@keyframes rwdcur27590 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF30lEQVRYhb2Xa0xbZRjH/+f0nF7O2skK1NKycpGVSytZYDAcjEUzrSvb3NDqWHQxMRGjJn4waoz6QaN+MYtf0Gy6mHjJiNbJQp23zKQgxgmtazbKJWNHCmWF0pXTG6U9l/pBXdSYLW0Cz+fn+T2/vHne981DoMCwPWGrqbBUtIoQwbHcb2f6zkwVwqEKKXI86zho3G08adKZ9Dx4SPdLEW2VtvfD5z/8Kl+WLN+Cnid7Stp62k6ZSNM2naADHachE2SMrcvWwiW4s5Njk7F8eGS+AiW1JQczXKaJyTCQk3LoS/VQrinh/dlbrdFoduXLy1ugSFa0llvJgSAJyCCDilEBBOD3+ZFbywnrLhAKh85vMW65ls6kwUs8aAUNiqSgq9VF42txz7oLnHr7VDgrZEdFuQhJkkASJCABu6y7xs+eODu77gIAkAllhopriyEREiRewm2bb0NqJeUuhFWQwOLCoqdYVwx5kRy0koZGp5GGzg0NbZgA62UnllJLc7SRhnyTHDPcjO+Xb38Z3jCBgYGBaIANfF1qKoVhqwEsy454vd68b0DBAgDg+9rXn0vkJE7ipMu/XnYVyrnxFNsft+v12/X3JeYTrLAsTAx8MhC9WWFwLOgL+UPjq+WrmP1h9pbHb3/arlfdoWpiShmGG+G+cX3gWr0h0Hem79Dm+s2vB64GGpewBOMuY9D2mM3DzXE/zc3Pjc5Pz0+5+l2RfwLdbneye6b7U1VStcXv92f/2/Do0aNFOw/vbHi46+GOS9FL93omPI2RSESnLFWi6ljVsCSX3jrXd+4H6sV3X6xrPtB8MjAW0NVT9ag110Jboi1fzayW6836Q41djYikI8E9T+/5YmJk4nv2e3bY7XavAcD0xelBhUJxo2lzczO1+/HdrWa7+cGq6qpuCywmBRRkMpJEDWpQzpSDzJEwtZs6l2JL1faovZ048d2JY7Xbaz9WhVUw6AwgCRJGnRHXk9exHF5GUkqCZ3hUGCoQiAcQWg55rvqvfuf7xvfx6ZOnZwCg95XeHS0dLY+QEtmh79S30mqarEQlalADAJgOTmMpvIRsOotMVQZdhi6MYhTH3zneQyXSCUnDaCCREnieh4z484MUBAHJVBJxMQ5e4DFDziCaigrxRFzKETkyp8kxNwapiCIJDYFqS/VmBa3A2twa5LfLgb8OJ5VOgRd5EAQBKSaBM3C4giugSVqgLo5cHO58oHOOZ3jTBe8FAMDC9QWsJFYQi8cgv0OOmBBjJ4cnv2Q97DlqlhpxOp0SAPS+2luzyq0K773w3iiAUYfD8brlIUtbhbViX5JO7jeVmcwAEM1E4Z30QkNrwE1wCNWGMMVOheOzcQ91+vjpufrG+mdaulreWZAv1IVmQoiRsUVaQftWQitDwbHghdB4aNzpdP5rCAFga+vWJxQZRRp9eAMAnE5n0ul0ngdw3uawvZV9LtvY3d7dude6t/1K6soO1s9qw2IYWU+W5S5yL7v6XLPE37Ce53p0JeaSeyLzkXAqkBof7B8M3+xaHThwgDn45kGvelnN9eztaQcg3SzfesRaXmep254JZ9REihge/Gjw2s3ybxmHXznc0R/oF38M/ph+9LVHOwrlFPwSmiymw1SUIkuNpcqdjp2PbKiAzWHTVldWPyRblUEJJZrubDpkd9j1GyZgrjNbDTCYkAFkKRm2YVt5Q2dDw4YJGAyGppXgCuSSHGSWRBppWC3WPRsmYGww3qvdokWZoQwKSoFoNApocM+GCDgcDq2UkRq1RVqIggiRF0HnaPw+/3vd/mP7DesuoK5UW8U1sbzs9jKoGTVUlAqURIHMkiVt97W1rruAUqM0MSUMPj/7OXiBB0VRENMi9u3ZBy2jLcqXl/duSGQId+ddnVNqlboukU7g8tRlRMQIrDus7vFL41/my8t7Nxz7aSzO1DDzVbur7g4sB9SL4iLSUnrR9anrpb7X+vz58ohbp/x/HHnqSOUm86a24qJi4Zrnmu+z9z+bKYTzB6lcgE6At46dAAAAAElFTkSuQmCC) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFz0lEQVRYhb2XXUxTZxjH/z0tpx+UjhZajhWEuQqUSVOEIQtMCSJkDPELYozLojHRTL3RfRq2LM7FXWwXU+YN7mJz02VhilvjZgzTujGDIERKo1CEFhxFKnL6QXtO2/OxC6dLdB9pE3lu3/P88jvv+zzPOa8ESUbTnibT4uWLy3kpD0+/Z+Bi+8XhZDiyZJK2H96+yfSy6TjJkJRUKkWKNmWO0lA7Tn568sdEWdJEE9btWrekdmvt1/qwfomBMSBHngOtQqu01lifVRCKMzd6brCJ8IhEBRQKxSqPw2MiwyR0Gh20ai2yZFkI0sGK5S8tb0yUl/ARpCnTPNvWbkPR4iIMOAdAppAQJSJcoy6kyFJiT11ARsuGx+6OeWe8M8YYE4M2XYtoPAoe/JzzkrM3UZ4k0QQA+KLri04xIG7IzcpFmjoNAQRAC/SvW1dsXZ0oK+EaAAD2LntFrVQjHo0DAAosBTDKjfZkWEkJ3Ll957o2RwteyoNTc4hKooLtou3KggncHLk5PBWZmowhBkEnwD3vvnH5m8u/LpiA7Vvb7ODg4GlCS4BTcxgcH+zu7+/nFkwAALwTXpvKqBICnoDg6HDYkuU8asM1G9foqtZXvRqNRWPuIffF79q+G/+vxFnXrINneWf0ThTxkfj/bn9DSwOVU5Bj9Qa9pFSUOs+1nRsH/mrDve/u3WAoMRzKSM+w0PdpFC4rnJNoJI7pm9O/jNwauTQxNOGyfWubfRx67OyxN6WCVLu3eW/r42tVr1SlV9ZVFlWUVFTlWnLXdvV0We657hnmJHPILcn1jNhH9p9679Q5yb6D+wpL60t/03CazLysPERiERhzjIir4mDDLEgFKTjHnF7ndefp4dHhH3x9vgG73c4CwIEPDuRHY1Ec//i4CwBKd5XKakpqyleuWrk5Y1HGpnRZ+pLRvlGCDtAI+APgWA4cz4GyUnBKnD73l+6VkkPthzbkP5/faSAMMBqMUMgVyNBnIBKJIDgfRDAahC/iQ5yOgxVZ+O/7r9+fuX+hv7f/qzNfnrkNALvf3l1W21S7hSqiqshUspwIEATv5x/MiSgeTEqOBxflIEgENNQ04ITjBHrsPVtlZCqp4uQcwsEweJ5HJBIB5gCaphGeD0MQBShIBeRGOUCAgwBBpEUCSqgebrcoFwnPmAeswGp0S3VQLlbCrDeDAoU44ugd6AXDM+B5HiAAAgQoHQWBEGQyt9M9YKow+QLBgOFu4C7mA/NgogzkCjmkSilYBQuvzzs+MTjx/dTY1HkMo7ujo0MAgN1v7TbxIs+1H27vBdBb3VJ9yFxuriisL3xZXCY2UgoqPwUpmBPnwIQYxNgYeI7H5VuXcd513kcP0dclAHDk8yONmuc0n1RWVBaGwiFM3pn0Q4mbvlu+nz3jnu7pG9POjo6OJ4qwzdb2sTpbzewo2fHh42stO1t0rQdbLebnzKvsk/bKoeGhMv+0X8en8pCnyQccFxzvn/3s7E+PPkZ1dXWG2o215VpKq/79yu894anw5MM3/acoXVeqav2otX+pZanfKrFWAvjXZwFg/Z712apFqjKlQpl5b/TeOVv7k12VULS801JlF+38vDjPNB9srkqWk/QkLFhdsFEOOZGKVMWLO17csqAC9S31OnOxuZnDg/FfvKx4Q3V1NbVgAvnF+csznslYEkIIAJCHvGyT1VS0YAJUHrXCT/shDD+oOz30KKsrS/hvKGkBfYF+bXw8DsbJAADSkY6ikqKaBRGo31mv8836LEJAgMD+3XldV7sKG19rND51Af0ivYWZZbJVchWUOiUAQIAAV58rU2/Qlz11gdys3ExriRWaVA3UWjVCCIEGjc2bNiMzO5N86gJ+r/9SXnFed0geQpAJ4sLPF3Dt1jU0v9A8OTM9k/C9IOG7YV93H8OLvDuijzSEpeFUNpOF9Fmpt7Oz842j+49eTZSX1MUEAJpeb8o3mA0WUknKAo5A96m2U38kw/kTYueHfeZD28kAAAAASUVORK5CYII=) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGCklEQVRYhb2XbUxbVRjH/73c297etpR2UBhtWbWlgCBlGyKbcWFs2dychG12i2/LppFojC/R+GExGjQxRBezmOgHFk1m5lxi3abgHJtTEQjZyroRYKywUgot0FJqX+gbbe+dH1SMiy7eRvd8fO45v/yfl3vOcwTI0nY+tbNcrpKXpwQpLjAVGD1nOefIhiPIZtP+g/u3m+4ztSfiCc1CZgHSXKnXMeB44Yu2L07xZeXw3bDZvLlk476NJ5QZpU58UwxdoQ4V+gppcUPxA16n96T7ujvMh0fyFWCoNzRLciQGiqBACSmY6kxQyVQQQaSxb7E39p/qP8qHR/AVoNKoMov+RTASBumlNOILcURTUVinrUjkJpR8ebwFzDvn+1V3qTL3P3g/GBUDeaEchcJCzFKzca/De/5/F2Afs9tFhOiiAgowYgYBVwBDwSGkyNSV1HBqlC+PdxO6Bl0Z0zqT3BP3PIQQIGEkiJExhGfC7W2vtPXw5fFuQgCYnZ61yovlnDAtJCKhCJycM27rtnVkw+JdAgAYvz4+GAwFR1iKRTQZhcvjGo9YI+N3TMD5Y+fj6kL113Vb65BnyEMwEzxtsVhSd0wAADivOM/JIeeS0WR8/tI87xPwD1vugU1Nm1QVayvWSDVSnWfM8+Pn739+25T22nqv7E3stbpjbgidwtt2/9q1a8mq3VV1wkJhPRtl47NXZ7u6jna5gN/vguffeP7R1U2r20z3mgz+WT9idOyXaDo6FJoK/TBqHf1xYmBiqNvSHb0VfPry6Vftv9gVB7ccfPPWby0tLeSzrz5bV11Wva3L29Xg9/vXe8Y9RJG6CGE27Ow/0//iN23ffEceP328pmJbxaerRatzAYDVs+j4uUO5Mm9lg1arbSgrLXvbs90zYtxh/Np5xfm940PHZRdcSQDo7ez9djG1+JdIy7eU16kqVdskNyUN4mLx+iSShDpfDXmBHLSXBh2mYSgy3B01RdvTu9IPCE70nnhSqVce03E6GNVGAMDizUXIBLK/TecABi4PTgx22c7YPmt/ud3R2tpKzFAz1Vq9tilfnb81l86tX5G7gtDn6hHwBRAIBUCKSCTZJJb8SxDkCFBUUoSeaz0YGhh6jBy0DWKPcQ98Xh9i4RgikQggAfKYPKhL1Min8gEAIYTghjszgxkuEUsQBEUwANDa2sq1vNOSUSgV4kpjJalT6lIiUkSzMRbhhTCSsSSwBKyqXAW71w4uzWHYPoz55DwoIZUhfW7f5WHH8Hx1UbWqdFUprjuuI61Ng0gQcAfduDB1gfP4PeOTVyc73AH3Gfow3WeBhQOAx1963JDm0pkjbx0ZAXAQAA6dOlRfu7H2YYZjGkRGUS2VQ9GUiEKxuhhTeVNIppKgKRrMTWZ6cnLSSh794KidklLPzFTOHBqdGy2f889By2lDtIge9Y57z45dHesedg0PXThyIXJrOXT36Zoz0gyDj/DOH77Xd71+EcBFADjcebhetlL2cMGqgsa+6b7qcE5Yql2nhc1lc97ouvFap6Vzenki2tS0SVXbVLuPy+NSN/pudFAz1LTF8lukf2dms5lofK7xpxgZoy99dGnd7daiFcTOxM4qjV7TJFwSRqw/Wb/sPdXr/cf1/8b2vrt3zfGrx9PtP7THdrTsWJMtJ+uTUFYu2y6AgJQqpIymUfNEtpysbsOG/Q10AVXwSI4vB9FkFCl/qh6/BfPPZfgvBShLlfco8hU1rIvFgccOQBlQ1hRQBVXvPffe0B0RoK/Xb1cwCiHHchBAgOYVzUykMtIMgLcA3j1gNpsJRY1io4AWgCz8U/9cwdxWs9nMm8c7A+r16poqcdUGmVEGuoxe9teV1lWPlI0YAPAaTHgrLru3rNYkMpGUg4IEkmV/iAhJKzZX7OLL4y0gGUpmSogSBH1BpJFe9uugA+tnM3x5vEtw9vzZ/g27N3gFYkHRYmIRfeI+sGAR8ASmBzoHvuTL4z2WT9gmFlKZ1JhcI290O9zSa93X4HP65ns6e1746uOvLvHlZfU6BgDz02Yjo2cM6WCaXAotuU5+cpL3LwgAvwKPZYJ/UrVjsAAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF70lEQVRYhb2XbWxTVRjH//elt11f1s6uI3uhrIONlmxjrAzYYONlOpnINIw6pi4aTdDEoBHURBPjiB/8oNGIH8DEKIYElUaMQ0Xlgzdmcbhs07EXOjZK17GVtmPtXdf3c2/9YMQYwXibsOfjyXl+53fuPefkeShkGbsP7C4tqCyojoVjiM5ER89/cd6dDYfKJqnjSMe+8ofLP0j4EkWGmAGhVMgzc23muTNvnflOLouRm9B+sN3acbjjtNavLa5srkR9XT2q7FUGroBrlPzS2cnLk4IcHi1XoKyubFODpaEkX58Pi8YCG2yoRjXKqsrMVe1Vj8vlsXITwvEwKUQh9mze84/xSdcklEZl4q4L6NK68d5IL4EHbHFVMSywQIAATUyz5O319sjlyf4FQyNDrvGl8Yt+4ofrNxdSSCGOOLgCbio6EfXedQH+JJ8IXg5+yXIs0qE0vPBCCSVKqJJvnE5n6q4LAMD06HR/MB2UmAyDq4NXMTI3IrkmXD9lw8pKwD/svxQQA1PQAsJNAZf6L/1+4pUTPy+bQM/HPUu+Kd/ZEB1CmkrDF/f1Dg4OkmUTAAASJOfURrWUyCSkqempc9lybl3D1sdaS6p3VLdBBdY35ePj4/FRp9Mp3SnRNegaaqxr7F8ILWjHhsb+8/Pb7Xa2/L7ySo1Js0m8IXo9Vz2j/Fn++i0BxyHHA7Vtte/bVtnW+D1+NDQ2xGiWHmh4uuGCZ9TDD48OD/An+X88MvxJPnGg5YAzmogax5xj/zr9LV0t6s3bN9cUWgpb81bn7aAy1EYxLKrMFjP6JvrcpjLTIec7zu/YnW07K7Zs3fJhVV5VyVrjWiyqFsGsZNQGGJqS4WSTREuQVkoXi3YVfRvoDfDkChng+T9lRgZGvknh77Xtdjtrfci6qXx9eWtxafED5cbyGnFJpAPTAZAogRgXERSCMBBD2erdqz9pW2hrpI6+e/Thg88d/OrK2BUwEgMFo0BGm0GuOhfaHC1YjgWjYRBHHCJEXEtcG/BP+7//tefXT4+9cmyqu7ubng3PVtdtrXus1FbapNVrN64sXEkbGAPGh8cx65uFCBEZZCAmRIgZEaFECJPUJEKuUCebZ8pTzwvzaNrQdGsn3rgXSqKERq0BzdCgQUMPPaKIEpPKJMW4GE1pKTUAdHd3S13PdpFwLExu3rgpZUgmJUBQ5RhzoFAqcI/xHgTmA+C0HGKxGChQWFW4Cov+RYTFMGGX/EtDFE0FABQAQBJJeJIezM7MQsEoEBACxDPn6V/ILJxfnFjkncPOX+CEBABPPv/kGjEmklMnTo3iBF4FgM7XO7dUlFXssdXZHqlfW1+xgd2AkYURzEZnEZoPgWM4CEkBNEt7QxOhfva1l15zDV0berrlmZa3rWarNegOImKIkDnlXH/UHT3vG/TxkeHIL7e7EdZ66xMUKAkf4Y2/xj5787OLAC46XnS8Z2g3VJu3mps9gmfX9Znrlf6QP5fL5RCOh92CSzhyznnOe6siau5sLqjdXrtbYiXD3PW5ITJGbrvoX9Ha2so9evjRPmRAulq66gHccS66QXcmOytMFtODaSFN3H3uz384+8ONO87/P7H/0P5tP176McO7+fj9L9+/LVtO1i/huop1rVqFFoXFhSpLjaVjWQX27t2rNplNbSRJoON0sK6ybrMftMsubrIWWFGzolafp18HGtBBhyJTkXW9ef2WZRNobmnede/me2mKpqCEEqUFpap9+/e1L4uAw+GgU8rUdo7jICwKkCBBQRTINeducjgcsnmyE/JK82oi4UjTsG8YKZJCBhmQCAGJkuqijUVr7rqAzW5r0BEdq7ihgDKtRBhh0CINLaXVKjSKWrk82Sd3IbCAFfkroKSVoHQU5qbnoM5RI9+YD7PBLLsqki3Qd6GvhzbQLysyCrOKVcE14EKOMQfCtODt+bqnXy5Pdm/ovuIWGD0zpS/Q70hKSV2ACYCoyPzlC5dfOnP8TK9cXlbdMQA89cJTFTmmHCtREXXkaqT/9PHTWbXnfwDVcY9ZCq0KOgAAAABJRU5ErkJggg==) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur27590 5.3333333333333s linear infinite forwards;
}
