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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8UlEQVRYhe2VS0iUURiGn//MOP4qikkrK7PBvBQ55Cg4JDaJJBWRLdJIC1eWEoVBixZhLgIXgTA1i6iQBCOqcboZ0WU024R0AWlRBIo6NV00wbAZnf7/tJgKJM2ZrAnCd/ud731ezvnOObCgBf1jGaLESRNCHJNSLgOeRokJQLEaF9dqsdmkSVVfAvHRAu+JiY3tqmtqkmc8Hm1DebkENv9taBJwYInZPHCguVleePJE6xwY0I44nRLonK1J+QPgNKBhRU5OTUV9ffLaoiI9MTkZAN/gIIe2b/88Pja2Ghiaqdk4D3Au0GBdv75my+7dusVmQ42P178X/RMTXHA4xPjYWONs8N8NsMpoNDrXbdpk31xVpWfn5enGmJhpC4JTU3jcbjwdHX2A41dmvxPg6L6mJvvGigrdYPy5XdM0Xjx7xiWnE2Av8OVXZiJCeDGwMzg1hTAYhJRyWr+Uktf9/dy9fFmMvH17Fng0l2EkAYzAyR12O4/a2xnx+VBC0B8e74aHed7by32X6z1wJBzTSALU5qSn51ozMvTqsjK9tbmZSb8fQiEY8fnwDQ1xs61NfIN/DMc03Kc4BXBXlZTE5pjNWC0WYvx+xXXrFrmFhUx8+qR88Pnkg+vXxePu7j6gDpB/MsCJsoKC4hKrVWZnZ6MoCumpqTI4OqpcdLsxqSrv37xR2ltadGAb4A3TN6xbkLsoMbG2ND9fz8rKQojQqSnARptNNy9dyrnz58XDvj6AU0BvuHAIbwacO+x2Y77Fgslkml5RFIKBAKquowWDl4CGSOAw9w5UF2RmFpWXluoJCQnTwK+8Xlwej+i4c6cbaAR6IoXPFSBeCHF8X2WlvjglBQhNe7/Xi6unR1y5fXte4HACNB7ctSttTWamjpQMDg9z49490dbVdRVomS94Lq3KW5kx6Tl9WrvmcGi1W7dKoJXQzxcVdR6uqZH7q6ulQYioggHKY1VVpiQlRQU80wykTQYCyycDgVn/8AUt6L/SV8XyC0/ArQmfAAAAAElFTkSuQmCC) 16 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/0lEQVRYhe2WXUhTYRjHf3ud077mtJXOLCtK8wMdi1ZUSEkXDcMZVEYXhcUIg4IiuikEqfAq9KIL04JJQV3MFgsrqPUlrYI+JlFQGiMRl7FsfSBanvN2UVlB1DHmusj/5XOe8/x+73veczgwnvGMfYxAKzDxVxfFGMPLp5hML/SJiXpgYIxZP8WYkJBQX11bK1dWVEigIp7wEntpaajB51Nabt9WEKIPMMQDbATq11dXyzMPHyptoZCyq65OAofjAS+alpkZqmlulue7upS2UEg5/eCBYrZYFGDW727UxwBes8LprN28d6+anpWlAkgpuX/jBpFw+DrQHUuBZGAe8AxYoNfrW3YcPGgtXbtWTUxKGmmKRiJc8XgEcOJPA0cr4E9PS1va198fLV62zOTav1+dk5en/tigDA/z6O5dgrduvQI8sRSwAUsLZs+mpLLStG77diYZjQL4SSASDtMRCAjADXyMpUDVSquVeRkZatLMmWJKSgoSkFIKnU6nAgwODNDd1cU1rxc0bD9o/xIagI22+fPVRYWFPPH56O7sRAfodDqklEJKSV9PD886OsTQ4OAdvpyTmAmsnpuVZZ5hNpOXm8ueTZvU4/v28TQYHJGIRiLifTRKe1sbQIvGuSRo7DvktNvzl9hsMjU1lUkTJrC4oECeamzUvXz7lszsbF719vL88WPpb219D2wFhrQM1rIDZiHEmoKcHNVisXwvpqRwwOVS+wMBdpaVcc3rJXDpkgBOAe80LkzTIdy4ympNLszNVYX47vtRUbgQCAiP3x8EXD63uwjIBBq1wrUKVK2w29WpaWkjhdcfPnDs7Flx7vLlBmD31/K90YC1CuTnZ2fb7MXFI+/6085O6k6efPckFHICN/8GOhqBbZUOB8bJk1GGh/G3t4tat/v6J1V1Morn/NdyyQZD+OLRo8rVpiZli8MhgZqxhv6YCld5ufQcOaIsX7jwDVASTzhCCO8Gh0OajEYvX3424prpiQbDkBBiV7zB37IEKPpX8PH8X/kMdcMFoNZfPcoAAAAASUVORK5CYII=) 16 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur59352 1s linear infinite forwards;
}
