@keyframes rwdcur78910 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 10, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 17 10, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGnUlEQVRYhbWXX0xb1x3Hz70+Pr6+vrav/3ANNn8MGI+QNmYaTNCgFtp0jZq+tJOiTGjTsj504WUPmfpWMZRI26oSKXvONkVatVG6SWFpqShLQpIuWwYUaorTEhB/HLCN/15f+/4/d299aNJepyjn8aff73s+9/fnnHsI8Bjr9OnTflmWaVVVi5OTk/zjxH7TImp1HBkZYQiC+GMoFMK5XE6gafryuXPnbh8UwFKr4+Dg4G+7Dh36Uaw71hFsCPoe7CZbXnjh2IMbN24kDwJA1uJ0/vz5l0Oh0CvPPNPv+mFvD9MUqAOGQTRijLvy+bzriQKcPXuWlmX5KEVRWbvdzuuZ/SV8b01CgtAYaW0lIYToiQKMj49LVqu1gmQZ4WSSKd250ya9Mx6RFxaV1UQCYYzxQQCgmcPo6ChrSJIPZ7P1qWvXKGexxFYVRVN1HVghrN6/f187CEAtPaBolQrA975Ayr0vkYFBlX3tNans8ymVSgVFIhHTj/i2ZRpcLpcpD0UpyOeFvueHSF9Hx2e82y15VBlrJKm53W7liQJcuHAh+6uREfLVX5/VwsEGYGWYbqeq5t3z80jT9csAgAP1gGkJzpw5w3o4DmNogXa/n7TYbDQ2jEavz6sVi0UKAPBke0DXdZzJZDgIIdR0HQDDALog4PJeimZZNjs5OXmgMTQtAYQQt7e2KqqkQFCp4Go6jff+9GdoESVe9vm8fX19B8qAKYAoilRqexvp2SxO3bqZEf51jd3f2IByaxtyNDeDZPJAJ7F5CZLJZDW1v4+XfjOGt373tlf83zxEDkYTnQxns1r9/f39dC0bXbx4sftRdtMMKIriIrJZSUrukARlAygWU4z+fqWOIHjCbq/pLgEAgGg0+iwAYOnrdlOBubm5jIwQQz8/pLh//rOUf+SX98M/OSVZWdbLcVxVEISaDqK5uTkqnU4zX7ebBvf19SHS7c5benqF8I9fZWwulwsTBHKxbmFvb89lGEZN50AsFmtfX19/aGJMAXZ3dylJksKv/+I0jViWsUCIKjwPSqUS6Xa7JZ7nvwIwDAMsLCzA5eVldm1tzev1evlwOCycPHlS2F5cyp86deqhiTEFUFUVMjQtiKLIQAiRYRhAEwSMVRUXpALldru/0pidnXXNTE8fr9P1o2w2y8K6OlSKx9+dmpq6trkcXwcASI8N0NvbixwOBxkKBklFlnm9WKT3b38C5AfJoqvje3yhUNAAAGB+fp6em5kZkHd2hvO3bh+LWiAWbv1bKBztgzzL8g3trRmCIB66N0ybcGpqapemaTKxsLi5f/NWJv33f2RLb79DSokvUTGdlmia1kZHR8lUKoVK1Wo3LctdsSNPUxEHzTSoEpdKp4/HZ2fR0NDQhmEYD+mbZmBgYMAv5fNYXF5uTr//vkJubVNVA5BEpaJgq5WqVqvK2NgYvnLlih8h1ND00kv0kQCHndAKbBN/A3P/vatt0jTX0NAw+yh9UwBLPi/dE0U2Fo+TVUlmaJrGqKNdyzU1IUsuV8xkMsgwDGV6ehoBkvTbnE6G7u4mfU4nqbqcgPX5sXrlw+3nAIBzj7i4TEtQQoiqB2AbICSRjIP0/HSY5954I+XyeXd5nkctLS2YIAjc0tIiWCwWiSQJjSBJYPOwoGXgKKD9fskS4vyP2rymDIRCIc1GEIynrS3V+OIx0n+o0yXYKArE4zBgpzEAAKysrKDV1VVOqgiMXCpRNpsNYIwBz5ex0+upshz3jT8tpgAej0fxe70pvaMjZYvFkL0+EDYqFWizIW1rc6t1YmKieWdnRwgEAt3LH89GGo88DctNjdj5g56qCgAWRUnhOC71nQG6urooURQVXhTzGtY7CQCArqqgweGgEtnsK5/NzHCuaJTc/vTTzsZ8vtP50QyUdveUwuv67J1CsdlO05cvXbq0+J0BZFnmI5FIOpXaO14o5FEoGAQulgUt2Sw8vLjYVYlEwh6PB/oOH0asy4nsf50A1fl5uFUuPxuvr7977r33/vBt+qYAw8PDZCKRWN3a2tyAEB1JPdjVmP196E18QT6VKyDrc0EUHBwEdZ1RoISbQS6XB7tXr5KJ7W2K1aUxM31TgGg0qly/fv1mIFDX9sEHV/3NJHwquL7OWmc+Rm7WDfydh6r+5ibocDqR1tMD1v7yLrjLOBW+VHrr95ub/zHTr+lxeuLECdDd/f306srn/OL6epu28jku8SWH3t4mwv6+HNnUiArFAqljoG2USrm4ovxzfGnpzVq0/w/S7Qb2JA3L8QAAAABJRU5ErkJggg==) 11 14, auto;}
}
div.testarea{
animation:rwdcur78910 1.3333333333333s linear infinite forwards;
}
