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27.272727272727%,31.718181818182% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.818181818182%,36.263636363636% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36.363636363636%,40.809090909091% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40.909090909091%,45.354545454545% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.454545454545%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.445454545455% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYhe1XX0hTURj/nbO5bE0x05JMHCpBUpZKiUQFWeGLYX8grYQefKkRSg/Sspf+wEIkkthLpC9CUQ8FPpZP0UsPkRVMI9Mp6hRJl21zzd1ze9i9d2d3O9vUoBc/+Ljn3nO+8/ud75zvO98FNmRD/rOQNdhQ7sm3mdJmnP5zAkYAtPh8fl5H941pfef91q5iz+CiF0CY06RE0iVAARidbsefdAZ333pUPf5sbgxAKBWRdAisCpwXm9WeDyDIEYkjQfUf/hU4ADjdjnkAFgCZULZvtQTWDM6R8AAwAzApJNImQMvbi0rWA64joXohhkQcI77P1n5tWNTZcezOSf9EcAGR/WUAqNPt+JpkPjOiB1ITkQeo9cL2XNFMNqu9xj8RnAHg5dVmtZeKbHLKt+Qhug0arigKjE63Y0UAXgtgCYAPQACcBwCYcistBfdedyb0hM1qL1JsA1A8IfTA+4XBNkFfUJmAV+3bwiffrMAOiK5ewxUewsuFV+POxw//t4eIrDiE2PhWVe0TSQx4UgIFmwqXTuU1utT3A9mHxurzz1gQm9n0iSXdO0DDFUbB4srPmeLNpeGzO1pcEsIUAJgsV+1p25U53DPFr4YHjFuhQDQb0WD24GPnECUElBiYAUZGQFkGyTA7bz9pVuyMnKrvJqfb8SvRhDeP3z2CBB4Ssh2s/+z1hX1DlBAQQkCVoeVZ+0+/nR+4gkhi0bSoIa/A6Xb4RfP9Hlv2IhoxGgnRFjAAbGDu+eOmna29BDJkSBQAZFlGRdbBS1PL7jrvyuLQCgt5vgdcRfOh2XYRuCIJb8Zkt6ERQOaHxXcXS8y7r0uyRGVZBgMDBQUlBkYJAQFlLzy9FcmQbVb7PkTiX80BWqQkOzAMQLhm69GXk8vjrwhozN4xWaKSLEGSpaSHzma1VyKaL1QvaJKSAIBQdU5tz2jA1U+JgRmIAQBASOpSQgFXM2YQCWqCVCHDFNbBw7l1T1u/NLZMByffUGJgBJQRxfzEtoaRBOCq2/mUHdaPS7cioohcJCYApuqu0uymc81ley1VZRnUZPGFlwIu39BCn6N/ZLTP40M0K6orF1ZEq6kJ+diniM3r+gTEp+V114QiIvqyXBU1zsPcUyhr+S/gAfUr1/8bbEhK+QuXKEmdYcDM6wAAAABJRU5ErkJggg==) 16 16, auto;}
54.545454545455%,58.990909090909% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59.090909090909%,63.536363636364% {cursor:url(data:image/png;base64,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) 16 16, auto;}
63.636363636364%,68.081818181818% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.181818181818%,72.627272727273% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur204872 1.1s linear infinite forwards;
}
