@keyframes rwdcur185128 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 6 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 6 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 6 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 6 16, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 17, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 3 17, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYhe2WW2xURRiAvzNn9uxh2Rsny5a0NSm0iFZEoBSJQUgjFxG8pYEISgwSQiooIRoNESRKiJHUEC+EBCPego0x9QGDMUWFIBJuGkQiRGmL0NJ23S7d7bLd7p6d40OlwSiFbUBf+N7mlv/LPzP/DNzkJjf5n9HymCuWUv2xiTss0cMSPfQGHxQBAlA3RKCOWjNJSh7mZxEjLgsZ3mjgCkokBi4SJCsVSkXpOl3HrsRgBORAg2GseRaBkhP8NjxBMvQA02QYCy8evHjYxmeHYsRFEN+camZ9W09D5noJOICmUKsUaqoHE4EgjMUobkFoGjoSv+MVMeIIRKiYApFv8H8VWMZ8GSJYZJMbHyMuJJLx3MY9TEAgaCeK5QQYqkn8eJFIJHooSWrAbF5NwAG0VSx+U6I/C2DipoUOgviYSDmjtGJiTpwkKQAMXISxOEtbwsAlbHKDOoj91kt4tDiMJU3cePHgwcQigEWAID4yThZLC1DECH53Wtnv/EiM+DaJvjFDNrGZD1ODEpjLdM8XldupObJmzyTGFs4snQ4ZB1IKbHB6FWQcks5FvC4vWpELqzlAlAu00CFS9MSC+D33UiG/4wc7XwFh4hbiSCkm7jKF8hDSYYQES4ewjlYg0Ypc+MIBMDTONZ/lDK1M4S6mMvGpIP5uhfp0KhMLV7DIyFugmAL7JZYvtgj09fh1MLS+LFxqB3UISzS3xj6Ocp4/8GASxCc8mPjxFnsYMiuMNS9vgRY6lAczup53mF05A7G7BJKqT0JqYP8lYmoQ1MmQJUInx/mVBElWD1vCcm1BmYHrXWBzvgL6SRpzVdwdm8GUvdPPL3piB5uIdXRScsdIsCS026Br4BVgaOw/fwhB35W3yVHuG43eKzilmvAxdOg0Klof4b6ZVUw+uZsDPVcT6C/F1cwyAHsyd+ZGEIotHlltYTuIc2NQFY0QFCA03tv9ETY2HobMzpA9YBFoM3B5x1KGQLCTPUh0FE6ViXFqKevaBxLov4aXlVG9noZcojkZMXCFVUVj34EEMDRCBInSRYZs+ixt6RDBFiDYRbdl4DJKKEKi00X3izZ2ZgebVj3OC2euJPCP8llPg3qN1UXPsDEsEIedn9IJ5/sUqa876dx1DoncZOCab2L8soGttk2uCngwRvxUhBjllDKOWwniu9/E/ZCBq+SatuBy1lEjLAKWiSFreLVtF1tJcBEbG5tc9ZOVj9WLI6X9679he8jEvR4YFcYqN3CVGLgIaD46nOjxKF1Kom8BPplA9d8K1lX/A3XUrpTot6fp7UiTiWTIfrWCDc1XWttMwxYT99MF/uEwxk3maDfNTgvAWzHi7yVIts9heeSaBfLlAgcXCE2b69W95Ugm9fSmyTpZInSmmmgxMmRrH2blmkvzB/WCDUSM+E7TMQ5G7NiytN07SSKxCBAh5mmhA4UqfoWVZTY5CTRd9wwA1FFrFFNQDoxLkR6tUGtDDKPCP5bWRDvb+Ryb3N4UPQuvewYAFvJ8BjgGHHufjVMk+lqJjurOoVCkSCPQQjY5cUMELscmd0KhqtuJFtY7DW+nyWBjIxAhhZKD+kblwzJeTgJfpkjvS5HGxk7a5JoU6jSQvtHx+1lHjXyd5zz/WcBr5U/m+7GJQYEW4wAAAABJRU5ErkJggg==) 6 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 6 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 6 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 6 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2WT4gbVRzHP+9lMk1jOi6Fiu6mre4sUnsqqDfRk1CoIiIU6h/wUkQsPfWoUhHBgwfxUhZUxF4KiopFBNuyBEUoeFVYSgKuobRal90wO5nMvPk9D2+y292NDUnTg9gvBPKSX977zPd93+8F7ur/LjXqD+Y5bTV6fXyct0eeYySAv/hptsMaX3GBhJQHmW76lPHwAEjJwqJ06RinzKgA3rACjW7qmzhfeuQF9yZwLnxx+ZsmgGBDoDVxgLIqU7E7CKihiaGioKLBV6Chys5R17w1gOxdtKQWEovtClfT6wTqHo4fftUV/JKABh72oaLRKG7OxFgA8uzvHsI+lnOIBAcgqKpievV+1I5iC3zlHABILCBoNC4TpfEBgH1omtQ0PFZxn0QCBlQsbjGxsCJwqAKJ5cqFX+mwBhD6lPEpL90OgFN/fwEMzglPQxUHEADGgoAhp801nufkyMEbDOApN6ooEJzdHmCUAxFXnX7+Nz16HKjOcUDPcTk61+8L4eMcHRnGPe5UCWraPb0usLwCylfuu+Ll13eyaypAzXioPR7T3Mdu7kWj6pf4dHZcB5YA11BaWRMNzPkOJrbOdpTLQlVDJNg/Mnq9HjOP7odIWFj8sRERw4jd1QPQZ+uGoonIG1fdNvjFPCIOILVu/KfBrGR06XLDrvCQCSAR2lynQzSqAYNp5ZX2LNCEwol0AyD94Bpdm2Aw4R6eaC3wmY2IOVgY+DFfFsfSC9/io6GZGNxBYnHHcDmHGwY6+fp4zcZ0iPpHkJguBkNKRkqGUICS1d/hxNBMDG7FqXWZ6ORwMW0Suz1fs11SsjChhyHvn/vQkNd/o9kQhJd5BkPOtyw0DDkMycRAAH1+/0YmZhYByK2Q2YwHeGqTrUd4vfUdZ0hIMeT4lPsOUADcUrd1lw/SWd63Hh5H9WHwFW8mH/bvivA95rdlYvxb5F+k0XiUsHYjuB4lPEr1dzm5LRNDr+MxAEJDXv/aXmwYm/MiRzDk/MDPjeLCUpvrJ6xjnGr5lNtuckVAjYAaU+wioLatfuIZ2KrvmbcazdN7n4SK4pMr5wAQJHyN062Jb8FWuZOQQ0cgVSyzun5S4A5kYKsECQ15/fzqpYasCgaz6V/UxDOwVc9xomUw7ZiEhBRwrghyp5e+q/+I/gEv5ltcFhWsjwAAAABJRU5ErkJggg==) 6 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 6 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhe3WT2gcVRwH8M+8bDZrjK0tUSyEHLLiUQ+CeBFBRcGCWGtRD8WLPfTkxYM9VKhCvVgKHhQtPYgHbes/qFhUUl08efFULFV2kW1MJRRbQ7rd7M7M8zC72jTRsGl6EPsdHjPM+71539/vfd/3DTfwf0cy6IBDXo3957Jhz9sz8DcGInDWyalU6nM1qcykLfUgUTasbFgqq1aMKBlqPmBnOiiB0moBQVIPgooRqdS2B58goFJwr534tl5RFoQqGutOoGJER9eYUbmczUN9ZgQ222hUZdB5/5nAr76JqUwul4uazpm0xTNbdzCaMJcV97FAzh3GhcGltJRAvul0CZMQF3saSyM58ijZ1Ms6xe1DdCILOSExa04quzYCKsmkUlIXSB6/hTzSirTz4p5HLma0IxMl2tGZL08574JcXm3rSKXNtRMoJ0V27X72iixDQllBotktsi4VcT/5xQ9+tM9bAwtvGYFWc0EmlcdoY3usKH0nFm0+KyYeCwTe//6osmF3u8udJs35PfaWoHrIsYHJBDgTGxpxRsNZLubM58XEcynns6L9lnIhM2/BvAULWtoWjRm1wc1KhiZ22TG1tgpoN1GF2qcn62NG3fvYfYwPMZsWghwvhNicP9fzhMyoir3Jbt3Ytd+7tXmXGNBdS9BzsAZ84A3jbi10ARtCsQSVQBqlMqlULtfRVTIkkwlC4RNrqcCVeM5LyREHpo4fP17v6Nq+9am/O/PIaRa0nPJz9R1HG6JYNuxJD/ej+mdF9bCPV9VEWPllkPay0s6vaHFZbN67UsUx0D8jSoYmdnt2VU2saMWprFmiWjFienq6notmzenoQjUUvPv7vtrRnWiYqQXBC7br6PrIV7Ve/79qYlXBHHMwwqw5LW17HFw25j2vT6EeJO53j1TmM9OwYvxABAbFEQfiqJtsve0hSuw792a/q7qSaa2ogWtBR1dHV/wjEy9kUpmOrpb2xB67lmli1eN4Dai2LU4c7ZyowdMelcp84utazzGXVH3dK7DTy41UNtO2qOWy3t/SX5W4Guuugatx2GuxYsS25BFB8GLcr7eLqm/7sHE9lmAJCufMXIot5WRYKluy7tedQBCquXziC9/VLPex9dfA1djllUZHd6blspbLKHZKW+d6T30D/xH8CfBHcYs1HiSdAAAAAElFTkSuQmCC) 6 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 6 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhe2WS2gdVRjHf+fcM5PpbYhaYxvlGiSz8YGvhS/QjagoWAoF3bnU0pWID5SALUhJ8YEEV0EqSBTaoCuxom68ZhXqSugmcC+Xa9UkDaG5HSdzZ87DxUzTpqm5zDXZaP+HwzBzOHN+5zv/75uB6/q/S5SdMMdJJ5FIBBbHQ7xY+h2lAFbF3FjqMn7hLD4eo9zaqBLg4wEgkSGAxrT38YQuC6B6E8qGLzwCN4CiQrj/bpCAL0AKkpnzDYtDoUMczW0H2D1QBSkYjm9EY2BIgiwCpx1dl9IhIiUru/a1AYw661CAzRdYSpbZK2/mnv0PQiCgnUHqYESBEszTIiXL4foFWGRWWexoSkZmMrQxZC4joYvG0HUpwYrJw94sdmoBX9Di974XXweIWRtNyRoaw+0H9+ADJI4bYgsLGhKHm1vDGIO6I4DE8t2ZH4iI6fBXWLyr3TfAORZJyXd8V3p/brKOgdjBsoHUsaCX0Bhq52+DxNHiD+ZpMcl0aeNtAlhgeR0A7fIz/rWLy1wOA4wM7gPgs+grAnwe5T6e5BF8PFekZHiMqdIwEmCFVTpErLAKkc13LkF4l8uEkHlPyUjJsDhSMny8SzWhNs6hsb4iQH5+IcD07KnGELs58NjzUBUwt4aQwC4JFtr8iY+HxeHj8Y54BYlgwn1at1goWV0VwCGOasiLyCeMY7H5iBS52yX5FegQETBQZIhGUSnSUPeVDdek/YA3xoBGRMyRp9/aMHb4x/X7cIqZ5hRHXZWAB7gTheILvsHHQ1EJx5ns6Qm51aCPB4nd0AMGrjx3FBVU0Xw8hrmJvexhhOHa50z09MQ/leI2EPp4fDk709AYLnARiUAiQ5lztwvIEKjN06orKhzkKSyWnzhTL8rzlp7oaZhpjjuAJVZQVHiViU1zTvHRGNAAeJh70RhO8zMpGW/y4b8DKKtpjrtBqhy45RkIBB//duLSUPg672/yxJYe6FcWB10LiUMi8fGQyNoEr23yRM/PcR8KU7La153v6xLJszyORnOa2XqRphuivu0ReIm3mxHxuQ4RF+isP0/o5qX+Km27B67WCd5zg1R5Yeg52CU5sjhJUTHDY0w1d+IINsjisDhc7BDCFT+zl7XjABSeOKm/ravVChExsmiwQ1lwpV7m3WbMWuGJi8QkJHT7/oe8rv+e/gasWWjnz6uG/wAAAABJRU5ErkJggg==) 6 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe3WXYhUZRzH8c85e5wdx80WMdFt8cLpIpBIuoiCLKIiotCroC6EbiKCSHoRDK9CpAjDq4SCLsRCejGIhTC8Wgy6CBLKgoJZbNsoy3xZhtkzZ86cp4s5u77skI5uV/k7PDA8M2fO7/z+3+f/PNzQ/13RoDccdzhkOnJdhcJm2wb+j4EMdEd+3BANRRrnT4rFbolWNbqhK9MBmU69qaVQTG+0JR/UQHJFh8NRQxypGgYjT60lD2SBgu8nvm20zMl165hacgMgC86Zlem4Nb+NAklEwUm/aWrJdQd9dn8Ds9E3oRM65ut8/O8Txqyx8bFN1GJ+znpvP5aQ84fTWlK5gdO/YOCYgwnWFwqnwmmptkKQ6UgMKRTM5FQjZnq1F/eSOeO8WU2FcO0GUu31uW4j07H5oft78Z7r0gr8kZMF2YmmQqE6voI8mPjhS00tqXY901EI09dsYMYpuW4vxkpEjj+7pIUwV5AHf4UzYpF1VpAFTS1TZrxu/8DgLTJw2tkLMzmKwJmu0C1jjSNjtbXg4K+fqam62x3ucadcHkoA63u8O7CZeNFMWvSij4mGogu/KkfLnJa0hDRXsUxNVSwef8UzGwY1ML8KplGHA8cONUbdZOu9T1CL+HquZ2Z5TMJ083dVwwqFmqqdI8+RBW9m702m2gzYXRPYYW+ubCJ7bO9RnyCOtOdSiUSyvLJQe2hJ0UspVIizWMWyQQPo73a3FzcUikYstuuRly/5bvvRXZKe7/o+B6Y+9FYYUbPJ7WKxjx0BhaK+w94rMrGYgd7NIDHUY+KiMWql1UatNgqqhhdGTdWYNVa5Wc3y8Te8dEUm+rbimuoCExPHvmjEYufMisVqqvVyX5juGajUMf6dnyZjsfvcpWXOEV9NlqvjX5noa+BiJibsVyjKdtv1mn2XxPq456c+8jaIy0DLEomvgsfr2sv76RP7woiaR9c9QCWy55d3lKujb5/oy8D1qCgvaSANEkMSQ1Lt8Wc9uYiJq9uOBzIQ6qls/POzRydjsS0elOn4wMRkWZJLUl/yBJ726lTL3ExTS0uqalhiSMWyBTYu1pIzcLkO2RuqKraufFjIghfS3fPnyfr7Dk8teQKXK5crBCErj3HlXAnm0jPQR/VUe/zT9Mh8XxCXV+/zf6xtdk6l2jPzO+j8qpg/5N7QDf0Di496y8N4PtMAAAAASUVORK5CYII=) 6 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 6 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 6 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe3WS4gcVRTG8V/dfkynGTQvomAjOIWoC7e+NhJQUQiiGxGyMOoqmrjwEZJFoii6CIRZScgimoBBCCSIZqcwDG4EXQaFSA84BokhGI3t2NNdXddFdc9k0jGZHhM3yVcUl+LcW/XVqf85t7ipG13JqAve8lLs6IIgmHR45HuMZOBbRyfgkM/kcuutaQ5iZSW/+zMtzCSz+xzKRjVQXsacJuRymZ53ytuWBN/M9vbjMcXM9TCAIt30qF2UtCxqZ/PKSv346BoysNvWePH1d066xbjJZKfSqrLvW6cEwV1JA0VmckHW52JFBnbbWsadsMFaMACtbpVxdX/FOZW/K8rKgkSmJ8oXTFRVVm6g//AmvHrPFrIo/lwYaHVb8hiddkaIwb3lVOzlDsSjWuYgzeXa5mf/i4FFVRNCf0SlW5EnUYhBWYlaIslLqnMV55x3wNGRwRsyEPrVGATGA3mkU6AwNjYmGQvuC3dTTXz66+fqah7zkCc8Yq1bB8yku0yObCbAButssM56awrKq4nktnJx3lHh9jLrS6wuyfR0dBdGCgYuaDW22zyxogyMq88ihampqWZdzYMbHy7MnJwvsrG6BH5xVlVFR1dVxY7wsm7MvBf3T/dLcaTOWIYX7Mr0m8gRe9XVFmf80RNzknogcNZvaqrqagX51USlUxZiWFEvGIJwsx3JpJ0T+6Y+bMIbj29b+ko/0NZxyk/ppMMz2mLNmOc9pV8NEXJ5uhxAL2u5prpY1+18yVm05OKATE+mZ05bR3chC7nYeNGzV2Xi31rxbFUl7ej6+OsjzVx0znmZnrb5dDCnP6Zt842TfpyGLZ7R0fWJL6bzolFdkYmrAvO2V2IuOuOcXO6gY0Nr9tszEYQmPOB+mZ6PHNfRvez8kQyMqv32xLpVNnkUvOaDQSg94sQQEyvbwq6gQX+4oKVlTlVFVUUQGpttGmJi2dvxCEo7uo2vfDMNz3lSpue4L6c7l2Himmdgu/dncvnptnkdXTVjS6vqEl1zBi7VgImnbRSSxOtx7yCUHnRs5np8giEV/w+ZEIN+aS7o/zCQtnUaJ0xPB2FhA1s0d5211bszmex02/zgB0YuysWrrLypG0X/AHZkOJorG6SFAAAAAElFTkSuQmCC) 6 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 6 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe3WS4gcVRQG4K+qa3o6nTYGEUQzRElrltmLK0ERFAWzUxcRF4aIEaMJCiEoSnwlWYjEGCEg+Ipi3PhABJExuBHBR0AU6cEMWeZhhranurv6XhfdM8lkRic9STaaH4qCc2/d+99z/vuf4jL+70iG/eAZj8SyEUFUUbbN7qHXGIrADw6tKfS84xMdXTda3UilIFMypVmHspHJbXYXwxLIzmNOAwo98Hi2oR+tJJLRxIsn3mgEUUtex8RFJ5BrK/QEoU+iPEhaQEFHVyYThGH3XpjA8x6LmZJUqqPrR7+qqXo5edLy5ctNNI+qGHVd5RqxN7NISdnI0gnssCnDarjayjknWukKNdX+7CKqGFVTlYymVBJXNa9UNiI7r2r+A4HB5g3YePODpPijS0o80SNEzXbTX+2WVdevAl8f/VbrdK5qWT2VqFo2uWQCMymvKLMinVPnpNZXfO33Wj+2skQe5dp+0fCUPUMLbx6B1a6Ffh2zhCLSHIiqnPSJ3FSmE73/08fKRqyz1lo3mNKMg7XqO+0fmkwKFaMqRvuRPNAaEPizx8le/z0VyKOmlqaWQk+hp6qiqiKVjm23cc2SMoDJjm491/buVx80Vqi5+5Y7qaV8P00lpZqQJo47JZP5zhEVo54uP0wRvRDeHG9qMaS7ZnCfrYWBieyytX/f+6UXp6Mki6R9beQ6yvoaCAJF1I2FXFuuPWwC5t+dbXYnu2xds+fw6w148o5HzwymtI5Ma2o57lT9VW9PFKEXy0asd9uMd8xqYp+Di2oiXShY6Ml1tOS0wpmn2XfDju6sNc/MD6IgzOopUxrbYsOimljQPVrySdRh7+EDDZjSlEoFoV4oYLJ/grQehLGf/TaeydzvLh1dH/pivKPLIppYVDA7bIpBcNJpsM/Bed/stWONgZGtsxa85zMdXQccujACw+I122NN1T1ulSUlT8RXZoxuQU0sqIELxUznLGJvtk+k0rHNHpiniaV1kH9HvdAb+9w346nUQ9br6PrIl+ODBjcn6xc9A5vtnAjCsRlfOLtVL/TPcNE1cC72ezZWVdyb3K5sxJb4kkxJplTf462JS1GCOQiCIJqO03pJoVAIgsEVvSQaOBf1XHvsU+PjIrmOTGl28JLcgrOxyXMTHd1jZ7ro0vvGZfw38Tc5Kl44LAvEIAAAAABJRU5ErkJggg==) 6 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 6 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 6 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 6 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 6 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 6 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 6 15, auto;}
}
div.testarea{
animation:rwdcur185128 0.8s linear infinite forwards;
}
