@keyframes rwdcur6957 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 4 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAAqCAYAAADFw8lbAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKQklEQVRYhe2Ye3BU5RmHn3PO7mY3yeayWcIm5E4ISQiBhHAJYgFBQBSHi2Cl1HrBKTqDtYpSa1tCizptrFg7XrkJCLYijkWEIndNFKKkhEsIITcSsgmbbMhtk93N7vn6x64WuYTIYPUPfzM7O3vm7Pme9/e+5/u+94NvSPAD1g8a7mtpLr8krkAuSd89Su/SQG8M3z/gV5K/b4C+6gqph2s7KWRAhy9QJ0jqDea6TFcB7U1CBkKAaCAY6ATRCTQDXb2X0vXrCqC9uSlkIBCIAbJlmTjwyqqqVAGHgFrA/X8CvSokgB6fkznz5jtub3dVZ6bl1KVYwkcWLV1kdvsghQ1fOdxQ0D6+TELGl+ZIIAkYEZNSOGVwzrmUyvPtbCv8POm2ufaJQJz/Pvl/wQnZ///vGvRryARgOHhzNFp3emXt2RB7sxO9okWRbOalee5FI0aR5L9Xc1EGTEAMiBQQFhDX8V70LfUhQDIwxmAoyI2NqRseFX86RfXGoqoekgdamD1lEL9/YZ/zSNHPRgOtQBfQ4gdNDgjwZrpcSiRQA5zwl0czSH2uZ+Xat+QlAbnApJiYR2a+svYuS1l1q9zjFRiDjcieZgbGBPD0wrGa8VNrs86eL5dqK2LrAS8QnD78wvBV62vWOHTFGQ7aBnTYwkIRWuEDzeuG5X1aw68BKkxAdlDQqUmZQ9fdOjTLaCwsLMHWKqHVaDEoJpY9MYHTZ6xs3PI5M6ZmywnRMdqqSk231Sppgf5pow7Mq7PXpSoGNUgEHE+UtJ8Obm+4udUHih3yVMgD8gQsvyrJtVKfBGQ9+YQ0RhNgMgcEJbN6w05kbQcmUyaO7vO8/MZ2Zt85lvmzJqJoZBIHkDpsuPN3QwbrN7jdtBpNtsmSqiAkGdHWRMbQkEiNs3RU9cn0s4ATaMdXJk4QYfimv0aQ2r+Fo3mZwE3h4fkT4hJM8rZdpcg9CnKAgSWPzuSpxdOIjQqn4HAFVbXNZKQOQKCiDfAwerx1cGh4W79u9XiUUXYiB/VDUruwNjSSv2xukCIrgcdKGIBvptAD4Ws21v0hM8s+8eiR4IEu1x/jIa8Bljuu4agIA8IGDnSEPPDLqRqD3si7W0/SbT+JKWkSo4dY0GsE+z4v5r4FMwjSa/h4z5eMHZMK2kCqq07p9frqlHnjB9G/fxxfnGjgqRWP4/H2INCap0/1Tn9rtTL95GlqF9x7rLj0WGZz0bEvZycOMsvBof32tbdrPYCnD47mpQO506YcnNDUXNqvvcOAXlHp6GqlvyWV1guNjBg9BIejg7SkGGQkvECUxcjDi19i357jNNTWUlHXwq2TchgzLJGQEB3C60bgRZYkJMmLXu8K7RddkfriX8OzP/rktBQYGozeXBJ/qmhIBUjvfUXT2zxqBhJvmdycXHyimaBALStX/opB6aN44N4xPPb4PGSvYGJuNkePV/Dqm9sZlGCh2d6GolMRuIhOTMYljKQPSsBiDkdFAY0BgYQkKciKjrCQQG4aOZQNW/YzfpSFgVFG2htia4EzF8NcxVERAmToA+qzGmr/NtRJGBqpiqT0cYwcEUuUxYjZZCBvxWayclJJiO1PVnYyXd0eztsu0NTYQOrgOJKSMwgN0TMkOYzWC22YTSHIkoQiaZBl/xIreVmwYAnPPf8IRYf2Utms58C2jKKO1sC/w/LmazmaAKTExG1NcSpazKZQ0jNuZ2X+egbFhdNw3g5eDQvvm0aw0YAsgyJBT4/EihX/YNas23j44bsoPVXOrePS8fR46e7uQQiBBMgSoAICyk7Xo2oCKf9PMf0HxHLB3qJaqyNaQCq7GOhqoBYgcf7PI1KCwwZgs7Ww7u2PuGNaGkiCwQP7I8kQG98PIaC8qpE3N+ynq7uDepubN15fzcZNO0mKMzIk1UJ8YjQmi4VxE+6hydbM6co6Op0CjxfWv1PInFl3cKqmgyabSpQu7RxQcinQFUBFMBCs0zUH79rxid7V3omEQKtIvLryNbq7nTz5m3zq6+tACBydEBvTjwm5CWzYdJARWRY0ejMnSuuYOycXVfIgqQrRZj37dq3GGBLOxnf2ojNInKmo4OCBw9RW1fDuh8epb2jhnU3h5cCOPoD60h7Z/98pPT0yAgVjsMTtt6Xw1LKHKC2r4S/P/pr7FuYjIVAUgUarUG+1s2PnfnbtOcXO/WcZn5uK2+FmZf7rnCwtA0lCq9fjkTw8tHAW1RVWPth2mDEjk1jyxE/p6lYZOzaLmsrYFuBYX0BNQFRkVEEKihtVQEZGGGBHxYXV2oDb7WHJ43Mp/KyEEEMP52rPsXbDTowGB//c/CiyJwBnZwftbW5a7F3ExFr8gynodToGRIay6q196LQ6pk3L5aU3PmBCbgJhujQrcPJKe9lLJnyhA9o1mu4Gg1bndHS0BGJQWPiLpdbFi+6NjrVEUllZR0J8EgnxUaiqjN3ewebN+2m1d9LWoePlldu4a0YqJSUlmPvpiYoyXdQzSMhC4PUKDh46w9jMALbvLGTlC8+QEB/EwgeVMmD7Fcy7zFEZaPZ4DGWFhS+vPdd4/8cup64qa7i8oeDQ2y+uWzv63TDT6KonlzwHhFNUVMaM6Q/y4Y7dLF40B31QJO9tueOY0WB2ZmSkYYowMXPORNxuN06nE1UIXG4PxcXlmIJUAoMjABPDhoagMxjYulW2AkevBHrpEuoEbMAJoKujbdhujezSAFZALShIiSkoSCmBSYPz85uyFc2RjB5FoPVqabK30OFwqi32pH2V1a6W0JDDE1TVy4gRI3E6XSiyQNHCF8WlDElNZPO6pazZ+Am3TDOzez+2HR9JZcAXV+toLwGVAOEGzgGtLlc0jY0z3f4AVD+wFaiqqQnSxcd6krUE6FVV5ZXX3qfLkVQMHH97k9Q04Se1OcFGY7DVWkeQMQ6JVjweA/nPr8N2wcbHu9dy6HA1y56ZzG+fFp/t2M7+q6X9So76YXH6PkL2l4PHH0QLvt171969geb0tNJxoWZtjNojITwRtY7WrC3AsdbW1JoPtq1+tqbmxbl3312WHWGOQCBTdayClmYHqA6W/WkDw4bGq8OHDt4DfAoUAVXfAvQb0KrfyYt+CyfQCBwqPbVlpSR5oqKjt5nr62eX4GuZq/zP7aw+O95zpqKRyOjS7O4Tbg4VVPLY4vlYmxwcLPyS1MkzKoBifNNRbW+d63X2tEIGwvCtYDp8m90u32B0+oPTAwmy7J0yKufOPwcYwjUajcyaVSu4f9EqTp9IqWpryzngcKR96Idt7K2HugHNt5D9UCq+wwfVXyb4g8mMjHz/ntjY9YvCw40ocg+dbRGewsOvbgN2Awd8AUpdvY1yXa3rNyWp+Ny89Dr+o55am232bq83Qh8Y9K/ZI0fFhCBuLi08zBF8s4uNPpyu3ADQXuXBV89H7fbx+pTU8px1a+aUu1zGI/hengp8PZOnt4fAd3WidZkE+I6CRuHbkJ8Dyn3ffe/t/88S+PoxEXwjjnp+1I/6Ud9S/wX57fuz2dChowAAAABJRU5ErkJggg==) 4 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
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}
div.testarea{
animation:rwdcur6957 2s linear infinite forwards;
}
