@keyframes rwdcur126452 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGR0lEQVRYhe2Wz29bWRXHP+e+F/vFsV3HdZwmTTOhSZM2E9qZaRHtSDMqEgjBBiQkxIINK3aoZYHE3wDDDGLFGrFhWLJhhCrxSwPTHzRMM5Omaeu0ruM6ieP6x/Pzy3v3sLArRNNJge3Mke7i6ene7+d+77nnHvgsPu0hB/1cvTSGOOKK1YSqpoEskBOR3ODbFRFUNQCaItJQ1QbQxB0KgHDhp5v2/wJYvTSGGJMQtSkgr6qTwCQwJSJHVTUHeCJiVbUNbIvIQ1UtAxURqamYhjhOOP+TSvQ/AaxeGkNEEoJmVbUoIjOquqjIy7HnLqWOTUy7hVPprnPMOPRIhnfDzsM7depP1uiFt4AVEVlV1bKI1NVx/U9y4rkAty8XXUGzwBRwEjgbp4bfzJy5sDS8+L10fuYsqAAK2l8l6rWp3/qdbX34bjUq3fmbsdFfgZvAPVWpYSRY+NnjfRDOc3ZvgBHQooictMoXo1zhq1Pf+PGrhXPfTw5n8tBrQXcXggaELYi7GCOMHFmUzOzFTOT4R3uVNYjjroj4oG0xTu8X77fjZ/Xc5xjgGiELMgksRencxblv/WgxUTxreFKGsAmdCmF1BesHFiMmOZpHxl8DSTJkhpg88fVszW++uXv9PV/Qpog0sHFw+/J4tPD2f7qwD0Ahoap5YC4eGvrCkYvfXbJm3O1tLJPo3mdz+UrYur9SMf1ka4qIq6pFm0xNz7xyIeelXjJokmLh87neSw9e90sf1wStAg1xxAfCgwFUEwhFYNaMT50O3QnPlG/itEpUVv7YjnZ3bjoi1xQ2gOZgjYLp+acefnDl/NSx48eHj33J4KUYn3tjslQtLRL4K0BZrW6/EMCC54oUrTLdyp44opt3kc5Dot3lMNrduSkiV4CrIlIBfMCISA4oA+Hm5kP3+EJqhs+9QqL7xE1N/GWuW/roGLCmkBjMOdABT5V8z8TTm20vMR1sIIkyfvXxA+Caql4VkX9apQ6EghogBbRFxIv2wkLt0XKh+Oq30wylSE+cKfr3V4pADrNfb38SCi6Q3Wl3cjd+/2sOnZwgnYktMWX6tlcw1CVWf+GdbQtw+1IhAmoDF0rNjeuN4u5GmmCPveaeR7+CplT1vwDoW5rcDWJvsx7z8Z0S6XGiTG6sTf/MfY01fCo+iAgIBi40bafd3vvHryDO0Fq/YUTEA1yrYl4MEFtUJE45ascScDQBCcEM6N0B4LMLmadDVV3Fupt/f5dOJ0mp3mR2pjCA3V8Mn+dABPiF4aR/frTL61OjOCOOW+1RAApADkitXR6LVDUaCCfo21wAijb2s8uPe1SbPWyCcLafeIFa3UewD8CIhCLSTCeHa/nZaUbPfQUyeap//uW0WHuK/jm3gZoYAiwGkSwwDcwD8704yO90oRzAYl7aIlLvz7Hhs3r7ABwjgarWDKaUOzHbZulraXITTO7VCpX3f3seSyginqqWUdoiYlS1MBB/w+CfNiHu6BC0UjCTP1RW1UdAfeDuwQAiEtDP6Pvd1qN1jJ5myDPp+W+aiUdXj1c37iXALQIl/l2IisB8wu0t5fGzDQNTI5A+nPQPOe7qwLWGiLzYAfqVahu416lt3mgt/2Yqc+Y7BbptMqOvmUxna3q30yrWAxqxdXzVyE06kj48msimnZSr/jA2maTVDey4yKpj9cNBj9AY5MzBAIpERqgD90CvV5ffyyX8nS8nvaks/i5kXmb0aMYbzRw6wlASRCDowV4A3QBRH9t4hImq624Y/Qn4SEQqqtoWkX0A+57jH1wYsQCqGotIrNZGzZ0KTvfuuOe5HmOnYHwB0kfBK8JwEUbGIHUYjNL0H0Rbtcq66YZ/UNUPROS2qlat0jn18+0X34L5t7dYuzwWiEgDKA3ufLjV6jW3wzvnsrI7M8aCJ4cWIT3V33nrHt3gvt2qlhrBZv2WRHvX6L8Xa0AFaBvZn4BwcE9ojJBS1ZyITKrqcWAOmNVhdy5yyKujnlixxpq26dmKieN1Vb0LrItICUMNaGuswcI728/VObArXvthwajFE5H0oEcoAkURKapqFkgMmlKffpZXVbVGv0FtYPCBaP6trU/sjA8EALh9qfC0zHoikgLSg+HRP0JL/+b49AuUbxUfCI2DnX9r60USn8WnPP4FoJANFY8FRzMAAAAASUVORK5CYII=) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur126452 0.33333333333333s linear infinite forwards;
}
