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doggo-qualifier/index.html
2017-12-31 17:07:34 -06:00

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HTML

<!doctype html>
<html lang="en">
<head>
<meta charset="utf-8">
<title>Doggo Qualifier</title>
<meta name="description" content="Rate your pupper or doggo.">
<meta name="author" content="Joe Wroten">
<link rel="stylesheet" href="//fonts.googleapis.com/css?family=Roboto:300,300italic,700,700italic">
<link rel="stylesheet" href="//cdn.rawgit.com/necolas/normalize.css/master/normalize.css">
<link rel="stylesheet" href="//cdn.rawgit.com/milligram/milligram/master/dist/milligram.min.css">
<style>
body.container {
padding-top: 10rem;
}
#imagePreview {
border-radius: 1rem;
max-height: 30rem;
}
#bestDog {
display: none;
}
.score-numbers {
color: #9b4dca;
}
</style>
</head>
<body class="container">
<div class="row">
<div class="column">
<h1>
The Doggo Qualifier
</h1>
<p>
Rate your pupper or floofer. Tell all your friends just how much of a good boy or girl they are.
</p>
<p>
<em>
<strong>Note: </strong>
Attempting to rate anything that isn't a dog may confuse the system. <strike>Do not rate cats with this system.</strike>
</em>
</p>
<hr />
<div id="score">
<h2>Score:
<small class="score-numbers">
<strong id="variableScore">11</strong>
<span> / 10</span>
</small>
</h2>
<p>That's a mighty fine <em id="dogTitle">doggo</em> you have there.
<hr />
</div>
<h2>Upload Image</h2>
<form onsubmit="event.preventDefault(); formSubmit();">
<div class="row">
<div class="column">
<label>Dog Photo:
<br />
<input type="file" id="imageBrowse" onchange="imageChanged()">
</label>
<label>Dog Age:
<input type="number" id="dogAge" value="1" min="0" max="25" />
</label>
<br />
<input type="submit" class="button" value="Rate" />
</div>
<div class="column">
<img src="" id="imagePreview" alt="Image preview...">
</div>
</div>
</form>
<img src="bestdog.jpg" id="bestDog" alt="This is Hopper. He is the very best doggo to grace this planet. All doggo are good doggo, but this is bestest doggo." />
</div>
</div>
<script>
const bestDogData = 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6JUSxIwQBQc4x8x+Y/KCPpyaQojRcAfP0OT97BOP/AB4UWMR24bBGsobIADbsZ4QFfpy1DXEPJ3Nlvnzu+4fnbaPxK0jJGCzFQoz2b7nLHA/75FM8pQcMijkK43cL91c/zosMkZLV2VWwDu2sTJgKAUUH8g351CWTKyAKCik7d5JPDNk/mKdgKA2wFlTdgk8jDNk/mKPKQkoADzhDuPzfMF/L5TRYBhS32lNwYjO1tx+blVA/9Cp8WyRtxQ+WMM5DY2/MTgfpUtvYm6QyqoEKhTJLn7hIJwPzFXbmwAgBjBVUUZGPbH507FJXMd1d8YHyKMACpo40tEZZCvmzquB02jcOPxANX0t47aMyzrygOxGP3zjNZsgVgScEleHJOSwXp/3036Utxt20HxTQvIryPsjb5nKsc5+Z+PTnaKYrkR7tyB0UqV3nsoUH65c/rSlIyH+RQPut85wmWCj9FP50ihQFOwZUBtu8/MPmc5/DFFiC39l0f/n4b/v6P8KKyfKk/wCei/nRRYDtW08Y34w2OmOtRpphkbChhjlsitUlNw3uyDb14OWqMHAHlkyY5OHxn8MVylGe2nI48xhtPThaYNGV8MShH0/xrSl+eQA5GfmoQhuhwh7k8Z/pQLUy/wCyMDAR8kj5kkxj8KiawmjcKslw3PKtJkfrWyqKSRIUUZyOuKftKj/Voz5yCBVXYGJ9hbIaSFHG7oYlOR6dM1UubGPcxFoI8ngJGwI9utdVDNIr/wCr2HGW3D9KUXAIJKFcDnPeneXcLHHxaQjABIpVJHRjj+dEuklGLEOg/A4rr3WKUllhJPJJPy8VClvB1eA8sARmjmkI5RNNJYYY4906/kaQ6XL85GCq9TnB9q6uS2tmcgRuo6DBH5U1dJSVsR78dicUc8hanJCyfg/Jg8D5x/WnNYXOf9Ux4zwM11L6U42r8oHXkDn9alTSwQcuuR2PFPnfYDjpLSWMrlDn0waQI6nkEdwTXXNozrIwZkVT0ZCR+OKibS2yuGOc4ClutNT8hHMIvBwcY9elBVh17H/P+fWukfSjIGVWVeBklAe/TpUD6W0R+UowznmIj37GqU0BhhSWA2/5/wA/rTI0wXAGfmI+vt/WtldPLSLiNOGyfvdPSl/szPmbo/LyxK7Hzke+e9PmQGSQCev4+vvQNySfdII6f4f41p/YikgYKw5znINKuntKQJJGCnJYkdB1JP5UlJAZmqMXlsYIhgsGkOOwPH+NQyWoZFHkpuVQqybxyPp1zVuCA6hfz36rthz5cIx/AOOKtrpv2i53Rqdx4Pbn1qk03Y1Uuhm6fp+SbpxwG2qfX1qaVECtNjDHjI6CtlrZI1ECHITrg4FZOpyxodmcc5wOmauw73KNzCktygXP3c8jNZlwnzgYAGKuSP5keS3K9ABTRbGVN6Icjk+lJDKUT+SzBmePPG5e/tT5PKdAsZLKpyWPc+gqXbIMgngU+GCIs3mOAADjHrQ0A62eSGPa3yrIuQccVZKPKqfOdvQsB90d6huH88rDC5ZIxwCeM98UjXUiWygOUxwRnvUspFC5GJWUkMR3Hep0y0Kn0FQqpkfmtO406W1gjbaSkmcexFO/QSRUKkL0pVjxjirEUfmfKzfMOMYq9a6a91cxxRqSWIGMfpSHYz7W3NxN85KRJzK+Puj/AB7Crs92spKrHsjVAiICfkADYA/MZPc1ueJdITR7e2iiA+6TIf7zcfyrnVicMzNHwCASR1+7+vWi5jN62H+cSzkjaM8nJ4xk8f8AfIpBNjAZWXoG5PAG0cf981fsNA1HUo8wWpCH/lo/yqAR6n6mtu38BSnabq+Re22JCx79zx3p6kWZynmEpt2nIQK3PbaBn6/MaXz/AJwwBJUFxyeR87c/mK7L/hBrFSv/ABMJ0bORuVcdR/hUJ+Hzhh5OooYyed0ZBxgcDnB6H86NSrM5e3ikup1ggieR8/IoPUAqDu9BhTXR2nhk28KzXu2SRsHywSVU5Y89M/ePFbFtp1toqSRG2eISHm4ZtxfnP5c9KhnDxyyxzMDGg81GJ6dhg072GkOgjSdDa3dvF5QP7tQgGz3GKx9UiitpJZBMZYI1LAg88dsUt34hjsvNWPEsoOQpHC9O/wCVc3d3kt3Nul5BcsuOActz+impbuVew/UL2S9mVNo2ZKxBW7cLjpz/ABfnVdroMzSMrBXbJIb7vzFuPwAqMsRhtzLxnOTwcE/zajG7I3HH3WBPQcKPr3oIHeewi+4Q6DDAn0XGT+LE0eZwIwrc52fNywJC4+mFNIJHPJOT15f7wyWOfyFR5bYPm7cHPcDoPxai4F3/AISE/wDPqn5//Woqn9gb0X86KLiO0TzLnc3DgHLFRjGaSaaKM+Tkhj/cH8qmeMQxhTeZ/vDGNx9Djv70nkyGMODkYwCozmuUuwmSu07ZC2fm9h9Kn8xUjJUELgZLLxnHvS2dk9wxRFKsVwoAI3fnxmovszQyok10VyQHQr05pgN81X4Cs4U54zgCrKmQggMrIDnB4/LNAgVHMkc5k2A8L0//AF1EJ51cgM7nHHQf570wJZLWaRN6hANvUMTn8Ki+w+ScM+RjLFX6e1TSSXEjBpc/KuMqc849KSRApDu5bHoMj60xDBbtHtxIjk54IJ4/KmOJFJXy0JB4OcfhRh22hn2gHJV/lyPrVjzV3bV2vgD74OaBDIUeT5FXtgDdnFSlQsWWSMMOx6k/WkSZghaNQCDnPQfyqPypmGHkC5OVGc5oAkV0XaWiwM8suDk0O7mRvJZ8kkFSmR+dRPDhMvLsXGeDj8amVJRHlZd69OvNACt5uAH3ge0YpxWfGQdwHB+TB/CoxuaTYxKg8EhsipC7ox2t0HAC5wfrQBJtaJdoK7uuOppC25cGNNv8WT+opjZZt7Htzmp1kDREiIMfTigRWW2Xls7d/ADdakOnqqktjJ4HPFJ5hkkw0bIOvbNTCf5WRGdAwwSQOaAuZ72kRIw6kk8DNK+mCS1khOAsiGNyp7H3q+7v5Q+634U1ZJpGMaqNoGclhgfjRYLmdFpghiWJfliQYAxwoqpdXMUZMKYAPU+tGu6xGg8i3lXAHzsp6n0Fc1JfOzE/z54reEbasuMepfnvy6COBvunBrIu2MjEs2cUZwGbPJ6CoZHJYbsVZY+IEDpuyMVsaI8ame2mjbDruXb1BAx1/GsuOMgKVOdwq9ZS+XdxkFiob5wOtSPoFzpohuZEkG9IiOnDEH+dZc0UrMI1iCJu+XIAP510OrRiZ2KoEJP3yeD6fjVLTIJJ7pmO8tCB8x6ipGQvo7WlmJ5MFh2Xn86zpFDEk8Bj0rY1NrlbYqS2HJO9hy3PY1lQEPJsZQSwHvk0ICXSbT7RdruIAHJrqLiGG4gEDD7oHIOMH1H0rG0q2eN2kyU+Uk4PUVrzSC3083Z2suzkdCR/Wpe4FRNJnhkVpICQ653KMqRjv6V1+gaekOZXT99t+TI5XHX8aXRJYtQ0eBwCu5CgJ6kZx/SrqEC6Rc7m3djzipch2Kmv6XDqq+W9wIX3Dy89GPoaj0vwlb2mJrpvtU2Q25vug+oFXNUjVmVhMI2wcA8A+hz2p1pdNGoV8MAMMM5wa0i0iHFN3LwXYBuAYYxTJJNg+ZCVPAKngfWpY5ImO1TtbuD0P0NLNEwHBxnt2NXcmxiXmopakxywB4zyM/41fsZvN/eRyBomxsIPGPQ+9QXenC7gMbDv16FfxrItZZtMvDbSL+7Y4ODjn1qWykjrWYAYKhlPBBFcx4v066GnLJp67o8lZUHVVP8ATNbNreAhlc8L09asFwJtj4KsMEdjU30HY8p/s6Qv8gXhvlXPvn+gqNbOSRGQYVlX7pPPTBOR9TXU6pYRWGovGI8RryvPUdaq+ZG5O0An3Wo5mYu5hfZmdgGCjI3ODIMAbu3PoBUDWrgBhjcvQ7xzwT/M1vywxyk+bBHyOuwE0wJsChIgMDAyowop84tTBNrJkxKAyjvvHPQfljNSNZzkFlThvmJ3DC85wPyFaYcqzBokYYwAQMH/ABqMBWYr5SFSORgYFHMMw/s176H/AL6FFbnkQf8APqv5Cinzi1Ncz5yI4AM9iOaqt/aTupjkRExgo74AHsAOtXk0tlyG3NzwDuBFPeygVAQySSDjDP8A/WrDYszI4dSXP7/JHRg3H0qZrS9cqVlSMHvs3Z9eDVry1i2Zhw3Iba+4n0IzTR5DuI3Vt3UAHdj34oEPt47uFeWTG7OU4x+FWUVwVJZ2B6gqOntUTJ5cZaUNEeirg5b6Y7UxbuEcDcQe2ODTvYVyyxYYjHzKM4YkDH1p0M2Y2imeKMqPkfbvHP4VX82IfdJI64PGKlSVM7fKVi3G5uf1o5g5hJkd0BluEkVOjbeWGPapTH+5UqMntheDTFZFPQYz+tNW8UbV8uUAHnjgUXDmJYmniysltEVY4XKEDHrz1pBKxba6DDYwCOB9KT7UvVJCwKk+gNOR5GTail8Hpu6U+YVxq4ALKpLewpWlL8Zf8MipMXCv/q0VM7c56j1oAHk5EgBz/CelFxaiROfvMh68DAzin7Y+Qd5Gc55GPrUBYRsCqF8Ek56ClF2cbVWQemAaVwJikQIVB1HHHFKyMNirIsf+zj9ai3zTSZjJYAEAY6Urm6JXcAQBjIYcUwEd5PPCBkPPJNSLtEp3JhSOx4NItssfzNGQQc4XknvTCImckBg3Tls0gJSjMNqocHOCHyfyrP1W8isYDYrmSV+XZeMDsKtOm61aGElWKEZLHg+ua86uLm9gumSdpBIjYIet6VrlRVzTlit5XIAYN3zSNpzPA0kOHPoO1Y8mqSGXOQD7VpWGveShSRO3DDrW90XqUJd0T7WUnPQk1LCkciqWJ688UsspvHi3tlgPTgCrMATAynIX5j6GoKJhbYYHIK/3MHj60xQXMpAH8OB0PvitG3AMe9QflP50zySrOUUBVzjI/wA8VI7le8vTeJ5S8YXkj1FaOl2zRoqyj964woQ44x1P88VTgskRZuCjbeMdS2a0LE3EqhsbSvysSOnFSxmV4lu0ecQoxzEoU+571j2gKuCwzg5BzjFaniS38i6QqwyUB4NY0THj39aa2DqbMOZjGu9gmcZboad4l1BWCWEZyyAFzjp6AVVFwbKBX4dyDhD0Ue/rVCMNNI0kxy0hPNJDZ2PgvUW/s9oXYkqRtzzjFdTbXawFsKrOFI698muJ8MoLaOVWO0M30wfetWKWX7TarbkFpDiNHOA7ngZ9v6Cpa1FcvardSFLT90WwuZNp+ZM54/H0pLC8iLY3ARS8Sbj0PuDWQNU8vTrW9n2yvISk208ZBPI9OKhv7xI7zfDKQGxlGHX3Bq2rCR1VpIEvzp80nJ5idTnaf/rityKaWOURTDKN91v6Vy7v9ot4b7cqToOo6MK6W2dNRsljZuWUdKEwZYfYzDBANUNVsRNGJlUeYgyfcVQu7+aCV7cjE0ZwrY61paXqi3qKsgAfuPWmIxEn8qZGYEnHb06VZutRWO6jkIP3c8f561HrVt9nmCKSAFP5Vy+p37ySyBJSBCgQH37mosUjrb5k1Gwtb4DB5jOfrxWd9nacOVQhfVe9XPDbPceFNr/eyzAHvVU3cAUhjyfRv6VDMpqzK8dmSxHzDgk7sYoht5h8p3bccg96mS7jlyqvtB4BB5x+NSNGzEPvARCPmDfNU3MyrLp5jxukDb+o2DimJp3mSFDjGMglcGrJAV92W5785qIoHTc07ggYUHPPvTC5B/Z0noPyP+FFTfaZP+epooC5qmS+uJTBHD5kY5Ll+oqvLZXoXy1MEYHqRz+NdH9nsYY8umc9D0Jz9KxdUOntL5cbKNv3i5wVNJo1ehlnTZVJMgRmzk7myAfWlaBYkOI2x/eVe/51orp0TqWdmJ4JbeB161DKlnGT+/MfohUt/SlYTRnKrSSbWYFR0+Uj9CetOaJXOFgG/wBSx6/hTmaWRjtmUKDgEKRx9alZJbUAG9QBuuQWI9MUWJaIPsjSE/K5HcISKnWK3SP5JLhpGAGHIAB71GL0d2kkwcDCgA/hSpNPM5ijRxkf888kGkSPjQjnLMw9c8/SnffYYjfK9x0p4iueGe6WMZ+66Yb8KBFIZAouXIHfBx+dOw7EMrn7pUMoXgjjBpYfNjAIjGTwMYIxU8EJ3kSXMZzwwI5z9aaz2ali7jcpIG0FgfwpWFYjabbkOxJY88cmmwzRiTCgsV/P6VOY7J0LMxBOeVXgVJb2SM6vGSYyeAo5x3oAgMqBcvG3X5epP0qZJ9w+XgnON3+eKtmO0QhFlMZPPC81G1sEYSE7wcgMCOadh2IBFH3RXJ7Icg/4VJGhPyiNoyM4yMgVOUXjYxAA6nvTXt5mCSsTnOepx+NAhwtJlUZ2jd/F1/l0pIraOeYxyxRnrgg4NPHnoXZ3C+gUHgUwvcAB0RhljgsMEEdePSqHYiNsrOzHzOoA5yDXJ+PbG4hlhuCim3mH7t8cqR1Un9a64T3AJkYYQjnsRTfEim48MldgdhJ6ZAq6e447nkRjU8sCM9xUkaxBx8xIHqK0lsFMu1xtDLxnse1UpLZoZSjDkHBFbGpds4vPZpAQGA+QDjNXkXBPmoqBlwAOcH1qxotjbzWpJbafvZIyRj0qa5sYQCsTNtXkOc/hTFcqwmDaryMV3cAk9/8A9daKOsUW1dobIBUnp9Kxwy7miRW65PPBrTiLPw4G1QCy9SoqWMbC8JupmuZC4+7u5G33461pkRR2QRARuxlwcgntz9K5S5Zors+SW2uexzWheagRpgiaQmQnAB64qbD6lDxHMl3q2ICdkaKnTqQOTVWO1it4VmmOT1CjrS2ys84ySWPpUeoOZZcAcDqfejyHYilkedskYBOcDtU6FY2wTtJ+XkZxzVd28o7gckdjQJjM2ScDtQO5t6QySTlpJC2W+bH+fT+dSp4ht/8AhJhdSFRBaRyGIHgM4Uhenuf0rAF3NDA0cb7Q/wB4jqRVFV8yUL6nmqUSGzo0UWNk8bSK8czbkjP3o/r9f5YNRRySBVYKNvo3Q/8A1/pTZL4XNisL8mPhT7f/AFqZFI7L5OzcM5yP4v8A69IaOz0OSS4s5YGjPlv0AbIB/nVrQL2aCbynRQyE7OucZ71iaLqKxyxxk43nGG9farolKaodhyvJ3A81Azo/FNoJ7Rb6IfNF97nGRXNWd9JbXqsgJ+YZGeldjan7Tpqox3B0KnJzXn+omSznUdkk2s3brVXEdh4juVOjpdJyzEJkV51cy+azBXxuYnHqa6+8u3uPCl5wp8tEdSO3OP5GuLtgZZOq4Bzn6Uho9D8Nu8eiLHzwMKuOff8AnTHjj8zeY0+oXmpPD1x5sEAIxlC5YYw2TSXOnxzMJEJGCwzn73JrImpsVCbd8Yi27CQu5cY57U+ONWy0pOCPlBGcEdac1pI6mMs+0927fjUSxTxpjzA6HOOfm/KlYwJmhtriViXfdtyxLHA/CjZGrFlU7VGck1Wa9kiCgwk7uuSBg/WrEd2LhCrQshGMY7UAQ7U/vt+lFLhP+fWb8qKNQEfULq72xq9xMxP3UPX6elVpbRVkMk+Gc5+RmyfxAqxBpF7K6uGigwDt3y7Tj8DTP7HvJHIN/bQr1yJCxIHelZlu7EjmKZVEaOPI3HHLVIZUZiywxg4PPQ1E+n6fbELJqM87EjJXgfhSpcWRB2nKq3zc78+3tQFmiRLmb+5GQOgZgMCmRvcTfKwEjdVRe3oM0nmQo4IkUkngFMAZ/lWhDcWcbLGdzF+nP3frjimC1JILEq6m4REJIGA44+tWUstNDEyOQMfNng+3SoJwocotuq5GMux20jRON0rmFmRRwoJYj09DVJD2NqP7BtVI0DdhVk2sAT/Ur+Vc/Dq/lIQgUPnB3LhSfrUrapckqrtjJ4PGKfMHMapsrfktbRAYxjZWTcpBCxETqHPRUjC81PDfSTDFw6qqHoP4hVhG0whS6AnsSM5oeo9GYXmPE4/i2cthchT/AJNTLOwCvMFGMkLyM1vrc2o6EKOenFZ189rGXkYl175PANJxSJsirIZPNzG5RcA4IyMH0NBmKtho8buD2pTcxt8qQ/d54boM/wCf0o82Rroq8YAjJ2t0/GkIUvEY/ugnOBk/5/Spo2kKJ859No6GmCYugOwPv+7kcfh+VQyb3bYUYt97d2//AFUFIsMmA3zhkYfMmc/rUio6p821BzjnJI/GqgnlQ7fKJCggsO34etWI71tih4WAIHDjqKAI3KRxxukgKnuw6+9RbjIk1pI2EmXjj+L2qdHt5SFYeWrjJJNIBCgMKfMQCQGOMZpp21EcdJ4bvbi5kivNySZzFMo3Iw98dOlF34Yv3ASUJNgYE0X3gPcV3SnGD8uccgHqadKY2U+WcHuMjmr5yrs4LToJ9OfyXPJOM44/GtwQrdS7rWONdxx0zgj+QrbmtIZ1PnxZDLkEDke1Vo7GWwR/KdGRsja4+YD61amuoHL3tqsby+fKMlhygyPz9ahvJ2ZUCYZuVOBySP510C6QkssjvtVmw+Rzg+4/OooZtLt71YxGZJFILO/Y9yBRzIpHN31uujr9olTfKyAqhHAz1z71gm4kkX5yXyehrqfEt9ZOjZO5m6DrketcxCF4cc89P51KY0iS1BQHOAT6mo5yGnXpnsPSpZLpTyoYH1NTWcHmRyTEAtjABGTSKMidsyEdCKYHOMHp6UkzbpWI9aYDWqM3uPduKSIYBbueBQ4AQYOSetPReAuec0BYlXG4DHA6irUd2IgyFVZW4yRzVRpFBLAYNLGylxk8k9cUmNGtoQa51IM+Sic5967KzjtHkcs+1wernqa5a022bDZjaygkEZz61swTxSbSBtJPpWbLOusNtrYoC4Cljj0rB8R2QmMsgKszAOhwM/lW7tLafhBkj7uOMnFZk0kdyCjrtkZB16jmhMTKCDb4Wv0bacWrnAHBA6frXCWzYgKoPnfqTXd6jIYtD1VnbCpbsir2OTivPIWZpVXIGTVLYR6P4Udpp2hDKYoIsfL9K0Y5BHFCmzdEU6lc8Z7VleD4JrdLvPymSMhQT37VrxQ3SQ2yugKrFtbceSaze4p7EpWFk5U46rgnmqsT2/nZ8q4AGfmEZ2/masELuSOQ4fOADjBpk0JKAeYR75Hb0pGREyOXAW4iijcb1LA8/XPQ017dIVYSTh2cgDCnmmbzcS+VHdbMDJEi7SaFtCu8+THIB8xLMfz+lILB9nT+/wD+OmimeQ//AD5Q/l/9aigLIxB5UVwqtM+QuGB5U+5qy90WB+UOQowCKlt7R5EkYw7t2BtUDk/16U17VBKmwmLcxG0rwOO9IYxrc3MaeW0ezDM27Axz1+lJaWKbiCQ24YyvAAzU0ujzrD5qBNqjPG4/5/8ArVG9vqEUX75vJjDBl3KRwPQ/jRYVi9ZWe+QoUTDjuegrXhWztMq1uu98dEODXNpfskQ8uQMwOCQDnFPe/mcr5kDHb82R2Puaoex1cF1BJIXSJMcA4UnP0omsoZXwHbzPU9/yrnor2RsSLujbJx83U+nX0qeO7vURHYDeOee+KLj5i5No0b4Vflcn+M4qMaPJC53SGUKMIC2B6/nS215dBDKxLEfMwJ5Hp9afHeJOrBGf5Mq6g/dJo0DQqzR7G2kpnjYVJxnnrTI1uAfnII6ZA9e2KmmSMxLIBiRcjI4zzzThcAKBcLukByAVHzc4zxSJsTRwSzRGPzwyEcJjkcU5UBYqd6tGcFiOG9jUNxeKsbnoOC2OPrzVaS9kdlSNjsIypxjn3zQMvCGVcoxGBlc9ST/SkVVCscAB22nnkH/Gqcc9zny5GywbDADJI7cVLCxjkDSK67eS2cls9Pr3oGWTO+75E+7yVPcdOPbvSiUbduATjGR6f4VEiM0zEJ8i4zuIP/6qdcHzZwccBeG7GgCMwtMHYMQxOeCOfpTmtpCTluSMKQCcDPPFPQ7lRRMBjgcAEmpoI44/42Bx16nFNIBkmnLHEqzSGVT1wO34U13hjlkJZS/XPcDt0qwZIpiYyW3I2DuJBH1PemeWpkZQuSpxzx+eKYx8MaJEWLluo5705DBHGI0BYFj8uec1D5bwxMgdVJUDGMjNQuVSZA+5TIwIKA5BFIVy/CVPmI5zgHA6nHpVdFliARimQOGB6n6dqgWdkmlB+8GO3nPOas+WX2us/mE8ZIxigYx8LzgKzHqeuRXDa0XtNRY5Lb23FvU+ldqLSSeaN2lGI9wKnr04/nXO+IbNneKdV3MMg88ELyacRp6nMXci3ki/u1HHJ6c1JawW0ME/nrmMYI9d3tVffmQzyEY38g+nf+dX20u51WSOO3JZZOcjsKo0YJplvFpz6g6tJbHlePve351HcTSzWn2bTrbZGVyXkPb2r0DT9Gtxpy2EqB7cReU6HuDWVN4At7bzGstRu4hgnYSrD+VNE3PMJYGhkZJD86nBxTM8YHJq9qNq9rdSJKCxBxlutO0Wxj1LWLa0bKxu+ZMDnaOSB+Ga0uiSgqnOT2px5Oc+9WNQt44dTuoLZSsEc7hM9cAnGT9KgCZYnPTrRcBIonmfA7da0rayygZF3ZB6jHHrVaGN1BYAgHgn2rZsWe1DN8gUqNquc1DZaFKPFFFG+4Fjyw7YrUsIJDJGqfPG3RhVa0hmnnjzAPL5yo6GtSNjDwq/LnA4zt9fxqRs7Gz2xW8UbnDH1rLFuItVmQrhVXIJPqc555oF3uht8nJMo8vtuGOatalEqrJcAkvNEI/8aQmcV4pvdugtbK2JLucuwzyEH+Jx+VcXay7Z1B6bhmt/XIbsz/bLmF44j+7Udlx0H+e+a5w48zIzjNaLYk9Q0kmKFHY7RvC59frXQSAyWxDbGI/xPNcXpc6z2EcmCw24K574xn9K2/thEMU4BCuuwAnjINYN2Y57GqI4BsLqWmK5HGCv0HrUZNvKrx5A28gNzx+NUBdGIF3VlcAhcHOR7HtU1vc6WxDLMd68nLF2WmnczRNa2MMsuUTBUgfOSVA9vStC4Szb5XRVkPAVfvY/Cmx2U0iZiuYmDnIJGTj86sRaaobfM25uOV4z71Vh2KuU/wCe835LRWj9it/WT/vs0UWCzOAW62xMFkdyucmIZ/X/AD1ojurd4kYSguDwkjYPWqUUtsokSSKRYlOw5hyWx36jPbip4BaPGhWNBhicBdrp7+2agmxeju43CK3AOduH3E88ce9I0jEh/vhVKqG5yOvAqru09oGLISwXllI59CTTorloowyHMY/hbrj8enWgdi4LeVYlw2JWHC4G1vcH+ntVeRdTncIDCsOcnceff8KQag4SMlWVz/Dt3BQe4/CmpcXkOXhXcrjH7wAjHoB+tAi3Db31xKFFzDGQPmReTjnnPrxVmO5byxFPcNAIwDvZcgjPfjpVFbspGI1RFZm3Y4GSPSprXUEtwzSfvtgwyqdwUnpnPFAzSl1LTFbyRc+bcscqNpGT9ehqmrXB3RuohRmzn+9g+1Q32qC4UNHJGFQclc5z6AAc9RiqhW/kZ85KxjIVhhmPTkfh0oYM3jIn2eNndXOPwyMetVZ5pXSSVVJQR7WMaEnr39v8ar2L3DqZCRsRvlQj5sdx+laK3UkvysWww6cYX86AK2ntMYWecFu4Zx6HGRnk1I1wHnV5EXaoJL5AwPemXK3E7H94nlpj5y2evtVeYSPG6RwsQF+fOSOvqKALb3TNHmMiFduFGAWx60Le75JEkQlkXHy8EnPPPpVF4b/A2w+YTznO3YO59R9K0YxCiM8hQuPlIA4I7c0CsLFOTMpP7ps4254PHSriRpMuZcDsMds1VNjbsu4BsZ3ZPVfQZHapY2MkThxsiUgAq2c+9MauSx2duMKhBwDnZxzSRF2LxEFeP4Qen0qzAYkyFbnqMc5NLO7qisFJJJCjGef8KpAMiwpyxEh2nPHT8KZOwEhCZPGMDv8AjSrJKsckUx25xjao4qsEmS5Dne4AK/OQOcd6VxMc7HyyY+SBg579+KRJWIV2ztxyWI4NV180N+8ZQyZ4+nTFPRmLEzEZ4wCucD6etIS0Lsax4bywB0Jb8KlG2NfnyCcdOhPtUCs+9kMJ+UZ6dc1XkuHQNJIxhBUAK7457cdaZReeKEIYywQBtwx2PeqGpKpRoVK42Fh6g0yee4MbLvAcLyTxnIpglMxiibDExk/Nxk0Di9Tz/UbVPNHlsSS2Mdq3vDGstFEtg0YEgfG71GelRajbCIOU+ZVOMnqOv9apWgFnqlpcAk+XMok7g846VVy2j1OGMqnzDk1ZOGHI609kG3IqMLuzkcCrsRc8/wDH+huR9ugQYA+cCszR49K0O2tbmeOR7+fG2QMcJuHQD6Hmu78SxSz6LcxwqGkaM4FeZwzQ6tZxWszeXPANvPHTgGpehcVck8Q2ltIFv7R2LSylZlzkbsfeHpnHSqEUcOwLI2GzhsVqnSkGmpa3N9HahQ0qyAhldgDwcc85rnIpSoBb2OPWhalNWNmSwYInk8gfeU8cetMSdo9ts6MpycE8foas2U4eNfm2tz8454+lTGF5XDTOpC4yRyT+FK4JFjTZpBCDFw+cEKnWtE20i3IMjkZIO0N19zVCCRVmiSMIoViASwH4VajvHn1Y+aFRNu0E88+maQzYvpRJJbW6xFeA4A4welaOokSQC2L+WwVTuz1zx/OqcGG1faV+WFCmR3xjjH41Y1NWeOYHAjCgDHXgg/41NyZLQwb6wuLqC4tHUtyFCk8DB5PtXn99aNaTtGw6HFekLczSY8hXY4wZD/EfX8OK5bxLaSNO08ijfJydvTI9P504uzM49ifwtKjxrA7ZIbGM+tdkLEtb+SipIUQ7UyAzdM4/GvNNFuJYb2OJCRucHA716RezTssGzGCgYqePfmiWjLfwlU2lxGDstvMk6MHBB+nXFLDHFDefaHV0bqWQkFc9RjpVk3Nxcqv2hgMEgEDbx9ainkuGfP2YTZ4CnADfQnipuZmjJrLWgYRoHAwc9G/Ed/wqNvEDyYZ/3aHgbSR+f0rL82GdhvgaJgcHcO+P06VBLJE7Mm85DcMhBUeo96dxNs6P7TJ/z/SfktFY3nWH/PSL/vk/40UcwrsxTLeXA2+VGAG4yMMeOvsanNndMqs08apJjOR+hPrVWJ4p1+9MSGJAjGCeP5U/+zJp0jKSzxk5+T+HH1HJpFlmfR2ji+0NfBlYADKColsE2hIjJK7c/u3646/1p0mg3du0bzeXGnJZml9PbvxTYwkUTbopMZwroxIAz7Dg8/pTESvFclWEduwXAG44yB65pIog4dRKWkHPyEE/596kDM9rFI0jFmO8bW4A6YIqdLf7QvkxyKhAxh8rt55PHNAWZQMV2QC0ciRHjexwFOfXtV2CyEVtGwlCwjgq65z+XetFNPkUbPtEL9z+5yAB2GajubCK6DZuZIxv+4gAYHHTjPtxQNqxnRohlby1ILZHyqF7dRTt37tUafGeA2CWyOwx9M81fTTYo23QXBQqgHzKTgD64qF9NWPPlzqT0fZnk+3p+dKwjPLPJcrMpYcEyI3Vhzjv78/WrVqZPPLTq3mHDKDwQP6dsVqQ2FiFbe/myBdoZsAj0PHpVNILcSyF7qeTJw+D3HYenrTtdBYtQu0TK5dDtUhtq8epOfSmLJCf9IKu0cqnazcAc8gYqOa3lhtJXt4nIGFU9Ths+v0/HNNkiuZYWjkiNiqouJI+g9c+h+lAamg06MrR/aAvIAJqD7BF5HliaX5jtzj0OT09eB+FY+xrT5Xk81sE7C/C+h+vOf8AGr1jPdRXEaXcTOZRiMZwAvqT+PQUAky/Z2TW5fe5K4wM8hhnPTtzVmWKdsOq5jPdXxk+/FQ38kkMXyqYlHGM7gAaqpdhMqkTsoxh24UD2Gc596Y3oX1l2RlmliXbgqckADuPrVM6ireWGu0Lq5+7wR+BrPmje5n+Uh4ccN5nJ+uauwLEcrchWYKcMyfz9qRJIl6zRySyOPvfIxXg+4/xpj3M0uxVXJdgNzEEA+lONlvhYQzbhgYxwp59Af5UsdrHChlULu3biPM6nocf/Xp2HYQ3ksTBCRNIoy3PA9RUyXzvLGHt/LZ8McAtj2zVVo42dZI5suVwY/fPPNMi85LlZ8g5GCc96kRsm5hUF24Y9s8j6VXu4oJsvGgD8bjjPQcEjvUdrJHLuht5EMiEkqSTuPr9KQ+VYMFOTKz7s85f8aobKbQgzp50zpuyCHP3vp6Zpby0ZYjcQxlBA2SM847/AOelakd9IqHy08xiMn2+lWVaK4Vgyna2SQwz147dKY0cW0sk926iPcWx0Wm3Xhq+khOoQQsSjh2jHBbvxSq8lldOwBDQvgnHPBru9K1iw1O3D20wZgAHUnlT71SRTYulXxvrGOZl25UZHvVothiOxpsMEcBbysBGO7aOx709wqjeTxVEFa5j3oynpg8V4lqdtcQ6rO0KPxKdrKOOte37xICD3rhfE1//AGfq0trOsjWbIuyJEUqxPJJBouXExtfhzpkXyEbGQNxjBINYXlRyIo/i5H41ux63aFwDDbPGo4W7R2Bx+JxVLxFFZRXcFzp8Qt4bmLcYwcqrZ5x7VKVtDRtPVGfDIyOwj4A4Jq5HPK6lXcsrdGbjmqaqWRQExzkN61YZH24yFYn5ccU2I0beN5JY48g/Lhio3Ctizso472OBU+cyBiWOSQOc1j6WYIUSTDrPkhvwrd8Pn7TqclwQzJEGwGByM9RUsEbtsUikmlVcZJYnPU9ufwqtLMfsySEk7mLHk9Ocf1rQtYd9skbAL+7yVIz7Y/LFZepXyWd+9sbfcqBVXnHOOMfnWSCexRupmMSkR/Lu6gYyfrWRqySzwPKZY3jRflAcEg+9bEE6vIJIF8xM/Okg/wD1Z9jSazZWz6fdTw2yxGNCxI/iP9KaZitzg9LRp9QgQEglhz6e9ehXE0Q1PDZUpiNSy5UgL2PTmuQ8L2yPqQnkJ2RYZh689K9OfQre4VnVRE7j5/lzk/57irlqzRrQwvL1OOBBBcpPbZBMUgAGO4AFWM/6OWgMyS94w2VBHv3q5NYCNRFHEzAYBbcTVNoniuNssrNg8c4zU2M2M2XgUo+0gHPysCwOP8+1MliivI4t0zoMHK4+Vj7j1p01tcK4uVmYmQ8qOv4+vHrVa7yp24YsvPTp9KQmU/7Ch9Zvyaik828/55Tf9/B/hRQI0IEBWTyLtZGkJGBGMqBxgdauRW3lJCgkmZjwRkDb7n/PatSz0HT8K8SrhDkbBhaunS4dhU5Yt0LHOKdma2MK5tNNE0bXF1KSRgq7lgR9azr2wtYIQcyzxFt7DsOOM5Nbk2kxKUSEEnruXIwM9mqL+ybpsQ4keLoHLZYfnx/M0A0Yd4TIFa1jaYRhRkfwdOueO1SW8ccaBirm4jGdiybs/wC8R1Fay6Z9lfyBGzRYGfMbJJ9gBWvDDb29sVSML6nb3p2Cxzct9eRWfmOpiUkLuLDOTjBAPas43rQzMYV3bgAJCQAcHJ4Ge3etvUbeHy3ZoRIq5ZBuB2n/AOvXO3Lq8i7ljHlY2jeWyPYdaCGSSas0tx5HlNsKhsE4AHpn+tIs7R3SmBCIgpzwenXHPBqW3sxLbOxkkjI52JFyoIPUVXkiihhVRIuPMyrMu5uR7d896LAX7d5Z7jelupUoDnkYBPU9gKsxoFZZBKfNAO5UYMTzznPAxz0z2rLKTy2zW8jTEwuByfXscdxUkVwttbu0VqrSOuFXd3zgjOO+OaQF5Lu7QhVVwX52Fhyo7kY49cVpQ28F3bsrgorADapIz+vT/GstWW7jSXy9kiAH5W4HrnPbP40WtyJpQswRMqXdM5AAyACR+FMLly3gNovlIIGhEvPk4Vl4yD65+pp0lnZ3Sf66SPLZ2huR9Tn68VXmWRN00fAYbcbcZI4+vH64qSMqyBSFkI+Zo05+hOaB3Yw28Vs4VZZJBIDgkDJ//X9O1Mt9OSZjhUIHOWbJJ9CP1zUrXEELs8gfdgNtUZ2j+nWnW14JZcRvCYiCSd3Tt6UCuRQ6M8t6onLBFGN0a457/n1raitorKLZtaRQODIOR7VGXl8gLbvtYjCgEbU+pPWlI3RG3ubh5WZSMjIB4plGfc3KH98kAiLKVVyvOB/CB2HFRMJJERZpAAwDnGBgeh9q0JvIJTDPJtGFQDAH+NM8pVd518vaAA+f4R2FDJaMbyV2S/vG8sjiMjIb0/8A11ZUvsTdGfkIVuMZzWji3lkDpt8pfQfpUb3D7yGw3JGWIXbSApGaWCVUWMbsfdVsAH1OKvFbxVbzcqS3AC5BAHFRIsqHMbb43yd4cDHTge1WPssgURvMvOMbhjj39aASKySs4ZtpX+6icbvpRHIVIdX5fp1ITB5qwYmtFleJlx2Q9fwrPjuCSisrJySwz74FAmc94kklgvpJEYoZlDexYcGsbTtfn0q/NzHEA5XaVzwa6PxkhNvE0QAMYOc9xmuKQo7Ycdeue1XHY0Wx3Nr8R4nBFxZyRkDqjA5NdJpviK01azeW3Z3SNgr7lI2k146AQ/oM9TXc+B5Db6Xc7ST50wBXHoMf1oYHYxaijEqpAPbPesfxFYx6xYyRyH96gLQsezf4Gi7l1CJt0di1xEDglR835d/qK0LWCS7jUiJlyB94jg1NwPIWeSMlWXaQcEHjFbOn6hZ3Nmtlfxo2zPltj5h9K0fG3h2eznOpxQsIZTiUgZCt6/j/ADrm7DSrrVpTBZxtJMil9oHYdfpWlwJ5D5TtFHIJI1PAIwcU95WnQ5wMd/WqU8F1YTCG9glhcdnBHFTJJGIWWMhn7j1pMpMmgunBCM42nGBXWaITbxnyiySuQFQn7xPvXCoV80OOCOcHvXXaBMXnWSR9xjXIP+NRIaOy09Ck0zyEkDI3ZzxUWr2kN3cMFlSOdcZDLktxkYqOCT7BYmdyCZWADA/eH+NX7vyGmaQuE4XJdeOelQgkcnEl7bTM8ssirIeQwA49iKi124nj0e4w6bSACB94nJ59+tdfZCzuFztTarEE8Yx6+1c740i08aL59oybd4QmPpnn/CqSM0tTk9Auza/aFA3B0KYAzk/5Fei2usyx6ZbeaNrGMbi3TPf9a848NsFuNjDmVgA3oO9dg93uR7fKrHHgqFBbj15HP50S3HJ6I6SNldQGhLK2TuU55+tVb22dV2JGq9/9YQMZrHMssdvseeSUYBIBwQeuPTFTJqMDXG4sqTAfKXG7aO4pXJbHJa3CzItxIimV8ptXlB79Rg1M1hNLn7LMzSKfuyDB2g9vWpY7uMkMELq/I3Nnn6VsQXNs/AARgOeOKaEjE/su5/56P/3x/wDZUVv+daf3k/KinYqyLKKqRhR0WkZFfqSR6Z4rPGqhpRHHGHz0Ytjmn/bmDKh+Zm6hR9we9O5ViyrQ28PKLGo7AU4SbwCh4PbFZj3dyhZnMaovQDk//WrPk1aJ7kq37pxwpaTajfSp5gOhYqp3YAPfiqn2iGbMm9di8Fj2/Csa61C9hG2Io6An51b8ue9Ls1BoFl85YUIAJfG1D6/X1ouK4anPFNN5UR34BLNGCdp6Dnpmo7KztYETzbtmkjOWPmYbP+e2Ky7j7UjbEvYpyWwArnB/Lv8AhV6COO4jMn2nYy4BAUk8Dqc4yPegnW4+S5SS5aO3hfb5bEkDnOOh/Ht9aZHZsrQTOjQqpywIAxgjHvjv171LHGY51AfeWT5n2HkjuOwqubmWclGcOyKw2kFFkJ9c0AJMIUifyWLKXySj7u+CeecVHG7yOd08Z/eD5iuCTjgY9feqzXCxFHkkjMAwgbkdeDyB+VOguL0RsqQyPGzEYdt3T3xnr/SgnVmhBYok4+ZAHw+7B+UY9D+VVZLa9iY2lrA4UYICkAe6g4z/APWqpdXs5lcTOVCLhyyg7j0GP8KtrduY2nPymJFVjtPznPUAdTxjFAIs27SzQvGlvOjbM/vef+A88ge+Ktvbwh0XKIQBubPBPfPtVGO/jLMwYhpCzOH4bGOuO3B/Kn21zFGWSMM8aNlkY4I/P+tAy0unwmYXFyxdnHyq6bWJ7ZPT2xVeMQ27Sbl2K5yFCk5Hemm5TcFiU4TnKkckcj3pl2kt1IrlvLiPPl4xk5ySfrTB6k7llZYoLhVUjcTj5mz/ACpzziFo5JHdyudu7u3t+tQLZ5jMglTzIy3ygbdo/Hr/APXqzaDEf75Ul+UgjPG704pCFiI80mNZGHRyc8cfzrTs7RfLUSYAHKqDj/JqvZxpe5lUqPn3ZBzkepxxmtERybNgVUAH5/lTRSVhsunpKxZDtYDjAx+tUp7ZYISJVweMjsfU5q7tlwEDYGD83/66YHdZNspBQjcxHQ+1BVjJjtGjXcAqpnOcbgM/WpLeWcMCrb4tvI7/AFzVi7eLzvME0T7iFAOTj2wAfapirTyFWdY24JIH8qCWrFLDyo8heM7chTz19KqtFC0zySTMuMEDkAjHb15xWqIofIEMsuwBs/KMde9K7JysBy68lip+bA6UWCxx3iNdunjZDIjr1MpyWU85/lXCyviQngew6EV6N4jgW50qWX77KobIbPQgY/8ArV5zcxmOaRewJ61USlsJgkHtgV3nh6MWWgwliFeYs2SM8HHb8K4aENJlE5zivS4AYLKBY49whUK+COg9vxpSYmEV3K1vJJJfbsDJkXgLjoMevvUtvqrwybizElR8u3ioGigmby0kMZGMktj/APX9KJLWGf5lfaY2Ay5PAxjbjvUkI2be5k1VHs7gDy5kIZJIwVYeg5rktM09/Cnja1BZjaXO6JHbjIPY/Q4rZt4praVlkfbEpyiqeQMZ4Pb/AOvVfWrQarp8ka/eU+ZA+OQRzjPf0zVJlXsW/GrpPZIv2QXKh8YPG0njPrwK8ykiRH/dE5HOAegroNN1f7Wwtp5FhmcbFmZiMZ/QH3rdsPDi+fCZpMBS52kAs5J4LZ7YGBTvYafc4CKJ5ZcYOOua6zw60SWcssjkMPlJbvVLxLo/9iapGLbIimUsoPQHuP8APrTbKaSG2C8SBpMlR1xUy1NUd5NLavpyj5OAHAY9D2IqaOeO70/dJ96JxG5TnIHPFc3p9+086RkOFzlUK/d4/nmuk0zT1FkoaQJKWMjZOcH6VKFIIdFjt5mlEpmVs/LKAR7cgVyvjZIrbToUVSjSTH5T6Y612kcKRsxLIrk5YZxvPTpXCeNTJPqxBJ8qFAkS9jkZY/59KpIkoeF41OoWxYIPLbPPAPGefxrqr2K3d2a5KykjCyRkAdeowSR6VznhZkXVdrqxB4GT+ddjD5MswMcnlRrnapjx9aT3CWxmyfZ1Jjtw8aoSXjYcc9TkU5UnW1WS2tLeYSZDHPUHsD/Q1PP8kgSXbOv8MgUqR+I6/jVi18vcxZ28xeAko5ORxg9P60WIsZUdt5YUx7oHOcRAghD1pDfTIWdmddo++zFQcelTXPh+aWXz1l2Y+YMjlmPr16VktYyI7G8uSzEbVIyCvfBB4we1KwNE39oP/wA/386Kg/s9v7sv+fxoosKx2T6j9nhGLYKJOnQrn09zU8N0Widlhy/3mAPP61hmG2sGKJDI84G0tI28n0IPTFR+Xc3EbGS6VXJO1l68dsdqCzdnvbdiInVxJ12Dqf8AGscxyq7MYUdP+WeGWQ8nrjtVVUe2mVri+ZGl+YNCASq44ycYGT2rRWZrW2+yGePMik4jGAuTnnrk/lQDI2SW2hmurZ1DbgPmH3R7Y/zzVaO7v7sSQXERjhK8+YwIYds9hinCBC6tPyiHcZfMCZJ9qWO4Ala38s3A3Y5bIDZ49z79qBEsEoaAwKXjKYO1IRz7g9BWja28SAxsJHQA4ebnPHOcVzVzeTwXK+QrvGHJPl7sIc+mOe9XbNLuSYXE28+YSCSDwPQAfzNMRa3gsIoVjLgYzk8r0/Lmi+eaONB5cEBByd/zA/4//Xpi201oufMHlrkIXA4OOxpk0sbRq06jhsZbDZx049DQGxVKbm2YRJZDlWH3WP8AdFMa5lsApndFncncFjAOBz68fXrS3DKJWWNjGoXcVTp9f0P5VG7LNHHIHyoIBDDoCcZ4554PNAriLO2oJvmt+FJKD73H1H9atWihUSKRtmRtkBIxjHH403yJVl2SHyopGPl5LEgdM/j+VQwqguNtxA0ciMVZ+Du9AB9RQBMIkhLO3LBGeFjyxGOpA9c9KjSM2qpc4xg53MeFxgHHr1PHtSJdQm4+0s7BJMEnYcjgD8/arkjWNxjMYPlIFUnGVweg/HOaBXGwT798cUqsAScKu1se3r2pPLlndIWcR88Anlh6j8e1IhXdtjEcXG4Hnp0z9BUiFF8km6Jz8rsF6/j2oC5LY26wzDc0ZjgAwMHcT3z9avBmMm14GaaUkY9s89+lVlnjiibc7P5rBlLjLMR1ycf0pyauyli8QdtgC46ge9LQdy9BII4wgUIwwCFGAMe/erMF+Gfy1TPupyKx5roPBHbkld5B4U56+nakFzHNLtVtpjHXOCfw/CncdzoTPGygZy2cFSOab5tu74DBSRznuPxrIjLBY3G4R7eWZjkeoqeOa3Xc7qoD8Mx4x6delO47l55jCUjjGRg5Ixis2a8EZDqAWx8wPGP84pJ28uJ44HzJnKlzwOOeapT3JMYEqRsdvzMWwD/jikD2HNM1xtwcIW6kcde9S+eoXy2DohXarZyCO9ZJlM0DhYxFsUADcSufQY7VY3qhQ7BIFVQMggY9cnrQSSXEi/2PeQnONjBdxByfXH4d68ynJfeA2TuyeO5616XqHlfYZ32LukTli2SOMdPXmvO5EikLShQpyMKO+KqJcdibRbQ3F8ijkCRcmu8BDLuMwKjhZFkAH6ccf0rmvCVsh1BJ3YJtctvJ747fia7KW3M0ivFGzZ+YfMFBH04pMUuxkXFm7mSZJn3HDYIwMdOtS21yyEKVbBHVh8ze/uBxV+5gsw6K4aMhzkA/L16k1SlBkuHYrsDgYySBgdPx/wAKRnYjkkkILY3xoMZLnjv+tMsyFt5I5hJIEQZVuTzn5c/hUjwi3Lrv8gM21ueuRkYA9TTVaVdzvOW2YZcckMOOnc/4UDOK8Qae+n3gYKwinXzE3DHXqP8APrWl4b8WizkW11LL25G1Zc/Mnpn1FdRrVpaaloawTN84bcX7oex968yvrOaxnMUy4PUHsw9RWisyr3PSvFtvDqWj217bv5hhlBJz/Cw7dsZxXHsVS0jA4bG/gdPWqGmazdwQnTjIWtZiBsJ4U5zkVpXsMXlIgJDg7WKnP6VDVmaRNzw7cb4mmZQzE7IwDnPqa7DS4o5LQlo/+WjAEjn6ivPbGYWVrGiHGTwQeT7V6LpjFdNiR/kkKbjnjrz1oKZOLuzw0buqmMDk8fiM1zGveHjdG4v1nVrWJWkcg4Z2Az9OnFa99HKxD+Ss4wcO2Mg9vb/Gsu7uprrSZrBopIWmlSGVsfeUnqB24Bpx3IfkZtpbLaHTZJo2imupiiDqMBcn884rpltraXJkikTGNrAjj3B7fzpk0Gn6s2nyWs5cWe7ymVfvdATW2CSp3BSo6YHIoa1H0MWayliKtGZDHznPPHrjof0qG4tI7y1x50bSL0kAZCD/ALvWuiRcjzEwdwyCDgmoL2wF0dyybXxg7gDxSsScYtxqNqV+0p5oydzAZQ88H27U24vrjzfM3KsRYboyhKEds56DPeruo2+pWqrCVVl5+WIZwfU57Vjz3LoTNJHJM5GGDDnP496CGWftN7/z6aV/3+H+NFZ/9qxf3b7/AL+GigV2dmLecs+2Fd8hyQ7EgD8KadIMTARJEzDGWyQfwB/nWsqCFSXaSb0wefwpvmqCUQHOOc1NjZI52ezijeRf9QHYbiBw/fJ9aZDZwBWFspuZyDh2fhu4z6Vo6jZTy2soiUlyQwVHIJx6n8aZp2kGDdI4EYODt37mBxzk8UxWIIklkZong3OoxICAAQfTPP40Czjl2rFHBFtHACgNnt3zirtxdxWoURZfcScBTnpyfeqc8cV86hXlSSMZJQYOMcdfagQjb3tAftEcpxzIgwQR1A/GqD3/AJdw9us7GPOArZXnuRV/+yIrLdI22Un7iLjnJ6nt1qleyxFFXY7TR8PuAP8AL+nWgkrXVwbxmuI0kwhGFL559OepNVwvmEx3KSDhSFJ+UZ9cdQM1M1xEUUPmY8hVzls/40kku3/XQDfFlsgbt46g/Uc8UEsnVRtJmkZCi7gTwFGeh7etMhYWlvI8JYvcJvXbg7W5GMntk/y9Kc6yXFq4txgMByckntjHrz1pY7lUSQNGyLGAcsuCeg+n+FK4loT2srzuvnyLuXashLEbmHXGevHf2pXdYrRGkjUv5nLJn5scAHNUG1TzIWitYAFByCzYJP1xxn+VPuLpbu0X93HG4wWOc47Y46/WmOwq3kchEap9w8bRhhz/ACojfbuVGLb+FDEcZPQe1QWKNbXayMfOVuFYLlYyQRk9yKLlJre8aIyouQTxjAwM5z09KTE0XJcWqRrYOwJiKqSOhznH4k9KpxTPFMVvJApII2A8MT1Gf0qSS+kFrH5Kv5mSwyRuP+c1GzFlTLRSP95iWyQ3t2z7UkMszXxdZAkQKgF1bf0PTGf0/Cn2000jpK+/aIzldp4JHFRTQwTkSSxuSIwFDcK7Y/UkU0TynbcyshUkqiRQ4KbcDn19qYFmPzTIUe4+Yj5RjAJ9v05pN4AKszu+R8qAbh6HPbmmK0CBJbm5eOV8+W4Qkn0yD9ajF7bF0CvCoLZ81hjJ+h/EUAjUjcTOgKkwkHezNuZMDljj3FQNb3F3dGaKIugwziP78g9cdO3SlKLFaO9t+734VmXALdyT1/yKppM2ZTBI6OqjLlgS/PHQdKZRr7hahiQIwWz8vPt0pjWaSspBwWXrjkc84qnLLPNES837xFw+04Kk9h7UK8mTH5hkAUYfpz6UCuLMkMalVyoPyMT69c//AKxVq3TFsYnjdVCYLFVB/InGaE+zqu4K+T84AHJNQyTWsKMWxIxyeRjGTTDQp3qpFHJsd2/cNneOc47/AOe1cGsrHJVPl5yQK7jVbwm1uWMG0mJcOowOccGuCikxNtY4Qnn6VUSkdbpMwtbC3kKAZjwCwz3/APrVvPfPI4IO7C/KCMbSR/hWVo0kcdqqRqJIo5M5OPukZGAe4PFbcKwM8EhOySQYyx4YDrn3PtUCe5JHHLKR5qtuIB+Ygr2/z+dVJNLnmusNeqFZgGg3Y2+hGcVrPeAS+QXUfLkqRg/hnrSCRGKzvMoTnI6A+hzTDQ5u4huJYHga5kGzLbRH9054Uke1OCXXkKwO8qcnd049c+1bGo6j5JiEmOSSdy8k+n+fWqZvd0pCp+7UbgADg+v48/zpMT8iJ7h18xWiwjHZkdD+HoapajbwX1kI72P5Ru2ybeVYntx+dWZY99zlp5E3A4G/HmEnjOKiklE0hXaHhzgt1BYdwPwoC5x97oU+nXsLZMttI3yzKpx17+hqRmZYvNJ+UOV688dK6i+uwLSbygoZQc5+Y57fTPXmuWkmeW1WM43FyemPene5pDVGppsCXLwbsr8wyPUV3nkWrKV3TOhbCmPcCvoDjt71wNhcrZvFLIjBLVDJJg5IBOB+prvNNvhtKq2+J8PG2/5QCM59cUDb1LyGDb5ULFmBBbLZ/AmphAhQbreNoxyrNwyVALiG4Z4zGF9Rng/iKZcX8VmwhQGMkbun4ZFArk9kkMBd45laHdgDH3T6Zq9uDPuikGR6dK5WTUJrW/Mj4ZT97y25I+n1rSh8RQtCsi5aNgRtcYIIouLmNUTgFkZWRl5wRx+dRR3ZYkhAVL43A+3NRtrNv5ZYyopTG9GOMZ6c0+LUoZFfOAyAHaSKLhdFLUVjmZll35UZABwMdD9K5q/AtlL2sbCJjs3EZzx3rsrd4JV8xY2DjgnBrK1QwwAQtHIRMC3yt95uwx0P6UA1c47zLj+7L/4CN/hRW19puP7t3/3wP/iqKCbHW24XyxiUyberkYyaU5I98dqnEYUAL0Awc0yVc4ALD/dOP1oNiOMN5hcseeCpxgU+RgASoHHWhYgiYGF7nnqf60yWVIwQSMngEnGTSAq3iylcowOMHG3aD6ZPtWFsm8xmHmSKzkkrGMEY4A9s57962DeOHMboZGBGFUYA/PrUF3bz3U2xphGCMqI/4RjHJ7/QUEtXMmQ3kqZSZoUwTJu+YoO2B7VmR3H2uMne0qOee2R2yc1oalY3yyxtDIyxkYeOMY8z3Y+nsKis7IjbG6hIZOVGc7fy9+KZmUXWGGaOOMrvUl5Aw+6Og5BySasRP50StLE+ANvmZwDk9QOP8TVoadZqnn+ZHayP8gxEWL/7xyfTtiq9xLAkyjzzK6HIIG4kdD146kf5NICjerLM0cce45GGiyAAvTGPWnWNlcrZzQzZCMQseRkken17e1DkDdOrMi5AwvIOD19cGprS+lmtXhndDliI2kbbv56fUGgQltCiwBXyS2MbVyT1z1+lS2k8rOFSIYKlSBEFwe3PbFCb0BIQhywTG3+L1Y56Y59KlBeCzCqql0feC3UD6dTz2oGTTI+0ENkgYbcOXOP0FQXMkcUapIxZGj5+Tl/QcccZpzSTxob0OC0bDY86naGPbHc+/wClOl07zFjmuZQ7OSzI3BU+gPuaAsU90cyHlFVk7jdtXrj1J6VJHcW8SvHviZAoIBxkYwPwqSS0tFYoI1hZxyFJfg9cds54pIY4kEkZjUPGVH705OSeM4oFYqz3Bb5pxtiVsQqXJLe/86slo7iOFV+UL3Ruc9fTrViG0e4mULbFNwyZWxwPTHanz2kUW7YvknePnzgsRxjH49qBtFGRPKgUTsd5YnDA8jrnHYelQPFFFI6iCMSdUZxnC45NSTS29yoUEyyLhQ55LYP+RVlNLWCdyBu+fcSzZC8YwR+NIkmge9NokDQq4QCQMinAyOUOfz/OpdpijZAsUcnmAsEXGRjp+f4U6SJ4B5i3OXVwXGDnIHc9z/SopRIxjXySQ2DyTyOc89h0oGRNbh5khiG1VO/K5w59D/ntUU8fnkbJds3mfOFHB545PU4qW8h+wlRHI3mP93YcgkE5HPWoYriNGKI+6T+IEc49KALcY2xyCT97ujAVBxxu559aivrVWQllUzFhlVORtHT8elRNqjSgztv3qNnlEDgEdR6U7+1Iwrb9yIeN23lSB69/b60JiRQ1kzPZKjKQ0sgCqxAAHdjXGTrtmZQwJU4+tdPqU4nljxmNNp289h0H5Vz88Obr5VyCeABWi0NEtDe8OMfsW6cgRscLkenpWtGkN3Ashd5zCxBVhhuR7dBmsxQIrSKAI4Cx/OeSAM9xV2EeWkM0FuI2IYAZIz/tfQ+9Q9xMuy3UPlCDJ88DlGUHap6//q96IbmS3t/IFxs+YCNWA4wOR6mqc13CYwwCdPm64/TpnGaWSSTzCpl/clQUY/zz684/KgknXVVZy5JlDncBIOGGB0NJFcBtRnDeYkeGJKg8AjAH5802yxLMPtPzgxkJyAAfQ/4+tQvdS2Txh41lMqZRGOGUHuR0FSKxKI44/J2S/LtxtIwM+3qDk/nUypmUY3nluSDg+gGf84qtHeRMYnAWMRrwyj3+6e340jTsu/7TIS+zcTg46Z/lQ2DKerOVsd0WNoJUnbtbjjn1HPWudRzIzH+GMcVv6tMDpRVTuHHJXBGfeufDbEwDjJy1XFGsdjYt7SafRNQTZiaREwG443A4/Gk8M6u8U0elXbIse/8AdmRMlCeq54wDVzQ23addRSk7JNoU88c561Hc6et3+7uYxHJtyjquGT06dad+jEzpfPjs545bafzRjOxvlwp5HB645p15fPfqZdobBxvUds9ax7KC5vdtjdXEaTqmE3DAlIHf0YcZHfrVpbPUNPIXlVD4LAAqQfQ1NmTYfLJCwOyDaY2B3Lk47cjpVWWHdmSCVS27zFDjG1vQj8KtXKQXMBmnl2FWAUnoc+pH8+e1UYEaORfNiYp2k837yk9iOMg880BYsC8uXULNLhXBLGIAjPoe9QpqbonkMwkZXzgruAJHQ+1Nnhl+3zQsWdSCylgAHxwD7H1FRlBArLcI0TSKCxJA3HPr+H60rCsa2k+IGs0WJJyx29XGNx9/Str+2La8G25AzjDBV4z7GuYezjDMWGxljK7i3Oc8+2fyqa3trfcpmndw277jFOQO1GwbGz5+h/8APzN/32f8KKxvMj/56H/v+aKLhc7vzGkTKZQnu46fhQqozbjlmHcmq62yDMrk7uc/NxToriAxjZKhVR97PWhM3CTUY7UnNvLIRgBY13E/hVOdZ72ZQYzGX5IVvuj0q/MxC/ukLMfXpUE3mqBJJaPJjoYnHH4HFNsVhqJFFCsoUKIwc+o9c0154HjWeNx5bDcTuHI9zVee7iZJIQkiu6k4ZCO3txVGyfTYYhbiRVLDMgZAMsABk9vp9aSuw5kixeHzUUwklXB+62CR7Z7Vmyjyz9n+1+W0nKAP82PTHpjirMhinljZHEccYIDyHGcevrzzVELZGfyJfMZ/LAM5Kjf6DFVZmbaYokmgRWgWMRI21Ul4DAe1ZskKPdSRxK/lMQZNjcnn26VoTRRRztBGsru4Ls0mNkY6cn86o+TMqv8AuJDF1BRgRLn0x0/OkSMniluCv2ZY4dnyiJF5AqWaC2tov3zuHKgANgYJ79OtFjcX1uxiaFQMbSzOdq8cDjmkumtr+TdJPFFKgwUAwoJ9znrxwelAxYrh2JtrRYNmCqFyS7/TPAGRT0SeOVlZC2FBKkL19sGoHtyZPKTzBvGM7iMg9uO3PSkghOmWu8BvnOHBboCOTz39utArlk+fIyFHLRdCpOOnP+TUsLFmjSVwoXglmyM9Rj601HW3DwuBvUEocjJ9f07diKhd901uIYFfLDHnHALc88d8Z4pD3LSm3iIXcjBvlAIwR757fWrsenySszLGqIWyAhBDe5/KoEihaQykgojFV2DsDxk/h71pwXscFvmdUx2Ef3t31oGhiWg8x8gjd2zlTj/6/aqtxYtFIZWjLQqpblsL/wDq6+9XPtC3NvuD/Ov31ORgf3hij53ij/eRNDISQjtkOfypjMm4tXgdWtWgV0HCiT5s9epHpwatWkVrbSSy3V0qzxp5uzdkZPIDdsg9h61I9w4JZLePEbfPgkEcdh74FUpraOd3mKRxhmxIA+QcYJLZ+nbtQSUYXLXJQcSM5Z2d/fGMevuKtS3TCVRKFCtGcgHHOPU1E7Ryyqgs2KOQTIexyf8AOfepLuGRpZgsTFt+BuPGeuS3brQIkjRHSNQ8aALhXY9fxPc+tVZIjFazmcbGwF3DkZYnn6deajjS7uHWCaRV2ZwMcZx0II/Wpbi+ls3iSOFJotxR4T0I+UYH4c/UUAYfntI4aNWdc4JToPxpk15DE0gErzFR91gdoPfPrWrd6edSXbZzssAZnwo569B71z8tvBDffZxvVsEFWGQDjvVpFIa0txdj5X3lD8v09KvWIe+u1YTeQwjffJ5e7aVHp3OKrtbS2sI2SB2JyGiPQf4dKv6HbLFDNcszYdM/KOg/hI985/Wm2O5etgrsYllMrZJ3uuCB2OM1bVEeQKsu5CPmLDnpzj0+lVjMkNxmTBjTg7Tk5qciznRptptk3AbiWx6nPr6ACsxbkL2oWSRwj7hja4IAbj69AP6U0ySqCqKsp42jYMjH9c1JcNDkJ9pcb8FRtx9M59aaI2tn81gHTZ+8IU7gQeOB+FIkp3YiKI80xabIYR7OR65x0q35jX0ReS3DsF7L8qrngEjirVzBbGBJn4nKjckgGcE881RYR2r+XBCVJQlZAzHgev4mjcehHZwxxkxzSEhgdqqM7vTJP+eajjugtytpdMyxNkOsgJKk+/5d6vyC3LEMgkcAZDdCCOgHGPzqndsilWeHCjG73+lMe5mXQeWUQKAqHL4HqODnPvUElufLWPymLpzlemP61vWVqLtjeTYVU+Vdo6n+vWm/2Ve/bDIrsGRjhWXlvYYq0O4WB8rR2ickFJchgvOMVNZXpSGRXEkZUEAlQep4I9qz7i5CxERk9T5gwVyR/I1FaX5KPxkZGCxzj8aiSE+5vTzS3Qhd0UYXBEePXqOMj6Vatde8mPF2JDGG2GbGSD23D3rn1kDSkLlZG4Zc4OB7Zq0ZC4eS6QFDyeNwLDoD/j60KTQG1qJintPNt5VkidcEAggg9a55LoWUqv5LNtIOC5wfqO9WpLw4LeepO5eCQCBzxwP8arXipcsojcbmXO1sg5/LFWpRe4DJdZsnh2BJIGK4KkZXg5yCDlTzUsd5aThokdWYY2MXzuz17cflWDdWk0bYaNgCcBu351RmjeOQow2sDgg9jVcqewWOpwqRtF5jx5JLKzZDdPmDdjz1qWAfu28lZJs9Umx+YPeuTh1K7tmwkpIHG1uR+ta1lq8Fw6q/+jTngNu/dn/CocWKxrf2d7Tfl/8AY0UeVN/0EIv0oqLMVj0AM1wm8jb/ALK4H51GoiiBSKEHJxtXjbj+X4VLDGsUWyJPlB5zxmoWd+QqgY+9xx+dI6Sd5nWIPypbgBRnFRi4cwjLZfsSvB+oqhNPcSEqlwxRQSsarnJ/D+tWYbYFhJIrkbejGgVjNutGF1ey3M127eYctEfuZ7cZ7VnNo6JI8YkeXaQMb8jB6nBrbdpPtBWCKARICuHHf14rHnlu40OyZ/vbBIVyW9Wx6Yq02ZtIoXhtYCLSz+XaCd6nPPfr0z9KhFlNO8bXEcySEqYkztyx45WrbW0FtIHAZpW5LE5LZ55yOvFS2hMcxvZopAQv7kFydhI759M/jSJau9Cte3JlkmcQy7UBAYRFi4JK5Hpzn8KSGS/3LFCC0KEBSwHyADv7961ZZYJ7ZLGK1uFz8gn7NnrgE8ge9XtM0+BI1kaDnGPnUZ/LpSuNIqadoolSY3kQy/3duQQc9cg0+60SzVNikRnqT1JrdMCiNjEqlj26ZPvWfd2Jw7zSgBuXYgAAegH9aY2jl57lkDiFz+6fGVYALwevr6020837XFv86bJGXcffxzWlPbqzhbC0BiHq20f71TrtZGPkLLM4w6r90cjPIH/66CDHW0YK0MSPLKW3PKQSi5HIHt6k9zmtCCNLK3hTZGq+WM5IYg8n6/jTRfTOHjWBmIbZEpG1Qc8HHf2zzUj2SI7M9ud8n+txgEj0+ntQxkkB0+OYG1VXBJCx4yScc49c9akaOF5Nu8ybFJ2BcH0HI6elQJZIkamJkTLbUULx+fb0rQieSzXCS7ZGIO3A5B6/T/61ILCW0EsdoYYoldmXH3v6/wBKlezCwMUQfvFDEY79SOPei38kxq9zKsqE5wGJBP04AqYXAndRbDDIcYz2/CmVZGM0E91Ptc+XIAdoBO45qOWwZLP/AEoSF2BX5WHzDI4/GtW5tIolkZpFUY+RUQYBzk896z4bsBlhki4OM8nj0oI2KrM8YJQbInwud33R7/p+dE1pPnzPtCgiP5pM/NwxIHp+XtVl7tpXEAz5xBP3OG+o+vNVbsJBHtlmUxqd/HP6Dn8qYXFFxM823zfPyDyRyp284rOjjhvZTDLdZZV/1oA+8OoP97t+vNLeypFG1ta7zOIwZT6E44x9Kq6fsiuIkJCK6Fvm9SuRg0E+Y3MioYFfbalC6lSQDg9T6HNXIr200qYXNzH512y57hVP8Ibue2R0pYrdpfmnISIEPvlyN2OhC+gzj8vSqslkrzSuksRnb5mlkYLsHsP5fjQmUi99veeVLq/hhMCNl2WJVwQT8wx9QMHiqFvJbJILVNzxDJjOCrNk9SP5UiW0jx+T55aP+JMfeB9/XIBzVgG3a4jCKoeRFz13c9qB6BNIiP8AvFwpK7Xk6H6e/HPpQ00kRyZWZQOgUYH+PSobh2jydnBb5lI+9j09MZGKjnXzyFX7zYLNjG0e/v8AWkJJmnFOlwYoWi8pt3ySKCwOOo55xT5mvJJLiNQ0cdso3MB/Cec5HJyf5VVe5xZIkUSmZwX2njI5Bwe3rVe2uJ5lCxl4XUA5Hf6H2x0oHYvxuWs1un+faXyG7ZwF6/iaqvcxGA4ZijOFK46nHOKj1B2kcxTcgHdtU8sTUBZYdsbB/wB0BhWO3JbvzSsJk1z+4vZZVfKbVXAOCTis+6mkmZBtAU8LzuwavOrz5uGxEY1ClSRzg+/tUN7Ci3oayV3R+YwQSUPfI7DOf0qkCOnaD7BoNlatCrm5QAzY5Rup/wDrVtWtn5EEMAuE86Ub1LrneOM/596wtH13+0Xs4Z0Rnso23RN/E2MA/wCe9dLFfxTawllcp5Ja38yMMcZG7GPrWiYjktetVWO6MsYjkG4so/5ZnPt6iuWjffCJoVCAAZUkncM/54rt/FtpDFfX9y0zAy2ix7M8MQDtPvzXEwwNLZq8cYVi2wZBHQc1Mih8EaxXYliu8LngMpYEfnV97e5gfdCd2D91mwT34OeR71TtbaRSRiRS2Su0c57VbiEiyxSOQ4VSjoPmCn+mahiLaiGL9+gZGILOjcq2Mc1LcFEjaN1TY0e4sjAso+tU/wDSbOZoJ4dgki3ezIfukHuOv40hSGW1eG4kaGV1BjJYA7ew984/Sp6gPxA9mbcRSIj4ZHk6k/0qg4VlUtGrBCUwx5JB4OPSrUGIbiIxSbYmU+aSMkA8cenr9aZJAlteRwoouvPKqpkAw5z3ParQGfPpsc74SLMrLy4baC/XOKzrvTbi1G50JX1APT1rXkvIVui673MXyKqNmMY64PU+1NZZ2syWkPlq/DDvntj61SbGc/z6n86K3PsEX/PvL/3wv+NFXcD2SGRZA2UYDoMjGaYwDIVIBU9sdaSRzHCzgAkc809EWRQSOoyccVgajERcEpEoKjnFMcSGLlgGHcDgVIv7uXy16MBk9zVa4Uu4cu4xxtDHb+VAzInkaGScrKZA4+XJzsx1A/Ci1mhvH8iOVZSoVmkVv0JHAp2voILfzIyQ0TErz0wadp9oiSKsbOiyHLKp4OQKfQTLFvYIN0oYyqhyBnP4Ypr6VJPICz+TEDuCRj+ZqxppJaRgSMnoOg61auHMVtvUDp0PSkBDaabbQcLGQR/ETkn1p088dqBuY7mOFVRkt9BUUMzyKGJ5IB47c1HBI8koZmzwwx24NMB5+3XBCwIlqmeXf5n/AC6fzqGS3t40Z55nuGzyZDk+nTt9KuyzOtqGGM7ttU3TzLh0LNtAzgHqcZoYmZs7zG4yZNqbsbiudwOBwO5qUC1t47iNI7hFU7FYuPvdCFxzgj1qaL5rjLc7V3D2PrUeoIImJjJUwL8hB5Hc/nSuRYjjsry4hYeWqlGIJbpjpgD+Z61J/Z0iM00rhl5MmBgHn61NZM0/2lXdtschwAxHSpYj9oTLfLuYg7eM0wKxldkP2NRjOVQNgN7n6VOtlLdFRLbopxyyvtIPoO350+MBk3EfNxz+laUZKxDmgEVDo8MSIcI7Dru5Gfp0qtffaFZnV4wqkfNk5z9K2SMrzUTIrqVZQQfam0Uc1PcyTxbZGCjPGAePeoJLedYAXljl+Q+ZtAO49AcDnODiti6BkADMe9VvIhFr5wiUSeaqlh3x0/nU2IaM2Mm0tBHArfMobGcsB7D1NV3sneDzbpuZMJEHQH5j3/AVPcXciXBbCtvRnOR3/wAimXUkkBM0Mjo0svz4PBwQBx7A0xWIZ7RvtUwR9hKEKckMTwOCB0pFs/sLQvcb9zKXD9vQc84q55QnuQsjyNv6nefTrVg2MMcexQwHzL949BmmCMOeKW5xuzK5OQzEgD2H+e9CR/aJYoRCBJI+f3R67c469K1po08uFQAqySlCB6AZqdYlghlEeFIQYYKAec98UhmI0UMc0e4hgpJZi/3W9iOtIdrXJnSdHjcHDK3zn0Htg5z+FN1GyhGHG7jBKg8H8KfBAkEMdug+Qqz89Qc//WoB6FRZI5n+y3kZLKw2PCxIxnr/APXNAlt5z5UbRRkyElcY3Y/2sdOlOR2S23qcHH8gTVazVZR5bjKyA7h+RoC9yw8jIYycSbRyFbhSeoHrUkEtrFdON+115DDoMf0PTHvTZQBqkr9SoBXPOOR6+maqJcNKWDIn70bmOPQ8UxF972GezkjEUZKMZRJ1BxxyOwHbt61UkE0liZJszSLcEtK3UkqMAD0z+FX4rWFtGW4VfLkWTnZwG57imah/oFvbRW/yxuFUqQCMEZ/rU3sIxsSQbZpiJt6hSobcF7kfy/OtCSEmxjkCeVtbhpCQCvH9apxTSm/niWVkRJNoCYXIwfT6Uj6hcSOd77g68qegwcCqA04LgWd2L+PyjcY+eGTn8eP69K6e+vdPvNQtriVgZFtto2vna24FefT3rlrSzgW5kfZu/dNJg9M0+RBbzZjyNgDpkn5c8kD24pp2Ksa2r6kusxvbtDGnkyBM55wAe/1qmLCJYLeS3geYQs6PI2VUMR245B9euRWvLtj0/wA7y0ZhIuAy8CprNN08YLNtL7SueCGGTx9QKlsZzw024uIoswoqsP4pADStoUMbCQ3+2RGyFdGY49Mj88V2EIQmRREiAbvurjvWdfWyMxcliyoSDmkmO2hhR6fOrMqeTqNqjZHkvl4z/eUHkfTpUM2mt5YeGQSx4wokXBPqOeVPsfzpkwMdwTGzR5P8BxUsU89xHL587ybAAC+D/npSEZ0kpMOydDCUUohyR1/hOc/h6VR3lbfbFK6TJksCM8dvoa6Ka3hurVFkjAzFkspIJINZ9jbJcW25yQ0bMgK8EgDPPrVIVjNHm+TvuX3RxgbvLQDcD0JGOD71YhuovLmeG3jLAHeHXcSAcjGf59qlS1iEroQSjsImUngg5qCGGOC5ucIG8lSV3e/XOKe4mQf2vF/0DIfy/wDr0VL/AGba/wDPL9TRT0Ef/9k=';
function showScore(bool) {
const scoreDiv = document.getElementById('score');
scoreDiv.style.display = bool ? 'block' : 'none';
}
showScore(false);
function imageChanged() {
renderPreview();
showScore(false);
}
function getImageData(callback) {
const imagePreview = document.getElementById('imagePreview');
const imageBrowse = document.getElementById('imageBrowse');
const file = imageBrowse.files[0];
const reader = new FileReader();
reader.onloadend = () => callback(reader.result);
if (file) {
reader.readAsDataURL(file);
}
}
function renderPreview() {
const imagePreview = document.getElementById('imagePreview');
getImageData(url => imagePreview.src = url);
}
renderPreview();
const isPrime = num => {
for(let i = 2, s = Math.sqrt(num); i <= s; i++)
if(num % i === 0) return false;
return num !== 1;
}
function calculateScore(imageData) {
let data = imageData;
data = data.replace(/\W/g, ''); // Strip down to alphanumeric
data = data.split('').map(char => { // Convert letters to numbers
if (char.match(/[a-z]/i)) {
return char.charCodeAt(0);
} else {
return char
}
});
let last10 = parseInt(data.join('').slice(data.length - 10, data.length));
let last3 = parseInt(data.join('').slice(data.length - 3, data.length));
const isDivisibleBy10 = !(last10 % 10);
const isEven = !(last10 % 2);
if (isPrime(last3)) {
return 14;
}
if (isDivisibleBy10) {
return 13;
}
if (isEven) {
return 12;
}
return 11; // Is odd
}
function calculateDogTitle() {
const dogAge = parseInt(document.getElementById('dogAge').value);
if (dogAge <= 1) {
return 'Yapper';
} else if (dogAge <= 2) {
return 'Pupperoni';
} else if (dogAge <= 3) {
return 'Pupper';
} else if (dogAge <= 4) {
return 'Floofer';
} else if (dogAge <= 5) {
return 'Woofer';
} else if (dogAge <= 7) {
return 'Doggo';
} else if (dogAge <= 8) {
return 'Doggerino';
} else if (dogAge <= 14) {
return 'Elder Doggo';
} else {
return 'Doggo Wizard';
}
}
function renderScore(score, title) {
const variableScore = document.getElementById('variableScore');
const dogTitle = document.getElementById('dogTitle');
variableScore.innerHTML = score;
dogTitle.innerHTML = title;
}
function formSubmit() {
showScore(true);
getImageData(imageData => {
let score = 11;
imageData = imageData.replace(/^data:image\/(png|jpg|jpeg);base64,/, "");
if (imageData === bestDogData) {
score = 15;
} else {
score = calculateScore(imageData);
}
let title = calculateDogTitle();
renderScore(score, title);
});
}
</script>
</body>
</html>