@keyframes rwdcur73410 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKQElEQVRoge2Z248j2V3HP3XqVJUvZbftdtt9ne6e2Z309ITOaLMosBtYtGEhASHQPoSnZSFviRAiLzzwwjM8wD+QJyQkEJGIhBCsBIlCECS7yUazTM9kOrvbF/fNt7Zdtst1PcWD23Ofzdx2ZyTylY5URz7n5+/X53c7Zfg5ni70yYNhGCtKqZeAGOgByVNj9RCQk4cwDNeBfzmdRsAWsJWvLF594bO/tOm293Y2Nze3hsNh9/TzZwLaLc9ngQ9mymWErpPNZAiCgP1BqDLPvejO2lml9xtS9fYdpdSHR4eHW57vX+NUKLAHDJ6mAAGMyuWy2Wq1AJiamqI8PY3neRy4ccTSuke2GJVG3UxhuC9RkdCATqfDSafjAofADmNBR8B/A/8FBJ+EAIDN1dXV9e3tbVK/9kYr6TUyfu2aOWeEMpPJEEURB0d1ouWNAdMLEcEoxdH78owMpGkaKKWI4phms8loNJrYfBd4A7j6cQjQ75i/NjU1tRZHEclUdZAPhymvsuI59mzY6ZwgRz29WpmhoIZmuP1eKlQEzJ8f9fJz0Ynri87+h8LUBaVSiVKphJQS13XngDeBPvBDnnByuE2AXpp7wfGCl2eLeVq9XhwW5vTsT7+X9X0f5s8Ho+nloOP0VdQ+lNVKhVTQNwZb76YY9RUzyy7Lv+C5MiO7h7ui0zhG0zRyuRy6rptBEPwW8FngOzzBWLlNwEu/8lqpkar+btZt6NLtWYOZs07SaVpTkSP97Stm4g0Ec89Hwez5UadxrKv+ibBtm3jQlerw/RSNXUmh4rCyMWRmSYa+r41aR1oqlSKdTqPB+SiK/oBxjFx/4gLOVKenRKb8e9v7u9m5gk3HC8O4tCDU8Qd6Pp/H7zRFcvhTg8GJgT/ULJFoAEmSkLNt7LQl0sN2evT+5Qxmus/Cp4bMn8dPNN1rHmrZTJp8Pp91Xff3gTnguzxmgN8moNft+nnb/lo7N2tNeW0RNvaNcGl9ENeup0gUM+Uy/cEAQwXawsy05vs+/X6fKIrwPA/XdUlZFtVKhVzsppxr72QIPZ/qao/lT/u+sCxxcqAVikVN07QXgyB4HfgB4+z1+AL8IPALGePrncJKENauZyrTBa2LpciX46i+K6M4JooilFI4WiqKznxmIGbPDZPKSkx1NWD23MDLVcNe40hPa7GYn5sj6DbNYO9aFl0mc8sXDk+m5s3hSdPIyYR0Ol0ejUZfYVz9/wdQjyUAUIVC4cu6EsVermIWQke4x/tavHzRY/8nllKKJElgZSMQS+tDalezaudylsaOSWPHpL6dJg51ljcGQ88Tvf0P9UqlguM4UKjG6SQ2tVbNC1cvDUbItOgcaVP5vFBJ8oUoil4FvgecPI4ARqPRK5WMeLEzfdbRDq6ny1NZ0RuFCZ0jOTs7y0DPROLMxaHa/G4hcVriLoujvqBznGJ5o5+4jvS7baHrOnGuHHkyFec720W3tmUw/1wjrD5nuO26zBkalmWd8X3/D4F94L1HFhDH8YViofBah/TIM7NG1u+JsLEnC4UCvu8TLm0MqG1mE6clTNPkMxsbrK2tsbS4iGVZdLtdkiiA0JMsrLmitWdlMhn81FSUmOnY6h1ZpkD3d6/mkMaAsy+4XiIs6TQ027atOI5fV0qtA98GRndTvh13/4KwpQmBXrtiU1pwD+tNLNNEKUWv10MTeqTaBxLg4vo6lUoFKSWWZbG0uMjS4uLYSvtACqFHYRhiyBs9I51uF8uyxpO9zQLv/XueXPlkuPaK10lMlU6nsW37y8CPgVcfSUCz2WRxKm0SeoqFT0U9x8EdDscnlChzsjCfzxPHMUmSjGMDKJVKNy2drjVM81b7RGFItVodT4Y9yY//rUx7P+LC5wdO+VyglCKfy50B3gL+Bkg9jIBDx3ECQ0rYv2ZSXQ3uRQIgiqIb5CdDqZuJZGJc6rd7aqfbpV6v31wnBGLvis17/5GhMOu5a6+4jmapYrEoi8XinzLOUJ9+UAEt4DhJEmjsZoCA6qoyJwI0caPwHNfrt51AFEXUG41biQVCCMyJy3wE5ubmyIlY8u6/5ukeCy7+6sDVs1GxWEQIcYlxvfiTOznfFcSn+O10KnXWtm0GrquYe17J5rbM5XKM7JmQONQZ9UWv1yOKIjTAdV1q+/scHx+PLUwvRLpdjLOjtmWYJj0tFYnSfD8pVBWVFf/WkehGErSPZLVapdvtQudY0jkyhD/Qc5k0sVL4vm8AXwI+x7iCO3DLjewObNXr9V9fWV2FD36SYWGt25e2uZw1RLt2NcPqpQGDbkH5Q2q1GrVa7fbdVhbzzMWB2r5sS8MYx084MhUU7vVlhj+USim80S1JZ9gVM/PzDIfDcR0Z3wLfBv4Z6E6W3U/A9Vgpkok/t2omS+uBX7+SWshKedDczXDh5S61TZvTjHQD0wuReebiIGnsZrKJJ4Uw6ff7ZHVd2KN6KgGYxAzjPsq2s6jsLM1m8zZTh4eHMK4J/wD8PfDhnUTvvNBM8BvAW7Ozs7iui+OFihe+6PC/38mfm50WzWYTR0tFLK27utAjLVGmxtjnExVLVbuWyWmBzGQyHBwc3OcrPhJ7p4T/DrjCR7QY9xOQBzaBxVKpxMnJCVx42QVNmB+8nVqYn+e4XkeNffPGJl3XsW0bXdcxDGOSab7BuEV4UOwwvoY+UF90PwEwLiJvZbNZKYSgHwvFxhccvv+tAigsyyKdTmOaJlLX0aXENE3CIGAwGOC6Lt5Y3JvA3z6EgIfC/WIAxqX8r4fD4Z8VCwXodwVuz2T95QHDrvQB/84dESAyEHtmRtfvlaKfOO6XRif4T+A3lVIL+Xwez+kY9tlLXsUQYaCbSpnpWDsdiZmOMdOxLM33VRwaBS2QrusCfAu4/HEJ+KgTgPFt6Y0gCH6Uy+Xsqcilt3slNSovBlOHP7RtIRj0+xNXASC6+MrHxfWeeJBj3gK+3m63SaVSsHPZjKOQk+nnPMdxyOVyzM/P37Vp0ht93HhQP/0G8M1Wq0WlUoHr389QXgyC3EzUbLXo9/t3bXjWBAB8NY7jPc/zKJiaYG8zxbkXXaRxTwE8gwJawB85jqN0KbFaOyZuT3L+c+69Fn9Sr7YfNtV9G/irdruNbduw9YMMuXLE7LkIwDAMROfQNPptaWezT57tPfAoufovgLdHoxGFtAk7lzOsbLiYKWbKZWaiXirp1X9WdntieBQBAfCm67oDlSSknWNJt26y9pJ7eHSELiXVapXm6RtuHuFVySeFrwBJoVBIdF1P+MXf6bG07jN2/1vH558myZ+FfzRNM8nlcgml+ZBffr2HXYy5Sf6ARzvlB8bjGv9qEAR7Ko5JjzqS5q6Zmn8+sG5eIb/JM+xCE7wKhMViMcnn84lhGMnq6urkBC49ZW4PjL/UdT05e/Zssry8nORzuYRxA/eJdKRPAibwDpCIm/7/50+X0sPjPDf/X465z3ucZx1fYyzgnadN5FEhgX8C/vhpE3kcLJ6On+P/Bf4PmlDUBsq0qGQAAAAASUVORK5CYII=) 2 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKQElEQVRoge2Z248j2V3HP3XqVJUvZbftdtt9ne6e2Z309ITOaLMosBtYtGEhASHQPoSnZSFviRAiLzzwwjM8wD+QJyQkEJGIhBCsBIlCECS7yUazTM9kOrvbF/fNt7Zdtst1PcWD23Ofzdx2ZyTylY5URz7n5+/X53c7Zfg5ni70yYNhGCtKqZeAGOgByVNj9RCQk4cwDNeBfzmdRsAWsJWvLF594bO/tOm293Y2Nze3hsNh9/TzZwLaLc9ngQ9mymWErpPNZAiCgP1BqDLPvejO2lml9xtS9fYdpdSHR4eHW57vX+NUKLAHDJ6mAAGMyuWy2Wq1AJiamqI8PY3neRy4ccTSuke2GJVG3UxhuC9RkdCATqfDSafjAofADmNBR8B/A/8FBJ+EAIDN1dXV9e3tbVK/9kYr6TUyfu2aOWeEMpPJEEURB0d1ouWNAdMLEcEoxdH78owMpGkaKKWI4phms8loNJrYfBd4A7j6cQjQ75i/NjU1tRZHEclUdZAPhymvsuI59mzY6ZwgRz29WpmhoIZmuP1eKlQEzJ8f9fJz0Ynri87+h8LUBaVSiVKphJQS13XngDeBPvBDnnByuE2AXpp7wfGCl2eLeVq9XhwW5vTsT7+X9X0f5s8Ho+nloOP0VdQ+lNVKhVTQNwZb76YY9RUzyy7Lv+C5MiO7h7ui0zhG0zRyuRy6rptBEPwW8FngOzzBWLlNwEu/8lqpkar+btZt6NLtWYOZs07SaVpTkSP97Stm4g0Ec89Hwez5UadxrKv+ibBtm3jQlerw/RSNXUmh4rCyMWRmSYa+r41aR1oqlSKdTqPB+SiK/oBxjFx/4gLOVKenRKb8e9v7u9m5gk3HC8O4tCDU8Qd6Pp/H7zRFcvhTg8GJgT/ULJFoAEmSkLNt7LQl0sN2evT+5Qxmus/Cp4bMn8dPNN1rHmrZTJp8Pp91Xff3gTnguzxmgN8moNft+nnb/lo7N2tNeW0RNvaNcGl9ENeup0gUM+Uy/cEAQwXawsy05vs+/X6fKIrwPA/XdUlZFtVKhVzsppxr72QIPZ/qao/lT/u+sCxxcqAVikVN07QXgyB4HfgB4+z1+AL8IPALGePrncJKENauZyrTBa2LpciX46i+K6M4JooilFI4WiqKznxmIGbPDZPKSkx1NWD23MDLVcNe40hPa7GYn5sj6DbNYO9aFl0mc8sXDk+m5s3hSdPIyYR0Ol0ejUZfYVz9/wdQjyUAUIVC4cu6EsVermIWQke4x/tavHzRY/8nllKKJElgZSMQS+tDalezaudylsaOSWPHpL6dJg51ljcGQ88Tvf0P9UqlguM4UKjG6SQ2tVbNC1cvDUbItOgcaVP5vFBJ8oUoil4FvgecPI4ARqPRK5WMeLEzfdbRDq6ny1NZ0RuFCZ0jOTs7y0DPROLMxaHa/G4hcVriLoujvqBznGJ5o5+4jvS7baHrOnGuHHkyFec720W3tmUw/1wjrD5nuO26zBkalmWd8X3/D4F94L1HFhDH8YViofBah/TIM7NG1u+JsLEnC4UCvu8TLm0MqG1mE6clTNPkMxsbrK2tsbS4iGVZdLtdkiiA0JMsrLmitWdlMhn81FSUmOnY6h1ZpkD3d6/mkMaAsy+4XiIs6TQ027atOI5fV0qtA98GRndTvh13/4KwpQmBXrtiU1pwD+tNLNNEKUWv10MTeqTaBxLg4vo6lUoFKSWWZbG0uMjS4uLYSvtACqFHYRhiyBs9I51uF8uyxpO9zQLv/XueXPlkuPaK10lMlU6nsW37y8CPgVcfSUCz2WRxKm0SeoqFT0U9x8EdDscnlChzsjCfzxPHMUmSjGMDKJVKNy2drjVM81b7RGFItVodT4Y9yY//rUx7P+LC5wdO+VyglCKfy50B3gL+Bkg9jIBDx3ECQ0rYv2ZSXQ3uRQIgiqIb5CdDqZuJZGJc6rd7aqfbpV6v31wnBGLvis17/5GhMOu5a6+4jmapYrEoi8XinzLOUJ9+UAEt4DhJEmjsZoCA6qoyJwI0caPwHNfrt51AFEXUG41biQVCCMyJy3wE5ubmyIlY8u6/5ukeCy7+6sDVs1GxWEQIcYlxvfiTOznfFcSn+O10KnXWtm0GrquYe17J5rbM5XKM7JmQONQZ9UWv1yOKIjTAdV1q+/scHx+PLUwvRLpdjLOjtmWYJj0tFYnSfD8pVBWVFf/WkehGErSPZLVapdvtQudY0jkyhD/Qc5k0sVL4vm8AXwI+x7iCO3DLjewObNXr9V9fWV2FD36SYWGt25e2uZw1RLt2NcPqpQGDbkH5Q2q1GrVa7fbdVhbzzMWB2r5sS8MYx084MhUU7vVlhj+USim80S1JZ9gVM/PzDIfDcR0Z3wLfBv4Z6E6W3U/A9Vgpkok/t2omS+uBX7+SWshKedDczXDh5S61TZvTjHQD0wuReebiIGnsZrKJJ4Uw6ff7ZHVd2KN6KgGYxAzjPsq2s6jsLM1m8zZTh4eHMK4J/wD8PfDhnUTvvNBM8BvAW7Ozs7iui+OFihe+6PC/38mfm50WzWYTR0tFLK27utAjLVGmxtjnExVLVbuWyWmBzGQyHBwc3OcrPhJ7p4T/DrjCR7QY9xOQBzaBxVKpxMnJCVx42QVNmB+8nVqYn+e4XkeNffPGJl3XsW0bXdcxDGOSab7BuEV4UOwwvoY+UF90PwEwLiJvZbNZKYSgHwvFxhccvv+tAigsyyKdTmOaJlLX0aXENE3CIGAwGOC6Lt5Y3JvA3z6EgIfC/WIAxqX8r4fD4Z8VCwXodwVuz2T95QHDrvQB/84dESAyEHtmRtfvlaKfOO6XRif4T+A3lVIL+Xwez+kY9tlLXsUQYaCbSpnpWDsdiZmOMdOxLM33VRwaBS2QrusCfAu4/HEJ+KgTgPFt6Y0gCH6Uy+Xsqcilt3slNSovBlOHP7RtIRj0+xNXASC6+MrHxfWeeJBj3gK+3m63SaVSsHPZjKOQk+nnPMdxyOVyzM/P37Vp0ht93HhQP/0G8M1Wq0WlUoHr389QXgyC3EzUbLXo9/t3bXjWBAB8NY7jPc/zKJiaYG8zxbkXXaRxTwE8gwJawB85jqN0KbFaOyZuT3L+c+69Fn9Sr7YfNtV9G/irdruNbduw9YMMuXLE7LkIwDAMROfQNPptaWezT57tPfAoufovgLdHoxGFtAk7lzOsbLiYKWbKZWaiXirp1X9WdntieBQBAfCm67oDlSSknWNJt26y9pJ7eHSELiXVapXm6RtuHuFVySeFrwBJoVBIdF1P+MXf6bG07jN2/1vH558myZ+FfzRNM8nlcgml+ZBffr2HXYy5Sf6ARzvlB8bjGv9qEAR7Ko5JjzqS5q6Zmn8+sG5eIb/JM+xCE7wKhMViMcnn84lhGMnq6urkBC49ZW4PjL/UdT05e/Zssry8nORzuYRxA/eJdKRPAibwDpCIm/7/50+X0sPjPDf/X465z3ucZx1fYyzgnadN5FEhgX8C/vhpE3kcLJ6On+P/Bf4PmlDUBsq0qGQAAAAASUVORK5CYII=) 2 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur73410 1s linear infinite forwards;
}
