@keyframes rwdcur246587 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe2Wz0sUYRzGP++G5q7K/mARQtHEHUElWA3soCB1FPQSCMterEORCCkFlYfOhZR4MepSl23FP8CDh11UpFYo14MmKhmuHtLFXMxZK9q3w+jkavtjLApiHxiG95n3fb/PzPvO87yQQw7/GOIEY0xANeAGLIAKhIFFIPHnpB2HDegDNguwyApcsppzsgKXLMAsgc395zYjk2b7BTqA5y7qLBe4SBmViENDJZI1VggRYJl5FbgCjGQz8alsihcXF/vHxsby81+cwYo9qbj2FgIrdmppoJyqvAVmLyf4vgDMZZrclE3x0dFRU0tLSxZaoRwXHVwz5ZHvR/tyaZFuCRxCiEgwGLQcLn5bPGSeGeZ5g8ouFgqp5Ty11JNHvt5vlWVeMqQCpcB2VuqPoK+9vV0eRiQSkYqiSCAEXAUu7d9Ddpyyi/vyLo/1y0WtRNuYhmECNicnJ/XiqqoeFB9IMWbAjlPe4oEuwEu3BD6SZqlTPah2OBzOpqYmnfD7/SwtLU0DvSnG9H4iOv2OGZ0oo5ICzCVovmFIgNvtdiPEzy3i8/kAnqaaaB9P5nirNwSCEkpBMy1DAixWqzWJiEajAB8yCFiNs5tEnKYAoMioADUWiyURTqcT4GwGAeVmCpOIL+wBfDYqIBwOh5FS6oTX6wW4nkHAjToa9IZEssE6aFlhSMDi1tZWdGpqSic8Hg+KojSS/i9orKFeJ9ZYYY/4BlpQGRKQAAb6+/t1wmw2EwgEUBSlB80HOtF8oBPNB3o8dCWZUYgAwCBpUjKdE9qEEOtHnTAejzM8PIzP5yMajbI9q1JHAzUndMJMaahnQXNz8y873BPHVyTCe0Z4lvjGVw8ZUjFTGI3s7Ox4WltbE+Pj4xm6alhlOeviRtAhhNhta2uTExMTMpFIJGXEHR5JL92ySvP+XbJIwQMYOZLZgC7gpt1uL3G73VitVmKxGK+Crw92+yAwhIH0+90zYRGayfyVM2EOOfyf+AGhfx48GktXHAAAAABJRU5ErkJggg==) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyElEQVRYhe2WMUwTURjHf49EpcBZaBoXDGrCGQiGFAcmEpKOhHasaViQxUgccBLZnByIEBeMJhcnlLCaMJaSC4ldpIsOBMVQGMAGbLBX1HCfw8FJVdoeYlz6Wy73v/fe93/v3fu+B1Wq/GfUCfrUAFeBEFAHWEAaWAbsf2mgERgG7gYCgWAoFMLv95PL5VhaWmJnZycLTAJTwGevRsoRU0rlo9GomKYptm3LUWzbFtM0JRKJiFIqD8RONbimafvJZFIqIZlMiqZp+6dlIqZp2r5pmhUFP8Q0zVMxEVBK5X+duWVZYhiGhMNh6ezslHA4LIZhiGVZv63EwXY0ntTAWDQaLRo0k8mIrusCpIAhIHzwTOm6LplMpqh9JBIRYOwkwWuAT0eX3rKsw+CTx/SZ1HXdXYlRJmSAOwJsHoznibZAIFD0txuGcTjzUqT6uCGjTMgoE3KPR1KLT4C2UjP9E6FQKIRSP9PE9PQ0wNMyBp685Y37olBcoBmcpOXJQJ3f7y8SstkswMcyBtYK5IuEc9QCNHg1YOVyuSIhGAwCXC5joMVHfZHwlT2AL14NpNPpNCLiCgMDAwC3yhi43cF190UQttgAp1Z4MrC8vb2dXVxcdIV4PI6u692UOAVNBLvb6XKFdVbZo7CFU6g8GbCByfHxcVfw+XwkEgl0XR/BOQ2DOHlgEEg1ERyJM8wZzrp9UiQAHlOiSpaqho1KqY35+fm63t5eVywUCszMzPBg6CEF8viop4PrtNNVFHyNFV4wZQHNlKiO5cpxTNO0l3NzczU9PT2ueF8dtwsOGT4wyzP7O9/iwGyptuUy1Ozu7m68r6/PXlhYKNPUYY2VioND5ReSmFLqeX9/f935V5e4yBXUka6CsM4qr0nwnncWcLOS4F5pxCksm7X4pIVW0bkmLbQeptvNg++eqt/f3gkbcJLMie+EVapU+QH297Bb3vjZFAAAAABJRU5ErkJggg==) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe2WPUwTYRiAn4OgtHDpD01M/CFqOEKIkqoJuhnqJLFdTGqRSQeNRAYmkcVNJ2HTYFKciAk7K2m5LgxKFzRpSCAUTdAmtcEeCHKvQ8tJFfonxqXPcr033/e9z3d3fd8PatT4zyhVzKkD2gEvYAcMIA4kAPNfCjiBAWDI7XZ7vF4vDoeDTCbD/Pw86XQ6BYwBL4CvlYqUIqgoSjYQCIiu62KapuzFNE3RdV38fr8oipIFgoeaXFXVnUgkIuUQiUREVdWdw5IIqqq6o+t6Wcl30XX9UCTciqJkf9+5YRgSDofF5/NJV1eX+Hw+CYfDYhjGH08i/zqc1QqMBAKBgkWTyaRomibAHHAX8OWvc5qmSTKZLBjv9/sFGKkmeR3wpZ+HMsyotfN88rED5oxpmlbwJGZnZwVYy69XER2N2OURz2WYURlmVK5za3fnxZibmJiwBEzTFJfLJUBHsZ3uh/cYx1H2lIn3vAUYLyHwcnJy0rpRFAWv1wu5olWRgP0otoKAQRZguYTASiqVKgg4HA6A5koFjO9sFBrRBHC6hECrx+MpCGQyGYBvlQrE1/iEIFagk0sA90sIPOjv77duRIR4PA65XlGRQGITI7XK0h6BC7jwdFP8X9AdCoWsQCwWI51OfybXqPal/oC4AA0bZK91cjE/sJ52zrPIwpVNjF7gB+AGrgLjmqbdnJmZoaWlxVpkcHCQRCLxFJg9SKBYN3QCH28zYG+lzQpus8UH5lngHRtksdHEk4nHhEIhbLZfH240GqWnp8cQkRMU6Y6l2nGwgSNvgtyrO8XZogOfyZD1OxaL0dvba66vr/cBU8XmlapQU9ts9U3xylxhscTQHNFotOzkUP6BJAi8bqPTfhkfJzlTUKQEYZUlMjeWmZ6eNkTkTjnJK8VJrrGsNWKTVtpE45y00iaN2HZr/ggVdr+/PRM2kysyVZ8Ja9So8ROV+booYRROaAAAAABJRU5ErkJggg==) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur246587 2.1333333333333s linear infinite forwards;
}
