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t,i,o,a;if(r)for(i=0,o=b(this),a=yt(e);t=a[i++];)o.hasClass(t)?o.removeClass(t):o.addClass(t);else void 0!==e&&\"boolean\"!==n||((t=vt(this))&&G.set(this,\"__className__\",t),this.setAttribute&&this.setAttribute(\"class\",t||!1===e?\"\":G.get(this,\"__className__\")||\"\"))}))},hasClass:function(e){var t,n,r=0;for(t=\" \"+e+\" \";n=this[r++];)if(1===n.nodeType&&(\" \"+gt(vt(n))+\" \").indexOf(t)>-1)return!0;return!1}});var mt=/\\r/g;b.fn.extend({val:function(e){var t,n,r,i=this[0];return arguments.length?(r=h(e),this.each((function(n){var i;1===this.nodeType&&(null==(i=r?e.call(this,n,b(this).val()):e)?i=\"\":\"number\"==typeof i?i+=\"\":Array.isArray(i)&&(i=b.map(i,(function(e){return null==e?\"\":e+\"\"}))),(t=b.valHooks[this.type]||b.valHooks[this.nodeName.toLowerCase()])&&\"set\"in t&&void 0!==t.set(this,i,\"value\")||(this.value=i))}))):i?(t=b.valHooks[i.type]||b.valHooks[i.nodeName.toLowerCase()])&&\"get\"in t&&void 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o,a,s,u,l,f,p,d,y=[r||v],m=c.call(t,\"type\")?t.type:t,x=c.call(t,\"namespace\")?t.namespace.split(\".\"):[];if(a=d=s=r=r||v,3!==r.nodeType&&8!==r.nodeType&&!xt.test(m+b.event.triggered)&&(m.indexOf(\".\")>-1&&(x=m.split(\".\"),m=x.shift(),x.sort()),l=m.indexOf(\":\")<0&&\"on\"+m,(t=t[b.expando]?t:new b.Event(m,\"object\"==typeof t&&t)).isTrigger=i?2:3,t.namespace=x.join(\".\"),t.rnamespace=t.namespace?new RegExp(\"(^|\\\\.)\"+x.join(\"\\\\.(?:.*\\\\.|)\")+\"(\\\\.|$)\"):null,t.result=void 0,t.target||(t.target=r),n=null==n?[t]:b.makeArray(n,[t]),p=b.event.special[m]||{},i||!p.trigger||!1!==p.trigger.apply(r,n))){if(!i&&!p.noBubble&&!g(r)){for(u=p.delegateType||m,xt.test(u+m)||(a=a.parentNode);a;a=a.parentNode)y.push(a),s=a;s===(r.ownerDocument||v)&&y.push(s.defaultView||s.parentWindow||e)}for(o=0;(a=y[o++])&&!t.isPropagationStopped();)d=a,t.type=o>1?u:p.bindType||m,(f=(G.get(a,\"events\")||Object.create(null))[t.type]&&G.get(a,\"handle\"))&&f.apply(a,n),(f=l&&a[l])&&f.apply&&X(a)&&(t.result=f.apply(a,n),!1===t.result&&t.preventDefault());return t.type=m,i||t.isDefaultPrevented()||p._default&&!1!==p._default.apply(y.pop(),n)||!X(r)||l&&h(r[m])&&!g(r)&&((s=r[l])&&(r[l]=null),b.event.triggered=m,t.isPropagationStopped()&&d.addEventListener(m,bt),r[m](),t.isPropagationStopped()&&d.removeEventListener(m,bt),b.event.triggered=void 0,s&&(r[l]=s)),t.result}},simulate:function(e,t,n){var r=b.extend(new b.Event,n,{type:e,isSimulated:!0});b.event.trigger(r,null,t)}}),b.fn.extend({trigger:function(e,t){return this.each((function(){b.event.trigger(e,t,this)}))},triggerHandler:function(e,t){var n=this[0];if(n)return b.event.trigger(e,t,n,!0)}}),d.focusin||b.each({focus:\"focusin\",blur:\"focusout\"},(function(e,t){var n=function(e){b.event.simulate(t,e.target,b.event.fix(e))};b.event.special[t]={setup:function(){var r=this.ownerDocument||this.document||this,i=G.access(r,t);i||r.addEventListener(e,n,!0),G.access(r,t,(i||0)+1)},teardown:function(){var r=this.ownerDocument||this.document||this,i=G.access(r,t)-1;i?G.access(r,t,i):(r.removeEventListener(e,n,!0),G.remove(r,t))}}}));var wt=e.location,Tt={guid:Date.now()},Ct=/\\?/;b.parseXML=function(t){var n;if(!t||\"string\"!=typeof t)return null;try{n=(new e.DOMParser).parseFromString(t,\"text/xml\")}catch(e){n=void 0}return n&&!n.getElementsByTagName(\"parsererror\").length||b.error(\"Invalid XML: \"+t),n};var 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"## Exploratory analysis with Space Time Cube (STC)\n",
"\n",
"It is also fairly easy to visualize our trajectory in 3D using space time cube, in which the 3rd dimension is based on time. There are different libraries that can be used for plotting data in 3D, but we will use here [plotly](https://plotly.com/python/plotly-express/) library which provides a relatively easy and straightforward API to generate 3D visualizations. For plotting data in 3D Let's first modify our datetime information a bit, and only keep the time because all of our values are from the same date (5th of July, 2017): "
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dDiJtaKdg9LZrPrilpKybYKQ/+5s3vWtbhlH4gHhB6MqHPcC5hjodRN0EI13rs5g6BaMo8xr2gCIYDUuQz0MAAhCAAAQgcNYQkEhUb2zaynptKJFIok4uk4mUaxQVrqrUDu8r28JK1XVfUwmbfqUDW1SCXAcBCEAAAlEITKpg1M3h0ynYdIZeJ+kw6hSbfPB1eA7hMjQcRlFOG9dAAAIQgAAEIACBCSbgRSI5iTZqDTfTOE4iiUSFXMamSzkXZC0zUsYyLvNI3dNU0qZnDTPOPzRlN55cd7fwMUeuA1sxZ+VWgHY+Rwe2YRjzWQhAAAJnO4HjJzbtPR8Yfei1uD/uF3Jd8fcTi/ShUWQYdXMs9RKMyDA6279JrB8CEIAABCAAgV1JICmRSKKN8oYkEimw2rmTKnUnDmlIzNGf+0Br/dl6tW7VWtM5mAYRpnLZjB2aL9nxhUpX5mEByc9Hz9bnGBCAAAQgAIHdSqBfELVfVzfBSD8bpkvaa/73NfaQ+97TdUzz97r5+ElXwqbx9nd9yH7+ivu77m2dYdx0SdutJ455QwACEIAABCBw1hFoi0QbdduoxncSCZxcPBKB5OxpNjdtbaOxozspLOZMlXJOZHICU71plVrTNmpyH+0sIOmZ+2YKdnKp2nfvwvlHcjvJfVQs6LkEaPeFxwUQgAAEIDBRBCS8PPmZL7Ubj53cMi8fMO0FpXe97+Ptn1/xkMvbuUSdP//TZ17V7kymD3ih5wtfvc59/g2veHY7V0idyx7/1Ku73tcLSMo28qPz3uHP3/XOF9mrrn6a68bmRzg0OzznfvNKaoPIMEqKJPeBAAQgAAEIQGDXEdjc3LRqXYJO3SoJikS67/pGw5WaaQziFOoMs5Z4VCxkXflardF08+xWviahqVTI2sJKbeB96BSQ2g6kHALSwDD5AAQgAAEIQGCPEEAw2iMbyTIgAAEIQAACEIhGwItEEl4kFA0q6ISfopIyCTX6R0P33Kg2kw2z1o0zvcvX5D6SgDRbzrs5LK8HaxpmhAWkcjFwPEmMUvlaxtuhhnkAn4UABCAAAQhAYOIJIBhN/BYxQQhAAAIQgAAEkiAgYSUpkSifz9hcOe9a2MtFpHsrvFpJ1sPFVvdfqddrVEqmsjeVoql8zQtWCudWed0grqZ+T/UCkgQyuZ0kIunZDAhAAAIQgAAE9i4BBKO9u7esDAIQgAAEIHDWE1BwtPKI1qoNlyUUV0SRSCNRRqVactvUWmVsuv8oRKJeGxl2Ah2aK9qmCtdabqRqvWGVauA+Grb7WufzxWB+pmCnV6qORyBcZZ14xYAABCAAAQhAYG8QQDDaG/vIKiAAAQhAAAIQaBFwIlFN5WaBSDSMoCORSIHQKjlThzPlElVqg+cSjWJzjuwv26nlDScOyQnkg6y9+0jld2IjASmucObXMV3OWyGXscXVIC+pHdqdzQQd4XJBaDcd2Eax8zwDAhCAAAQgkA4BBKN0uHJXCEAAAhCAAARGSMCHQctRM2xpWGeHM+9Q0nKGFVrSRHL+oSm78eR6+xFn3EeZoGtbS8jR7yWoKey7WmvEKl+bny5Yc3PTVrrkJYVdTxKOSsWslfI5K9CBLc3t594QgAAEIACBxAkgGCWOlBtCAAIQgAAEIDAKAkmKRM6RU8zZdPlMeLXcRBJFhnEojYKDniEnzznzJTu2UOn5SO8CUrc1BVgri0guIK1d5WvrG4H7yK25zzg4V7TVirKbArfVTsMLSHquF65UxqbfE6Ddjx4/hwAEIAABCIyPAILR+NjzZAhAAAIQgAAEBiSQtEik8Gp1F5PgMurw6gGXvuPlEmDmpvN2cqka+bbhMjJXvuZcQEF4dr/ytaMHynZicSMo+RtwhIWrYj5jpWLOSoWc5bIqbSMDaUCcXA4BCEAAAhBIjQCCUWpouTEEIAABCEAAAkkQkEiksrD1BMrNuoVXr1TqQ5exJbHOYe6hcjO5hhZWgkyhQUfYBZTLBTlEPsRaLiJ1gZP7SDlOYnjugbLddKq3m2mQ529xPhWDzKhCHgFpEIZcCwEIQAACEEiDAIJRGlS5JwQgAAEIQAACQxGQMCGhQmVhEow0IlRK9XymAprlYlHJmQ+vlgiyqf8NbpIZam1pfHhuKu9uu9wlUyjO83YqX1NGlMSkW+QwSgFe8OyMcxy5DmwliUd0YIuzj3wGAhCAAAQgMAwBBKNh6PFZCEAAAhCAAAQSI1Bvblq1GnQ3qzWk4gwn5igjp1zIWbmYNVVOeZfSXhGJwuD3zxasWms6dmmMcPna/FTBCTnaIZWkqXxNIpyEvRT0o1YHtkBAUvnavulCGkvknhCAAAQgAAEIdBBAMOJIQAACEIAABCAwNgISHCQ0LK/VExGJlEU0VQxEIikNvsOZy9oJ/r8nx6H5omNYrQdurDSH75C2VmmYL19T9pHYu/K1atPtqUSkpIeed3R/Oenbcj8IQAACEIAABLoQQDDiWEAAAhCAAAQgMFICgUi0aauVmlVrzu8zlDNFXb7kJpqdCsKrK9VW5k4CpWwjBTPEw47sL9vJpQ1rxAihHvSx6sam0jffIa0zg0juo6D7mlml2nTX1eqbiZSvqTztwGxx0ClzPQQgAAEIQAACMQggGMWAxkcgAAEIQAACEBiMgEQilZytrCcrEimcWe3hnQC1HpRGDStADbay6FdL2NJcNWdl/8ihk1QZ1/mHpuzGk+vRJzPElf06pHkBybm9SnlTJzRlHgXZUfUgPLsZTySUu0nCIAMCEIAABCAAgfQJIBilz5gnQAACEIAABM5KAhKJAsPLpt2yWE1EyJF7RTk2U8WsNRrKzwncRJMqEmn1Ctwul/JuzgrxVtlYsZALhJRs1iq1hnNFxXXhSJiR6+fYQjJdy3Y6rHrWkf2lyB3Swu6jLeVrmYxbt/ZOIdpRy9e0ToluDAhAAAIQgAAE0ieAYJQ+Y54AAQhAAAIQOGsIeCfRWqXuypGyWbN9MwU7uVSNzSCfzVi5GHQ4k0hUqTWd8DLJIpHcRKVi1mZKOVdu1ylsdZZxKXdJLhyVlClE2rewjwJNItrcdH4oxlGeo2tKhaxz+MTdT61bTdCy2YwrW9O69XuVr61Xm1bdoXxNnz33wFQrBDvqjLkOAhCAAAQgAIG4BBCM4pLjcxCAAAQgAAEIOAKdIlFgKpKcYy5TSB28BhUYJCJMF3NOdMkovLrWcCKRy+iZ4PBqiSAqOZOwsq4spVYAdL/uYYGQIhFFZVyBeCQRZVUOKq1bPHtkSOt6PW9hpZb6iZwu5d0cF1eTeZZft4TFzvI1130tVL5WyGXt8P5S6mvkARCAAAQgAAEIBAQQjDgJEIAABCAAAQgMTGAnkSh8s0EEIxdenc/Y3FTe9HtXslQNypUm3U0k0cZ1ZtuUU0YlZvHL5MIiykxZAk1QgiXXke6tX8PikXhpKIg67SHxr1prOsdU0iPsuioUMlYu5Nzac62zIOFQYhwDAhCAAAQgAIHREEAwGg1nngIBCEAAAhDY9QQ2N4PuZsrbUWBz2EnUa3ESjA7MFe2WxY2ul0gY8tk2cslIHFqZ8PBqv5BebqIkHVBh8UgCihxXPvdI+T/KQ5qfzqcm4nRumjKEFtdqTrRKe4TXLtb7pguufI0BAQhAAAIQgMBoCCAYjYYzT4EABCAAAQjsSgJdRSL5fXqUR3UuUoLRofmSHe8IZJYAIEeOMmxUZqZys2FcOaOCK4Gr7SYyG+m8nVTSKl2TcORzj8R4ea3m3EeuZC/F0a9DWlqP1tqPHCi7EkcGBCAAAQhAAAKjIYBgNBrOPAUCEIAABCCwqwioc5UcLKuVujWcmSS6SBReaFgw0u9deHWrrbzKzVTa5NKOJjiXSOvxbiIFTCtPSeJWTWDGNO+weKRcHzmNxFd/Lqb6d+1hVGEvyuHsJf5F+eyw1+jZEqsYEIAABCAAAQiMjgCC0ehY8yQIQAACEIDARBMIi0RNp4XEE4nCi/RBxRJZlEGjLlgSNCY9vFpraLuJ1MY9Y7ZSqVutNnl5SucfmrKbTq270GyFR8+WCy6YWl4jl3u00XDi1rDikUoGZ6bydmqIjndxvwBydR2YLcb9OJ+DAAQgAAEIQCAGAQSjGND4CAQgAAEIQGCvEPAikcqZ6vVkxBAXXp3LuFbvQcv0jJ1erk58eLXf061uIrmg5LIaXjxL48zIeXPOvpIdO11p3z6c/SNHlFxdEu5ciHit6USkOKVrSXdIG4SHgr3npguDfIRrIQABCEAAAhAYkgCC0ZAA+TgEIAABCEBgtxFISyQKh1dX65u2Vqk7kUiCRmeG0aQxk7A15XKB8s5ZpVK86gS6iTq5SRCSMHeyh+unXbqWUdexrBULOdNnlE2lcHGVrjU3o4lhaXZI63ceFJyuzCYGBCAAAQhAAAKjI4BgNDrWPAkCEIAABCAwNgJpiERajAuvLmRdEHQ7vLqm8qczIsSR/eWJFIzkxMnnsjZbzrtObWoXLxFFxXgpZ0cndg7EXaViCyu1vvcMi0dygE0X85bP+9wjiUebO+YeqUPa0lrNiUyjHsovIvB61NR5HgQgAAEInO0EEIzO9hPA+iEAAQhAYM8SkLtH2UFJlpsJlguvlkhUzjthyHU4qyn0KBCJOvt0TZpg1J5/KXATLa8FTqgkMptGfZhUqqV8Ja1h0BEuXVO5WbGQtVwm40rXtKdiIveRH+PqkCYx7+h+Aq8H3V+uhwAEIAABCAxLAMFoWIJ8HgIQgAAEIDBBBOTyqVTTE4nKpZzLJFIWjrJ9mq1sn52auUtoCGfsjAOXurHnclmbV65Sa/67zU3UjVtSZWKduUcq/5L7Sm6itWrdCYH7Z4pjcYqpq95+Aq/H8bXhmRCAAAQgcJYTQDA6yw8Ay4cABCAAgd1PQCKRe7FXFy85ZSJm0vRbuUSWQiEo2fIii8SoQd046uJ148n1fo9L5efeTaTuXuK0m91E3QAdmi+6NSVZJhaUrmX0fysr80jZRypdy2RscbXmQrOj5h4lsan7Zgs2U8oncSvuAQEIQAACEIDAAAQQjAaAxaUQgAAEIACBSSGgF3bn8klYJJJIIJFlppx32Tjh8Oq4JVujFoz8GvbNFM64iSp1VysXLrEa9V46F08m41xZSQ2V+51c2ojV9SzKHHzukQQbCUeaeiHn/tQ2nEjZsEZTmVVR7hbvGq1RmUsMCEAAAhCAAARGSwDBaLS8eRoEIAABCEAgNgGJHY1G0N1KL+tJOYn0Kq6cGIkCpWLWGk2z1YrCjZNxK41KMJLQJZFr1rmJzJbXa1bXGvS/FAWNfhsqoUglXsoJ0u8luqxobo3NoYWeUbGVy6dWa7o8LMVkZ7Nm0+W8FXJZJzCeyT1KVjzS2Tzv0FQ/xPwcAhCAAAQgAIEUCCAYpQCVW0IAAhCAAASSItApEskl44SiBB6Qz2aca2R2qtDqcFZvhVcn68RJU9SYVDeRtkdCirqYKYOnUm3ailxOps5sGSceyanT2DRbjSke6f7n7CuNJB+qW4e0bblHpbzpTNWam4Hzrd4cWhATKzmMGBCAAAQgAAEIjJ4AgtHomfNECEAAAhCAwI4EnEjUNPfSLUdHkiKRd+HI8ZLJBq3kVytBqHFSQlTn4tIIvQ67iZotN1FtAtxEXhDaN11w3ct8B7lON5gXWyQoFfNZK+SzznEkZ1dU55E+Nzedt5NL1dS/Uf06pMkJpHI7l3tUDNbky8hWN+q2UY0nHqk0UqWFDAhAAAIQgAAERk8AwWj0zHkiBCAAAQhAYBuBriJRQqVUeokvFXI2ow5n2aDD2UatYaMSWOQQOb5QGXrX226i6YITuxTAvbYRCGrjzCbSwnzZmThLzFI5nOPbxw3mM4IktkjE6xSPFGbdq5xOYpNK8BZWakOz3ekGWs+h+VLkPQyvScHpc1MFJx7JFaf1SEST+yjKODBbdC4tBgQgAAEIQAACoyeAYDR65jwRAhCAAAQg4AhI5JA7Rg6ftolkmiIAACAASURBVJMoQZFIL/oqN1OHK+URrW8k20Ut6jYOKxipzKncKu1qr2NC3ERhp1OlFUKuPY0jYPUSjySMSeDrFI/mpvLOxaQuaWmOUj5rs0M4mXzYt8QjOYbkplLXPb+uoOta9xXI2STGDAhAAAIQgAAERk8AwWj0zHkiBCAAAQicxQTSFImENcjHybmyIAkXys0JhIbxBT/HEYwkMshtI4HBuaKqDVvdaIx1HeFjK84S45RDJLFPTqckGYfFI+2l3EcSzvQsLx6pVEslhc5lleJweUv5jC2uDu9k8qV4zvXWWpcEIZXhrUnQDOUe6c8lGDEgAAEIQAACEBgPAQSj8XDnqRCAAAQgcBYRUElRo7npXvblJnKZRAk5iYTxjMul4Fq2y0m0XmtORKmW5jdI6/fOoOhRls71O5Iun6eQcyVScsi4srNGMp3kdnp2OB/IiywSjySkLa5WUxeMfIe0pIUpvy65pORikotM69LQ90RleuQX9TuV/BwCEIAABCCQHgEEo/TYcmcIQAACEDiLCXiRSGU37VDpFEQiuU8kHMiZsbKebnh13O3sJxj5/B+3lkzGCV4q75Ibq1d+T9y5xPmcNAzNbXYq77qdeRErTtlZnOeHPxMWj9QhTUKkL+9y2UBKS094dOuQlvAj3O186VouazZbLrgOfpSjpUGae0IAAhCAAASiEUAwisaJqyAAAQhAAAKRCOgFXoKCcmVc57EERaKgTCtnM+UgWFmlZhKkRuFyibT4Hhf1EozC5XMK4nZriRAUPcxcBvmsn5+CrMVagtykiFhax/mHpuzmU5V2ZzKJWjoX4pikeNSvQ9ogTKNeq7MuoUp5RwwIQAACEIAABMZDAMFoPNx5KgQgAAEI7CECXiRarTSc4yPRLJtMUHImd4syfSSouKyXEZRCJbVFYcFom5uoWneunUkRYnwntvnpgnPuTEIGVLd90JmQw+jY6aD7XGdb+7B4pFKyekzn0aAd0pI6M7rPeQennBjGgAAEIAABCEBgPAQQjMbDnadCAAIQgMAuJzAKkSgcXq2yNrlcJkVYGWT7Ds0XnTtHLeAlZEyim8gLWRLmJMatVRTAvBmr29kgbOJeK/FwrkfnsiTFo2E7pMVdn9xdEhoZEIAABCAAAQiMjwCC0fjY82QIQAACENhlBLxIFJT7JOskEgq5OSSoqDOYC69uuW9U2jaOvJxht8eFRBdzNj9VsMZmEMY9SW4iz1wlfl7I8jlQk85bwdsS4BZWdu5cNqx4lGSHtEHOk567f7YwyEe4FgIQgAAEIACBhAkgGCUMlNtBAAIQgMDeIpC2SKTAark4XOetCQ+vjrqzuVzGZkpnRBhlAJ1e3nCt0zej3iTl6zTHfa2yMy/M7Sb31txU3hFaXq9HJuXFo1wuyMLy3d7UvU8iaLeytbQ6pPWb9L7ZojtDDAhAAAIQgAAExkcAwWh87HkyBCAAAQhMKIG0RaJwe/bdFF6903Z1tpwPizAH54rOCSOu4xx+juWium9lbXm9NlEh24OwkftGpX0SeuKM7uKR2RnxKNirc+aLtrQWlEOOcqgcTWVpDAhAAAIQgAAExkcAwWh87HkyBCAAAQhMEAG5SzaqwQt4tdFMNLhaywyHKetFuJ2Tk0Jp2yixejeR7yTW7nQW6g6nDCN1jRu16OA5KLxa5VvK/JHI4lw5Iy7zkzCYZGlhkkzPtLPPuGB1ZWdprhv1hk0X83bL0sbIxT51gGNAAAIQgAAEIDBeAghG4+XP0yEAAQhAYIwEJBLV6k1TdzP9mnRJkl7EVWbmw6v1Eu7Cq2t6ljlRajcO79SZLuddd65+gdxJihuD8PJlZxJrFGJdcdyVPTXIXYa7tl36ls040VCCmkQrnYFhRrjz3DD36fxsWDxSlpbOruYq8Ujd1hqN9OFJtFIHOAYEIAABCEAAAuMlgGA0Xv48HQIQgAAERkxgu0iUvHAjkaBcyNl0OWebzaDMR0KBhAqJROm/cicP1Ytfc+W8FfJZ5xbyAkK/NY1SMDpTdpZzIeIqO1N20tiEokwwBznKJK4pXHuqqLyq4FzEFWHOO1i2m05Vkt/o0B3LhazNTBVsaa3mhKNiIWvNplk1ZfFInermpwm8TnVzuTkEIAABCEAgAgEEowiQuAQCEIAABHY3AQkajabZynrNuTvScPf4sie5MqQMbLTEACcShcqzdhtJvy69xDuH1IZ3SEV36oxCMArPU2KWL40bZbeztqg2lbd8NuvOW7UeiFV+OAeP/tfqICdRUSKMrq11XNvrrEgIO2e+ZMcW0hWMJBJJHFxcrbn5irF3zHnxaG2j7ko5k+R8YLboArkZEIAABCAAAQiMlwCC0Xj583QIQAACEEiJQKdIlIa7p1t4tV6e08hASglT19t64UNdxHwot2s3b2abzcEdUgpoXqs0Uskwkptrtpx32TsSijTPUbuJwq4mnTs5h+QoavYJ+Q6LMBLk8q2coyUnHilHq/uua61z0wU7ubSR6rHYN1NwIpZEofDoNW+JiUmIR0cPlN25Y0AAAhCAAAQgMF4CCEbj5c/TIQABCEAgQQJeJNILrsKr4wocO03Jh1frhV0v+BIp5CZyAsGI83ESROdu1ekmcq6XBNaVtGCkPcjnsiaRJZfJBO6cBOY5KE8vFGkeXqyKG2ydkXsnY87RI3dNIZfZ1rHMz08/V4i3Os+lOaJ0SPPzlsAzo/3QIlpOtDjikT4vwYgBAQhAAAIQgMD4CSAYjX8PmAEEIAABCAxBYItIFM4JSjAoqB1eXcy5DBrdWiHKQXlb9NKsIZaZ2kf92uanCia3jpwtK5V60NGrj0Mm6qSSEow6BRoJddUITp6o84x63TahqFJ3rJIK0w5Kv8zUeU55Rzpvyg1aXW+48yaBSv4b1+0txXF0f9lOLG1EPgeatxdUNUeVrw0qHkkMU0kaAwIQgAAEIACB8RNAMBr/HjADCEAAAhAYkEBYJFJWjc8kSuqF3U+nHV7dajOuZ1VqrefFKM0acJmpXr7NTVSpp9IpTosYVjDSPky3xDo5edSVTQJNQnpWZM5iNlOWuydntUYwj0aCQlHnRHzekdav58pVJQFGRYGVavD8tMawOUndxCN9P10I+Q5ZTSqDczlgDAhAAAIQgAAExk4AwWjsW8AEIAABCEAgCoFRiUReSPEt431HqLREqShrT+qabm4iJ74k6CbqNtc4gtGWuWYzLsRa2UDjcHR5wUpC0bjm4XODJOTsdw6cTedwU+mlRLSkh3KSVGJ2erk69K3D4pEvW+slHh3ZX7Z8jvyioaFzAwhAAAIQgEACBBCMEoDILSAAAQhAIB0CeqmUg0OZRGk6ibxIpHIzX5YlcULt2F3L+ATL29IhtfNdR+km6iUYKc9GTPuNcLmXuKs8ToLIOPZBZ8GV6mXHl5PUjZdElYWVqmtzXy7kXBmYF7J0ZpMY6pAm4WZpLVkXU1s8cq6pIPPIi0eNxqZpbVoPAwIQgAAEIACB8RNAMBr/HjADCEAAAhAIEfAi0UatEZQeqQQnBdFGL6WFXNa9tOrF2IVX15qplWWNepPD6/MimHh6vqOcjxxG3g3T67m+3EuinS87G8dcNT+JGPOtDnESrJTrJOFyUsZ5B8t286mKKcjIh06Lm/KONM0kWt0HHdKatrbRX+SLyyUsHqnTnbgr9JsBAQhAAAIQgMBkEEAwmox9YBYQgAAEznoC9eam6zbmRY00So98WY/cE6VizuXBSBCoNwJBYLc7ibzYobVpjRpqM68X/zR4Rj20Eh8kAql8qnME4owCkrNu/5URNY690Nko5bMu1FxZQZMoFImdgqQPz5fs2EJlC8pwyZoPnHbOnbWac8pp/wcZh+aLtrgafHYUQ+LRdDnnhDoGBCAAAQhAAAKTQQDBaDL2gVlAAAIQOCsJSBio1uRikGiTXlt6iRJhkSgcXp1UJ7BxbuAZN5FK6rJWrTWcM2RcDp1OFnNTeZMg6AUjX3ZWLmYtlz0jzoxD1PJzUbaOhDWJVrXG5kQ5isI8lS00N12wk0sbPY+cd+7IraOuY/lsxpUD6txHFYDUIe34QsV1aBvVkBNtukTg9ah48xwIQAACEIBAPwIIRv0I8XMIQAACEEiUgBOJVOrinD3pikR6uZZrIWMqOTsjooxDmEgUYutmYSFMXCXIjNtN1G2dXjBSjlGpEIQp1+tNq7RKAMdR7hUWijQXOYrG4Wwa9FxIABLDhZVapI9KPMpmzTmnFNqtTvcSj3RWenF3LqZ9JTt2equLKdIDh7iIwOsh4PFRCEAAAhCAQAoEEIxSgMotIQABCEBgKwG5eDLZjC2uVF2WTVqCzZnw6qxz2kgI8OHVaT1z1Hu9xZ3j3ESBQ6vZtIHLjkY1d5UZSeiQQDFucWYcQpGeOWBFWM+tUbmZMqGX1wcLo9YclHekvC4FZSswW9lguk9nm3uXh1TKJdIhLeoZk0h17oFy1Mu5DgIQgAAEIACBERBAMBoBZB4BAQhA4GwkIJFoQy6SatD2e/9M0VbWa04wSnK4ciw5iUo5F2LtyorkXNlDuUTiJTeRXuL1Mi/RRWsU10kVwlwmUEHzzVopn3OilsS7cbl4fEaO3DnqxjUKR5F/pvZM3wflSWnPhhlJhFG7vKNsxpWqTbfCpuX2k+tP3xsFwcuJlHSHtJ3WLUYH54rDoOGzEIAABCAAAQgkTADBKGGg3A4CEIDA2UwgLBK50qimSs4CIspdkaNBL83DDh/wqxdbOSUUtKKw7L0mEoVFl3w26wKhJcCNS3SJsm9+znLC6AzIAaU96hV6HeWew1wjoW1uOm+5TKYtYKbNry1O5bO2uqHcoKAUr1jIOeFPe7hWacRyhCmMenlteOHJMw2XrEl4lYikIXEvie9q1L1T2aL+jmBAAAIQgAAEIDA5BBCMJmcvmAkEIACBXUlgJ5EovCC9MEtEOLlUjb3OtsumEHQA2/ACyqY5cWqvjPA6JTZMuptI3P2cvYNHAp6CrlWKJTFAuzNKAcILRRLaNJdRuLE6hSIJZj4nSDKMyjILuaB1vMrC5A5TSZiuizqU86PA66Rzn3zJmrjJ6aO5yYnlRMqNwMmW5pAQJkcaAwIQgAAEIACBySGAYDQ5e8FMIAABCOwaAnp5rNU3XZlRp5Oo1yL0QnrugSm76dT6QOvUC6xesJ3osGktp0rdOZcmtRxroAW2Lu7mJlLHLi+6xLln2p/xTi85eHZyQGnvNAbN3Rl0/p3z8UJR0uJK57x2Eoq6rUHz1Ll2oeUqCctknDATxXV07sGyHTuVbvey8w5OuQ5puVzGZl15WsZ911TG15l3NOge9br+6IGy48GAAAQgAAEIQGByCCAYTc5eMBMIQAACE01gu0g0eMiyOi8trNb6Oir0gqoyJuXf5H14da3RfllN2eww0n3YjW6idtlZOXAOKftmJwdP3KDmqBvh5pMP8pLk4qlsBLlZoxSK1mI+U1lCOgNyZvVzHbnuZfMlO7aQXveyzg5pvmRNc1QJqH5VuZrLCRvAGbXTXiqIW84pBgQgAAEIQAACk0UAwWiy9oPZQAACEJgoAsocajRVSlQLBIEhO3Htny04Z5KcH53DhVfnsjZdzrVFor0YXq11h91EuWzWldap5Xy92Uysm1YaB6lT3Fpt5fD0E2YUSK7PJu0wCgtXyq/yIka/+QzLJuwoiisUdTv/3VxH6xtBZpVGUU676YIrSUtr7NQhzYlbmYyVFGReyLlubXJGhecYZ14Kcz8wS+B1HHZ8BgIQgAAEIJAmAQSjNOlybwhAAAK7kIAXieQaUZczZQMl9QKul1GJB6eWgxyjLeHV+az7s1VX5qZnTrZ4EmdrvUtD7inX6awVCj3JpXXtMq+pvOVyLXGr1nRBzlGdXhIEFKaclGAUFoo0Dx8sHXU+cfZOn2l3PSvkEhFKes1ji+uo1WFN7Hz+0eJqLe4S+n7OucEy5oK1ew2fd9TOYwp1gVO3tUHzjtT5Te4lBgQgAAEIQAACk0UAwWiy9oPZQAACEBgLAYlEMjGsrp8RiSQUJR1zK8Hk0HzJOSQkIgQht5uuk1alFpQQ7aXwai+KaZ0SyvSi7dc6iOAyjkPhRRk/b+ekqQXhx4MKM0kJRr5UUeKCBEU5nEbBse0oUre3WtOVZKXdac2fHec6ymVsupR3Djw5qZZWa4mJuJ1nS+KNX2OUc9fOY2rNUaz094kErqh7c3h/ya2NAQEIQAACEIDAZBFAMJqs/WA2EIAABEZGwItEEgLU5ltCTRoikV+QD69WByaVt9VqTVvzz40hQowMVIwHdbpyJG7oJVwlU3EElxhTiP0RvfArC0gij0QRlRvJNTKMy2xYwciVwhVzrhRKpXtyZkUVI2KDCJUOzpRzIxWKus1ZrqP9M0Hb+XYItRNlBnf07MREOWOnV6ruvoMOn3ckgVQuOu2b/m7RPzvdTyHb+s4wIAABCEAAAhCYLAIIRpO1H8wGAhCAQKoEuopEKYo17fDqQiu8utl03bTk0FCHtUGdKqnCSeDmfr3qLCV/ll6Uq7XNic8m0tJdG3pXdpZxJYHao6REmbiCUXhOo3b2eFdY4AgbjaOo3xFU6/mV9boT7xQULdeRD6HuJ8r0u7f/uevCdroy1HdT2o/Cx1WGGITXB+KjQrI7O8Epl+mcfaWo0+M6CEAAAhCAAARGSADBaISweRQEIACBcRAYtUgUlDIFobgqM1GQs166fdcq32kpzRyWUXL2biJlv/j1OrGlnq5jK4k1hvdKAoTcRH6fkhTznGCUy9ryWrTsHYkg4unnNCpnluchIWaShCK/1+okdsvSRrtsU64jiTLu+9YSZVRWGtd1pPudM1+y4wl2YfPfD+3llBO4zIlREr40T4Xcz08HzikGBCAAAQhAAAKTRQDBaLL2g9lAAAIQSISAXshU+iQBQOKFKzdL0Um0Nbw649KsFZpdUylTR8mMHAV6QdSL724egZsoaDWuUam2RLGES4TSYBSeu5wfvlxumLKzneYZ5FVlbWGlt2CkM+RdM2GhKK05hee7RSiqN50zbBQZRYPurdw/N5+qbPtYO0coG5xH7e+667y3cylY54126pA26Fy7Xe9L1iQeKhtL/y4nksKzGRCAAAQgAAEITB4BBKPJ2xNmBAEIQCAWAS8SqUW7yj5cgPQIRCKfLaNJ+0DnnfKQ9HJ7dH/Zji0MV/YSC9KQHwq7iSRqiLFrLZ8y6yGn3f542Lnj5y5BTy60wRNros/Kn5FugpETa/KBQ0aygRxOzlGUQuh654z9s6fLeffcSRWKNG+5fw7Pl9z3ZqfhO6yVveuooTMazXUUdEjLRHaCRT8B26/08zw0V7IsedfDoOSzEIAABCAAgdQIIBilhpYbQwACEBgNAb34bxWJVPKR3uu/RAflksyUgpyesDslqkClLBa17dZL+m4YzpGTz9jMVOAm8qVbzWbg5JrkIVFEri65RyRyyQml8zLKuUsQmirntjiMvFgjpuFw7b0kFAVB7xmXYzXsOdEezk0XXIfBKONM9zJ9V4MOfX7vewVQ758turOh8z2KIdHo3APlUTyKZ0AAAhCAAAQgEIMAglEMaHwEAhCAwLgJ+ABZJ1w05MZIVyTygonLIMllXPaI3BgKsY0qEoWZ6cVXopZyTCZ1dHMTtZ1bI3C/DMslLMhI09J+jSoLqHPuEjuUVSOHUadQJKZxM3cGZRR+tnPDqWRLe5mw5hd2cuneUcSafmuJUtbX6x76/io7SKJhsZBz7q1urqPD+8p2emUjVoe0fvPv9nPNR10TGRCAAAQgAAEITCYBBKPJ3BdmBQEIQGAbgbZI5IWalN0t4VIhX36ll2yJRI0hn608G3USO7lcnbiddq6Q3FY3URJrHtVCNX+9iJeLWefcmQSRS4KRnEQ6P+F5jUMo8kxqjWbiQpG+MwrMVjmYssMk0Ekw8mKND6aWUKozNchw5WJmtjyEyOpF0IIEvJbryJeRqiPe0QPDd0gbZE3zMwX39wADAhCAAAQgAIHJJIBgNJn7wqwgAAEIOAJyAvhMl1GUEfkyFgXnSiTyzhQvmCSVdSPHw5H9Jbv59M55LKM6BkHgcvASLbFIrpNJEFqirr/TDeXLBEclyOw0TwlY89N552xRELpElFHNa1RupnAWUtvJ1eFC898tnTO5hRTbU6k1XflXlHK1fTOFoC19QuVigesoY+VSzpUsag769cTCRqT5RD2bO12n0lR1U2RAAAIQgAAEIDCZBBCMJnNfmBUEIHAWEwiLRNWawquDcrOEq2bahL3YIOdHuaCsk4xV6w2Xd+LKdVIqvzpnX8kWV2omp8e4hs9jmlbgsjq7bQTOj2EdVKNaT1sQkUsj08pWqjWtkWLYedS1hcuy6vVNy+YytrBSTdzV020+YS5ikVbZW/g56gi4vhGES/f7riq7R8Kkz5WSwCdHUq9sIa3R5X6t151LK8nhv/8K/lbWkb6P3nU0qAtq0Hmdd7DsvncMCEAAAhCAAAQmkwCC0WTuC7OCAATOMgJbRCIJFiPoXNUWS0rBf+H3rhTNZRSCgxwTekFWlsoox/ZSO3POF7fulMSxpNcXlJ1lnTtDzhCXxVOfjPmHhSKXsVVrutwr5V9JMEpzhJ0+4pKmUOTK7Mp5x1/PiVPi5p1tLlso70sI613vdWR/2QVe64ymMVTyJteRhCs/HwnVcoRFdUENMi85GLUmBgQgAAEIQAACk0sAwWhy94aZQQACe5zAOEQiH15dVnh1NmgLL1eEfnViSTrvol13Ui+lKs05PaIco7DIot9LqJIrROJclJKgSTiOYTFmksrOOjux+S5yTvi0oEvb3HTeTi6lIxiNSijSGVD+ls6uhtaZRHnd9mwhdbMLupX5s3nuwbLdfCq9Es5wh7TwfGbKwVrlunPfmQGzl3p9b/TdPzBL4PUk/L3CHCAAAQhAAAK9CCAYcTYgAAEIjJiA/ou9XgaVTTQKJ5F/mVaGjFp8B+HZcg6MtrV6J2a5Tg7NFe34QrQ24XG2aevas6ZgXzkonJsoQulQnGcm/ZlOR5REBAldWssoBb5u69oi1LTyttrnOvSBtASjbUKRBJx6OgKgxDqJJ96Fo+9QGkKjniP3jb6vRfd9lTBVt/0zRTu2kJ5gdHhfyU6vVLeVxbmsIznEivr7I+vKY5NwHclhKIcWAwIQgAAEIACBySWAYDS5e8PMIACBPUpAOSQra7W+OSfDLN85BPSCW8o7kUjCggSiqsqWRlDuFnXuR/eX7cTShhNwkhxhN5Huq7XrJXfULqph1uTdYMqWkTAhZ4dbwwQIXd2EGufU6lHSp/3YP1tIzGE0eqEo+B4pcFrOrrTKwsLnxZerSaiRq0nfZ7nxknA0dTuXcjAdO13pKUJ615HEPzmsMlmF8sd3HSn0XgHgDAhAAAIQgAAEJpcAgtHk7g0zgwAE9igBvfQriyTpEQ6vVraNBIeKE4maznWRZnB23LXIYaSXcLl+hh2+LEprlxPCu4l2EjKGfWYanw+cLEGXOpeP03LNTML+6UxJOGln90R09CQlGPk9HvT5cfZJa1Wuj9brO5+NQ6zTmqdLeefw0XlQSLTmo3+SEq60P4fmS3Y8ooPJu44kZOm7ptjqQVxHEr/OPUB+UZxzyWcgAAEIQAACoySAYDRK2jwLAhCAgKnjmdmJxcqOHZEGAeXdNOpwpje3thNlDLlEg8xb16orUz6ftcXV2qAfbV/fGQAdXv+4S7aiLmqr2BUIAt4NlkbZU9R5+eskEEyVAmdJkHvVcGWNUec2rGDUKRQN+vxB1qtnaZ36Pqlb4CS4uiRcSZSReCiWJReSnXFus1W3F8N1ToubJxZ2HRULWTc3ucz6zUmirrq+MSAAAQhAAAIQmGwCCEaTvT/MDgIQ2KMEltZqtrIevzuYd3qo85R/SdPLZKO5u8quVN4yP12wWwZ0XHUKLF4kkogxCU6cqMc27NjRvCUSqXxuHE6WbnMOu53k2KpUm7FKouIKRqMWinznM50nud4mZR+U96M56Tuu4cvVNF8JNRKTNN+NajOyiBfebydIZTK2vBZfuM1mzHK5rAs493Pq5TrS8/S9Z0AAAhCAAAQgMNkEEIwme3+YHQQgsEcJ6OXvxOJgZWleXNB/nfflShJIfKZKVLfHJCHVi+7RA2UX5hvFDbTdTdQSWEbc4W1YhlqHukSppKft2FE2UY8MoGGfN+jnvVAUlGM1g7LGIUK2BxWMxiUUuRLAikLFxx8oHt4zuXEkMEuACQ99f1TeJYFG4rG+RCpDlXA0SLlauEPaoGel83o/p4LEo0K29XdVkHXkz5C6o+n8MyAAAQhAAAIQmGwCCEaTvT/MDgIQ2MMEJBj1KyUJB9+eCa8OXuAnKbx6mG3Sy/DyWt2tqdvw4kHgpjpTcrfb3ERah4QT5dFoLzV/lZ6lFWI86J748iLlA3mhKCm3U1TBaNRCkUQNuV0kFCVd5ianjdYzSOlerz07sr/scs92EoEkHDkhUuVqBWV4bTqRpt/fMXpmrw5pg56hbeJRxlywdSEXlNHJhSQn1Fy54DqvMSAAAQhAAAIQmGwCCEaTvT/MDgIQ2MME9DLXLbvHv7jrv8DrpVMvgUGmTdO1U58UF0pSW6PSFOWerFS2luh5F44YqFzLCSwq19plbqKwCKLfy7HjhJgJWcf2/KTW/BLsxqa9PDhftBML3V11YUbaa5VeJSG09Dqj3kHlBYwkn+VEwXIQOq/fa20SSSob8crFtAYFRN98uhLpK+dFZi/S6EM6bzs9X/eP6vKLNIkuF4mFArLlqpMoyYAABCAAAQhAYPIJIBhN/h4xQwhAYI8SkGCgrkS+FMuF2RZaLavNnDjkhYVJERfS2Ar/AnlquepesuVukViWy2TaDHabm0icwvvpRRDt46Tk4mwVaQJRoe1cS3ij5X45p0sXrvEIRTmX1xMOR09iuUFXtZzJteQEo4Av8AAAIABJREFUomrThdCrfFQB2vo1TrmY7nvOvugdzMJr0RmU20ih1vLzdHv+oB3ShmWl77ZK0hgQgAAEIAABCEw+AQSjyd8jZggBCOxhAhJJJCbov7jrJdaXxijrYy+LROEtlZhwZF/J1jbqzoEgt9FudhPpBX+mnLNCPtcSJdJ1ywz69fAizbRcHi03j0Qsd94GvdkA16usyrdt7zaHJF0+ndMKHEWBmFOpNW2j1ZI+ifW211LKO8GtWxmfrtGzJdwE5WJNW1VWUoTuZnLYzU3n7eRSdQDaWy/VmXTCleuulnUZTXJxaR7KRJOIc3o5/v0HmZgCvHEYDUKMayEAAQhAAALjI4BgND72PBkCEICAyxnRS6Ne4Hz77t0YXh1nK72baFaZOYWsC+qVaLQb3URbys6ck2P4oOg4THf6jHgH4cg5kzLkWY/qvEkwOrFYcYJFIFalPwetuVzMulwfJxQl2IHOiUD5oLzKtZKv1Pu6xzrLxfQ5L9z0Cn334egLK/E7mPlz4XO0NG+JR1lz22D15qYtrQ5//yhnVm4pnQEGBCAAAQhAAAKTTwDBaPL3iBlCAAJ7mIBeEuW60ItjEm6HSUfl85mU8SLHhdYvsUy/l3DWmWM06evxgoRcGhq9HCbjXMfW0rj0RZpua9W+n3tgymVxaaQtVoUFPAmxSQpFmv/2DCTlEw22y75cTGKWhtiojK1TwJOgqvUsr2/N+Brsaduv9plCc1NBnpDObpAd1T18ftjn+c+fd3DKrYcBAQhAAAIQgMDkE0Awmvw9YoYQgMAEEajXG3bL6UU79/DBxGal7ked7bITu/mE3Mi7iVzpXevl1IV41zddSZ7cDvrn9MpoymKGxeKDjeWUkFCw5rpRBWsZUDcYdio9P39mjkFp3Dg6soXLtZRVpf1Ns/Qs/Lwznc+aie1JONA6YBo/yNpvnBdu5CRyOUMdwpFKuPRdURe3NIY6pEmo1VlWRzOVqUk4Upli0u4z5ZMd3ldOYxncEwIQgAAEIACBFAggGKUAlVtCAAJ7l8C/f+hT9ndvfa/93St+1/L5wBkw7JDbIolyk2HnkfTnu7mJ2sHKHR3ClK9ycK5ox3t00Up6bnHud6abmNqEZ53Ipxd5lRUm/WIdZ35hAUIOrmJrjhtujs12uPow94762bBwo8+sb9Rtfkb7G63TV9Tn+Ou6PU97M6jrp9dzdX+5yGZKObfvrltfgl3k9NxwzpC+D8qUknAzP5235bW6O2tpDN8hzc/BlS0qJDuTcfuWhCjm5y231PxMIY1lcE8IQAACEIAABFIggGCUAlRuCQEI7E0Cn/3itfaCv3yTffuGm+w1L36G/cBd7pDIQju7pSVy0zHexLuJpkt5U9vyaqNp1VrgJtpJWDl6QBk3G648b5JGeD2al3OWpCAYDLNmH6osF4+cImmJGv3muE24qdatWgv2PRx63e8+g/xc61VOUS6r7mRnnjfIPXYSilzmUinvSifl/klaKOp89pmA7KwLTpcrZ2G55s5c0qNXhzRXLpfX8+U6aolXCuluDCda7Z8t2rQytBgQgAAEIAABCOwKAghGu2KbmCQEIDBKAl+99nr71g032RUPvnzLYz/3pW9ao9m0V77hX+zo4YP2gt/9lcSmpW5pPt8lsZuO8EZtN1FJL7hBNpFaiw/S7U2ttoN25Mm/GMdB4cqPOtYjsWiS8qa2uJ68UDQCUaObyOGFFf1M+yiRMCwQKrvmplPrcbai62f8/uhXPa+fIDnog7cKUQ2Xg9QrmHrQe0e53n+nJLTp2dJR5fhJcp0qA9UZ198/3UaneKXvs76fceegtUiAYkAAAhCAAAQgsDsIIBjtjn1ilhCAwIgILC6t2J+87O+ci+hf/vZ5XZ/6rvd9zF70qn+09775xVYuFROZmV54R9XWOpEJt27S7rzlSliC4FwJBXHKtGZKecvnM7Y4om5NO70gy6kj4Uvur2FekJNkHb5Xp5OnXeqXcJlUv/lvdxRtF4r8PZISjMJCnvbGlwX2m2vUn6ctREWdh67T90tdxZRzpjMpgUejV0D2IPfWtbNTcgFmbGlt5w5pTrzKZqzU6q7m5+A6O0Z0BOo5Rw+WXU4TAwIQgAAEIACB3UEAwWh37BOzhAAERkTgOS94rZVKRXvne/7L/uGVv293vsNttj15eWXNHvBzT7NXvuBpdvk9vj+RmfluaVFfvhJ5aMyb+NbcyjlxbiKXUdNyEw0hWMjRMT9dsFuWNmLOLP7HwsKHBAOV/7jyo46spfhPSOaTvQSaUYdtDyIU+ZUf3V+2Y0NkGIWFIolESZeHaU0qPZMw4zurSfgc59B3Ym46byeXAgeQRBv9mf7J5TJOnPXnNM48VSImsXGQQG3NoZDLuEwnlcuJ0Wql7n7daYjroflSnGnyGQhAAAIQgAAExkQAwWhM4HksBCAwmQRu+N4xO3Rg3p70Oy+x21x4nj3/2U/sOtE/esnrrVLZsBf+/lMSW8jiatVWK5NRjtVtUb49u178lBcjUcW5O/pkE0UFJOeBcowkKoyq9Ke9Jjk3WmV0jUbgkBqvVLCVmtwZyukRe7OgBKuz5Csq52GuOyMUyeky2DziZhjpmRIn5a7RedtwpY7J7Y9fk55Rb24mcn/dM2OZocPQ1TlNe94Ziu9KxfJBOLV+ValkFNGmc+/VIW1BnetiCGN+DgqAV1C2RMtAwOreOU5uJgnCDAhAAAIQgAAEdg8BBKPds1fMFAIQiEFgYWnFvv7NG+wzX7zWzjt6yH7igT/ULiOrNxr29W9+1y667fnbSsve8Z7/spe/9u32nje9qGvZ2Uc/+UV7xnNfbe98/Z/Zd757k93tkouHLk/Tf+n3ToIYS03lI/5l2rka3EuhtVpupyOqHJovptoRSpA685YUYqxOYuMQYPptmnfV5PNZV8qjrlnjmGdbVHGt3wcTivwaBxWMws/cbGrtgYslSSHP5S6VgzWtKh+o1hzq/mHxKSOnWrVhGz0ElH57r5+rq5juubxe73p5p2gjR5x3+0URXX2HtCjX7jRfJ7wWJWDlnUjmSgU7ytXUBdGX1EVZO9dAAAIQgAAEIDB+AghG498DZgABCKRE4NNf+Lq99h/eZTPTQW7GJz/3Nfv1x/+M/cLDH+SeqJyixz/tanvR7z/Z7tVRWnbi5IL9+GOeaa9+wdO2/ayyUbVPfe5r9pRnvcx++J6X2L75GfuD33qc7Z+fHWolemk7sVjpW9ox1EMiftg7byQSyUHgHC0Juol6TUMOBIVKr1S6vyBHnH7Pl2sJBHJtyLHTdqtMWNmZJi/+mqfm60QAuWoScnINwtCHHktUEbNhBKuoglGnOOWeWU82cNrzzbvyw2TEQu2VRJN8Nmsr6zWTYCSBxJU4xhSO9s0U3DmNUjLmRZtyIeeEXTkAdxKrgg5pRTu+kFwJqMrVFGqtdRdzWddVTc4nnWG5B3WGGBCAAAQgAAEI7B4CCEa7Z6+YKQQgsAMBiThyDM1OT7Wveuof/IXd867fZw/70XtbLpe1q//yzbawuGyvuvq33DXVWs1e8uq32JUPe4Dd4Xa32nb3J/zWC+3wOfvthb/3ZHfvfC4InH3fhz9t//afn7BL7ng7d/9bn3/EDuyfS2R/FPisF6xxDP+irhIXlcGk7SbqtkY9d6ac79m1KQ4X1yK8EKxJTpIgmDvZsqY48+r2mbBQNE5BywtFEkBymYwrWZIDrl9OzU4c+glGYXGq7WJqdaVLiq8EC4lfEne0HpVPDZsb5u8ZiE8Stzad6KkRLh2TmNLNebPT2g7NFZ27SGch6vDnXeVqmkUvsUqijsocO8vdoj5np+u07rxK1VrORMlEuIuSIMs9IAABCEAAAqMlgGA0Wt48DQIQSJjA6lrF3v+RT9tHPvkFq1Sqdpc7397+x5U/7srDvnrt9a7crFgomASlZz7vr+yyu93Jfunnf6w9i/XKhk2Vuwex/su/fcRe9Mo32/98wiPs29+9yX7vqb/kPnfLqUXLZrO2b27GCVFJDoXtqiPSKEdYUJGbyHeekkjgX3xHNR+9aCoc+ebTlaEe6cvOfAZM0O2s6V68N+UoGuruyX44LM6Iv/JotAdJl19FmfV2oajpAqBVtjcss50EI+/OCdw4wT4lefacGJrL2lQ559aSBF9/z+ly3tRu3rnAemQBhYUjOXDEVK6hfmKVmOnvg37Xddtb7/aRcCSumpsv69P1yhSSkNOr3C3KeYlyjZ49N5U3cWJAAAIQgAAEILC7CCAY7a79YrYQgECIgISb577s71xmxo/e95520/FT9oa3vsf+7FlX2YPve8/2lSur6+46laTd9153tZ/9yfvYPS79vh1Zfvnr37HX/+O77fNf+Zb9/E/dz+500a3t/ve+e+r8R1WW5oUBOW/0j17OVb6iF99xCBVhsAriPb0ix9jgEkXbpaKys2zGiS8SH/RrxO7fqe+xf8AWR00mY/U9KhT59XYTjMKlYSpfWlfeT4Ib1elaUqlYEuc7nH00yD29i09ut0I+50q21nboMKaMoSTEU1eKKeGoJUhKOJqdKriAbwldaQ+V1sk5yIAABCAAAQhAYHcRQDDaXfvFbCEAgRCBk6cW7W3XfNAe+fAH2cH9c1at1uyJv/1iVyr2rF9/dPtKdb3613//qJ135JB97kvX2j+9+8P25lf/oZ1zcJ+75pOf/ap9/ivX2a889qfan/n3D37KGpubdueLb23nHz1kxeLouvukWZYmEUUvq0Gns6Att9wOEooSfE8f6pzub+W2KLsm6lBZkIQvldionEnrScJFEvX5g1zXKWK40rNaIxEXzyDz0LVtR1HrPEjASMpR1DmXcyQELledW0bncLqV0SQxT6JFEi6m8DP1jJmSRJKME0MVbD6sGOXmXcy5nB5xintPV7LVyjhSoLnWHnb/aB0602J2fGE4t11YoAzchEHntVI+awurtZGEqB/eX3JZaAwIQAACEIAABHYXAQSj3bVfzBYCEOggIJEoLOY87Y/+0uZnZ+y5v/PLXVnp+st+8in2v/7k1+1B97mHu+bVf/+v9o5/+4j90+uea7MzQQZS531HCV4v0CcWkytL6+Um8mU/g/t40qURtFDP2umVWt8HeeHBvYxmzCobDfcSP2llZ14AkNDgu3K5bJkxzXWUQpHfRAUsL63VnVghx0tQeheIlUmewfCZUFh2Eq4lz0tlXPreeDGy7wHtc4FKwjRfFxJd2CocKUtsfjqfSudEncPD+8ouy0vsJdgN081tp2VK+Dp6MGg8wIAABCAAAQhAYHcRQDDaXfvFbCEAgR0IKJj6AY94mv3Pqx5hv/DTD+x6pTKP7vezv2nPe9ZV9pMPupe75rs3HjeVrX3f7S9MPJMo7oadWKi4oOFhhl5EJb4U83pVC1w3k+Ym6rY+vcyqBXev7k1bBLB81pUYyaEzjsylKPujF+ag5Xire1VLKBrW7RLl2Z3XbBeKAnZJu3u6PffQfMk5fNISirS2UiHnnEuBa0nZS8OLUa78rBQE3q9WlFM0/D277Z2cUOpw5ktEVZ6azVoqodS+Q9otS1XnNNIzfedAiWFxMpN6nUcJhNp7BgQgAAEIQAACu48AgtHu2zNmDAEI9CDw4U98wf7oxa+3f37dc7d0Lfv2DTdZPp+z675zo73zvf9lNx07Za+++rcS62yWxoaoU5pK0wYdXhCQY0HCi8smapXOTKLrptf61IL75OKG1UN1cnqhdQ4dV2aUde4I51BpNl1Ht0kb4bIrvYC78r8EyqLirNN3rSq3S89GJxTJ/aU905nUmZYgkeR2hXOrdN+1hEQdL7gWfPlZrTGSsk0vHMmJJlArlXri7h85+LQfvkOaz1bSn8nZpLPaWSIX59zpM7PlvM3PjK6kN+48+RwEIAABCEAAAtsJIBhxKiAAgT1BQO6iq57+IvuRy+5iT/rFh7k1LS6vuk5mr3jt2+1zX/6mzc1O2/0uv6v9wF3uYBfd9oKJXrcEhmMRO4XpZS+T8e4EJfhknENAXZgmVUzpB//AXNHNX+KCz42RC0LCkFqX1+ubqTk9+s2t38/D85Vgp3If150tSZWk3yRaP58EoUhnU3umPCGVGSbpXpG4IRFMLdz1DCdGDcnZiSeFnJuvxNakHTcRt872zwYii4RSjSTLxnp1SPPCkbjqH7n3VOY5zN8j+2eLbYdW1LVzHQQgAAEIQAACk0EAwWgy9oFZQAACQxL4yCe+YC9/7dvthb//ZFtcWrHPfPFa+853b7Y/e/YT3b+vV6pWLOTt4IH5IZ80uo8rx0ilNb2Gd9yo+5Be9JybyAUoT2aGzyDktCaVssjp0O7i1lrbOEq5+s3di3YKRNZ8FR5d2Rif+8kLRVPFrAsbrrhw89GUnkm8kdjihSKdR+2ZMozkaElCMAqHT7tModYz+u1Tv59LJNHcFXjv9i+l8rN+89DPVZa5sl53Ljuf+6TvvISxYfOGJOL065DmnU56thdq4zxX3fHkDGRAAAIQgAAEILD7CCAY7b49Y8YQgEAXAr/4G39m9XrdbnXeYSuXinbvy+5it73wXPv+77vtruWldtvqYhQeXphQHo5/kXNuomorW2VId8W4YfnyopmpvMv8WV5XCVPrxX0C13amBDBwuTihSPOVo2gMMDuFouoI59PuSpbNtIXLsLiXhGCk9QWh6EFLeueiGzLrS9vkywdd58BWqHVcp1JQCmrWjHuD1rmR0HJyaaMtsIXLxpxwpCwsCWUxnhPuWNfvmEo4KuWDIHonHA3wXHE990C53yP4OQQgAAEIQAACE0oAwWhCN4ZpQQACgxH4s1e80S6+7QV2lzvf3m517jm2b352sBtM4NUSgtRS24Xf+vyect6ye8xN5F/YFb6rcGg5U+SG2TddsJtPB+uftOGFoinlKWUzYxeKxMfnO8lRNGqhyAuYLi9LJYNdRJxhBKMwb4lQchQlIcqFBSjNXcJrXAeb7jVdyrsOcBqDCCvdzreEFp3/ztEpHEngGnTeve690/dM4o/ynCTWuTPfeu5Ogp1EpoNzBF5P2t9fzAcCEIAABCAQlQCCUVRSXAcBCEw0geXVNZubmZ7oOcaZ3Knlqns5cy+hGXPdrPaSm0jiUOAYyboX9aB06kwJ0/Ja3Tk+JmWEhQu9QCt4W/NNu8tYvxd5L9iM0uHkQ6HldIvyXAlGS6t1d+0gQ2ViCs3W8+QoUinVsBpikgJUOGh+04JSNnU3k7DixM8BHDmeS9DFrOQE417DC0detFT5ZvB3w850fIe0Xl0I++3Nmefm3d9NTrDaqHd97vx0wZSXxIAABCAAAQhAYHcSQDDanfvGrCEAgbOEgFxGcmzoZVBiym7qdLbTi67rnNVySyknRqKLHAuhpmiml02JSOoSNe4hh1chH7grJFxIBEgqNyfu2sKCjRiqjXwSrpt+8xEL32VrkOcqxFkdzKIKgOEuZUnmFPnSuXw+G+T4bMQXoPy9qhtZq2/Wrbl5phQx7ARyeU4KP49YQiaRbG4qbxKM+w3/nFKh1eFsBwFH95LAJ5HJd0jrd/+dvscqw5SYrdwu93dVtWG1+ma7TE6lb95xFfc5fA4CEIAABCAAgfERQDAaH3ueDAEIQKAvAb2EnVjYiJVT0vfmI75AQoML7y1knegiMWhNGTQ98n50nV6aTy71f2lOaymap0rlArdIUGY0WUJRy3E2gsykdvv6Vrv31R32rtt+RBWMdE4kaPjQcwmmtQRyinzJmL/v2pDlZxJCpkp5O7XQtDe+2ex2t2vaZT/YtKmOyJ6uwpHE0bA62gFM69f9FzsyzHY654qVlgjmusapw1ldZ2O780dt7uVBWk1QiFU5pL4jEq3anQFrTTtyoNTu8pbWd5T7QgACEIAABCCQHgEEo/TYcmcIQOAsJbC0vGrXXX+jHb9lwS6+3QV20W3OH4rEqaWq64y0W0fYCaM1eNGln1tKWU2H95ftWJccl7RZ+DnLSaNysyQdLnHnvtVRNHqhSCKGKwur1F2o9aDZUv0Eo7AgpdBoV16VgBAWLj/TnIe9ry+RcyWU1aa99/1mH/ywhNBNe9Qjm3bxRd1LwpxwVJCgk3N5U/psr+whdQnU+V9ej+eu0/1L6tjnhKPAfdZoBnumDmkqIZOrL+mhEjUJcmKk30tEYkAAAhCAAAQgsHsJIBjt3r1j5hCAwAQS+OJXv2V/+4/vtuXVdatWa3by9JL9+Z/+pl102/iikVw4Cyvjc9nEwexf0vWCrJdWX65SbWwOFCp8eF/JTq9U++ayxJljt8+ERRk/5zjiSFLz0X0mRSgatgyvl2DUmQsl50tN5ZcJQPTdzyRgVDYaTqyMe1/vfFLwc5Db07ClZbNXvSZvq6tmF91+0x77qIbl+0T2eOFIuVMSVboJR2LlQrg3hhOKzzh/su47pPvtmym4Ujed77SG1jg3RX5RWny5LwQgAAEIQGBUBBCMRkWa50AAAnuSgNxEpxdX7Da3Omqr6xV7/FOvtof92L3txx9wmVvvLz/tanvEQ+9nT3zMFbHXLyeDAmrjtM+O/dCYH/Td3ORGybvuYcOFdOvFWbkvEs3SGr4VvYQtuSPci7ULDx7cRZPkHMclFGkNEli8U2RYocgz6SYYhQWdpJ6j5/nyM61DDpthy8+UuaUzHbiKzpTIfeCDWecuUsj14x7bsNvfLroIozmqhCvoOibn3RnH0cG5oi2v1RIpxRMPLxzJ3SQRV4JR1DyluGda+62ucQwIQAACEIAABHYvAQSj3bt3zBwCEBgTgXqjYQuLK/bvH/p/9sWvXmezM1P2e0/9JWs0mvbhT3ze7nevu1kup0Ddml319BfaL/7cj9pPPPBeQ81WDqM0RZOhJtd2wchNdCbrRyHWEl+iv0Jvn4W6Y+kFd9iA3m7rC3e3kmukLW4lUAY1DM9AKJJgkzsjXo1oTl7AkdinvRtGaOlkEBaMwmt0guAQeULh57T3tJQzHbxhy888D4mJKg8Ll8idOJGx1/99zlZa7qJfekzDCUeDju3CUcNmywU7sbQxkBsvynMlAu6bKbbFUPFJSziSO1CCHQMCEIAABCAAgd1LAMFo9+4dM4cABMZAQC6iv33zu+0r37jebnfhuXbZ3e9kl9759nbOwX1bZnN6Ydn+4Z//w956zQftUQ9/kD3wR37A7nyH28SesVwNUTomxX5AjA/6l3N1D5O4sbmpjm5BN7edAn0HeZScEQdmi3ZicWOQj+14bbgEygsjenGWwDWMuDXsBDuFIudkGdGctolUrTbpSfKQYORLrJTRI0EqyTV6F43EHXXWG6asTWfEhzhX6ypl23qmlbH0jn/N2ue+ELiLfumxDbtoAHdRLwFT3yM5mVSutrhaddlDSX2X9EwfJr60Vnfh2BJjNbS+JIUjOQ2PHiybgrgZEIAABCAAAQjsXgIIRrt375g5BCAwBgJyEf3U455tD7rPPew3r/o5KxULXWdx7MQp+z/v+7jNzUzZpz73NfvWDTfZ6176O3Zg31ysWSus9vhCJdXckagT82VnwQt1NhCJXJlOOiVcR/aXXKe0YTNXwo6iIHQ4EGSGdUFF5dbrOok1rk19y1GUpIjSb26jerbYKztHZ0dn2eUUJSSG6Z7lUtaKuaw7g8OKLL78TOy8kBjmWK+bffs7GXvzW3Om39/hoqY99tHNWO6ibvujs3nOfMl9rzKuVG27YNVvX3v9XF0HFV3kO6SdcTeFhKM+HdyiPFtClNbAgAAEIAABCEBgdxNAMNrd+8fsIQCBMRD4k5f9nX37hpvsz5/3m+7XW04tOofRnS6+dVcB6YbvHbOfetzvuvDrB9z77rFnvLBas7UEW2EPOhHXYr7V5cm3mJfYktSLf6/5yGGkF3e9OMcZ/qVYzhMvFCXpgoozJ31mVGJNt/nJ+aEuWtNliR7JOn06n6dyP/esUs6JIMrmSSJvWWtQydNMOWcNdVXbqA+V+eP2oxXS7kOtOx1WEog+8tGsffmrGTt+PGOzs2aP/8W6HTkS9xRs/5x4zU0XXNi7cxwVc4kJR97l1dkhLSwciYO+axuus1o8j9nsVN7mp7uL6cmR4k4QgAAEIAABCKRNAMEobcLcHwIQ2BMEFICcVzKtmROJHv1rf2r3+aFLbWFx2XK5nPuzR/70A7uGW0tQ+snHPtP++kXPsHtc+n2xeWzUGs5pM8qhl/KsXvjzWVeiI3fIRpcSnTTnpPKlXC5jS6u1gR7TFgAKKhsKXoI7S4sGumFCF/t5iWfSZVn9puhFFj1bpVTiobDpeLLAzk8LCzD15qZzFzkHUAIB5hJVpkp5JwCurA/nVvJMJHJIKNI50b50DpWhfewTWXv/fypI21w3tPvft+n+SWqI2Ww5b6rl8ufdizlOOMq0HEcxyz77ufXCz9JcqrVGKwB+sBOi0G6dMQYEIAABCEAAArubAILR7t4/Zg8BCCREYG19wz77xW/Yj/zQpdvu+M73ftTW1iv26J95cPtnf/LSN9gdL761PfDed3eC0d+/7b32nv/8pL3lr//IlZ0pFFufkVj0T+/6sH312uvtTa/+A8vn4r9EKSNI3dLi/lf/QVD5l2hlnqj1t16gJVjV6psj79YmZ9DcdD6yWBYWZCRwVWoN52xJMgtmEJb+2q5CUUplfJ3zCwtFzmVVa1hlo5nKXupZOjdeEJNAVG82nRAi4WgYwWiLC6ghcWe4fZUQKSHG5R5JeNphP669LmNveVvOqlWzI4c37e5327Qf+sGmFYtxTsP2z/hzXq1vOidh5/dcgptKvYYRjs49ULabT1f6TljPUjaZ9lDnxZeddhPSut1Mz9FeMSAAAQhAAAIQ2N0EEIx29/4xewhAIAECyiV6x3s+Ym9463vs7a997raysue9/I32lW98x970qj9oP21pZc3mZ6fb/379fx+zh/7is+xNr/x9u9slF9tfv/Ea+9DHPmeHDsyqpBS/AAAgAElEQVTbkXP22+Ou/Am7za2ODj3btMvS9JJXzOuf4EWx7YAZkbDRDZBcD0f2l+3EQqVnKZNeTTOtkiK95OplWy+5SQb5xt28sFCkeUkwSSvvqZtQlM8HIkPw4i/HyHAiSy8OW9xLGXNd/cLrVH5OXMEo7AISw7VKcO+4w4taEmmi5B4dP2H2tn/K2TGVoc2Y/cKVDbvwVpuJ5BbpfKv9vMrh1C1ODicJnb1GXOFIwu+BuaLdMkCAvM/9klCl8j+Vn/ZyYPn56jlHD5Tjbg2fgwAEIAABCEBgggggGE3QZjAVCEAgfQLLK2tWLBa2iEL/8ZFP29+/9T32pa9/x/74GY+3h//4j2yZyM3HT9nNJ07Z3S+5uOcEP/ula+0JT3+Rvf+tL7OD++fsv2864dxFtzrvsM3NTvcMxx50xSqZGeSFL8r9O8UWX/YiYUGupp1eXqPcP4lrDs0XXVtzCUDhoblLCFFGjl7+Ry3I7LS2cQpFmpfLDirk3Iu+On2lJRT5Z/kSMYlSEos6z01cwWhb+dmQ4qV4eJdOFOFJjqK3vD1r134z68rQHvKgpt378vhiVfjMBBlMefc9izKX8GcHFY605lIxawsrg5V2+mf6LnSas0p05e6qdwku13MkTDEgAAEIQAACENj9BBCMdv8esgIIQCACge/eeNw++dmv2Sc+8xXbNz9rV/7U/e37LrrQfVJiz8z0lL3+H//Nbjp+0t7w8mdHuKOZ7nnjsZN26tSivfmdH7AfvNsdXee0NIfrlrZYsUaXjJVBn+vElnzWhRFL3FDJlnPlJNAladC59LteYoOGRCMNP3e9nEpQ8M6VUTl3oghFErHEdJSOIs3LC1Vis1Fvuj2VMySNoWdNFbOmzmK1xqbLu+lV+jeoYBQuP+t37yhr8yHjcs+Jx9pGva8YqqyiD3wwa//341lThtG9Lmvaj/9o0wlHw4zAVSSRM+e+b1Hm0ut5UYWjzg5pcecv4Uglh56j5i+R0AuECrtWHhQDAhCAAAQgAIHdTwDBaPfvISuAAAT6EPjOd2+2P3rJ6+0Ot7vAbnfhefaf//dztri8Yv/wl7/v3EZ+fPFr37Yn/NbV9rbX/Ind9sJzt9315OklazQaduScA+5nf/X377SPffordpsLjtoPXHoHe+iDL0/MSbTTktRlygsncTZf0SJy4xQLQZlSM+RumAQ3Ubc1qTubMnBOLVedyOWFouBltTmyEq/dIBSNQqiS4BE4VnJOvOzWfr6TVVTByJWfFQLnTdR777QvXlyUiBEIRb1FrfB9JBCpI9qHPhKEXKsE7VFXNmxuLs637sxnJHBOK9jaWmV7CYl5/YSjXh3S4q7GC0elfM5lVOkMyAF4cK7kuikyIAABCEAAAhDY/QQQjHb/HrICCECgD4H3ffj/2Ze/cb095XE/7QSd677zPfvpx/+evfEvnrOla1m90bBHP+W5dtdLLrI/eNrjtt1VJWd3uvhCe+avPdr9TDlGa2sVV3I2Mz26zA7lCh1f6B9c27kA79hQmVK7Q1at4cq4JlUo8mtQLsrhfSX3su9DeCUWqTRm3HNvcx2Toygs3qTtaPLiy0wp5zqrDeKekmDk8od26JLmy8+036uVnUOoo/zFp/sp00plVP1CrTvv99nPZ+yad+WcWHT0yKb93M827dyjg3ULC99za26SOPR3OEVZ47bveY9w7HPmiy44PunQfO2VGJeLKlXbdO4jiVcMCEAAAhCAAAR2PwEEo92/h6wAAhDoQ2BjI2hFXyoFuRoKub7rg59gf/XCp9t973XXLZ9+8zve78Kvr3nD87e4j3TRK173drv4dreyKx58+diZn1isuI5l/YZ/wXdB1oWc6S1f5SOVCega1m/u+rnEmEBEyNlUMe9EhJVKfewdz/zcFFQ8CkdPN1beiTPt2q0nI7D02pNwCaAEOwlF6rQ2iFinYGcJlRJutokcrcDyIIQ6KOOT8y3u6BRndiqV6/aM62/I2FvfnrPlFbN9+zbt0Y9s2vnnxZ+PF8Kko7gw8IRcRTvx6XQcie3xxY3Uvjv6ruoszs+ccW3G3T8+BwEIQAACEIDAZBBAMJqMfWAWEIDACAl8+gvfsCf+9ovt/W99qR3cP7/lycoluuKXnm2/8cs/a9PTZXvwfe5h5x055K6R8ORFpxFOt+ujJJwsrvYOr9WLaT6n0q2sCz6WG8e1N29sDvUiPqp1hwOjgxDupiuj84HKo5pHt+eM3VHUyp7S3mqPta8qyxtGYNlReHA5RTlXZqTnDCq++HtL9MtnM1vKKSXsOHdKSU6ephMyhxFTvLAlt4sEk0HFmUrFbHEpY296S9ZOn5bIavZzj2jYne8YTywalauon3Ak9nPTeVcypi5naQnGKiPch2A0zr+eeDYEIAABCEAgUQIIRoni5GYQgMBuIPCCv/gH18Xslc9/2pbpVqs1+7f//KRzEl1w7jn2kPv9oD3o3j9gF15wZOKWpVKsEwsbriwoPCRm6MW+lM86d44PPJ6EMOgoEP38JVDIYKKXWwU3q9RKwoL+/PRK4Bgb9fBz0zzSLv3qtrawGKKQ6WHEmyjswuuVmCOhSIJj3BEWjILudlkrl7KmkibfIWwIU5E7717Y0rnRfKPeT2VnX/pyxr7xzaydOm12440ZF2z9gPs17T73bjpn1KDDZ/zEEa4GfVa/68VF51ZcJM6Jv/g4obEZf087n7t/tujCvBkQgAAEIAABCOwNAghGe2MfWQUEIBCRwKmFJXvkk/7Y/vi3f9nu80OX2tr6hq1XNuzQgXk7fstpe9Ub3mn3usedXcezw4f2R7zreC67ZXHDOYf8y3c+H7ww6/VPToK4TpBRr0bz18t+sZB1L7V6gdWLrUruwq4ZCQuH5ot2fGFjpFOcBKEo1yrLG4VQFA6dTlIY84LR6kYjCC1X+dmQHcJ0EMKh1hK2dP9BRBCJRR/7RNb+80NBuLVGPmf2w5c37QH3b1phwIZfzjVVylm5kHNh7HIDRhWu0jrYcv0ou0jlgBKwJCqnIRwd2V92GWMMCEAAAhCAAAT2BgEEo72xj6wCAhCISOCv33iNfehjn7OXP/c37OOf+ap9/bobrFjI21Of+PPuDpNUdtZvSXoRVcmNf/mW66ib0NLvPuP6uX/R18urys30QtsvRPnogbJJKEs6uLcbg7ZQVMg54arf3NLg6HJhWqVcmsNKZTAxZJA5bXEwKSR6bfjQ6fDzJRhpLeo+prM6qLDTbS3exZPz5WcDhqB3ikX792/avnmzi26/aT9y78HFIj8fuadW1+tO0B3ncCVxZXHPuxLWcLlf0sKRui+ee3BqnMvl2RCAAAQgAAEIJEwAwShhoNwOAhCYXALrlao99BefaReef8Q5itTd7PJ7fL9dfs9L7OD+IXtlj2HZEk3kqKhHEFrGML2ejwyXIzkXRqvVeZSyuQNzxSBwudpIbUlhoWhzM+jqFWVuSU6ocw4SV9LsCCehQ1lXEu/kTlurJidM+f1WW3s5pZYkXAwo7HSyVa6V3GgqvVSZnPZo0AynatXsE5864yw6cnjTHv6wph08sGlTU3K9Rd/RTleRSuwGnU/0p0W7Miym6fz0yoZywlExcPcNU6qms3NovhRtclwFAQhAAAIQgMCuIIBgtCu2iUlCAAJJEKg3Gvarz/pf9sM/eInd9c63t0vvdLuJCLFWSdxUOd6L1sJKdaCsliQ4xr1HWygqBo4iiQYKsx5EPFCorkrTltZ6B37HnV84P0klTZMgFKU9h7AwlZTrJ8w/nCskkUdi1HKXLmlR98yfoalSEGq9kxCy0z2rNbP3fyBrn/p0UIYmsehnH960C84fPM/HCTMuFDznzuUkuIrkcFLItfZUvKOUxHnhSGvRGDTjaH46b7NTdEiLepa5DgIQgAAEILAbCCAY7YZdYo4QgEBiBBaXV23f3Exi9xvmRspT+tinv2LXfed79ptX/VysW/Xrlhbrpgl/SEKBBCL9o9wavVDLISSHVJQX2fB01J5cbbtPLiUXfO1Ek3zWVDLlXpRjtIwfFpkYSXAISrbSF6va3clcuHjyz3MOoEIQtOyFKLf/ua1d0gbhFhafJGboDA16fvS8pSWzD30ka5/+bNaVxx0+vGmP+OmmXXDBYGKRGCp3SyKm1phmuWBUTpqT5iPH0HLMksJtwpG68LWC53eah9xFchkxIAABCEAAAhDYOwQQjPbOXrISCEBgFxBQJ7brrr/RbvjecXvvBz/pylY+/PEv2Ef/9S9tqlQceAUSXY6frmzrljbwjVL4gAuyzmetXMi6UiR1ZHKlQ0N2ZVKO0fGFSiyxILzMbUKRukZV02tP3w2xd8zMlHMu+HsYISTKFoZdXhLvFII8iMOr3zPOOIBypkybsEPKnYVi4MIZZHhhRjk8w7qgFhbMrnl3zq79ZhDMfKsLNu2hP9F0vw4y5HKTwCiBJK4wM8jzolzrnU6u69xGY2in06DC0bkHy871xYAABCAAAQhAYO8QQDDaO3vJSiAAgQklIJFIo1gs2Nuu+aB94KOftVuff9gecr8fdFlKD/sfz7HPv/9vLJ+L14769HJQljYpIyzE6AWyUmskIhT59alTmspsVN4UZ0ySUFQunnFdpZ174wUF7/JK+nkSKrQeOaXkIuvsDibBaLqcs4WV6IJRWwTJZUzzHUbcOnFLxt55TdZu+G7G5RPd9jab9rArGnboYPRTtNVVpBDy+tACaPSnd7/SdbXLZ00ZUcop0pziOK96zSOKcKS9l5DLgAAEIAABCEBgbxFAMNpb+8lqIACBCSIgoehbN9xkn/nCN+ycg/vsxx5wmf37hz5ld7/kYlcWVyoVndPo53/lD+2T7/6r2DNXac6p5eRKtOJOxAsxLjw3M3gGStTnzk0Ffc5PL9dtYTFjJ0+a3eHizb4hxZMjFElYCdrKS1hJwnW1EzutWy4v34kuie5k4efJSeQCs4tZazQ2e3Y/G0Qwat+zkHWh7sO2ppdY9C/vzNp/fy9j+ZzZ939/0674iaYLt446gpK4wCU1Ka4ifc/kvJJQpzmlmZ+0k3Ck3CMF0jMgAAEIQAACENhbBBCM9tZ+shoIQGACCEgo+vYNN9n7/+sz9sWvfcvufpc72H0uu9QuueNtt83uU5/7mj3nBa+1/3jLS2PPXBk0xxY2xuJ0kLtB5WaFXPAivWmbzgmizlVpdYlSGdBsOW+f/1rN3vr2rK2vZ+xJT2zY4XO6lxVNilAkTpq7OKk8T1lJKilMa4RzhPy+JCkoBOVnGRd07O+/kwMoimDk76kcHrXs0lkads7Hj2fsHdecEYt+6LKmPfD+TStFzJkPr7PebLo5pblvUc+D2EsskltKpYX6zo1idBOOfJbTKJ7PMyAAAQhAAAIQGB0BBKPRseZJEIDAWULga9deb7/2uy+3Rzz0vnblTz/QlZ31Kjf7P//xMXvdm95l73j984aio25pcqqMavx/9s4DOorqC+Pf1mxJpYM06b0qdhTEQhUQUVFRsKFgAaQoiNL+gCIgIlUUsSEqShGUasNKU3rvvaSXLbP7P/dNJmxCyuxmdrMh953jiSZT3vu92eB8fPe7yku0JcIogoxJHEqnl/tCtktXM38SgMrGRODfPQ7MnCOX8XXvKqFZk+wvzEqGEgVJ0xBdn0KcUUT39Q1rJkGF5lBYESQ/Tsre2CxG2ekVhH0hsYJCrUkokLOpCi6DKkgwUhw85FZKpZLDQjxLLhdEoPWFizos+U4PchhRxecN13twZxsPTCqbeWk5JzXPtppjRAkahW1TppPHI8QiLUvQ1MxBPNc6nXCVkbuIngPOL1JLjo9jAkyACTABJlB8CLBgVHz2imfKBJhAMSGQ4XDi3l5DMaz/w2jf9gYkJaciPcOJSLsFdlv2Gphvvv8FK9f9iflThhZqdQ6XpGnnsLwmo4gREWaDEAwk6rCVIZfChPKllQSjC4lOvDXVgORkoEF9Lx56QBbMwkkoIpGEXqjJgUOOomBy8t0buq9aIcefB883yJxcNiRSqnXb5CUY0bzpeSJOWjh4Tp7SYdt/OjgcOhw/Dly8JItFra7zoF1bdWJRlqvIZhJB2+HiKlJK0Kg0LinIJWhqnwvOL1JLio9jAkyACTABJlD8CLBgVPz2jGfMBJhAMSAwdupCbNt5AP16d8GGjVux//AJ1KlRBU8/0gnVq1TIWsHMj5fi6IkzmDTi2UKtKthlafSiaqT28+QmMOpF+QtlJxUmhLgwC46xm0To9fxPgD17dYiMBIYOkkSWi+IoovllFIWjSKcTjotQCUVCJNNR1y653I24+CPkqNkHXwGFnrVASsVyE4yEU8lsEKVthRXUyFF08JAOK3/QC5FIGeQmurGVB3e0VicWySxJENWLPCYSY0Mphua1H8RIlOoBItMpVCVoBT0flMVFAi4PJsAEmAATYAJM4OojwILR1benvCImwASCSIDcQgaD/gqnUHxissgQovIzGgcOn8STg9/CDS0a4OaWDUC1QfM+W4Fq15THzIkDs2Y46u2PAHgxZkjfQs86PsUpXrq1HCQU0QshvTwbDXrRhUmENHu9RfoSTWIMCQ3LV7uxeq1eLPn1oXpULC8LD/RPsDKU8uKrlApRvhIVx4XCeUXihiJOSR6PEMi0LndTRB0SfGjvAxVQfAUjpZwpwqgXDqXCdvZyS8DuPTosW2GAw0ElW8A1leQSxfr1vKDcIoP8mOQ5FFEsymYScwoXUUbpzEZ5RUVZgpYbOJob8aIObTyYABNgAkyACTCBq48AC0ZX357yipgAEwgCASop2/jPdqz/bQuMRgO63nsrWjSuk3WnYePmoGyZWLzS78Gs7+3cewQ1q1eCJULuHkTnvjJ2Nn77bjpsVrkF9f+mf4Y6NSqjR6fbCz1rEgouJDoKfR26gCJEUEgzCQbBcK0UZqI0p1JRZmzb6cbs+bKbpO9jQM2a6kukCnN/33N9S8GIlxCsnMF1pWTl2JDjhBw/QSh3U54BEgv9LT/LjS2FfsfYTEhOc4mgbJF7lTnvwuwFiUX/bNJh/U+yWEQfrVtu9uD6lh5xWTWd0LJcRebQ7J/a9VK3OGuEUbjVktJcmouBaueR23FKeVy0zSSysngwASbABJgAE2ACVx8BFoyuvj3lFTEBJhAEArMWLsWOPYfR7raWoM5m/+0+hHfeeB51a1YRd5syZ7H4OujZnnneff/hk7j/ydfx87fTERcTKY47cvwMKpQrlSUqFWbqVDZzLiFDdaZMbvfKcqxEGEAvq+EmFNGchevJoEeZmAikpnsw8FVyEwG33OTBPXfJIkEohtIhjpxO5J5R3FdqM30CmaPvPUmcSs0I3PGT1/2Ve0RZ5WRoctpo4VoyGUnkixCclGsWttSLxKJNm3RYs84AlxuIivKi470e1K3rLdBRJJ6lzC5/JHrQXLRaayB7m/McEkWjrEbxbFOwdTCfK3/nK3fHIyFLDlbnwQSYABNgAkyACVydBFgwujr3lVfFBJhAIQikpqVDrzfAapGdQTRa3vMMFs0ahdo1KoNCrV+bMA+nzlzAwvdGwGwyiu/RUNxEynnkTPJ4JJw6exHLftwoRKePpg0vxOzyPzUx1SVeev0Z9L6n8yltohfAosr/yW/eilBE+TL0wmrQ65GS7sKkacD58zpcW92LPr21LcnLbT5FIRTRPGjN1EGMhKJgiVO+5WdaiTpKqDVlS9H1LyY5NRE/hFi0WYc1a2WxqHQprxAM69VV115ecchQ7hUJo4Uti/PnM5fvc+4bAi6Fz7yUOdMextrNohSSBxNgAkyACTABJnB1E2DB6OreX14dE2ACfhCIT0zBtp378dtf/4mSsc533yyCqmk0adsX8ya/IjKJaOzefxQPPz8Wk1/vh3atr8t2F8qSITGDxpdL1+Pw8TP4b9dBlC0di5efeQDX+oRe+zE9VYeSkHBeZVmaInyQAGE2yq3nqT26y+0Nef6PP0KR4nqiMh3q2vX51xL+3qQXwdeDXnIjcymqePl7kCza6IVwI7J3QuD8UFxfJLhQ0DEJOVq7TXJmCmkRmu0rrJEjLMMliUByEowKO1wuYPPW7GJRt/s8qFpFnVikBEjTusPJVUTzEcHtFiOSUsOsBA2A2WRAtN0oHH48mAATYAJMgAkwgaufAAtGV/8e8wqZABNQQeD02YsYM3UhbNYIVK9cQXQ1O3cxQYhEUXYbuvUdiZtaNsTQ/g9nXW3Aa+/CYNTj3TEvZH3v1z//g8FowM3XNRTf27p9Pw4dO4Wq15RH4/o1NCk9K2g5VJaWXwcl5UWeBBd6AaSwbhKKgtnyvaA55/bznI6inOVxVOIUYzdjw0YnvloiC15P9ZFUiwb+zEkWbXSg4GGldCnYHeJkZw51W5MDhYOxR76BynQPrcQTkQlk1ovni9rSk3uHvhcXaRKCkTpZJ/cdIrHol9/0+P0PclrJziK1YhE9U1RCSM8+iavh4iqilZKIRaVxxItKDbUWBf153nMeS88JiVicV1QYinwuE2ACTIAJMIHiR4AFo+K3ZzxjJsAEgkBg5bo/sWX7frzy3INC1Dl97iLueWgIZk0ciFtaNcbHi3/A1yt+xpL5Y2EyyS/wXy3/CRNnfI7NP87NmlHvF/6HShXLYOJrzwRhluouSa4XCsjN7aWPgoctVNZk1mfLbClsloy6mak76gqhiDqz5fECXSHOgh0HHJj+viwYdWrvER2xtBpCKDJSm/XgiTb57RO5TZLTtRfzstw/mc8CPTNaCIa++Uder9z9TBEviWWpKBPSndTNLTBBJDkFQij64y89PB6gVCkvuqt0FoWrq0gIgya9ELIkYpbuLtIOhDmfR9o3coZRNzTOK9LqNwtfhwkwASbABJhA8SDAglHx2CeeJRNgAkEmkDODiMrK2t7/MoYO6IWOd96Ig0dPoc/LE0WoNXVIo3Hg8Enc12cEdv60IGt2W7bvQ6UKZVChbKkgzzjvy5ND4XyCI8vFQS95Bn2mUGTSw+2Ru1MF2yHjL4AsochsgNGoh9Mt5SkUKdcuHW0Wgsq4iXqkpAKNG3nxQPfC5xjRXEQb+CISikhAcJLTJJ0CvQvjx7lyF5SyJxIo6BnQ6h4i/ygzY4mEotwEKCohpCBn+pqaTuWPHtVuo0uXdPhxjR6798opyxXKe9GxvQfVqubPR3FRkaso3AQZpTsb5XKFWwkaMRbB2zaTcGTxYAJMgAkwASbABEoeARaMSt6e84qZABNQQeDE6fPo8vhrwlFUPTNz6O2Zi7D2182Y89ZgxMZE4vNv1+LHn/7B0o/Gq7hiaA+5kOgQzg564aOXPfpKAgQ5dUiA0FiDKNTiAhGKlBuS+EBywdyPvNizT4eyZbx44fnABSPRrt5IZWAkWlG+jfZdyHKDJQsHepENQ+sJRjaSb/kZuX8op0iL7me+ggx19FKTsURiFblWHC51bqNL8Tp8u1SPo8d0ontftWpedO4goUyZ/B89IwmlZoPYU63K7Qr1sPucrJSgSZLsxAqnEjRFLOJwa612m6/DBJgAE2ACTKB4EmDBqHjuG8+aCTCBIBP45OvVoDK1T94bAWNminJGhhOvvzUf5y8lonRcNM6ej8eQ5x9C0wY1gzwb/y9PDiISYkiIcKhw6vh/h8Kf4SsU0Qt9IPMkJ06kxYjvfnBjzTo5iHfYYDfsdv/mdzkAXM63oblo5bzJbyYkftDahZNJB9l1I3k0FfR810a8tOx+RiWOFABOHbNo7v4IUPRsUmt2Ek7ymhPlFSUm6bB0uSwWGQxAg3oedO7kgSUib7Lh7CpS5ma3GAUvWntYCbii26NBfK7o2eTBBJgAE2ACTIAJlFwCLBiV3L3nlTMBJpAHASpHe6T/OPTucTc63HkjUtMykJSSiorlSoNEo83b9yEpORXXN6uHMqViwpYjuVTUuD1CvQBfFw+9kFLpWaAhv1TaVDYmAn9tc+DDj+WymV4PSupbqwNQRA8LtasPUeCwIuLQS7koz8qjhKuwe6OUn1HJE5V/UfmeFuJE1nUzy9oKc11F9HNJcvi6w+kFOYouXAROnNBh334dzp6TxaIWzTy4924PTKa8yZCrKMJsEN3GktP8E7EKy7ug80VpKIVuh2kJGom4JF5yuHVBO8k/ZwJMgAkwASZQMgiwYFQy9plXyQSYgB8E/tt9CANem4bFc97EwaMnsenfvUhKTsPrA3v7cZWiP5TK0vxxfAR7xjldPIURinznWjY2AucuOTFmggGSBNx6swd3t8s/+JrmQkINvbyTsEBiSqCilT/cfBkoAlVhxJa87n25/MwAySN3WMuvc57aNdB1KV8q0iJfVytBUnEb6aDDho0SNvwMJKfoRLA1DRKLmjfzoH0+YpFvyR2Vd5FgqnX+k1pOuR2XVYLm8QrhjroThtMgMYs6oZGIyeHW4bQzPBcmwASYABNgAkVHgAWjomPPd2YCTCBMCbwyeiZINGrWqBbSM5x4sEsbNKp7rcgtCsVwudwiZPv02YuIirSiQZ3qsFktft86r25pfl+okCdkE0mCIM7E2E1C8Hl3FnD8hA7Vq3nR9/G8c4zoxTirK1VmAHgohDXFlUPZPXIpUmCdwvLbjmCVnwnRJktgMyAl3aVJVzXftZDYt32HAStW6uB0AVYrEGn3ivLCytd40eb2vJ1Fl+emF0IRZSOFyxBd0DIzmzJckgic18LlpeX6iF9spFl8LngwASbABJgAE2ACTEAhwIIRPwtMgAkwgRwExk1bCIslAjc2b4DrmtaFxWIOGSMSi75ctgGrf/5HiEQnT59Hq+b1MXxAL5hMcmt3tYNcFufiM1R3oVJ7XbXHXSkUeTVzpPjOgTKH6IX8ky/d+GezXpQrvTbULVwpvoMEG5NRbhGu0wWvDCwnH+W+VIZEQUVpmeVnajmqPU4RwuTyM3KxuDQRJpSOccRZbai12jkrx5FYtHWbDqtWG0mSP+IAACAASURBVEC5RXGxXnTtaEClayRAJyEij7wi3zwget6pBC2cXEW+Qla4lccp7ClonURXyqHiwQSYABNgAkyACTABXwIsGPHzwASYABPIQYByikIpEvne/s/NOzFk7Gx88M5QVKtcHlt37MdrEz7AS0/dj6733ur3Xl1KdiLDGXjXML9vKCQRn1wg4SgKjlCkzI1KfeKizFj3qxNffyurRE/3lVClslzy4yvY0L8HKy8oJ6us8i2rUTAJ1n0vB2drWyam7CNl2hBjcu4Ew4lFAtHmrTqsWXdZLOp2nwe1a+pAXfColC63kjpFjCEBMClNe8dTIM++7zlKS3oqPQs3IYvmqTifYu0mUZ7JgwkwASbABJgAE2ACV/z/rJd66/JgAkyACTCBkBNITErF8VPnEGm34poKZYSDaMaH32L7nkOY89bgrPl88Nn3WL72d3z+/uuw2/wrTUt3SohPdoZkbaEWinwXVSHOgh37HZg+UxaMqOV6q+u9MGd2ICOXTLAEm9yEIiVIm9w+6Q63aGGv9Z+2wQzOJmEtwkzd2wyivCtYnbxSU4E//9bj1416kVdEziISi6isUIgamSHMlDNFJXxOl8yRcpRITFKyisKpJb0ixFDOU6pDEoKt1ntf2A80cSXHWIzdzHlFhYXJ5zMBJsAEmAATuIoJsMPoKt5cXhoTYALhS+DfXQfx6TerceFSIi7GJ6F3j3tw3z23iHK0+V98jy9mjkLZMrFISUnHoqXrMGvhMswY9yJuvaGJX4uivxM4m+AIasDuZaFIL0Kkg+0oyg1AqSgz0jIkvDlBh7Q0oGkTL/r00otMFnKnBEOwyW0eOcvCtAqFznmvoJWfAaKVus1iECIHuYqCJcaQWLRilR47d8mlUGXLeNGpgwfXVr/y77FMBh0irSZ44RXPV7i6imTXk/w5CNcSNBFuHWEQPDnc2q9fp3wwE2ACTIAJMIESR4AFoxK35bxgJsAEippAhsOJLo+/hn69u+C2G5pg9c+b8N6HS/C/4U+hYd1r8fhLE1C/djXcflNTUIkajXMXE3F9s7p4rvd9fk8/PsUpgna1HuEgFClrsluMIpR59oce7NmnQ6WKwJAXdUIsCpbg4cuTHDlGow6REUZIXq/IKaI28VqPnPfRUtBRxA6r2Sjyj6j8LFjOGBKLvl+lx45deiFaVKzgRfeuHpQrmzszetZIyKJgZjqe9pUcR+HSaUz5LFA7eppTYpo2+VFaPz9yuLUJEaYcAV9a34ivxwSYABNgAkyACVwVBFgwuiq2kRfBBJhAcSJw+PgZdHpsOLasnocIs0lMfdCbM3Hq7AV8Mv010SHtg8+/R1JyGh69vx1aNauHqfO+hl6vx7D+D/u9VIdLwsUk7crSwkkoIhhKCRC9rK9aK2HpSll0eOF5N8qW8RuXXycIIcMkl26RmENCkSMIQovCPMpmEuvV8j6KCGULYqi1L9SERGD1mstiUe2aHiEW2Wy5o1fK40gUTElzgXQ4pfU7tad3E2+/dk3bg2k/qPSQsp5SHe7wLEHLFNzo+eFOaNruP1+NCTABJsAEmMDVTIAFo6t5d3ltTIAJhCWBs+cvod2Dr+DbD8eiVvVrxBx37zuKh58fiylvPo+2t7aA2y07goxGCgJ249EB4/Fs785oe0sLv9ckytLiHYXuHqWIFpQLpHTiClbJlZpF0nworJdegOllnRwoW3Y6MGueXOLUqb2cYxSM4cuChIzkNFdQhCKau2/5mdPlQUqGWxPnT5YIlVmaRHsZ7Hb0JBZ9u9SAw0d0wilUq6YHD3T3wJJLNFdWRpPVeEV5nJJtRM8hiWcZLk+RuI2UvaEStFDwC+RZVgStaLsZnG0dCEE+hwkwASbABJhAySXAglHJ3XteORNgAkEg4HK7hRPIoM/eojoxORVkg4iJtou7UknaLa0aZ3MMPf/qVDidLtEhjYbk8eDk6fP4Y9NOrFj7Bz6aOlwISIGMwpSl5RSKqGuVlqVQgayHXCciK8ZkEO4SKlGiEOSEFDfGTtIjPR2oca0XTzymbSmer0hFYkUwWQjnj0HOm6FBbhqtyusuC20GZDg9gl+wys+U/U1MBJZkikUGA+1P3mKRb+h2anreri0SbBTXFQlpoXIbZZWgWU1CiA3XEjSdTn5+yH3HeUWB/Kbhc5gAE2ACTIAJlGwCLBiV7P3n1TMBJqARAYfThb0Hj2Hn3iOItNvQolEtXFOxbNbVX5swDxXLl8YLfbuL7328+EdM//Ab/Pj52yhTKkZ8b/ma3/HmOwuw+Ye54r9JZBr4xvuoek059H+iK8qWjg14toGUpYmXYr0OZpPsKAqmOKJ2YVkiiuXKErAom+xEmf+JFzt36WAyAa8NdYPECS2GIlKRw0prAcd3fgr3SJtJOEK07O6mZAHZLQZ4ghxq7bsmEovIWXToiE7sR5NGHrS/50pnkbJ2EoFopGS4RMh1QUMuCaOOdFLQ3UZKhzFbZolcMEoQC1qvmp8rYpoiOKo5h49hAkyACTABJsAEmEC2/y/1Uq0CDybABJgAEwiYgMfjwSffrMGyHzaiZvVKOHbynAjWmTZ6ACqUKyWuO3bqQthsFgx+tqf47/QMBzo8Ohzt296Agc/0gMloxNpfNmHEpPn46/tZWXM5dfaiEIpMATqLlAv50y0tvIUiIwyZIkrOF3UqTaNsm/UbXfjmO1klerqvhCqVC/fHHAkEJoPcOcyg04mSsGAFQvuWn1FnNy1bsvteOz/XTsAfhDxOFGLRMgMOHZbFosaNPOjcwSMEPd/h6yoKxPVE55NoSOsU2UaS9qHddG0SpyKMevEcBLuEL9C94HDrQMnxeUyACTABJsAEmAALRvwMMAEmwAQ0JHDk+Bk80n8cPnhniOhulpyShuH/m4uMDCdmvzVIiEEkEFktEdnu+uNP/+DtWYvQ79HOqFe7GqbO/QoN6lTH4H6yqKT1SEx1CbdKXiOU5VZq10ZijVGvA7ltSKzJL1SYyqzKREdg+14H3p8jC0ZdOkq4rmVggpHCI9JqFIJRSnrwcopI7DCZdLBmlthpWfKX89pJQe7gJUlAYhKQkqID/fvPv+ovi0UNPejU0YPMrHexRwrnaLtJlG2qdRXl9QwJ4dBqEqIe5RtpUcZHczQa6LpGUYIWbIZqPx85jxPzpG5ydpPI9OLBBJgAE2ACTIAJMIHCEOCStMLQ43OZABMocQQoo+jipaQs5xABIGfQmKkLse6rKUIcokG5Q0+98jZmTRyI1jc2zcaJHEmUc0Tj+7V/4PNv18Fg0KN2jcp4pd+DVwhLWkGmF+gLiY4rLheWQlFmoLXVbIAlwgCX24PkNHeBwd0kGCWkOjF2okHkGDVp7EGPbh6/EObGQ829/bpJ5sGyEKGD3So7Y0go0sq1oqyDyrsMemh67bzWSgLR9h06rP9Jj9Q0HTwSZXFBdhblIhZldUCLMMIleTQTYnzdRiQyUlh4oH5qEi0p1Frp0kYB2+E4ONw6HHeF58QEmAATYAJMoHgTYMGoeO8fz54JMIEQE9j493Z8uGhVlnOIbr/3wDE82G80Jrz6NFrf1BSS5MW63zZj/Lufot1tLTFxxDNZs9y59zBS0x1o1axe1vfIkeRySygVGxX01ZxLyBBZRDTCWSgil0gguUkxdpMQl2Z+AOFqqXyNF888qT74WgmDtmcKGFo6fXw3N1uHtyBk4SjZU5Rfo3VpW14PqdsN7Nilw/LvqbMfEBEBEbRsMgI1anjQ2cdZ5OsqopwmLYUy3/nRcxRlNYkOdoG4jYgjZRWZjTohZqnJUwr6hziXG9BzazHpEWM3c7h1UWwA35MJMAEmwASYwFVKgAWjq3RjeVlMgAloT+Ds+Ut4Y/IC/LF5J6aPeQG339ws6ybDx8/FX1t34/Ybm8DpcotytKqVy+OvLbvwxaxRWccNGTsbkiRhypv9tZ+giismp7uQkkad3C63o3d7ZPeOFqU7KqaQ6yHZBJRCiDUiX8ZkwIIv3NiyVY9IuxdDBxcsGClh2hQGTWyCJWDQ4hVXDbmniLmWotTlUGsKAPdq2lktv71NSwO2bNNhw8+yWBQdDdx5hwSrFYi0A+XKe7PK0LIcOxq7ivKaH/GOthnFvqoNEFdKuygTiziGaxc0WjOJWiSU0nPPndAC/Q3E5zEBJsAEmAATYAK5EWDBiJ8LJsAEmIBKAvM+WyHa2v+9dQ+oNI3KzZQSNMooWrR0PY6dOIvbbmiCm65rCMoo+nDRSixb8L+sOxw+dhoRZhMqVSij8q7aHqbkutgijCChiLpKBSvAWe3MhRvGqBdlWRRUTHMKtCzLZNAhNtKM71a58ONauexv5HA3zObcZ6O0RycXClUJBjMMWhEhSJQKVvmZ4swK5jpykkxNBX5YrceOnXpRfhYT40XXzh7UrHFldpSvYyeYolxuu02ZPiQcUXlaulPKctrlPFYIWiaDyCsiV1Ggz6La578wx1E5oyIWFeY6fC4TYAJMgAkwASbABFgw4meACTABJqABga079uO54VMxfewLaNW8fq5XdDhdeG3CByhbOgbDB/TS4K7aXYI6b6l1Wmh31yuvRM4Pg0EnOpuRWEMCghbiVblYC/7e5sCHC+Xg696PSKhVM3fxggQWKjkiEYHcV4Hm3BTESelQRqJYcqYIodW9hGMps4SPHEuhDGROSgaWLTdg3wGdcLeUKuXFA909qFQxO2/6mRAFLUbhqgrlHH33huZB+03uLtoHKjGjEGtl0D6RUCS7zMK3BI3mS3tO4ijNmQcTYAJMgAkwASbABIJBgB1GwaDK12QCTOCqJ/DccDngevq4F69Y64EjJ/Hb39uxZOUveP9/L6NKpXJhxYOEGXphL6ohOp8ZSDyQnTYkXpGLQysBpVSUGafOSpg0RSccL61v9aBd28tBxVmOJosctKxlSVhOpopbhYSSYNyL1kKt5HU6ncjoCaUbhjqhfbfMgIOHdCJUu1pVL7p3kxCdI4pLdhUZhGAUaldRXs+4yagT2UYkFin7L7qgWcK7CxqtRynpi+W8oqL6Fcb3ZQJMgAkwASZQYgiwYFRitpoXygSYgJYEFJfRyk8nibBqt1sS5Wo0nnhpAqpWroABfbqiXJk4LW8rrkX3OnriLGpWrxTQtSkU+nwu3dICupgfJ/kKRUa9HilC4JA0E4qUqZA4Qw6Rqe97cOy4DlWrePFUH0m8aCuigBfeQpW+qVk2lUCRKBYMMcc31Do1g0r4tOeY1xo9XiA+Hlj8jQGnT8tiUcMGHnTq4IHFkv0sYhBFreg94ZcDRM8DPSsUDJ7h9IiQ9YQUKkErOPNKzf4H4xh6rmm+JHZxXlEwCPM1mQATYAJMgAkwAV8CLBjx88AEmAATCJDAM0Mmo2a1Suja/jZQIHbrG5uKK11KSEKp2OgAr1rwaf9s24NBb74vspHiAuysdiHRIcq/QjVE63jqNmXSIz1DArU618pRlHMNJFLE2ExY9J0Lv/ymF4LGqNc8iItWHE3BFVgUMYfcKsnp2opivmHMAJV2hTasXJKAw0d0+HaZHsnJsljUoIEH93X2ZIVa0374Clrh4irK7VmnecZFmUFVXSRqJaS68sw2CtVnJa/7KOHWFrMsTPNgAkyACTABJsAEmECwCbBgFGzCfH0mwASuSgIX45Pwyder8f3aP3Bjy4a4t00r3HJ9o6CvNT4xGW+8/RF+37QDD3drh8HP9gzonqEqS1OEAxKL3G7KCQqNwFEhzoLfNjmw8DP55XpQfz0qVZJE2HGwhCrKEiJBLNJiEKKD1msllhazHhazMTPvKXhrye2hIrFo124dvlsud0KjIPH69Tzo3DG7WESCneguBi8SU4OXCxXQg+9zkq/7iYQ3KpujbCNF4PLNNirsvQp7vgi3tpkQwWJRYVHy+UyACTABJsAEmIAfBFgw8gMWH8oEmAATUAjM+ngpTp65gPZtW6FF4zqwWiI0hUNlZ8mpacjIcCLSbkVUpE1cf9X6v3Dy9HlkOFz4dMkarPrsLcTFRPp9b7fHi3PxGX6fp/aEyw4TIyQpdEKRMr8y0RE4c0HC2EkQAtHdd3pw6y3BcVRddv0YxL3IPUVhyloN3xwk6iJXFC3e3W5g916dyCwischmA9q1ldC8qReGTMOLrziYkuZGRpiWdmV1QbMZkZSavQuakm3k9WYKfhLJXkU7SMSKiTSBBEkeTIAJMAEmwASYABMIJQEWjEJJm+/FBJjAVUPgUnwSSsUFp+wsMTkVv/+zAz//sQ0Hj55GpQqlMXpwH8T6CEPp6Q70Gz4FTRvUwqBnHwiI68Ukh+YhyZSxQt2b7BHUDcsT8pKpy+KKQbzojxwnIT5BJ7qkUbc0rYfi+rFGyK4frbOEyFkid5HTiS5uWgpRalmkpwNbtumx/ie9EIuiIoEunSTUrXNZSjFRYLRVdhUlpbqzdR5Te59QHEf7FW0zoaByPluEnG1EjjT6h8rVQj043DrUxPl+TIAJMAEmwASYQE4CLBjxM8EEmAATCCMCbknC6Hc+xv7DJ/Dkwx0QGxOFl19/Dz0734GXnu6Rbabrft2MEZPm44fP3somJqldTrpDQnyKU+3h+R6ntHanfBWlJTllJAWr/OuKP8wo0Fovh0xTsDUJN9SV6715Evbs0yEmxotBL8rB11oMIYwZ9aJFOwljWpdeKde3W4MjRBXEgPbN4QCcLmDdej22/qsXp0RHedG1i0cIcDSUeVKnNirrynBqL8oVNFe1P5fLBeUuaGr2i57paLtROHuS09xwe0L3PBNXYkrCKw8mwASYABNgAkyACRQVARaMioo835cJMAEmkAsBl1vCs0MmY9rYFxCdWYY2ff43+GH931j52aRsZyguo2YNa+GFvt2RkJSCMqViVHOlspsz8RmFEnVE5zG9DiRsBLPzWX6LItcICQEkCCgh03R82RgLvvvBiR9Wy2LHSwPcKF1KNZ5cD1TWG2kllwqQlOaCpKH7JIunxQjoIIQKLa9f0OpJKDp/QYf4BGDrVj0SkoBTp3RCaCsV50WP7h5cU0kWi0zkfgoSh4Lm6c/PFTEzMpcSNDXXsZgMQrwhMSzNIQV9P+h5jrVzXpGaveFjmAATYAJMgAkwgeASYMEouHz56kyACTABvwmkZziyZSItWroen32zBssXTrjiWj9s+BsjJ83HmCF98OWyDfj43Vf9ut+lJAcyXP5n+4SLUEQuIhGoTeVvOUqhysREYMceF2bOkwWj+zpLaNk88NIipZyJvqZkaF9+pghfFMZM5WeOAPbFr83PcbDkAY4e02HRYgMyfOKt9HqgWlUvet4vwW6/0lWkdRleYdaQ89zLJWiFE/dIdIqxG6HTyXvvCpJ7jtxxsZEm4Y7jwQSYABNgAkyACTCBoibAglFR7wDfnwkwASYAIMPhhCXCnCuLEZM+gF6vx9ghfbP9PDUtA2t/2YR353+Dpg1qonuH1rjthiZ+8aRg4ktJ6svSSCiil/AochQZ9CLgmUrbQlV6Rou73I2MysGotXzuLh8KCs7I8GLkGMDlBpo18aB7V//FsazysExhSk05kz+bQEwjTAbhkiLhS+vrq5kLiUV79ujw7VKDKEOzWIDISC8MeqBCea/cCc0MUKZSVDFwFdGalRI0CnhPTtOmW5viNqJcI3IbaZltJIdbm6HXqGxSzb7zMUyACTABJsAEmAATyI8AC0b8fDABJsAEQkCAup5RmHVScqq4W/mycbBZLeLfHU4X5nyyDI/3vBcxUfZss3G53Ojad6QoObu3TSvQdWgYjQb8t+sgFi/bgH6P34fSsdGwWv3v1OZPWRoJRRQEbI0wgPKJQh1urIhVFK5MYhWJAPnlJNE8KYB72iwPDh3WoVJFL559Sn2O0WVxLDjlZ2IfM0OtqfwsVThXAndABfoYKx3Qli6TxSJyEVEHtAb1ZcGIhCISMcyZpVlKB7RQioT+rI3mKgQ4K+Uqae/U0tptpJTMxUaaNcvY8ocXH8sEmAATYAJMgAkwgbwIsGDEzwYTYAJMIMgEyIVAAdU//vwPjp04i6SUNNxyfSOMeOkxERpMWUQdHhuOAX264f6OrbPNZvf+o3hlzCx8PW80yFG0ffchxETb0aJxHbjcbpiMhQ/FvZTszDesWLRLzyz9KorOZwTEIJwtma6mdLlle0GCBc07LsqMr5e7RIcvGgNfdCMutuANFy4qm3/3K/iql4/wDYumnCI16/Hn+mqPpQ5o2/7TYfUaA8hlRGJRt/sk1Kl1WbhS2Oug0zyzSe081R4nl6DRZ0InnFoUcB2sQZ+JGLtJ7qQWYLYRPQcir8hkYLEoWBvF12UCTIAJMAEmwAQCJsCCUcDo+EQmwASYgDoCh4+fwaMDxmHUwN64rmk9bNt5AC+OnI4NX09DuTKyenHi9PlcXULDx8+FJElo17ollv64UTiQXn66B8qXLWR6s8/U8ypLo5dvytOhUqkiE4oy50BikVvyICHVv9KicrEWbPrPgQ8WGMSKH3koezv4nDtIL/AkBNCaXZJHCCRaag7kWqIW9OTUon+nzmKhDLX2XW9qKrB0hR579mZ2QIv2oksnT5ZYpJTKEfsUlSKduk9EcI6ifYu2mYT4Rm4tLfctrxkTI7onfU7oWXG7PVCbgU6fLxKcqLMgDybABJgAE2ACTIAJhCMBFozCcVd4TkyACRRrAuQoIuFBGd+u+hWfLVmLT2eMEDlFFGp9U6f+outZpfKl813rDR2fQ5m4GNS8thJ6dLxdCE62AErP8ruJXJbmAH2loWQECZHG40V6Bjlg/M/+KcwmZs8pIuEmMGGlVJRZlM6NGqcHlV7dcpMH99x15VoUIcduMYCUnKRUbbufEQtf11JKmivkTHOKRd8uM2Dffh0o1Dou1ouePTyoWEF+BpS5FgdXke/zSmWKoX5WiRcJRiQceSh8XcWzSvlKcZFmwZkHE2ACTIAJMAEmwATClQALRuG6MzwvJsAEiiUBKjc7eeYC6teqmjX/Pzfvwkuj3kPvHnejXevr8NfWXVi4+EcM6vcgmjeshYo+otHhY6cRGx2JuNgocf7MBd+hUb1rgyIU+QJOSHGK0hoqjbGa9XJGULr2ncAK2lTfUG0K+k5NL5wAQE4hnV6H6bM9OHxEh0qVvOj3lJwDpYxsQk4Q1izyf8i1ZDUJp5a/LqmCmPnzc9IEk5KB5d9fFovq1vagaxcPrFahlSHCKOf/UPcz6ggWCqeOP2vIuXck1FAGVGJKcEvQCpojsaPnjRxD9NlxuqQr3EYkD0WYDUIsouN5MAEmwASYABNgAkwgnAmwYBTOu8NzYwJMoFgRoEDqmR9/hy3b9+ODyUNEMDUNyhqa++kKfL3iJxFwXa9mVcTFRGLnvqOIMJvwxaxRWa6hux56BTe1aIAxQ7N3RAs2CGrhTiVfJGwURfkRvTtTVg4JFVSypdUcyPlBZT++OUYjh7vlIGel/MxqFB2v0h3aiyMi1NpqJD1DlfMkmPvs8QDHT+rw1Td6JCXJzqI6tT3o0U3ugKYIZwZyWKXLrePDdSjCC7EN1t4Fuva83EbkhLJEGBBjMwk3n68LMdB78XlMgAkwASbABJgAEwgmARaMgkmXr80EmECJIvD31t14Y/JHOH8xEe+NexE3Xdcw2/pnfPgtoqNs6P3APeL71DGtdbcXMXPCQNx8fSPxvZ//2CaCrJX/DhVAcpEkpsouo1A7SujF2WIiB45RhAdr7WqpUMqCP7Y48NFCWcDr/YiERvWp45sRVIBF2TOSpG04siJGUQBzUYZaK8+PywUcOKTDN0vkTmhmE1Crpgfdu3oQEUFdxWQHlMOpPX+tn2EhvJj1sFuIbeEcaFrPTbleTrcRiW9KXhG5zHbsOYxSmS7CCuVKw5QpLgdrPnxdJsAEmAATYAJMgAkEQoAFo0Co8TlMgAkwgVwILF/zB5o1rImpc79CfEIy5r0zBEbD5UDbfsOm4Ibm9fF4z3uFuyAhMQU9nnkDw55/GHfdfp1mTCkjiXKUrJYIv1wM9PJNpTShGtlzirxIStdeuKG1lI4242KiG2MmyDlG99ypQ9cO+qCIDSQUUDkf5T+J8i8So9SmIGsIntxE6RmZF/QCf2/SY+PveiEW2WzAHa0lXN/SC5NJ7ipGrq5wFV98sShd0HQ6HeJTnCEXN/3dItFJLdIMKktU8orIcTjnk+VYvGyDyDSjbLNyZeL8vTQfzwSYABNgAkyACTCBoBNgwSjoiPkGTIAJlDQC23cfQp+BkzBj/Iu4seVll9HshcuwYPEPmDnhZeEumD5/iShRmzZmgHAVFXakpmXgYnwSvlq+AWfPx6NX93Zo1rCW6ss6XR5cSHKoPj7QA+WcHD2solOYTohUwSx/IvGGasKmz/aKHKOqlb14+kntnVQkAoaD+OJyAwcP6rB6ndz9zBIBnDipE5k5JBZ17SyhXl2v2INIm0m4qxJSw1t8UZ6ZKJtJs3LFQJ9ff86jPCNyFuUMtyZ3Ybe+I/FQ1zvx9COd/LkkH8sEmAATYAJMgAkwgZARYMEoZKj5RkyACZQkAgPfmIGEpFTMm/xKlssoLT0Dw8bPxcEjJwWK9m1uwJO9OsBmtRQaTUpqOsa9+wn2HTyONjc3xx+bdmDfkZP4c/nMrCwlNTc5n+gImnhDL/0kqlAwcKiykoRIEmEUjp9vlkv4cb0XZPoaMcwNDTQ6gVQ4pYyUVWSCwy0JQSPUZX3K3qalA3//o8dvG2U3kTIor6hSRS863ONB1arUCr74uIqIr81CYeyGYuGCIuZC4DLlHm7tliSMnboQO3YfwqI5b2giFqv5bPMxTIAJMAEmwASYABPwlwALRv4S4+OZABNgAioIkMvoiZcnCpdRkwa1RHes6EibCMBOS5NdPDHRdhVXyvsQh8Mpl55ZI/DV8p+w7rctmPLm80KAom5tt933AlZ/ORnl/Sh3CVZZmiwUGeQOUmluZLi0d/jkR78+PQAAIABJREFUJEWuDspFInGKnEwbNznwyedyiWDfxyVUr1b43CLfEqnEIGQh+fOApKYB3y0zYO8+2U1EXc+sFi8kicQi4P5uEqJsma4ijxfUGa+ohC216ypuJWiKgBhlMwqhMrdOaL/9vR2DR88UpWi1r62cDUV8YrJwHZLjkMrV7LbCi8lqWfNxTIAJMAEmwASYABPISYAFI34mmAATYAJBIvDs0HdEadj1zeqiTKkYPPtYF03uRA6FpKRULFn1K+JionB/x9Yg95LLLSEmyg76+ca/t2PqvK/x/viXEB1lR1SkTdW9nW4PLiRqV5Ymwp9FpzATPF4vElODn+mj3DPabsoSp0pHR+DICRfenqYXIsldbT247dbAu4Dldo+iEl8oryg5GfjyGwNOnJC7n1Ws4EWHez3CVeR0AnabDtH24uMqIqGFhD7aw5QQCYyqPiAFHERuqNhIkxBGfQflikWYzUhNS0ev58eiZdO6eHPwE1dcbdnqjaDSVRKCu3e4Dc882lmLafE1mAATYAJMgAkwASYQEAEWjALCxicxASbABPIncP5iAia895nohvTqC4/ghhb1C116Ri+RCUnJIPfS3E9XoFRcNMYNffIKp9Ke/UcxeMwsEb6cluFEo7rV8fao57IFcOc3ey3K0rJe+Ckjx+NFKNw3+d2TXuIpo2nsW0Biog61a3nxWC/J78c45z0SUlxCCCuqQWLRgYM6fPOtQYRcU7ldzRpe9Lxfgtksl0YZDTpEWU1iisUhKJpEl0irQZR0kcBIImZxGOSGios0w2ySs6N8B4lAt1zfCN+s/AWb/9uLL2e/kevvA/qMv/nOAqz++R98MWsUrq1SoTgsnefIBJgAE2ACTIAJXKUEWDC6SjeWl8UEmEDREhgx8QPcdF1DtL2leaGFImUl5y7Eo++gt1C2dCxGv9IHVa8pl+siyW2Ulu4QrqZf//oPzw+fKspfmqoMwC5MWZrIKdKRQGGEySR33nK4PEEtfdJRjpA++z0znNlFBgrYptbxM+Z5sG+/DnGxXrw0QBJuHLVDuQcJAqKjWI57qL2OVsdlOICjR3X4aolBuIgiIoBGDTxof49HiEW0D7Ruyv8Jh/mqWXdxLEGjddGzFRcVIbqh5Ta27TyAt2cuwoHDJzFswMPoeu9tuXYwPHj0FHo+86Y4pmfnNmqQ8TFMgAkwASbABJgAEwgaARaMgoaWL8wEmAAT0JYACUH9X52G65rWRf8+3UQZGnVGoxFpt8FqMV9xQ3IstLn/Jbzy/EPofNfNqibklrw4l6D0ZFd1ijiIXvYpu4VKiUKVU0SiSIRZbmOf3z0V98fqn534brlcLvTMkxIqX1OwO4juYTLS2kxId0hIcxRdqLWyG+QmWrZCjz179SKjiHLTO3eS0KiBvB4x32LkKlKcW9RRjPYx3em/+0v9k6rdkUr3NhKLcssr8r0TfV7JGbh+41bMfXswKpQtlW0ilF300uvT4ZY8mDVxIIdha7dNfCUmwASYABNgAkwgQAIsGAUIjk9jAkyACRQFgT8378LLb8zAkg/GYN5n32Prjv0iSLv1jU3xSr+eMFBNEgBJkuBySTh47BSeGzoFH09/FddWrah6ypRjpLYUSBFUKG+GWrSHouwp655KyZuKbKTysRZs3unA3Pkyo25dJDRvlrdgpLilqKMYhWaHoqyuoA2i6jcKt162woA9e+W8IrsN6NxRQr26XuEqIrGIhJckyv4pBsILzZnylQx62bml9rkriFWwfy5K52xG2PMIt87r/uQ2os8i5Y2RoKuMJSt/wduzFmERlaKp+KzSueR648EEmAATYAJMgAkwgWARYMEoWGT5ukyACTCBAAiQ0ENDEX7o310uN0wmY9bV+g6chGMnz+Klp3ugaYNa2LXvCIaOm4MPpwwV7iNyMvy9bQ/+3XEAK9b9iVcH9ELbW1v4NRty0VA+T36D3lVNFEwc4pwiITBkijg0T7WlYaWizEjNcOO1N2VXTvNmHnTrkns+jlLOZRflXKHp6pYba8ooynwkhIPl3HkdvlisFzlMJBbVuNaL7vdJiIy87PCiuRd1tpLah01xpdGcQyE0qp1XQcflFW5d0Hk5f37yzAUkJqXCYNTj8RcnYOAzD+DBLvmXotHviAuXEnHuYgLKlY5FbEwUIsxyRhUPJsAEmAATYAJMgAloSYAFIy1p8rWYABNgAgESoJfA5JR0/LvrgHAeNGtUW1yJylS+X/sn7m3TCjZrhPje3oPHUTouWmQUKePh58aibq0qovPSH5t2YtTkj9C+TSvc3/F2VKtc3u9ZUZDz2UsZyM1/4+u8MRkNSBJ5PsEvIVLCkKkDVSAiTqTVCPJjvDvbiyNHdahS2Yun+2afd85Q66IUMSiX6OhxHQ4elF0kdjvw8696kVdkMgHVq3nRs4cEeixIuCtO5VwK59hMJ1RxKUGjfZAdXGZRelnYQZ/lMVMW4FJCCqzWCHw2Y2SupaW+9/lryy4MHj1LHE/B9g92aYueXdpk/X4o7Jz4fCbABJgAE2ACTIAJKARYMOJngQkwASZQhAQUoWjn3sN4/+OlOHT0FLp3aI2hzz8kZvXvzgN4eshkDO73YJ7OA7oGOYxioyPx+sDemq3mYpJDBFb7DuEIsRpFJ6jkdLnkKdhNwhQnE2UIiU5xKU74VPKoXq9o024zYvFyN376WS86io0Y5oYx07xFayNRiQKMi7qcKz0dWPWjHrv2yAKR77BYgNtv8+DGVh6YTZfdViTcUf5UuA+lBM2oJ87FpwSNuNKzUUpFXpE/e0AOwlXr/8KshUtF18OWTevme/qzQ98RYtG00QNA3RgHj56JW1o1xrOPdvbntnwsE2ACTIAJMAEmwAQKJMCCUYGI+AAmwARCSUBpUU4vlcogQSQlLUP8DbpJebsP5aSCdC/KHtr87z5Mm/c14mIjMax/L6xc9yeoTGX88Key7vrrX9vRonFt2G2WbDNJTkmDJHmwe79ckjZ19ABRkqbVIDHoUrKsVviGS1PGDLU7D7ZQlNVxzWaEQacTAlVh820qlrJg4yYHFnwq5xj1fkRCnVreLIdOSrocuBzsteW1R1SClpIKLP7agGPH5bIzSwSVKAL0M/raob2ERvXDZ87+PG8kypETikZRurf8mTMdS88iOdti7eYCw639vbZyPIk/GzZuFW4hGgmJKaIUVfnc0+/BxOQ0jH5nAVLTMzBn0iBRuvrx4h+w4fdtWDBtuDiPfq/Q931/hwY6Jz6PCTABJsAEmAATKNkEWDAq2fvPq2cCYUfg0NHTcHsk1Lm2ctbcdu87ijenLMALfbrh1huahN2cA50QZQ9RcHWHO2/AXa2vE5eZueC7KwSjvK7/9Ctviy5pRoMBjz1wd9Y1Ap1PzvNIvDuX4IDJIHcII3dPqFwsSk4ROZm0FHFKR0fg6EkX3p6mF6JQ2zs86NreIDq8Uah1UTp0HA4IkYjEIodTFoeo7KzjvRJsNipPhPhqs8jd6EhEK+o5q33WimsXNFofOdyoBM0aIYuMoRj02XtswHjUq1VVuAbpv3//ezvemfOVEIQuXEzE5FH9UKdmFfQbNgUN6lYX7iSn04Uff/4HNatVQrXKFa4QmUMxd74HE2ACTIAJMAEmcPUQYMHo6tlLXgkTuCoIjJj4gRBMlL8tp0UdO3kOi5etR7cOrcWLkO+gFymvxwudXpf1N+q5fa+gc0IBL4Pe+EGOEXPW7ZwuN8w+gdZ5CUa0JnpJjIq0wkqWEwCb/9uHSLsVlSuWgd1mDcoSXG6PEIpSHVKIcorkPB5qCU9r1tqFQuV0VLQ1eoIXiUk6NKirQ5/HPMhwFZ2riISrDAewYqUeu3bLgdy0xfXqetCxvQcR8nYL4ULJKtJSRAvKg+NzURL/SOCiuVM5YVGKcv6ulbqQUc4SuYtCOej3woDXpqFXt3a44+ZmOHH6PLo8/hqGPP8Qutx9M37ftBPDx89FXGwUWjWtixEvPyZ+Bxw8egpvv/+F+EpuwxEvPSZ+R/BgAkyACTABJsAEmEAgBFgwCoQan8MEmEBQCJBb5vW35uPMuUt4583+MBj0iI60iTK0iwlJiI2yw2w2ib9hj09MQYTJiNPnLuH8pUSUiYtG1WvKQ/J4cPzUOVxKSBbfI4GJzqFBAkRycipOnLkgfl4qNgpVKpUT9wjFIDEoIsKMJx/ukOft8hKMaL7d+o7Ek706onePuwOeLjkQFB5qLkKC0YUkR9BLtMiBomQIBdM5YzHphVvq3TkS9uxDrsHXarhodQyVmZ09p8PKH/Q4ekwuQbNagU4dJDSsfzmPSOkmFkw2Wq3J9zpGA2UsFb8SNFqD0ahD6cgIGAxF07reV0xevvp3vDXzC6xeNDlLMH6o3xjcflNTPPf4fVdsXXxCMgaNfh9xMVGY8mb/YGwtX5MJMAEmwASYABMoAQRYMCoBm8xLZALFhcDn367F5NmL4ZEkREdHIspuxeBne6JurapCLJkx/iW0al4f23YcwDNDJ6NxvRo4c/4S0tMdSMtw4PYbmyIxORV7DhwTbqPUtHSMfLk3Ot99s0Bw5MQZDBw1AxcTkkHdvZxON2pUq4jZkwZlvYQFixWJYQPfmIHtew5j/VdT8rxffiVp9LP6daqhzc3N/Z4mZR0lJqfghw1/i65KJMapGaJbWnxGUAUjxYFCgcLBdM6QWyTaaoTNYsSi75xYu0Enyr5GDqfMFzU0tD3G6QKOHdPhSypBc5BAAVSt4kX3++j5l+/lW8oVTDbariz7vKmjXXHqgqYw1zrcujCMt+08gGeGTMb0cS+iecNaQvweOWm+EH8nvPp0rpf+9a//xO+7TT/OLcyt+VwmwASYABNgAkygBBNgwagEbz4vnQmEGwH6G3VRknb6PGb87yWYTSbxQkRhsHc/9Ao+mjpMCEZ/b92NPgMniRby7dveII55e9YifL5kLcYO6Yu777hefG/4+Dni3E/eGyFesF4c8S4SklIxfdwLKBUbjbPnL6H9o8PxXO8uePqRTkHFMevjpaCQahKMbmnVCE/36pSraONPhpE/E6ZW3OOnf4pbr2+M55/o6leZCpURpTmyt5/35955HUtCEbUoV/KRtC4/U+6bU3QhweifbW589InsHOn7uCSygkI5SCCiLmj/bdfDLUGUnbVs7kGb231K0DI70pG7KFTZUVowULqg0dfiNG9FoKPnI9pqClq4daCMv/huHT79Zg3at2klHJJrftmEMUP6os0tlwVk+j3ndruRnuHEiAnzcPrsRXwzf2ygt+TzmAATYAJMgAkwgRJOgAWjEv4A8PKZQLgRyC3DiDKNchOMqDzjmgplxBIWL9uA0VM+xs6fFmQticSXb1f9ijVfvoOzF+LRtsdADO7XE53vkh1HNMZMXSiEHN/MpGAwuRSfhFJx0dj493YMGTsbsyYORNOGta64Fc35+OnzeboGApkbCXHE79UXeuGeO1r5fQnfbml+n5zLCYqAY7cYxUs5dVwLRq5NVpmbxZgt1Do20oSkFA9GjdOJzmMk0tA/wRwul9zljIbbDaxYZcDOXZld0CxAZypBayCLVgqfaLsJqUXctc1fJlSCRp3EgpE/5e9c/D2eBC7q4BbKcGt/53jgyEl88OkKcVqbW5vjrtuvR0aGQ3RLdLkl4bjctG0Plq/5HWfPx2POW4NRv3Y1f2/DxzMBJsAEmAATYAJMQP7/Uq+3qJoH8w4wASbABK4kEKhg9N0Pvwl3Ul6CEZV0PNJ/HCqWKw2j8XL9Ef1tfKN6NTBtzICQbcejL4xH+dJxeOv1fle4jOZ+uhz7D53A26OeC3g+9PLoW3K29tfNmDzrS/zw+VtIS89AWjq9YEqwWS2IUpHfRH9KnIlP16QsjcrCKHiays+S090iSDsYfwr5lrnRfdJ9HFJ0bxKrJk6VcOKUTpSBPdVHewcVbSCJROkZwNp1epy/IDuaEhN1SEyCyCsiZ1PnjhJKl5K3W+kOZzTqhTvH6QqukBXwQ5bjxOLcBU1w1+sQF2kWz2VxGiSmT5zxORKTUkUJLjkqy5WOxXXN6gnXZOm4zNrG4rQonisTYAJMgAkwASYQNgRYMAqbreCJMAEmQASCJRht3b4fJNRMfO0Z0T1IGVS6RllJ/gRBF3anfvt7O55/dapwNTVtUAvkALJa5M5pu/YdQdVK5RCpQsjJbR50LXIYNG9cJ+uaFJj75bL1mDlhIKbN+xp/btmFpOQ01KtdFe+OGaCqwxqJF5ShE+hQys/IweFye5GQ6gyKUETChYnC0m0m0N+HXEq58j50TKkoM5auBFav94D0wxFByDEisejIUR2+XWoQApHvMJuBytd48VBPSXRE8523U/IgOc0VFD6B7l9+5ykiF4VDB8stFox5K9ckkSguypzVZTGY99L62j9u+BtvvLMAjz9wj+imVq5MHItEWkPm6zEBJsAEmAATKMEEWDAqwZvPS2cC4UjgjckfYf/hk1klYga9XpRZFFSSVpDDyOF04bauL6D1DU0wekhfRJjltu1UzkEjOsoeUhyPvfA/2KwR6PtQe2z8ZwcGPdtTk/tTrsnLo2bgpafuFw4DnU6HLdv348lBk9C8US20b3sj2t7aXAR+U2lc5YplMHHEswXe2+Hy4GKSzMqfIYQQo15kwnjhDaqgoLiXKPMnJcOdrzuH5nX8qAlzF8hlYE8+IaFaVe1yjCQJouvZosUG0CNGAlGEWRaGaNzZVkLjhl4RdJ3Vdt6gR1J68XEV0TrMJnlvJU/wREB/njd/jg3HcGt/5q8cS/lk78xejAZ1quGlp3sgOtKuOtQ+kPvxOUyACTABJsAEmEDJIcCCUcnZa14pEygWBJb+8Jv4G/Nhzz8sBIZmDWshNiYKnXu/ijmTBolSC3LQPDtsCpYvnIBK5UuLdZGLhsSmLavnZa2TyruWrf4dKxZOEN9btf4vvPnOAtzQogHat20Faj299IeNaFi3OkYNejxkfDIcTny/9g+8NXOR6PQ2tP9DqFOjiib3n/PJcsz/4nsYjUZ8OfsNVKlUFopY1qJJHbw//uWsl8l1v27G1LlfYcUnE1Xd+3yiAy63+hIpEnAirUZQK3vqlCXKz1Tdyb+DSBSj8OxYu8mvLmsXLwHT3zcKJ889d3lwy03q15bfDCnQess2PTb8pBdiEQVad7j3skCknJtTTLuUHBzXlX801R2tzJ2YF7cuaLRCmn+k1SSez0wNT93Cw/QoymGb8dG32PzfPrwx6HE0rl8jTGfK02ICTIAJMAEmwASKEwEWjIrTbvFcmUAJIEDixjuzv8TBI6fEap99rLMIhyYH0Y0tGqBa5fI4euKsKKvqeu+twilEY//hE6Csnud635dFaefew9h3+CS63Xtr1vf+2LwLGzZuybp+zeqV0KtbO1SvUiFkdD9e/CN+37QDTzzYHje1bKDpfYeNmyNEthVr/xBiGrmHSLhZue5PjJ/+mShBa96otnAeEdMFi1dh+ceyoFbQUFuWRo4ZEX4caRLd1VIz3EEpr1LKuOxWI/QBhmdPnmpAUrIO9ep68chDhc9TcjiBZSsM2L5DJ4dXm4EuHSU0bpRdKsuWsVTM2s4rXdDIyZWQ4hLuouI0ikO4daA8jxw/g4NHTuLO21oGegk+jwkwASbABJgAE2ACWQRYMOKHgQkwASYQYgIkijmdLlWB0/5OreOjwzBjwkCcOHUO/V+dhg/eGYK42GhUvaYcnh36Dk6cPo9BzzyAMqVihNuqz4Pt8UDnO1Tdxun24EJi3mVp2fKD4EVSqhsuSRvXTs4JaiW4LPzUgAOHdChXFhgxWCdKwgIN4fYViyjQukxpL9rf40HNGpcFlZyM4pOdKE56i5nKC20mUM5SSpqrWM2dniESMilHK8J0Ofhe1cPPBzEBJsAEmAATYAJMoAQSYMGoBG46L5kJMIHiR4ACnClziTKdlCFl9mlXvud2S7i58/P4acl0Efj80HNjRNckKndbOP1VJKWk4b35S0A5RzWqVcL9HVqjY7sb/YKRV1latu5nQXTMKIJLlM0o5l1YweWX3/RYu15m+upAPSpWlHOW/BGN6FgqQ1ux0oD/duiE26lqVS96PSjBYrmMl74fZSOxQi7RS3cGpzObXxuq8mDiTiJLtM1Y7OauLJHylijsnMRGHkyACTABJsAEmAATYAIFE2DBqGBGfAQTYAJMoEgJUOYROYMoc4k6vFE5GY1/tu0RX69vVk983bbjACa89yleee4hLF/zOzZs3Ia09AxMH/cibrm+kSZryFmWRiKICD62mZBK7eudHiFsBWOQKBVtNYK6cSWluf3KU8prPseO6zB/gUEIRPfe7UHHuyjTSL1oROdduKjDshV6EXKtiEUPPyjBmikWXekqImdOcBgFhbtOJ4Qi4h6f4oKnOFmiMvOKyBlVXDuhBWNP+ZpMgAkwASbABJgAE1BDgAUjNZT4GCbABJhAERBwudxITk3Hh4tWYv1vWxGfkCSCvqmcjMajA8bjUkIyVn4qh1ZTt6RXJ8yDJSICj97fDp3a3YT5X6zEr3/+i2/mj80SmgqzFLfkwbkEh08beKMIstZKwMltbtlEqQw30h3ailJKjlHdOl48+rCE2EhzvqKR2w2QuYuEoPgEHT7+xIDkFIDMX1WreJFTLCJXkRL8XaxcRcjscGc3weGkLCqpWAld9CzRHsXYTLBZZEcaDybABJgAE2ACTIAJMAH1BFgwUs+Kj2QCTIAJhIwAOYNWrPkDHy5ahd497kanu27CTZ37Y/WiybimQhkxD3IdRUfaEB1lz5rXyvV/4dbrG2V9Lyk5VVzn/k63ZwWEF3YRF5IcsJkNokSJHEfBEkEuO3NkUYpKxdyS9s6cr7/V47/telE+NvwVNwwGyKKRx4vEtOzlaU4nsPEP2U1kt3mx/6AeGRmA0QiQ4NS9qwSTEaLzFjlyoqwmISTFJxcvVxGxt5oNootYcSufU55vOdzaCGsEi0WF/czz+UyACTABJsAEmEDJJMCCUcncd141E2ACYU5g0ozPsfvAMYwd2hdVKpUTs214xxPZBCPfJbglCUZSOkI0ElOdmjt9fKdOL/skVljMeiRTqZsjeHk/mzbrsOx7md1zz0ioWMErnCk5RSORU7TKgH//y56BYzIBt9/mQetb5YDvbGJLkOcejO0WXdCUErRiJnQpPCjcmvKKjIbLmV/BYMXXZAJMgAkwASbABJjA1UyABaOreXd5bUyACRQbAg6HExER5qz5JialIib6snNIEYx++PytLAFJOZjO/emPf3FX65bQ+4Riq128y+0WbhqTyaiqbI0yfk5fylB7eb+OU1xF1MmK3ETkKgp23g/lGH3wkSwY3d9VQtMmsotJEY0os+fcJRe+/MaAAwd0siBklX9O4842Eq5rIZ9DQoXiKipuLed92ac5JCHSBZu9Xw+HyoMpr6hUNIdbq8TFhzEBJsAEmAATYAJMIE8CLBjxw8EEmAATKGICJMBMnPE5Bj3bM9+ysUZt+uDDKUPRqnn9bDP+asVP4vwvZ41CrWsrq16Nx+NBYnIq1v26BZfik9Du9utQ9ZpyqpxKFxIdcLplR40Wg7QXCvNWnC3BzETKbb5vjjOKXKKWLTy4r1P2dbkyzPjiaw8OHJJziqpUljugGU3ylUQJmg4wGfSIjTQhRYR/S351WtOCYWGuQfO3W4ywRRiC7ugqzDzzO1fp5EZ7wJ3QgkWZr8sEmAATYAJMgAmUJAIsGJWk3ea1MgEmEHYESCw6dvIcujz+Gl586n70fah9ni6f1t1exORRz10hGCUmpeCXv7aj9Q2NERMdqXqN1FVt0Oj30aR+DRw6ehrJqWkY+XJvtLm5WYFOpQynhEvJTtX3KuhF3x5hhM1iEMHKReFsmTvfgBMndSK0+qk+cvkbNTK7eAn4aKEByck6UHVT3bpe3NdJEg4jZSglXOQuoi5iUjHrInY1lKCJcGu7CTbOK9LkM8kXYQJMgAkwASbABJgAEWDBiJ8DJsAEmEARErgQn4T+r05FhbKlsHn7Piye8yYqlS+d64zuenAwxg9/6grBKNDpd3/ydXS880Y82aujuMSchcvwyZI1mDVhIBrXr5HvZalM62x8hgijDnQorpwomxxKXJQlXF8v0eO/HXrhFhox3C2cREIs+tiApGSdCLVuVF+H3g/rkOpwCjHJ11VUVEJXoOzF/wD4uKJo/mkOd7FyRWUT7IRYFLoMr8Jw53OZABNgAkyACTABJlBcCLBgVFx2iufJBJjAVUkgISkF5BCqVrkCHuw3GrWqVcLYYU/m6vAhwWjcsCdxQ4sGfrOg8jOH0yXcS5bMrKTGbftiwbThaNmkjrgeHdO17+uoUqks3hv3YoEuo4tJDjhcgZWlkavFbjWITlxUwkWZOUU5Nm3RYdkKWXB4uq+E8uW8ItfozFmdEI9ub+1B29s9iIuUc6ZI3CKhy2TQITHNDZeG5Xmh4EBiEWUtUag45UQFuo+hmGt+96C8olgKt9ZnDyIv6nnx/ZkAE2ACTIAJMAEmcDUQYMHoathFXgMTYAJXBYGfft+Kl0bNwKfvjcjV4aOUrbW7raXq9VLJW3qGA3sPHMfHX/0Iu82CkS8/BqslAg888wbq1Kgi/puEpN37jmLo+Dk4ffYilnwwBnVqVsn3PoGUpfm6WijnJzU9PIKVL1wE3ptpFA6brl0kHDiox46dslhUp7YXD3SXQN3QSJeItpthMemRmuEWJXTFLRiaxDpF7LpUTLugKc8Rh1ur/lXABzIBJsAEmAATYAJMwG8CLBj5jYxPYAJMgAkEj0D/16aBvBLvjn0hK8tI6Xz25+ZdqFerKmJj1OcUUT7S1Llf4cKlRLS9tQU+X7IGt1zfGG++8gS+W/Urxk//VHzfZrXgry27MGrg4xg2bjYmjeyHG1vm72SisrQz8eq6pdELvg6XhYpwc+WQUPT2FANSUnWwWb1IS5f5GasWAAAgAElEQVS7oZFY1PN+RSy6PH+H2yvcRfEpcnlacRiKyBIXaRJCV2oxLUFTArrJIaV0qisO/HmOTIAJMAEmwASYABMobgRYMCpuO8bzZQJM4KomkJCYgjYPDMT7/3sJNksE7HYravvR+SwnnMdeGI8bWzRA/z7dxI8+/3Yt1m/cinlvvyIEqQ2/b8OG37bg2qoV0a39bYiJtqNz71fxbO8u6HzXzQWyVlOWJpc/GWExG5AmsnLCz5Vz6RLw6RcGXLh4ubSp8jVePPqwBLv9cgc03/nTmkxGfbEQjZQ9MBsNSMlwIcMZWClhgQ9EkA8Q4dY2E2wWOfeKBxNgAkyACTABJsAEmEDwCLBgFDy2fGUmwASYgN8EMjKcmDDjM6z/bYvINXp7VD9ULJd7CLaai2/YuBU3XddQ5BY5HC68PXsRypSKwd23X49K5UrDYpEzeWhQhtGpsxfR85k38dn7I4WIVNDIrywtK9TaahROkHDtICZJAHVJO33mslhE5Wcv9ncjLkZxFemRlOaCM0dWUXEQjagEjTqIUZe34lqCRs8hrSM2knKXONy6oM8l/5wJMAEmwASYABNgAloQYMFIC4p8DSbABJiARgQmvf8F/t15AK889xBaNK6t0VXly8z7bAU+XLQKLRvXxp9bdqN921YY/UofEW5NWUd038mzF6PNLc3x5MMdVN2bzqOytJxlWfRyH2k1iJf7cAi1zm8xO3fr8OVXBiFqKeu4u50HbVtDCBQFuaLCVTS6Wrqg0d5RuHVclBkGDrdW9bnkg5gAE2ACTIAJMAEmoAUBFoy0oMjXYAJMgAloRODQ0VOIi41CXEyUqiuSK8gteWCmfvCZw+lyC7eQ0g1N+T6FWZOjiK69ct2fGDJ2Nr77cBxq16iM9Awn7n/ydTzVqyO6d2yt6t7KQdRliwKgafiKFAUJLX7dJEgHezzAnA9kd1FMtBfJKTrQ9+69U4euHQ1ISHFe4SrKbSrhJhrRPkRSGaDJILqg5XRGBQmn5pflcGvNkfIFmQATYAJMgAkwASagmgALRqpR8YFMgAkwgfAikOFwYt/B41j32xa80Lc7jEa5VGfWx0tx9ny8CLbOa7jdEprd9RQ+fvdVtGxSRxxGopHVp0RN7WodLgmXkp3Q63WItlLpky7X8i211wvlcbv36vDFlzK3Dvd6sH2HDsdP6FC9GvDUE/5lLYWLaGQwKPtQvEvQSCyKpryiCHJ/XS4XDOXzwfdiAkyACTABJsAEmEBJJsCCUUnefV47E2ACxZKAy+0W4s70D77BwSMnsem/vZj/zlC0al5frOfrFT9jyapf8fn7I7Otj8rHJMkDciBt/Hs73pr5BZZ9PCEgkSgnOHIYRYhW8xLSwzDUOq+NXr5Sj3826aHXA5NG6/D9auCnX72gDKMRw9zi+/6MohSNSFMxGvTI6oKW6fryZ/7hciyHW4fLTvA8mAATYAJMgAkwgZJMgAWjkrz7vHYmwASKHQESixZ9tx6ff7sO3dvfhh6dbsdDz43B6CF9RDe0/Ma5Cwn4c/NOLFvzOyS3hCcf6Yhbr2+sCQMqi7uQ6ISnuPSYz1z1ws8MOHBQh2urAYMH6LHxHze+WCyrRE/3lVClstdvPkUhGild0KhrW3K6G05X8eyCRrDJIVUq0iw60PFgAkyACTABJsAEmAATKDoCLBgVHXu+MxNgAkzAbwLUPe3rFT9h3PCnUCo2Wpz/xMsT0fXeW8U/voMcRS6XG0ajUZSLrft1Mz74YiXa3NxMCE3K+TknQec5nC5Q2RqdZ4mIEF/zG1SWdjHJ6fd6ivIEyiqaOt2AxCQdWjTzomsXCecvADNmGUX49V1tPbjt1sCEF0U0ovwgyeO/6OQPFyoBjLWbRNkWlQYWN9HOd60kEpWONouOaDyYABNgAkyACTABJsAEipYAC0ZFy5/vzgSYABPIl4BbkqDXUcmU/AKdnuGA1RKR7RwSjLrcfTO6d8geVn0pIRnzPl2Obu1vQ52aVVSR9ni8OHnmAt778BvsPXAcdpsFI156FA3rXlvg+ecSMuCWgiuOFDgJFQcQSaNRj3NnDJg2yyvEoaZNPLi/qywOzZhlwLnzOtSq6cVjvSQR5B3IINHIGmEQQlowRCPfErRw70RXED8SioTwFWlisaggWJk/p88qPQO++U4k9tLzXJDAq/IWfBgTYAJMgAkwASZQwgmwYFTCHwBePhNgAuFN4Pu1f6BGtUqoX7tanhPtO3ASrmtaF88/0TXbMZfik3BPr6F4+ekeeKR7O1UL3bX3CF58/T081uNutGhcG+99uESIVAvefRWGAgJ9qBQqOc2l6j5FdZDoHmaRhRwSWd56Fzh3ToeqVbx48glZHPpqiR7bd+hht3nRp7eEcuUCn63dYoTdor1opJSgmU0GOWC8GJegkRYaaTWJrm481BPYc+AYIu1WVCpfJksgOnHmAhKTUtCwTnX1F+IjmQATYAJMgAkwASaQBwEWjPjRYAJMgAmEKQEqC+v59BuoXrUiJo96DiZT7i/UIyZ+gErlS6N/n25XrGT/4ROofW1l1SvsN2wK2t7SHD27tBHnHDx6Cl0efw1fzn4Djerl7zIid8OFJCdc7sDKuFRPMoADFVcRuX7IfXEpSS7dWvWjHn/8JWflPPeMhPLlvDh0WAfKNqLRo7uEJo0K55qyRxhgtxo1cxqRG4fWQSMhxVVsS9BoH4x6nRDvSFjj4R+BOZ8sx+ffrsX7/3tZfDapa2LXPiNRr3ZVTBs9wL+L8dFMgAkwASbABJgAE8iFAAtG/FgwASbABMKUwORZi7Dp333Yd+g4Bj7zgHD95DZGTpoPS4QZI19+zK+VUElLhsMB+mo2m2A2GXHi9HlUrlg26zr0s8Zt+2DpgvGoVf2aAq9PpVeUoxNOopGvqyg13Y1Uh5S1jpRU4J1pRkgSUL2aF9e18KBxIy9GjzeCMo7q1/OgRzcPjJl6RqDlaVqIRtm6oOVYR4EbE2YHkKsowmRAlM0oOrvx8J9AWoYDT7w0AWfOXcKqz97C2GkLceDwSSx87zXYcpSt+n91PoMJMAEmwASYABNgAgALRvwUMAEmwATClMC+QydQp0Zl0RVt1sKlWLNoshB2co7Js79EfEIyxg9/SvVKnE4XyH00dtonuHgpEXffcT0GPdMThhwv78dOnkPHR4fhr1WzVb+EkmhEeUZF3TAtL1dRTkgrf9Tjz0yXkd3uFU6jpcvl7mm0htq1vWjT2oOYGC+iIlUjvuLAwohGJBZF20yic1hSqgvOMHRxqSVDziLKKyodZeasHbXQ8jjuYnwSejw1CmazEdQF8ZMZI9BIRd5YIW/LpzMBJsAEmAATYAIlhAALRiVko3mZTIAJFF8C5CR4tP84NG9UGyNefuyKUOC5ny7H2fPxeH1gb1WL9Hg8+N/0T/HvroMY9OyDSM/IwMujZuCDyUPQqnn9bNdYsvIXzPtshXAwUAlXerpDuJlyCks5b5zmkJCY6iwy0YgEFipzskUYkNNVlHOu5DKaN9+AhERZIGp1nQc33+TB4q8NOHNWJ5xGNDq2l3DD9aEvTzMZ9MKJQ/yTUt3FtgSNGEaY9KDcJcqRCtStpeohLyEHURno7IXLMHPBd+jVvR2GDejFoeElZO95mUyACTABJsAEQkGABaNQUOZ7MAEmwAQKSWDNz5swaPRMfD33TdSuWQWSW8rKNCKHUOlSMarvsHv/Ubw4cjoWzRolziMhgkpbKBy7SYOaMBrk/B4ao6d8LIJ1+z/RFYeOnsLAN2fif8OfQssmdQq8X2qGG9RWPtRDEVh8s4rUzGHWXANOn5FbolGWUZ/HJaz/SY9Nm/VCNGrYwIMHexQ+n4lCsEnMKqh7Ggkq5CiKtZtALFMzLpfSqVlPuB1DZWhRNhPnFWm4MafPXcRD/cagXJlY4TCaNXEgGnDgtYaE+VJMgAkwASbABEo2ARaMSvb+8+qZABMoRgQeHTAOZUvH4ulHOmHDxq25hlyrXY6vyLT3wDE88fJE3HX7dahfqyru73SHyDMi98JdDw7G0492xi9//ItzFxMw5Y3nUeUa9W3DKJT5/+3dd5SeVZ0H8N/MOzUhoYYmooi7CKKHIkUli3SiSJEWioA0Q4mKVEFBQECEgIDIKggBVymysLiigIrlLAjSVIoisixwKAlJyGQmM5n2zp77DBMSSZnyTHkmn/vPQPI+97n3c98cyPfc+7vNrR29HdaAPpcCllQXZ/yYqmhe0BnzWzv6tMMp7TS6LNUzKkf3TqOtyvFvHy/HHXeVskLYE9boihOP675JbaBteaFRdgStPtWVqow3m9qjIw2qoK2q1H0EbUy6na7m7TCyoNMZMcNua++Iw6ZeGB2dnXHTlWfGYV+4MN6YPTd+eeu07M+vRoAAAQIECBAYqIDAaKCCnidAgMAQCKRjZA888lS2M+j9G6wXJx2zX3xsq01zefPZ37o+JqyxSqyz1upx/uU3xeQ9d4ivfOHQeHXG7Jh0yGmxyrixMeWwveKgfXbq8/uym9Ma2qJ9kAOPFEik3SvVpYoBBSx/fKQyHnmsImbM7E6FNtm4HOuv1xX3/LI76DhhSkes1fu8bJleSwuN0g6p8WOrs2LkDc3t2c+itsrKiJqqNJ+a7EY0LR+B9Odq2r/fGj+//+G47XtfjzVWWzlmzWmIyVPOjd132DpOnnJgVOSRbOYzXL0QIECAAAECBRUQGBV04QybAIEVS+BPT/8jzrjg+3HY/rvGwfvsvNzJd3R0Rld0RfVb13ulv2C2LGiL6urSwl9bUifppqVH//Rsditaalddf0cctPdO2V9I+9uym9PmDU5olCKI2pr+7ypa0pyefqYibr+zlB1DSzuNVlu1K+a82R12bLNVOT41Kb/dPouGRuloYM8OqdFwBC0FRamtprh1f//oLPW55pbWeOKp52JMfW1W26ynvfzKzHjp1ZnZr6Xf0wgQIECAAAECAxEQGA1Ez7MECBAYIoG0eyC15QU3PcHQj+/8VTQ2NcdJx+6fPTd3XlPse9TZMXnvHbMjbUtq6dnbf/a7uOHWX8TP/+PiXGc2GDenpQ0U4+qrs0LK85rbo7U9vyAn1S16+JG3dxrV16eC392h0blf68jlWFoPcKpnlIKjto6ubIfUnMa2SF5FbqnYeKq/lH7a6VLklTR2AgQIECBAYEUWEBityKtv7gQIjCqB9vaOeP7FV2PqV6+MTTd6b9z3u0fj6d9OXzjHi678UXzgX9aPfSZNXGzeaTdSZ7mcFbVOz6YC1//8mTygUi2jhqb2GGgUkmKbVBdn1XE10dKaahV1DsqxrbTT6Cd3dO80WrRNOaYj1l0nD5HuPlJIlO3CKVXGnHmtuQZf+Y2ydz1la1NVGWNrS1nNIo0AAQIECBAgQKC4AgKj4q6dkRMgQGChwILWtuz42B8eeyarb7The9eNXQ48JZ76zQ3L3eFx00/ujd8/9Jd44aVX48jJn4xD9t1l0GQHenPaYO4qWtKkb/xhKZ5/4e3aO+n9J3y+I9bMoY5R6rW+rvuK+Z4b0FaqK2U7jNo7BxqrDdoSLrXjFOKl3V61NVVRV919HE0jQIAAAQIECBAoroDAqLhrZ+QECBBYKDDl9Gmx3dYfjn0+OTHG1tfF/JYFsfWkKXHvzZfEeutMWEyqs7Mc7R0dUVdbk/36X597Md6Y05DdkJZuYRvsNrepLZpb+3ZF/KK7iha0dUbTgsHZVfTPc3/q6e5dRqmWUWoTJnTFsUd1xlt0/aZaNPia3di2cIdUOp5WxNCoJyxKRwQrFbfu9/fCgwQIECBAgACBkSQgMBpJq2EsBAgQ6KVAukq7qrTsK8o3/cQRccv3zolNN9pgsV5/9ss/xI0/uTdu+945y9191Mvh9OljqT7P7Hmt0dHLXTRDvato0ck0NkXc/YtS/P25iqxu0S47lmPbbQZWKykdQUvH6ZYWfBUtNKqvKUVFZcR4YVGf/hz4MAECBAgQIEBgpAsIjEb6ChkfAQIEliDwgx/fHYcdsHtUVy09NPr4nifE5eeeGFtvvvFiPbwxe24ce9q0+P63Th6SHUVLWsDehEZpV1Hprfo+Q7mraEnj/b8XK2L11bti3Er9/zqm+Yytr8oKQacjaOl43tJaT2iUdh/1Nljr/8j6/2SaS7oNTb2i/ht6kgABAgQIECAwUgUERiN1ZYyLAAECSxFIxa033+XoOHS/XeP0Ew5a6i6hXSefEqceNzl22f4j7+hpfvOCGDumbliN2zrKMbuhdYlFsBfbVdTSHq1tA9vVM6wTjch2J/Xc6LboEbRljWskh0aVlRF11cKi4f5eeT8BAgQIECBAYDAFBEaDqatvAgQIDILAqeddE4/95e8x682GuOO68+P9G7xriW854kvfjL12+/ig3HiW17SaFnTEvPntC7tbdFdRKvzcML99UG5Ay2v8vekn1fdJt6AtaCtHY0v7wnpIvXl2JIZGPfWK6mqqsiLXGgECBAgQIECAwOgUEBiNznU1KwIERrHAbx58Inb42OZx/uU3xaszZsV3LvhSlErv/It7Coy22XzjOO7wvUa0xrzm9mhq6Vi4C6e+thTp11r6WBh7pE0yhV/pqNbYulI0tnT0ez7pFrXUx0g4nlZdVRk1VRWxUn11lBS3HmlfOeMhQIAAAQIECOQqIDDKlVNnBAgQGDqBmbPejF0mnxJfmXpIHLjnDu84mnbKedfETtttEZN23GboBtXPN6Wb01K4kmobpR1H6WeRWzqCNn5MdVbfZ05j24DnMxJCo1SvKN2AlnY9CYuK/O00dgIECBAgQIBA7wQERr1z8ikCBAiMSIEbb7snu/HsuktPjfest3Z0RdfC29NSoLTmGquOyHEvaVBpl1HaWVT01nMELe2QSkfuunLKvlJoNKaulAVQQ10IO4VF6fhZfW1V0ZfH+AkQIECAAAECBHopIDDqJZSPESBAYKQKfPrwM+MDG747PrTx++LNhsb44tH7jdShLnNcaVfRGw2tha5ZNK6+KgtVmlrao3kQjtQN9U6jFH6Nqa2K6qqKqK1e+o18hfzCGTQBAgQIECBAgMAyBQRGviAECBAosEC53BUPP/5MTDnjsmyH0bWXnBJrTRjeXUVdXV3R2VmOcldXlCorl1hfaWnkre2dMXteW+FWJB3VSmFRXkfQlgUwVDuNusOiUqTi1umfNQIECBAgQIAAgRVLQGC0Yq232RIgMMoEHnjkqbjhll/E5L13jJ0nbjnss0sh0QsvvhrfvfGuePKv/xs7TdwyTj3uwKhM97D3shXtaNqiR9BSceuhaIMdGqXC49WldAStpF7RUCyodxAgQIAAAQIERqCAwGgELoohESBAoLcCM96Yk310rQmr9faRQf3cA398Ms7/9k1x8pQDY6Ux9XH+FT+MIw+cFPvtsX2f3ttzc1qfHhqGD69UX5Ud2UrjXdDWOaQjSLt/0vvzrmmUwqiqqoqoqylFZarerREgQIAAAQIECKyQAgKjFXLZTZoAAQKDI/DZqRfEbp/YOg7dd5fsBVffcGe8MmN2nH/akdnxtL60WQ2t0dZR7ssjQ/bZNJWVx9RkwcqceQO/Ba2/A0+hzvgx+YRGKRoaW18V1aUKxa37uyCeI0CAAAECBAiMIgGB0ShaTFMhQIDAUAqkWkXlcjkaGptjtVXGZa8+4Nivx7ZbbBJTj/pMNDTOj0u+e0vMndcUm33w/bH/njvEGquO7/UQUxHs2fNah/xGsOUN8O0jaOVobBn+W93yCI3SnFYeWx3RFVFbo7j18r4Dfp8AAQIECBAgsCIICIxWhFU2RwIECAyCwAsvvRZXT/+vGFNfG+edemT2hlvvuj8uvOpHUV9XG80tC+JDG20Qm3xgg7jn/oejuro6fn3btKjowzGn7Oa0uQuinNPV9ANl6D6CVop5zR1DfgRtWWOvqy3F+H4eT+spbp1udytVOoI20O+I5wkQIECAAAECo0VAYDRaVtI8CBAgMIQCbzY0xf7HnJMV2z764E8t9ubX35iTHUXbaMP1Fx5Ne33m7NjpgJNj+rdPj60227hPI52/oCMa5g/vTp4Uqoyrr86ul0+3uKUga6S1/oRGKQBLN7tVV1UKi0baghoPAQIECBAgQGCYBQRGw7wAXk+AAIEiCtx4273x+4f+HD+47LRIN6N1lcvpNFNWJDndiHbiWVfERz68URx+wG4RFRUxt6ExJh18Wtx45Zmx0Ybv7vOUh/PmtJ4jaM2tnZHGMZJbutVsXC93GqXi1rU1lVFb7QjaSF5TYyNAgAABAgQIDJeAwGi45L2XAAECBRa46KofReP8lvjG6UfFbT/9Tdx21/3Zv+++4zZx0jH7x7nTpscDjz4V0845PlYeNyauufGnMWfuvLj20lP7Pes3G9uiZYhvIksFpVONoLTDqbV9ZBbg/mfQ5YVG6dTZuDHVkX6mY2gaAQIECBAgQIAAgSUJCIx8LwgQIECgzwLX3HhXPPT4M7H9RzeL23/225h65GeiaX5LnHf5TXH0QZ+MA/bcIc6ZNj0eeuzpqIiKOPHIfeKYQ/bo83sWfaBc7opZQ1QEO+0qGp9ClcqKSEHVSDyCtizMpYVGVZUVseq4moiKiOpS326tG9DieZgAAQIECBAgQKBwAgKjwi2ZARMgQGBoBNItaEsrUP3s8y/FvkefE+9ae424/brzYtzY+mxQP77zV/GDm38ev77tsuzfX5s5J9ZZc7XcBtzZWY5Zg1xDKNXzWXWl6ijCEbTehEZvNrVHe0c5q1NUX1MZY+uq0ylBjQABAgQIECBAgMAyBQRGviAECBAg8A6Bcrkc02+9J3aeuGWsv95aSxQ6+5Lr48FHn477br4024mT2sOPPxMnnXN1PPjfVw+aakdnV8ycu2BQ+k/1f9LunIbm9mhtK8YRtOWFRiuPqc6O8qVdU1Ulxa0H5YujUwIECBAgQIDAKBQQGI3CRTUlAgQI9Fcg7Sp6+dWZcfHVN8cTTz4X//q+9WL6FV9ZYnevzZgdn/vyxbHZJhvG6ScektUqOvOia+M9714njjtsz/4OoVfP5X1zWrpOfpWVqrN3z21qL9wRtGWhpSNo9TUKW/fqi+VDBAgQIECAAAECCwUERr4MBAgQIJAJpLDoP+/+fdz964di30/9W6y5+iox9atXxsN3X7NUoddmzIovnn11vPzKjKwuzm7bbxUnHzd54RG1waRtbOmIxub2Ab+itroyVh5bHS2tnZH6HC0thWBpXulYYZqjRoAAAQIECBAgQKAvAgKjvmj5LAECBEahQFdkWU9cfcOdMXP23Pj8oZ+OdddeI/72j1Sn6Ox4+rfT3zHrFC6l1lPj6Nn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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Extract the time component\n",
"trajectory.df[\"time\"] = pd.to_datetime(trajectory.df[\"Timestamp\"]).dt.strftime(\"%H:%M\")\n",
"\n",
"# Plot the trajectory in space-time cube\n",
"fig = px.line_3d(trajectory.df, x=\"x\", y=\"y\", z=\"time\", color='MMSI')\n",
"fig.update_traces(line=dict(width=5))\n",
"\n",
"# Want to get background map as well? It is possible:\n",
"# https://chart-studio.plotly.com/~empet/14397/plotly-plot-of-a-map-from-data-available/#/\n",
"\n",
"fig.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Great, now we can see our trajectory in 3D! Based on this viusalization we can already understand our data a bit better. We can for example, see how the ship has slowly approached the harbor and then docked around 18:00 when the movement has stopped (i.e. x/y coordinates do not change anymore). In a similar manner, we can process all our trajectories and plot them all together: "
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"hovertemplate": "MMSI=265663280
x=%{x}
y=%{y}
t=%{z}",
"legendgroup": "265663280",
"line": {
"color": "#636efa",
"dash": "solid",
"width": 5
},
"mode": "lines",
"name": "265663280",
"scene": "scene",
"showlegend": true,
"type": "scatter3d",
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"trajectories = gpd.GeoDataFrame()\n",
"\n",
"i = 0\n",
"for trajectory in collection.trajectories:\n",
" # Calculate speed\n",
" trajectory.add_speed(overwrite=True)\n",
" \n",
" # Determine direction of movement\n",
" trajectory.add_direction(overwrite=True)\n",
" \n",
" # Parse time component (as datetime)\n",
" trajectory.df[\"t\"] = pd.to_datetime(trajectory.df[\"Timestamp\"])\n",
" \n",
" # Add unique id for each trajectory\n",
" trajectory.df[\"tid\"] = i\n",
" \n",
" # Add to container\n",
" trajectories = trajectories.append(trajectory.df)\n",
" i+=1\n",
" \n",
"# Reorder the data based on timestamp\n",
"trajectories = trajectories.sort_values(by=\"t\").reset_index(drop=True)\n",
"\n",
"# Plot them all (use trajectory id to separate trajectories)\n",
"fig = px.line_3d(trajectories, x=\"x\", y=\"y\", z=\"t\", color='MMSI')\n",
"fig.update_traces(line=dict(width=5))\n",
"\n",
"# Want to get background map as well? It is possible:\n",
"# https://chart-studio.plotly.com/~empet/14397/plotly-plot-of-a-map-from-data-available/#/\n",
"\n",
"fig.show()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The 3D visualization of multiple trajectories can look a bit messy (a bit like spaghetty), but we can already identify some patterns from the spate-time data. Looking at how the trajectories cluster in the STC, it is evident that there is a lot of activity throughout the day. There are two clear clusters in the data which basically represent activity related to two harbors in the area (Gothenburgs harbor and Saltholmens Brygga). From the data you can see how ships and boats are steadily approaching the harbors using more or less the same routes (at different times). Looking at the data, we can also see that one ship stayed the whole day in the harbor without moving anywhere (vertical line without movement). "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Aggregating trajectories\n",
"\n",
"As we can saw from the previous examples, looking at the movement data in 3D using STC can provide interesting insights that can be tricky to understand otherwise. However, understanding and reading the information takes a bit of time and experience before you start to understand what is going on in the data. There are however more tricks that we can do, to abstract our data and make it easier to understand in 2D. Movingpandas provides a handy tool called ``TrajectoryCollectionAggregator`` which can be used to aggregate the trajectories by extracting clusters of significant trajectory points and computing flows between the clusters. These significant points of trajectories include e.g. their start and end points, the points of significant turns, and the points of significant stops, i.e. pauses in the movement (Andrienko & Andrienko, 2011). Once the points have been detected, then they are grouped based on their spatial proximity and flows are generated between them. We can aggregate the movement data following this approach easily with movingpandas, by specifying minimum and maximum threshold distances between significant points and minimum duration (in seconds) required to detect a stop from the data:"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"# Aggregate trajectories\n",
"# Method description: https://movingpandas.readthedocs.io/en/latest/trajectoryaggregator.html\n",
"agg = mpd.TrajectoryCollectionAggregator(collection, min_distance=500, max_distance=2000, min_stop_duration=timedelta(minutes=10))\n",
"\n",
"# Get flows and clusters\n",
"flows = agg.get_flows_gdf()\n",
"clusters = agg.get_clusters_gdf()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"As a result, we get DataFrames having information about weight of the flows as well as the size of the cluster:"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
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"text/plain": [
" geometry weight\n",
"0 LINESTRING (11.80683 57.67753, 11.82146 57.68237) 37\n",
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"4 LINESTRING (11.81911 57.64991, 11.83272 57.65109) 61"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"flows.head()"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
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"\n",
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" geometry | \n",
" n | \n",
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" POINT (11.80683 57.67753) | \n",
" 116 | \n",
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" POINT (11.84193 57.68378) | \n",
" 124 | \n",
"
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" \n",
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" POINT (11.81911 57.64991) | \n",
" 64 | \n",
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" POINT (11.80928 57.65446) | \n",
" 60 | \n",
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" geometry n\n",
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"1 POINT (11.84193 57.68378) 124\n",
"2 POINT (11.81911 57.64991) 64\n",
"3 POINT (11.80928 57.65446) 60\n",
"4 POINT (11.87965 57.68768) 61"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"clusters.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Based on this information, we can create an interactive map that provides more easily understandable view for our spatio-temporal movement data:"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"application/vnd.holoviews_exec.v0+json": "",
"text/html": [
"\n",
"\n",
"\n",
"\n",
"\n",
"\n",
"
\n",
"
\n",
""
],
"text/plain": [
":Overlay\n",
" .Tiles.I :Tiles [x,y]\n",
" .Path.I :Path [Longitude,Latitude] (weight)\n",
" .Points.I :Points [Longitude,Latitude] (n)"
]
},
"execution_count": 19,
"metadata": {
"application/vnd.holoviews_exec.v0+json": {
"id": "1143"
}
},
"output_type": "execute_result"
}
],
"source": [
"# Plot with Holoviews\n",
"( flows.hvplot(title='Generalized aggregated trajectories', geo=True, hover_cols=['weight'], line_width='weight', alpha=0.5, color='#1f77b3', tiles='OSM', frame_height=400, frame_width=400) * \n",
" clusters.hvplot(geo=True, color='red', size='n') )"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Great! As a result, we have a map which is quite easy to interpret with width of the line representing the volume of vessels moving between specific locations. We were able to get a sense of these patterns by looking at the movement data in 3D (i.e. where lot's of movement happens), but following this aggregation approach and visualizing the movement flows makes it much easier to get a grasp of the data. "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Animating and exploring the trajectory characteristics in 3D \n",
"\n",
"The previous approaches have provided useful ways to extract information from movement data. Next, we will see how we can extract further characteristics based on the data using a WebGL based interactive visualization tool developed by Uber: [Kepler.gl](https://kepler.gl/).\n",
"\n",
"Let's first manipulate our movement data a bit so that we can visualize it easily in 3D using Kepler.gl. Basically, what we want to do is to generate line segments between all observations in our data and convert them into Polygons by making a small buffer around them. This trick is needed to be able to take advantage of the full 3D capabilities of Kepler.gl. Let's start by preparing a couple of helper functions that generates the segments and converts them into a Polygon:"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"from shapely.geometry import LineString\n",
"\n",
"def to_linestring(row):\n",
" if row[\"end_geometry\"] is not None:\n",
" return LineString([row[\"geometry\"], row[\"end_geometry\"]])\n",
"\n",
"def prepare_segments(trajectory):\n",
" # Calculate segments for a single trajectory\n",
" df = trajectory.df.join((trajectory.df[\"geometry\"].shift(-1).to_frame().rename(columns={'geometry': 'end_geometry'})))\n",
"\n",
" # Create linestring\n",
" df[\"segment\"] = df[[\"geometry\", \"end_geometry\"]].apply(to_linestring, axis=1)\n",
"\n",
" # Update geometry column with segments\n",
" df[\"geometry\"] = df[\"segment\"]\n",
"\n",
" # Drop empty geoms (there is one after converting from points to lines)\n",
" df = df.dropna(subset=[\"geometry\"])\n",
"\n",
" # Drop unnecessary columns\n",
" df = df.drop([\"segment\", \"end_geometry\"], axis=1)\n",
"\n",
" # Convert lines to polygons, so that volume/height can be adjusted\n",
" df[\"geometry\"] = df.buffer(0.0002)\n",
" return df"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Timestamp | \n",
" MMSI | \n",
" NavStatus | \n",
" SOG | \n",
" COG | \n",
" Name | \n",
" ShipType | \n",
" geometry | \n",
" x | \n",
" y | \n",
" speed | \n",
" direction | \n",
" tid | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" 05/07/2017 17:32:18 | \n",
" 210035000 | \n",
" Under way using engine | \n",
" 9.8 | \n",
" 52.8 | \n",
" NORDIC HAMBURG | \n",
" Cargo | \n",
" POLYGON ((11.80521 57.67659, 11.80522 57.67660... | \n",
" 11.804620 | \n",
" 57.676125 | \n",
" 5.023202 | \n",
" 51.697066 | \n",
" 0 | \n",
"
\n",
" \n",
" | 1 | \n",
" 05/07/2017 17:32:28 | \n",
" 210035000 | \n",
" Under way using engine | \n",
" 9.8 | \n",
" 51.0 | \n",
" NORDIC HAMBURG | \n",
" Cargo | \n",
" POLYGON ((11.80548 57.67641, 11.80548 57.67639... | \n",
" 11.805283 | \n",
" 57.676405 | \n",
" 5.023202 | \n",
" 51.697066 | \n",
" 0 | \n",
"
\n",
" \n",
" | 2 | \n",
" 05/07/2017 17:32:36 | \n",
" 210035000 | \n",
" Under way using engine | \n",
" 9.8 | \n",
" 51.0 | \n",
" NORDIC HAMBURG | \n",
" Cargo | \n",
" POLYGON ((11.80548 57.67641, 11.80548 57.67639... | \n",
" 11.805283 | \n",
" 57.676405 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
" 0 | \n",
"
\n",
" \n",
" | 3 | \n",
" 05/07/2017 17:32:38 | \n",
" 210035000 | \n",
" Under way using engine | \n",
" 9.8 | \n",
" 51.0 | \n",
" NORDIC HAMBURG | \n",
" Cargo | \n",
" POLYGON ((11.80660 57.67718, 11.80662 57.67718... | \n",
" 11.805283 | \n",
" 57.676405 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
" 0 | \n",
"
\n",
" \n",
" | 4 | \n",
" 05/07/2017 17:32:48 | \n",
" 210035000 | \n",
" Under way using engine | \n",
" 9.7 | \n",
" 52.0 | \n",
" NORDIC HAMBURG | \n",
" Cargo | \n",
" POLYGON ((11.80735 57.67746, 11.80736 57.67747... | \n",
" 11.806675 | \n",
" 57.676992 | \n",
" 10.540358 | \n",
" 51.737848 | \n",
" 0 | \n",
"
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" \n",
"
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"text/plain": [
" Timestamp MMSI NavStatus SOG COG \\\n",
"0 05/07/2017 17:32:18 210035000 Under way using engine 9.8 52.8 \n",
"1 05/07/2017 17:32:28 210035000 Under way using engine 9.8 51.0 \n",
"2 05/07/2017 17:32:36 210035000 Under way using engine 9.8 51.0 \n",
"3 05/07/2017 17:32:38 210035000 Under way using engine 9.8 51.0 \n",
"4 05/07/2017 17:32:48 210035000 Under way using engine 9.7 52.0 \n",
"\n",
" Name ShipType geometry \\\n",
"0 NORDIC HAMBURG Cargo POLYGON ((11.80521 57.67659, 11.80522 57.67660... \n",
"1 NORDIC HAMBURG Cargo POLYGON ((11.80548 57.67641, 11.80548 57.67639... \n",
"2 NORDIC HAMBURG Cargo POLYGON ((11.80548 57.67641, 11.80548 57.67639... \n",
"3 NORDIC HAMBURG Cargo POLYGON ((11.80660 57.67718, 11.80662 57.67718... \n",
"4 NORDIC HAMBURG Cargo POLYGON ((11.80735 57.67746, 11.80736 57.67747... \n",
"\n",
" x y speed direction tid \n",
"0 11.804620 57.676125 5.023202 51.697066 0 \n",
"1 11.805283 57.676405 5.023202 51.697066 0 \n",
"2 11.805283 57.676405 0.000000 0.000000 0 \n",
"3 11.805283 57.676405 0.000000 0.000000 0 \n",
"4 11.806675 57.676992 10.540358 51.737848 0 "
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"movements = gpd.GeoDataFrame()\n",
"\n",
"for trajectory in collection.trajectories:\n",
" \n",
" # Parse direction of movement\n",
" trajectory.add_direction(overwrite=True)\n",
"\n",
" # Parse speed\n",
" trajectory.add_speed(overwrite=True)\n",
"\n",
" # Create segments and calculate some useful statistics\n",
" segments = prepare_segments(trajectory)\n",
" movements = movements.append(segments)\n",
" \n",
" # Increase index\n",
" i+=1\n",
" \n",
"# Reset index\n",
"movements = movements.reset_index(drop=True)\n",
"\n",
"# Drop \"time\" column which is in datetime format (Kepler.gl don't like it when saving the output)\n",
"movements = movements.drop([\"time\"], axis=1)\n",
"\n",
"# What did we get?\n",
"movements.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Okay, now we have prepared our data and we can visualize it with Kepler.gl. What we will do next is to:\n",
"\n",
"1. Determine the attribute which is used for coloring the trajectories (name)\n",
"2. Determine that the height of data is based on the speed so that we can easily see areas and segments where the ships/boats have been moving fast\n",
"3. Add a filter based on timestamp\n",
"4. Add another filter based on ship type\n",
"5. Animate the movements with a selected time window\n",
"\n",
"Notice, that these will be done using the graphical interface of Kepler.gl, hence, you need to check the video to understand how to repeat the steps. Initializing the Kepler.gl and adding our movement data to it is easy:"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"User Guide: https://docs.kepler.gl/docs/keplergl-jupyter\n"
]
},
{
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"application/vnd.jupyter.widget-view+json": {
"model_id": "0b5f95cc6dc24d63a7e95c3dd879af83",
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"text/plain": [
"KeplerGl(data={'trajectories': {'index': [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19…"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Create a basemap \n",
"m = KeplerGl(height=800, width=800)\n",
"\n",
"# Add the movement data\n",
"m.add_data(movements, \"trajectories\")\n",
"\n",
"# Render the map / interface\n",
"m"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Once, we have prepared our visualization in a way how we want it, we can easily save our map into a dedicated html website with the current state of the page by:"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Map saved to Trajectories_3D.html!\n"
]
}
],
"source": [
"m.save_to_html(file_name='Trajectories_3D.html')"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
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