@keyframes rwdcur87453 {
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54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 7 3, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 7 3, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 7 3, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHq0lEQVRoge2Ya4xdVRmG37X29exzmXPOXDoM05l2OharpbFYEWyN0GjAkCCpig0YYkBEGmOCQKiGH2IUSNSYaoxC+VGSEjTRUEjVUgHR1hZLO9QyLaXTDtOOTOecmXPZ99u6+MNUjCmnHdoZMZkn2b9WdvI++Va+b+8PmGeeC4K0OpQ7nlRx9K0cDN3EwECVXLdezFWw86WlgPf4D4sgZJWdJlcUc207hBB1RYpmxtIC8qUN7wsZ2uowa9JCIMh1pYHBR0Ipf825eCADXOkESZd86bfqXIVsRcsQdkpptpyF2tVGy0v7B7lbX+Sdmr7JOzXxinVw+BcAXpqjnO9KS4E2xvQmEwXd0EE6F6pKV59q9QTd2sDbaxvH3xwY/8n3txOVPlWyMmPZO+5J5ir0f9JSgAtJAaITKIBugGgWiF5QdTNfLhXLVtg2UnZGxpYjiJ9yN//45fyd99bnKvgZlFaHD332012BoX/K7O5aQUvtgGoBigGiGaBmVtXb8gWzkB3wWNSvKFJ87yNXO4UOzf3jkRN8rgRaViDkHIJzIUUKsADQ8wBR//XoWZCyRnXTMvOZzJpT+/Z1jboVa9L2tgCYs0q07EKaEAyCRyKOIOMIEByAfOdVagC5dkRtXRiOUXj+9WFzSd9iU44csOT2rfrsxz+HQEWKRDLmMM8DogjgISAZ3pEgAFQc2L+P1XftYp+v1trvvuXmdW+Nnnxy/PjJL8vtW83ZFmh5hQh4ogg+xf0Q0nVAzAxgcUDPAooBKRWwOMbp4Tdx2etvFAYX9t7kN2u49KqPF+NO64rKaOWjwdZfblZc+5hx9wPBbAi0rIBKSWRSUhVhIhDHgO8CiQeIEEAKSAbGAiS1KRSbDTX7oct6jAWdfbpKy9liYVGht31dmjHvV9qK10xu+m5xzgUEZGKqdNJxgqBRmxb26dNoVCYRuE0wFgMkgUJTlAoZStpyQLFAScZQEfmgcUozWbPbLOeu96S4s1Aora1ueviiS7Rsoz/asF7IYre+//XDn6jYTRpO17XqdIP6jEvd0ImuK9CIhFedIBgbl2Z7CWZvt6KYBuB5QBiCEpEBpT2O43e1q1rltlXLJ3768t6LNvRaz4GnfydOjo8Er71xdMzce/Dtzj+8uLT53I7MiX1DvJ6EWNDfRw0F0ChBrVKVcnRMyXV2EK2zHfBDyCgCjyJIzg2i0p7J6eaywPOGv/WZT57+2Z/2XJRZ0VIAADY/uFFce/nl9g1r1yzNvDW2qg8iN+g6PFepi2boaZ3LlsHSdQSuS9M3R6SVMaTR10sQReBpApYwpHGCNPQVFofFesNbGXP+6h1rPtZ4YverbNYFNqxeqQpV7Vc+uPzhwuduWGiuu9HUr1mjaQpocvCwSIsFminnoWZ0eEEog78fEVnToKSjDBbGSJMEcRDAtW1i23U1iYPCZN1dpFBy6BtrV9ubd+27IIlzCtx65QpNNczOYl/f3VZHPq9mdUozJlGLRaoJLuqvHYLe0ykpJIl8jzRPjAlZmRa03EaJqiKNIvieA9dtwnVc4kehxgXvCOJEs4NwdMPa1Y0tew6853+LcwrctnolrLaSmtHNW62cnleEpERKUNOAYlnU27VXeoJTRQGY4LD9AM1DR1NNoY4sF40kDojrOnAcB14YIUxiknBmJUxe4sYJs7kce3ZouPFeBVq2UQC49tHHWfcll1adWq3KfT9B4AOeC0QRaKmA3LIPUH/PAUyNnEAY+kApT2uWxti+A7vH3z5VtZv1xPNceEGIMGEIUyn8VAapFHojDK+o1KaWvtfwwDkm8b8t41h49cYx6XcNSl2zwBKIVEJwDnXVCsijx1hleAR8YQ9NNJU2lvQHO09OPNN9fPJ4W7t5s0pJT5wywYRkkiqRE6bHOOc7wzT5W12EwxcicM4KAECXoQruuXujphOkQYg0SpDEEZI4gp7Jon1xv2rZ7rR/uurxJIXFKVxdW3yyXn3y5KS9p+mxaTeSExONYFu14dxl6sp1uqr84JK2/I5bVn74HxcicF4VODw6KhqBN+Q1HU9TCIgEhBQglIAaGsyrVyJbKu1nhw5PNusO9aPw1YJpbpv2/WZ3qePnNdd/UaP6pKGpB6OEOV/b+lzzQkLPWGD5xkfE8/fddcxpusdz+WyvkdFzhHGwOAJLIqQsgS94t1Us/9n2my9ELJ3YuH13FQA2r+8e8uPkiESc3PvMTudiBT9Dy7XKf3Pk0QcfyrYXvpIrZPriKELoe4jDEIylaNTsZqPhbql7/qbbn/792MUO+m7MaDVSAj1Qa0xdHztKb9OzaRzFSJIUqRSQDFYtipZyjkUAxmYl7VmYkUAQukO2449qqlhRDWyTCwEmAUop80NxKkjEoTAJJmYr7Nk4ry50hoH+SyfaM8aLdc8f8+MYQcpBCEHFiY5GcfqQEMmmwQUdx2cr7NmYkQC5/T6xpK/vkKmrw3ndBBeIxuveK5qOb9ssesFPoul1j/1mTleOMxIAgMCpH1UUZa+Q6uik7e9XiHL/lBvvkSaq33l21wV/Xc6UGXWhM/zlnq9eNVarf3G80fjr5T0Ltt342K/eF4ve8+alO79QHPrm13v/1znmmWeeeeaZZ5555vk/55/fnPdgeQLYTwAAAABJRU5ErkJggg==) 7 3, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 7 3, auto;}
}
div.testarea{
animation:rwdcur87453 0.91666666666667s linear infinite forwards;
}
