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12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHtUlEQVRYha2WeWxU1xXGf++92WdsxgvOeMM72NR2EyClNoYmjROi0LCEzUBDo4AUKkFogCAhVWqQ06gqKMStKpqiEJqq4LCkbiJ2KARi9hC2YAMGDLbHZmy8MZ7xzLz3bv8wTFm8QNQj3T/uPed+33e+uXPvgyeM7XtbFn65yyM2lDcueOW1VbOfdP/DYQBMitEUaTRb6PZ29lpUUlLynKwY5+XkTWdEnq0oNsbIpRr/WvYVIOwvp+9UD/2BgE/9IQIkYMSYoqJt7y5bltpXUWZmJmnp2dS7u0lPsSBJPeunzni58cEp/rP3848+vrPunR8iwACcHhwbOz0mJuZkUVFRn4U+n8aQJHOYvKmpiay0SI6PTqFImbXw+9sO76jCN/+ZkuwgEJTp9ErERpk6lyxwufsTcBeOBRUVFWsnTZrUZ+GF6i5ysizhuaqqNN26zV82+NCxEAy081SsnV+86EQXMpoGZpNSbTLLU7Mz7Rf7c2ByaWnpmvHjx/cnFITgjlfFYVcAifaOEDv23kAnCQCT2YnT0Ywz0kJCfCyKoqDrInv/oY6dQEpfsHJZWdmixYsXWywWS181AAzNsNHWLvDc1rjjDSJJMLYwn7E/sSFLAhAkJ8XgsJtQFKUHXJYIBEVsv8CVlZXicUPX7x+60HUhNE0X9bsaxI7J58TFCx2io6NDBINBoWma8PtDor7BV9Ifv1xYWNivwPtDku4fEpLU02VCcTy50yO4WtkKkjXsQOOtoLp1e7uvX9DHbn+AaP7mljg64pTYtcktPM3doq6+S6xYuXfbQE0ZHrv9xwhTo4ZjjZu6o62EfDr7vnxvwD3/NwG2FDvG501wIAh1XRgBQ8fAl6PcV0L47iC8HX3kvOg3r6Ae2Izo6rm+bUl2TOmmJxbeqwDh7USvPoZ+5QSi/fYDOe3CMfTqExBqx1DwAtrJffd2PTE59PITaOePQpcHJfdZkCTUk/swPDcT/VYd+veHUfIKkeyR+ANduK/WoLqbMFy9Cgga2xqJJCKMpQrNBRQD+x7muReSECIsfffu3TQe/xopNhpMZgCe1zwkTX4LWm8gpw4F2QhIrP3bJyxd8i6KLIX7n2icxrLIJWHwGvUqqlDVOS1z3wLWD+jA4cOH+WjVH8mLj0SRJS55vAxLS+XQuAk95Ojh2v37D/Cj+EhenTyTbr+P7Tv+DQ8dmVat9eavWxfu64scHjoDJSUlPJPkZOL0ubyxaAUFqdFYndHI6TnogSB6zUW4a1iy08H4EbkE/D60YIDcvJE4ZMcD4J91/eMUMK8v8kcciI+PZ9K831D37TdUH/yClyZMQzdbEVoAWdbROtsRwQCS2UpxwShsjp9x/dxJWlr9vPr6HAwtidDv49uLA7t37w5PBpkMvOCE0UmRzJo5g/yMeIbGRyEhwGhCGTEGydSjOa9gDN3NjbhcCUwt+SVZ1dVEDjI+GTug5Ofn5+bk5Ay3Wq3IZguulHTSBscROrMHqz2avNfmYLLYkL47C4EgVFUjJAVnegZZzxaQnpGFtqOehr+OQW0xPwC+w7+zql5r2NyvA8uXL/9XW1tbeEGKSyJi7Cv8+L2NDE9LIULXoO02wmpGrCpFHNgDsoZoaUK0NEF9DR0nbI8AV6pH6DZ0Lx7IAUNZWdm8uLi4h2QpSLYI5JxCdK8PbfsajtTJdGe9jbfpEI7Pm7F7PmF0soHGsxPobnSFt9aqN4hXXHSFuviu62zrgAKmTJny84iIiF6TckYuaCoaUHm9icob53HfrCFhSBTFkofRyQnc3psWrr+uXu9c0fZbd2nUyux13vWngQEfA3ndunUfbty40adp2oMZXQdN6xlI2E0u8vMnEz9kFMOfnoZsjHmgvFa9oW7zVSy9otZ8oQlNv6Ze+zMQHNCB0tLSpcDv/H7/3tmzZ//UarWCuxbR5gZ/OwhBZ3cUY7aUcYq/8/W4RY+A1Kq13VObZ74ObAV+P6dl7vvAhoHI4X/3gHf+/PlTI+y2LTMKRxYi+ZESXdBhQaupZquni8uzp3Gp3UfQU82ZY2uJNjTS2Z1IjVpDedfmD23Fs6LfsHVsmpibuDY74ana1IXvPw5/+LMcAL18dbaUO6qKtMyehWuXEXrPzRcMBPh0UwX761qRJKi6eJHo6Gh0Abqucz65gEtThuHKyQDvnVrqaqbIJcvO9MLZAJCTNzmh6nyFpNxHHodryHrJlZSGxdLz4RcVgxQVg2QyITkiSHU6uH61lqo6NwaDkeIXX2LkyJEoioxadRyjAXKdVoy+Tidq6NuVW/ec7oU8EfiwxVO98k+D1wjDXXIbyRlbpIzscagaBENgMYP3DlpdLV+Vb0aRJRx2B22BEMFQCJfLRWtrK8FgAL/Pj8looCplLHXtt8gcloVy/dJMvXz1BrlkWZ//hLeb33Eb9PLVLoZkbpJynxkHEnR2QjAIJiNoGkcOHmbVkUvowQB2EaLeG8Dr9RLhcFBz5QoCgabpCCDKGcXQp13IaVmQmVMszpz4Si9f/Su5ZJmnLxEGElO3STl5hShKz0tnNEIoBCEVBjkZM3MGHyuCz46c42Cth8hIM1arlfqGhjCIEAJNDVH96QdcfnMq2UPSQRdIcQkvi2Z3IVBxtzTx3hm4N/8vkzawpr6xvQAAAAAASUVORK5CYII=) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur58420 1.0666666666667s linear infinite forwards;
}
