@keyframes rwdcur244294 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE00lEQVRYhe2XTW8bVRSGnzMejycjx3HS4NSpcVpUhRCqqkoFCxBsuoACEmLBnj/AElZQy1L/A4INaxb8AD4kJFBBgn5ASaEKUgk0rZMQosQx9mQ8nsPiXgfXjZ1SisSCI1kz8T0+5z2f942wj2i16AEe4AI+4ACzQB6IgRBYtuqJ1c3Z90ngESCw55vAIrAFrNvfAzSkUiO1j3MXyNg/A+u8BPooyBHQBGQKeNGA0xjkEGgOJAeMgXognrXRAW0bAIIFn0il1sZG2C9uz9OxsE6BvGwilALorI1szkb/LUgC+qPVyQMjoBM2KyHISo/tsN9Zrzh3PnUa5F18B8JOAhoymg4IkzztjgcUgBMgvwKzIEuYcsyDlkA2MGVZsSVoSqWW9Dvrle5hcmklLACvMpqCXAqm0g6H3IAUIAquU2Lc9YAAYYGHvJds1DEopiTSAHFMidjodT4oA7H9Pj5d8uvf3Gy9+cTsCLgpiBUcB1oJdBRGXVDl1nY7GM045Doun//ceu1WvcOJKY9j42myGUKQOsh1qdTifmd3AZBKLdZqsQti8/vViASYL3RIpwTfc1i83SKbcWEj5ui4y616zHoj4aeLOyxMe9TDDtfWItYbMWeOBx8Cl4Hr+wRr2nI/sdPgAVmgbFIrZaCJ6f5jX/7Sest3HRaO+O+BfgVyGbiBmZ4E06j0p/2gEuxlAlOOJqZ50GoxAI4DJ0G8jOvgmi5yQALMnkAqtfVBdvtlvyYcJgmwYmafhZm8y+NTHhZkAzTAZOye5X4ABCAh6NdrjZhraxGglzCLJgKytnwPHoBUapEBQASy9kekTAQpQKYxy2XV2vS1WnzwAKxsYlLujY+kSDmCWc+sYnqq23D3ZPtvA5BKbQPYAJ7Lj6So1dvYbTdhAUSYPrinMtxPBgCtg360uhMzV8iAWcc5Cyy2dr0hBv4pAJkGbmy1OtzcagNMYcrSlRj2dsmDBaDV4iSQBzk7P+Xhu9K1UwbN2vduFg60PxShVotOj05sN1oOM/OzWU+sD80ZFSkBP2BIjAs0tFpsYhozkkrtLh/DVrFvIt2LIgG2QOdAngV9g0K6REpgtQ2qr4M0gSWr7xt9VgxgoO8qhgEpsrXL9507QAFkATgNlBhzwU/ZdlMXtADMA2WbgSxmdXe34137YVAJulSsX45aCmbIxUZcIOrAri4aWkYAjAK7mL3QBG6DHgZZpueqH5qBAcDs7SgAO8BivbYL7S7xYNJErwXQLtcMgGlDSPbG8g6fgwBEwGHgpH12dZugEfAYSN11BHIumMb0QZ4Ensew4u5i6nd8ICPqKh235xNAHbRpmkyuAs8AXitWgs0Y4CLwAhmZYFcBcYFXgCzoIrAMctvavoMVDZvTDSyFNnoSY8jGFvA+cKWTJNSbMaBloEGsgIaGlusp0Elbnrz9hP2jOGwMS0D57Y9/v3D+QsQ7Z0f44GrIdqiU8w7nzowxmnFoRB1SIkwEDqW8xydLDaIOPD3jsx0mzIx754EvQJelsrrU72cYI1rRajEUC/Hcpy1+a5v3K78nPDy2w1whTToltNoJY77DU2X4rhaxHSqJQqutzIx7n5m7Qxr7+hkE4CCx/74dxTTZMqZcBfb4Agl/NeIWsDyMG/5rYtf5//LflT8BvCe5nICdMPgAAAAASUVORK5CYII=) 15 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAXElEQVRYhWNgGAX4gRitLWAkQs1/WtrBRKHhdADv//9HYSPzIaGDEENXSwfwn4HCKBrwKBh1wKgDRh0w6oBRB4w6YNQBA+6A0TYhcQBfmw9XO5BObcJRMAqGPgAA6kspVbHIu9UAAAAASUVORK5CYII=) 15 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAcUlEQVRYhWNgGAX4gRitLWAkQs1/WtrBRKHhdADv//9HYSPzIaGDEENXSwQgLQQEGYmJMrqC/wzIaYRIX9POAWSAAU+Eow4YdcCoA0YdMOqAUQcMuANG24TEAXxtPlztQJq0CZHBIGwfDkibcBQMfQAAB24xUyHiHZUAAAAASUVORK5CYII=) 15 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAeUlEQVRYhWNgGAX4gRitLWAkQs1/WtrBRKHhdADv//9HYSPzIaGDEENXSwQgLQQEGYmJMpIAdaKAAoeR7gBiLaNBaGED/xkozCUDngtGHTDqgFEHjDpg1AGjDhhtExIH8LX5cLUDadImHDCAzzdk+Jp2YMAdMArIAACRJTVXMoTxUgAAAABJRU5ErkJggg==) 15 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAf0lEQVRYhWNgGAX4gRitLWAkQs1/WtrBRKHhdADv//9HYSPzIaGDEENXSwQgLQQEGYmJMpLAgEcBdRyALWSIDC3SHUCDaKAE/GegMJsOkzQw6oBRB4w6YNQBow6gAIy2CYkD+Np8uNqBNGkTDhjA5xsyfI0MKA+BQdZEGwUkAwCkkzJ/hrvQvwAAAABJRU5ErkJggg==) 15 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAiUlEQVRYhe2WQQrAIAwEN/1BL/3/D31CPBTEg9jEGKSwA0UPi46xQgAy58neQAwZzdzjCi4e5lugKAAIiqJ976lkmOmzhgr7KnCL5crsOZeAY1EPe/6BkZxR2C+QVIlVFMFn+oNnSAEKUIACFEiGPaGNotrGft6Ps/mE4w3J+hVsEsnpir1ZcpIKSywo8qnvYmkAAAAASUVORK5CYII=) 15 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAjklEQVRYhe2WYQrAIAhGP3eD/dn9b+gR3I+x0SBMMWENH0RBUi8rCih0juwJyBAjmXNswcHDjAVYAIDAgqdcq6JuTBtryLAvAztZtswe5xZIwC7gWFWOgEZPbpowi3YNBfFrGiIssNAhLIESKIES+KtA/Qlt3E8yi7zaba21FfwZmPwzWmwLRn3GtBef4gQAkjZUEQd8eAAAAABJRU5ErkJggg==) 15 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAjUlEQVRYhe2WQQrAIAwEN/1BL/3/D31CPJSKhxI3pIEKGRAFg1mzQQQKmys7gRAxmpnjCB4eZi2gKQAImmKM+1byGjPHEhX2VeAUxjIXORY4hG7QAw/WrQLW+CvAJiPjvrUgoUlXKIIP1UZNWAJKQAkoAUnUn5CjqY55Xs+ztTbI+w+QbGbBao8se/ErOu3LMZFETGawAAAAAElFTkSuQmCC) 15 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAk0lEQVRYhe2WQQrAMAgE1/6gl/7/h3mCPZQED8UoVqTgQEkOUiduKQEanSu7ARlqOLPHEXx5mL3AYAAgDMZ6nlPRa42sNUzYN4GTLJG5yInAIfqDb2CinSoQjX8C1mbGuvIIojCCP6ryCbRAC7RAC5QL9J3QxmBeq9zLVdsrlE8g70KSJjDZiXwqquVpzDqPcoEgN6OiMaYAOnbwAAAAAElFTkSuQmCC) 15 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAk0lEQVRYhe2WQQqAMAwEN/7Ai///YZ8QD0LpQdKNMRQlA9IeQrPuhlKgsDmyGwhRo5k9tuDhYeYCmgKAoCn6d/2V3NaMtYTDPgd2YSJzkROBQ+gHZoAhEA0vwNuErPc7kDCIERTBi+onQ1gCSkAJKAEB6k3I0VT7Ou7H1dobLHdg+XvguQMzIa8KtfIks85juYAgJ5B8MaYAr9JGAAAAAElFTkSuQmCC) 15 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlElEQVRYhe2WQQ6AIAwEt/7Ai///IU+oBxPCwdSFWhXTSQgcNnZZGlMgsdmiCwih0cgai/Pjbq4NFAUAQVHUddxKTjWtlkh4ggRaVmF6htd1GwhgIgNWrB2RjxvoLUbq7n0CRxKjKJx/yomaMA2kgTTwVwM5E3IU1bq353a3zgavJxA3D4QZYAkfSB4dPqyGIpvts+wFAS7OD6uwWgAAAABJRU5ErkJggg==) 15 16, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAk0lEQVRYhe2WQQ6AIAwEF3/gxf//kCfUAwnpwdQtpCqmkxA4NHYoDQIkNkd0gkLESGSObfLj09wLVAGAgiroo+2qXMboWKLCC1RAsxemZ/g4t0AAKcALWOfqOPNxAW+yCSkPgsmbcqEeSIEUSIG/CuSbkKOK9Fmv9WytDV6vQNzvOEyAhRQdF3jowdGwGopsts9yAiT3LrsNBVqLAAAAAElFTkSuQmCC) 15 16, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAkklEQVRYhe2WQQ6AIAwEt/7Ai///IU+oBxLSg6mLTVWSTkLg0MhQigAUPkf2BELEaOYcW/DjYe4FmgKAoClG66uSyxgbS2R4gQxYdmFqho+bFkigBHiBiX3NEfAIyM0LJJyECIrgr3qhIiyBEiiBJOpNyNFUR2/HtvfGDp9nIO82TBNgIUWfC7x033e8giKL7becCDMuuwLjC4cAAAAASUVORK5CYII=) 15 16, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlklEQVRYhe2WwQ3AIAhFP92gl+6/oSPgoYnhYBWL1NjwEqMHUp+IoUDQ5vLegBQx7LnHYfy4mb5AYgAgJEYZ96moGiNjFRneIAOSkzQ1o48bFnAgBPQCA/fqI+DEHAFDdsYFJj/FvoDT3c+CYWxWPynCEAgBA/FPqCMxl1mu5dxaN1iegQ0FPu+GzrwXqJ1wSetWVvsTGY19K/agbb58AAAAAElFTkSuQmCC) 15 16, auto;}
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