@keyframes rwdcur194123 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC9klEQVRYhe2X0XXaMBSGP/X0XWICmQniToA3SDJByASwQdjA3gAyAXSCwAQ2E0SeQPIEtw8iJQ4YjPvQh/Y/h2NzLF19vpaufsF//WWpIZ1mM+Tz/6aBIBBqKEtomv5xezd8WSAKEIkDAmgdr8aAOkQKAZyLIPv99fi9AIoCcS4G9z5eP9QAdwkkCYxGYO0RZLeDzQZC6B7nIsBqhYQAVfX7jbi7u/5mqxWSJBGiLGH1CrUb8LkXCyTLEK2R+4f2d++jqkKqSktRINbe2H+5ioMnye0Df4VwzshigWjTM9Zmgzw8taj/CML7mInZHJlO7fVY83lMe1EcBy6KXKzt0blDIshm0yOj262WLIsZaAdwUhS5gBkE4RwikspshiyXSXeMPEfQkfbrM5t4gRcBPQhCRMt6HbN7toH3yNMT8nBhxlvrBkOIIO/vWiaTY/xvnxs0DdR1LCpdqutEGTsF5twKEQIkyagVvwWgdYL3kGUXCIBQj5Uxt0OMRigwjEawWsV58K3dxFDXkKbmarAQxkqbR+D5JggIGAMhxJrdAjAGjAXvda9QTUiV1tMbIYQQQGt3CtA0Hmugqly/WEDTpErrpwPE9YJV1w3ew/NzrQC+f3mMMVBVdW+ACPFDoUuhASiEjk3OOcT70NpNT7TIEZsg7+9Dyu9WYC50ZMI5ZLlEjOlYhgDz5wlKw8+f1yfiqTIFD8TVcQrhfdzSs+zCHAsBmU6RNEWqaugmtBWYtTJRlsh6TasIdaqqEplMLlfEWyA2m/ibzxHT1xd8mIivBvRWiDyPb75YnN8JT+bAh+7v4fExerosGwaR5xnGRJO63YI7Y8u+n3aLGo9RVYUYA29vYC2SZfD6et3bZffIJI33zsF2B7vt+X6dAABpiirLCFGWUO0BouE0Jtry3Q5lLdI00bCOx0dn7Fw0tLvdQFf8Wes1st+D8+Dd8WwAhxJ+AFIqnh3qOg5+Lu2DAD60XEarHhrgcEgR+L3gQojfu66Hnbr+Pf0CwbmVGSUv0NMAAAAASUVORK5CYII=) 9 9, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7klEQVRYhe2X3ZHiOBCAP1/tuzQRyBMBvgiWDMYTAWwEeCMwGeCNAC4CZiNYEcGaCCxHYCmC3geZYRhgsJmHq6u6fnC5VP3zudVqteF/+S+L1ogxyGd8JGOU5/MYzAsoIOmtlQLvIQRoGtjvh/sdpFgUSNfFAN6DSAyudQz+8HB8DwG6DnY7yDLYbD6OcROgLJG6hv0eXBe/PITLdkWBZNkxI7sdvLyA9+MyDcB2iywWyGSCKIVMp+P22lrk1y+kXCJa31EnZYmkKfL16/1FVtdI0yhZrkZCLJfxy98EvxvCOcQ5I0WB5Lk68/PX+wVrEfs7FtX376/LSVWtxBgzGiRNSbRumc0UIuG2wWoV97yqTmlFnFTVSkDflQ2RiVQVMsnOs/AqdY08PV0vOJN2AqXAB06uAiB1rT6uqZcXJcYgm831VBvjPgGRSVkim+3k1fbLWwXvofWxgVyTtk0TbRrxLUAlEEac8YaHB6gq97pyAtC4wCQFrdsP3fj2MdG6Ee/HQgSMgXp3LMaTUxB8rP40vd25vH9MlH4GCoZuRwixbafpce0EQOu4Dd4PO/fBZ4lSz8C3wRC9/2sACh9OFW5ChCxRajYIQuQGgDEJvgOYDCcAQvj7DcT17IUQIZS6ApDnGY8ZrNduFMABAnJiTVyG6Dqoa3h+NpedeN/fgBnSdff2fytQyHsIa5Ht9vxye1+ESZ4bnIPNP4r7ZHoxEyJxpqjrG+bOxSwYg2y347vdUazAQiB+eVXFFj+bDchsXRt5ekKyDLH2M0OnleUqBp/N4yX3XuPsOgbIsjbJ8/i+WEBV3QdRFFPoB9WdvTzKXQQAmE5hPo+dqyyPE/FQOeg3Dfz8Cc5d7q43W+56jVgL1oIPkE3iZfXjx7mt1nEoNf0pCyEW3bXggwAANhukaWDvwO3jeQ7QP0AbMDq28sO/QteBc9C2nxzL38p6jfROETl2tkNQ6R896CDf4+f1XsoSOfwNHfq7tff7+9fkD8iVkjGZoGTNAAAAAElFTkSuQmCC) 9 9, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1klEQVRYhe2W7W3bMBCGHwb9T2oCyhOYnUDKBHYmcDtBtIGzgd0J4kwQdwLZE0SeQPIEpia4/rjESRo7po0CRYEeIMAyyfce8eP4wv/4H/9SWItgEecQ75E/oWlOdchzJEZwDqyF2EMfIUZ9BzAGigJ+/jyt93t8OdYwmSAPD+BzCE7/2+0UIEbwHrLsDZhCSoznQRzsPBohTQNlCSE4ttvIfH5cuKoQ50AEmg2sVtCfCbKP2QwB5PYWWS79yzonrfdigTw+ItOp7pOLAEJAyhHStsU7gfl8Jt77JNGnJ2SxQIbDMyHu7pS8rocfBop0Mp/PBFySaNcpxFkzMfmGhIDsduHgIJ/vBKYCNklUxMn9feJMtC1Slsh4jHTd8QHed2dClDKZJADUtZJW1enOzrfJECJIXSPWHta92os6fWI8yUrcDoxz34CKUxDGYMrScX19uP3qTUeM0bOcEjEOjHU3SRAQKQqoqvxDvz2Ata8VTSRt5/YxGGtvgO+fQsQIgwHM592Htj1Almmn9RrWa5eSXyH6YKydfAqRZVoV3QHZt3vAjEYe52C5TNgI7yC+GvYQh2fPWr0/Pg2RIOMxEgqkaS4opXYlUMkhiGNF6ertS983hADdBhaLs9NDXxoYoxvzfbKuSzth+8LhHDKbpRWbj/F+Jh4fUc0UExMjsqy9FIWW5eXyUuezErgV0OLmc2Q6/eQYvoRzmGG+5fpap2w2g/v7SyBKAzdMp9A0qpVl3Rn8KytVpeU5z9NK9O8xHut4a5HR6ILlrGs1FyHonhhPkLu7NBDvdYy1SFEc/4CTtqmukfVabdZTA87CIECe6dn+8eNVYzhUA9v3gAWLFp9BgOXD4VxJvq2u1SNuNtC26vvMs7h1+lsEeoD++T4xCptlsFodz3OWcVwskLaFTae1IsbX5+WLQS81a2G7Pa1/mXNFnfBup8m3W4gC8jz951rzvxq/AMGcc+CeLL+hAAAAAElFTkSuQmCC) 9 9, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTUlEQVRYhe2W3XGbQBSFPzJ5X6gAXIFIBcIVIFcgd2BcgdQBuAKUCoQrgA7AFUAqACo4ediRYv16HOOZzMTnaWfYZb89d8/OhS/973LempBlCKDrofgJXff2mskAhgEZYAT6Hl5eoG3h+RkwUD1/HOb7tY/GwDjacRCA58FsZsdVBbVB4/gxiKsAVQVFAcMAt7cQxxB4ECx8XPcXngdlicYRmmba0gCQ58h17R3YKU3RMCBpprZ1lWUojlEQHM6bRNstMhbg5OddhyRXfR/sIXx/Yoi+R7MZSlOUZal83z/YoCxR3xsNw2wPcezYh7VeozBEUqcsSwXuWTe6zv88J8IQrdeu/KAXrATmLETTGKUpms8t9GQAm429B207l+93VyGqCq1WtnTx4nTOX2u1+nPTXb+9CNG2qCjQw4MtRZIE00Esl9ZeANe9DNE0aLNBy6V1bru9XI5v7wFIEvsaRjEahhvHuHdAwjFE39sXM/wB8zk8PZn3bHNdVYUWCxRF9lTGNILkxIldKZLERnO7jaYrRV2j+3sUzncQ9UWIzQbFi0+IZtPY0+1/vIc43Kiq0HptL3Ceh9NCdB3KstevX3UCsXchttGcFADsc12WRlFs838Ooq6tW8agPD8s07tScE6ehxOGI2Uxw3XBmAhYYNOxi6xNxc2NbWo+TZJRXb924kGA+t4mIo7RYsm0DryW44xOGMLjIzRNBNyR5/abMeA4oOFwzdWO6O8gbGckISkCbFs3jrazqqrDzmlygGOQokCSbe2ON//Sl/4J/QbDU2m6WCTzHgAAAABJRU5ErkJggg==) 9 9, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChUlEQVRYhe2WwXHbMBBFHzO5A6mAcAWiKhA7kDtwOpA7kDoQU4HcAeUKjFRAuAJCFZCs4OcAx3Jsi1IUJTOZ8Z/hicDi7WJ3sfCh/0nLJZqVKM/RpWxmxxZ4j5wDY2AYoOtgt4O2Be8hRnh8PG7nkD6P/YwR5TkwwABYC3luKApLjD3ODYQAWYasBe9/H2R0g4QeH6FpkvcSlCV8+QLWGowpCCEQwoD3sL2HoT8/Gm8UAvr6Fd3evn/nMSIplzRTXae1xlwuP6hrZOy4Qe9RAilU12ixSEm6XF4AZLNBziE4bixBOG23KWLOnQbx6USWrKrWyvP8oEHnyHa7SFFYyhLmc6iqE60fUtMga1HTGElRVbUW2FGv2hbFaHR3h65v0v6x9aNlOJ2Szefo/h6mU5flrhP0QCUY3s32qyuyGAdNJtD30O+g71EIZ1bHizwAIM+jYCkwo57FiLxHqxWaTFBVFeclZdehskSr9T70Nm9PgmhbtN1eoDzrGmGQ9/sDrT0OEQIKAVUVKgq0Wp8ZBUgP0WTyqxfGhqMQMaYoLBbJibMB2hbd3KBy/grCBMHtKETbos0GzWZo/SdRaBp0fY3mbyCaJ4j3Pew69PCQcuF1FH9b3ieIsnxl6AhECGi5Oq2rHlUIRovFr+X5hHcQIsZ0Dakk99c12ogOqSiGrG2NnBuoKrTb/WwyZZYgIDWrffMxJj3jzkGaLv4AAODqashiRNOpZbPp9f07xEi2hxDw7Rkiy/ZTVZ6fe+o7Sq9gqbpOVbLv/V6weL6Ovk/lOJtdcF54qb5Pw4n36a5XKwRemw3quvTd3V12oB0Befs1TYrQXz38pbZb1LapFf8Tzz/0oXP1AyZorT1gtfZ3AAAAAElFTkSuQmCC) 9 9, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur194123 0.66666666666667s linear infinite forwards;
}
