@keyframes rwdcur43774 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4klEQVRYhe2XX2hcxxXGf+fqenP3ztyVtcTCcZOHmtAa2RU1yLLr0NrQNvihUKoG6hSMU1o9tH4ofQgmiGBMMMHkoeTBhGJMcEP+QVAofWmghaSNY1sOUXEs1wluA00jy5Ijy3v/7PXV7kwfdiRWy0p2S6n70IGF5d6Zc77zfd/MnAv3eMi/OD8A1gNhl3cZsADk/2kA7UmDy1o/uQh+56R10BhIkuccgLsGcycAAbD5glJPA/giZnuSnKYLAKAxqfXBhrUewI40fQb4251ArAZgqerqpNZjmbXBI2n6EpBPaX2o2yILbE2SE0BwRqkDoUi+PUmOAfOswUa3WMtVG/B2pukpwJvS+tA6aHypFdRjJQsNwHys9dgi+A6IOa/Ujz0wa7HRDcDGC0r9MoVwb5q+/r7WPypBMZgkzwIJ0BgPw2+sayVlztpKGYrH6/Vxt756SetjOQRDSfLi20r9QEG2I01/Acx0JuvUMgCqBry9afr6OaVGjbVmME2ffyMMByMoUigNet6eUCSvQzBrTDUQyYHXHN2NbUlyfEKpo+eUGt2VpifPK/VdoNpNCulIvnlS67HtSXL6fa2fNNZ6w2l6/JVyeYsWKb7W07OjRwQFuwBSCG9bW3ogjg8C7wHBeBjur1kbPFGvX5pQ6rAnYoaS5LlJrQ86T6yQwmsDsP6CUk9n1gaAF0A+nKZHTpfL2+asXf9lz/tmr8hwn8hQScQzEDSsDf0Wi/9wbA4+IPK9W9bqV8rlLcNperwEBeBl1gZuN61vZ6AdQAjwSJq+NKX1oW1JMgZcjUTy4Z6er/eK7I6t1bm1urDWvw0lA96GOP4pMA1smouiV7/oeQP7fP8rWqR4IwwfHkySZ6e0PuR20XKeTg8EQOCLGCB3BpsHboxk2WvApZkoenkRdGytETBN8D0wwGUXY6AJfiCSV0W2VEVqHzSbZ4HExctd/MD9Vnhh42WtXwQendL6t8AQ8CDQ7xBXgC3AyGwUXf8sij6fjqLPgZGld7NRdH02iq7XK5W/2t7ev8xXKqfGw/BnwAAw5OI+6vJs7JQgdMerv+TKV8vlkUmtTwG7gU2O5t/3x/GeL8TxaFkka69+sbXWOFZQsGvQ8/aMh+FeWHa77/Isy9DtSAUo5VDKrQ2uRdFpH3yn9WUHZLqvVntoafLNSuX5urU0wa9DYKwtesCEIktyllbJs8KEK8b9IrV+z7txn0hhgZko+tVsFL0DfMsxgu3ttQB9tdq3N8XxqAcmtzaIrdUZBPWW1muO1RgAoAyFgsyImNuOkekoOlkWyfpqtYfk1q0lxaaB6f443gMMzEbRC4W1pVljqjesrayVYzUGikXw3ZlAIFKUIe+Bhm1V/HOc+W5WKp+2sbLsk/44PhCI5EHrHCjuxEDmtGpY92Aky94eD0OqnpeUYLcBz4Ln5i2br25t+FkUnVwHjf6VPvn79iT5My39N7q4Dbc+6wQSAAOTWr8M7PtY6zeBr74Vhj+Zi6JTRaXy4UKl8ulMFM3RsfVmomhuLoqutf8H9tI6+33gQRdvn4s/QJs3liTIgdw1E4HbKjqG0tlm88InxlzJrfV6Oqo34AUieUUkiUQSdylxVqmx8TDcD9wPVF28wMXPWeUuyADOKHVga5KcuKj1U49l2dXE2tLvGo0PPzHm8oY4ftzRu2k2il7wwNwHRUmkEYgUCrJ5a9+daDb/FLf88/AlrY9tTZITZ5Q60J6nG4CFHWn6TNiqwhRQmlDq8A/r9Su9Isk1a98ErjhaNwOURIoeMIvWejetfW/B2nc/MuYPG0QWDrZuw6N5i24TiuSuMVloB9DZkATA5vNKHdmZpr85p9SoB2Y4TY8AV4HkrTDc3yfy/Sb4/Z43X4Y8sza4aMw7CooYSo9l2dUJpQ4b8Jb6gZ1pepQuXdFddUQB5O52TAD/1+XydxrgbRCpASyCP5Jlf3Ts6ItaP1VA6W46ov/JnnAJxD3riruyAf/d74JOEPfsy2gtMJ3j3/o2/P/4J3XX6c9F6KKMAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxElEQVRYhe2XT2gc1x3HP28yWo/mvVkLtRQdlkboIDruIFleGYs2MTIYV7cI9eCL6zYYl4RAoTjFlKCUIkoxxQQMpQdjnFJKyMFu3GJIiWsvVV1stBtVZhWBCo0CG2xZsarYM5PVaLSvB711t5OV0pZS99B3GnZmf9/v7/v7M9+BJ3zEv/i8A3QBbpt7MbAG1P/TBFpBnfeU+t4G2NmHOiDdE4Y/MQT+aTKfRcAB+maknASwhWgMheHPaUMASGeV+maqtQWwP4qmgL98FontCDSz7p5V6pVYa+erUfQLoD6v1Evt/qSBL4fhTwHnppTfcIWoD4Xhj4BVdlCjXazHWTfAOhBFFwBrXqmXOiDt3wpq8Y8qpEBjUalXNsA2RBq3pTxhQWMnNdoR6JmR8rUI3NEoerOs1PM5SAbC8MdACKSXXfdgB6SeEMkjrXMbYE/E8e8NKXVHqe8nkBsOw4slKY9KiPdH0XeBe1mwbC0doLsB1mgUvXlLypNAOhCGZy90do7UtXY2wfqSZQ12CRFKIZJI69ya1uqc43xeCRF/TohwIAynykpN3ZLy5EgUnb8t5XNA906laILvmVXql8CRslLvlJV6BxgAekdHR4/9QcrfXZdy+oHnvb+ez8/r3bvn1vP5+Qee9/51KafLSl0dGho6COSBgZYYR0zcPQbn8bFarrtmpJyMtXYAKwfJcBhOAkvA/VKpVPr2009f8C2rLwV3HVSitbsOKgUVWFb/t3p7L8zOzpaBh8DScBhO5iABrFhrx0xT13YK9M1I+QYwPq/Ub4BnrrjuC/v27TvI3xdP3vf9Y/c8b+We562seN7d5rXv+8dN5pjnv3jFdV8AnjHxxk38vnYKOIBjC9EA6h1bXR2uaq3OLy6eDoJgzAR/uLCw8OtDhcIpgHUj56FC4dTCwsJbJvN8EARjFaV+tqq1AkITr27iO9kyAPS8p9RF4IhhOwzsOec4r16Xcvqu533o+/6xlgzzvu8f/8jz7mYyz/u+f/y+5y1fl3L6nOO8auo+bOIeMTg9WQVcs17t5lxedt3Rw7Y9OGhZBQvsG7Xaa77vj7co8dbX+vu/3pq57/vjN2q1sxqsQcsqHLbtwcuuOwqP5902OG6WQPbkOiDtEiJUQsSdQtQBbtRqZ1tJVCqVP2bBATqFiD0h0i4hmvLntsHZlgCeEIkUIskJke6C5ClIU7Cna7UzxWIxANC7d2uAYrEYTNdqZ1Kwn4J0FyQdQqRSiMQTItkOY0cCj7TORVrnEq3tdchtgm1D+myhcLpSqVQBxMcfC4BKpVJ9tlA4bUO6CfY65Da0tiOtc4+03jb7nQgkG2Cvaa1Crd1PtHbh091eLBa/QktPNKfjE63dGJw1rZWp+bYqNAnEplapNj9MxHHpWprOzTUaNQGNLLjv++O/XVy8lG3MQ4XCKQGNdzc3l66l6dxEHJdg620JpAYnzhJpXcNji0r9Cth7sbPz5YpSV4MgmCAzavc8b6XmeX9ts4TyQRBMVJS6erGz82Vgr4k31m4dNxWoA3VjJhwjm+oWIjzZ33+mWq2+TZtu32VeLNnpqFarbxfD8MVuIUKgWQbHxK+zzQupZ0bKN25KeQkYu6PUVWCkJTM3CIKJ+563vOx5Kw/z+Q/W8/k/P8znP1j2vJX7nrdslHq8toERE2fsppSXzCruaQVtbcK1/VE05W7NfCOBXFmpKaAXyA8NDQ2/vrR0otpoLNoQOpDkhEgdSHYJUa82GouvLy2dAL5gwHvLSk0lWzug4QpRN8ZkrZVA1pA4QN9tKX9wIIqu3JLypC1EOhyGk1dcd+8DMxWHbftTfuBams41/cBzcfynslJTqdZ20w8ciKIf0sYVZQ1JHVi1oFGS8uhIFJ0vK/X8HaUmM47oo6wj+k693uqIJhNgJIrOl6Q8am11/Wq72v9PesImiSfmituqAf/d74IsiSf2ZbQTmez5t74N/3/+BqJH3fH40SOQAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur43774 0.5s linear infinite forwards;
}
