@keyframes rwdcur137536 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF30lEQVRoge2YXYhcZxnHf+97Pne+djbZZidJ3UzE2qaalFQsRVqK6ZX0QxHplSBiClIR8cYiWJlaPy6Ult4olBRB0AubixZBKEhD2tIP2kSqbaUtbNY02ew2yWR3ZufrnPO+jxfnnN3J1kphZqUX84fD2XPm2ff5/5/3eZ73mYFthjTqWhp1vV3rq+1aWBp1H/C3vO6rxmIyTj9jFyCNOkABCAGdXQAW6APu0Lu+aix2R/HnfgQJd8iRBZKPE7mhqFdJRQAkGXGAWvbsD63/+gj8Pyzgv2y9Blxp1BPVWOxvtR/6P3eIWLjFR74bdeAzwE6gApwZq4Cs2Lbm7YatNOquaiwmmV0hI9XNdicnPZwikO7GLGn0a8DezNYCB0YhD1kNDBHPSSXZlWNYWATsyQiQ3ZeH7Eqk0bXAPGnUNXBTJqAKLL2xHH1zZkqz77FzI9WhuyVl8tz3SfM24uoUsKTRLGR/d7P3tcx+V2ZfzZ6vzcQWgeTti9HXK4HGWDg049EdQ3PNyebIo5pHssvVKWHZTJVceJQJKmSk86sOHEDxI6Yc3n2/x4GKhwoV0rOoUOEmMhYBW1EFwoeea5165EjlcEYwJxWRptYNpFH3gSXSyOfdZuGXz7dO7Ks6HJzzOFj1IE64ruCirvEgthALEgn/uBiPVUBeA+4jJ1unKgFkxCKgBTSze55GnwN2AOHxt3v3GguOhk5kqU453IdGDcA2Y1AaZ68Hvoa+TVewMpZDKBeQF+mOY6c7f7/5Gx7uy8Bm7ifAOpu5H72xHH3Xc6Dgae55+C+QRGAMaM0TD34VrEYuGyTUqIIFIxA6oLPOkVh2DUYvAnfofmipnTx79Isl/tUfMFNzIY30Qva5//2/Xlk5vNunXnW5/duPg+OgWpdI/BA8H+ffb0FQoFbykIsWihrVteBp7JUEPRVBZJGuRVUcSv54BCRA/am3es8euTkACztjlzNrMbVSkDz+SutEL4HWwPDrP57EWTmDWl2GtRV45lfY8wY59gJ6fRWZ3oWUZmj2LLiginpjWBED9twAfI3SYN6PePHK6DWgAH5467Tc9q2QaaPZO1AEVvPm6ZjdZYdDR3+P2fNplElABNVtoVqXcZ68n4VQ4zmw550Y+7sTuO+dQlyPp3/7A+5dtqhpjQo1+hoHEguuRvppOqmSw4UQPvXoaOeAVn5Zmg9AV1sGyhJYzaprOX/E8t7lGJUMQKVbLV6AnZkDEZz5gFpZExlwbwjwXn0GW5pBqjXWBhZikFWLtC2yblChBrFIW5AeqECjx1DFWqK2+sNRy4JncAT62hLrtD83e2Bq+xE/RNzsuDAGKZQxyzEXOxaRtKfrS++i15uIH9IemNQ2ATUFetZD73BAaZQHRBa7EnP6wpjaqERt9bdGUZo/M1wf+PSUofsnsAJSrIDrIUqh+h2cpYUskpZlTyj5Cqxg6rdiZ+cxc/OcXTOAg6poVEkjA4tdBaxFLGkdlBXBSIN0io028MLZjnrtJwmv+xHLjkEDP72jsu9rX7qR22/cz/X7rkP11lGDdVS/g/nx09wSweddTfKV32DqN2Hm5pEg5M0PkrQ1eJmHxCI9C9nBq6cV0hWmvPG1UQBeOtdRL99flvuOWXQEqrF4lqEvPb/4zp0SutCJDQ8d/yc8eBzbbmJ37kWmZ9PaWDlLregiZ9KpRDwg1hAqlDO0mqMQ2YZRQqK2+vPRsmyORZv4+fPNfHqtPnDXwSuVEO7+bIEvPHwS8QJ0u4mKI/bPOLAEsmCwPug5QNJUQoH0NDjwQf/DPkYWkItQfvkjw6Mai6vSqAekY7N7z5HDF9oRTHmwv+pyeLePmjXIJYW8YzHnDGqW9CROANeiZzUtNbqAsXwnlkYd1VjceL62WJTzcZrf3fLQsDsl4AAOKA++VzQ8eXptJA7b9qvEhoOhnbxKDPDloM8rS51PtoCrnG0RU2hHSNT+v3IYG5Rflv9VZxNMMMEEE0wwwQQTTDDBBBNMMMEEn2z8B8+0V0p9E1OtAAAAAElFTkSuQmCC) 0 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 15, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGO0lEQVRoge2XbYhcVxnHf8+5d+7Mzs7sW3eT3SVJp9mkNjEQLWIkH1YbQaQGpKQUpL4kIk2JfvBDoSBaBkWKBVEplmpbRUq+SGlRbKxI6Af9UKMkKsumbZpkTNfsa/ZldmZ25s695/HDPUsmcUuos5aK84dh5tx5znn+/3P+59znCO8htFgwQLb1mRRLlXbGNG0xeh/ke68F2Ja8WaDQ7oD+Rg+1WGj9z0qxZDeK+w+wTtwH9gEBMNHOgP8mQIuFwA28ntDXYiECalIsRS7GBzIuJpRiKXT+hkRw63hbgEHXXADqwJaWHG1BbiLvu2RZrm+2MhC5T8WJ6gNy7hmOTB0IXXzdiRogsUkA9JBY6K+uz92AL8XSqXYE3LwCo07ANmDYEbwKzABzTtROkhnEtXNAzcWUgQFgSouFmovLuTzrM94HVE78Zul323s9uGkS37UA5/eMS1BwpLaRzFYO2NEiNAPsdb8HgREnaLIlfhj4iOtTdu0pYNfpS43Hf3uhxnQFfiYeX5hptMM9EUCytAOO0E5HchDwgGZL7CDJ7A0C/Y7sPte3z30sicU+BCwDr59fCL++UldiC/dsSTFez6Jli5Yt2eqGZ8i7FrDDkc4Be0hmP3h9Ibz/rsHgReAKiY1wcUMudt3TGff9ebr9HNVoYqZi9wnQiO2nP5D20cii1Rg720R8kH6DtbC1LfMkMCTWyTjiEeBHVu8fzfvrAn3gAIkVcsBdXF+pGrB8ZSX6BF1ejpwPwr5q07K1S9iR8xJpavG2B3g7AjQGuxBBCu68rf2DaH0N10+W6Px8+MCeQhey1MQR7AF2AfMubhI4eOFa9CnPQBhb7rz7c/D2ryAVQ8qwtGaxnkG6BEkBWR/xQSOQADRtEANh3Db/G04h/89Xw8dkL7wZr5GtG/KBCYGSi7v99KXGicBLEo8ffxq5NoXEITbTg6wtIsFr0IipR4qdaSK9HkQWUoll1AKegAVVSHmbI2ARyJ78e/UHYx/3iQTmUpbhKmzrofbS+bXHGrFlW4/P+FeeRNbKxMO70CjE/Pq7IGCP/wLNfxb/b4It3EFw6Skk7wyuoKsxNgTxQOsWCQCBvNd+JeMDmWfPVv9gDsMZ00CBUGB+1vLGQvPh+544DX6ALM+icUS0cz/e9GW8Z49yVpR6BB974ovoo8/T/PB9SBSSTQnim4R8E7QBkhUkY5KzTUHrsNKIbkHv1jDFV8vnOQwrJqYiUDGwKlD7DJQboN09gCLWoqk0iRcUxKBA2ifxenUFU7mGVBZ5eyXGVi121aKhYvoESYM2LfiChkDDUmu2vwlM8Z6e7r/8JOSP6QbnggbzJmbNxEymQs5OhxDH+G+cwXvrDGZxBm9xGtu/lbjUZLpiKTdAMiArM6gfYK5OsH84BdZt2LUkkZ2L0aUYOx8n7wELgWl/E/hSLNW0WOj//vPlpae/FDJhIrLAuWOJP39oY8yl19DeUWR1ATwPYy1YKC01yQUe6qXQbB+ku9GB2xnJe8RzMRpLskcWNZn1ir1ewGcMfvvvsRvrEAnyOvZzBeDiMUHDVfnm+IA+8MGk8Nxz5HvYwe1ophubH8A7ejAZ4fGT0GyAn4JmyOwvH2a0ASjYmSZaA+oWXY6RXg8Z8aFu+WnT8rVT8+3VQq0NDVfl4rHrIgC+c6gnDXwZGHvxmUceubra5B/LMd9+4Rz2mVeToDhCosRuUlnmzWsxI1Fy7uMZqEfoauyK88RaMpAi88/2a6EN1R8qdOsnd6b5xnjPHVIslbRYaC3qFqVYmrp3d7fuH/ZRhW+9NAnGINUyGMNzDx3gIZMCBRoWnY3RGki/hxnzMYMekoI/rcYcfG5681ZgHaePDo39+Ez1oiNdchfvydaYUxeq8vKDhQDoe/DQ3tmBLtg7FPDKWzX2DPngJRtULegKUBXojZGuFGKAGG7LbsImfofnV7760e7dJHeAd4S7tMydPNKfJjFIeOLlebtQ7dYT7sbwVG+Arjsl5bVZ/W/AYXOHuxFaLPDo75f0hYmIy2uG2kgK70Aas8VDMobLTcuuH039VzlsKiTI6+Hd3frkvQMaHR/Vk0eG9Na93qeQIK8S5P93BXTQQQcddNBBBx100EEHHXTQQQf/5/gX2HF8oV4SHNMAAAAASUVORK5CYII=) 0 15, auto;}
}
div.testarea{
animation:rwdcur137536 2.6666666666667s linear infinite forwards;
}
