@keyframes rwdcur73884 {
0%,0.525%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtUlEQVRYhe2XPU/DMBBAn/uh0hEGRoZWZaQrIwMLErS/r78CpUJi4Z9UZWCshBgYoFWTY3DSJo3t2C4bnBRFTXt+z+dz5cBfD2V5LgH54hgnXmAl9jHPlZThTWM5oxWaUIZLTzPzu2/V4gVM8CJiJbwFXPBjJLwEfOCxEo0CRnh2Cdsb2N7rz+kVcBIl0QmGb28hG1R/mF5DNobOE6iPnYRaS+MWtVbAOvNsoCHdR5TMGCYPKJmB9LVcKXwq4VqC+pqnY33vPKM2K4bJBFAMk0kucaqvAAmbgLnhWm/QekVtPnP4PobJnZYo9YKPhGt9pJS8T1hLDa7jG8hYTl+MOTaecxeMlJSTHfA1kAFdvRwHOSNlb4PGbVhImOGCnnkKtIEuwE6iCe4lUEiYo5h5G+gF5AUKFIMtp/PSk8wKX07nXvAggbpEmt+r/2Uh8GCBqoRCz37f2KFwaD5EiG3AhahKU7rgC324MbKaKqAWlpPRxa4SWTTc+cVB1CrxlV/voqLh4N8DtUr0gTNHgg88RMAocSw8VMBLIgQeI+CUCIXHChglYuBRCQdx9IvJb0TUC8l/FPEDHCHSDH63opUAAAAASUVORK5CYII=) 5 2, auto;}
0.625%,1.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
1.25%,1.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
1.875%,2.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
2.5%,3.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
3.125%,3.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
3.75%,4.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
4.375%,4.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
5%,5.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
5.625%,6.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
6.25%,6.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
6.875%,7.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
7.5%,8.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
8.125%,8.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
8.75%,9.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
9.375%,9.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
10%,10.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
10.625%,11.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
11.25%,11.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
11.875%,12.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
12.5%,13.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
13.125%,13.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
13.75%,14.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
14.375%,14.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
15%,15.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
15.625%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9UlEQVRYheWXsW4TQRCGvzGORBChwEgpcCSka5IXgIYyFFQnUSGliEQixQXvwEtQmDoFEp2VlhLxDBS4AIXCQobCkRIpl5sUt47O8e1mdi9dfulk2d6Z/5vZnTsb7rrE87lGxGsgTzrAmvpzzkTr5jflCqoTG1A31+PK071au5YO0GQ+VyqEGSBk3gbCBOA1f1q2hrgRIFj5n+bwGIgggKXtPlkhvAAWc+kr2XCE9Jt9LBChDpjMgVYQob6azOsaD3JCMU1+QQBwFTzYhcEvOH6IfD8iO/wAp1tQrpogat2JA1ApEO2iclAt1k9ko+3q23IVpm+geByEkL4yzxMN8FkueE+HqXsuZMMR3JvBo29w/2dl/nenMXg8yKskUjj4ZoDgGH5063+7JABcrMH/13C+Dt1/1eWroB7nURBgG8hRNlyyeVUAnD1zGU6X4saD3GQOhjOwFKDdaiuefIGVCUz2Fw6jzzxpCxqp5p1YmcDshck8pOCNyFFfaQq8pENPlHH+FU6em8x91VulKoWqFPpKSu2J6jspVaVQQLPhSOtrrl8k/lBZgvghhfZE9a0zrxu0MbeeAdl027FnLMja9phDKFMVNgwAMXuecjAWxrO6VS++j8kbO4ZKw3SkmqcAXHldh0gdteTZdGr9x+Q2dCtzfnd1CaSPJCp50SBtAAAAAElFTkSuQmCC) 5 2, auto;}
16.25%,16.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
16.875%,17.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
17.5%,18.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
18.125%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYhe2XsW4TQRCGvzGOia+zrCAorBSksFLToHRACXIV5RF4iUikyGtQUaVMkxRJmyaiJTKFERIFwihCNA5yYobCvvN5fTe3u6FL/sayfTPfdzvrOx/c9UjJ5xpQr0afeAHRJ6VFKt/z8KpeZmqhBXn4SKfM2avvqi2kXvbFe36zzgSAIx7ygSZD+bEETzNSIRENHkfRwQpw4wDqooXwRBT3fYhE6Qie02aFx2ywlsJx4UUJHYcrkBV+ZAWArzKE2RmpvEUuWpVNQyTMTZjfcOO9ZwDIz1Wfvt4SroCQne3ibn9w3JlKbf7KDk5Eebp/mM49SsJagQze2HlF7fwRvHuNrv1ZgAO3krB2lF4NmzRevKH2qcVk+wvjg9MleD6D3R5lm7Ts12EKwHTjTf6+ZMyOCbckcqsTJtAW5VIla1gFL5JIRFHpI9ot5FVeik/kG4moNxzmeyKFWzEFthjR4bqySVl86swRuA1Eu94jKKot4pkr0KPDZxpzI+kz2O0Fw62YAmckXDo3TEsiFA7Vd62lMWSFzjgseNny+wh4ScTCfQUqJWLh4P+XTGbNvOMDDxEIkvCFhwp4SYTAYwRMiVB4rEChRAw8qsDJrR9M/keiHkjuk+YfWNfd78r1+CoAAAAASUVORK5CYII=) 5 2, auto;}
18.75%,19.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
19.375%,19.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
20%,20.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
20.625%,21.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
21.25%,21.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
21.875%,22.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
22.5%,23.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
23.125%,23.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
23.75%,24.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
24.375%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,25.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25.625%,26.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
26.25%,26.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
26.875%,27.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
27.5%,28.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
28.125%,28.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
28.75%,29.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
29.375%,29.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
30%,30.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
30.625%,31.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
31.25%,31.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
31.875%,32.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
32.5%,33.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
33.125%,33.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
33.75%,34.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
34.375%,34.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
35%,35.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
35.625%,36.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
36.25%,36.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
36.875%,37.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
37.5%,38.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
38.125%,38.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
38.75%,39.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
39.375%,39.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
40%,40.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
40.625%,41.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
41.25%,41.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvElEQVRYhe2XvUsDQRDF3xgQG7GQ9IKdSWfsrZWQ6qwsFAWxtxCrVKnsrQSxEPEqCVr7ByRd/GgC6UUsbMRAxiLcZe+yOzu3YqUPjuOWnXm/mdk7OOCvixzrXCCehTzhAHTuZuA9Ms1tuVzrU5qR+WRz4mjsML6zcWVCLGthADbzRDsX2+YjGZcJEg4gmQPA0ekcmA5soT8fgc8cAO43hoijL3McKgjvIfSZM8VwrRv5E6ApP7EDmspdyh1Mq7kIoDFninGyfJtUm1H5ldCr7ntBpQ6ozAFYIdr1eVQeS7jZ2hUBpBOqMjfV6jdAHGHlqYRedQF3m0PU2x9pjM1PPgOW1rrMgUknongWAHB2+OnMowPoUCZYMjchms1LPKwPMVgagSkGd9yNFkeQBFKN0+RatfqNcZJsjmIjSEmECmwarD0DAF7iinev/lPcobQqn66uj7FIjLf3snevfwSrI6A74aQai6No9RvWjoWPoJvdInXCZS7Jt5tdCfOdkMxd1WsAVBCh5loAL0SoOaB/Cyj5FmilMS8CUAhCa14UQAVRxDwEQIQoah4KYIUIMQ8KyEn9A/KbKvZ6/Cunb7SF05oge8rhAAAAAElFTkSuQmCC) 5 2, auto;}
41.875%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdUlEQVRYhe2WPU7EQAxGP3MSJAr2BltzAXIGJKgQoqNNtoQOiT5n4AR7DNJE4gBwBbxF2FGSsT32FEvD1+zmZ/xeRs5MgD8OnYDBFk8TYOW8NJ6VOlYNyv6sB9OrPp4faQ7XarFwPrv/zLAswolvpkrT77y4BJeOYwISPFXOJbQsJNwCFlyQoDVoXios4IELEhY8yRUFIvCChChlCtTAFQn1bVEFPHCmHruLdzD1HokMbgp44QBMia67VeGWgBt+jCbxec7YX90BSg9YewEDaRpN+Dzt2IhjNJ7dhAMtnqoEB/KZYOpxvd2r95szwMN0mTacinvTjg0A4Pmhw8tbi29OTb2IbyEa6nZtHghP9zt8fegY/1I8UHqqUtqxcUvHNiOHRATuF7j8cUlE4UD5k4y1grThRVNa8N8mFi96dIsStXCvQFGiFg74m5COa4E3HnhEICThhUcFXBIReI2AKRGF1wqIEjXwqgGrmF87p0rs9fjPKgc5XL5Z6IuoVgAAAABJRU5ErkJggg==) 5 2, auto;}
42.5%,43.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
43.125%,43.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
43.75%,44.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
44.375%,44.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
45%,45.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
45.625%,46.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
46.25%,46.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
46.875%,47.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
47.5%,48.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
48.125%,48.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
48.75%,49.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
49.375%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,50.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50.625%,51.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
51.25%,51.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5UlEQVRYhe2XsUtCQRzHv9ceESENCQk2mc02FEiugZO6qRGkDdHWVLT0L0QukblpOBi1hlMkTYE6JRg4FEJDUWO/Bjl5vu793t2zrb7wEHx3v8/n/e48ecBfj3D4ngzmE1PHu4CYdHagd2GFu9ViM2E6wQoX1BuQB5+6XfMuoILLeJXQFuDg40hoCejAZbLFaykhr/EETODlVBVnG5cgkRspwYmwAibwzPkDEhdttBZ9iDQ2oRhvtDRWaxLUU14AqBYsEABqhveJRI4C3daPMWC6wHWAfXISftSCBQBALVhAuHmEi0QIT/NTo0VcOscdHlpwa+KdvBJ4t3yKSONQyeP3gPBrw4FBJ6xzvjCHcqoq4cqwAiUSIwU5uF3C1/9Ea+kAycouYsmK43h2CUo0uJ0WNCyum3gnDwCIJSvIlFOyhtkSyEgR3bzMvgEAVtevkCmn2LHaR3GJxPCp3LJ1u4cZQVjZPnEda/RnpCMR7+SxU8xiIVrHdKDrWlNrD9iTFuT4M+TmqHjsQSQ3nz2qTljh9+cZHK/d4LkdYuFuAtoS9id/7QbwWI/io+9j4ewNW9jlMG27Nbqb0LETTtGBmwgYSejCTQW0JEzgXgRYCVO4VwGlhBe4pwm2jP1i8hvx9ELyH5lvHNr9Hi5yRTUAAAAASUVORK5CYII=) 5 2, auto;}
51.875%,52.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
52.5%,53.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
53.125%,53.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
53.75%,54.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABn0lEQVRYhe2Xv0oDQRCHfyNWVxoQtEkRsBBsLOzExsIuRRqfQBsf4SAc+ApB8AUEuyD2PoCWgs3hYZPOwkKsXAuz8W7dnT+rdk51yd7M993OZJMQfjdc65o0CaqbjGATI7XIFQzzU0+t2o3l1MIapR1mjiR4bD0aS9INHJxeP+tfjs6RgIktTrYgtgMxuCsI7WvE25AUUe9ADB7G/H2/KMLVAhq4j9WnlzZcDFHAAgeAq9EEjo79S3EGWAEr/P1xhp3bBtcHW2E77AIauCsI08GpHz5UF3cAgLOjPQDfZsImoIUDWEg0/R5udjfQ9HtfRQQJrkcqeDuGdQkuJ8ZjZ8BvrQYOAOXhCVxB2HyYiXVUAmNHnWQODgDPK28YTPdxv73eyRm7tADbAp9YzU9FDh7GsC4BAEENWwt8cE/w0zz1UTx2tHgqKYZ1qZY2fRtqJCxws4AkYYUD8lntUgUrcp2h5OCpAdQIqCRy4VoBUSIXDuhngCrmN2Iu3CJgktDCrQIqCQs8R4CVsMJzBaISOfCshCDM/wX/Imwfj/8I4gPCPspwg5hV0gAAAABJRU5ErkJggg==) 5 2, auto;}
54.375%,54.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
55%,55.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIElEQVRYheWXPWgUURCAv5FAGhFZYlRY5CAnQk6IzaVIUijYWISDFFqmDAhXiF0KMSnSWR0IpkubQghia6pg4BqDMUhMEGWJCt4VUQmCMBberS+53bfvvaTLwDZvZ+b7dnf2D057SM66etSrpU+4QEXyHd6pmPCiXtY441vQgQPo6tgTAAY39sH9rIULGHBUZrj5ehuAt7fnqazuBUtkhVZED22d5gro6MuPKolqab2lgKrM6Oa1OZUkzXMOpzNgHnlpvUVzpATApzj6tzhaorK9x/CHL0ii+EgUChgDx/Lk4n+oEXMT1wG40PoB4CXR5whXSZR7OXl3Xm0CsHX1cromiaKxBN+i5rVUSTRzA3Rq/q4C+vjhi9wcG8j2IEqPPDMhFsafTfL10gEjGxHPHy1jy81j5c1AIfxWo5bCp5fKrAzNdkG9zSwzYR3CrIYaC4tjD/h85RfDW+eZXiqn+/Ik8sQKBeoqh4o1FlaGZnlzow3A+NpgT81RCY2FugYKmBJdOEDU7qe8c46o3Z9Z05UogkPBbWhKNIyXU7U5QLU54FRXFM7vgroKtd0FAJrV7zy9/55vFw8yc2u7C05wLwFToh39Zqe8z8+zf44FB/tTSvMaNUTTeXCFdy5hz84iVWeJELiLgJNEKNxVoFAiFA7uQygNyzdiKNxHwEvCFe4r4CThAw8RsEr4wkMFMiVC4EEFR+LYPyYnESf2L3A64y+OWBusx6oQ+gAAAABJRU5ErkJggg==) 5 2, auto;}
55.625%,56.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
56.25%,56.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
56.875%,57.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
57.5%,58.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe2XPU7DQBBGv4loaBACQROJhi4HCA0Sbl2ZhitwjSjXyBVoSOU2LTkAXQoqJFAkhJSWoXA22dg7s7ObdPA1kbM/73nsXa2Bvx4S/ueE8azMky9QkewwZfLhsbnU9FIH+HCaNfz1r7Vq+QIhuEuuhFlAg+8jYRKwwHMlogIp8BwJVSAHniohCkjwn7ttHy4I0+tHcBFegRYJbSNS79zBXarFBFpfidWuAHvGfPn8bYIDyK6EE+BQh4/7Ewze3qPwmIQkBmzLwq1rAOBzYiyZNqXV4H78x8EFoWRC3WztHRN/P2838tXNC1bzIZbNC2mC+xIAUK7HSgLqMjwtawDA7awwg/04uJbe2irY86suAQDHg1eUTJu7iqVaTExwJyBmNR+iPxrj6OITAEwSKXBNgAHg7OEJ/dF4p0GTSIUD4dLvLEdpwpq4sxFpfQWW+ggIANXCycivRC5cagid8VgD5MIB+4FErIQUC1wSkAaZJaxwSUCjRCVS4JJALKJEKlwSsEzQkciBZw1oZe8Pk0Mk64PkPy6/1C7PMwtFKLoAAAAASUVORK5CYII=) 5 2, auto;}
58.125%,58.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
58.75%,59.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
59.375%,59.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
60%,60.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
60.625%,61.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
61.25%,61.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
61.875%,62.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
62.5%,63.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
63.125%,63.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
63.75%,64.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
64.375%,64.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
65%,65.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
65.625%,66.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
66.25%,66.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
66.875%,67.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
67.5%,68.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
68.125%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5UlEQVRYhe2XPUvDUBSG3yNFl9ZOfoEgUjpVJ0EHNxEcROKiP0FxFTq4OYkgODgIrb9AXMwkOCtI0bEOQtHBSRGHCopaj0OTepvcr9y66bsEbvPe58lJ0xLgr4cU65ygz5p93AXuSe0wzCTCTXtp05W0IMKp0OQHR9upuQvI4GFcJawFdPBOJKwEbOCuEkaBJHAXCa2ACzyphFIggAMAFwdP0deox87hKsFfyYGr8ifQRkLWbCswrQIAHlIZzIys47pnqA0exivXoJpSICi11N4CKjBG81s46p1A/2cdh/cHUjgA50lEGyyss1DGxe02Jl/vQFyKwcXIJiGIxQz1E2CvVT5Jj4G4hN2Ngq4SmwRXCcSe8vyoAEUtQ4nNhwXk/FkM1D+0AqKECS4TkCazfAYAmLt5Rvq9YVMBACPcKECPvciO76H7aBqZ5TPsF6+swF65ZgUH9H+hnJ26QaqSx/vSOV4Od5qL5Ju/hBI4ky/laSeQquTxMX/ZggPNsXrlWiK4LjoBemLC29pJ/AOJhA6uunrlotgNgaqN/ZVcDP6FY3Rh0Qi3EfhhaSRcrjyM6TFs/TIGm1nHBm4jIMZawhZuIxDdxCiRBG4jIItSIincVUAq4QJ3KkTS8YvJb8TpheQ/Yb4B8rPXXelmWV8AAAAASUVORK5CYII=) 5 2, auto;}
68.75%,69.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
69.375%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYheWWz0sUYRjHP2+7LuJaFIJWB0k8bQWeDLt1CIo6GIEQXcJDh+iy/4DQNYjwVETh1jGDwH8gIQhBEfpB5UU8GE5tibDtDLrT+nawGcZm3nfeeYcI8XuZZXae5/N5n31neWG/Ryjuywz1UtPHXsATaocuKaLwtF7aHMhaEIWLYzv8P1fTqdkLJMGD2EoYC+jgeSSMBEzgthKpAlngNhJaARt4VgmlgAlcOoKZ6iDSSX4DTSR0EzCCA7kkdH8eRvBoRieX0dUk8bR7IGlVKjioJ6GaTqJRtE7IcaSohauSjuDaoxE2OosAVNY9hp0m3X57V2F0EtIRBH2SeKkCOx9qAAzOnI891N1qc/utQ5/rxyQA/uqR7ScI0vn0CQBH3RbVxTXuz64wMbfKUN2lWSrw7FRvYl0A18VM4N5FeoTkzfXX9De2ADiy+YsbH+v0N7b4Wi7xrdwRPj86uWwENxbwL32gNbaAkOPhaINU1j0Amh2FzHBjAe/uNM3nDwFiEp97ugDoc/0YfJup1N5phwipWo0UNa4+Psu73jIXVjZ4UF1Urly1ASF9AiJ4A3bd/H6Qw6e/8PLmHEN11xqu/SLWJwI4NDJBcX6A1tgCP6fPWMPB/EASTqLw6TjF+QH8y+/DfWELzyIQSpReDAOweetVbnhWAQDh3bmCf26J7RM/csNtBABEY7ZC++RabritQBSWC54nMnKVpJx6/nX+K3zv5zfRKfy7cAWhygAAAABJRU5ErkJggg==) 5 2, auto;}
70%,70.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
70.625%,71.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB8UlEQVRYheWXvUsjQRiHn4mieFkj6PnVaCE2inilIFx/haQSrwkc/gEirFwhiI3YqLW1ndhZHoiFaOHZGAiiYEA4ODTCqfhF9HQsomGNM7OzE3JX+DZL9s07z7O/nc0HvPcSmvMywrw0rOMuIMWNfkh+CMLD1jJWLOpAEC5qC/zno21q7gIqeLHnKGEtYIKXI2ElYAN3lQgViAJ3kTAKuMCjSmgFbOAyL1id7ELm1U+gjYQpASs4UJaE6cPDCh6s5GwW04yKZ9wDqqvSwUGfhC6dUAEh/VfDJrhOQuYFQvpuAkEJG3ipRBjcSuBFwqVs5sybsGQBKRaUKex89DhM1HFWWw3Aj9Qmsdw0svkKgEfmEUK9CSMJqCSWultIN8aLr7PJNZqE5LHlisv1RR56TopzKp7D17FPcjYLFK483Rin7faO8cxvssk1qo5muBtOE8t5eCOp8PVC+soUCo0FBpc/c1xXw9TuL75NH7y654mBMap/dnCRmeNv73ctKywB8RydouGz9XWD/j/Xb+AA91/2AYxwY6OkjEmoeomBMS62O0MZtntAm4SqvJGUFTyKgJWEOPVo6JvgcuWT9aJRnwKjRP3QKOeZ9uJ7KyGglajaa32J3RpebkkhfRk84vjTvCyJEvA/F/hvUF1V7o9JpeoJMLnlkMfC/psAAAAASUVORK5CYII=) 5 2, auto;}
71.25%,71.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
71.875%,72.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
72.5%,73.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
73.125%,73.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
73.75%,74.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
74.375%,74.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75%,75.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75.625%,76.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
76.25%,76.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
76.875%,77.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
77.5%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhUlEQVRYhe2XPU7DQBBGv7G4ApQ0NFFouEmUihZOQMMBKBEdF8C0iAJBk44D0NK4cZ8DpMVDYa/xz87s7IQOPilKZO/Me97dODHw10PCcc6oZ6WPX4DpXi7iqyE81UtNMQWHpnz9DhzuVPgltfzu3TprUYEeHNLcveHr8xZYblV4iFdiOgPUvUDPZ8DRDs3TYxK+j0QxKBitYXF+Afo4Bp9uTXCvxHQGRqHNEgdtQxPcI1FgMO2zkzeb8NEMz5UQZ6Cb9mEzAMBD8zOmZMLL6wlKjn8DLRLJG5F05QEesl7V6liJFTuYDd9HQt2EsamV4ADE5ZCWSBNodbkaFWtwSaJkAnEljpeWgABwKGRa9M2tWa/qFjDuYVqC2SDtCrRY6mIC0V1EXPVXlcp6VZul1U3okciBSwLq77omkQtPwjDYiPMTi9mNSBsrsSz/YpISXrhVICnhhQP2TUjhXmCNBZ4jkCVhhecKmCRy4B4BVSIX7hWISnjgroJJ9n4w+Y24Hkj+E/INAxrE1yAOVWAAAAAASUVORK5CYII=) 5 2, auto;}
78.125%,78.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
78.75%,79.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
79.375%,79.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
80%,80.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
80.625%,81.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
81.25%,81.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
81.875%,82.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
82.5%,83.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
83.125%,83.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
83.75%,84.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
84.375%,84.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
85%,85.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
85.625%,86.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
86.25%,86.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
86.875%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,88.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
88.125%,88.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
88.75%,89.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
89.375%,89.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
90%,90.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
90.625%,91.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
91.25%,91.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
91.875%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhElEQVRYheWWMU7DQBBF/9AGoUhuqGjokLBEjxAd5fb4BhyIG+QAXME1DVQ0PgIUgFIglKEItnZtz+zMRmngS1YUZ/f/t+PxZoH/LhLus2M+Kz7lAHwve9Idx+E5L1UH3glxONMzAOD301q1coC58F6lEGYALXwXCBOAJbwUIgvgCS+BUAFKwr0QIoAlnLjG1cMpiOtiCK0CpnAAO0FIAObwXhOIzbkJQtu9OJqshsdqQzc7R8rTm7DhZFW5cGBciRcQ1zg6lttArQA124m8osHcqjZ0AICKth6vnEQNX2wbUePbYdc4BAAsl4z3G+DtdjJkMLRvxQ0Pq8rpMTyhIsbHNfBdpTbjsb4/IwNEGzoszhhfJ8BmMW9TDJCDaEMHahjrC+DzUrRInmfuEMHS8+cVJU3Zh0tjkR5gzE1I/Rsw+SGqhDM89ckADD5agDO8qAfESkiKwhOf8ThPE5ohrOFeABOEEC7K/RpqEEq4CFQCMAuRWXnRkd0ijq7cuL1pr+Z/Xz/otsXv7M1DXgAAAABJRU5ErkJggg==) 5 2, auto;}
92.5%,93.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
93.125%,93.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
93.75%,94.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
94.375%,94.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
95%,95.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
95.625%,96.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzUlEQVRYhe2XO07DQBBA3wQSCHR8JBAdUXICajiC70AKWnoOkJaCFu6QniNwABTkigIKKEAo/DMUWUd27F2v13Qw0sryyjPvrXe0suGvh1jmtUK+OuqEC+iVvabsaRpeVssZjaoJabjKOQDm6vvWwgWK4EmESngLuOB1JLwErPDJYW2JUgHnyhsXhTlVJJwCWfgJcG3GHfDlLOwrUXYOGPhRwSNNRM/oDHvE0QhbX4j2XRynQAreBnaBVeAduEV0QGd4wPRtECxh2wIDPza3PQMHWDLwfaBpBnSGvQSUX41jO9w9oKfAGrCUmuvTGfaA11wJm4RNrFygq4gOCuAw3RaAz0zOvIRoH+nae9F1fmuSqDcyKz6NDWAFeDIjH3E0mi0iVSPH8zuIZitoANsGPrbC83n28D+Ku0ocXTNtujHwYH02jkZe8EoCCx+wLkocXf4avJJA68Vcd3S2v3XhZQKSNB/ApAmfbZgsJtuRlXDBbQ1onZzPdxVOjuIQuK8AgC5vKa1nGG/CdysLCIWDfw/I273QfAX59jT2gAMsegoAyKOKSru8yXzhUP2jNNOYdeEhAk6JqvBQgUKJEHhQwlzU/jH5jQj6IfmPJH4A0KLL2NSK3HEAAAAASUVORK5CYII=) 5 2, auto;}
96.25%,96.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
96.875%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdUlEQVRYhe2XMU5CQRCGvwE1FiYmUBljoxfwJhzDC8gFbPUy3oQLYGNnQmmnjIVveftgd3Z3Hp3+DQkw8307zHsA/PVI5nltqFejj19A3/I95VZjeKmXmUlrQQxXeQage6ydWlFAAbZXoJfA1IbvipwSsYDGDfQctjP4vgZObfgYidQEBGD6DvIJTEFuynCvRBAIBf0ifcHkA06kH0oJ7pEwlzAaOypP/Qvbx6NJBAFh7zIafuYPwFlU9fL7Hl1y93qP6NItYU0ggs8YXA4RHBglkROI4BedQBoe4pUo3or3Fy8Fj7NerJI1OZ69hHMdnKoEh8NJiC6ReX4NzAmEQt3Irnlt1osViR5tE9hZGicYW2ct4UGzcKpS1otVtXROIL2xFRItcEsgG0uiFQ7lHxGaa6gbGSylBc8tYI1AlYQXXitQlPDCoX4HJNwLalMDbxFokqiFtwpUSbTAPQKmRCvcK5CU8MBdBXsZ/cfkGPF9U/2nyw/XULw9KD1r1AAAAABJRU5ErkJggg==) 5 2, auto;}
97.5%,98.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
98.125%,98.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
98.75%,99.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
99.375%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABI0lEQVRYhe2WwQ3CQAwE14gOUgKt8KcMWiJl8E8rlJAOEObDRSa6862d/GA/kSLZM+dYSYBfjzTua6BenT55gae2ex6l6peSOEQLPnABAJUrzJWdWl7AwLXAS7IStIAH3yJBCTDwrERXIALPSLgCGXhUoinAwEVHnO5niI5pCW8CFBzAJgnv5UHBbR6XCV5NjefuwHKq160LB9qTaE2namSigyhmleVUHtzGTkJ0ROlT43UFAJRiCm4lAGDVI/YISob6x2eXOvpVPIgup+rlcZlo6dDHiJGIwMMCPYkoHOj/RGir4azytZQevLWAjAAlkYWzAl2JLBzgd0Bm5x8xC48IhCRYeFSAkojAMwKuRBSeFahKZOCpglXs+m/ttYvEP+G8ATIMrty0MDynAAAAAElFTkSuQmCC) 5 2, auto;}
}
div.testarea{
animation:rwdcur73884 5.3333333333333s linear infinite forwards;
}