p>How many remote data science jobs are there and what do these jobs look like?</p></li>
</ul>
<div id="methods" class="section level2">
<h1>Methods</h1>
<p>The data was from a scrape of LinkedIn job ads in September 2019. I scraped job ads for “data scientist” and “data analyst” positions at the levels of Entry, Associate, and Mid-senior in New York City, San Francisco, Boston, Seattle, and Toronto. For each city I targeted the “greater metro area” – in NYC, for example, this included some cities in NJ just on the other side of the Hudson river. I analyzed the “data scientist” and “data analyst” positions separately.</p>
</div>
</div>
<div id="getting-the-raw-data" class="section level1 tabset">
<h1>Getting the raw data</h1>
<p>First I’ll scrape the data from LinkedIn. I wrote a package to do this called <a href="https://github.com/tylerburleigh/LinkedInJobsScrapeR"><code>LinkedInJobsScrapeR</code></a>.</p>
<div id="section" class="section level2">
<h2><span>➡</span></h2>
</div>
<div id="scraping-parameters" class="section level2">
<h2>Scraping parameters</h2>
<p>To scrape the data I’ll need to define the parameters for scraping.</p>
<p>I’ll limit myself to Data Scientist and Data Analyst positions in major cities that I think have a lot of tech jobs. These are also cities that I would consider moving to if given the right opportunity. I’ll also restrict the search to “seniority levels” 2, 3, and 4 – these correspond to Entry level, Associate, and Mid-senior levels on LinkedIn.</p>
<pre class="r"><code>job_titles <- c('data scientist', 'data analyst')
locations <- list(
c('New York City Metropolitan Area', 'NYC'),
c('San Francisco Bay Area', 'SF'),
c('Greater Boston', 'BOS'),
c('Greater Seattle Area', 'SEA'),
c('Greater Toronto Area Metropolitan Area', 'TO')
)
experience_levels <- c(2, 3, 4)</code></pre>
</div>
<div id="scraping" class="section level2">
<h2>Scraping</h2>
<p>I’ll write a loop to iterate through all of the parameters defined above and scrape the data using my package. This loop will iterate over the list of locations, the list of experience levels, and the list of job titles.</p>
<pre class="r"><code># For the jobs to scrape, loop through all of the...
# i = locations
# k = experience levels
# j = job titles
for(i in 1:length(locations)){
for(k in 1:length(experience_levels)){
for (j in 1:length(job_titles)){
# Print the job so I can monitor
# the task as it does its thing
print(paste0("CURRENT JOB: ",
job_titles[j], ": ",
experience_levels[k], ": ",
locations[[i]][1]))
# I don't want a space in the directory name
job_title_no_space <- gsub("\\s", "", job_titles[j])
# Check if files exist in the directory
# and skip if they do. This is helpful
# in case I need to restart the scrape job
# (which I did)
files <- list.files(paste0('data/',
job_title_no_space, '/',
experience_levels[k], '/',
locations[[i]][2]))
if(length(files) > 0) next
LinkedInJobsScrapeR::scrape_job(locations_index = i,
experience_level_index = k,
job_titles_index = j)
}
}
}</code></pre>
</div>
</div>
<div id="data-wrangling" class="section level1 tabset">
<h1>Data wrangling</h1>
<p>OK I now have about 11500 files scraped. Let’s extract and clean the data! First I’ll extract what I’m calling the job metadata. Things like location, job title, company. It’s not the contents of the job ads, but it helps to describe or contextualize the job ads. Then I’ll extract the contents of the job ads themselves – the job description, type of position (FT / PT), and industry.</p>
<div id="section-1" class="section level2">
<h2><span>➡</span></h2>
</div>
<div id="job-ad-metadata" class="section level2">
<h2>Job ad metadata</h2>
<p>There’s a lot of redundancy in the scraped files, because each file contains HTML about all of the other ads in the search results. A consequence of this is that I only need to look at a single file in each directory to extract the basic metadata.</p>
<pre class="r"><code># Generate a list of files for metadata extraction
# we only need 1 file per job search results page
# so we will take the first one for each location folder
files_for_metadata <- c()
for(i in 1:length(locations)){
for(k in 1:length(experience_levels)){
for (j in 1:length(job_titles)){
job_title_no_space <- gsub("\\s", "", job_titles[j])
file <- list.files(paste0('data/',
job_title_no_space, '/',
experience_levels[k], '/',
locations[[i]][2]),
full.names = T)[[1]]
files_for_metadata <- c(files_for_metadata, file)
}
}
}
metadata <- data.frame()
for(i in 1:length(files_for_metadata)){
m <- LinkedInJobsScrapeR::get_job_ad_metadata(files_for_metadata[i])
m %<>% mutate(location_abbr = str_split(files_for_metadata[i], "/")[[1]][4],
position = str_split(files_for_metadata[i], "/")[[1]][2])
metadata <- rbind(metadata, m)
}</code></pre>
</div>
<div id="contents-of-job-ads" class="section level2">
<h2>Contents of job ads</h2>
<p>Now I’ll extract the contents of the job ads: the job description and other criteria listed with the job ad, such as employment type and industry. This time I’ll need to look at every individual file. There’s a lot to read/write, so this operation takes a while.</p>
<pre class="r"><code>job_ads <- list.files("data", recursive = T, full.names = T)
descriptions <- data.frame()
criteria <- data.frame()
for(i in 1:length(job_ads)){
details <- get_job_description(job_ads[i])
descriptions <- rbind(descriptions, details$description)
criteria <- rbind(criteria, details$criteria)
}</code></pre>
<p>I’ve already gone ahead and cached the results, so I’ll save some time and load them from the CSVs. :)</p>
<pre class="r"><code>zip_file <- paste0(here::here(), "/linkedin_jobs_data.zip")
metadata <- data.table::fread(unzip(zip_file, "metadata.csv"))
descriptions <- data.table::fread(unzip(zip_file, "descriptions.csv"))
criteria <- data.table::fread(unzip(zip_file, "criteria.csv"))
file.remove("metadata.csv", "descriptions.csv", "criteria.csv")</code></pre>
<pre><code>## [1] TRUE TRUE TRUE</code></pre>
</div>
<div id="join-rename-reorganize" class="section level2">
<h2>Join, rename, reorganize</h2>
<p>Next it looks like some jobs were cross-posted from one geo-location to another, so I’ll deduplicate the dataframes. I can dedupe using the <code>job_id</code> variable (LinkedIn’s own job identification tokens). I’ll also do some other data wrangling here.</p>
<p>One of the choices that I’m making here is to exclude Data Engineer positions. I do this by excluding jobs where “Engineer” is in the job title, unless “Scientist” is also in the job title.</p>
<pre class="r"><code>metadata %>%
filter(job_id %in% descriptions$job_id,
!grepl("Engineer", title, ignore.case = T) |
grepl("Engineer", title, ignore.case = T) & grepl("Scientist", title, ignore.case = T)) %>%
distinct(job_id, location, .keep_all = T) -> metadata
criteria %>%
filter(job_id %in% metadata$job_id) %>%
distinct(job_id, name, content, .keep_all = T) -> criteria
# We'll create a new dataframe representing the job seniority levels
# and then join it to the descriptions dataframe
criteria %>%
mutate(job_id = as.character(job_id)) %>%
filter(name == "Seniority level") %>%
select(level = content, job_id) -> levels
# We'll create a list of the job positions and locations for filtering later
metadata %>%
mutate(job_id = as.character(job_id)) %>%
select(job_id, location_abbr, position) -> select_metadata
descriptions %>%
filter(job_id %in% metadata$job_id) %>%
distinct(job_id, .keep_all = T) %>%
left_join(levels) %>%
left_join(select_metadata) -> descriptions</code></pre>
<pre><code>## Joining, by = "job_id"
## Joining, by = "job_id"</code></pre>
</div>
</div>
<div id="features-and-methods" class="section level1 tabset">
<h1>Features</h1>
<p>What are the skills that employers are looking for in Data Scientist and Data Analyst roles?</p>
<p>To answer this question, I’ll need to do some feature engineering. I’ll use regular expressions (RegEx) and then search within the job description texts for those strings. I’ll try to determine what programming languages, degrees, disciplines, and other skills employers are looking for. (Presumably if these appear in the ad it’s because the employer is looking for these things in a candidate).</p>
<p>I’ll also put here any “helper functions” that I write to use later.</p>
<div id="section-2" class="section level2">
<h2><span>➡</span></h2>
</div>
<div id="defining-the-features" class="section level2">
<h2>Defining the features</h2>
<p>This was fun, but also tricky. I want to search for “R” to see how many companies are looking for people with knowledge of R programming, but “R” is just a single capital letter! What about “Redmond, WA” or “R&D”? When writing RegEx, it’s important to consider edge cases and false positives and build the regular expression with those in mind.</p>
<pre class="r"><code>R_regex <- "(?<![:alnum:])R(?![:alnum:]|&)"
SAS_regex <- "(?<![:alnum:])SAS(?![:alnum:])"
Excel_regex <- "(?<![:alnum:])Excel(?![:alnum:])"
SPSS_regex <- "(?<![:alnum:])SPSS(?![:alnum:])"
ml_regex <- "(?<![:alnum:])Machine Learning|ML|machine learning|AI(?![:alnum:])"
git_regex <- "(?<![:alnum:])git|Git(?![:alnum:])"
ma_regex <- "(?<![:alnum:])Master's|Masters|MA|M.A.|MPH|M.P.H.(?![:alnum:])"
phd_regex <- "(?<![:alnum:])PHD|PhD|Ph.D.|Doctorate|Doctor(?![:alnum:])"
ba_regex <- "(?<![:alnum:])BS|B.S.|B.A.|Bachelors|Bachelor's|BA(?![:alnum:])"
ss_regex <- "Psychology|Social Science|Political Science|Behavioral Science|Behavior Science|Behavioural Science"
ts_regex <- 'temporal|time series|timeseries|longitudinal'
spatial_regex <- 'Spatial|spatial|GIS|GRASS|IDRISI|FME'
descriptions %>%
mutate(
# Languages
python = str_detect(description, regex("python", ignore_case = T)),
R = str_detect(description, regex(R_regex, ignore_case = F)),
SPSS = str_detect(description, regex(SPSS_regex, ignore_case = F)),
SAS = str_detect(description, regex(SAS_regex, ignore_case = F)),
Tableau = str_detect(description, regex('Tableau', ignore_case = T)),
SQL = str_detect(description, regex('SQL', ignore_case = F)),
Matlab = str_detect(description, regex('Matlab', ignore_case = T)),
Spark = str_detect(description, regex('Spark', ignore_case = F)),
Hive = str_detect(description, regex('Hive|Hadoop|HQL', ignore_case = F)),
JS = str_detect(description, regex('javascript', ignore_case = T)),
Excel = str_detect(description, regex(Excel_regex, ignore_case = F)),
Stata = str_detect(description, regex('stata', ignore_case = T)),
# Skills
stats = str_detect(description, regex('statistics|statistical', ignore_case = T)),
regression = str_detect(description, regex('regression', ignore_case = F)),
experiments = str_detect(description, regex('experiments', ignore_case = F)),
ml = str_detect(description, regex(ml_regex, ignore_case = F)),
nlp = str_detect(description, regex('NLP|natural language', ignore_case = T)),
ts = str_detect(description, regex(ts_regex, ignore_case = T)),
git = str_detect(description, regex(git_regex, ignore_case = T)),
viz = str_detect(description, regex('visuali|viz', ignore_case = T)),
unstruct_data = str_detect(description, regex(' unstructured data', ignore_case = T)),
big_data = str_detect(description, regex('large data|big data', ignore_case = T)),
spatial = str_detect(description, regex(spatial_regex, ignore_case = F)),
# Degrees
ba = str_detect(description, regex(ba_regex, ignore_case = T)),
ma = str_detect(description, regex(ma_regex, ignore_case = T)),
phd = str_detect(description, regex(phd_regex, ignore_case = T)),
cs = str_detect(description, regex("CompSci|Comp. Sci|Comp Sci|Computer Science", ignore_case = T)),
ss = str_detect(description, regex(ss_regex, ignore_case = T)),
math = str_detect(description, regex("Mathematics|Math ", ignore_case = T)),
neuro = str_detect(description, regex("Neuroscience", ignore_case = T)),
physics = str_detect(description, regex("Physics", ignore_case = T)),
econ = str_detect(description, regex("Economics", ignore_case = T)),
pubhealth = str_detect(description, regex("Public Health", ignore_case = T)),
bioinfo = str_detect(description, regex("Bioinformatics", ignore_case = T)),
# Other
remote = str_detect(description, regex('remote', ignore_case = T)),
) -> descriptions</code></pre>
</div>
<div id="helper-functions" class="section level2 tabset">
<h2>Helper functions</h2>
<p>I’ll write some functions for operations that get repeated later.</p>
<p>One of these is generating barplots from tabulated data.</p>
<div id="generate_barplot" class="section level3">
<h3>generate_barplot()</h3>
<pre class="r"><code># Function for plotting the results of tabulated data
generate_barplot <- function(tbl, position, content, n, location_set) {
# Long to wide
tbl %>%
select(-total) %>%
melt(., id.vars = c("level")) -> tbl_l
# Relevel factor so that the ordering makes sense
tbl_l$level <- factor(tbl_l$level, levels = c("Entry level", "Associate", "Mid-Senior level"))
# Use this when identifying location set in analysis
location_sets <- c("NYC, SF, Seattle, Boston, and Toronto",
"Toronto",
"NYC, SF, Seattle, Boston, and Toronto that had a remote option")
plot_caption <- paste0("Jobs were scraped from LinkedIn in Sept 2019\nLocations included ", location_sets[location_set], "\nPositions were Entry, Associate, and Senior levels\nsource: https://tylerburleigh.com/YADSJMA")
plot_title <- paste0(content, ' in "', position, '" job ads (N = ', n, ')')
# Graph
ggplot(data = tbl_l, aes(x = reorder(variable, value), y = value, fill = level)) +
geom_bar(position="dodge", stat="identity") +
scale_y_continuous(breaks = seq(0, 100, 5), limits = c(0, 100), expand = c(0, 0, 0, 0)) +
ylab("percent of jobs") +
xlab("") +
coord_flip() +
theme_minimal() +
scale_fill_manual("legend", values = c("Entry level" = "#ffeda0",
"Associate" = "#feb24c",
"Mid-Senior level" = "#f03b20")) +
labs(title = plot_title, caption = plot_caption) -> plot
print(plot)
}</code></pre>
</div>
<div id="summarize_tools" class="section level3">
<h3>summarize_tools()</h3>
<p>Summarize tools and programming languages.</p>
<pre class="r"><code>summarize_tools <- function(data) {
data %>%
group_by(level) %>%
summarize(total = n(),
SQL = round(sum(SQL)/total*100),
Python = round(sum(python)/total*100),
R = round(sum(R)/total*100),
Spark = round(sum(Spark)/total*100),
Hive = round(sum(Hive)/total*100),
Tableau = round(sum(Tableau)/total*100),
SAS = round(sum(SAS)/total*100),
JavaScript = round(sum(JS)/total*100),
SPSS = round(sum(SPSS)/total*100),
Matlab = round(sum(Matlab)/total*100),
Excel = round(sum(Excel)/total*100),
Stata = round(sum(Stata)/total*100),
)
}</code></pre>
</div>
<div id="summarize_other_skills" class="section level3">
<h3>summarize_other_skills()</h3>
<p>Summarize other skills like “statistics” or “machine learning”.</p>
<pre class="r"><code>summarize_other_skills <- function(data) {
data %>%
group_by(level) %>%
summarize(total = n(),
Statistics = round(sum(stats)/total*100),
`Machine Learning` = round(sum(ml)/total*100),
NLP = round(sum(nlp)/total*100),
Git = round(sum(git)/total*100),
Regression = round(sum(regression)/total*100),
`Time Series` = round(sum(ts)/total*100),
Visualization = round(sum(viz)/total*100),
`Big Datasets` = round(sum(big_data)/total*100),
`Unstructured Data` = round(sum(unstruct_data)/total*100),
`GIS/Spatial` = round(sum(spatial)/total*100)
)
}</code></pre>
</div>
<div id="summarize_degrees" class="section level3">
<h3>summarize_degrees()</h3>
<p>Summarize degrees.</p>
<pre class="r"><code>summarize_degrees <- function(data) {
data %>%
group_by(level) %>%
summarize(total = n(),
Bachelor = round(sum(ba)/total*100),
Master = round(sum(ma)/total*100),
PhD = round(sum(phd)/total*100)
)
}</code></pre>
</div>
<div id="summarize_disciplines" class="section level3">
<h3>summarize_disciplines()</h3>
<p>Summarize disciplines.</p>
<pre class="r"><code>summarize_disciplines <- function(data) {
data %>%
group_by(level) %>%
summarize(total = n(),
`Computer Science` = round(sum(cs)/total*100),
`Social Science` = round(sum(ss)/total*100),
Neuroscience = round(sum(phd)/total*100),
`Public Health` = round(sum(pubhealth)/total*100),
Physics = round(sum(physics)/total*100),
Economics = round(sum(econ)/total*100),
Bioinformatics = round(sum(bioinfo)/total*100)
)
}</code></pre>
</div>
</div>
</div>
<div id="data-scientist-jobs" class="section level1 tabset tabset-pills">
<h1>Data Scientist Jobs</h1>
<div id="all-locations" class="section level2">
<h2>All locations</h2>
<div id="all-locations-1" class="section level3 tabset">
<h3>All locations</h3>
<p>4893 data scientist job ads were included in this analysis.</p>
<div id="tools-languages" class="section level4">
<h4>Tools / languages</h4>
<p><img src="data:image/png;base64,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" width="672" /></p>
<p>Code for the above graph:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter) %>%
summarize_tools() %>%
generate_barplot(., "Data Scientist", 'Tools and languages', n_ads, 1)</code></pre>
</div>
<div id="other-skills" class="section level4">
<h4>Other skills</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter) %>%
summarize_other_skills() %>%
generate_barplot(., "Data Scientist", 'Other skills', n_ads, 1)</code></pre>
</div>
<div id="degrees" class="section level4">
<h4>Degrees</h4>
<p><img src="data:image/png;base64,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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter) %>%
summarize_degrees() %>%
generate_barplot(., "Data Scientist", 'Degrees', n_ads, 1)</code></pre>
</div>
<div id="disciplines" class="section level4">
<h4>Disciplines</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter) %>%
summarize_disciplines() %>%
generate_barplot(., "Data Scientist", 'Disciplines', n_ads, 1)</code></pre>
</div>
</div>
</div>
<div id="toronto" class="section level2">
<h2>Toronto</h2>
<div id="toronto-1" class="section level3 tabset">
<h3>Toronto</h3>
<p>292 data scientist job ads were included in this analysis.</p>
<div id="tools-languages-1" class="section level4">
<h4>Tools / languages</h4>
<p><img 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" width="672" /></p>
<p>Code for the above graph:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_tools() %>%
generate_barplot(., "Data Scientist", 'Tools and languages', n_ads, 2)</code></pre>
</div>
<div id="other-skills-1" class="section level4">
<h4>Other skills</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_other_skills() %>%
generate_barplot(., "Data Scientist", 'Other skills', n_ads, 2)</code></pre>
</div>
<div id="degrees-1" class="section level4">
<h4>Degrees</h4>
<p><img src="data:image/png;base64,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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_degrees() %>%
generate_barplot(., "Data Scientist", 'Degrees', n_ads, 2)</code></pre>
</div>
<div id="disciplines-1" class="section level4">
<h4>Disciplines</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_disciplines() %>%
generate_barplot(., "Data Scientist", 'Disciplines', n_ads, 2)</code></pre>
</div>
</div>
</div>
<div id="remote-option" class="section level2">
<h2>Remote option</h2>
<div id="remote-option-1" class="section level3 tabset">
<h3>Remote option</h3>
<p>158 data scientist job ads were included in this analysis.</p>
<div id="tools-languages-2" class="section level4">
<h4>Tools / languages</h4>
<p><img 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ZE0NLzgm+WYh+ye+K6IYUzuac5B+zD1sQ94Dn8AjuD7MEKBLhd979Y7wosmoIIB9bGr45fklR59QKBDEOxEzbo6fCzLwUzKxzUL4/EFDeceeaNHLxDoEARP5NgVA2PmshzMZECBTnc1/Ft4n9ca9wGBDkE2tGT6xVtNFzaObTmYxcFfDvgPUrrzN/wu6Db/IPcBgQ5COJSnS7vtuxw04a+UDfcPUlqBoc+C7mnYCx4hCHQQgtdanOniwb7LQRNuhFP9Q+PnT+kty4sm3QnmgKYPCHQg/IvCX6kYGDOX5aAeMwR1bdB/kAb31+AGHysIFACgJwgUAKAnCBQAoCcIFACgJwgUAKAnCBQAoCcIFACgJwgUAKAnCBQAoCcIFACgJwgUAKAnCBQAoCcIFACgJyMS6Fftp37VPtshSpbsqmdBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQTAigf4BoB96hTS2LAgQKCw/eoU0tiwIECgsP3qFNLYsCBAoLD96hTS2LAgQKCw/eoU0tiwIECgsP3qFNLYsCBAoLD96hTS2LAgQKCw/eoU0tiwIECgsP3qFNLYsCBAoLD96hTS2LAgQKCw/eoU0tiwIECgsP3qFNLYsCBAoLD96hTS2LAgQKCw/eoU0tiwIECgsP3qFNLYsCBAoLD96hTS2LAgQKCw/eoU0tiwIRiTQrwGaMI1Eg2SWOQsCBArLgmkkGiSzzFkQLF6gh7/5YZIkr72bT7j7xlaSvPD6792nJ5ef/7x6waH7JyjHNBINklnmLAgWLtCHqS0tLzpPPrniPyeX3GcECv0wjUSDZJY5C4JFC/TwenLus/S/d68k583nJ5eTzTfvTaeP3kmS190EBAq9MI1Eg2SWOQuCRQt0Pzl3z/7x5PLme+l/drLP0/2t5OoUgUJvTCPRIJllzoJg0QK97XY8p0adl8wBfaHL29alCBR6YhqJBskscxYEi98Djfx425/5NLh9UgQKPTGNRINkljkLgkUL1Jzz/Mnvs0+H1+1hu8fukyJQ6MlXcJzMWwXLwcKvwj+yV91f+6WVqD8R6rmNQOEIDG2cJWMRNhg/A4wDvesGLv2odMLTnh9FoNAT00g0HOYucxYEw9yJ9DszmD4VJXugcHyYRqJBMsucBcFgt3I+upzqknOgcHyYRqJBMsucBcGCBRrsctoRoVyFh2PDNBINklnmLAgWLNBgl9MKNBsH+uvXf884UDgappFokMwyZ0Gw+IH0mR937JD6HW/NZPMvuBMJjoRpJBoks8xZEAwxDtTf+24P5p9ccZ/vbPmniSBQ6IlpJBoks8xZEAw0DjRl0x3LH76TPY0p2TSPuEsNm3E1XnLo/gnKMY1Eg2SWOQuCIcaBvpHK8YXidqTfvZPufW6+9j+nJk0P5+sF+i2sHuaH1yAOslCJpifSP3rjUtPsofsyDID54TWIgyxUokmgMxi6L8MAmB9egzjIQiUIFDRjfngN4iALlSBQ0Iz54TWIgyxUgkBBM+aH1yAOslAJAgXNmB9egzjIQiUIFDRjfngN4iALlSBQ0Iz54TWIgyxUgkBBM+aH1yAOslAJAgXNmB9egzjIQiUIFDRjfngN4iALlSBQ0Iz54TWIgyxUgkBBM+aH1yAOslAJAgXNmB9egzjIQiUIFDRjfngN4iALlSBQ0Iz54TWIgyxUMiKBzqelKG6sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4IAgeptrGTJasuCYEQC/QNoQW8HJzvfLAgQKHRHbwcnO98sCBAodEdvByc73ywIECh0R28HJzvfLAgQKHRHbwcnO98sCBAodEdvByc73ywIECh0R28HJzvfLAgQKHRHbwcnO98sCBAodEdvByc73ywIECh0R28HJzvfLAgQKHRHbwcnO98sCBAodEdvByc73ywIECh0R28HJzvfLAgQKHRHbwcnO98sCBAodEdvByc73ywIECh0R28HJzvfLAgQKHRHbwcnO98sCBAodEdvByc73ywIRiTQrwG+zlqDYskscxYEcxPow63E8cJP7sVzDn/zevq/O8mljiUO3XVBA1lrUCyZZc6CYP4CTZJzsUH3k/NTBAr9yFqDYskscxYEcxSo9+bdLaFKBAr9yVqDYskscxYE8xdoKsznPw/nIFDoT9YaFEtmmbMgWIBAn1x+/vN9fxx/O/kvr5uj+vNGoA+vJMmPXOjRO+nEH31m/txJrt75YfYhZOiuCxrIWoNiySxzFgQLEqj5//TPw+vJm7lA/3wrP0G6706Ybl6dGoH+a/sh3m2dIlAwZK1BsWSWOQuChRzCp3+l+5VT59L8ED4599n0zpaZ/nAr+dHvp4e/TjbfszPO3/MzIobuuqCBr2BBzMsMy8XcBXp4x15Ecta0/5sJ1M63p0Jv2ynmw/l4RsTQXRc0MLRWVod5mWG5WNQwJncMb/dDM4FaaRp3pgf2bm/T76vmM2KG7rqggaw1KD7MXeYsCOYv0NfetZ+NO51Fo6vwxpNPLptD96m3bDAjZuiuCxrIWoNiySxzFgQLOAfqMNoMjuNjgfoLRggUZpG1BsWSWeYsCBYm0CeXz91zV5LYA4X+ZK1BsWSWOQuChQl0urP5v163e5olgcpzoAgUaslag2LJLHMWBIsT6H7y51vn3R9CoPIqPAKFWrLWoFgyy5wFweIE+uRy4tTo7koKPenGgf7xHT8OFIFCLVlrUCyZZc6CYHECTQ/U3alOc33enA8NPBnfiYRAoZasNSiWzDJnQbA4gaZK9FP+cUsKNL4Xvkag3wIcF6ZBaRDS2LIgWOAT6W93fv5SzNB9DpYI06A0CGlsWRAsTqCH1/1gpb4M3edgiTANSoOQxpYFweIEeqd0TN6RofscLBGmQWkQ0tiyIFiUQHeS5Ig7oAgUjg/ToDQIaWxZECxKoJ8mm28esYih+xwsEaZBaRDS2LIgGNFrjYfuc7BEmAalQUhjy4IAgcIqYhqUBiGNLQsCBAqriGlQGoQ0tiwIECisIqZBaRDS2LIgQKCwipgGpUFIY8uCAIHCKmIalAYhjS0LAgQKq4hpUBqENLYsCBAorCKmQWkQ0tiyIECgsIqYBqVBSGPLggCBwipiGpQGIY0tCwIECquIaVAahDS2LAhGJND5tBTFjZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQjEigfwAt6O3gZOebBQEChe7o7eBk55sFAQKF7ujt4GTnmwUBAoXu6O3gZOebBQEChe7o7eBk55sFAQKF7ujt4GTnmwUBAoXu6O3gZOebBQEChe7o7eBk55sFAQKF7ujt4GTnmwUBAoXu6O3gZOebBQEChe7o7eBk55sFAQKF7ujt4GTnmwUBAoXu6O3gZOebBQEChe7o7eBk55sFAQKF7ujt4GTnmwUBAoXu6O3gZOebBQEChe7o7eBk55sFwYgE+jUshGija+i0ZPVkQaBKoE8uJ54XXr9Xmju0WFaFaKNr6LRk9WRBoFSgSfL853Lu0GJZFaKNrqHTktWTBYEygWbavLuVnJdzhxbLqhBtdA2dlqyeLAiUCnT6cKu0Czq0WFaFaKNr6LRk9WRBoFWgwZ8ZQ4tlVYg2uoZOS1ZPFgRaBbpfPgk6tFhWhWija+i0ZPVkQaBToId3OAc6GF8BfIVA26FMoMVV+HOlcUxDi2VVGLrjgg6GMMD4UCrQF95kHOhQRBtdw2EjWT1ZECgTqDmEP/w02XyvYu7QYlkVoo2uodOS1ZMFgUKBTqe3k+Rqee7QYlkVoo2uodOS1ZMFgUqBTncqbkRCoAsi2ugaOi1ZPVkQ6BTok8vli/AIdEFEG11DpyWrJwsCnQKtPIgfWiyrQrTRNXRasnqyIFAq0MPr5XFMQ4tlVYg2uoZOS1ZPFgRKBTp9uJVcEnOHFsuqEG10DZ2WrJ4sCLQKtOI60rcQEW0cDZ2L7PJnQaBKoM0MLSxtRBtHQ+ciu/xZECDQ0RJtHA2di+zyZ0GAQEdLtHE0dC6yy58FAQIdLdHG0dC5yC5/FgQIdLREG0dD5yK7/FkQINDREm0cDZ2L7PJnQYBAR0u0cTR0LrLLnwUBAh0t0cbR0LnILn8WBAh0tEQbR0PnIrv8WRAg0NESbRwNnYvs8mdBgEBHS7RxNHQussufBQECHS3RxtHQucgufxYECHS0RBtHQ+ciu/xZECDQ0RJtHA2di+zyZ0GAQEdLtHE0dC6yy58FAQIdLdHG0dC5yC5/FgQjEuh8WorixkqWrLYsCBCo3sZKlqy2LAgQqN7GSpastiwIEKjexkqWrLYsCBCo3sZKlqy2LAgQqN7GSpastiwIRiTQP4wLvZ2ALNm+WRAg0HmhtxOQJds3CwIEOi/0dgKyZPtmQYBA54XeTkCWbN8sCBDovNDbCciS7ZsFAQKdF3o7AVmyfbMgQKDzQm8nIEu2bxYECHRe6O0EZMn2zYIAgc4LvZ2ALNm+WRAg0HmhtxOQJds3CwIEOi/0dgKyZPtmQYBA54XeTkCWbN8sCBDovNDbCciS7ZsFAQKdF3o7AVmyfbMgQKDzQm8nIEu2bxYECHRe6O0EZMn2zYIAgc4LvZ2ALNm+WRCMSKBfwwzkFlPcEcmOMwuCRQv0yeXnP4/+vJ1carno0HrSj9xiijsi2XFmQYBAlwi5xRR3RLLjzIJgcIG2Z2g96UduMcUdkew4syBAoEuE3GKKOyLZcWZBMLhAzSH8jj+Mv52cT//30TtbSfLaZ6VFh9aTfuQWU9wRyY4zCwIVAt234pweXk+uTqcPU32mbF6Viw6tJ/3ILaa4I5IdZxYEKgTqJz7cSv/z5HLy+r3p4adJ6fh+aD3p5yuAY2PBZhgpixdoUpBfhd8xu57uCN4dxlddnR9aT/oZusvBMrFgM4wUHQK1x/D2CP7w+uZ7Nvhw69y9eNGh9aQfubEVHwqSHWcWBCoO4d2f9gg+tWio15Ch9aQfubEVd0Sy48yCQIdA7X6nPXgP9lARaFfkxlbcEcmOMwsCHQI1/+uuwT+57A/hywytJ/3ILaa4I5IdZxYESgT6cOvcP5sjeD+UqZKh9aQfucUUd0Sy48yCQIlA02P4X7jL77cTd/FoP+EiUlfkxlbcEcmOMwsCJQJN/5O4Xc8nl5Nzn02nd7ZKe6JD60k/cmMr7ohkx5kFgRaBPtzKLhrtuzuRktflokPrST9yiynuiGTHmQWBFoEeXvcD6LN74d8tLfqtIqKKaWjYZMkuIguCET2RfmhphkQV09CwyZJdRBYECLQXUcU0NGyyZBeRBQEC7UVUMQ0NmyzZRWRBgEB7EVVMQ8MmS3YRWRAg0F5EFdPQsMmSXUQWBAi0F1HFNDRssmQXkQUBAu1FVDENDZss2UVkQYBAexFVTEPDJkt2EVkQINBeRBXT0LDJkl1EFgQItBdRxTQ0bLJkF5EFAQLtRVQxDQ2bLNlFZEGAQHsRVUxDwyZLdhFZECDQXkQV09CwyZJdRBYECLQXUcU0NGyyZBeRBQEC7UVUMQ0NmyzZRWRBgEB7EVVMQ8MmS3YRWRCMSKDzaSmKGytZstqyIECgehsrWbLasiBAoHobK1my2rIgQKB6GytZstqyIECgehsrWbLasiBAoHobK1my2rIgGJFA/7C86O0wZMlCAwhUA3o7DFmy0AAC1YDeDkOWLDSAQDWgt8OQJQsNIFAN6O0wZMlCAwhUA3o7DFmy0AAC1YDeDkOWLDSAQDWgt8OQJQsNIFAN6O0wZMlCAwhUA3o7DFmy0AAC1YDeDkOWLDSAQDWgt8OQJQsNIFAN6O0wZMlCAwhUA3o7DFmy0AAC1YDeDkOWLDSAQDWgt8OQJQsNIFAN6O0wZMlCAyMS6NcjJVoJDZ2ALNm+WRAg0LkTrYSGTkCWbN8sCI5ToLeTgEvxvJ3kavbnk8vPf96n+KFF2JdoJTR0ArJk+2ZBgEDnTrQSGjoBWbJ9syA49kP4Gj0iUIeGTkCWbN8sCBDo3IlWQkMnIEu2bxYEcxXo3TfSY/kXfnJvagV694fJpvnbJx69s5Ukr31WkbRH/7eT86LkoUXYl2glNHQCsmT7ZkEwT4H+2p8ONSbcSf4i+9slHm7Zz5tXy0kESpasziwI5ijQ/WTz3fQ/d5LN94wWk3OfTe9spUfyNvHkcvL6venhp4lJi+SSCfQrgBFy3GZYTuYoUG/Cw+vm9OeONWWqxXP3bCLz420TEkkECjA4nbr99uTUraNoQ7I7eeqT4yxvbsz5ItIf/+kXV5JAi2au+f/D62Znc2qO5M/dq0wuj0CjldBwGEaWbN9sHQj0uAgE+uiKP7V5Nb8Kb8TpBJoPGDXxOIlAyZLVma0DgR4XhUDNZaLN1378N9crBPrkcihQkUSgZMnqzNaBQI+LXKDpTub5e9PizKYQqD+Er0oiULJkdWbrQKDHRS7QzJHpzmahxYdb2TnQYmB9dRKBkiWrLlsHAj0uSgLdT9yFdnuxyGjRX4V3F4/27WX5MOnMafZKRclDi7Av0Upo6ARkyfbN1pEL9MFbG5PJ2nMfZzNuvpx+PHMrF2I0//GFydmDD09PJie+f48QZDUAACAASURBVKsmr515H8Iffpp4gZpPd5JgHOi5z6ZuYGicTDX65vTR9QSBkiWrLVtHJtDdieeMnXxwzX166i0vxHh+KtA/fcl9PvlJZV49cx1Ibzn3qVFhdifS61li392JZCbESXeB/vn/syTQb4dHb8MmS3YR2Tq8QFM/mp3Lb973htxO/3trevC+ceIn5fmpQCdrP7g1fZB682xVXj/zHMZ090qSvPCmPUo3F5HSvc3NN6fiXvh3S8np4TtJ8uJn+wiULFlt2TqcQO9vTNbd593J2s/t57P+oxWinG8EetF8TPc8/fJRfgSM6In0Q9vzWwRKdtWzdTiBFmcuUyOuB59TU5q/5Px0sj91um3nbIv8CECgXdDbsMmSXUS2DitQZ8ViQvDZqlHON57M90jj+dsI9NgZ2p7fIlCyq56tI/NhwFOfmIvsfr4VpJw/LQLZ/PUwPwYQaBf0NmyyZBeRreO4BBrlxwAC7YLehk2W7CKydYgjcofco5Tz2QNdKEPb81sESnbVs3Vk50Cj+5EqzoHG9ysJgXIOdK4Mbc9vESjZVc/W4a7Cb9vBSQbnSnkVXs4XAi3y6WwEetwMbc9vESjZVc/WkY8D9buYe3aAZ8U40Gi+FGg+TpRxoHNgaHt+i0DJrnq2juJOpJNvpzuQH0zyz/JOpHC+FKi/U2ml70SaH0Pb81sESnbVs3WU7oV3Hw+2/Z3u/4O8F97OLwl0+r7IqweBdkFvwyZLdhHZOoKnMZ1OBfjM29mM8tOYgvllgU6/WPWnMc2Poe35LQIlu+rZvhz380LVgEC7oLdhkyW7iGw3toOr6uszsiMFgXZBb8MmS3YR2W7s+octFZfjlw4E2gW9DZss2UVku5F6c+3VdP/zxsZYTml2ZkQCnU9LUdxYyZLVlu3I3oa/6H7y49nhUYJA9TZWsmS1ZbvyzfvuovtyXkGaIlDNjZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZEIxIoH8YF3o7AVmyfbMgQKDzQm8nIEu2bxYECHRe6O0EZMn2zYIAgc4LvZ2ALNm+WRAg0HmhtxOQJds3CwIEOi/0dgKyZPtmQYBA54XeTkCWbN8sCBDovNDbCciS7ZsFAQKdF3o7AVmyfbM1dHgkZJdiRwACnRd6OwFZsn2zNSDQETC0ETuitxOQJds3WwMCHQFDG7EjejsBWbJ9szUg0BEwtBE7orcTkCXbN1sDAh0BQxuxI3o7AVmyfbM1INARMLQRO6K3E5Al2zdbAwIdAUMbsSN6OwFZsn2zNSDQETC0ETuitxOQJds3WwMCHQFfD4evgeKGTZbsIrI1INARgEDJkh04WwMCnTMPt5Kcq62WeHL5+c/jKQiULNmBszUg0DmDQMmSXYJsDQh0zjzcOnev2xIIlCxZddkaEOicQaBkyS5BtoajCPT+xiTnYjzr4MMzDV/6+MJTn7SqXetgDwYR6H5iPz3cso68eyVJXnjTzXn0Tnqs/9pnUwRKlqzCbA1zEujeZL3hS1dXoNOd5NJ0enjdng697c6MXnIx+/fmVQRKlqzCbA1HE+ipWzXFItAMIdCHW5vvpeY001Jn/pt70zuJ0eWTy8nr96aHn5oPqgT6FcCq0aV/I9A5E1yFtya9nZx/cjmVqP3LBHbM3qj/O/3vJQQKMChd+vcxCnR7cvHG6cnkuY+nB9fMUf16qtGzNzYmJ386cbndzKreiw/e2phMnvnYLnp2WiSK6Uso0PTw/Yf2qN0fx1sOr1uluv1VVQL1NVB8aEWW7CKyNRyrQJ+2p0Of+qQQ6LOpCk/9vdNgOtWfKXVe9KdQ1y7mO6wuEUxfCoGKq/CpUe0Uvx9qSWWa8fznCJQsWXXZGo5VoJP1W9N0lzM34t7E7XtuW3MWNrR/Pb4wOXNrevDBxP5tZ93fqJ4+F4YS6JPL7nA99GQ6DYGSJas4W8PRBJpfhDee3M5sebYQ6NrPp9PiU3Ze1HoxO6DfNXmnWDspnL6MAr3tb0kK90DDv3WdA/U1UNywyZJdRLaGYxWoNZ8VYKZMt4vqPLidj3Uynw+uObm6/Vibt0fw0fQlFOjDref/s50UnwMNbvNEoGTJqsvWcKyH8PZKUIVArTsDGTqB5vbNjtXtEXw0ffkEalVpB4NmV97tf9zAJjfQHoGSJasuW8OcBeoP2vfsFaV8ZJPx4uMLoUDtfqddMpq+fAK1tyK5I3Y3DvTuVmIHzyfnPptO75gPCJQsWXXZGhYj0McXTt0qjuC9QP2humN3ctZdg4+mL4VAk2AcUz4E1FjV34lk90P3fez1qkP4Dj/S2NDbYciSbUGHtl5atr1Ap9tr/+Fa4UJ/CH8xLuvvzBH8NJq+dAJ1B+/ZOc/yvfDvThHoVEeHIUu2BR3aemnZDgI1I0KLe5P8VXi3tDtRmh7D/zS7CFVMXwKBHgdz09fw6O0wZMm2oENbLy3bKFAzKxy4NPE3G7lPbrznqY+nftyoWcw/kSScjkAtc9PX8OjtMGTJtqBDWy8tGz6NKfVlKFAz69StQqDpgXnp1OaeX/xMVpiXZTAdgVrmpq/h0dthyJJtQYe2Xlq2QaDT325EAs0PzC3RvfBvu2mpYrNwMR2BWuamr+HR22HIkm1Bh7bepdgSu8ERvA4QqAb0dhiyZFvQoa13KVaS31+kBwSqAb0dhizZFnRo612KldxofD7oICBQDejtMGTJtqBDW+9SbMz2ZKJuBxSBqkBvhyFLtgUd2nqXYmM+mKy92n/pOYFANaC3w5Al24IObb1LsSMAgWpAb4chS7YFHdp6l2JHAALVgN4OQ5ZsCzq09S7FjgAEqgG9HYYs2RZ0aOtdih0BCFQDejsMWbIt6NDWuxQ7AhCoBvR2GLJkW9ChrXcpdgQgUA3o7TBkybagQ1vvUuwIGJFA59NSFDdWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZWvo/oLGZQGB6m2sZMlqy9aAQEcAAiVLduBsDQh0BPxhPuhtrGTJasvWgEBHAAIlS3bgbA0IdAQgULJkB87WgEBHAAIlS3bgbA0IdAQgULJkB87WgEBHAAIlS3bgbA0IdAQgULJkB87WgEBHAAIlS3bgbA0IdAQgULJkB87WgEBHAAIlS3bgbA0IdAQgULJkB87WgEBHAAIlS3bgbA0IdAQgULJkB87WcFSBHlybnO3yfSG7pUUPPjzTt7DOIFC9jZUsWW3ZGo4q0Psbk1O3unxhQFmge5P1nmV1B4HqbaxkyWrL1nBUgW4/9WdrP+/yhY0g0EoQKFmyA2drOKJAH184deMYpYdAK0GgZMkOnK3hiALdm5x9fOGpT9yHBy9PJpOnXy39PX3wVvrhuY/dh5svTSYn7Ax/CH/TRE98/5Y5n5qybhfYmEye+bjLinRmRALt8CONH7PCGjoMWbIt6NiyJdvp8fv25KL9+/7GZJIZMPx7uuc+rNnYrptxdpoJ9P1JFs0Fej9cYF4gUJ2YFdbQYciSbUHHli24v3HqVroXai8jpfr7TvrfmxupU8O/jQ6f+3J68P7Ef0jn3JiYvVYr0L3J2tvp0jfsXHcI//jC5Ey6P/rBJNu1nQsLEejhb36YJMlr77ZL304uVU6fm6w0YlZYQ4chS7YFHVu2wCrw8QV7Gcn/xxL+nYbcic1t81//we612qW33XF8qtyLmUCzBcpX6Y+TRQj04VbiePHzNnEE+jUCJaszW0PHlh1zcM3uIzoHpgo8+VE+I/rbHYqbPdX8gyEX5Dd/+9OXJrlAD655+9r927mxAIEeXk/OfZb+9+6V5HybPAL9GoGS1ZmtoWPLjrm/4c5xumNte3bz5M+s84K/871Rc7VJ7JoagT54yZ8ELQQ6yZjnMfwCBLqfnLtn/3hyefO9FnkE+jUCJaszW0PHlh2zm5vO7lbeOG3/PnMr+ju/Su8EGjjRCtRcMFp75pWPikP4xxeWRaC38x3PHaPGneTqwyvJ5k+cVO++kR7av2A/7CeX7mwlL77nBPpwS9p2brLSiFlhDR2GLNkWdGzZEYHp/PDNg1+97K+wF38374Gmu5vr/hJUIdBjHJpfz0L2QJ8Pz33uJD+250StVX/tz46et7k/T2ecu2cFmvrzqihnbrLSiFlhDR2GLNkWdGzZEfmw9/sbhfIOPiju7bR/N58DzWyZyjg4hJ/r+CXPAgT65HK6v/n7/ONOYk6JpvuaV40zN82l+TuJ2dvcT9yxvhFouoz052oJ9CuAYenSxzu07NKy2QBQ90SR+xvugNtc+gn/rrwKv+v+LgS6N3FjmtxVeKfgvf632bdgEVfhH10xO5mv/dJJdMftkN42ttxxpzsPr3ub2oP2VKDphPJ50LnJSiND9x5Yebp08Q4tWy4anM/cdTuXpz6eTh9cc0Pi87/9ONBv3grGgd7cyIYxuUP4dFfVC9QoM90bNUvf2JjrnuhixoHetQpNfmR2ML00n1z2B/Z//KdfpHOvFhebUoHuVF1HmpusNGJWWMMhG1myLejYskN2ixvX7xvXZXcfnfxkGv1deSeS29O0zrSc+iC7BckMzfdLz/XZdgu7E+l3ZjC9ceaOOzg/vG72N93OaSIEmoJAdXQYsmRb0LFlB4SnKg/srqa9g93c1D6N/26+F95/djufv3VPx3P3wr/dZUU6s8hbOR9d9lfhzQcrUDPEfvO1H/+NP4R3V+tTgf556RL8FIE6FHcussufraFjy14i5i/QYPTnvjvvmQv08Hpy/t60OAeaCfR8MPSpYG6y0ohZYQ0dhizZFnRs2UvE/AXq7GjZDy4cPdx6/vPMre6aeyFQrsIjULIqszV0bNlLxEIG0mfjQHeMIneywUrn853TfXvOMxRocftSwdxkpRGzwho6DFmyLejYspeIBY0DfTO14aN37DilncQct9txoO4Q/vDTpCzQioFMc5OVRswKa+gwZMm2oGPLXiIWNw40xd5ctJP8RZJdZ9930899atwZCdQe4sfFfDsOfG0VdwKyZPtma0Cgc+XQ3/FuR9LvJFfT3c8X3rRzzADR9E97wB4L1B3vhwxtxpb42iruBGTJ9s3WgEAXx0758lA7hjZjS3xtFXcCsmT7ZmtAoIsDgZYnkiU7jmwNCHRxINDyRLJkx5GtAYEuDgRankiW7DiyNSDQxYFAyxPJkh1HFgQjeq3x0GZsia+t4k5AlmzfLAgQ6HHja6u4E5Al2zcLAgR63PjaKu4EZMn2zdbwh/Z0KXYEINDjxtdWcScgS7ZvtgYEOgKGNmNLfG0VdwKyZPtma0CgI2BoM7bE11ZxJyBLtm+2BgQ6AoY2Y0t8bRV3ArJk+2ZrQKAjYGgztsTXVnEnIEu2b7YGBDoChjZjS3xtFXcCsmT7ZmtAoCNgaDO2xNdWcScgS7ZvtgYEOgKGNmNLfG0VdwKyZPtma0CgI2A+LUVxYyVLVlu2BgQ6AhAoWbIDZ2tAoCMAgZIlO3C2BgQ6AhAoWbIDZ2tAoCMAgZIlO3C2BgQ6Ajr8SBrQ2wnIku2braFDv+hS7AhAoPNCbycgS7ZvtoYO/aK07N6JZ392y/998Kvv/stPptPdydli9mQ9TB98eHoymTzzdnN9wgIqeHzhqU9ardfsIAKdF3o7AVmyfbM1dOgXpWX3UiFeLP5+qlGg9zcmjpONYkOgFcxNdfNBbycgS7ZvtoYO/aK07N7kxEbmyO0TG9JYkUAPrk1OfZz+9+ZL8X5pRxDoCNDbCciS7ZutoUO/KC27Nzn5ktfU4wt/WjJWJNC9yalbPrn28y4VjEGgI0BvJyBLtm+2hg79orRsKsUP/DH83tpfXQgO4W9sTNZejQS6m3/YdpEHb6XH9M987KZcvHF6Mnnu42lewIO3Jn5C+i1n0+JOOut6LxYL+9J8+cV0BDocejsBWbJ9szV06BelZVOB/p0/ht9+6q8DgW7bk53fi/dAY6H5U6JrF238afuhKGAvmLs3eTb9lO+/mlCwsLf0wTVj8mA6Ah0OvZ2ALNm+2Ro69IvSsqlA/+Ga9dTjC+uPC4Hupbuf04PUooFAH1+YrH3/y/DjmVvTgw+sNE3yltlrvegLSEX43JfTg/cn5mh/L7fn1HsxXNiL8v5G9fQGEOi80NsJyJLtm62hQ78oLWvOa+7aY/j0fwOBusPqdKcwvFz04CWzc/jMz5xEsyN6n7eGtIvtuv/x+7Xmv3uT4KSp/Rax8MWsvHA6Ah0OvZ2ALNm+2Ro69IvSskag9hD6IN0PLQSaXSbaFeNAb1qFTp67ZRbwUry/kbpz2wW9BM/643H/BcXlJ4P5lnhhX4F0iWg6Ah0OvZ2ALNm+2Ro69IvSskZtVlT3N9anoUCdu/bKA5a+MIPp07mp8DLST/5CUC7Q/EK9LalCoOHCvgKyUAQ6HHo7AVmyfbM1dOgXpWWt2swhtDmOLwR6f6MQ6J4T2sVioQcXrCKbBZoPjrICjU6lGjeGC9v9TrtoNB2BDofeTkCWbN9sDR36RWlZf4S9bo7ga/ZAM4EGoz/dfms4GHTWHmhJoNFI0nQJd8wfTUegw6G3E5Al2zdbQ4d+UVrWCjQ11X/aWJ9Om8+B5qc13VLBx2lZoPIcqBBovLA54/l3dp83mo5Ah0NvJyBLtm+2hg79orSs9Vt6CP3dycVQoJVX4XfzcaDbzpPuxKY/CxALVF6FFwKNFzYV+Gl2FaqYjkCHQ28nIEu2b7aGDv2itKwT2K4bAR8I9P6G2Y18vzQO9NVb9hYjs3+afjS3xruxnyWBunGg37zlx4FKgUYL2wq4P8LpCHQ49HYCsmT7Zmvo0C9KyzqBprYz/wkEapUm7kTy40Cz24uye40mZ6YVAhV3IkmBRgvbCnhZBtOXSqBfHwuyVMWNlSxZbdkaji7Q9FDdOC8U6PTGaXkvvBkH+nLqthPZ7UjutnX7dNCyQON74UsCDReOzhUU0xEoAiVL9viyNRxFoONmAIEe/uaHSZK89m4x4XpyqX5uDgIlS3bgbA0IdHE83EocL35eTDl3r3ZuDgIlS3bgbA0IdGGku5vnPkv/e/dKct5P2nn+v9t8r3ZuDgIlS3bgbA0IdGHsZ3ubTy57az65fO5Opsvy3AIESpbswNkaEOjCuF3sePozn/vJpSeXn/+8Zm4BAiVLduBsDQh0Yewnz4uzmzvpvuZOcrVmbgECJUt24GwNCHRhPLmcbP7k98GEh1vpUXt26F6aG3A8Av0KAFrQpVcj0MXx6Iq5yP7aLzNN3jbH6vkpTzk3AIECLI4unRqBLpDDu1aSyY/sPufhdXvQnp/yjOeGHI9AZamKD5fIktWWrQGBLpjfmeHy1pwPt+xlo+jkZzE3BIGSJTtwtgYEungeXbY7nbeTjKsVc0MQKFmyA2dBsGiBBuM77YWjJ5dzgZ4vz41AoGTJDpwFwaIFeng939O0itzPBn4+3ErdKedGIFCyZAfOgmCAgfTZyc0d485sAKh/ooiYG4FAyZIdOAuCQcaBvpnuWz56J0l3OfNbkIw73RF9MDcGgZIlO3AWBEONA03ZvBreummew3RVzI1BoGTJDpwFwSDjQN9IBfmCueEoOOdp/j4fzxV8e7z4UhU3VrJktWVBMKIn0iNQsmQHzoIAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4JgRAKdT0tR3FjJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgXBiAT6dS2lKAIlS3YeWRAsUKCHv/lhkiSvves/vF6eX5oUgUDJkh04C4LFCfThVuJ48fP0035yXgYqJkUgULJkB86CYGECPbyenPss/e/dK9aTCJQs2fFlQbAwge4n5+7ZP55c3nwPgZIlO8YsCBYm0Nu5HneSS+nuaIqZcPeN9I8XfnJvWjFJgEDJkh04C4IF7oE+/3n+Ibflr/150fNVkwQIlCzZgbMgWJhAn1xONn/y+/zjvj8Tumkuyt9JiqP6aFJEvUC/AoBjZlFmGDeLuwr/6IrZr3ztl06izpbp0bz5kO59Xq2cFIFAARbHwswwahY5DvSuVWjyI3N2s7hi9Md/+kU6/WrlpAgO4cmSHTgLggXfifQ7M5jenAz1tnS7pUko0HBSBAIlS3bgLAgWfyvno8vmIN3Z0gyu33ztx38THMJHkyIQKFmyA2dBsCiButGfFjsi1Nry8Hpy3hzPB+dA40kRCJQs2YGzIFiUQAMhFgLNrPrkci7QeFIEAiVLduAsCBY4kD4bB7pjRBnZcj/Jj+rjSREIlCzZgbMgWOg40DfTg/NH7/hBn+fu+eP1w08TL9DSpAgESpbswFkQLHocaMqmOTY314rO3dt3U859anY+KyZFIFCyZAfOgmCh40DdTe5uJP0/bpkdTjM09IU3/ZNGKiaFfDubLIpAyZKdRxYEI3oiPQIlS3bgLAgQqN7GSpastiwIEKjexkqWrLYsCBCo3sZKlqy2LAgQqN7GSpastiwIEKjexkqWrLYsCBCo3sZKlqy2LAgQqN7GSpastiwIEKjexkqWrLYsCBCo3sZKlqy2LAgQqN7GSpastiwIEKjexkqWrLYsCBCo3sZKlqy2LAgQqN7GSpastiwIEKjexkqWrLYsCBCo3sZKlqy2LAhGJND5tBTFjZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRAgUL2NlSxZbVkQIFC9jZUsWW1ZECBQvY2VLFltWRCMSKBfS+xUBEqW7MKyIJijQPdf+PNf3vN/H/4f//a/+VzMP/zN69Ppk8vPi+k7ydXq8hAoWbIDZ0EwT4EmSe7C9G8pynTaeQRKluyYsiCYq0Bf2Drv/955YQuBkiU79iwI5irQF694Oz65/N+WRIlAyZIdWxYEcxXouU+9DPc3/xcvyrtvpAf2L/zk3vTwevpHct4LNJ9sBXr3h8nmT+7J8hAoWbIDZ0EwX4H+sz+G33n+/3ai/HXiOB8LtJhsBPoX+d8RCJQs2YGzIJivQP+/61abTy57Ue4nm++mn+8km++Fh/DR5J0kOffZ9M5W6Ui+JNCvAGBezM8My8R8BXrvttVg+r9OoDvJJTMn3fu8Ggo0mrzjrtffTpeOy0OgAItjfmZYJuYsUCvJw3Q/tLhY9Md/+sWVJBZoNNnbtHx1iUN4smQHzoJgzgK1Gny4dT7z4aMr/mxnLNBwsr8Kf3jdHM+HIFCyZAfOgmDOArU6NMfxTpQPt5Jk87Uf/404hI8mI1CyZLVmQTBvgaaWNEfwTpSH15Pz5sSmOAcaT0agZMlqzYJg3gJNBfl/bWV7mk8uOyk+uRwJNJ7sz4E+LN26hEDJkh04C4J5CzTdkfy3RouRQPcTI8mSQN3kHXf5/XZpICgCJUt24CwI5i3QVIR2WFJwCH/4aeIF6vZQP48n7yTm051k9jhQOxWBkiW7sCwI5i7Qh1v2P9lAesu5T83upbl0dO7/dQPpg8nZnUivy/IQKFmyA2dBMHeBpruX5pxmds/7lSR54U0/6x+3vECjyTvJ1TtbyeabpfK+7QACJUt2DlkQjOiJ9AiULNmBsyBAoHobK1my2rIgQKB6GytZstqyIECgehsrWbLasiBAoHobK1my2rIgQKB6GytZstqyIECgehsrWbLasiBAoHobK1my2rIgQKB6GytZstqyIECgehsrWbLasiBAoHobK1my2rIgQKB6GytZstqyIECgehsrWbLasiBAoHobK1my2rIgQKB6GytZstqyIECgehsrWbLasiAYkUDn01IUN1ayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUGAQPU2VrJktWVBgED1NlayZLVlQYBA9TZWsmS1ZUEwIoF+XUspikDJkp1HFgSLEOjhb36YJMlr79oPD7cSxws/uVeeW/oYgEDJkh04C4IFCDRX5oufh5+S5Ny90lz5MQSBkiU7cBYE8xfo4fXk3Gfpf+9eSc5PjSHPuT3Pu1vJpdJc8TECgZIlO3AWBPMX6H7ijfnk8uZ7gUDTGc9/LueKjxEIlCzZgbMgmL9Ab+f7kjtml7MQ6JPLqUDFXPExAoGSJTtwFgSL2AN9PjydKQQq5oqPEQiULNmBsyCYyPmKEwAAIABJREFUv0CfXE42f/L7/GN4CJ/+JeaKjxH1Av0KAI6ZeUpheVjAVfhHV8xV9dd+6byYCfTwjr2IJObKjyEIFGBxzN8My8BCxoHetVZMfhQNW/LDmOK5pY8BHMKTJTtwFgSLuhPpd2Z8vDm/mQs0HCufz6386EGgZMkOnAXBAm/lfHQ5vgpfNbfuowGBkiU7cBYEcxdoMKDTXjWKBSrmynAEAiVLduAsCOYu0MPryVX/Z4VAxVwZjkCgZMkOnAXBIgbSZ2czd8woeXEIL+aKjxEIlCzZgbMgWMw40DdTZz56J4lv5ayaKz5GIFCyZAfOgmBh40BTNs3hubyIFM+VH0MQKFmyA2dBsJhxoG/Y53/awfGlq/DR3NLHgG9nk0URKFmy88iCYERPpEegZMkOnAUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgXBiAQ6n5aiuLGSJastCwIEqrexkiWrLQsCBKq3sZIlqy0LAgSqt7GSJastCwIEqrexkiWrLQsCBKq3sZIlqy0LAgSqt7GSJastCwIEqrexkiWrLQsCBKq3sZIlqy0LAgSqt7GSJastCwIEqrexkiWrLQsCBKq3sZIlqy0LAgSqt7GSJastCwIEqrexkiWrLQsCBKq3sZIlqy0LAgSqt7GSJastCwIEqrexkiWrLQsCBKq3sZIlqy0LAgSqt7GSJastCwIEqrexkiWrLQsCBKq3sZIlqy0LAgSqt7GSJastCwIEqrexkiWrLQuCEQn061pKUQRKluw8siBAoHobK1my2rIg6C3QJ5ef/7x1+PA3P0yS5LV3awO3k0tyiddlBoGSJTtwFgQLEejDrcTxYt0iJYHuJ+dlBoGSJTtwFgSLEOjh9eTcZ+l/714pW7EOBEqWrL4sCBYh0P3k3D2/zOZ7rZdBoGTJasuC4MgCvftGemj+wk9SQ+74w/Db1n3FdD/B4CPprmjywpvmr/3k0p2t5MX37CH8TnL14ZVkM10m3WdNEQpFoGTJDpwFwVEF+mt/dvN8vtOYyu9qND2dEe+s3nazLtlZf76VpDuoXqA/3nLLIFCyZDVmQXBEge4nm+bS+p0kPTb3Sn24lf4nnJ7OSHcrf58v+XAr+Tf30llueXd47wVqzpWme6RXOx7CfwUAx0xfM6wWRxSoPyZ3e5075n/cAXs0ffroitmhfO2XTqL+iH7HedKdFfUCtQa+bZyKQAEGpa8ZVotjuIj0x3/6RSrIbK/ROzOcnk68axWa/OheGJgW15e8QC/lJXMRiSxZfVkQHFWgbucysaK0k+wRfDzd8TszmD6dF12KFwJ1tr2eBhAoWbL6siA4okDNEPnN1378N3av0prPHaBH03MeXU49GY1/yjyJQMmSHUEWBEcTaHo4ft7sQfrD8lSDh16lwfRgl9PscIo9UARKluxosiDoLtCHbxQX2zMZPrls3fdw69w/2yP4aHpw0tMIVJwDjQRqz4H6y/gIlCxZbVkQ9BDolpWjPXuZiXLfjepM9x1/YcUXT7+djwPdMXP9VfjbwdjRTKDn7skZAQiULNmBsyDoLlBzZ/s9c5HoUnaofvipHxZvh8hfncrpZhzom6kaH71jBy25caB3o+Ge2TjQdKlsHKi//bMAgZIlO3AWBD3Oge67y+t2r9L/fe5TJ8LUjW5nM56eX5LftAfvt8OblCKB/kV+i9LDrUQq9FtPXJujthTFjZUsWW1ZEPS5iPTwjVSFrzu7+dva/Q6j2fOcVk33d8b/Ppo5LV9ESnc/3YzpP24hULJklWVBoOmJ9DvRmKcSCJQs2YGzIECgehsrWbLasiBAoHobK1my2rIgQKB6GytZstqyIECgehsrWbLasiDQJNAZIFCyZAfOggCB6m2sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLggCB6m2sZMlqy4IAgeptrGTJasuCAIHqbaxkyWrLgmBEAp1PS1HcWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgUBAtXbWMmS1ZYFAQLV21jJktWWBQEC1dtYyZLVlgXBiAQKAKALBAoA0BMECgDQEwQKANATBAoA0BMECgDQEwQKANATBAoA0BMECgDQEwQKANATBAoA0BMECgDQEwQKANATBAoA0BMECgDQk5EI9PCdrST50Wdtok8uJ5bnP58ZPN+69Dw7q/S7byTJZlbUjHLD7Mxyr6TZn9xrV26QbbM1Hm6du9em3DA7o9x4dnO5UXZWfQ9/nRb1wpvTNvUNs43lHl5PMuz8pnJFdlZ9H6W/cdKyPYTZNuW2bQ9htqncmg7Roe+tIOMQqP/ZZzrR8HCrpUB3kliKTQvk2Rml/9rN3XyvRblRdka5t93cFz9vUW6UbbE1UiVEUmzaDnl2RrnR7BnlRtkZ5T7y/f/1FvWNso3lVkuxulyRbbcdWrWHKDuj3Dsd2kOUbSq3ukN06XsryDgEupOc+2z6KOu8zexnzaCZw50kC84sPcg2l76fbKY7PGlRtrk1lxtnm8t9uGWzV1youdw422JrpMJ1JbXYynl2RrnR7BnlRtnmclN7vfjZ9PBTZ5nmcuNsq1aRbrrZ5cbZmfUNippZ32D2rPZgsoe/blNunK0vt65DdOl7K8goBPpwy+/JuH+dm9lJLrUo0hzm+vYys/Qg21x62geuTm1R5r/N5cbZGbX2c12JM+obZVtsDbNPYjtHi62cZ2eVG86eVW5UVHO5+35H6Lb5OWaUG2VbtYr0J7nUor5hdka5UVEzyo1nz2oP2a8ws53F2fpy6zpEp763goxCoLf9L3u7VS9o80une1Kv38lLbS49zDaX/uSyP9CxzbS53DjbrtZumXZbw2Vnl5ua4MfuvObscovsjHKj2TPKjbLN5Wb/6LQpN8622r63k5bbocjOKNfv77m6zCg3yrbcDnaZltvBZmvLre0QXfreKjIKge6EbWAGTy6f+8/pP6avNZ/0vv3iu3lps0oPs+1Kd1JsWWubbVeuu4LTrlyXnV3uTnLeXxiaXW6RnVFuNHtGuVG2udz8H53p7HLjbJvt648FWm3fLDuj3Gj3bUa5Uba53FyD9tdoLjfO1pZb2yG69L1VZAwCjdvADLKz5OH+RzX5P/ktSs+aT7vSbSdoWevsQKlFuXe2op2TxnJddna5++melCtodrlFdla54exZ5UZFNZdrSrjzwyRJO/vMcqNsq+17u0N7uN2uPeTnNc/PLjfMzig3KmpGufHsxnKrOkSnvreKLJ1A99NjkXvTP76TzDxm6yPQdqXfbtNhwmybcneSZLOFOKLszHKtvlsKNMjOKjecPavcqKjmctMS3nH9/1IbgRbZNts3O8vXZvvmZwRnlXvohlq83mb7BtlZ5e7k+4qzFRdmm8tFoD0YmUBnD6a4nbeXWedsyu2lvvT9/ExQi9L3bfNsV2uXbVHu4f/0r7eSzf++Vbl5dma5dnpJoNXlBtlZ5YazZ5UbFdVc7r7zS2qaWMxV5UbZNr/bvr/Y0uZ3y7Izy314xQ0h+qxFuUF2VrnpjqRbt+T5z2eVG2aby63qEJ363ioyMoG2/1dwf+a4iz57oG1K39/avNq6XJdtWeu75ri85da4uxUeptWU6y6FtNsDDbMt62tnt/31oqKqy91PfL83e1Uzyo2yLeqbX2xpUd/4AlVDubm8WuyJh9mZ9fVjfX/cZh8xyDaXyx5oD5ZWoLP/xTyKQBtKv520PxS8LQ+lZtS6t5Cqy/VjGVsJNMq2ra/Yh5kxsDIoqrG+rbp2lG1R33xOi/qWS6kpd6e98KPs7PretZeC2imuyDaXi0B7MAaB9roSOPsHb3sVvmpefenFHsTscn9dOhU1UzIzr7pWF1Vdrt838TeaNJcbZ4epb97t7R/N5cbZ2fUtSpld3/KcNhdwulwtn13foqiW23c/FnP9HihX4bswCoFmY9BajEWLh701UpzXnF16NEivofTDHX/LXItyg+yMcvPZtt03lxtlZ5QbS7G53Cjbtr5+nGKr+u7bvbR2krF717PKDbItWkVxVnB2e8izbevb6neL9vs6DIFr2Tvc+eimcis7RIe+t5KMQqBd7obYEaqrpxiaNLv04h/n5tJ3guPm2XfgFNkZ5e6EXz/zzpMg22pr5EOTWmzlfMxom/q62e3q67Ktt8OlDtvhUovtEIwwn7kdguzM+gaH5e3uIGv1u93O7jbbnH2vUJRtLLeyQ3AnUjOjEKi7rbnd/bjuXPyjK7OzWXtpU3owDrSp9Nvh9Bnl3o7PUTaWG11gmFFulG21NR5mdxe12MrFONDZ9fWzW9XXZ2eX+6PP2m+HIjtzOwTj7mduhyA7o9z9pP3vFmVnlmued3B3y7pxZrlBtrHcyg7Rpe+tIqMQaPZgnVYDKfyx5vMzn7+VH8a0KD3PNpaePSsscXcVN5YrsjNqve9mu0v2M+obZdtsjeyEWJutnGVnlBvNnlFulJ21HbY6bIcwO2s7hCcFZ22HMNtuO7idwHbbwWVnlOuf5NXqd4uyTeVWd4gufW8FGYdAp4/MoOgftfs30D7+8PXZ2eI80OzSg2xD6fu5E128qdxStrnWj8LnjM6ob5ydvTVyIbTYykW2RX2z2W3qm2dnlGseTvlay+0QZZvLjcYszCg3zjaX+zvzjM+W9Y2zzeWam6yyx6LOKjfO1pdb0yG69L3VYyQCBQDQBwIFAOgJAgUA6AkCBQDoCQIFAOgJAgUA6AkCBQDoCQIFAOgJAgUA6AkCBQDoCQIFAOgJAgUA6AkCBQDoCQIFAOgJAoXhOPhwYzJ56ufZx+3JqVvl0OMLk7OLrBRAexAozI8b/0WFEAO2JylPfVJ8RKAwLhAozI1qIRbc35j8izCAQGFsIFCYG7MEujeZXJxdCgIFvSBQmBuzBbr286b5DgQKekGgMDcQKCw7CHTlMYKyl8NPvp1NevBW+nHtuY/th4Nrk4s3X5pMTvw8m/NMddAVdDpNft94c3diieQX5v38wKG5cMvFvh9+rZ0d1AJgKBDoypMK6jvXnMy8v7zaJpMz5lMq0O9lV8t3wxkymBb0py+5zyc/qRRoll/7wbRJoFHMFPvchbB+N7JvPfnJFGBQEOjK89jY6bkvpwfvTybrZkLqL7Pz9837ToypQI3lHrxt55z62AbPVgRNQWs/uDV9cM3Pl4fwaf7kR9PpFy/5i0fyEN7nRczW78ytvH73N0wlpgcf+OoCDAcCXXmMoJyJtq3QUkF5Me3az0agF7OkNVw6xeyOyqApyAbT+TYnBJotni1fI1AZM8WeDb5mNxs5uh0MIQUYBAS68qSC8iJK/1oPBGUMtl7oLhh2tBebzAdz82VqEwLdzX2ZqvfstE6gMlauX5tLTwCLAIGuPE5LFmMwJ8Pic74/GRrTUAoWBe1WCrTYY/TJaoHKmKif0fjacx8dda0BjgMEuvIEw4SMux5fmASkLitEGQuxFCwKqhRoIeLsz0qBlmKiftPp+/YLT3z/y2PdDAA9QKArTyqo7H6g3TkLNN5jrRVoacc2rF/6n5sv+6vwDGSCgUGgK095DzS+uN0g0Di4qD1Qwxf//rRRaIs7QQHmCAJdeSJB2XOg8eCjUKDeX3ZSKThDoEc4B3o2CmT1+mAiKgCwaBDoylNcPHeq2s615hRZCDS/Cn9/w/whg7MEupvvMe5NGq/CxzFRv+AQn3FMMDQIdOUpxlnm40C9sJwwC2PlKtvOxoFGwVkCPcI40ItB/fJhTKVdYIBFg0BXHnsx6Du3pg/eKm4wMpdnskPkYJdvr3QnUhgsCdSo7iC4Vh7cYnTWFTfrTqSzFfVLP6+9muYeXOMcKAwNAl15UiE9uxHdt57f4p7dd5RfLKq7F94GSwLdM7PCC03xTe51Ai3fC/+nF8Kvvb+RfS1PaYKBQaArj/Ge2bub+KcfTc3jjsw1bv+4o1Cg5acxBcGSQKc30vB6eJTtHrN0xu+V1gk0jhVPY8pGzx98+LQZCHqGgaAwNAh05dHzvM1Zzw8F0AYCXXkQKEBfEOjKo0ag0bkCgDGAQFceNQL1z2gCGA8IdOXRIVA7WInn1MHIQKArjw6BmrFJJz+enQPQBAIFAOgJAgUA6AkCBQDoCQIFAOgJAgUA6AkCBQDoCQIFAOgJAgUA6AkCBQDoCQIFAOgJAgUA6AkCBQDoCQIFAOgJAgUA6AkCBQDoCQIFAOgJAoXj4/EF9zrjgO3JxUGq0p698E1Mv93o+rb5aJ135cKlCRXffX+jtNWalz34MHiZdC0HH54JPt18eTJZy15cfWBeG128xTpdh2wTPDCx7/Nqv9YgUDg+Ri/QvVRM6gVqHt5vOVm5WFR2xvtuCffOFPv6lMmk+NbtLHqjTcEQgEDh+Bi9QHcn6133virWOeAoAq3h4NrklNl5vPlS80tM438Y1l5Ndy+vOWlumwLSD/4l0gfbEx9N1ZzOOXif10u3BoHC8bEEAu38eqiFC3Qv09vjC40v4QvWK3XuRbeE+a//vmzxVMSZQLd90fp/NDUgUDg+Mpk8eGuSnWNL++LN09lpNXOGbfL0q0XcduFd233vb5jO+8CcnXvGLrk3OXtjY3Ly59FET1SQMcCJV+NFzCm/yQn7rWkN7r+Un9iLykrDa68WorEH8Omn8JvDFTHF/MCeJz1RnH8sH8KnyRun/WJOoPc37IrWfLcTWrhUTWHZ5Ky+287OQbHFuqbOzL1Y1NEukRXg6rY7mZy54aZkno2P/qEJBArHh++oe+4k3ZrpjduT702yrpydvMt7p9vTcfs9u84lxZJ7k2fTT+mscKIjKmjX/X02XMSf8rOB7ckrG3k4Kmvb/v29CoH6YuIVccWc3S5OJgbr7PDOezo/x2gnpP682PDdmUCLpWoKy2oZ77Der6jkeizQnG3vZF+Qmb178u1MmAfX/Gq5f8ygBQgUjg8nk7RHP/elOZNmumMqilMfm92ti6ZPfyftlzc3cvtYRaTHlX4PzPx5Jt15+sBO2Ju4A8pooiUqKP229MONaJG9yZrZRbwhayC/YO3V4ARgXqG8GLkiZ26lS5qFHlwrlqkSqDmT6r7QTHAHzvXfnQm0WKqmsOwL013ML4NtHhQbrmvFbqTd5a/QJALtDQKF48PJZDc/o7Zu/sf6ZTdVUvmc3f0N64+n0+l20ejgcs/v5sVHnO5rgoL87G3nDDfDH9u6Q9KgBnFZLnVwrUKg8Tf7FTFSSZ3qErlhqgR66tY0P1w+m37B2dJ6hN+dCbRYqqYwzwNz0nLyzM++nFYUW6xrhUBttl6g+dX4ba4itQWBwvFhZRKcSUu7oe/5Zk464+RHUf7gmrXmKxsXbW+Ou7aXVEV/DwvKvy3/Rs83f/vTVDQXp3ENgrIyDe9WCNR/c3lF/EIzBLqel7trDvm9zeu+OxNosVRNYflms9d9JpPnbsnNE6xrhUDdPwzBElnNs2j6z4PZm31/Is4SQC0IFI4P23Hz/UP7yZ9ws73Wnq08+bNg52Y7nbr91F9fOGtt4c7bZaf8Co0FEx1BQdHeaO41t5M28QLNaxCVlZmvfBV+Lzt3EK9Ie4EWe5y72enZaf13ZwKN9lOrCgv5wgymd/9cBZsn3Nolge65U7ENe6DZ+eRXOIRvCwKF48ML1BulJNCpuZ48MecSswX2JhcfXzj1D9fW7Xw/wDsX6LorpSzQoKDIX8Ge1GTtmVc+uiYEGpWV7YBVCXQ9r79YkR4Cfdad863/7l4CTXlwwZ1gbSnQXX9iokmgdkTDMx9zDrQ1CBSOjxl7oOa/v3p5Etzrc3/jbPp/0+1Tfx8tack1VjnaMStI7IFmw3HWi2PwSKBBuGkPNP7mIwl03cuv/ru7CTQoZ690YrlBoO/nIwe2S4OVpGsZxtQaBArHwP2XrRCsCirPgQaDxQ8+KOxzcO3UjTS999R/dJc3wgHchQ1rRnXbgsQ50Mh87vJ3UIMo3HQOVA6LtCvST6DZVfj67+4m0KCcPbn+0daOLHiwXdyfmV2NK67KSWGGl6ygEQQKx4AfKb5XjOicRhev7bRMouEB4vZTf5Yuef9Pvms1sOu9tBdeRY4m+m8LCtoNrrIIge5NguvY3mdBWQ1X4bNvjlakr0DzzVLz3R0P4XfzUxnbFatUrGtkxfC6urgTKVrhs8GvCS1AoHAMHNgbqx+85O+7McMnv3krGz5pxjFO3DhQcxN3OIjSD7k0Qxv9eUKTiMcxRhPzb8sLcuNAb4aLuEN4M2ZTjqSMyrJDkswl5zqBihXpLVA3kKn2uzsK1GysV+1NW7ZeUbHhuoZDEnaDv+0ghvBe+GKF3S3zNzfYAW0NAoXjYC+8zFN1J5J5tFp2A1HwsJ900nrm32JJm873oMKJ+VJFQf7K8fo0FIHl1Adu19HV4GypLLfk92oFKlakTqD5VZyLNQL1iqz77q4XkfIhBu6eprDYcF3vb0yKu+bzOppiHsinMeUr7O/g4hJSaxAoHAv3X047dHZ5Pb6F3N717advZHeoe/wo8/ykm7uv295pXhyCBhPDKVlB4b3wfhE/KTt5mdbgxKsVZd04Hd0LXxKoWJFpX4H60Zw13935KvyBv9P/y9IqRev6242slnuTSKB+tYqfoVhhM7zhRP6wApgJAoUlZ5UeLbRK66oDBApLzipJZZXWVQcIFJacVZLKKq2rDhAoLDmrJJVVWlcdIFBYclZJKqu0rjpAoAAAPUGgAAA9QaAAAD1ZaoE2vzCxkoMPzQ0dXV/O2JSvq0TtE2/2orv2iqew22dhBM8Udme7vjCjqNee+1iWYjLmkZHZwO38ZeIVD8uNgvW4bWP/t3nLZt+19kxVtWSBx0Kx0XYnAV1vSaytkZtR+5CNcLlZT+I4/kcddd+O/Zo5lEGgMf5FW3oEmj3WwRZzP79LufS04XIFcmWe/GTaKNA4WM9ecbtkO4Ham3NmFngsHJNAZ/wotW4Ml1u8QLuX2K+ZQxkEGnP8rfuIAs0+ZK8bcoX5OwrT+SfMcyW+eb/sCv/EDXNXoymi/uXjIlhPB4G6HeW0Wo0/wFwEaunxy1cVI2csmUDh6CDQGG0CXTvtd+JcMdkxff4mteyQfrekqr3iSRLu5ZV120IE6+ks0IZneQYFHgsIdM5LQDWrJNDgyRDhEyjSv92zGW7lL9P2xzbimRinsw8PTP7p4JEL/rEPQaQoP3ihTuY9+3SNvey5DuZJEL5S4Qy/Av9pI9vndK9cnwQ2DJ9SfE122+LxE/bL6wUqgqJKYtv8C7eFfG2iZEHxwM/t0oYsNl7x5vK67RyRV0SG5EYLttZUfPne5GyaPvnzmq+srJHfunZGujr3X8ofw1FqNvk6V4WqqxrNllXMN25axbTItR/YB4SceDterbDWpZ8jXk9TSPtmDi1YIYGGzybLzpTZBvR+/qCauGXFDzN7Oj9/mJ3iEw/xCSNB+WWBbttZ3/NH1kGlwhn5CuxmDwm25bpH8Prx0uG+zjfyCWR78T5p0x5oPCeqktw2kUCjZFRCvAcabshi4+Udv247RxQVEaHSRgu21lR8+d7kWfeMt+qvrKyRXw8v0GftHLt65WbjqAlVVjWa7X8NX8X7URVfsZ/O2hLc86Dy2fm3V/wcexWFtG3m0IbVEah7Ou7B+34XzjyF94ZtKOlOnfk3/YadEZxdjxYInlSbNr902enN4LHdu/LBvUH5JYHap9YebE/cobB9j+wHWUXyGcUKeAll62KeFu4F1XyAbC5AZQ88mzYJVARlleS2KQ7ho2RIJtB02/l3qecbMtp4e9m/IZXbOSKqSPzYYLnR4l8+Kn3Pa632KytqlH2//6fv1MfFF8tN42gIyapGs7NJ2StBg427bd6fZx4QnRaQP0Y6XK11uUTFysf1mtnMoRWrI9Do/Qz5OcTinTlOR0HLqnozxbZ8jVlW9tkoEpZfEmj4NofsO4JHP4avmPCX3t3ZT78u6df8ZfbKn8Zzlu65u8/8zLmxuDJeOvsVByuqFG2bQqBRMqT4rpMfiy1f8Q64uu0cEVUkDFW8l2Ma/vJR6XuT+DVIpa+sqFFY1fIXR5smq2pNqFzVaHb2RXEVg6blx2DYc9ZitdblEhUrv50dG+WvS2ls5tCKlRFo9Iaw0r7bN3/705cmsUDlK8VsM9t1B0AnP4q/yLfyMJKXLwUavk8sesNsxUvO3ApsR5dtiivzsy76HNx0jy5/zu901Qk0CpZfeiu2TS7QitfjeorvWnu1vOWLjWeLqt3OJfKKBKGqN8NNg60Vl14M/qr5yooaBVUt1U5sGkddqKaqeRnZF/kqhhu39E56uVrrlW8rrny9n900LZo5tGJlBBq9ozZWT/6KhEig8qW24VPGzb7VzwJpyGeHh+WXBVq80bYYxjkxlSq9Zje79G7fmZ6tS37OMu8yDXxhxsi785XN57WyYFSlqm0TCDRKBuSH8PZYMN6Q4cbzRdVt54iwIjVbMyD45yYsfS87PK77yooaOaKr8K525U3jqAtVVTUsI/siMcB3klcxEKhcrXW5RMXKl1953NzMoQ0rJNC8SxWuspj9pbVnXvnomhRosEDcssyFyok5LZUVURao+OJgXmayPZsLGn04I6606zLFWb12g4QyHlxovgofB6MqVW2bXKBxMqTYB4pq7v4INl48IqqxB0cVqdmaAeI7p6Fpmr6yokbZikiBVmwaR12ooqpRGeEXiZ+h9DqRitWq+DnkelYLtM3mhzpWSKA1e6DuFY5VgcsSAAATFklEQVTlc6CN/zQf/OrlSTB2ve8eaLQnXLsHaouuEGjUzvcCn0fr63dqagUqglGVqrZNINC6HeCihlEuW4V847XfA40rcoQ90PXyxH57oFWbxlEXKlc1LiP8InF6pkKgpdWq+DnYA50/KyPQ2nOgWQtK/wVvPAcqW9bBB8UZMinQ9udAg33I2nOgdtZfVQg0lOJ2WTlZ0c0CFcHKKoXbJjyEr9kBjgVadUrRbbzKc6CVPTiuSM3WjPI150DXyxNLAm06B1r64nDTOOpC5arGZYRfJI4uSgKtPAda+jkq19M2hPbNHJpZGYFWXoUPG/lesVNUeXmydNQYXDupeBljUH5+wTobxBlehfev8y1ab+kqvJt/YqMs0GlxJ1I4EiarU7bAtjuYrDuEF8GwSlXbJrwKH1Q+JD6EjzZktPEqr8I3CnRvIrd0x6vw6+WJJYE2XYUvuTHcNNlWrAmVqhrPDr+o1DLkG0Err8KXfo6qK+zRejY0c2jF6gjUjXf75q1gHOhNP6xz3Q6f8z3BtLJggJxfIN69NPeOPwj6bEmgQfn+IGtiR/D5eWfNuDt/4sqUlQ8ezWfIFdguzmwFAs3uhTf3ksiBJ2Z4p5/XfCunCIZVqto29n+zcaBF5UPyGt7YkBsy2nh7wTDR8nYOiSsitrTYaPGGi0rP7FT7lRU1crgZpaPzeNNkP1VNqFTVeHb2RevZr1Js3LJAxWqZb6/4OcR6huNdZzZzaMWSCzQ/r24aTcWdSG6XynLqg+ys/6lbVbdoxFcG7LXk3EjlN3gX5du+7C6RPvUfg3nuhhT/HZMzUzHDr0DggQqBFldxs8OzYD80n+fvAAoF2hCMqlSxbez//r2tWJgMSwyexmSrWnUn0slPsgIbtnM0vryoSMWWbnsn0np5ovxpRY2KVTp1K3ZtadO4aG2oXNV4tp8UV3HiHqMnBVrapkWtJ8Gz7eL1/F7eUto0c2jDCgm09l54/6drmL/dyFtWfJNwODbF3HMc3sBcFqi4F3568JYZVe57x43T8l54d3tzNGM6jTywWylQczN18DzQyIvTA3+j9ZduVq1A42BcpfK2sf/79+G98G/LEnOBPvP2ranYkNHGcwXWbeeokmFFxJMFTne4F369PDEqrVwjj50RRSs2zbRUXhQqVzWeLauYb9wKgUZVzGu9IR/rKu5z38jafJtmDi1YaoGuHo//1cyRoR2Dx//Vgxa5wvDCuXmAQJeK3ZmDPbsGj/+rBy1yhUGg8wCBLhMH/67lLlvr4PF/9aBFrjIIdB4gUICVAIHOAwQKsBIg0HmAQAEAeoJAAQB6gkABAHqCQAEAeoJAYRb5jUXhzVcV2BtbDj48k/25wJpNJvIKiatHC8rvM21PeTVbf2010Q1VB+YZ1+LOojZ1iGj9gue+b4JecRAozELe2l7Hrnic1UJrVn4LXcu7Ee9vNK9VE+XVPOIL18PF85U72Sg2BDooCBRmkd98f3NjthePaJBulN7G1KMe20/92ew3o7Tm+ATqn1tlbpc/SpEIdL4gUJhF+HjPmZ1sbAJ9fOHUjWOs8vEJNH/AyKx3BzaDQOcLAoVZxA+Yn4qHK5kHOT1tH/GTHky6x/atT6ue83PRvA3JfQgWcsVaRbhnALlvcw8W8o9QOntjY3Ly59FEWbNp/B1ZPfyyP/UyqnjK0F74tpSwXlEdax7k5VfTP8zqVv61FVXNyLNik5gHdUZPairqup1tzLzIcMnypi42WPiTZQtnryzeFfV0QfHLwCwQKMxCCrTq8Z7+xGcs0PhJk0/bD099Ei9kcTfJbPun/BaPXPUP8XzWPe8ynChr5ovJvqMQ6LPF40sr38K3nbo7u0cnrFdUx6pHyZ6dZvJ6f5JFc4GWq+opsvEmMY87nohnhcZ7hPdrNmZ5U+cbrPjJgoWjd4YE022w9MvADBAozEK8ocM9wvzgff+A+e/cMidHzS6kvIgUBsPnoUcLWWz88QUrhG37FH/ziryDD+yEvUn2MuJgoqyZJX7mun9Y9im/szetPEr1rxbJXiWc1yuqY7Qi7mUDNwp57U3WzIXyG8Ez7yuqmm3AIBtXd+3V6cF29DaCyVr2hFZZZLhkeVPvhRf7sncH5Av7jWCfDyunl38ZmAEChVmEr3kXL9GJzs9JgVa9kWc7fBFk8A12r+3pdHrwCqlCUNHL2ILLzmJ8QPAduUCztw7lr3OK8eq2qfhdqtGKBSviP2zn8vLHxPFbXUtVnfoSgmxY3YpXO7kXBTzzsy+jOvivLJYsb+q98P1Y5e3p/jEJX901zd5vfLTTrSsJAoVZxJqSrzc9+VGWEwKV73tcdxl7oFssZDm4Znv5KxsXra3tm3fdN4f7h+HEqpqF35Er02Xdblf5cRr2iwN95fUSf1e/0LUQ5Dd/+9OXJrlAq6pakGeD6la+XPTgpnvXynO3ZJHhipY3dfSSP7djGW/Pdb9O0XS/Byp+GZgBAoVZBG/omMqXjdsTgid/5i/RRAKtf+N4uJDDnol86q8vnM18kGFfyJcdYAcTs5qJQ3j5fs3cJdvBi9mjVXPnOF2R8crkf0crUt7nLt4pVQi0XFVPmJ39evvp9AszmD5/qVZWZLwx5aauEGi4sD/ZKQst/ZzQBgQKs4g1lWvI/WGuBqecuVUh0DAYvW0nWMixN7n4+MKpf7i2bneKgndZ5e8wFxOralYp0OwVbfaKUsURfIbdgwvrVfwdrYh4VbY7/zhZe+aVj4pD+KqqZhUOshWvyq4aBfXggt2YzQINN3VUiKtzuLDdxLulepZ+TmgDAoVZSIGuRQNkpge/enkyyc/GtdkDDRfKvuJs+n/TbXe9PD4Vlwu0fH6uvUBTPd8qH8EHBvG5sF7Z3817oO7dxNE50NpTiXG2cQ80KMPsUcZFztoDLQk0qo8bLXFR1LP0c0IbECjMItZUfL7NT/vA/D3jHKh836NbKCv01I00vede/BwPN4rG3TTVrEmg0+21/3CtdASfzw5fABrV64PwtGflOdDMQqmMg0P46mcXx9lIoPIcaFBG6WtLApXnQIVARX3SrfZ3do83mh7sWodbAJpBoDALoanwim926GkjM67Cl45Xw3LdDZX3/+S7/hKxmxP5IJpYWbMmgZrBkaXD43yf1D5RJKyXWLHyVfjS3t/eJFz9UlUtcTasbvkqfPEea/+1QZFSoPIqvBCoqE96DP/TbCWK6SZY9ctAIwgUZiG6kxtz+M1bfhyouWH7wbW8K+/50fBn42DY56OFPG7sohn76AYU2UQ4olNMrKxZLFAzKzwkLh+XBjtdu24vL69XVMdoRdw40Jv5GEx3WJ7utE2K1a+oqiXOhtW9b0aIHbwvxoG+6l5Rb742KrIk0KiGZYGK+uxm53zD6X5XtfTLQCMIFGYh90eq7kQ6+UnRlVOHVN2JFNkiXyj/Dn/s63eJfMI8G664EBRMzJfKETtmrh6FS9Ki3d7f/XD8/npQ0sWoXlEdq+5Eyne09/z3f1B8bVTV8PRAlI3OarhSgzuRigv27mvDIksCFXciSYGKTZdW0v/LEUyP7kRqfgAUFCBQmEXpgC66F97cTO3u7XZd+bcbuUDje+EDWwQLefxTObMbtf092vZRmIUPgolZzWoF6uoR3Vvu1qLwWXgK0B08h/WK6th4L7z/7HY+f+uejhdUNRRolI1PC984Hd8Lb8aBmss5J7LbkYIiywKN74UvCTTedMGZgmK6vxe+9MtAIwgUVoN80Pvjf7Xgu20W/oWwOBAorAT5XTfT3UU/tm3hXwiLA4HCSpA/9PPg3y14f3DhXwgLBIHCCrA9mdSMbQc4CggUVoAPzNPiAI4dBAoA0BMECgDQEwQKANATBAojZju4PfPgwzP5/85e0D1I+alPZL7+5ZTlhznNWLDuefS92V47nd9cn98F4G9BcFXwNxU8nb8L5MA8TzS6+SC7N+nEs/ljPw9+9d1/+clUlgZtQKAwYkIl1b62o4LHF9b9/8q8YoGm1bW3zFvy55Tc38ilGjydz18zy2/VCu7N9ALN7oe3ZeUPLglKgzYgUBgxfQVqHj7q/neOAm2sbQ9MdbNnNBWP8nTPsYqr8MVbzo7+4SDmBtJiLTOBnsifTrV9YiN/8lNRGrQBgcKI6SvQXfci+vR/RyTQXfew/vi5qo8vnLpR/B08XcpZMn+5cfi+PDfr5Ev5Y+z/tHiifVEatAGBwuJ4YJ6O8bQfkVnzpJG9ydkbG5OTPw8f2pE99MKGw4dzpAvef8m+ds293+df+Bezp7JLp6/5x4IU35otu+3eannqH1w+E01agejhG/7ZHK5CaZk3T/syKyr8V6UF3SG8eUbdyY+z93f62hbEKxlsEbsCP7BPJznhTmFuuwf0uWfqZapMv128ZMXiTpEWj5sK3J0J9NQH2VOY1/4qWzAsDdqAQGFhZGfk3Ivcap51Z558PHEPuLecDZb0T9ALBfrshnsUkxToKxvZN4Xf6pfNT4G6pTJrGuu4P+9HT4dzFdqefC8vp6LCf19a0ErTfcPad51As9rmmyRcyXiLuBU4u20nFZV2T1Iq9obt6/j8p9B9vmoVMswF+nf+GN68zc/nwtKgDQgUFkXa97+TquPmhn8u8XNfmt0z8bRl/2jl7MHFN6wC0gPXM/ZBxNIHqV5OfRw9eHnPCy6fHn2r5/7Gxex/s7yZkL80Lvq+rELhd1VUuLygf1b82tv20Z5n4xKyihQrKbZIWpB58vLaq9nzjV2l7b8BxQMGwxc/RwK1M8xDmfML8hm5QP/BveMkFXO2YFQatAGBwqIQ72Orft+HP0bNA9vhoWjFde1T+RF1LFD/nmL5Ojb/5fkp0Gipvez1btH3ZRUKyqyqcHnB4G1F7up5WNtoK0Qr6beIifqL7v4p/3490ll/GTwT+mz4qqVQoPbxnvahzM/8LJRoLtBbu/79KRezBaPSoA0IFBZFKpOTHxV/17xxrngNfPC0Y9+lS4923g5eUBQL1BboX1ORf2tenns1UPHSD2eQ7fzNFuH3ZXtkQZlVFS4vuGvfsxQsHNY23go1W8S7zE5x1Z26wUpFAW48a1A1jz9LenDTPdc+OO9aCNS/AS9/V3NcGrQBgcLCsCf8Tv7M6abunce5j4L3ZF7LxzeKY/i618j583j+Fej5t3qKUaD5VfvMnZlzg+8rBFqUWSvQcEEj0L1wl7T0ZtL44nh5i4QCddWdTqMzm/fdaUw/pUKghi/MYPpiTiFQ/xaP/K3KcWnQBgQKi+PGaSuXM7eKvl4h0P+/vbNZbSMGAvC6ITjXQK4B057qtwjk2N5d00JfwTTQQ/0GJu2lGD9uVxpJM5J2w1q4Pizfd1jwUv2sIV+1mhl5me4HTIJ4g0DNqIFDtzbXII1l/E13tyDLBRpfrccEmiacN5wi0NJr+o3IpqwK9JAWq2YdvkvjrYvu8p3M348DUfi9H2UX/+soe4MpIFC4JsevKx90fmsFGnw0sDirmCRQHTUgR8TLNQ3nwuzr6EE73lkCtQ1FoDFB6twVaCnQnVl2DpQe6UZEHHxpuzc+NQLtp+5f2+VW0RtMAYHClTluJetodA/U//UObg9WjAs0ZD9pYuTWlJHrFqjqcfHpSSzi38TNeCpQ7XNEoHnDgT3QQqBv7YEWAk1boFagqQpA0rOMQHsZrm33rovXVXhRTwLtG3y/W6pTs95gCggUrkXUWYiwmJizfJAUR33p1YhL/EXNKsNmXKC3+3A/G9Xz9/EhXdNwLpszreKy8VSgqc+hCdcNTRReCogqgRYPmUXhC4GG6eZPklI25QwQI9AvErhPWx4b/03oejYGphbv47K76g2mgEDhWoTKbElrlKzHP8+d5BJ1Pt3RClRSJF/u5A/ct7QZlEIdzJHrpu9qn/JAdVSP3QI1OZRdiNtIOqeOpwL1fXZyr5pw3TDmgX7WPNBSoPYhs2+kEqhugapAs9LNW91YPv5cxdSqbvHR/8iy++y+ib2bi0mN6rq47K56gykgULgasSbIHw1k624kev3umxVoDGnYsqXu/lSVcso/FSW799SsauihGNW3TUfZxTnJG71J58zGU4F+SPcGJlw3HKhEsrOVXNT6IUMlUiHQTZEjnzpKX+06O41JdCt5oF2qqdJA3CEmmqYigLI3mAIChevhC8VvpELdVn6fjs+uYPyQCXSgFt7XhI8J1FWN9zbw194//SowNDajurbZFmhslVZdWS28H88Ekfo+wzlx9YTrhrYWvtoDjU8xXgt/sgL9pVugSaDFDuryZM4DTUd9vrjw2U0oR3rtPyzuzW5IeFkv92+PulyHt0GgMEMa6rmrKqeLQoH5TEGgMEPO91UqIrosIYRFeeRcQaAwQ84X6H86BrN/q17uT8cNUZmZgkBhhpwr0E04Mu7y/AhBHBag8wSBwgw5V6DbGBy6PC6KswixMpgdCBQAoBEECgDQCAIFAGgEgQIANIJAAQAaQaAAAI0gUACARhAoAEAjCBQAoBEECgDQCAIFAGgEgQIANIJAAQAaQaAAAI0gUACARv4BHzIzPBCgV4wAAAAASUVORK5CYII=" width="672" /></p>
<p>Code for the above graph:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, remote) %>%
summarize_tools() %>%
generate_barplot(., "Data Scientist", 'Tools and languages', n_ads, 3)</code></pre>
</div>
<div id="other-skills-2" class="section level4">
<h4>Other skills</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, remote) %>%
summarize_other_skills() %>%
generate_barplot(., "Data Scientist", 'Other skills', n_ads, 3)</code></pre>
</div>
<div id="degrees-2" class="section level4">
<h4>Degrees</h4>
<p><img src="data:image/png;base64,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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, remote) %>%
summarize_degrees() %>%
generate_barplot(., "Data Scientist", 'Degrees', n_ads, 3)</code></pre>
</div>
<div id="disciplines-2" class="section level4">
<h4>Disciplines</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, remote) %>%
summarize_disciplines() %>%
generate_barplot(., "Data Scientist", 'Disciplines', n_ads, 3)</code></pre>
</div>
</div>
</div>
</div>
<div id="data-analyst-jobs" class="section level1 tabset tabset-pills">
<h1>Data Analyst jobs</h1>
<div id="all-locations-2" class="section level2">
<h2>All locations</h2>
<div id="all-locations-3" class="section level3 tabset">
<h3>All locations</h3>
<p>3340 data analyst job ads were included in this analysis.</p>
<div id="tools-languages-3" class="section level4">
<h4>Tools / languages</h4>
<p><img 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" width="672" /></p>
<p>Code for the above graph:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter) %>%
summarize_tools() %>%
generate_barplot(., "Data Analyst", 'Tools and languages', n_ads, 1)</code></pre>
</div>
<div id="other-skills-3" class="section level4">
<h4>Other skills</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter) %>%
summarize_other_skills() %>%
generate_barplot(., "Data Analyst", 'Other skills', n_ads, 1)</code></pre>
</div>
<div id="degrees-3" class="section level4">
<h4>Degrees</h4>
<p><img src="data:image/png;base64,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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter) %>%
summarize_degrees() %>%
generate_barplot(., "Data Analyst", 'Degrees', n_ads, 1)</code></pre>
</div>
<div id="disciplines-3" class="section level4">
<h4>Disciplines</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter) %>%
summarize_disciplines() %>%
generate_barplot(., "Data Analyst", 'Disciplines', n_ads, 1)</code></pre>
</div>
</div>
</div>
<div id="toronto-2" class="section level2">
<h2>Toronto</h2>
<div id="toronto-3" class="section level3 tabset">
<h3>Toronto</h3>
<p>309 data analyst job ads were included in this analysis.</p>
<div id="tools-languages-4" class="section level4">
<h4>Tools / languages</h4>
<p><img 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" width="672" /></p>
<p>Code for the above graph:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_tools() %>%
generate_barplot(., "Data Analyst", 'Tools and languages', n_ads, 2)</code></pre>
</div>
<div id="other-skills-4" class="section level4">
<h4>Other skills</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_other_skills() %>%
generate_barplot(., "Data Analyst", 'Other skills', n_ads, 2)</code></pre>
</div>
<div id="degrees-4" class="section level4">
<h4>Degrees</h4>
<p><img src="data:image/png;base64,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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_degrees() %>%
generate_barplot(., "Data Analyst", 'Degrees', n_ads, 2)</code></pre>
</div>
<div id="disciplines-4" class="section level4">
<h4>Disciplines</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == ds_filter, location_abbr == "TO") %>%
summarize_disciplines() %>%
generate_barplot(., "Data Analyst", 'Disciplines', n_ads, 2)</code></pre>
</div>
</div>
</div>
<div id="remote-option-2" class="section level2">
<h2>Remote option</h2>
<div id="all-locations-4" class="section level3 tabset">
<h3>All locations</h3>
<p>113 data analyst job ads were included in this analysis.</p>
<div id="tools-languages-5" class="section level4">
<h4>Tools / languages</h4>
<p><img 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" width="672" /></p>
<p>Code for the above graph:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter, remote) %>%
summarize_tools() %>%
generate_barplot(., "Data Analyst", 'Tools and languages', n_ads, 1)</code></pre>
</div>
<div id="other-skills-5" class="section level4">
<h4>Other skills</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter, remote) %>%
summarize_other_skills() %>%
generate_barplot(., "Data Analyst", 'Other skills', n_ads, 1)</code></pre>
</div>
<div id="degrees-5" class="section level4">
<h4>Degrees</h4>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAABtlBMVEUAAAAAADoAAGYAOjoAOmYAOpAAZpAAZrY6AAA6ADo6AGY6OgA6Ojo6OmY6OpA6ZmY6ZpA6ZrY6kJA6kLY6kNtNTU1NTW5NTY5Nbm5Nbo5NbqtNjshmAABmADpmOgBmOjpmZgBmZjpmZmZmZpBmkJBmkLZmkNtmtrZmtttmtv9uTU1uTY5ubk1ubm5ubo5ujo5ujqtujshuq6tuq8huq+SOTU2Obk2Obm6Ojm6Oq6uOq8iOq+SOyOSOyP+QOgCQOjqQZgCQZjqQZmaQkDqQkGaQkLaQtraQttuQ27aQ29uQ2/+rbk2rbm6rjm6rq46rq8iryOSr5Mir5P+2ZgC2Zjq2kDq2kGa2kJC2tma2tpC2ttu225C229u22/+2/7a2///Ijk3Ijm7Iq27Iq47Iq6vIyKvI5KvI5OTI5P/I/8jI///bkDrbkGbbtmbbtpDbtrbb25Db27bb29vb2//b/7bb/9vb///kq27kq47kyI7kyKvkyMjk5Kvk5Mjk5P/k/+Tk///r6+vwOyD+skz/tmb/yI7/25D/27b/29v/5Kv/5Mj/5OT/7aD//7b//8j//9v//+T///9Wqo29AAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO29j5scx3mg1wssvOsDEQLSLiSRONJSKAWLnGUpR9JnRcIZFzG0yeiiaADKiQkTUi4xo9FCZigtQl58oezBAqQMDuY/TndVdXX96Jmuqa2dnfn2fR8+4Ez319VV3269W91d3V3NAAAgi+qsKwAAsKkgUACATBAoAEAmCBQAIBMECgCQCQIFAMgEgQIAZIJAAQAyQaAAAJkgUACATBAoAEAmCBQAIBMECgCQCQIFAMgEgQIAZLLOAj3erSwvvPj22VXk2Y1q652BmFFVXTpqanwwO72a1zu58MGS26RUvmc/XWO8oubsfno7jF1mX3upkU1gUy13g+xdj+s2Llz09L3LVbV19f1u7U7OfkAymyLQmq2bZ1WREwl0sOYPX031W12PZNu4G6UL1NRlLQVq7NZUy21Q7q7rckKB+osO2x/i1SO7p2WTD9LZIIFW1bUzqshJBbqo5nWvTPbbpCkqGjYNsIRAbV3WUaB1dQ7M/70kZO66+WMUpNJfNOl+eu3CyfJjeRDOmgu0/dWdfnSnyhh9rZBQoKk1X9Jvl5e2xRI7sKFzBLqwaqcs0HoP+gBa/3Hac1dk7PrJjehvkb+osen22/Vx/F1nb6Ol/3yBcDZEoLP40G3NGDedr+l1gUBnAzVfwm9NqYfVsificgTqNSaF0xfouG2FFmjXpKxd68Nzz4bBorH9PO5OPNf7XuO/4XAGbI5AVc9Z37P4k6Zy7THwEjVfwm91T95b/pJQjkC9xqRw6gKtq2YyWCfz4q5juoxdP2kOCi57Ag0XOaW6CRwtfxEPRLNBAm0Esr5DUD04MR1siZqn+00LLf2i9dI76EK9xiTW7XQFOrblm3G43Wj5Xasx7N7EFWi0qF7QNt5N4GStTyPB6tkkgTbHlO2v75M7zXHx1ft25fTwhXrBtSPbIZsuN727W21dead3g3jJkzv1EKS62M1bcXasutCo6apqs4vfDs+F1TEH7pXiuTV/2GxfF/CxaWLlHJF660J09564M5n6K+SXoivvaXRklOM32KmL1xivGXbfH73qZk9b7KNXvWk/LlHLpg9f9X9eC/Kv9uyo7dLRqPuLFAtUTVZwCP8M1CVs35+FAg0X9ba63hlDUHDYJIE2XUUfx03v2svbJuDJK23vdwU6auUUbxAt6RY0fcnDFWgbFY7qprebJRNdwfk1b+tZF+BerlelBetCdMM8X/RVKCzFVN4Z6BkjhA126uI1xsuD0UdTCzd7qlZjs+hqJKG4ZfHPa0H+vZGfyq1zwTxDoH98czYLBBovcvPe5WGcPdIGkWySQO2J/a77tr/bXZ+58CedQF9QS+pN4g3iJaP5Xc4R6As2ZtH12Lk1d/t2U6Qr0HBdQFuJsbPrngpFpZjtnCpNdJPDBgej4R6sQN2d2J/It+amJm5ZN8/L/rwW5L8bM9vcNpOMtFKXF6jNQljPPoF+9IpXwGSdz8PD6tk0garf5Waoc+1jd4pJ0/uasdBhN8dFjYe+ejR7+nHfBtGSpks3C2ZP71XhiS5HoPX46r4ZPy0YicyteXPoebNeM32vvZ+mO7aO182CItrTA841jahCUSlmB90lIWOcngYPnS61Ah2Z3TZ2UZvqv0eX2poEtY/qpMKbnT98pUrIv3cUbXJrb8rKPf2aIlDteXdEPX8qLJxLNkqg5vyfM79m0g2e9N0+T264ijT9MN4gXjLuhhbjcJThCnTPlrjgakJazdsxqZZWzzoX64nmQzcvMaxQXIozct1rKzenwakC7e6mnBqPKSPueIu8zYI6dT8vteHebHH+vXyaz02hO15iliRFoHoy/RXnjMIyUxPgHLCJAnU7mD62c5ZMHIG2v+oLN+iWbM8bWjgCbdUwWngoN6/mTg9tL4u4U4fCdUGRZt8TrxZBheJS2h3YOpm29zQ4VaAjbydN9hqLOVetfaPFdXKy18p4Uf69H1fbjokZc5+qQC9+69XKHxAvPQsCRLOJAnVOiOmrC24fsmND51xhtEHPEjXYePF/7L3+7Qh0/igppeZ+mWpJn7T6jhO7fTuCWlghU0q7g3bs1Carp8GJAg2vY+34w+JFjtElhAXs9VenY+yUaHPrDH5PS6ANU/+UwhiBgsNGCVSfSXSv/1TqyDGco9MK1Bgl3iBe0i268lbUhxyB7nVVWUagY0+g0//7f/0Pu1W/QN11fhVcTOlzK+SU4t5eZE42qsJ7GpwoUC9sYq/SWYvNyU1XJ6+AsXsWtT//npJtbs1B/GkLNPjhLf7Bw3ljowQ6ii6pa5l4I7ZhgV46ipd4UdvBA+hOLtDuoPcjNdlREQk0XOcw8SvcXXeKKxSU4p5kbepgh1Bxg08kUG9RmBu/Tt7Pq52htCD//QI1B/GnfBV+FpyTQKDgskkCNbMpT0mg5nY+zdyr8HkCtfNAuwmRsUDjdX4BHnbqVVihqBT3Mr+a4tmpLmxwIYFGuQnr1CvQBfmfI1B9EH/6AvV2j0DBZZMEah4P1Ntjhg7h/Q3mHvY9/fmrwbMq3PKzBdo+2Mh07RdefO1/+214DrRnnVeAUyV7TBlXKC6lS45SVVA1r8E5Ah3Hx9FhbqI69R3C91SnY45A1UE8AoUzZJME6kym9Ecobh+ylzOc3/T4qsaia6nTaCLiiQXqTGBVEyJnPReRetZ5BQSPd2qnvwYVikvpbKWO4XsugtgGn9JFpKhOfReReqrjldAnUHUQf/NUzoG6a8O/DlxEAssGCdQ+08i1if59njONyblCHW/gL1nYp08qUFtzp4BJeAjfs86tgFujprKq/LhCcSmOFetj+L9uj7X7Gpw6jcnJnjONyblZ3S8lrlNQQM8dqr6k3LOqXm6bKfrLPyK1LXOBQN1GeA1iGhO4bI5Au6dqOm/FMb/b3cTsZzd6BNq/gb/E6dPecMoUehKB2po7BR+HV+H71lkmwUFt+z2qUE8pjhXrzb5ip5j2NPiEE+m7a1PRCeCgTn4B7TzQufnvm0hva9RQXqBOK5z77plIDwEbItCnv7njdJSm022/b24NbId26lbO7tbAcK58zwbekqZPb7/d7C64+3l2MoF6NW/vaVQ3kHazifbmrLOE0/bb23B6R6BBKY4V9aUoR2ZBg2Nz+QzdymlvzvSF1tMyrwB7K+e8/PfdymmYnJJAVcHNbIDpofc4bG7lBI81F6hP27nda9Lx0y16BBpvEC8ZRyVYcgTaW3N/uR15KgX0rHP2HzvJ3FIQVCguxR1Wjt2S4wbbuswh9WEigYTnt7r5+k3n1tt5JcQPE3HXnM480LtOdW66IVxDgo4NEqgzO3BqJ7y0Tz6zM2Wu/mWPQHs2iJf82u4ufIvmSQXa1dxaYuu/aU/6TVpj9KzrtgqGPeZMb0+FolJcgfqPxo8bbOvSTzf8emYnJvU8zi7avqdlrUG3DuxVmfn597wVCFS5/FQm0o/7qjPK2xlIZVME+sJ/7T9m9yP1gN4rjlObByo3C9pf8UBx0QbxkqfvqWfDXXk7nMpyIoH6NddPcW52YUs4bOaYf7V/nW7a7Whn5hRdX4XCUlyBBlN+4gbbuvTiHr8+bOYbXfQfqKyekXw1ephnf8uapy83z+noLmvPzb+353CGQ3tP/LIMT2NS74X3q8MRPPiss0CzOMHLJeRzwv5/hvoYr8dPlVd6gI8MgfqPW+cy6TxOeAbPeVHQqnl2Yx3OPfJGDwiQIVDnJOF4zt0kcPI5OGco0Nl4Hf4u8lpjCJAhUDXnpDnV+NGdRRdBzjnNW4dO8sdl+pdn+Meplv/ZD0FH/HEGHxkC9V6ow+94H+a6VvaJRLP92f1xqitw1mdBJ+swCoa1QohAu0lJ9rWb4KGnbub7T89wmv/Q+NMnesvyqqkHwRzcgI8QgdqXir/WM4kGZvr4/WI0vzIddUPOmf5xOnN/nbnBYf0QI1AAgFWDQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJusr0N+nL/19f+zpBc9ZelrBtK9w8IrbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCFhfgf4TAJwZCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINIn1Feg/A8CZgUCTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTKCPQx1//s//5M/P5+X/6d//trxbEPv/fv59U5ln/AgGcZxBoEoUEur+//6Pu89cWCfTx/stJZZ71LxDAeQaBJlFKoF+/1WrxwddvIVCADQeBJlFKoN9401jzyzf+uzcQKMCGg0CTKCXQl35pjuEfX/9fjEA//fP6wP7rP1DnRr9oPv/pD2ez5+/WH5RCv/jJrf39736oN3/9k1v73/iZV+ZZ/wIBnGcQaBLFBPr/mmP4B1/7v7RAf7GvaRZ/fqv9bAVqFl3/kdr8z+pvL33mlXnWv0AA5xkEmkQxgf5/7yptfvnGy18qgT7ev/7T+vsn+9d/1ljz39Z2/PRW/dkcwn/5xv73P5s9/+W+jg3tOUOgAGcJAk2imEA/e6SO4et/tUAf7L/erKnd+aPaltd/5sS+rOL0gPVRE/Z4//rPojLP+hcI4DyDQJMoJ1Alxuf1OPRLexHpD//5P77ZzG+qLfqNv+9iVZxR5ue36rHn454BKAIFOEMQaBLlBKq8+fmtl2dGoF+8aU6C/qgZZ9Z8Q8+1NwLdb6mDESjAmoFAkygn0Pqg/UfNEbwRaHOR6Pp3/+Lv31VH9p/8GyXL739mBPrlG75Ae2Y2nfUvEMB5BoEmUVCgtQabI3gt0HqI+XIzqnz+rpne9Pw/NTOZXrcCdc96IlCANQOBJlFQoLU4/89bSo7KotqQ9VCzvcezueauPet41WyOQAHWCgSaREGBPn/3+r9rtOgJ9HEz6vzc3Nxprhjpq/AvfWa3RKAAawYCTaKgQJtLRY0onUP4eszZCLT+8tKHs9kX7zai1LH1yLRZ9MmtRrkIFGDNQKBJlBTo57eMG83k+IaXfuncdrT/DXN1qRl1mkXfnyFQgLUDgSZRUqD1QLOZPG+mMX365v7+139oVqkb38198f/PrW7Rd3+qN0egAGsFAk2CJ9IDQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk1ifQX6LwBwZiDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CQQKADEINAkECgAxCDQJBAoAMQg0CTWV6D9P8Depb+f88M+teA5S08rmPYVDl5x+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQMD6CvSfAODMQKBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiFlOoKPq0lHJ3j+uLnxQsrxTA4ECQAwCTQKBAkAMAk0CgQJADAJNAoECQAwCTQKBAkAMAk0CgQJATKZAn9zZraqtq/fbFQ9frb9eO7JC9NY/u1HtTd+7XFUXv300J37dQaAAEJMn0HFluKYWT2/rbxfuGCH662uBfuUV/X37g974tQeBAkBMlkBrPzaDy6d3jSFH9f+PZtO7jRM/iNfXAq22vnM0e1J7c68vfv1BoAAQkyPQ491qR38fV1vvqO975qsSYri+EehB87UeeZrtvfgNAIECQEyOQLszl7URd5zvtSmbT+H6erE5dTpSa0ZB/AaAQAEgJkOg2ordAue7UmO4vvGkHZH660cI9KSc9S8QwHkmQ6DNEXnHhQ+ai+xmvRJkuH7WBbTrd9z4TQCBAkDM2QjUi98EECgAxOQJdMddGI4ow/WMQE+Ts/4FAjjP5J0D9e5H6jkH6t+vFAiUc6AlOetfIIDzTM5V+JGanNSgXRlehQ/XBwLt4uvVCPSEnPUvEMB5JnMeqBliTtQEz555oN76UKB2nijzQE/OWf8CAZxncu9E2n67HkDeq+z38E4kd30oUHOnEncileCsf4EAzjMnvBdef52OzJ3u/0N4L7xaHwl0djeIX3sQKADEZD+N6XItwCtvtyvipzE562OBzj7iaUyFOOtfIIDzTNm3cpZ+XujagEABIKaEQEfOVfWdgdgNBYECQEwJgY7Nw5a6y/HiQKAAEFNCoLU3t27W48/D3U05pbk0CBQAYoqcA53smovu2/eHgzcSBAoAMWUuIj29qy+6y7yCNEOgANBH2avwYkGgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAELOUQP8lndPyxRmBQAEgBoEmgUABIAaBJoFAASAGgSaBQAEgBoEmgUABIAaBJoFAASAGgSaBQAEgBoEmgUABIAaBJoFAASAGgSaBQAEgBoEmgUABIAaBJoFAASAGgSaBQAEgBoEmsb4C/WcASMXvPL32+32/E+csXZlAj3cry4G/avretQU7fXbjwgdJtUsOzACBAgjA7zxCBDqpdhbsFIEu5Kx/IwE2CL/zbJZALx3NKRaBnoCz/o0E2CD8zoNAswIzQKAAAvA7zwYLdFQdHF6uqqv3Z9PbzVH9Tq3RvcPdavvHlY4bt1Y1XnxyZ7eqrtxXm+7NuohuOQIFgIX4nWejBfqCOh164YNOoC/WKrz0W63Beqk5U6q9aE6hbh3YAauOcJYjUABYiN95Nlqg1c7RrB5yWiNOKj32HClzdjZUn57dqK4dzab3KvVZrTre7V9+KiBQAAH4nWezBGovwjeeHLW23OsEuvXObNZ9a8+LKi+2B/TjJl4rVi1ylyNQAFiI33k2WqDKfEqArTL1EFV7cGTnOjXfp7e1XPU4VsWrI3hvOQIFgIX4nWezBBocwqsrQT0CVe50ZKgFau3bHqurI3hvOQIFgIX4nUeYQM1B+0RdUbIzmxovPrvhClSNO9WW3nIECgAL8TuPTIE+u3HpqDuCNwI1h+qacbWnr8F7yxEoACzE7zwyBTobbf317c6F5hD+wC/rH5oj+Jm3HIECwEL8ziNUoM2M0O7eJHMVXm+tT5TWx/A/bi9CdcsRKAAsxO88YgTarHInLlXmZiP9Tc/3vHR/ZuaNNpuZJ5K4yxEoACzE7zybJdDuaUy1L12BNqsuHXUCrQ/Mo1ObE7P5tbYwI0tnOQIFgIX4nUeIQGe/3vUEag/MFd698G/rZbVi2+BuOQIFgIX4nWeTBLoMY+cIfj1AoAAC8DuPUIHa+4vWBwQKIAC/8wgV6OHC54OeCQgUQAB+5xEp0FFVrd0AFIECSMDvPCIFeq/aupm/9SmBQAEE4HcekQJdSxAogAD8zoNAVwUCBRCA33kQ6KrIEOjnt/YV17/74cK4B/uv9y7/8o2v/SphN2f9GwmwQfidB4GuihMItOZHi+IQKMCq8DsPAl0VWQJ96bPm/3/4xf5CEyJQgFXhdx4EuipOINDZ83cXDkERKMCq8DsPAl0VJxFoq8hP/7w+mv/6D/TCT9+sP//QrP28/vI9vfyLn9RH/uqsqRHoFz+pt/qeOo36eP/1T27tf+Nn3m7O+jcSYIPw++iqBXp+KTAC/YU5Ifpys+yR/tyI9cH+n6mzpSranDi9/qNWoI+7BbVAm8hWy4az/o0E2CD8PopAV8UJBPr8F8p5j/ev/7T+9sn+9Z8pT/7bz+rPjSIf1E78cFYPLZU097//2ez5L5sVSqB14Pf+S1NEs9XjyJ4zBAqwBL8vzondci440VX4bzQH4OY4Xg9HH+lx6IPm8wNtRbXeLK///7oWaLvgQfP/x0qjAWf9GwmwQZytQJeo6PLCWWtOJNDrPzSL/vCf/+ObzaQm77LSg/ag/uV6uTFkM3ptBGoDHzeWfdwzAEWgAOn4nWfVh/DZFd14TnIIr4/OZ1+8aWeFfvmGM5Q0Q1MtUDt19Gu/agRqA9VwFIECnAy/8yDQVXGiq/BKfM2A9Pp3/+Lv31UCdWYoOQL98o1IoCbQCPTleDen9qsGIA+/8yDQVXEigZqD8Zebr8/fXTAC9Zb3jUARKMBJ8DsPAl0VJxZoq8J6kBmdA3UP4bvlfedAESjASfA7DwJdFSc+hG8F+njfudqu/ucItP5Hb6O3iK/CI1CAk+B3HgS6Kk4i0E9u1YrUh/DPf6lnz+t5oJ/e0tOYOoHW49OXPpzpSaHOPNA//MTMA0WgACfB7zwIdFWc7GlMeiK9/vhLZcFH3V1JrkDbG4/2v99/JxICBTgJfudBoKviJAL97k/VSNTc/W7mInn3wjf/Mwfr+l745p6lvnvhESjASfA7DwJdFTyRHkAAfudBoKsCgQIIwO88CHRVIFAAAfidB4GuCgQKIAC/8yDQVYFAAQTgdx4EuioQKIAA/M6zaQKd3q72ltmfyzjadPretdzClgaBAgjA7zybJtDj3erS0TI7dIgFOql2MstaHgQKIAC/82yaQEcX/mTrnWV2uBAE2nBqv2oA8vA7z4YJ9NmNS4cFpYdAG07tVw1AHn7n2RsdF/wAACAASURBVDCBTqq9ZzcufKC/PHm1qqoXbkafZ0/u1F+u3tdfHr5SVRfVCnMI/7AJvfjto+Z8as2O2mC3qq7cX6YhS4NAAQTgd54NE+ioPn4fVQfq8/FuVbUGdD/PJvrLlgob6xV7s1agd6s21Ar02N3gtECgAALwO89mCfR499JRPQpVl5Fq/X21/v/D3dqp7udGh1c/nk3vVuZLveawakatSqCTauvteutDtVYfwj+7UV2rx6P3qnZoeyogUAAB+J1nswSqFPjshrqMZP6ncD/XQfrE5qj5v/miRq1q65E+jq+Ve9AKtN0gvkpfEgQKIAC/82yUQKe31RhRO7BW4Pb7doX3WR+KNyNV+6XBCvLpb378SmUFOr1t7KvGt6cGAgUQgN95Nkqgx7v6HKc+1lZnN7ffUs5zPtvRaHO1KRiaNgJ98oo5CdoJtGo5zWN4BAogAL/zbJRAx9Z0alh5eFl9vnbkfbZX6bVAHScqgTYXjLauvPZ+dwj/7AYCBYA0/M6zSQJ1TGemb05//qq5wt59XjwCrYebO+YSVCfQglPz54NAAQTgd55NEqid9n682ylveq+7t1N9XnwOtLVlLWPnEP5U5y8ZECiAAPzOs0kCbSeA6ieKHO/qA+7m0o/7ufcq/Fh/7gQ6qfScJn0VXit4kn+bfQIIFEAAfufZIIE65zPHenB56f5s9uS2nhJvP5t5oE/vOPNAH+6205j0IXw9VDUCbZRZj0abrQ93T3UkikABBOB3ng0S6Li7cf24cV1799H2BzPvc++dSHqkqZypuHSvvQWpmZpvtr62TEuWBYECCMDvPJsjUPdU5VQNNdUd7M1N7TP/8+J74c13Pfj8tX46nr4X/u1lGrI0CBRAAH7n2RyBbjrrK9B/AYAzA4EmgUABIAaBJoFAASAGgSaBQAEgBoEmgUABIAaBJoFAASAGgSaBQAEgBoEmgUABIAaBJoFAASAGgSaBQAEgBoEmgUABIGYpgZ5fECgAxCDQJBAoAMQg0CQQKADELCXQf0rntHxxRiBQAIhBoEkgUACIQaBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiEGgSSBQAIhBoEkgUACIQaBJIFAAiFmZQCcXX3zryHye/vyb/+qD2Wxc7XWrqx03evre5aqqrry9uD5uAT08u3Hhg6R2DQciUACIWZ1AayEedJ8vLBTo8W6l2V4oNgSKQAHOkhUK9OJu68jRxd3QWJ5Ap7erS/fr/z98xR+XLgkCBYBTZYUC3X7FaOrZja9ExvIEOqkuHZnIrXeWFIoDAgWAU2WFAr10zxzDT7b+6oZzCH+4W23d9AQ6tl9GOuTJnfqY/sp9veTg8HJVXb0/swU8uVOZBfVe9uritrV1jRe7jU1ppvxuOQIFgBxWKdB/MMfwowt/5wh0pE52fssfgfpCM6dEtw5U+AvqS1fAxFk7qV6sv9nxaxPkbGwsPb3dmNxZjkABIIdVCvR3t5Wnnt3YedYJdFIPP2fT2qKOQJ/dqLa+/bH79drRbHpPSbOJPGpGrQemgFqEVz+eTe9WzdH+xNpzZrzobmxEebzbv3wBCBQAYlYp0KOxOoav/3UEqg+r60Ghe7noySvN4PDKW1qi7RG9iVeGVJuN9T9mXNv8f1I5J03VXoKND9ry3OUIFAByWKlA1SH0tB6HdgJtLxONg3mgD5VCq6tHzQZGise7tTtHOtBIcM8cj5sddJefGpq9+BubCtRbeMsRKADksFKBKlEd7+7MXIFqd03iCUsfNZPp67W18Frqb+ZCkBWovVCvSuoRqLuxqUBYKAIFgBxWKlB1CN0cx3cCPd7tBDrRQjvoNnpyQylysUDt5CglUO9UauNGd2M17lSbessRKADksFqB1n5rjuDnjEBbgTqzP/W41Z0MOjQCjQTqzSStt9DH/N5yBAoAOaxWoLWp/nZ3ZzZbfA7UntbUWzlfZ7FAw3OggUD9jZsznv+gxrzecgQKADmsVqD1IfQ3qwNXoL1X4cd2HuhIe1Kf2DRnAXyBhlfhA4H6GzcV+HF7FapbjkABIIfVCrTWlnKjI9Dj3WYYeTeaB3rzSN1i1IxP66/NrfF67mckUD0P9OkdMw80FKi3saqA/uAuR6AAkMOKBVrbrvmfI1CltOBOJDMPtL29qL3XqLo26xFocCdSKFBvY1UBI0tnOQIFgBxWLND6UL1xnivQ2eHl8F74Zh7oq7XbLra3I+nb1tXTQWOB+vfCRwJ1N/bOFXTLESgA5MAT6ZNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAEINAk0CgABCDQJNAoAAQg0CTQKAAELOUQM8vCBQAYhBoEggUAGIQaBIIFABiEGgSCBQAYhBoEggUAGIQaBIIFABiEGgSCBQAYhBoEggUAGIQaBLrK9D+H2Dv0t/P+WGfWvCcpacVTPsKB6+4fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIGB9BfpPc4lC1/t3Tnqfon1Fg9c7GRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQsL4C/ecToYpYj9856X2K9hUNXu9kQAACtcuXCKZPFQ2W3j5ByYAABGqXLxFMnyoaLL19gpIBAQjULl8imD5VNFh6+wQlAwIQqF2+RDB9qmiw9PYJSgYEIFC7fIlg+lTRYOntE5QMCECgdvkSwfSposHS2ycoGRCAQO3yJYLpU0WDpbdPUDIgAIHa5UsE06eKBktvn6BkQAACtcuXCKZPFQ2W3j5ByYAABGqXLxFMnyoaLL19gpIBAQjULl8imD5VNFh6+wQlAwIQqF2+RDB9qmiw9PYJSgYEIFC7fIlg+lTRYOntE5QMCECgdvkSwfSposHS2ycoGRCAQO3yJYLpU0WDpbdPUDIgAIHa5UsE06eKBktvn6BkQAACtcuXCKZPFQ2W3j5ByYAABGqXLxFMnyoaLL19gpIBAQjULl8imD5VNFh6+wQlAwIQqF2+RDB9qmiw9PYJSgYEIFC7fIlg+lTRYOntE5QMCECgdvkSwfSposHS2ycoGRCAQO3yJYLpU0WDpbdPUDIgAIHa5UsE06eKBktvn6BkQAACtcuXCKZPFQ2W3j5ByYCAUxfo57f2NV//wWf11wf7r9tVX75hVv3pD/5LvCECHYqlfbnBCHQoFoEmsjqB7u+/9Nkcge7vX/9htCECHYqlfbnBCHQoFoEmsgKBNt6s+fRW405foF/7lfrwjz/Z3/9RuCECHYqlfbnBCHQoFoEmsjqBzh7v177sFehs9mjffmxBoEOxtC83GIEOxSLQRFYoUOXLWqCfv7m//73PZp5An78bDUER6FAs7csNRqBDsQg0kdUL9M9utedDHYHWQ9CXgw0R6FAs7csNRqBDsQg0kZUewtefHtTu/HD2ya1mwOkKtAtrOZlAfw8AJ+G0zSCDlQn0+SfmItJLdjaTL9DwJCgCBThDTtsMMlj9NCZ1qK6O2E9ToKqI9TjqkX5UR/uKBq93MiBgdQL97k+br+YqPAKV06doX9Hg9U4GBKzwHKhinkAf75c9B6qKWI/fOel9ivYVDV7vZEDAugiUq/DL14L25QYj0KFYBJrImgj0yzeYB7p0LWhfbjACHYpFoImsiUB/ER3BI9DBWNqXG4xAh2IRaCLrINDn//jn+9d/Fm6IQIdiaV9uMAIdikWgiZytQLunMUXPEkGgg7G0LzcYgQ7FItBE1kKgf/qD8Ph9hkCHY2lfbjACHYpFoInwRHq7fIlg+lTRYOntE5QMCECgdvkSwfSposHS2ycoGRCAQO3yJYLpU0WDpbdPUDIgAIHa5UsE06eKBktvn6BkQAACtcuXCKZPFQ2W3j5ByYAABGqXLxFMnyoaLL19gpIBAQjULl8imD5VNFh6+wQlAwIQqF2+RDB9qmiw9PYJSgYEIFC7fIlg+lTRYOntE5QMCECgdvkSwfSposHS2ycoGRCAQO3yJYLpU0WDpbdPUDIgAIHa5UsE06eKBktvn6BkQAACtcuXCKZPFQ2W3j5ByYAABGqXLxFMnyoaLL19gpIBAQjULl8imD5VNFh6+wQlAwIQqF2+RDB9qmiw9PYJSgYEIFC7fIlg+lTRYOntE5QMCECgdvkSwfSposHS2ycoGRCAQO3yJYLpU0WDpbdPUDIgAIHa5UsE06eKBktvn6BkQAACtcuXCKZPFQ2W3j5ByYAABGqXLxFMnyoaLL19gpIBAQjULl8imD5VNFh6+wQlAwLWV6D/EqKWbuDvnPQ+RfuKBq93MiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgYH0FKuZ3Tnqfon1Fg9c7GRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZEIBAc4LpU0WDpbdPUDIgAIHmBNOnigZLb5+gZEAAAs0Jpk8VDZbePkHJgAAEmhNMnyoaLL19gpIBAQg0J5g+VTRYevsEJQMCEGhOMH2qaLD09glKBgQg0Jxg+lTRYOntE5QMCECgOcH0qaLB0tsnKBkQgEBzgulTRYOlt09QMiAAgeYE06eKBktvn6BkQAACzQmmTxUNlt4+QcmAAASaE0yfKhosvX2CkgEBCDQnmD5VNFh6+wQlAwIQaE4wfaposPT2CUoGBCDQnGD6VNFg6e0TlAwIQKA5wfSposHS2ycoGRCAQHOC6VNFg6W3T1AyIACB5gTTp4oGS2+foGRAAALNCaZPFQ2W3j5ByYAABJoTTJ8qGiy9fYKSAQEINCeYPlU0WHr7BCUDAhBoTjB9qmiw9PYJSgYEINCcYPpU0WDp7ROUDAhAoDnB9KmiwdLbJygZELC+AgUAWHMQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMllPgT7/ya39/e99mBL65Rv7iq/9KiH05fTybfDgDj798/39621hQyW7wUMlf/pmHfuDzxILdoKTcvL5rZc+SyrZDR4q2V+/uGQvdrDKz39Rl/X1H86SquwGLy75+bv7LSpgYclB8GCdv6h/2PuJvxlubFLByb8ZbvDCkuf0jyU64zlkLQVqfswJTmy6drJAH+z7Tly4iQ0e2sEv9OrrP0sp2QseKPmRXvuNX6UU7AWn5KSWgefEhcmwwUMle+sHSvZihwr+wvT876dU2QteXHK/E+eUHAQnJiPpN8OLHSr4k2V+M7zghSX3949lOuM5ZC0F+mD/pQ9nX7SddjGP25/6EM8f7Lehw+U7wQM7eLx/vR7p1IWp37CBkv3gxSV/fkvFvqmDBgr2g1NyUhtXl5WSbBs8VLK3fjAZL8/5ElOr6xsfzp7/UhtmoGA/OO0XpE5gQsl+8HCdncIWl+zHDhRcW7AOfv6LlIKD4AUlz+sfy3TGc8g6CvTzW2YAo/8eL+bB/utJhTaHuOYXZLh8J3hgB/Vv/o9mqrDm/wMl+8EDJZu1usihKnvBKTlphiKqS6Qk2wYPluyuT6xzz5eYx2YE9Kj5qQwV7AWn/YLUP5nXE6rsBQ+V7BU2ULK/eqDgB/aHMfwr5wcvKHle/1iqM55D1lGgj8wP8lHCr/7zd9N+sPUY6vuf2HIHyneDB3bw5Rvm2Eb9ag6U7AenVV1vk5gSHZxQcO2Av9CnNRNK7oKHSvbWD5TsxQ4U3P7lSSzYDU7L8qP91GR0wUMlm9Gers5AyV5sajLURqnJUMHzS57bP5bpjOeRdRToA/dnPsCXb7z0f9R/O787dI770Td+assbLN8NTt2BcmJqzVVwWsn68k1iwTo4oeAH+y+b60IJJXfBQyV76wdK9mIHCrZ/eWZJBbvBSVk2hwRpaW6Dh0r2xm4DJXuxAwVbC6ofykDBfvD8kuf2j2U643lkDQXq/8wHaM+Ku4OOedg/8ynlt78wiTtQv/qpNW8PjhJK/uSWNyZZXLAOTij4cT2G0kUllNwFD5bsrh8q2StroOCmiE/+zf5+3ctTCnaC07L8aJnfjEeJvxn2vObLwyW7sUMFe2UNF+yuX1xyX/9YqjOeRzZdoI/rQ4/PZn/4yX7CgVqWQBN38Cilm3jBKSU/2N+/nuIML3i4YCXwVIE6wYMlu+uHSvbKGii4LuInuue/niTQLjjp59ee4EtKsz0bOFjycz3n4vspaXZiBwt+YEeKCYJzgwdKRqAZrLdAh+dOPLK/H8OnaOJfkAXlP7bnflJ28Fj9SibWXAcnlPz8f/rTW/vX//u0gm3wcMFqRSTQOSU7wYMlu+uHSvbKGij4sXZLbRnfzL0Fe8FJP7/H5kJL0s+vDR4u+fM39QSiDxNKdmIHC67Hkbp9+1/71XDBTvBAyX39Y6nOeB5Zb4Gm/9F7nDDNImsEmrSDx7eu/yi9ZB2cVvLs0+awPDUln95yD87mFawvgiSOQN3gxCrr9al19sqaU/DjfdPjm/FUwtC2C06psr3QklJl/xLVopKtuhKG427scJXNpN+/SBohOsEDJTMCzUCKQFP+QJ5IoIt28Gh/iUPAR+Hx00DVl5GR3zPmFGxmMaYJ1AtOrXI4dllYZ6+sxVVO69NecEqV7aqUKsflzCv5wRLSf9Dn/PlV/lRdCUoUXBc8UDICzWANBZp14S/tfGniVfi+lQt20I0bEkr+RXT+aVAww9da+8uaU7AZkpjbSwZK9oMTq7xUnVOqbDu8+pB2RTtS89wqd+UkVDlelXT5ZnHJ/Zoa/mu5xFXyx76aF4xAuQq/DOso0HbKWcLUM3+a2wDdac2E8r2ZeYt28PyBuU0upWQneKBku1r9sg8U7AUPVdl34kDJXvBQyeEMxUUle7HDBdsLNynJcIJTfkG6M4IJvxk2OLnOCT/AYNC3zGS41M6iT0svLLm3fyzRGc8l6yjQZW5+eBB4bhHdzKSE8rs/xwM7eOAcNQ+W7AYPlPzArcDw/SZOcFpO7MyklGTbSaOLS/bWD5TsxSYW3F7RSk3G6ynJcGaXDyfDCR6us3NYPpgMJ3ao4EftbWfXE+4U8oIXl9zbP7gTaTHrKFB9L3Pa7bf67PsXb6bEtr8gSeU780AX7uCRu2Ko5Ef+KcqFJXvXFYYK9oLTcvJ5e3NRSrK7eaALS/bWD5TsxSYU/L0Pl0hGFzycDGfi/XAynOChkh/vp/8AvdjhgpsHH3x6S6lxqMpe8OKSe/vHMp3xPLKOAm2fppM0b8IcY34t4XFb9sAlpXwbvHgH7fPB9vWNxItLDoIHqv5Yr9aX7Ieq7AUn5aQ9D5aU7DZ4qGRv/UDJXuxQwY9vLZMMN3gwGe4JwcFkuMGJydBDwLRk6Nihgs0zvdJ+fl7wwpL7+8cynfEcspYCnX3RzIT+XtqfPPW4w++nxHZnfhLKd4IX7eCxVaKOX1hyFLy46l+4DxodqrIfnJATq4KUZHfBAyV76wdK9mOHCm6eSvnd1GR4wQMlezMXhkr2gwdK/sfmGZ+JdfZjBwpubrRqn406WGU/eEHJc/rHMp3x/LGeAgUA2AAQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQGH1TN/braoL77RfR9Wlozjo2Y1qb5WVAlgeBArlOfyveoToMKpqLnzQfUWgsJkgUChOvxA7jnerP3IDEChsKggUijMk0ElVHQyXgkBh/UGgUJxhgW69s2i9BoHC+oNAoTgIFM4LCPTc0ghKXQ7ffrtd9ORO/XXr6n31ZXq7Onj4SlVdfKddc6U/UBd0uY78duPNcaXw5OfGm/WOQ61w42LvurtVq51aAJw1CPTcUgvqq7e1zIy/jNqq6lrzrRbot9qr5WN3RRhYF/SVV/T37Q96BdrGb31ntkigXlhT7NUbbv0O271ufzADWAsQ6LnlWWOnqx/PpneraqdZUPurGfw9vavFWAu0sdyTt9WaS/dV4F5PYFPQ1neOZk9um/XhIXwdv/3+bPbRK+biUXgIb+KDMFW/a0e2fse7TSVm03umugBnDwI9tzSC0iYael7KnQAAIABJREFUKaHVgjJiGqvvjUAP2khluHpJMxwNA5uCVGC9XsUFAm03b7efI9AwrCl2z9nNuJ05OnKmkAKcKQj03FILyoio/rTjCKox2E6nO2fa0cQ3mQm05mvVFgh0bH1Zq3dvNk+gYVhcv5RLTwCrBIGeW7SWFI3BtAy773Y86RqzIQrsChr3CrQbMZrIfoGGYUH9Go1vXX3/pK0GKAkCPbc404Qadz27UTnULutE6QsxCuwK6hVoJ+L2Y69Ao7CgfrPZXbXDi9/+uGgaAE4AAj231IJq7wcan7JA/RHrXIFGA1u3fvX/Hr5qrsIzkQnWBAR6bolHoP7F7QUC9QNXNQJt+Og/XG4UmnAnKMAKQKDnFk9Q6hyoP/nIFajxl1oUBQ4I9ATnQPe8gLZe96qgAgBnBQI9t3QXz7WqRlZrWpGdQO1V+OPd5kMYOCTQsR0xTqqFV+H9sKB+ziE+85hgXUCg55ZunqWdB2qEpYXZGcuqbNTOA/UChwR6gnmgB0797DSmaAgMcFYg0HOLuhj01aPZkzvdDUbN5Zn2ENkZ8k2iO5HcwEigjeqmzrVy5xajPV3c0J1Iez31q79v3azjntzmHCisCwj03FIL6cVd7751e4t7e9+RvVg07154FRgJdNKsci80+Te5zxNofC/8V264uz3ebXfLU5pgTUCg55bGe83orjJPP5o1jztqrnGbxx25Ao2fxuQERgKdHdbBO+5Rtn7M0jUzKp0nUD+sexpTO3t++t4LzUTQa0wEhXUBgZ5b1ud5m0PPDwVYVxDouQWBApwUBHpuWRuBeucKADYJBHpuWRuBmmc0AWweCPTcsh4CVZOVeE4dbCgI9NyyHgJt5iZt3x+OA1hHECgAQCYIFAAgEwQKAJAJAgUAyASBAgBkgkABADJBoAAAmSBQAIBMECgAQCYIFAAgEwQKAJAJAgUAyASBAgBkgkABADJBoAAAmSBQAIBMECiU49kN/Vpjh1F1cCZVSWfivpHp17vLvnXea/M43Dha0LPv490oa4u3nb7nvFR6LtP3rjnfHr5aVVvtC6ynzeuju7dZ121oU/CkCfs2r/hLBoFCOTZeoJNaTGsv0OYh/ort3s28slvu6i30u1PUa1SqqtvrqA09TCkYHBAolGPjBTqudpYdffW02eEkAp3D9HZ1qRk8Pnxl8ctM/T8MWzfr4eVtLc1RU0D9xbxMejqqTGit5nrN9C6vmU4GgUI5BAh06ddErVygk1Zvz24sfBmf067auQd6i+b/Zn/t5rWIW4GOTNHr/0NbGxAolKOVyZM7VXuOre6LDy+3p9WaM2zVCze7cNWFx6r7Hu82nfdJc3buitpyUu0d7lbb73gLDV5BjQEu3vQ3aU75VRfVXusaHL9iT+x5ZdXBWzc70agD+Pqbu2e3IU0x31HnSS925x/jQ/g68vCy2UwL9HhXNXTOvrXQ3K3mFNYubus70nZ2iu3aWjvTerGro9qiLUDXbVxV1w71ktaz/tE/LAKBQjlMR53ok3RbTW8cVd+q2q7cnryzvVOPdPS4Z6xd0m05qV6sv9Wr3IUar6Cx/rznbmJO+amAUfXarg32yhqpz9/qEagpxm+ILmZv1J1MdNqsMc57wZ5jVAtqfx4s2Hcr0G6rOYW1tfQHrMc9ldzxBWoZGSebgprV4+23W2FOb5tm6T9mkAAChXJomdQ9+urHzZm0pjvWorh0vxluHTR9+qt1v3y4a+2jFFEfV5oRWPPxWj14uqcWTCp9QOktVHgF1Xurvxx6m0yqrWaIeBjWINzB1k3nBKCtkC0mbMi1o3rLZqMnt7tt+gTanEnVO2wW6APn+ftuBdptNaewdof1EPNjJ+dOsW5be4aRasjfo0kEmg0ChXJomYztGbWd5h/ll3GtpPic3fGu8scL9XK1qXdwOTHDPP+IU+/GKcisHmln6BXm2FYfkjo18MvSUdPbPQL192wa0kildqqOsIbpE+ilo5k9XN6rd7AXtcPddyvQbqs5hRmeNCctqytvfTzrKbZra49AVex8gdqr8SOuIqWCQKEcSibOmbS6G5qe36ypV2y/78VPbytrvrZ7oHqz37WNpHr6u1uQ3Zvdo+Hpb35ci+Zg5tfAKavV8LhHoGbPcUPMRgMC3bHljptDfmPzeftuBdptNacwmzZ13aeqrh6F6XHa2iNQ/YfB2aKteRta/3loRrN3q+AsAcwFgUI5VMe140P1zZxwU71Wna3cfssZ3IzqpaMLf3djT9lCn7drT/l1GnMWapyCvNGo9ZoepFVGoLYGXlmt+eKr8JP23IHfkHSBdiPOcXt6djZ/361AvXFqX2EuHzWT6fWfKyc9brYjgU70qdgFI9D2fPJrHMKngkChHEagxiiRQGfN9eSqOZfYbjCpDp7duPS72ztqvZngbQW6o0uJBeoU5PnLGUlVW1dee/92IFCvrHYA1ifQHVv/oCEZAn1Rn/Odv+8sgdY8uaFPsCYKdGxOTCwSqJrRcOU+50CTQaBQjoERaPP/n79aOff6HO/u1f/NRpd+622psBrrne3YFhSMQNvpODvdMbgnUCd40QjU3/OJBLpj5Dd/38sJ1ClnEp1YXiDQu3bmwCiarBS6lmlMySBQKMDxq0oISgW950CdyeLTe519prcvHdbRkwt/oy9vuBO4OxvOmdWtCgrOgXrm05e/nRp4wYvOgYbTIlVD8gTaXoWfv+/lBOqUMwnb72Xbs+B01N2f2V6N667KhcJ0L1nBQhAoFMDMFJ90Mzpn3sVrtayVqHuAOLrwJ/WWx3/8TaWBsfHSxL2K7C00e3MKGjtXWQKBTirnOrbxmVPWgqvw7Z69huQK1KZlzr6XPIQf21MZo54mdW31rOheVw/uRPIavOf8NCEBBAoFmKobq5+8Yu67aaZPPr3TTp9s5jFWeh5ocxO3O4nSTLlspjaa84RNhD+P0Vto92YL0vNAH7qb6EP4Zs5mOJPSK0tNSWouOc8TaNCQbIHqiUxz972kQJtk3VQ3bal6ecW6bXWnJIydz2oSg3svfNdgfcv8w10GoMkgUCjBxL3M03cn0rVZdwOR87CfetFO699uSxVtR1DuQrtVV5C5crwzc0WguHRPDx11DfaisvSW35or0KAh8wRqr+IczBGoUeS8fS97EclOMdD3NLnFum093q26u+ZtHZtinoRPY7INNndwcQkpGQQKRThuHiTZXl73byFXd32b5bvtHeoGM8vcnnTT93U3txE5h6DOQndJW5B7L7zZxCxqT17WNbh4s6esw8vevfCRQIOGzHIFamZzztn30lfhp+ZO/4+jJnlt/fVuW8tJ5QnUNKv7MXQNbqY3XLQPK4BBECgI5zw9Wug8tXU9QKAgnPMklfPU1vUAgYJwzpNUzlNb1wMECsI5T1I5T21dDxAoCOc8SeU8tXU9QKAAAJkgUACATBAoAEAmCFQii98U2cv0vWuz5d9KuSh+XiXmPupn4t2u2D1+Xj0ExHmYsj7N91EzfXzr6v2wlCameVZmO2PdvkW95ynBXuB8dG7Uv4sz2+5r60pftcICi9AlbVw5LHsvZsEanS8QqEQyBGreMLY+Am2fZ6GKOba3Z0ePWY4rYJW5/cFsoUD9wPlMuvtE0wSq7koaLLAIhQTKA+wyQaASyRboKiqRKND2S/ueJV2YuZWyXn+xeaDG07uxK8yjRprbOZsi5r91PQiczxIC1QPluloLfwCnIlBFxk++rxhIBYFKRIBAty6bQZwupj2mt6+Qaw/px5GqJt0jNPRbO+flIgicz9ICXfAQU6fAIiDQswWBSiToRs4jMdxHb9Sf9UMpjuxbxM0hefAwkMvtlydN/AvOsybM8y6ckK58501CrffUY0Um7QMtmkdgmEq5K0wD/na3HXPqd81Xjg3dxzPfDoeg3XM3Rvql7POUEgQGVQpy80c6Q6Y2XmRH96TTUZTILnndK9vn5dnDViQMCpPmZGsW7HxS7dXR2+/M2WVvjSAFBCoRX6DuQ9naM2Wqe9+1T+jxBeo/xe0Fe/6wPcUXPL3IDXHKjwU6Uqu+ZY6snUq5K2wDxu3TkVW5+tnDZqK4+8T0p+Gj1yb+mHTRCNRf41UpzI0nUC/SK8EfgbqJ7JJndTUvzx5dRYKgKGlOtmbBzifVi/rhdv277K0RpIBAJeIJVD8WeHrXDOGaxw8fqi5YD+qa68+HaoVzEcnbwHlEb93N6m1nD53nlY/DJxY75UcCVY/rnY4qfSisXqB7r62IXdE1wEiobUvzmHQjqMUHyM0FqPZJb7NFAg0CwyqFuekO4b1Il1agde7MS+RtIr3kTdq/Ib159vAq4j8vOUya/5P3Sp+YZ3zO3WVPjSAFBCqR4Cnpzosp7DnE7mVBWkeOQPteyTEK39/Wlr3nhbjlRwJ1X2PR7sN55qX7bg1z6V2f/TRtqXfzl+27jhZ2cP3A4StvaTd2V8ajs3x+YE+VvNx0AvUiXbp9bd8PMt/z8rt5efbwKuIG9byQZOb+5L3SJ5X//qdolz01ghQQqERcgXqvRovGbk9/8+NXKl+g4bvUVF8a60PP7ff9HRnZuCG2/FCg7ovUvFfr9rzdTTdg5F226a7MD130mT7Uz2y/agZd8wTqBcZv+w1yYwXa815gQ7evrZtx5rvkqaLm5jnCVsQJ6nsl3szJll96N/lrzi57agQpIFCJuAL1Xs7rq8e+G8ITaPg2X+8l5/XY6i2nb4UPTXfLjwXavcq3m8ZZNZWK3i/cXnpXL4tv22LPWVqDLeCjZo68Pl+5+Lp0G+hVqS83jkC9SAd7CK+Oi/1EuskzRc3Ls4dbkTnZdHD+3LilGyPO32VPjSAFBCoRX6C2S3WuUjTjpa0rr71/OxSos4HfsZuLtjXXrEJjgQY7dta1JpuoOMdB7gq/0vrF591ZvbRJQi1Pbiy+Cu8HelXqy40VqB/p0g1JvZrrD07y/BlRCwXqVWRONh2Cfc6sQHfihT0CDTeGIRCoRJJGoPrdlfE50IUjo+nPm0k19jxd7gjUGwnPHYGqonsE6mlm4vjca685Ep0r0CDQq1JfbhyBzhsAdzX04tom2OSlj0D9ipxgBLoTL2QEWgAEKpGkc6Btd6kHVAvPgYYde3qvO0MWCjT9HKgzhpx7DlSt+qsegbpSDC94OEUvFmgQ2FslNzfuIfycAbAv0L5Tijp5vedAewXqV2RONr34OedAd+KFkUA5B7o8CFQig1fh3S446QZFvVfho6NG59pJz1sonfLtBet2Eqd7Fd68x7jrydFVeL3+4m4sUOdOpMNoyk13b5JqwKKJ9F6gW6W+3LhX4Z3Ku/iH8F4iveT1XoVfKNBJFWZ6yavwO/HCSKBchV8eBCqRnnmgT+8480AfmmmdO2o2o5FE0/edeaBmA3942dw7/sTps5FAnfLNsWN1s9nCrNtrJhlqEamy7ORRuyJswKg70egItL0XvrlxJrwXvpneadYtvpUzCHSr1Jcb9W87D7SrvIut4eFumEgveRNnmmicZxe/IkGmg6T5ifNKbwU6d5c9NYIUEKhEvHeV996JpIdUikv3TH+s+1DfnUhen9WTHK2R4leXd+WrvqyvWF/4G2edvnfG7KO6NgtWmAY4HugRaHdtWu/72Jnc360zdwC5Al0Q6FWpJzfq39+qirmRbonO05hUVfvuRNr+oC1wQZ67Ir2K9GQ69U6knXhh+KMNagQpIFCJ+AKdey+8+ahHH7/etQL1b5h2+qy6BVzflq2JBRrcCz+b3mlmlZsOfHg5vBf+bV2Ou2I28zww7hVoc4u48zxQz4uzqbl9/GO9aq5A/UC/SnFu1L+/de+Ffzss0Qr0yttHsyCRXvJ0gfPy7FXSrUjwZIHLS9wLvxMv9EqLawQpIFCQwLN/nXjQmRxYftdnWiScDggUJDBOnXeTHFh+12daJJwOCBQEMP33iUO25MDyuz7TIuGUQKAAAJkgUACATBAoAEAmCBQAIBMECgCQCQIFAMgEgcIQ9v4a9x6kHtRtSdP3rrUfV1gzc8uVg65HAvFrPdOJm5m82368+4qmzaOe7c1a6XXwSH4yHY+wywKBwhDhHd7zGAdPdVppzeKXsSU+UOh4N//ZbXEzT/h+dXdz27jthWJDoGcKAoUh7D3oD3eHvXhCgyxH9FKijHqMLvxJwWcPlROoeXxTcy/8SYpEoKcLAoUh3KdcDnayTRPosxuXDgtWuZxA7cNGh16htxgEerogUBjCf876LHjGUPM8oxfU053qg0n99LqdWd9TnQ6alwLpL85GulilCP1YIL03/bgj8yShvcPdavsdb2FYs5m/j7YeZtsfGxn1vPNy4r40xK2XV8c5z7MyzTTPdDqyu+2paouNDVLSPELUe7ZSV9dRm0xbpLtlnOouYe6PrN24fXHyOKinDgx+MjAEAoUhQoH2PeXSnPj0Beo/fPIF9eXCB/5GCvWaevOYeffJo+ZZli/qh1UeRw+rjATa7qMT6IvdUzx7X0Y3qt09Movdenl17Hui6t6sldfdqg21Ao2rauhi/ZQ0D46uvKd7hqP94znJjFNtE9b9yJyNvbd7OMtVYPSTgQEQKAwRvKhCP7Z8etc8Z/2rR83J0WYIGV5EcgMbQewc2ce9dxspVPizG5V+GXzzMPvmTXHTe2rBpGrfyessDGumcPZhX8Oht9WK7DlKNW/YaN+abuvl1dFriH7m/mEnr0m11VwoP3Qe/d5T1TaBTqxf3a2bs+nIeyh/tdU+qDQs0t0yTvXEvdjXPkLfbmySoB6TGi6PfzIwAAKFIdy3nQevTPLOz4UCDV7AY0y213NS73hXjdpeaF8D327ZCsp7fZpz2TmYH+Dswwq0faWQfauRj1G3ivJfKeo1LH6r1MjKyxwT+y83jao6MyU4sW51e95wpJ+Xf+Wtj706mF12W8apnrhv5Ijzqf+YuG+wsm+zPtnp1nMJAoUhfE2Fb/ncfr+NCwQavgLSvm3O20gxva16+Wu7B8rW09umH/vjQ3dhX83cfVhl6lg97BpFR/Bqx46+bL2Cz/3vNe0E+fQ3P36lsgLtq2qHjXWq2/uOzelD/cqRq0dhkW5D41R777rTA0s/nzumTd5yMwINfjIwAAKFIZwXVczCl4erE4Lbb5lLNJ5A57+E3N1Io85EXvi7G3utD1rUe+naA2xnYVuz4BA+fM2kdcmofctd2DR9jlMX6TfGfvYaEo+5u1crdQKNq2pwY4ff8j6bfdRMprfvlmqL9JMZprpHoO7G5mRnWGj044QUECgM4WvKakh/aK4G11w76hGoG+i9gMfZSDOpDp7duPS72ztqUOS80kn5YEeXkiXQ9mVq6opSzxF8ixrBufXqPnsNCd4Yrc8/VltXXnu/O4Tvq2pbYSe2543RfbOgntxQyVwsUDfVXiG6zu7GKsXjqJ7RjxNSQKAwRCjQLW+CzGz682bqy94SI1B3o3YXe/V/s5G+Xu6firMCjc/PpQu01vNRfATvGMTEufVqPy8egeoXD3vnQOeeSvRjF45AnTLcF9XHDe0bgUYC9eqjZ0scBPWMfpyQAgKFIXxN+efbzLJ7zeeBc6Dhe8/1Rm2hlw7r6Il+/7E/3cibd7OoZosEOhtt/fXt6Ajernbfg+nV65572rP3HGhroVrGziF8/3uB/VhPoOE5UKeMaLeRQMNzoIFAg/rUWfsHNeL1ljtDazcDsBgECkMEmnKv+LaHnipk4Cp8dLzqlqtvqDz+42+aS8R6jecDb2FvzRYJtJkcGR0e2zGpeqKIW6+gYfFV+Gj0N6nc5kdVVfixbnXjq/Dd65zNbp0iQ4GGV+EDgQb1qY/hf9w2olveBPb9ZGAhCBSGCLqTnnP49I6ZB9rcsP3ktu3KEzMbfs8PdPu8t5FBz11s5j7qCUUqwp3RGSzsrZkv0GaVe0gcH5d6b59XozxbL6+OXkP0PNCHdg6mPiyvB21V1/yeqir8WP9V8E1Rd4N5oDf1m9qb3XpFRgL1ahgLNKjPuD3n6y43Q9XoJwMLQaAwRDge6bsTafuDrivXDum7E8mzhd3I7sMc+5ohkYm4NnMvBDkL7VaWYGCm69G5pC5aj/6O3fn7O05JB169vDr23YlkB9oTs/973W69qrqnB7xY76yGLtW5E6m7YK936xYZCTS4EykUaJC6upLmL4ez3LsTafEDoKADgcIQ0QGddy98czO1vrdbd+Vf71qB+vfCO7ZwNjKYp3K2N2qbe7SbaVOOD5yFbc3mClTXw7u3XLei85l7ClAfPLv18uq48F54810PPn+tn47nVNUVqBfrnxY+vOzfC9/MA9X3zX8ctT4WqH8vfCRQP3XOmYJuubkXPvrJwEIQKJwP7KT3Z/96xXfbrHyHsDoQKJwL7F03s/GqH9u28h3C6kCgcC6wD/2c/vsVjwdXvkNYIQgUzgGjqpoztx3gJCBQOAfca54WB1AcBAoAkAkCBQDIBIECAGSCQGGDGTm3Z07fu2b/Hd5QP0j5wgdh/PyXU8YPcxrYcN7z6LMZbV22N9fbuwDMLQi6Cuamghfsu0CmzfNEvZsP2nuTLr5oH/s5/fk3/9UHs7A0SAGBwgbjKmnuazt6eHZjx/wbxq+xQOvqqlvmFfY5Jce7VqrO0/nMNTN7q5Zzb6YRaHs/vCrLPrjEKQ1SQKCwweQKtHn4qP73FAW6sLYZNNVtn9HUPcpTP8fKr8JHd7QdzcNBmhtIu1a2Ar1on041urhrn/zUlQYpIFDYYHIFOtYvoq//3SCBjvXD+v3nqj67cemw++w8XUpb0r7c2H1fnl61/Yp9jP1Xuifad6VBCggUVseT5ukYL5gZmXOeNDKp9g53q+133Id2tA+9UMHuwznqDY9fUa9d0+/3+SPzYvZadvXyLfNYkG6v7bYj/VbLS7/T8a1o6gp4D98wz+bQFarLfHjZlNlT4b+KNtSH8M0z6rbvt+/vNLXt8BvpZEQ14Dvq6SQX9SnMkX5An36mXqvKeu/BS1YU+hRp97gpx92tQC/da5/CvPVX7YZuaZACAoWV0Z6R0y9ym/Osu+bJx5V+wL1iz9nSPEHPFeiLu/pRTKFAX9tt9+Tu1WxrT4HqrVprNtbRH4+9p8PpCo2qb9lyeir822hDJU29h61vaoG2tbUpcRvpZ0Q3YG+kFnWV1k9S6kbD6nV85pvrPlO1Hhlagf6DOYZv3uZn4tzSIAUECqui7vtfrdXxcNc8l/jqx83wLHjasnm0cvvg4kOlgPrA9Zp6EHHog1ovl+57D16eGMHZ5d5eDce7B+2/bXyzwL40zttfWyF3Xz0Vjjc0z4rfels92nPPL6GtSNfIICN1Qc2Tl7duts831pVWfwO6Bwy6L372BKpWNA9lthfkW6xAf6ffcVKLud3QKw1SQKCwKoL3sfW/78Mco9qAkXso2nNd+5I9ovYFat5THL6OzezcngL1tpq0r3fz9tdWyCmzr8Lxhs7bivTVc7e2Xha8RpqMNKHmort5yr9pR73qL51nQu+5r1pyBaoe76keynzlLVeiVqBHY/P+lIN2Q680SAGBwqqoZbL9fvd5zhvnutfAO087Nl06erTzyHlBkS9QVaB5TYXdqy1Pvxqoe+mHNsjIvtnC3V87InPK7KtwvOFYvWfJ2ditrZ+FORkxLlNLdHVnerJSV4Cez+pUzWDOkk4f6ufaO+ddO4GaN+DZdzX7pUEKCBRWhjrht/2W1s28dx5bHznvybxt5zcGx/DzXiNnzuOZV6DbvRq6WaD2qn3rzta5zv46gXZlzhWou2Ej0Ik7JI3eTOpfHI8z4gpUV3c2885sHuvTmGZJj0AbPmom03drOoGat3jYtyr7pUEKCBRWx+FlJZdrR11f7xHojl1ucCaIZwjU2athUh04/xpp7LTvdG8GZL5A20PreQK1FfY3TBFo6LUuI/qkbCfQiR2sOuPwsd3fQVCcfybzyY2eq/BHai/j9k9HWBqkgEBhlUx//qq66LxoBGp81DM4i0gSaLdXg35EvP7X7q65zH7QetDd31ICdTfUAm0nSC07Ag0FOnaGnT23HnUnItqd77jFOz51BFpXXR2260VBaZACAoUVM72nZx3NPQeqem/v6cGI+QI1s5+6iZH3nNvIu1OgnR63/vq2tog6Enf21wm0K3OOQP0Ne86BBgJddA40EKg9BeoK1N4FoKdnOQKtZXjgFt8UcfyqOVC3Aq03+Nvdnc6pXmmQAgKFVdHqzFxhca456y96imN30NtdcWnfqBnNsJkv0EtHZrm3V8WzG3v2X7u7ZjanHcV5++sEasvsq3C8oXMVXt9AFAk0aKR3FT4QqKmu3xI7ZVM/A8QR6F194d6e8hipTHTj2fbC1NY322F3VBqkgEBhVZg7s/W0Rj3r8emdSs8lqtR0R1egeorkw13dwdWW7gxKTXwxR/87qos6svNAu70q3FOgzhzKyly30dM5u/11AlVlVnpZVOF4w3Ye6DvdPNBQoG4jvYxEAu1OgXYC9W7dvNSdWJ5+9Go7tarauqlestx8bzJx1NTFmRpVVe2wOyoNUkCgsDLae4LUo4Hc+2701esLf+MKtL2k4d62VF2bRbdy6lCt5OY41btraC/Yq9rWPsqurZM+onemc3r76wT6Lbusp8Lxhj13Irm11XNR40aaO5ECgY6COfK2IJvaA+9pTFq3eh5oZe+p6i7ETdqJpvYmgLA0SAGBwupQN4pf1Heou3d+z6Z3mhvGJ55Ae+6Ff7v5OE+gzV3jtQ3Uv7V/6lGg2djZa7Otdwq03cqOurx74dX+nItIdZnmOXFxheMN3Xvho3OgbSvm3ws/cwX6u+4UqBVocAZ1Z+Y8D9Q+6vNhc/nsorkd6bj+snXNORtiDtbD87fTbrgOi0GgIJCM+7mju5yKwg3mQkGgIJDlfWVvIiqLuYTF7ZFSQaAgkOUFekqPwayPqneOZtMRV2WEgkBBIMsKdGQeGVeeQ3MRhwGoTBBbLKGZAAAAYklEQVQoCGRZgd5rLw6Vp7mKs2WulYE4ECgAQCYIFAAgEwQKAJAJAgUAyASBAgBkgkABADJBoAAAmSBQAIBMECgAQCYIFAAgEwQKAJAJAgUAyASBAgBkgkABADJBoAAAmfz/Up44zIlaLgQAAAAASUVORK5CYII=" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter, remote) %>%
summarize_degrees() %>%
generate_barplot(., "Data Analyst", 'Degrees', n_ads, 1)</code></pre>
</div>
<div id="disciplines-5" class="section level4">
<h4>Disciplines</h4>
<p><img 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" width="672" /></p>
<p>Code for the graph above:</p>
<pre class="r"><code>descriptions %>%
filter(position == da_filter, remote) %>%
summarize_disciplines() %>%
generate_barplot(., "Data Analyst", 'Disciplines', n_ads, 1)</code></pre>
</div>
</div>
</div>
</div>
<div id="key-results" class="section level1">
<h1>Key results</h1>
<p>This is what I see when I look at the data, approaching it from a career development / job opportunity frame.</p>
<div id="data-scientist-jobs-1" class="section level3">
<h3>Data scientist jobs</h3>
<p>A data scientist looks like someone who:</p>
<ul>
<li>Knows SQL and Python or R; preferably one of the Big Data frameworks like Hive or Spark</li>
<li>Has a BA or MA – but preferably a PhD – in Computer Science or Neuroscience</li>
<li>Knows statistics / machine learning, how to work with large datasets, and data visualization; NLP wouldn’t hurt</li>
</ul>
<p>Other observations:</p>
<ul>
<li>Statistics and machine learning are more important at more senior levels</li>
<li>Python and R are more important at more senior levels</li>
<li>Bigger Python-R gap in Toronto than in US cities</li>
</ul>
</div>
<div id="data-analyst-jobs-1" class="section level3">
<h3>Data analyst jobs</h3>
<p>A data analyst looks like someone who:</p>
<ul>
<li>Knows Excel, SQL; preferably knows Tableau and R or Python</li>
<li>Preferably knows statistics / machine learning, visualization, and how to work with large datasets</li>
<li>Has a BA – but preferably an MA – in Computer Science, Economics, or Social Science</li>
</ul>
<p>Other observations:</p>
<ul>
<li>Less technical than data scientist jobs across the board</li>
<li>Require fewer programming language tools and more of the “easier” tools like Excel</li>
<li>Less focused on statistics and more focused on data visualization than data scientist jobs</li>
<li>Entry level looks great for people coming from the Social Sciences</li>
<li>PhD isn’t needed</li>
</ul>
</div>
</div>
</div>
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