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3.6144578313253%,9.5385542168675% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhe2VX2hbVRzHP7+Tm7ZpmqZpmlRrW0rR0LoWEdmGzino60B0ONjTZCAbG4j45pMvvumrPvnmgyiign/eHMqKQ9Ci24PWpWmWspK1XZaY3Nzk9t778yG1yKhJI8O95PN2zvmd3/fL95zDgR49evS4z8hBim5wVO+e28l9xFhimI+L5/fdc27+U9m6U9FUIt5WwxzI5j7cLFZoekHbmv5w5/YHSuCflL+5oILgNm2G+lxMPEPo8Bs5Ex58SySUh2DUzX33grvy4dkvc3M8/eIrTD6YftUY88F+/axOgtVaTbe3y6gIzeYO735+mdZ5GF6b+YLRwSW87MisSSwe487WNEBQzY+srfv8vOqy+fX3XDx7cuI/JVCtVp3LV5YHVnJFrq1sYNcbFFbXAOHlBZszTxaIZUYQEbRkYyoVREEBN/YMv+jxzcwTxy+NJZOn/02jbQJ1pzGwms2xuDBPtlCibjcQBVCena3ww/U0+kfAiUPrOKnTuA/P0VoFKzHFU5OL4+36dzSgEPyWu21MrIzuvgNBEBEE5cd8FMHnxCGwxh8jmnm+6zvV1oDv+xv1hjdZb3j8Ld8ypniRKd48abXiDh1G+we61e5sAKBWs9kqblKtlHFsm0BAVHHHjuBOtRLeUUN4sGPa3RuI9gXpi/PXQK4iM1D3DG8X0wgQWf+MuBZ3KxU/8s69NdB0thf0p/f6jh2pwEPjyI0i+meDR5I2IKRi9V1pUBFUAjzfOWWFIp/cEwOqOxingPppZE0I/DSmX5l6ICBQn7AVxweabgNr9iXMxOPvi1pXuxE/EIVCXnOr2b2/4PfrWb20tLw3/nbpV926va2e710IgmC62/5tn83SlWXN37yFXWswl5lmaHiYStWhVK4xO50CDLbtsH6rxHNHHy2lkokzoVDoq24MtL2Eo4k4iZHh3ZEyEImSiEWZmRjbq4kPRUgn4xthKxx0/7P06HEXqvr6/fbQ43/nL+/bJkxPpcpSAAAAAElFTkSuQmCC) 13 17, auto;}
9.6385542168675%,15.56265060241% {cursor:url(data:image/png;base64,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) 13 17, auto;}
15.66265060241%,21.586746987952% {cursor:url(data:image/png;base64,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) 13 17, auto;}
21.686746987952%,27.610843373494% {cursor:url(data:image/png;base64,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) 13 17, auto;}
27.710843373494%,33.634939759036% {cursor:url(data:image/png;base64,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) 13 17, auto;}
33.734939759036%,39.659036144578% {cursor:url(data:image/png;base64,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) 13 17, auto;}
39.759036144578%,45.68313253012% {cursor:url(data:image/png;base64,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) 13 17, auto;}
45.78313253012%,51.707228915663% {cursor:url(data:image/png;base64,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) 13 17, auto;}
51.807228915663%,57.731325301205% {cursor:url(data:image/png;base64,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) 13 17, auto;}
57.831325301205%,63.755421686747% {cursor:url(data:image/png;base64,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) 13 17, auto;}
63.855421686747%,69.779518072289% {cursor:url(data:image/png;base64,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) 13 17, auto;}
69.879518072289%,75.803614457831% {cursor:url(data:image/png;base64,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) 13 17, auto;}
75.903614457831%,81.827710843373% {cursor:url(data:image/png;base64,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) 13 17, auto;}
81.927710843373%,87.851807228916% {cursor:url(data:image/png;base64,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) 13 17, auto;}
87.951807228916%,93.875903614458% {cursor:url(data:image/png;base64,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) 13 17, auto;}
93.975903614458%,99.9% {cursor:url(data:image/png;base64,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) 13 17, auto;}
}
div.testarea{
animation:rwdcur240530 2.7666666666667s linear infinite forwards;
}
