@keyframes rwdcur170449 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGTUlEQVRYhe2Wa2hcxxmGnzln9uzZ1e56rawukRRJVuRLVSrbqk2EL2mTtAm0/pG0uOmNUNObqE1IExCURhVqCQmi0BSHVL2SGJviuG3qQqFGDSHGLjgxcdQ0riQLsZKFqkqyvLrtHp09Z6Y/9qyzldXKP0r6xx8Muwwz3/t+73xn5oX/c4gPAkR3NBqAAShAib70B0dAdzRagCyZUoAn+tKe7miM3hIB3dEogQRgAR6QEX1pb509BHsk4AbApSEBa10CAXg1BQlLY0r0pd3/sMcK9kSDKQXMAdmSZeWAszrpWpFcA7yYYC1wgBQFtQBiQCXQXEJIBjmlZP2wSv4bQE0wNw1M6Y7GREDGABaCUcxbWQIK0ASMUlBkCxC7FQLFs7OBtgAsCriB1ABO8JuiULEK1hfBk0AjkOH9vmgGFm6FwAKFqosyNgQJo8B+4AwwDkyUAC8FIIqCMs1ABCgDaoGxgHRy3R4Qfemsr7SrtY6C3hwApAJSe4CDFBouGWxRQaVKa+1orROgd4ImIFP8khJAbD0CBmDNOL6R83F9zRWNrsMQHwdagTRQB3yU9+VeEn3ppYllbzTns5DX2EqzpDV7NHqf0vrvAckYEPlvRyAvXbrU1tzc/HNjcd5aebn3N+H06R1AAqU8EEtBkiTQDrxGQfpJwJh+4nT1xqZNR/3sUso//6fJ8GvPSAH1QnC4oIaoB5bWVOD4/RXWhQsXdlVXV/cfOnSotffp72yL7P7E17QmITZabdRGJCkriSlaCRnF/kgCsZF51wJkQ0PDt4+ffGXf5/ekti2m6u5f+chjCSGNehEP7SImd1EmK0mGmm4i0H+gyv7Uw998/O6ycP9T+2OJsTd+jV1zF+L6tCUr7XtJhYPWEpAIgacoVK0fUFq3bwzLGsByV1bkhxam+Mm9vbz3I0E+WdWKJyBlQ00EKmywTFYfgXFH1x92mNlrP3j1iGm3V/2Duw68wJOHO/EGLig0MO/BYh6UgrAEracpNFaLX97mRA52fmHxe6lUaOBc3f7MACLxDnkV4czL93FwG+B4EA5BXIDDTQTk5paWkx9riNjfv+ccI24toxOT/LnzK2ww8qlNsoya8HWIGBC3CiMkKplzK9F6RMZTXx784yvRqSsDbAktYqBZVlWkr+/G8UP4bhWmnC88gUqDq/+NgHHs2LFkLperf3suRs/FvVzLmoz+5RRb2qbYfsc4+cg1auoPgw/4GjIrheMwBSqv/+pvf6Aye+pF5qd6OZG5k6xn0ZZK42mTvdWvY5bNgG1DTsGUg5/zzpU+RgZgXb16tUdl5jp7Djbwq8ENnHymm4e/cRhj+F3E5ChMpZXjusOhoVOTUlAHjAoY9DQDSwee22nX3/1FmSxPaTsK7gozF88zdixGVC6yo6ILKm1wFVxfcXMeP1xNQALRK0ND3YZpPvHJ7U08tXOYps/+nr2baie909+9GDKQhhCe6+vzwLAthWcKpjxF1PG17foqNbroz0Yffe7TZRVVj/+tN07zhiFCu0eojciJ2MjxOrTAd7yzjqdPlH4FKhje5q1bn3Ud54Wzb7zJTy838/WnOzEiZVZEikqtmTMFjtKMOr4azHn6ogBCBoQMHA3jMSmyd25t2dZ/+lWuOQncff8k0XrPm+mzv3j27YncIzOZ/Fcdj18KISZX+4GiCjYQHXrnUpeMJ74Vj8eZuTL0kvf8o2c2hg0VNo2FrKcGN52YmACU7mhMeErby55WvqJyKa/s7ENd7bHWXUez8xniqHPp5x87Or7ojf/43Znxl+6rKa8pkzHLENm1DEkpCbu7u7u5oqKi/MiRI5fbq3B+92BdS9wylG0KT8Nl62djs7qjMUpwFec8nXB8HVt0lTXb/Eh9Lp5KLL/+4shyXmXfu+7Odr01nxn7Ul2yKmrGwqZQa13FisJj4QCqp6dnMCDFk60VMm4ZyjKFkoZQFG6/WQqWywCsiBQLQiCVNrz88G+HTQ/Dtg2WPZXpemt+Llg7GzZFtFjtWlFKIlscn+ufmZOGyJjiRr9MAwT+8MZ6pZmQgumINBbiISOT85n8zJmZ6QDcazgxkaXwfDu3YkpXk1SBC8qWGtPAelvF9dm8JutrpnOe+vDJyaJ3XG1M//e2PDCxN8iKvvRNoLfjdtyO0vgXq2qVOHmxhfYAAAAASUVORK5CYII=) 16 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur170449 1.1666666666667s linear infinite forwards;
}
