@keyframes rwdcur22887 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAANklEQVRYhe3OMQoAIAwEwdPS/7/VVn8gBIQ0M3VybAI0G6Xrs897bdX2kszqw28CBAgAAGh3Ae+KAxAwGCagAAAAAElFTkSuQmCC) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAANklEQVRYhe3OywkAIAxEwdXaLNvetAMhIOQyc82HlwDNRml7nfOc71H7l2RWD34TIEAAAEC7C9lKAxCWLtL7AAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAN0lEQVRYhe3OwQkAIAwEwdOC7L8OG9IOhICQz8w7OTYBmo3K8ck+77FV2kuSWX34TYAAAQAA7S7sCgMQ7CoCDQAAAABJRU5ErkJggg==) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJUklEQVRYhW2WW2xc1RWGv7PP/cyM5+bx+JbJxbnYDiikTkPdqKQVoTFJaGlfqkr0ATV9QAie2gdEQVXbqBX0tSUSIPUitQ9FqhAPFSpqWixwbiSmCSQxMTaxPb5kHNtznzNzzu7DeE5skv2yz2Xvtf611r//vRTWhxBCSilRFIXWLITA87zWElRVxfd9FEUBwPf9e757nhe8a5pGvV4P1m8cUkoARdzzZ/2n7/uBg9ZoNBrB95aD+43WvlYg9xutveK3CvLPKHKjc1VVURQF3/eJxWLBJiEEQojAaKPRQEqJ53nBek3TEKIZVyt7GzO60RYghS/BVGQrJQAYhhG8l0qlDZFBKBQhmUwRiUQxDItkvBfDMAIQjUYjcNAqZwvEl7MJIFwNdGtzdJVKBUVRCIfD1Ot1pGwCFCgcPPAwmibQNEEi7uD5a+zbtw/HcQIebOSAqqqoqrqpXKFQiFAo1ASw1BDEOrin5kIIisXiptR/78kRsnOfsae/j9ffeI3nnn2GH/7gSc6fP8+hQ8Nomsb+/fsDG67rEo/H8X2fer0e2C+VSpTL5abtNBq925sbWuhbtWqh932f4eGHmVu6w1e//giO3cbPfvoCYxeuMv7JDf5w+jVC4RjPP/88Ezeu8btXXg24VCgUAHAcJyiDrusBj0QVl9R3DwWoPc8jHA4HdfM8j0Qihuu6zM7OMjExwdUbnyBVweTkJAsLC5w+fRpdtxgbG+PAga/wn/++h6ZpWJaF67pIKRkZGQkCazQa6wTVUa496EhkmYGrd1Pv+z6RSIRyuczevXu5vZJnILOD5M4MM59/iiagPRzl9kqBdDrNrVu3GBl5jL/+7S0KpTxdnSnmZpdYXl4OMtvSBCEElmVRqVSavOoNVShONp0nEgl838c0TQqFArquMzMzQ2HtNnMraxRKRapehLBmMjefRdd18vk8bW1tnDlzhqGhIWLRDq5fv8Hg4CCpVGpTZk3TxPd9qtUqALHwLkTjyTb0KJuOSq1Ww7btYKFjtDE7X2XkoW4G01F6OzoJh8O0t7ezZ88eVFWlWq2SzWbp6sygayajo6Pkcjksy1o/wnfFq0XGcGQA0TZjk362HSEE+XwegO7ubiqVynq9XPYN9fHcj4+xbVs/hdoa3b1d9PUPsrA4xeVzH7CUW6Dc8JjPLXBzZopwtININIxEUq1WEUJgGAYnTpwISK7rOhEzjsg/cYjOvB+cdYBsNksymeTgwa9RKJQ4/q1jrObKFKsFvlgs8sZbH7IwN4dt21iJKJFIhJDQ0TSNWq1GqVQi1d5FX99utm7dSmdnJ67r8vbbbwd+MpkM4Y40IvaP65QnC8FxM02TVCrF6uoqrlvl6KNHUOpFRj88Q8LRMJ0eThw/gtQsLMvBCm9h6bbHyNEj5OYLREwDfI+Z2S/49alfkslkyGazgVS7rosQgunpaRJpG0W+NCwn/z5G/827x8Z1XTRNwzRN0ukujnxzFx9PVLiVq1MsQiysUq/l+PbwPhKpXt4f/QBD85i/PU8i3onjOFy4OIbneWhCxXVdAIaHh7lw4QK+7+N5Hk898ypi8d0xZGeTpS3d13Ud3/eJRiN4ssHVW6tsiaus5VUikTQNJcw3Hn2CD658SrwjysmTJ0l29bC2WkXTdK5fv046nebpp5/Gtm0ikQgAly5dCsioKAqxdgOl/KtOWb64wPZ/RwKZ9H2fTCZDJpOhLdrOZzPn2BbewkfZOIVqHV2vcXAwgdB0RkdH6d+xk8nJG/zoqZN8dHEU27Y5e/Yc9XqJcNiiVKwF+iKlRAiBlJKXf/86Yvr1BebPQbFYpFwuoygK0WiUubk5ent7mZmZoa/3AS7dlJTW7qBKH8dIcvnjPGfHPuHY8e8wNTVFLBYjnmgjl8sxPj6O4zgMHTgQELsV9cZj2OY4CMuB7q16IBhSSizLwvM8UqkU2blp5heX6dm+lXDMxq2uUF2bROoeEod/vXeWZDKO6zb401/+SKngoWka1XqFmxOTlIq1wK6UctN1LWs1xJ0aXLzWlMhotKlIi4uLALz55pvYtomuuCwu3sY2dAwNpB7ige09HHt0iHRU4EsNiY6hO/iyju9LarUqAwMDqKoKEAiS4zhBq+eXi2gDL5/A3rKDzE/eYWpqKrgRbdumv7+fiYnrdHekKZbWCHkmIVNHocGHFy7R1dFO1ZVU1q/Wulskv7KAbYdJplLMzs4CkEqlWF5ebmamWg06pLAZQhhz7+NefYfp6emgFfM8j3K5zPj4OHv27GXbzj4cJMXaCrplcidfwLIN7iwvUlgtkGhrQ1c8TE0yOPggjuMwsGOQpcUcnueRy+WCPlNVVXRdR0pJKiYQXs6ndPlu5NBsyVRVxfM8VlaWuXrlMyqVEoaiUcrnCFs6jqGiKD6qCtmZz6m5ZTKZbl559Td096RZW1vBrZc39YG+79NoNKjX6wDEHRD5aZ/SLIFKtebWopnZKW7dmiUSNUjEkrQn27BMjUa9ilB9jjz2CC+8+AJeo8yVq+OcOHGMoaH9fHrtCpFIKHC8EUhrlJZyKOcf1mSj2uDQ/+42kBsXG4ZBteqye/duTCfCyp0yhUKheclogv5dW1lYmMeteSiiQTwWY35+nlQqGXAKCOaNTepDvUnUuVX/FxfzcK2mBM1CK/oWH6QE0zSRviSdTiA9SbVSBsUjGnJYXFogEm3K9vHjjzM+fjnQ/Fbrfr/gGrqGYiAkQF2RQVfcaDSayoWP4huAi2lZ9PcPMjQ0xLvv/pNvHn6ML2amyGaz7OwbIJfLsX17D2NjYywtLVGv1+72fetNbUsDWoIklAZoaBI0qSiKFELcMwshpKrqMh6PS8typKrqsrdnu0wlt8kd2/bKx49+X7YnO+WunQPSMCxpWY4UQgtsqKoqARmJRKRlWTIajUohhDx16pS0zGbwErgvAAWkKpBCNSUgVVWXIGRnV7s8evSobHNC8qUXfy6jTpsMGY4MhSJSVXWpKOpdG4oiWz42+tI0bTMAIYS0bXsTckVRpGEY686bRgFpmmZgzLIsCUhd16Wu64EDEFJRVPnlAE3TbDq3LGlb6v0z4DhOgL5ZAjWIZCPIw4cPB0ZVVZWapgVl6+rqkYqiBnZatlqgN7zTIkaw0Lbt4LnlXAghFYRMxtvv4UgLZDNqJQhIURSp6/omEKFQaGNp+D/OY+vEyZXb6wAAAABJRU5ErkJggg==) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUklEQVRYhe2WOWhUQRzGf7PPZEGCSPCKxk6btYkH2lilELETrMXCQkQFOxWxEmwFA0ZSWQQhGBBstDAEtomiICsmYkIQJXgmcdfskd2377PYYa+395EqHwyPYWa+/2+O958xWAn6gQvAUeAP8MDAAhslwW05KF/gp+DaRgUPCCZLAHIQ64LH3YwdADDgAV99rQ69wHlBVHCpmyAIQoKwKFuF3EpIkBVc6SqEBRkXZGtAjAtOdhtisuJKFGCWBOc6EcvUgPgIhHCqdMjiAl+Az0Aa6LX15wZetE0m2FX1TBS2pFKZE4TaBigCuWz33hfYvYkSH1D8E1qfQDqUb7shGBIMdQpivnymqWkU9VBUhZKI5NuXBKv2e6cTAK+KgydnUCyF1qcG5I4Myh0bVDKyU1EPZUZtv8JW/RMMV/Pe0iBDBGvi3of0cQjO7KZ3IpjvEFh08C72kzmxUm7aB2ytZhxoEOAJ8BfA2wcYcBZLfw+zanB+9eDt8I1NAW/bAjDwBngK4MwDLnh7VNrJEd42DxO39awtsGDgR1sAVleBWecWBMOQPhzDHU6jAQ9vv0f6bJrMwd/0vPaNe9REjNoSnBEkBcqMoLXvKJbMHchoBiXe+3JCXLC3YwAW4mVJLribg8ler5iUwh0NbgFO23eCP6A/U57qOICFmKuTjiVYbsSrmUNYrGcAVS+qnEZb9K4vQZ/gW43rWvaRW1ctrYCBNeChvZIradrASiveTUlwT7BcNPOs4J3gQKMeVR8kTUAcAY4B24FZYMpAol3fTW1qUxum/wdwqBUsOSR0AAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur22887 2.6666666666667s linear infinite forwards;
}