@keyframes rwdcur88546 {
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33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAILUlEQVRoge2YW2wT2RnH/3Px2BOnzsXGlwRIJqBuaFEeoN6gVaVtd5d2paUsS1kolbrqQ59QX1iWQqWq7VvV3Upst2oftotQVdVLoCRZ4rAhiRNICBBwCOQK5ObEBsd2EvA9Hs+c6UNiNmy5BGfMvvBZf83M0fic31/fzDnfHOBFvIgVBZPLzj/4zaH1oJmEd2pSytUYbK46PnrsX1Umo9FVVFDYFwoE3hm5fSuSi3FykgHH8ZqqAoPBJYqiqbCwUCgpKa2OxmL1/rt3U2qPpbqBLxqcVVpO65pPzptkWYYsExQUFAgWi7WaYuhaz8S4qOZ4qhpoaz9XJUvEFYvFTTIhyBggREZ+fr5gMZu3FBuN9UNDg6plQjUDV909VdFY3BUJR0xfgWdMyCCEQKvVCWazpXptWVlt77UeVTKhioHhm7eqgqEZ19zsnCkDTpSlR2VBCgHNMILVat2ycePG+osXu1aciRUbmPL6qny+u65QaMZEiAJFUaAQBURZOCcEC21LRAgRbCUl1Xa7vb69vW1FJuiV/HlmZrbK6/W5gqGQCQoAKACUhVN8dQ0AoACKooBFRaPx1wRhfd2HH/0lfyUMWRu4658uvz0y6vJPB0wZVIACQIGiKFAUAIoCRdMPiaZpMIvH4Mzsa2JaOcXzvC5bjqwfIY7jE4lk6lWe59dTNLXggFp6B7X4W7RFLRijKRoUTYGiaESjUdLT47490H+jGUDsuRq4cKFDTsTjjWvLyjbp9fp1DMssQtKLoNQDUDpzXMwITdOIRCLkmtvdWldbcwDARLYcK3qJPZ6J+Vgs7lyztux7hYUFFRpWA4ahwTAMGJYBw7Bg2QUtnGvAshqEwxFyqaurtfbU8f0AhgBgcsq7ffeevR++9FKls6WledlT7MpnoUnPfDyeaLTZSjevMq+q4DgtNCwLjUazIJaDhtOA4zTQsCyCoRBpa21pra87cQDAIACMjI5t7xsYPjnumfqOxWzZsqGysr6j4/yyZidV1oGpSU9yJjTTWFqy2l66erWg0/HQaDhwGg6cVguNRgNZJvB6feRMY0Obs6HufQADADAwNLzD55s+kUjMczqeB00zgslsrrZaLfVXrnQ/1YRqK7HffycZCAacNpvNLgiCwPM6aDkOACBLMqYDAVL735NtTWdO78/A9/Te2JFIpGpkmXA8zyOP58HzPPR5esFstlRrWLa2v7/viY+TqrXQ9LQ/6fF4nFabzV4hVAigKNAMi0AwSI4d/aztbFPDA/hL3Vd3clr+OE0znFang+5rKio2CraSki2RSLh+dHTksZlQvRqdnQklb94cdlqstuoNlZXloWCQfPLJx+eam5zvA+gHgM6uizut1pLPdVodx/M6PE5Wq00oLy+vHhsbq71zx6dqFfvUsNlKTfsPHHa9sfXNFgBVmfZzHZ27AsGZ1Ny9iLIczc6FlbNnW1yVG75reK4GAECj0RQCqMhct587vysciaREMa08i1IpUWlrb3etWVv2/E1k4syXTbtj8XhayTIIIUpzc7OrsKj4odopZ9/Ei30/+JiPx6J7FSKzYno+q84UokBMS9/X6/U/v39v7tNMe652JaoA+Jc2fNnU5LLZSl4uLy8rJ4QgnU4vW6IoorOzSzz4wUHH+PjoP7CkbsqVgQAAnKqr35an189f7+0Ni6KY6LzQ1WCx2Oxry8oEogBpSX6qxLSEi5e6xcOHDjuGhwd/C2B66UA52xdytZ/fXbFu/YnycuEdWZLP9Pf3zaXm55NX3W6nyWyxl5auEQhRkE5Lj5UoSujudot//MPvHcNDA/8HnzMDnV2XdhkKihxpibB8nr5IECq25X8r39njdt9LJOLJ4cFBZ5HRbLdaSwRJViCmpUcojR73NfGjP//JMThw45HwOTHgvta7i2a4/4jptEaSJEiSBJ7PK1q9Zu1PBEFwXujsuBeJhJNjIyNO4yrzZrPZUqEoBJl7JUlCOp1G340+8e9/+9hx43rPY+FVNzA4dHNnPCk6kvPzXGY3IiOtVltksVje2rRpU2NL89l79+/fS/r9dxtXrTJvLi42ViiKAlmWIUkyhoeGxGNHP3W4r15+IryqBsYmPDsDodnPY9E4J0syHiWGYYuLi41vvf76DxtOn/7ifigYSM6Egg0Wq22TwVCwjsgEt2/dEo87/u242NXxVHjgax+B2Ybvzt0dt0bGa8LhCLec+zUsMxqPRbb+bM+7HgCo3vJK4ds7dtUowA9cLU2ONlfzsuABFQxMB4I7eq/318zMzi0LPhMGQ/4oiLz17e3bPADwcvUrhQZD4XutLWdOYJnwwAoN+KcD2y9fcZ/0+wPPBJ8Ji9l0W5bSP9797k892TJkXUpMTEyub2/vqJny+rKCB4Dw/fvfjsVidVqt9tVUKpXV9nvWBgShbPzgod99RjP0r2kqu+2lSDQqDg8OXEulUllzrOgRKi42cnv2/uIIw9D7qGcyoSAWi4ujI7cdnR1ty35hHxVqzELce7/81RGaZvbR9NO7UxQgkUiInokxR/flrhXBAypNowZDAffGj948wjDsPpp+ciYS8YTo9U46rve6VwwPqLSQpVIpeWJ8vNVqtRkJIfaFFVV6WOk0wuGwOOkZdwz0X1cFHlBxJZYkSfb6plqLioxGoij2TE2TUTgSFr1THsfIyE3V4AGVayFZluVgMNCqz9cbKVB2mSxkIhIOiz6f1+Gd8qgKD+SgGpVlSQ5M+1t1eXlGAPZoNCr67/gcgYBfdficBsuynNlS8ldDQeE/AVi/aZ5sgwPwzW2FvIjnEP8DclgCSdSPNZQAAAAASUVORK5CYII=) 23 3, auto;}
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66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGc0lEQVRoge2Y21Mb1x3Hv7vai8TFwkgIBA4gQjLjjmenE1e189SZTDttUse5vHTa6R/QlzwQ9/aQTvrSdKa3TB+oZzrNeDKd6fgKJIDNZSVIYkOxLRM7GNtgMEaALisoldBtd885fUAi0HEcG0n2iz6a3+xqtbvn851ztDpHQJkyBWEp5c1//stftYO3pIKL981StSGU6sYfnPhQcTocvr32mhtaJPLG7MydeCnaKUkP/OvkKcW+Z49P13VnTU2Np7Gx6VBiY6MntLKSLXZbRQ/wUW+fIkuyL5POOAkhIITCbrd76usbDnEWvmvh3rxezPaKGsA/MqoQk/o2NpJOQinyASglqKqq8tS7XIdrHY6e6embReuJogW4cjWgJDaSvvh/484vxfMhCCilkGWrx+WqP9Tc0tI1eS1QlJ4oSoBbt+8oUS3mW1tdc+bFKdu+ZZvFKHiLxdPQ0HD4wIEDPWNjlwruiYIDLAaXlKWlFZ+mxZyUMjDGwCgDZZv7lGLz2LailHrcjY2HvF5vz8iIv6AQfCEXx2KrSjC45ItqmhMMABgAtrmLL98DADiA4zggV4lE8iWPp737D3/8U1UhDrsOsBIKt87M3vWFwhFnXhXgAHDgOA4cB4DjwPH8juJ5HpbcNhpbfUk32DmbzWbdrceuh5Ak2VKpdPY7NputneO5zQTc9jO43CsXi9sMxnM8OJ4Dx/FIJBI0ELg6M/XF9SEAG080wMWLn5JUMtnf3NLyQmVl5bMWwZKT5HOi3JYon9/meoTnecTjcXrt6lW1u+vUMQD3duvxWENo7T/ryt25+U/OnetuBoDRUd/6mdOnfhQKhVWe5yFLMmRZgizLkK0yZNkKq9UKq9W2WbYK2GwVSKXS9MrEhNp17mQHgOndygOP0QPLKytKVIv5NG11v81m++HhF1/s6+vrXV+8v5BJJlP9bnfTwTpXXZskyRAFAaIobpYgQZRESJIIURAQ1TTqV4fVnu7TxwDcLET+kQPMzN5V0hndl85knIJFgCCKDrvdfmT//v29qjq8vnh/IR3TYv1Njfu8Tfv2eaxWG0RRgiRKkGQZoiiCEIpgcIme7+/19/V2vw1gCgCmpm+9/rfOztslC3Bt8nNFkqw+yuAUBRGSKEIUJVRUVNQ6HM4jda663rFLF9dDoeV0JBrpc7vdXo/H47HZrJAlCQBATIJwJEK7zp7xD5z/uCMvH5i8/vo3lQM9u5X/2gCfXryk1LnqfYIgOUVBgCCKEAQB+f091dW1TY37jgiCpfdaILAeDofSCwsLfQ1ut7fN0+YBx4G3CIhEo/TEB//wDw70bsmPT1x589vfeqG7EPmHcmFwSFkMLmvR2BqLamssoq2xSHSVRaKrLBxdZeHIKgtFYiwUibGJy4HZH//kp235a1s9bbXv/7Vz5NadOab6PyPff/lVHwAl//lnl8beLJk4AHT3fKyshMLaxkaK5SvxwEqyRCLJ4okk+/z6jbkjrx7dCuF2Nzk7jv3a993v/WB4u3zJOXn6jBKNapphmOxxSjdMdvPm9NzRo69thRBFsQZA20OaKy6dx48rmqZprACmpqbmDh70PjHpnWtixl7hODhN0/iK03dO08DyUze2ddAwzdbKqqpfAHgLQMkW83l2PIUGBwYv2yoqHc8//5xXEAWYpgnDNGGaBkzT3FGGYSKbzcIwdBiGAcMwcPv2DH3nnd/4ferQ7wCEtt+7qrraqet6qqQBGKNkdHREraq2O9rbn/MKgrC1LDQJhWkSmCaBYRJkslkYhgnDJNBNgtnZOfruu7/1Dw6c7wDwxf83pOt6yl6ztzabyaRLFiAHGR8fUyurqh2tbc96eYsAIyeel0+lMtB1A4ZhQjdMzM3O09+/955/eOjC1nP+QWQzmbSzzlWbSiWLFuKBP2SUEPLv8XF1j32vo7m5xcvzfG7YECRTaWSyOvSc/Pz8Pfr+X/7sV79GPk8x5b8yAABQSsjliXG11lHnaGp6xsvzFqTSaWSz2a3vwcLCffr3453q8ND5rbnNk+ahUwlCCJmcDKgul9vhrKvzmrl/GAghCAaX6D8/PKEOXug9hqckDzzCZE7XdfLJqF/1eNodNXtrvQCH5eUVevbUSbW/r7sDRZgSF8KjrgfIjRvX1eZnWh3xePygOjSgftRztuDFyNNAevmV134G4BtPW6RMmTJlypQpU6ZMmafP/wC4xtAPqcrgngAAAABJRU5ErkJggg==) 23 3, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 3, auto;}
}
div.testarea{
animation:rwdcur88546 1s linear infinite forwards;
}
