@keyframes rwdcur59381 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbElEQVRYhe1Wz0sjZxh+O3EmjomTZBLjZpKOQY0Ho66/FSUKrWAVvIQiGAQVulB2W0qP/QuEeijS0h62VLyIKAsBQYv0IMTDHpIa3aQmMYZmHIzOmDiJq8GY2B62SeOSiVoPvfjc3pfne5/nm/eb73sBHvGIh6HkoQU+uA/ZbDbXtre3f6XT6Wgcx59IJBIsk8mkksnkEcuyzNbW1qzX6w3ep+addmAymajh4eHp2traT8LhMHR0dGgL0Liurq7RYDD46+rq6jd7e3uHd6ktuY0wOjo6MDQ0tNDc3DygUChk5+fnGRzHpRiG/avMcUAQxF86nU5lMBieVlVVDanV6oDX6w09yMDY2NhAd3f3XE1NTQ2CIAAAgOO4NBKJnJAkWZbl+Xy+E6PRqJRIJIAgCGg0mgqCID4iSfKNx+MpakK0BQ0NDVRFRcVLiqIM+XkEQSAUCiWi0ehGKpVKYBhGJBKJ1kwmo8nnabVaQ3l5+UuapnsZhhFth6iBycnJ6d7eXuPa2hpXXV2tLC8vxxiGYXZ2dr6bm5v7GQDe5tHll5eXnzU1NX1N0zQdiURSLMsKfX19RhzHp2dnZyfEdAq2oKurq9Zms01TFCVrbGyU+f3+uN/vjzqdTtvi4uISAKTeW5Jyu92vcRx3xuPxAblcDmazWYOiKKAoqmMYxs7zfKyQFlIoOTIyYqMoSgvw7pP39PSQV1dX39vt9k2xnQAA2O32TUEQfqqsrCSzOa1Wq7VYLDaxNQUNaDSatvxTvre3tzMzM/NjMfEs5ufnf2AYZicbl5SUgFKpbLuXAZlM9iQ/5nk+ADd7XgxvBUEI5CdwHC90b7wzWMiU3+8nT09Pj7IJlmWxAjxRxGIxzOVy5dZHo1ENvNvs9V0MXKMoGtPr9bV5Bt4/dEVBkmSqra0t9xU9Hs/rQuIAIi1IJpNH+bFSqawDAPkd9eX/8PPrcWLkggYEQXCl0+lcTNN008TExPO7qI+Pj39B03RTNk6n0yAIguteBhwOxwLP8znXx8fHMZVK9cJqtfYVE7darX16vf6Fz+fL/fMcx3EOh2NBbE3Bi4jn+ZjJZGrUarVP3W43R5IkYTabSaVS+TFFUeB2uz1w8zKST01NPe/s7Py2vr7+Q7lcLnG5XFGCIGS7u7uvVlZWfhEzIDoPVFVVGQYHBx39/f3G0tLSXD6ZTMLm5maIIIjfs29BPB5vtVgs1TiO53jpdBo2Njb+XF9ft+zv77NiOqJvQTgcZs/Ozp5xHDdH03TuQZJIJKBWq4nW1tZPs7lgMHhyfX3zkB8eHrKxWOxZMXGAW55jj8cTUigUb1AUbVepVBUIggDP8wmFQqGSyWQ5nlQqLTs4OEhoNBppJpOBQCDwh9Pp/Hxpaem3YvVvNQAA4PV6QwzD2EtLSytQFNWxLJuuq6uT5XMwDINgMBhHEOR8e3v71fLy8oTD4di+rTbAf5gJW1pavtTr9caysrLcTHhxcXEUiUQYl8t175nwoXjwVPyIR/zv+BtevrK4ouL0WgAAAABJRU5ErkJggg==) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdElEQVRYhe1W30sjVxQ+TsyMY+IkmUzCJjFjqNGg8feqEUpWaIVUxRcpgiKI0IWy21IKvvQvUPpSSkv7sKW+iIiyEBC0SB+E+LCKqdFNmpjE0Iwx6kRjjKshIZP2YZtsXDJR60Nf/N7O4bvn++6cO/cegAc84H4ovW+BkruQjUajvr29/SuVSkXjOP5IIBCgHMelEonEUSgUYra2tr53uVz+u9S81Q5qamrUfX19k3q9/pNgMAgdHR3KAjTWZDIN+f3+35aWlr7x+Xzh29QW3EQYGhrq6e3tnW1paemRSCSiy8tLDsdxDEXRd8osCwRB/K1SqWSVlZXNVVVVvXK53OtyuQL3MjA8PNzT1dU1XV1dXY0gCAAA4DiOHR4enpAkWZ7leTyeE51OJxUIBIAgCFAUpSAI4iOSJF87nc6iJnhboNfr1TKZ7IVara7MzyMIAoFAIH56erqaSqXiKIoS8Xi8jeM4Kp+nVCortVrtC4PB8OHu7i5vO3gN9Pf3TzY3N+s2NjbYxsZGaUVFBcowDLOzs/Pd9PT0LwDwJo8uTiaTnzU1NX1N0zTNsmwqk8nEhoeHdUqlcnJiYmKMT6dgC4xGo95isUxSFCXSarUit9t9zjDMqd1uH5mbm5sHgNR7S1IOh+MVjuObHMf11NXVgclkojAMAwzDVF6v13pwcBAtpIUUSprN5hGFQpE76QaDgTw4OPjBarWu8e0EAMBqta5xHPezVqslS0re/uEajUY5MDAwwremoAGpVPq4tPRddxiG2ZmZmfmpmHgWU1NTP/p8vp1sjKIoUBT1+E4GcBx/lB/HYjEvXO95MbyJRCLe/IRIJCp0bwBA4UOIhMNhMplMHmUT0WgULcDjRTAYRJeXl3PrWZal4O1mM7cxkFGr1dGGhgZ9NrG+vv7+obsJKY1Gk/uKZ2dnrwqJA/C0IJFIHOXHUqm0FgDEtxQX/8vPr8fykQsaiMVi9nQ6nYtpmm4aGxt7dhv10dHRL2iabsrG6XQaYrGY/U4GbDbbbCQSybk+Pj6OymSy54ODg0+KiQ8ODj7RaDTPPR5P7p9nWZa12WyzfGsKXkSRSCRaU1PTqFQqmx0OB0uSJGE0GkmpVPqxWq0Gh8PhhOuXkXh8fPxZZ2fnt/X19VqxWCyw2+2nBEGI3G73y8XFxV/5DPDOA1VVVZUWi8XW3d2tKysry+UTiQSsra0FCIL4I/sWnJ+ft5nN5g9wHM/x0uk0rK6u/rWysmLe29sL8enwvgXBYDB0cXHxlGXZaZqmcw+SQCAAuVxOtLW1fZrN+f3+k0zm+iEPh8OhaDT6tJg4wA3PsdPpDEgkktdCobBdJpMpEASBSCQSl0gkMpFIlONhGFa+v78fpygK4zgOvF7vn5ubm5/Pz8//Xqz+jQYAAFwuV4BhGGtZWZlCKBSqQqFQura2VpTPQVEU/H7/OYIgl9vb2y8XFhbGbDbb9k21Af7DTNja2vqlRqPRlZeX52bCq6uro8PDQ8Zut995Jrwv7j0VP+AB/zv+Aa8Yss3jq1wfAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur59381 1s linear infinite forwards;
}
