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13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBklEQVRYhbXXz0sbTRjA8e+oo7Am5NfGvP6KIRgFEQtiQGj/hCLSHlrorbmU4qVHQUg9eS30LL2/0IsHL8L7epEiPYigL4Z6UJa+SN640cRo9geZHmy3irS86u5z21lmns/MPDPLilgspqampshkMnR1dQHw/n2EV68q2LZNo9HANE2q1SqWZbGzsyPwMQSgBgcHmZ6eJp1OI6Xk4uKCd+/g8eN9arUajuNgWRZbW1u+JvcAjhMim42Rz+fp7e3l7OyMcrnM6moHjx6ZuK7L5uam78kBOgCazSaGYWCaJvl8ntHRUVZXx3n27BApJRsbG4EkB2gDaLVaADQaDXZ3d7EsC+ihv7+f9fX1wJJ7ANtuUSpBuQzlsuDDh23gX3Rdp1gsqiABAvASdHZ2Yts2AErpFAozjI2N4TgO8/PzgaxE29WHnp6enzJRYXn5I7XaNpGIYGlpKZCV8AADAwOEQiG4XBUAFhdPWVxcYWJiHV1XgSA8gKZp7O3t/UguAJJJ+PrV5eHDT9RqO0gpfUcIQEkpcRznxh7PzqJmZqDRgLm5CIXCU99r4kcR/m4wb8ZKRSkUnviK+L8DBIa4TedAELft6DviLp18Rdx16XxD3KeAfEHc9xjdG+HHZXIvhF9fuDshcrmcavvVy1uGl0SIE5aXP1Kvb5NKtX757RgeHlbhcBi/ANcQb96c8vbtCg8e/E0mY99AjIyMqFAoRF9fn68AD5FIwJcvLpOTn6nX/0FKycLCggIYHx9X7e3thMNhUqmUbzVwLZJJVLEIQsDr1xFevnxCOp3GMAwODg6oVCpks1mGhoaCAXyPK4UZAZ4DCaAM1JibS9Ld3e37FlwNb3KHh6fE438yO7vLixfnQBpd15FSBgrwENGooFqtsra2xtHRERBD0zSEEMEC4vG4UuoPotHL3Tg/P6dUKgEmjuMABAdIJBKq2WxSr/93rd00TSYn/8IwDCzLuvw1CyDU8fExACcnPxuFELiuy/7+PgC5XC6QU3Dj5nPdMB0d9WttmqaRSqX4BoEHbJHdTf49AAAAAElFTkSuQmCC) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhb3WTWhUVxTA8f97b15mkpdxPkxMtFMbykziR4UyCSiiCyUgUheC1SLUhVVsoaWbUKm7tNJKBBci7sStiohu3FRT/IC6SOgoSSQmmsYBTTIkmcxknpOZ93G6GDUt2q7mzYWzeFy458c5512uEo1GpbOzk7a2Nvx+P9u3L3DgwDgi4xSLYVKpGL29dWSzWUqlEsPDwwpVXL6tW+dZv34Ex2lEUT6mWAwzP28RjWr4/QusXq3g96/Edd2qJwdQjx6Fvr4cu3b9gc83xsCAkM/rOI6DpjnU19u0trqkUqmqJwdQOzsNFAWSyQKbNv3OyMgIhUIQTWvEdTVUVeHChfGPvEgOoORyhqxYoeM4FouLMDvro6npA8LhPK5bQlXLg8BnipLLeCLIZg0RCb8OQ0RCb8N1o5LJ7BCRUIMnyQF1chJM08K2LVwXXNdGxH697RAIWJw9+4PpFUATsXpFLMrlOopFP6bpoCig6y6qqqKqRSKRCLHYF739/f0/eYEQQGKxmHR3d4hIKHzxIpLNGuK6lZYUCnFJpY7JqVOnxDNAe3v7vw6/f9+QV6/ezEdICoWEpFJfe4IQXdffOVQkVDc0ZEiptIwwzbgMD38lp0//WlXEfx4mElrz5Mm7iPHxL+XcuZOetON9iOjQkCGmuTwTxWKbpNOfy9WrP9YMEbh3z5CFBUNsu4Iol2MyP79THjz4pjYIgBs3kJkZQ8rlSkscJyqFwmYZHDxaO8T588izZ2/monJbFgqba1uJI0eQkRFDlpYqlaggtsjdu9/WDtHdjYyOLrfDdaOyuLi1tohjx5DJSUMsaxmRz2+T/v7va4fo6UHS6WWE40Qlm90h168frx3i+PEKovKLhsW2W2R6eo/09f3/jZlIJKqHPHECmZ42xHEqCMtaI8+f75czZ355b5J4PC7JZFKq+s67dAnZs8egsVEHwLIayGS2cOvWJxw+/PPbXB0dHVJfX08sFkOtJuDgQZShISiVLAB03WTlyj9JJqe4cuU7EQnt7OlZL01NCsFgkJaWFjx56Q4OGrJuHfj94PP5mJtbi67Xoyh5lpaWyGRcBgbaefhwIz4vAF1dpnLtGhKPG7S22qxalX69oxAMCs3NAaLRArbtVLcF/1z79qHcvGmiaQA2IuA4Kq6rASUikQIbNuTQvAIA3L4dCmiau83n07Ftm6kpB8eJ0NDQSKkU4uXLFu8AIiHfxAS/NTeriNhks3DypMncXICurk95/Hgto6MR7wATEwFn926bYNBFBGZm4NAhizt3YHJSJZ3+kKmpRm+GEBBNywFG5UMqsXEjjI2VuXz5L+JxjUQi4UkFBGB2FvburSMcBl2HFy/g6VOLR49cyuUy+XyeXC7H326dYv/2aP5kAAAAAElFTkSuQmCC) 15 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur21786 2.5s linear infinite forwards;
}
