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43.137254901961%,46.958823529412% {cursor:url(data:image/png;base64,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) 26 26, auto;}
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50.980392156863%,54.801960784314% {cursor:url(data:image/png;base64,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) 26 26, auto;}
54.901960784314%,58.723529411765% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAYAAADFeBvrAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRoge2ZW2wUVRiAvzN7m91ut93ddnvbbUtpSwgFIuIlgkYShRefQKIPGDDBeCMmiMYXQ8HEB2N4w0vigxhjNJEQYzTeSATvBCEIGNpyKSzbO+22293pDrMzx4eFlrZUkN42Zr+3mTNzznzzn8s/ZwSzwPcHv5MTz619ZJ2YjbYmosxFI3MlA7MkNJcCE5mTCM0lsy40n9HKkydPnv8f/zqlbq2rl2tsJvGz7XwmBL9ImfNTsH2qgt8efViW+Pz4Egl0xcZ9rec4AnLbLV7CfHPThfXrploZIEWR3cRdEcHXUEdoUT1rgX0wKfHMJSZFaAc2OdiVoNeeBsAfADVQia8BEsADrefYD/I88FoORmuSUBQLb/8AEAAuA2NSxcsLMCIlLDv4ByqwNwe7oO3Gg3vxSBcZTAGGlsFh2NH1JJaZwVPgwq76ke4CvDVVeFQDd0+C1dh2fYncPV8CExkXoSA2vELSKwUIA/qHKesfC0AgmCJYuQC7W8VXoFLk9lBwpIWPXcin9NyI1DihbxgW20B6rkllyKArwNn4uJuKyipw+nyI6oXUOlVcx07wFcjHcqD7TRpDLmlDxcQBdABXpSSDCWfjpIbT6JkUkJVyhcoAqLgbOHaCQ5qQp5HM57iaJLQHUzSDtCngkJKYAh2WiY5Jsvvq6HWWS+AvLsfjrwKyUr5LbRRENfaB3DJPUjddWHeDaLakVAEs6JGCHgAhoXto9DpFl1jeEjyhMoRwIlwqcJIlUY39IB+fB6kpM4XdIJpBBiUgZFZKCgxAdmvoRnZcpdM6pVThDARxAN5GgJMURbXr4wrmUOyWDTVfywz6RTZSAIVCEpYOFgULiUSchEL1+P0BPP4QWrwXZyrNyKUWkqeidCLYJCQxOTdSt9XIThxSYJDERh8WA0DomlQ1FpFGH+XljYTDtTh9hdgNAz1xhavR82hdUfqiGh8J2DsHUlN2uRvpVINUpvsJYVx7IsGAAhkzg0BCWwJoA6C8ogxfSQkuShA1ToRTxVk0wEunokRAzna6dNuVb1XLZVVax0OcAUXQJ7NrVQCoUCBiSRoa/ZSWRiiuDFEarMVuGCiGznDnRazhQbSuKIeiGltmUeo/VbwjWCG9/elxUlEUSrAIS1iAk7DbRmRFA4FgKRXlC7EcGbDpGF6BomYzrT8vdNNvaGz45OcZF7ujCpvxSw9xUjiICYNeKXADZUISkbAQqFu1jOLKEIF76rBcdtKOsS+VQNhP67lOhjFZ/fK+GZW648reKIlIR3qIkeTITaUWr6hj8foH0RUYiQ9x5tfToI8QKA9hqQ5qVi1F+NycPBNj054vZkxqWhW9vXSJzLRfJp1M0C8gpoDDFFSjsPH19QB0tHfTefgoIpZGxYYdE5sLZFMVa155knhKZ9nWvTMmNK2t4FdP/S0MtQg3DoISykzBCLBy80MAtPzVSufho2ixNAInaczRexPHOjhw4Ec8tpn9AJ723vbOK5eFyx7GA5QjWVmpEFCdDPUlGGqNosXSaEBnlYNtwBlFYOrTfu4pmZHN+u2ZduG0L8CNA7+3kIDPzaWWiwy0DaKRzTLe7Mhm6W9ZkiSQApwZBXsmxyJ0ne2ZduGyhwmEqhlMDjGYSI2W9UzY/Rr2+jDryiisCwOw67mNM2Y1o79TtmfaBYBlOQFIK4IkNroE3CXGpIqW12G70MP9TVX8nihg1/uf58YsNxU/PL9GAnz73k/YFYuUHAtAuNCFSGQH0YYPX6T+6XdyYx26Fd89u04mkxrHDx3H15GaVP7EBy9Q+8y7uZEp3C6fbs5GKlDsGXd+UVPNrMjkyZMnT548efLkyZNT/ANNMfLEE92tyAAAAABJRU5ErkJggg==) 26 26, auto;}
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68.627450980392%,70.488235294118% {cursor:url(data:image/png;base64,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) 26 26, auto;}
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}
div.testarea{
animation:rwdcur189154 5.1s linear infinite forwards;
}
