@keyframes rwdcur51095 {
0%,3.0914893617021%,100% {cursor:url(data:image/png;base64,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) 16 27, auto;}
3.1914893617021%,6.2829787234043% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdklEQVRYhe3UP2sUQRjH8e88M3E3d5fL5TglKPa+AAVtA3kH6YU0FpLKOlVqsRALm4Bt3oLYi74PUSN32dzdZm9v53ksRPAPwi4oNvOBgWGY+fFjBgaSJEmSJEmSJPnPXNcDj96TD6+2DkMWjgTdRUQcqoZ81Gb9fBoWpy/vUf2TAkdv8vH2MHtlyn3vZbS57UJ/DASjrmmquV6sF7y9XK4ePntQTdtkSpcCw8G1Y1O/h8ikv+PC4EYkHysbQ09/4sPktp/s3PJ7PbLjtpmdCiD+ALEeQDYCtwERR4RvIxj5wPUQf9A2MnQqALu/LvgfXtHjUACx3/b9SbcbgM/fJ1UBcQ11ZbhGsdqol47l1P20768WUOIZ6kqAVWFUXzzrwrG6hHrmWH4y5uex9BbP2mZ2eoJZXp6Myv4dh9ytG0ZxZmFRCB5QiY0pFxb1XTGvT9pmdv4Hnr6md55tHbIpj53KTUPFIWqiH7jSF9dX89Mn+5Rt874CYjCHyFsxqKcAAAAASUVORK5CYII=) 16 27, auto;}
6.3829787234043%,9.4744680851064% {cursor:url(data:image/png;base64,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) 16 27, auto;}
9.5744680851064%,12.665957446809% {cursor:url(data:image/png;base64,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) 16 27, auto;}
12.765957446809%,15.857446808511% {cursor:url(data:image/png;base64,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) 16 27, auto;}
15.957446808511%,19.048936170213% {cursor:url(data:image/png;base64,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) 16 27, auto;}
19.148936170213%,22.240425531915% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABH0lEQVRYhe2TPU7DQBBGvx2vjW1BEI4bSxAhKxIooouUiiNwAe7JATgFChQRUGBkWSFCwX/sztLAAXYbmn3VNPvm08ws4PF4PB6Px+PxeP4Z4fqwqqoYwAxACqAF8FoURW/rkS6NldzOO7m+NoKJRVtr6lmY8PTO5Pc3omEbH9kGAFB2B5tzLcZ4lPWZCj6XgZ7MAhNdTtVtaStzCQAWbTTKKlb0URroK0KQKmp3k2E5t3VZrwDARtPXCsBUibbhYIzJJAmZKA44t5ZZT+D30JqRti8AP0o+fmMxRFLlUdovnm19LhOA5CMiTt4BgBA2oT7JkqGsAVgHcLoB4sPdX834Hg3wBGDt8g2dAqTd4kHqbC8QstTZPukuGgC1i+sH9fVnYXTwTzgAAAAASUVORK5CYII=) 16 27, auto;}
22.340425531915%,25.431914893617% {cursor:url(data:image/png;base64,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) 16 27, auto;}
25.531914893617%,28.623404255319% {cursor:url(data:image/png;base64,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) 16 27, auto;}
28.723404255319%,31.814893617021% {cursor:url(data:image/png;base64,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) 16 27, auto;}
31.914893617021%,35.006382978723% {cursor:url(data:image/png;base64,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) 16 27, auto;}
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38.297872340426%,41.389361702128% {cursor:url(data:image/png;base64,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) 16 27, auto;}
41.489361702128%,44.58085106383% {cursor:url(data:image/png;base64,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) 16 27, auto;}
44.68085106383%,47.772340425532% {cursor:url(data:image/png;base64,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) 16 27, auto;}
47.872340425532%,50.963829787234% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 16 27, auto;}
51.063829787234%,54.155319148936% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 16 27, auto;}
54.255319148936%,57.346808510638% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 16 27, auto;}
57.446808510638%,62.665957446809% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAOUlEQVRYhe3OMRGAQAwAwQwOeL/IeFtoQAPtD+QtpEm3W19xEQAAAECD6z5zrpGV9ugY+L+I96m1G/slCMwu8aOUAAAAAElFTkSuQmCC) 16 27, auto;}
62.765957446809%,67.985106382979% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAa0lEQVRYhWNgGAWjYBSMglEwCkbBKBgFo2AUjIJRMAoGGDBS07C6M3zzWbmY4vglmRjeP/q/qF7/fSIhPUzUdMDf/8wJAjL/mVgFmJiElZkSiNHDQk0HMPxjXPTiFlMMM8t/hp+//y0hRgsAxngUoo+42JUAAAAASUVORK5CYII=) 16 27, auto;}
68.085106382979%,73.304255319149% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlUlEQVRYhe3OsRGCMBjF8ZcY4+dxR4Ej2FFQ6QwOwhAu4QoMwgB21hQ29pY0BAiJI0iRs/H9+v+7BxAREREREdG/UylGrvf9yRjb2EyVkiuMQ+z63tW3s3t8a02KA8ZKKztdFMeAKBvkQCWvrAXc4ScHAGDxgJ8CtlpjmYFpjKu6JAf85C7BSPN+6hIICAHdrId6TfsBv08o/u2S984AAAAASUVORK5CYII=) 16 27, auto;}
73.404255319149%,78.623404255319% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAxElEQVRYhe3OMWoCQRiG4Xf+2UTNVgGJjaU3sBchV7AJ9l7DgEUuYW/jKcRTqI2NKJJ1WdFkZzM7ucLCQtL8T/99vKCUUkoppZRS6p+ZOuP3dfTy/RDPrJVRMw5PInJ3xc/S5dfpRz8cq3xEdQJcI15YZNjuGok7AYdpWh9NPrfPPUheq3xInQBT2gEg0vKAYDEYC8Cg6ketgCB+BZTXg+WeQJ560j0UhV/9ScBjfnsLlPOvjPS8w503Jr2c/NwV2bjqxy8tqD5YZWV+LgAAAABJRU5ErkJggg==) 16 27, auto;}
78.723404255319%,83.942553191489% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0klEQVRYhe3QTUpDQRBF4VNdLwmRmIhkoLtwQRkHM3akO5AsQBCHWZAbECciJASF/BB93a/aLTT00PrmdSguOOecc84559x/JzXHi9fR+PKod9LntjeUEXCwaM8bseXTzWFX0mhqHpj86iP9ML+4Ipxfd2RtztJJHnhvpsCipBFqHlCYAWEwMZIqiYAOJQwamZU2qhaQABnIUZFWaNRIUYixK25ULZCMFWDfH5n9JrNfw9eb2emYV6WNqgXWbXs/Db2tmc5/PvMY2KXUvWwtLksbfykyRzJ0Xxl1AAAAAElFTkSuQmCC) 16 27, auto;}
84.042553191489%,89.26170212766% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABCUlEQVRYhe3OMUrEQBTG8W9mMhEhZEHWFWVBLLSzsvAQNp7AK+wBtlhk8QS2VnsCmz2FN9hO0ESD4DqJybLJe8/CwjYEgs38YKrhffwBz/M8z/M8z/O8f6a6Hl49Izx/GVyrQN9agyNjgYZ0YriePe27x+Uxtm12gq4BF+/xTRPibmdXhnuHWttIwKBo82nuL9M4XsI9tNnRXQNImamCHsVDrcMBowkNOAx0dKBG2tpp253OAQDGAGAsQAQY/D6Rv79+A1glAOAyoN4IpBLQtyDPNIg46T1ATDNnRlYVwu7VIE8Blwq7N8q2Jc97Dzgbu0XNNBHwqsylWH9wUaxpVVY0OT35WrTd+QHEJWdofSgdHQAAAABJRU5ErkJggg==) 16 27, auto;}
89.36170212766%,94.58085106383% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABW0lEQVRYhe3UMU7cQBSH8e89D5gg4zWJtIoSTpAqomNrTkCJxAHSQJGKAyRUKaIcIRJllDOkoETKJSKEABnDLs7u+L00FBQUXpQVzfy6GWn++qqBJEmSJEmSJEmemTzl0YdfOiyy4iCEbFfUKgAXrW3WHWfjybfP2/FsYQH7v3lTTAffg2Wb+sKL1VLC8sBBLf691tvbujuNY9072qr/9NnTeQPW2peHgo4kl2p1nVAOnbwSQhlCtSHVq7dhpEty2Hdv7oCObgdYCQp5aWjuOAIIJko+YAXXnYUFZKrDh2d3CAjZ/Zg4ZGLDx1//hwDBzgGiQdtkzFohTh2ZOt2d09ZKBxcLCzD4CbQejdm1MLkSYiO0jdCcO5dnsXW3H333wrwBHuWTqb0z1fd+Z0WcapjgdGCGN2Z+Gsdy1HfvSf/AxxN5veTlgQTdBar76zpad2x+8/XLyHv/A/8ACU+DxYJhrA0AAAAASUVORK5CYII=) 16 27, auto;}
94.68085106383%,99.9% {cursor:url(data:image/png;base64,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) 16 27, auto;}
}
div.testarea{
animation:rwdcur51095 3.1333333333333s linear infinite forwards;
}
