@keyframes rwdcur29274 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 9 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0klEQVRYheXWTWhcVRQH8N90pplxmrTNZ0OxttEumhqtLTWL2lakKLV2YQVBRUQQigubjS7FhboTBL+oILiRbtxXRMRiW6y6qVL8oB9SazCt9COZJJNmMpPn4t5phjBmpkjjwguX9959953zP/9zzv8+/u8j3XDHXq9Ke9KMimnnFgHTvLFbok+izditML+k4Y5f0YZVlmPv4gOYRfnGzkcXH0AXClgKnkDH4gK4DTm0gh7cvtgAirrQfWP/HICM96Rs16b31gHIGtWjlvh18fqcXi+53zHtRnTbgw14By/SHKjGACb8eSMNYfTH6z4FIUXjmFTCIQzhoJRTMg43Mt9YiEZl9dkjg1WYMahXxh77rRWK80escFjFkAryIK9sGd7+dwA2ySt7Xg824iiG7QRH8ACWo9s9NuvSiouYAZdwEsNI6plvnIKLiopYhnuxH+uRwWu4gOM4aoPhGNKz2IZd1ut2TE5FRiJtzEZDteYzDQEkLpuJhnORhWv4LUa/GpO4C3fiMM6jgsuCiuYwhoLlxu3Au80DKOE6WuLuXgziPqyIAPahHXdgJc7glFAbL0RQhQgmcejmGJjUa01koCQI0uporCM+twl5T4RUrY7vRiIrD8Y93ztr2Bc3ByCrbBCdmI4O8kL7LYnA8gLNSc08L7TnL/hdYCvjW1cVa80vVIR5fGCH76yNUGeEXGaj40p0lhU6YTaCLEXnG/GDkLa/qKcLCzFwCI9rjR8nAt2V6CAdAVVPy9m4XorraaSE+ilHFta53AyAHqFstuoUqJ4SCmtcKLYlQipa4xczuBLfX40sTcY5HdfC/HK+s3op2I2t2nB3XBnBCUwI1TyG0XitzoKqJFOMkVc7aBab63iqy8DTXnZc0K5vBOXbGVn4Q9CAqchMlYFKTdQjEchoDZgSrhluDkBO0arorFzDQHuMsiLofy4CScW1QnwuRMdTAv0tOItJF5oD8JnHbHFEEN4wBgX6z5hTtRah+lMCxdVIxwTaxwQl3IWvkHirHoBUvUVZrdYadxrb8QjeFHp5qUB/Jt5XAZQExqqRb8UWfISSAya83xwDMG1CP04LB021/abMtVy65uskrlf3FLBJaL1ZTPiwrp8Fxw6vGKrRtoclttc8pyXxhAuzur5N4pl4P2iykZv6KYAuHR7ytXEDPhdoPyCc8D/FL6uKKDKQw4DQOYmilANO+nghAP/8Q1I05WcHTWux0lO26POJfu3oE37XOwXBzpr73fgU/a47Ie+ikwvHvxAD80efDgOuuCSo2vwwquq4RtmoNxzxetO2/8vxN/14Jyx4gH78AAAAAElFTkSuQmCC) 9 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYheXXTYiVZRQH8N+dcXScchincRQddSzRMCkVtbAWY4Vlm8Q+iAjatArcRRTUpiiIFhHVIoIiWrQIoo0URR/YouiLEoqyLKfMzzLn687cmTv3bfGce+8749WZ0GjRA5fnfZ9z3vP/n/Occ57n8n8fzTNqXOF249qUHEM2TdqOiQbrF2hc5WbXynQo4YkpskstQb91Xtet498hsNGdtstskll4hpcP2S5zsQzP1Va73WOZ+2cLMeec0mHHQBlzQSdOhXS5bzEMNtS+qXjNESx2zHFvzpbI2UaHZpkemVUyPJWTvSDtfYajsbbaWplrZDb7ZDYATTPIh7ViHhaCbWfRa4t5vR/wKbr06tJ5vgTK1gT44hqBzQ30Lo55TW2loE2L1vMlQKcvLMKCmv69IelqYGd5jkDFPCkpt8isl037ZpYEJu03Hy2EP9WEaxTe7trTkHaT2p3wjG9wBPT+cwIDvpRhPu4C1+Fx3OhR3BF6c/Uo6Kt9V8a4OegyLtXONrfNTKDTEitdWnsv+k5J8v5yXAIeAdfihpAt9qoO3XagEJabtU+x/cu09zMINHnDsKP6HSTK7qSispQDa3GflGoFqYu04Uqccr1OPIB30aHJnFx/gGbrphOoN6KCHpk+V+MAjoNtil5UUc+BdfgLi6Ty7MJGrMYy9Y5wBL9aOQVtpFauDQis8rB+XT5Dqba6VEnaz/mhvQRbpVRcEMQ2SsdaTxA4GPo86Em8jZ8wYoUFOg3VummOwM9Rw5NTCJ6QWWJeAI1LFb80wNvCwlock7ZlIiK1PaJYifXLUFHxO4bqAPkc6HbmWKFNR3iTIpMF8HzVREvvreqNOcOhAPo+vu1Csw/0172fTqDSgMBSRXv1BvgpDEh73yxFK4v39rBQikgNSfnytdQx+lGydzpAnsA4UrjyMwwG8ChGQnMifuX4VWK9KmsOG2Mh70fZH9MJ5G9ErbhFWxjIkzgVVBeErCmAyjlSf0rVcRSncSKicDoidABHa228NvL3gf2E0YKpl6zBMDYY4ANBpJqwEyEbDjLF8Hw8F4FeKS/OQWCfXjsd8raWiM1YSIrh3eHwaFRKwuoZOBmkRiICVc+rZFJED58JP/1GdMg7tuBzKdxjOVnVy0n1pjQqRWsyZKMxj8RzSbpJpR7w68wE4KSF+rziI7sswkmphsek7tYa3s6V9rYgJWBRCvlA6A7gD+ms+ACZpxsRKDRaBDv95SsdVmEnXg6QFvWu2JIjkE/KknRt2YSXMG6PYc83gjn7/4JFDuq0w4RWZSmrTwdYRb38qqVXTbrR8H43fsOPGHSrxn1mxtFmU/S2m2Suy/W6Zpk5MTfl1rfJ3B3PW43MBHDuazlFg97CLvuwR8qHb6XQVzsiKRqtWI+PsUHRhD0zETh7DuTHGj1WetZ7duuTjt1CgFe3YEgK8ofoM+b92glyAQjAKp3W+9Nxph4nQaQJF2G5stMe96HHZm37vxx/A1FYTdRVisJyAAAAAElFTkSuQmCC) 9 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
}
div.testarea{
animation:rwdcur29274 2s linear infinite forwards;
}
