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10%,19.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH60lEQVRYhZWXf3AU5RnHP7u32Vzujr1wJLJAyDDhV1BARAoWlMEy/Choq1R0HLRCLYw6tgWV1hZsh1FgWhXGUVoR2s5ox9JBUGjQoiiDKEaH0fArIcFAgwHuEkiyL7nkbm/v3v5xe/FySSR9Z3Z2Zp8f3+/zvM++z/Mq9HMJkxBwFzAbmASMAnRXbANngePAh8BuI8zl/vhV+gF8PbAGuBfQsmXts3A6h0DxLjTsbmYpYDew3ghT1R8ivQH7hMkWYZIUJtJ97xcmj32zlKljW3lPtxSpW4osbuPCrgoWCZMVwmSfMEm4NlKYbBMmxv8LXi5MarOAtwiTki4Fi80Z8MyDxTdYXfamMNksBhcnRGmxbB15y7lLQ+6efMMNu7Xhw3d0y2KPLRAmU4APgELgJHC/EeZkNyWLWh1lTK6tjZxAkJNYTEEWPznZKZr64JnSwtlvTg0VfdHcXhCtWTjw5KGPrxX5FTfyPcLE26uixae5GXCzYA5tnjfF3zYkmv39jotzOk8ve1q2TJh9VZhMzHalZoH7gLeBEFAB3G2EifXB9S+5H/JkacUzL0jbSBmrE0rYly1733/AW7Pw86Na84cBYE92TahZeuuBcqAauM8Ik+ozVUH+YSOX2MhPbIy6kviPX3vk9ap1eRqLCuPDZvZmsmb2wQPAl8AI4MXMd8WNfgxQ4367uT+/zuLFUi8up6jAg29AfnKBJ5m6OaEoZfWz371+57i7Qrn6NnKeGMt/gVOkf+ebjDBVmYr8rZuN7d8NLlm3Dt2OU2InsI0A83XVXqakdOFoDFUcxTvqyLzL0wav8X4eWt+1DTbyVYK8b6SDfQVYSfpsWay4+xEBvMBII8zZXNjGRsnWrfiEIBAMYioFiTtkInlTnu5FU5LXexVFy+9QVWLgbUP9qtAhMq7OOG4eaDl9y68eIkhlxpcwGQo0uAEP1oAFLvjH2eAtLS2EQgNZuxbv9u0UFXgZ7ytgjPSkxiqo5TJPLZGplGMrHpUUqfF1zd7N++aXXHTa1GG+8tS4Uc+J2pbrhlJLJZa777G5c43W77VVv7m+suQ1brV/yFJFmGwDfg48aYTZBBJQWLVKFuoapu7Fp/sTd4D8vqZ5Ah4VUyYVR6bUlB1Hi3WiVh/aYp499mygPtrelbV8fz7DBq3lxIkngsAJHaU0I7shKTsqHsc34CN2aKQbC9JbXsm5+wOTlNWzJtccuez9HJ9Hi9+nKIzQZL6qeJIj8Hgc6eAkkhDtQO+8inp+/+9Lqhpe1WW0Iw0MxIF4NElTdBPArGxwgFMexVc7XzLlIyZpQBnA8sN5szBeOlRNq1Y9/UWmj9zQeNvOJ8K65ilMKqlUyvY4tg2pDrSYjdrajk9tSWqHG7boBdE47QD+NLgGOFGHFAPgjQV7ePC9HuWcSPfRMhUwzq6Cd4yT63Vau87pI4N/V3Js3u5RTtxj251q6upVtMsRvA0RfOcbKWxuTBhfHXog1BFN0u5GnVmO+04i4T9vYcfndgO3kbHyj3AAXQX4cloPgulUlewNRJrQmy7hbbyEEb6EcSVsF7a0CiMaE17fxE1qJmrI6dUANEHFU/Cnx2276ReOLQ3sK9MdYOHAvWkNFRBxvYclAGEi2ieVX5edbXSMSCQauNzaXNjZ0a7LpK0pCqo3KVkycheGP/3LO1Eg86Axxj8N+LPCC3fmM/rWdmYcjxXPeFQVY/nC5RtTga9vPN47Aa1+MFeaK9T6+g9CkaaLPssSasKxtVgsTixhE00p1A0ax7zRbxPwD+qWgwn+SRSO+GWWt3sHcuoVvflSZwrIdNKzGlA1fh1T186QR54rVaZn1G3k0cCZgfdLGTvYET1Z1Nlx2gsKrR4/+fnDKSgYia7rSI+Hc8FSbhu/j6bTT9HhnGd4/g8YMPphavJdQhYqQVLwvMd1/5j7rlKEyb3Av5KSyoF1LANmkm5IlQS76okhpRt+BPwB9HJIuMesF/+AyRTkD8YfGECoUxCKW4RDw3BQOLfynzTcvrqR9GxRASwnSLsw2Q/MBR5W3DbcDPiAsUaYut435Ns1pHTDIuBRyJ8FSQ3FS2HwdvJUL6gJ/D4DsfILzsz5STc7G3lAjGUZ6aM4BRRnuuFWYIWUvB6M8BBQBFzGwiA9Cd8IHAb2plPZjczLKPoKZFJP+8wDxY84sJPEdQd7kK9fJf8WfJefAW8aYZZkCJQBtaSraJoR5ii1FGGyX0eZlBXBW8B9uSRcIptJH+kBAHHwXRJFn/Yg0LBcpvzpoWyCEaa6SyBMNrqjWL0wCWCxro+xa0GXkYWGxRYsIlhcwuIlLNQhpRueD/576dVc29W1RF2Ml8k9NoSJLkyOuQoflLSxvw8Cz2YReKMX+TZXBo2T/07zyCStxfLp00SaFiKFSY1bdyq5S5iMECYRYSL/eohzfRBY5AJ4sYj3Io9ifRtd9TMEmm9nnxvYFWFS3gM4h8REYRJp/CnynoskcpwfxnInZYtQHwSTWG4dmExyI86AT/lO8JxMHLvwIPKdPci11TQ8co4/ZhxnbcFnvRD4UJiUuTeizK2qxp07+7/cmtiYc836VJj8WpjMFCbm6jpKi9s4kQG/5yIXLizhsyz9pDDZ7O55r6s/l9My4DfAA9CLIwVa7wTVgeB7pAcqiAE7gI3XOtiuSSCLiI/0/DiH9BRVBhi4HZX09byK9PW8wgjT3oerbut/+MvAbXPiNPoAAAAASUVORK5CYII=) 1 16, auto;}
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}
div.testarea{
animation:rwdcur14051 0.83333333333333s linear infinite forwards;
}
