@keyframes rwdcur141779 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 24 25, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 24 25, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 24 25, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 24 25, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 24 25, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 24 25, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH7UlEQVRoge2Ze1BU9xXHPy6wwD4AebMYCY8RISCIitoqFbXGVnTUqYk6amu0qIkda4w1DbbVahLjK+ZhfUynaYzRDJqiNClqjAKjeSiKiYhBkYfIU+S1PJZld2//uLAuK8juAmo7+c6cmb3nd37nd7537zm/87sXfsTjxQALbJYDY7sZSwM+6btwrId9D+NLJ7NmhRPKYR2Kz9jA4QOgVEBZBSGJL6IA/t6/YXaP7ghIgAmjWbjWh9AhSrzR00YzNby5CSbHg7YN6jP4CeDEYyTQ3SOkANSL+AAZAzGgQxdTihCxij3vQmMjnD4LJ78Ag4GcDw8y3Yo1NUBF70N/OBSAsIgPhOUcE2azXdj8FwRNnSgrEhHOnxF/F+UhgFVyqS8D7SkHHsDiRNi8Aby9IOsy7Nk1kyU8b/H8FhoiDrEsDwi1du2uILHEaCCDKDm3ha074XAyODvDtxch5cBK7FJn4oCzxaLAQzqffSFABjCktwTsutFLgdeiEIOzw562Qhn5GdGEMhFFdAtXvk6geG8UCjy7dKCliVKu4ooKgDru0EoTzrgiRTbAn4gAR1yUleQVApV9TQDAL4BRg6XIZfZIscMBJT4o8eHj49fRfTMCdwYDIGCgmgKaqTVKLSWksZmRzKWWEoq4QAMVSLCnhQZ8CKWc3OhycjOBHFsJdJcDWuC3qayPmcMuT0fk3TowoKfNtQHfiHc76dWtOsgCDWo8RqdRV3eRk3l3a4AqFRGSKawboqMVQAX4YmNlsjqJBQyIxcSAgIFWeT1Vfuv4NCHGaDOAAdypb+HSnXousoKTU2I5k6/iZN7dA8DaMnIU/2RhbaiXHH+t047Sek0YsALQWRtPT63EpTnsivHgaaNiLzM7GayLD2b95GCUSaeMuoPzo/jVMD/j9erU6+z5qvgB50VJ8Zy6UU3ikasA6UC8tQQsqkLmyF49jsLX4kleOJxzhTVs/vKWcWxuWhqX52/i0+87PxFzjh9ndnIywA/Azzr0M8K9Ob54hC1hAD0T+GMZ1766S75R8RzvkHlLQavewLhAd96ZGc7sUUNZkpVF9AsvIPfywjAylsalb3RyJPP0RObhAdAMXO7Q591t4mZ10xlgky0EHlaFAG6VcHnSIIZFdlQcZ9z4Ls8BhZ8GlZuaEE85Xi5yXIfEMrr0KpEucsIcIEjbgHdJFgBSOwnhqiAc71Zy8tjnbeMD3XVvJQx9dqi3nHNFtfwuJfcL4D1bCFidxACuqEjxd0PnXMSk+mz8XWH8f/4KzsC1YtSXdVQ1arkFBHvImBjiQXX2RzhUNLJ9ethgR3vJjlkRPpTWa2hp038PXLUlDrAxB65wDPfnRpL50wT2fH0brd6AVm9AEMTxW/eaWZlyjZUp1wBo0wucvllNbUsbiWOe4tcj/dHqDez/5nbzqmO5m4D3bSVg0z9giu3pBWxPLwDEquKrdCRa5ULa0lFGmz98/kOXVQgYj0k+2AKbCaQnJeHo4rIX+FOH7vfHc78cAMPMbXfOCOf1X4htT6VaS9jWjEYgEKizdf0OmBOYgXhX1rZfb0tgQ5zpPpDLCdpoeak4Pb0MyAeqO8aO5VSuAjZunTY07tlQL+McT7kDV8rUOJQ14Ksx7lXGeX1JIARY0HExjT8v8CTY1wklrTRRQS6Z7F0DHKLruzfskwXDvaNUSgLdZaLmehXca6K4qJacjELGxKg4lRgrnbL/wjbgbaCsLwkwmBjfp4l9BcCbUByRo6WZWm5Xp/H6OWBnF34kwIydM8JWjRjkGuTiZE9eVZM48qH4iMsnBOE/6xn0Lo6MDXCTAq8Ah/uaQJUHgfmBjA0BMKCjhXpqKalJZX0qsASIMHcyNmCgbEyAW8rzUX442Eu4UtpQM2X/hTsmJkM/C3aXzg8YiFxqh84gsDoukAp1a8jh7LIC+iAXTBHDg8fAfSbjDxwT44LcBc2WqYJmy1Rh/5xIc3uAPEA4uijGaKfZMlVYFx8sAHN7E2xXzZwEkJnpdIiHcQChOCmegTKHTgZSOwlbzxZw+mb1ksyCmkMm9rT72x3pp/yNp1yKl1zKgXlRtOkFDmWXapYdzdEC54Bp1hLoqowagMaHTdqWXsDS0U+h1Qskf1du1JfVa+ZlFtScMAsexP5Hu6pczc8BvZsT60/cACCnQu20G5xGQVwsZAPDe0ugJ7z0/vliwn0U86oateO2pxfcBt5qHzvNQ55nN8AHMNRpmN6++U0HWoBvxTch0dYGYwuBvwG8+K9rVUAWUNyhsxQSYLTJdSlQYEMgjxqvHoTiQhCKQNCYyY37ReGJxsshICwEoQ6EZhMC+SAkiATcsbHJfBR4eR0I6va7XdTFP4EovX5f1B/YeAgqK00ILAbh6v8IgX2pUFwKQjkI74GQ0y5HQMgwIZADQiKcBaZY4rjX5wEL8GoyzI4ETy3ilhyE2DUCtJoFEQLYwQTEPqlH9CcBT2DCHnhzImKRP494azeaGD3Ty0X6k0A4cGRxPy4AT3C5shSPIgc64QBwHUg205dwvy3VQySQa4m/R06gHG7cgzVvw78BZiG2uh9h/HQzCbGzMFjir78IjEuCtb8Ejpooq8Vmb/d5OHEelgG4wpJBEBt73+xMP8VkFRI3t9f1f7TLcnGD2tGF7ccHe9EL9VsS1wN3gLh2CRPVKh587ZLXAvn3TxXGT7ePFYlY95XS3P6JayV+xP8t/gvvWwi+JYy05gAAAABJRU5ErkJggg==) 24 25, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 24 25, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 24 25, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHwElEQVRoge2ZfVBTVxrGf0mMCSEJAoIIqHyk6LqgFMGtoliUrbWjVq32Q922bss4dqtF3Rl1O+202tm67VRdtGPV7dZdlJ3WKtu1VfBbASsVlfUDRSGgaBCUDwOkECB3/7gQEgzyEaD7h89MJjfvec573+ee957znhN4jMdwCpJOcGYBoxzYvwfO92w4XUe/Dtojo5i/tB/9J9saC8niLlfdASOQ32vRdQKPEhAwgrivgokOHYCf1WjGxIiXDKC4mtDYiDopmfeAu70eaTtoL4XUQPWrfIUKd7uGL5iFoRA83CHzR5gyjfPAmN4OtD10lEJW1FLOGf7J/dugUsHBNPh8W7v0+cCn7bRdBKZ1Lcz20SkBVdwhOOEI7795ErUakpIhKBC2JkJlFSFjJ3DSlh/LMh8/wnwd+aqnRruH5S38eOB6rwsw8zMubikM8Ye0wzDEH3TBYDZDXu4k9UziYmz5rgxEjZdDXwo06pmsiwEoInvNRb7biDgqvSdAhRvGknjO5+zg+XlgKASTCU4em8V3yyLwI6zTN5QgRY4KADO1rwNp9IIAC3DNjClAgVqpxouS7eNYvL2EMKCy8jKZGf58vywSP0LbcdCEGRNKNAA0UIcECWZM7GWlhdbUMXY3eOh4ITs3j00RngTYGTPYQQixeKOz2gQsdpxq7pHMYhazDwlSCshAhhwvdCTxRg00K3MSnZ6FHgULjWxnrsO2bczhdZIASOXjnridHZwWUEc1pcP2U7gg1mF74J+Pk8NejJQCJAMbASWQZUNLAdZ35/5dFnCNo1RSzE1+ooKbjB5bxzvRBgZr1Q752QnRwD0OX69gzQHuAtmIC+XYtPixnL5ZyYeHbng0x/JRTwv4uppSdX9UIRq8ATjBZnbMC0OtuEFe2QUKyk0Y64eQdavK2slHo2CYuwsAoT4aLpVUU99oAQgH3kIcAYZ7u+Lm0o/+Mqnu3YN5U7ojQNZBe2Y+GeN8GB7mwVAAFLiycHITkUNc8HNTYmqwUFxVx4LkHHaevc21mJdQa/3wqS1GoxCfz/rjek6NnsHgyMhAw9mzE5sFBCfEBKJVyhHg9r8uGFKBI10VIO1qhzBmEL+lP1fu1vDEQFfejh7GW+OHEqvzJFbnybgX53J90nRSLrXWdxqFjKdemE348zMB9KN9ta/F6jyRSCA17x4z/559AFjV1VjAiZf46a1n+PbVCKaP9EYuk3LwzSix4fiH4nf0MCt37dQQOL2ezKJK/gbhbsp+JVa+k+iygEP8hecKdjPVPYlDWWfI37KChIkBdpyLJdV8fLR1m7D1hVAyiyqRABXrfmtdfDalF5Gur1iMODv1jQA9P5K75xvkrq7UP3jwH6G89uSOrOLPAOaN8mGAi5yGJgspl0sB+O+KiRy4do90fQVymZQ7xnqrr4Ly2pU/XC07ANT0lIAYxJkisfn3smdYFTGQQDvSsdWrPwFKgewTcK3F7uEiX66US/3z75us3PzyWvzdlCyMEDdF5SYzLyZdMANrgF1AWXeDdyQgEvgDcAsgmvh3vNEFqfGiETM14r3+DfwVMNj02wCwIDlnMPDyoih//82zfw2AwVjPK+Ee1DY0ITU10iTyzS19nMVDKTSI4UGDGZkC8AQTUaKlCTMPMNTsIUEPzH6Ev21LJwSMnDbCy3+yzlO01JihwUJqbhn1+64QNXQAy2MCpRtPFYYi7qfrelSAH6MYywI7Wzm32McfswHH9UIrvn4t0i8i1MemTvvomPXyDWBVsCdr44JVG08VXkLcijp1stFWwJYSrvy0n/fT7c3CTsTUag8qoCR/9dNqXzcFOQYjaw7k2RHWLnkKo78WCRJAcCZmOzgqp5XAiDa2+8Dt5usLbTvEBHlIk+aPHuWp6s/RG/c5eqN8X2JG0TobSsrCMX4Bi6L8iQ5wRxCgrLaeLRk3r396Qt/yxmcjbjG7BEfTaB2Q84g+4ft/H4lW2dpVJpUwSK0gvbCCHINxZ2JG0T/a+Hh317k7S3w0igllNWbkMgnTf+XNK0/6hsikEpTHChgD3jNgM7DUWQEdokkQCPJQ0SQI6MtNNFkEThdV8kNuWfKm9KLNPJzXycAk2Qn9hH4AvlpOu8gBsAgCOiAKfPfA2/OgANgJVNFLyAKyUuOjSr/53ZMCUNti4+HUs8W2b0GoA6EGhD/ZfNKa7XXiyyEAIb0VvC0+A8qBo53kWwW0/dSCYOymgC5XozZYCXgCU5zwAYgvS2KHLMfoaD/Qk8jWgOUYRJ/GfkHxBLwQ95RnRdMWxNH9v0MA8Fw0zNkAQolNGlWBcLkbKdSXI/AsEAcMKobBaRAbifjkVYjToQcQJf5uuCAWeR2eevfIsUon8OwnsFIDcUbgS2A54jzZthCaCqTCCiCPR69HQN8I8H0ZPo+FoBHAHaAQWNRDzvtCwJ0NiOmRCRwCNvWg875KoU4jGmiCMCC3M/w+FRAGaIGtwBJgL+LO6TeADtgNnBPXFT20OWxtB535l9JZCAbEFAL4GbgM3AT2AHOAQUAxXI8XV/ftXXHeJyNwBfHJt0AGjQvFAm/6e+ChAfTiEzc5dPALQQuM/wCED0CY27pIVQOHmzlfHoF7+SCcbG0fT/PR4y+NGGxW2l2tAZ5rw9tNa1ufVqOP8RjA/wDnkpUi+zGuUAAAAABJRU5ErkJggg==) 24 25, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 24 25, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 24 25, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHa0lEQVRoge2Ze1DU1xXHP+wCC8uujwURAQVdRINQU0QbRUnRxMapGhXUFGls2oBpjUa0U2s6ZtommTYzVZMYB8E8TIgkGUnQSWpKfCOEUlBRUNEQQJ6iPFYe67ICv/7xW5Zd3AWWx06n8TtzZ/d3zrn3nu+e+zv33LvwEA/xw4bDAGyCAC8rugqgZPjcsR39EfCaxqIkCZLl3YJrHCdmLchk0NHBuymp7ARujayb1tEfgfOreTPUHX+jYD8rqCkD1VjIzoFFS7gAzBpJJ/uCoxW5HPguhiQPBR4AtNHAv/mI+iqQy+HrDNiX1OfYjwGfW5BfBpYMwWczWCMgAbwdcUaCFA3VqLec4JXnz6JQQEoqTJkMiW9Dk4bAOfM523uA2cSMmUakd295O62jDpPQbR8H3BgJAmbQcw/X0elM9IWM4zDRFwLUoNfD9auPK5bzRETvPjKUKBj3wFgylIrlvBoBUE7+jssc3YMYlZEjIGc0zbVxXCg4wNOroaYMtFo4e2oFRzeH4kPIgCd0wgVvg30Vl38FZDDSBBSMozZ5LhuSawkBmpqKyM7y5avNYfgQbLFPF53o0eKC0qIcoIP2wfpthDUCXYBeQHAEQQIOuKEinOcBWBt6gEAi8SbA2EGgy2yAVupJZQMvcAQBARAAB3Q08xHPAehN5hp2AlpAlsKvH0ijltBFB8lEW9Vn8y5F/JOneBlPpgK0Qq/QDBIDWkJ9QUcLdX5fUrYu0kxefVfH/H055PEJKQl6sspn8FZ6JjUUDXVKM9hMoJiTNFHJTf5DIzeZOUfHS+E1TBilMLMb7epI/pZwoAq1hxtX6hwpIesYkGKY9xMT8+PA+3YhcIa9HFgdgkL2HddvX+T7Bi3N7RPJrdAYbbyUMvzGuhLsJa6SwtoWSuq1AC6AyvD5TGJUMJdqmtmfU+ELNAJHbPVH2o8+RM08X2dclY7IAJDhRuzCTsImuuIz2gXt/S4qNTrWpRZwMK+K4oi1KEb54NVWiVIm/j5/P11K5sxlTAgLm1yTl7fAQEC9b9UMxitkqOROk3IrNF7Ah7YSkPSj3/Qlr5ypNknTISwj/h1Z67W6Vv1UDzdeDPfjd/MmERngTmSAO3PXRHPj8aWkF/bUd0qZlMeiVvLo08sBSoH13bq5/mOJCvHSgyG32oiBlNOHnuT3MWrmm8qm7WfFtrRnQ+OXBnkOeLLs8iYW7c81Ppf/KZJvbtQTf7gwGdgw4IFMMKgs9C3v5fzyzBn5N/e0lLyzlS0L/M30l2tb+NvJnmNCYlQw2eVNOACNrz5plLs49rcA+segCHTRpZI4OaHtlHG6pAE3Z/FVWv0jL8a4OnG/s4v0ojoALm1dwLHiO5wrbcRJKqG62Xz3rdLodiNmJvsRAKjMykKmVGZmXL9zNOP6HQBUrk4JLk4SX0PGAaCkoQ3f0S7EhvoA0KDVsybloh7YYTA5BhTbjYCGKgQ6T5zavr0VOAoc7NatSy2YADzz3Gxf370rZwBQ09zOLx5V0Xa/E4m2g07RVA/sHqzTprBEwAWYAly11OFTXgTYiOU6PmnTfP+gJdPH+S4McBclrXq438W/rt6m/YsrzJ40hoSIyZI9mWXBiOdp3XATCALOMrha5bP1YT6h3RsYAK+dMn79DbBd7c5fn1DL92SWFSIeRS8MYh4jrC0hBXAXIJrdchV+tFLPad4GkVi/ObtKoyMurdD4fBv4NPbH/PwRT5ykDjS/vpjXT5Sce+N06XogbbAELO0DoV5MP/8z/giAM240c4tiTuZf4kgcUACkw4Ml6sWt8wMnq+Ty8kYtH+ZX5+/JLIszUe9cGTx+ldrDDTdnKTsWqmnU3ie96Fb5xi+uaIB8xCOmTbAUgQoHpNtqubarW9BOS9YljuwyOA8QlBQdEjjd082so99YV4pvt3Kh6m7WnswyU3uA+tlFdYQDwngF6Z5i8VdY2+L/Z2AWeC6DvcAmWwhY24mdgTdMnrMxD/P1xKjgwEVT3fGQO1NQ02xU5FfdPfaHr4o/4MFlkZQG8UuBTsTc2Q014poN7NunYcVhIPfjmJk3czfPEww+5RraYit9ktJA0FlojSDkgfCyeGwLQ8yEdsELQANwcwC2uz6DNg0Iml4EckH4h0GO2AJH1OshYCsgRFiIwo0e520iMPRqyjYcBB7Rw6xtQL2JwhuotrMzg8UU4GtAKLcQiSIQ4uE01t8lM9g7AnM2QcLn8BRADuZRAAgApPBTLOwzljDkWwkbEPoX2KiGZ/2AREDDEAsh7EfAcw0khEBsEPCmoQ0H7EXg3EsQqAM+YPicB/sQuFcJzh7AtwMwDgc6IQQr5Xxv2IOAixSxPggBRiGu/98i/vtRAfwE8eU9BJyHRYg3FwO6M7VH3SHUIN5mAdwDihC37sPAKmA8UAk34mAXkGzL4CMZAU9g8fvA90CliUIKHbGQCizdCSolUCr+4oO6GxopRGDYnJJBiO4pE1oQ70IB3jsBd0pAONujn4cdi7m+YCSgA+HjHgfP97I7hHkd9D9dzD3E/x3+CwMDiKjycSEaAAAAAElFTkSuQmCC) 24 25, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 24 25, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH7UlEQVRoge2Ze1BU9xXHPy6wwD4AebMYCY8RISCIitoqFbXGVnTUqYk6amu0qIkda4w1DbbVahLjK+ZhfUynaYzRDJqiNClqjAKjeSiKiYhBkYfIU+S1PJZld2//uLAuK8juAmo7+c6cmb3nd37nd7537zm/87sXfsTjxQALbJYDY7sZSwM+6btwrId9D+NLJ7NmhRPKYR2Kz9jA4QOgVEBZBSGJL6IA/t6/YXaP7ghIgAmjWbjWh9AhSrzR00YzNby5CSbHg7YN6jP4CeDEYyTQ3SOkANSL+AAZAzGgQxdTihCxij3vQmMjnD4LJ78Ag4GcDw8y3Yo1NUBF70N/OBSAsIgPhOUcE2azXdj8FwRNnSgrEhHOnxF/F+UhgFVyqS8D7SkHHsDiRNi8Aby9IOsy7Nk1kyU8b/H8FhoiDrEsDwi1du2uILHEaCCDKDm3ha074XAyODvDtxch5cBK7FJn4oCzxaLAQzqffSFABjCktwTsutFLgdeiEIOzw562Qhn5GdGEMhFFdAtXvk6geG8UCjy7dKCliVKu4ooKgDru0EoTzrgiRTbAn4gAR1yUleQVApV9TQDAL4BRg6XIZfZIscMBJT4o8eHj49fRfTMCdwYDIGCgmgKaqTVKLSWksZmRzKWWEoq4QAMVSLCnhQZ8CKWc3OhycjOBHFsJdJcDWuC3qayPmcMuT0fk3TowoKfNtQHfiHc76dWtOsgCDWo8RqdRV3eRk3l3a4AqFRGSKawboqMVQAX4YmNlsjqJBQyIxcSAgIFWeT1Vfuv4NCHGaDOAAdypb+HSnXousoKTU2I5k6/iZN7dA8DaMnIU/2RhbaiXHH+t047Sek0YsALQWRtPT63EpTnsivHgaaNiLzM7GayLD2b95GCUSaeMuoPzo/jVMD/j9erU6+z5qvgB50VJ8Zy6UU3ikasA6UC8tQQsqkLmyF49jsLX4kleOJxzhTVs/vKWcWxuWhqX52/i0+87PxFzjh9ndnIywA/Azzr0M8K9Ob54hC1hAD0T+GMZ1766S75R8RzvkHlLQavewLhAd96ZGc7sUUNZkpVF9AsvIPfywjAylsalb3RyJPP0RObhAdAMXO7Q591t4mZ10xlgky0EHlaFAG6VcHnSIIZFdlQcZ9z4Ls8BhZ8GlZuaEE85Xi5yXIfEMrr0KpEucsIcIEjbgHdJFgBSOwnhqiAc71Zy8tjnbeMD3XVvJQx9dqi3nHNFtfwuJfcL4D1bCFidxACuqEjxd0PnXMSk+mz8XWH8f/4KzsC1YtSXdVQ1arkFBHvImBjiQXX2RzhUNLJ9ethgR3vJjlkRPpTWa2hp038PXLUlDrAxB65wDPfnRpL50wT2fH0brd6AVm9AEMTxW/eaWZlyjZUp1wBo0wucvllNbUsbiWOe4tcj/dHqDez/5nbzqmO5m4D3bSVg0z9giu3pBWxPLwDEquKrdCRa5ULa0lFGmz98/kOXVQgYj0k+2AKbCaQnJeHo4rIX+FOH7vfHc78cAMPMbXfOCOf1X4htT6VaS9jWjEYgEKizdf0OmBOYgXhX1rZfb0tgQ5zpPpDLCdpoeak4Pb0MyAeqO8aO5VSuAjZunTY07tlQL+McT7kDV8rUOJQ14Ksx7lXGeX1JIARY0HExjT8v8CTY1wklrTRRQS6Z7F0DHKLruzfskwXDvaNUSgLdZaLmehXca6K4qJacjELGxKg4lRgrnbL/wjbgbaCsLwkwmBjfp4l9BcCbUByRo6WZWm5Xp/H6OWBnF34kwIydM8JWjRjkGuTiZE9eVZM48qH4iMsnBOE/6xn0Lo6MDXCTAq8Ah/uaQJUHgfmBjA0BMKCjhXpqKalJZX0qsASIMHcyNmCgbEyAW8rzUX442Eu4UtpQM2X/hTsmJkM/C3aXzg8YiFxqh84gsDoukAp1a8jh7LIC+iAXTBHDg8fAfSbjDxwT44LcBc2WqYJmy1Rh/5xIc3uAPEA4uijGaKfZMlVYFx8sAHN7E2xXzZwEkJnpdIiHcQChOCmegTKHTgZSOwlbzxZw+mb1ksyCmkMm9rT72x3pp/yNp1yKl1zKgXlRtOkFDmWXapYdzdEC54Bp1hLoqowagMaHTdqWXsDS0U+h1Qskf1du1JfVa+ZlFtScMAsexP5Hu6pczc8BvZsT60/cACCnQu20G5xGQVwsZAPDe0ugJ7z0/vliwn0U86oateO2pxfcBt5qHzvNQ55nN8AHMNRpmN6++U0HWoBvxTch0dYGYwuBvwG8+K9rVUAWUNyhsxQSYLTJdSlQYEMgjxqvHoTiQhCKQNCYyY37ReGJxsshICwEoQ6EZhMC+SAkiATcsbHJfBR4eR0I6va7XdTFP4EovX5f1B/YeAgqK00ILAbh6v8IgX2pUFwKQjkI74GQ0y5HQMgwIZADQiKcBaZY4rjX5wEL8GoyzI4ETy3ilhyE2DUCtJoFEQLYwQTEPqlH9CcBT2DCHnhzImKRP494azeaGD3Ty0X6k0A4cGRxPy4AT3C5shSPIgc64QBwHUg205dwvy3VQySQa4m/R06gHG7cgzVvw78BZiG2uh9h/HQzCbGzMFjir78IjEuCtb8Ejpooq8Vmb/d5OHEelgG4wpJBEBt73+xMP8VkFRI3t9f1f7TLcnGD2tGF7ccHe9EL9VsS1wN3gLh2CRPVKh587ZLXAvn3TxXGT7ePFYlY95XS3P6JayV+xP8t/gvvWwi+JYy05gAAAABJRU5ErkJggg==) 24 25, auto;}
}
div.testarea{
animation:rwdcur141779 1.0666666666667s linear infinite forwards;
}
