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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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25%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJ0lEQVRYhcVXa2wU1xX+7qwfi9fFMV7vruthbfCyS2hNnTXGUQSN0x9NRB8BU5IQhFS16kMloVUVpQghEStq69A20EZR/yDUplECbm1sK6FKWhSHAJWrhAWMi41Zs6y9fsTs2qz3PTP39MfMjmftJcXKjx7p6D7m3vude75z7r0D3L+4GWMHmpqaxlwuF1ksFhIEgSwWC7lcLmpqahpjjB0A4F7GmmD3MWZ7c3Pz6WAwiNbWVrS0tKC+vh6lpaXw+/2oq6tDLBbDwMAA+vr60NXVBafTif7+/h0AupdjzGJxNzY2zjc0NFBnZyfJskxG8fv9BID8fn9OvyzL1NnZSQ0NDeT1eucBuD4LpCBfJ2PsqYqKilN79+6FKIqw2WwwmUw5Y2pqahCLxWA2m3P6TSYTbDYbDh06hFAoVBoMBkfC4fDTRNRxX9s2m83PiaJIPp+PiIja29vp1KlTtBw5efIkHTlyhIiIfD4fiaJIZrP5uf8Jzhh7ShRFGh0d1RdTFGVZ4PnmjY6OkiiKxBj7zmfhu61Wq77zzyM8j/p8PrJarYR7xYTX650/duzYsoEU4iRzVSXOSeIKSVyhjKbZtkRErx49Sl6v964RV9DK7ZzzUlEU0dbWhng8fk83EQCFSFOu12XiUIhDJoKsf1frGUXBK+3tqBKrISvKSgDbs+uZAKC5ufn6wYMHYbfbcf78eRw+fBhmsxkVFRUoKysDAHAQOAEKCBwAJ600fFto5yoxhtBECHaHA15vI8aCwWdCoVCbzn1VVZWe55lMho4fP07aZun5/fvpowsXaD6ZoJSiUFKRKaHIFJMlmpclmpczFJUzdFfK0JyUoTkpTbN5dE5K05yUoUgqSXaHg5A9MRljB/bt27eE3wsXL5LH49EN2fxwM534yxs0MhY0AKqLR6Q0hTMpuqPpTB7NfgtLKfrej39EjLEXAcDU1NT09p49e1Zu2LBB55kT4YtiNb715JOY/nQa1wauITQeQs/p03jt6FGk0mmUln0BqyqtgCCoFAAgUukgkNZHhra2EwDJRALBQMAzNTF5DC6Xi4aGhvSdy5xThiuU0lz9afQutf36V2SYr+uWx1rord5umkgnKJRO0HgqTuOpOI0t0mx/KBWniXSCzl3xUW3dWgIAZrFYaHh4GKl0GqudTsAkqAFGpAeXTBzvn/k7dm/fkTczzvo+getBD4gWMsUo2RuPuILx4BiKi4rQsvEhJOJxJiSTSdz0++Gqq0M8mQTPphC0NAIHB/C1bU/go6s+bHmsZYkBR15qQyyRgEw8r0paGU8msfXBL8Pv9yOZSAAABPOKFVhbV4frIyMoNBcbctyYz2q+r3G78ce33sQPfro/x4D3enrR0/FXyCBI2jyJFurZtlBchLP/uQpxTS1WlJQAAAqqHA7MRaNwedwL4FApyJZqXQ1OywNleOHll7D18a8jEgkjEU8gHpvH9OQUpqamUGGzLaEhSwETBDhqnLg1PAKr3Y7g6CgKyletGh8YuCquda/TQRWNf4UWGQL1FKQCEzY9ulWNbiIQtANH80A+YQxgRGBgGBocxMryB4IAIHzy8cevf9j3YQ7v3ECDHgvacSsb6hKRwe3c0J+r2bHZcf3nzmHwku/1rHfcdodjeDAwCgiCDpiPDmURHQv5T7oHiPJnAWMAAwNXFHx7/UaEp6c9AG4UALghOlfjnZ5eVNgrEQpN4hs7d+TsPl9c5BhByDlsoNFi5P+Drl5UVtkxN3MHjtUiwtPTNwDtMpoMTVy5OXLjmfqGBty+FUDDw5vBGZbQkFMHQSFANhqErIHQ2mopc47+f5yFqagIb/zmVQxfvrIDwBCwcB13C4IQmwhN4Icv/AzE2JLzQNH4lsmYatyQchwZQ92oCgNa9/8EU+MhCIIpCsNr2fgsd5VXVIy8+W4vPBvrdTAj+L08Yryes3GQTcUswK2BARxufRbRSGQdgJtZUMFgwM25SOTp7+/chUDglh5wkqIYMoFrhmlRjQVPGL2QIY6kIiNDHBniGA8E8PLu72J+dnaXEVyPAYMMpiUpfKajc9vmR7+KcrsNf/79a5gMTaBmvQcKoL96VK9ATT3NEBnqg+VC9zu49M8P4Nq8Cf6r1/DLnc8iGpl9nivKnxbhLTEAXJb/nYjHr7/f3bOroKgQdqcT5bZKWFdX5zy5MoqCZDIBhQlQGFONgmrE/NwchMJCXOk7hxM//wWid8K7KA/4Ygp0IaKOuXDE8+7bHdETr/wW4ZkZZGQZMkGPh6mxMexe7cbUeFClAKr7U7KEyMwd9P7uD7jY0RWNRWbXgehv+XCA+/w33LCp8fTU2Bge+eY2fGnLI6he70ahpQShQADWWidi8zEErw9j6Py/cPnMeygXq3H70uXP/W+4WNyMsRddD33ltmNNLRVbSogxRsWWEqqsrSFnw8bbUJ9Zy/o7/r/LfwFsV+8mE9TWBAAAAABJRU5ErkJggg==) 14 15, auto;}
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}
div.testarea{
animation:rwdcur178625 2s linear infinite forwards;
}
