@keyframes rwdcur58084 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMUlEQVRYhe2Wz28TRxiGn9ms7dixHddyEaSJN40gWDRCGKVWFFVUqqDiguCE+i9w4txLI07ttafee8yJiEsPVSOkKorcyKmQQU6gODahgcilS2J7nXgz00O8sZ3Ev4Dc+kkr7a4+zfvMO+/MLvxf7UoVhk9aQusgPnrSEHpbcbhQewYRWT8JgKMONIin8H9fgzgxJ1ouwQO8X16m+C3wBFhr5UD5zf3v0mncHwagNvsHeO/cwHp4IN6irML9qwBjZ+ZuvT9As/hPncQBlMY0AELFZmbaBLojwFHxY9SaM7C6WrNdiQzA3bv43wVAHBIYfYD3jvOqAWZtv7ueg/I/c7cRKoYSGYSKCcmCN3Lr114B6ttQRNZRhUZRGrKwD6EKw4jI+uwsGkLFAPK+KFErh9KYzuf5PRql0gtA87rtz3CtdnED62HTVqzV1av7due9RmaLsUjea2QAwmFCvYgfBXAg6iBPjtuKXnk/YerDnxrEk0GeFwziSQBtZ+7K/HyLw61rgEaQGkSj+MuX+JTG9EeuyXtN7d5bPyNULB7vLYztt44D0RC+wUGCTvJzLCec2edYTqBExuMh8uEA6hAALC2haztzV7SBm6nDbQbxpPDdTKry3OXXr7t3QXRuqZdpEvZ6iUqJ6bxrdAFA0/DbNubAAF19vHoKzKbnj+tR9Xkqx3LCeeeIK4UEkJKyrhNKp9mcmGC305hdO5Aq5b+2tcGzAbKbhrqUPKZFOjd9fYQrFdYHB3nTadyuz++YiD4Ji3TZUJcWAbkmHk0qhWy4cO6lpPjanbzezfehKwdWV3EbBuN7e2wphcyJdKIoRk771YtXhppYdPqcZchpj6dKYnjIJf99Hh8Y/eW9Aba2iHg8nLLt/fAphcxpj6cM+dni4V4H4m996asRNbng85FvN3ZHi2Zm0NxuwlJSdiwGUGjy0BLIrJZJKIVc61tJDNmTv2kavmyW/nbjd3SgUCAYCDC8u0thrS8zNboXW3RmmtNXpgz7fJMLOX11KlodXwBwuwnbNluBAJvv7IDPR8iZvWHHFg650Bg8mdWfJUZ2xw96bJstl4vg7GxrnbYA+Tz9moavWqXYKCQl8oX++Itz4lzG4yHi8RB2ueinDoSUyL/6speVgmvXCLbSaLsE29uc0nX8q+pZzNg9u5BzP5t2i5Kvjx33CIlktYppmhSDQfo9HkKAnuXRxaoaqEil2wAuUfKNcSHVKowtT8L5eXSXi+BTuRLbER9HX3mW/efF2T+lpFKpYP7wI8V79w4OnwpgbmzgiwYuFnUdv1LYT9XTibL4ZOgFS/0bG5OFM2cot5twU5kmoUqFmGUxtmItfbO9zal8vn2inUqncb99S9iyGM1YqduWxVixyOmuxQFKJYbKZaKmSajXnwynZmbQCgWCpRJDlsVoT3/O7ZL7LtVqEv8BfuMLqPGWG9sAAAAASUVORK5CYII=) 16 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhb2WT08bRxjGf7Ner/90bYxrVUDAJhGiNFIjiJCV0AqlEpF6QSD1O1TKJ4hycnvKoZfecs+hBw5VUe5BjVREEYU0QoQ6Vf0HkkLrJsbA2tjrmR6wwaXY2IbklUbrfWc8z2+eeTWzgosKlek9+i1Cm83+Tb9A8f6a96Yhzg9QEX+E5041NUn+ASpzPKYBzPkAasQnyT+opk++N3JEXAAAJyCS1DgySf5HYA1IngbRPkCNeDV1EgK4uox5/zp79+pBaG0DACjV/93B9t2PlX3tEZ47fsSrijiV51ojcWjXgcref1Pa+WJC7/4yK63lzxzcqxGvjf564tCuA4eTJcdK//ifFxOPjYM/4rGvQvOI0OZRO4664nCOGojHMfSux/fX9eDOrUKSAtPfBoPkWp2n7RrofX92usvO7dzKp9YBPPKHaDvztAUwM4OGUEMAwju1CKA0xtJp3O8EYGICE0B4ph/WPoNBAu8E4DS7s3rvZe1gdnxurrXTtWWAly/xKo0x4Zl+mGIlmmIlCtDpHP0aoYZGRg7deWsAHR34UWI9xUo0wshihJHFKgRKrLtchN4awNISunYwO669N7Vcm69CCO/UorJmr29vN+9CSwADA/gd5lRcKex6Yxzm1JppNl+MLQG43QSVogDHq672hdXIQpKno1Ji6TqB1VWMCwXY3sYUAlNKLKWQSZ6O5rgSSvLrqFLIpHg2usvlDxI8G95QP4329TW3DU0D+HwEABuQgIyo4QVTpbeU0qRSSJTAVBtbEXlt4ZL65InLRSgWO3v+pu6CeBwjEmGwXCan1CHAaeMqfQA4nYR2d0mHQo3vh6YOja4u/ICsFl+tUDWS2toNBETKV+cBpKTg9RKAxgBnWhSLoRkGQSmxEmItWhVXCvmfhiYtcakn6fgtqhTStslpGt5EovH9cOYWZDL4fT56X5SfD1iip9ej/tzsLw8tnOZCSo/fiNiDR32GQdC2yfl8/NW2A14vASmxwvZH8x61lYZK0Z1wQUqkRJNSHudsm5zTiX9mpr5OQ4B0Grem4S2V2FMKGS59ON9XHJxP6L9HNQ3dMAhuG4ufu1wEnU7coFWhkBJZKlFQCm7fxt8WQGcn/pT6ZbhmVRgGpke8DjgcmKUSWfff0e8LBTIb2sqng+JK3OXCFALKZWSl7blc9QHq1sDcHPrNm/QXi2QBnE5MITCkpFAokH3hej0sNAdRT8cTgJ+t7Hh4J7Dk8+HXdUylsItFcpZFIRCgJ5vlVXc3VtMA2SwBt5supSgCmm2Te/OGXDh8eBRXYzG/Mw4cgQCsrmL09WEaBn4qLpfLWKbJVj29/8X+Pj2WRTibJdDqR0Y1YjG0TAb//j49+Tz9zZyMR9GoctuJeov4F1DC8QEGgwyJAAAAAElFTkSuQmCC) 16 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQUlEQVRYhc2W30/bVhTHv74xTvCM4xSrSk2UhMI0VAbtWBVN6YoKQ9X6igZve2mlaf/ANO1hytO0l0l72FMfN946xOM0TaxU3Wa1GasQMBRldKSBAg0hhIT8cuzrPUBY1CXBCUzbka78416f8znfc49t4H9t+Q3Pf41wCFEZ9eZPYYxliFrGezaO53jPRisArKVVlUAs538JDGA5P3Qt1kpwACCWV/KejUqgpTZxCoReAsv5j48tlsI6QJUNGOnPpwh/p5/ogzMm++lpIKztgWqrlILQS9+C+6iX2JU/qBafROlLULICXYs1sx+aV+CoFDKlkZK2GVkzCilNe746Rfg7rSjRUgnAezY+pqtJr5FNPC8nv/ca2cQXNPP1kk36pFlXrQEA+DCdUBQjl+6m+XXFyKU/KybkgXLmfQBoRoWWAFQVDoYlQQDQyOoPbj2z36ennG/oB3HoWuy4LS1AtATQ0wNp11S6O82xrwCgbBv/xq1n9qe3Lqb/sQFPgLD2IqqyUAhslpn/YIe/+GuqqAZGSsFwZe78K9MB4L3Zf7ULbt+G4CZxOIqRJADEqBoADlVgWBKcnwffjL+mFXA6IZsaIv62vzOPUTXgJ8GwSRHxeiECyFv115QCy8sQbNrMkN42Hq6+7yfBcIyqAWoff9KOmeG7d60n1hSA2w0J7eMr9eYphc7w49FbtyCeOcC9e+C2bXNjhoG8aYKaJmgdiKLTiXNnDuC7sXQzy13mn+rhKxWANePR1cq5jwk+itHHV5+WH79us0FYXoZgxa/VjxHZ30fvmv7LkMe89rAWPFPlaYvMjV2gI7OdnTixHS0pEI1CIAScYlx7EDPnA5QeZl1ViuprKObI/S3m/ujD7dXRMwGQZUiGgSKloCYINU2AUtBawzRBDQO6r210vsfoXfwxsTl8KoC5OThYFnyhgEzcthDoKg+pLwesOj8G03XkBQHn3jmv/NwI4kSAvj6IlEKP25YCSumK2ij76rGqPxkkBGw02ngzNnxhTEyA8DzEQgEZSgg1DFCGATYdi28BAAOGAECXNqAyDEilNRkG6CoPqToLQZYhrev1YzTsgrU1SC4X5N1dJAAg0fH72wDgzvWrggB+0/bTjby9X+KLy6kLxvCDYhEaAJAjXRkGJNU+9242MjIdDKJYK0bDEjidEEslHGgaqKaBKoV+lSM5h8sFmWXBSdnr3+nZvahcHJ7lOAhOJ2RBgEApYBig622LgQP7ZZF99beb9WLUBVhYAE8IuK0tZDo6wLndkCUJsmkSGoth0+VCzOdD+rq7Z7arC0lJwp/JJLaPwGVRhOTVB8O2fDz+GvfmSihUu9x1S/DiBdx2++Gn1TRBczlkVBUHk5OHMjcyVYWjuxtieztEAJQQcHt72Pb5kD7p2YqRvT34k0ko0ShEtPjnFAqBffYMUioF784OlKYfbiVoPZuYqJ3EX7o7MGO8O1oRAAAAAElFTkSuQmCC) 16 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
}
div.testarea{
animation:rwdcur58084 0.8s linear infinite forwards;
}
