@keyframes rwdcur90722 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe3WTWgcZRzH8e/M7ia7eSlN2iapibEg1EsO0oNgDfFQEY89CMJDzkWRXBRBKFiKJ0FPnnKKLxBPoihRfDeFWkztKkbF0ho32eTZl+xm32Z3Z2dm5+9hun2xaYmJu6f8Tn+emdn/h3me+bNGfEb1AQqYP/H2vEWHYwJq4teNWWCu081bgM8ii4sAz/7yinq60wAD4I/XldhZ6DpCbfQUowNPzBc7BTAB/F7oioGzSY+9xbJodbijgJAJDAYLmQuMOVUui1bjHQOYBjgh6B0E34bUDxwDfhStJjoGAHB6wQzB1k9gpRkBLopWU20HhG4AXAP6h4M6+SWIzwHgK9HqdFsBpnlroRqBaC/YG5D7XajV7C7gI9HqTNsAjndrwRPoHQpq/bWBVXIoVyyAWdHqfFsAde/OxYIPB48EB7K23E86u0mxXAF4TbSaFa3Mu39qD4DWIWzFFwgNgBmGwhWDmHOYdCZLoVQGOAN8KFp1tQ0AsNWAobGgriz1YYhBJrvJ6rpGRE4D34hWB/4XQHgbgAg0uiHaDw1tEM6OAFC366wmNY7rThJ8piN7Bpj32NFCHYZHg9paiiGNCAB2wyaxtk7Zqk4QDKzjewKE73OkCk0YGAa/YWB/GkxnaZr4vo9OpUlnc+Mickm0eqwtABAK/trNPyr5fIJawcHzXACKpRKrST3ouO6iaPXMrgChewKEdf2XfzVxva+QSgDQ8+0pnPggua04uXyCaq2EVavw92oyqtPZBdFq+j8DItsARJpspn/zkpklcyDy8B3XmmsQujyF18xQsf4kl4+Ty69jVW2zYtXfF61e2ikgDHdvgYjLxtrPdql6PQoQyQsAhVSCgaPH6I71Y63UiKSeik++MfQ44N941Ad844H5nfYPAJHQbc09m5XEJct2Un0G2MA7wPMAZiiM+D7h7iiGaeLUaycuvJxafvKD7x7Zccd/xbwd0HSrXL32Ra3hpGwDzgEPTs/xQutmv+lRLWwCEDtwCADPbRz//rmp1G4BwRswwbWL3kri4oov1beA96bnsAHiM6qndQABXKdOrbxF+OA4xUMnuRYd49Xz6uieAJli+ZO15JV3m37p4+m5m/vZyiRAJNZPPTaO8dCjTJ59cZvZ2abEZ9TJc29+LgCysLCrYbOf/eznfvkHAoyUPv7JlfwAAAAASUVORK5CYII=) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe3WTWgcZRzH8e/M7ia7STbkpaapxlgQ6sEeJIeCJSSCIkIvPQjCQ85FkVyUgiBUehJBTz3llPpCPElFieC7UWIxtasQBUvrdrO7efYluzv7Mrs7OzM7j4fNto19ISbunvI7PfPMzPP/MM8zD48WmRcDgACWpi4smXQ5+nbxBWCx28XbgC90HwAv/n5WPN91wNSFpWTPaOvCH+aSsSqGugoA8PqhJwRPnlvqswqsKykOdRXg04ERcGZnGX13c8KuckVJMdk1gK6B7YObzzwCQOpnjgK/KCmOdw0AYPdDYGWFwq9gphkHVpUUMx0H+LYBjgbRtwUAia9AeQwCXyspTncUoOu3O6oBCPaDtQm5PxW1mtUDXFJSnOkYwHZvd7gK+sdabfmNhlmyKVdMgAUlxfmOAOruzk7Dg6GHwLOgth4mnd2iWK4AnFNSLCgp9LuH2gegvQjb8RT4hkH3g3FVI2QfIp3JYpTKAGeAT5QUPR0DABQaMDbRalfWBtCURia7xUZSopQ6DXyrpBj8XwD+ewCUgkYvBMPQkBr+7DgAdavORkJiO840rd90fN8A/T4zatThcGtvwlwLoRoBAKyGRSyepGxWj9PasI7tC+B/wJIymjB8GLyGhvV5a3dWTR3P85CpNOlsblIpdVlJcaIjAFAYXvzWQSWfj1EzbFzXAaBYKrGRkCO246woKV7YE8B3X4AiKf/2rsVuDBipGAB93z2LHRkhV4iQy8eo1kqYtQo3NxJBmc4uKynm/jMgcA+AUk220n+4icyaPhx4fMe9Zhx8V2Zwmxkq5l/k8hFy+SRm1dIrZv1DJcVruwX44e4pUMphM/6bVareCAIE8goAIxVj+MhRekNhzGiNQOq5yPQ7Y08D3varHuBpDy/ttn4LEPDdUdy1iMYum5adGtDAAi4CLwPoPj/K8/D3BtF0Hbtem/rx9dT67MffP7Hriv+Kfieg6VS5dv3LWsNOWRq8BTw6t8gr7Ye9pkvV2AIgNNg6x7lO49gPL82k9gpofQEdHKvoRmOrUU9V3wM+mFvEAojMi772AgRw7Dq1cgH/0CTF0ZNcD07wxnlxZF+ATLH8WTxx9f2mV/p0bvHWfLYzDRAIhamHJtEee4rpN1/dsXeq5eUT2qlTa3tFPDCReXHy4kc/qY4MfpCDHAT4ByrTksb5XGDLAAAAAElFTkSuQmCC) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe3WT2gcZRjH8e/M7ia7SbYkaWlSrbEg1EsPkoNgCcmhIh57EISXnIsiuSiCIFh6EQR76imn+AfiSSpKFBH/pBCLqV2FKFha4yZZ3/2T3Ux2d3Z3dmZ2Hg+TtI2mJSbdPeV3eueZGZ4P877z8hqpKdUHKGB29MqsTYdjbjWfBmY63Xwb8KUZAeClX99UL3QcMHplNtN1NLyIJrlqLaj+jgIAgl7oSoC7To+zwZJodayjgIgJDIaF/DVOujVuiFYjHQOYBrgR6B2EwIHsj5wCfhKtznQMAOD2ghmBjZ/BzjEMLIhW420HRLYAngHJoXDcNzqLBBwBvhGtzrcVYJr3CrUYxHvBm5ig+LtQrztdwFXR6kLbAK5/r+AL9B4Px/3vauyyS6VqA0yLVpfaAmj4O4tWAJlzjwNQX0qSK6yzWakCvCNaTYtWJo8oOxbhdgKByADE5uexbhok3GPk8gWscgXgAvCpaNXVNgDARhOylxUA1cU+DDHIF9ZZyWhE5DzwrWh15JEAorsARKDZDfEkNLVBtDAMQMNpsLKmcT1vjPA3HT4wwHzAjFoNGAqXAvZiAmnGAHCaDunVDBW7doZwwzp9IED0IUvKasHAEARNA+eLcHeWlkkQBOhsjlyhOCIi10WrZ9sCAMEKVu8eVEqlNHXLxfc9ADbLZVbW9KDrefOi1Yv7AkQeCBAy+s/gVvpOn5VNA9Dz3Tnc1CDFjRTFUppavYxdr/LXylpc5wpzotXk/wbEdgGItFjP/eav5RfNgdhTO+61ViFyYxy/ladq/0GxlKJYymDXHLNqNz4WrV7fKyAK/50CEY+/V39xyrU7cYBYSQCwsmkGTpyiO5HEXq4Tyz6fGnvv+HNAsPVqAATGY7N77R8CYpH7mvsOy+nrtuNm+wxwgA+AVwDMSBQJAqLdcQzTxG3UR6+9kV2a+OT7p/fc8V8x7we0vBq3bn9db7pZx4CLwBOTM7y6/XDQ8qlZ6wAkjoTnON9rnv7h5fHsfgHhFzDBczb95fTCciC1y8BHkzM4AKkp1bO9AAE8t0G9skG0f4TNo2e5HT/JW5fUiQMB8puVz1fXbn7YCsqfTc7cnc/tjAHEEkkaiRGMJ59h7O3Xdtk725TUlDp78f2vBEDm5va12RzmMId5WP4Bt0ePIEmME+0AAAAASUVORK5CYII=) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADY0lEQVRYhe3WTWgcZRjA8f/M7sbdbDY0sSapxhgo1EsPkkNBuyQHRTzmUBBeci6K5KIIQsHSo6CnnnKKWognqSgqWrWmEIupXYUoWFrjZnf77ndmP2Z3Z2dm5/Uw2X7YVmLi7sU+p2ee+Xh+zPvMy2iJRTEECGBl5uyKSZ9D32m+BCz3u3kX8IUeAODEL2+KF/sOmDm7khl41D8IxjhvrIkDfQUAeFEYiIBdZNDaZkNJcbCvgIAOjPqF/CUm7QZXlBRTfQPoGtgBiI6CZ0H2B6aBH5UUR/sGALCjoAdg+ycwc0wAa0qK2Z4DAjsAR4PYuJ+nvwblMQxcUFLM9xSg67cLjRCEo2DdhNJvimbTGgDOKylO9gxgu7cLroLomJ/LbzTMqk2tbgIsKSnO9ATQcu8uGh4ceMwfyOZGjFyhSKVWB3hbSbGkpNDvfdQ+AN0h7IanIDACehCMqxoR+yC5fAGjWgM4CXyspBjoGQBguw1jk35eXx9CUxr5QpGtjEQpNQ98q6QY/k8AwfsAlIL2IxCOQVtqBAsTALSsFltpie04cfzPdGLfAP0BK2q0YPwJPzfXI6h2CACrbZFMZaiZjaP4G9aRfQGC/zBSRgdGxsFra1if+buz6uh4nofM5sgVSlNKqctKimM9AYDC8FK3flTK5SRNw8Z1HQAq1SpbaTlqO86qkuKlPQECDwQoMvIP71ryxpCRTQIw+N3z2IlRStsJSuUkjWYVs1nnz610WOYKnyspFv41IHQfgFIdirlf3XR+XR8JHb7rXCcFgSuzuJ08dfN3SuUEpXIGs2HpdbN1Tknx+m4BQbh3CZRyuJn62ao2boQBQmUFgJFNMnJomvi5C1w8cZxQ9oVE/J2xZwFv51YP8LTHV3bb3weEAnc0dy02k5dNy84OaWAB7wOvAOiBIMrzcObm0HQPu9WcufRGdmPuo4tP77rj30K/E9BxGly7/lWzbWctDU4DTy4s82r3Yq/j0jCKABzP+6/NddpHvn95NrtXgP8GdHCsiruZXNv0VOM94MOFZSyAxKIY7A4ggGO3WJ8e5liyReXwPNfDk7x1RhzaFyBfqX2aSl/9oONVP1lYvrWe3YgDhCIxWpEptKeeIX7qNX/vXF3da9/dR2JRPHf63S9V7zs9jIfxf42/ADlbkIfFqPVvAAAAAElFTkSuQmCC) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90722 2.9333333333333s linear infinite forwards;
}
