@keyframes rwdcur19837 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 13 5, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 13 5, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 13 5, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 13 5, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 13 5, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqklEQVRYheXXvYtcVRgG8N89e3ecjJsQYtbKxsoujaDgPxFsXFIlIitJEQQtRERJI6KiIouIiIgQDUFSC3Y2omBhECzS2+Rjlc1mdubcO+dY3Du7ye7dzcym9IW3uu/Hc573457D/12K+V3yo4c4nHfmbWwIFpRgonZM8t7hgczo1Sa/pyfrCy2ApFYYeVw8LIhyZsuREgPBkmOugg0rsmAkoZ47O8JMVmcE4/b0R127fFp5+bTSUdcwMNazOmOsXTIDA5mTqJWCPkJV3fe50peU+q3tnGWYvQRBkPUg1tt+taw0UdpmM6d5QMxG21hQCSZt1kmjtKAm+rb0ndOUS7Z3XLvlIQzkJskCKqXc2Ff1dvgg61uwZEGSlB5TO6+2KNrIybccxMjDGXgJEz1ZKTf21aTR1r+ZjOyE0gnBccExtSVH9F2cMjIXA+3cb+m1sz+wYIAeyliRm9OzbE2hdtNrnvQpWHdWNlTYUOGiaK27N7oBnNUsHfpKS5IlDGQDWagmOyW49JykEC795vNLz0uh4N1fG+KtW1Gip0bqStVdgqdQKmUDT/jBsu8s+0owgDghNmsnjGtiLSDEShhFAb13nsUJV2V9Ua9pzr3S0R2Zi4JgyXE/vnVKmQmJ8sM/mkSvn5L2Ba9hoSikj66r3bEiua20ac2eMnQEKTgmyZJ/nHn/uhArxtWOfVULVd1MQ4eGWBOnyyorhf2bvfvDJqIaI+vOfvJXQ/n5Z5o6xsmOjuu9OtoB3EglWJwHwGdYFEUjyaZ1q1/cYBylc09L48hUY9WtDwBoDtWZa58xLFjLyQUjtc1209fjStnuuJQP2CHF7pMtSsI8UzCVf9syZEM3vfL939KokqYUH6RbOwx0Jp7KAau44EpOXhVNDNtFlO7FbdD7TcKDCQu1iVqcG0ArdyVHjWhY+IlvXhgwTd61ZAvSL0PJLS8rjFC7sXcEZwCwi4WyYeFuFKa90OExTZMQFUaS2s/dGWa7D0xZyIZuWf1z2dfTH5MHy5BaFMkdqxiqRHf374MZALQsXNjuhSGSL/1uQVDcByBLJpLzTkmGrX10pZv+GQFsWyZJFGxq7sNRFhT3xchqEwlJsCmJyoOnYL53wRtKo/bvuOyq5ve8W6JbVgSb+jZ9rD4ozewMNKGTiZFCctuLst70nggKUSFiZCKKB5++cZlLMm9qbshbSkmvXXtBkmQE0RG1Uu2Dh6c4/NvwjOBkx+fbNE03W/hHe1nut4bmkP8AUdG+k4hYsKYAAAAASUVORK5CYII=) 13 5, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 13 5, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 13 5, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 13 5, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 13 5, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 13 5, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 13 5, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 13 5, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 13 5, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 13 5, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 13 5, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 13 5, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 13 5, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 13 5, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 13 5, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 13 5, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 13 5, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 13 5, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 13 5, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 13 5, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 13 5, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 13 5, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 13 5, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYheXXPYicRRjA8d87997ecgkxHCj5KAIKYhcQwRSCXcBCCAQCIWgwEAQVrMRCxSIIBmwEP4qgEDRpJASrQKwsxHQGwUI7wSQmgsRw2ezOzs5YvO/eXbzd3N6l9IGBZeeZZ/7PxzzvDP93qTa/pDy8ia2tLryNvwULajCQLMlObx1kxlXt5nd1ZLW5FmAkCZJt4lYhwsyaPTU6ajssuWTJJbUd6LRzW5LZAA4K+mpF104Xzx8Szh8S7HQRXX21o5twZo3MQF7Yh9xGgJDSmumhrqxvu9gU6ObSMHvo5oQWQkwr3mZFLasNx/+VvBmI2cL2D4aCUaOfRs1AUNSSjoGOI5p0KdYf18myQQRKs0m33XyuARimFfNB0VWLalkS7JWdkMxJfivZ9zwoIhun4IVWr6jH+i1A0IyuIBupLegiqURZ9IToScmZ6WmZAtCe+57aso6iq9IdQ8ShXMYB2u2MSnLdq/b4HNxyTNBT6Yl6Tk6HmAzwvKbpFB3zuopFLCq6ijAcrabg1LOSiveu+OLUAamqePdH51qQw+ZlHT3kSVtNLsIDmG/Du8u3dvvGbmcFixBHqydhkITx7zgUBlFA/f4zeMwFdA3VTXGulwmJKZwUzOt61Hfv7BcKIRM+/KmJ2Fv7J2KvGq3kqpJPX5XddFhyW9Bzxro0TKCqWGrD9ZfDH1wV4pDBcHXNMBE3GmP9oh6fnkkyeeJP9CVEtxz76JfG6GtPNWCDUZuGEYO0fvTvB7bapGYFOIs5yUA0suyW45/+KgwiJx6XBpHxiMPJ4z4AmmY2QaYcw4ozJXtFX1ar9JEGw6YeNupz1X89m5c9Mln3wa34mmykL+u55qWv/2jC2x/Kg9bLaePeag1kZfIR5IGdsOJyyY6Igr55feS7cQbw+80kSXZv6i4PktJ8XHbp6Nih2Gmvc89tW4EIE1KRkX+4ixuOqtyW3PGlOHsnXMu3NgodEflOXKmD7P5o5GrVq4yIaFkyRWa7D9xGV5T13HD8592+UlY2Xp+OSnbTcUXfQHR7uukZANoovCwZieq2r3/miiCo1gAUWZa97mlZz0hEcnl9B9wEQCsLsiSqWoAkmlOvAxhJyK1etDD9BLTuzSqFNwQDi4rt9rgwxYHkusMqyxb0fDLde1MMTJcBRqLKshteVHQUtcr4PtpcRkp7IRlsbHKTL4nCmxgJemqVDpoyzCsq0aJkTvbxxlts/W14ULBvwvTvNEU3m/mHe1lO/CJszuS/w/e2PsRQSbEAAAAASUVORK5CYII=) 13 5, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 13 5, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 13 5, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 13 5, auto;}
}
div.testarea{
animation:rwdcur19837 1.6s linear infinite forwards;
}
