@keyframes rwdcur76510 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhe1XbWxTVRh+DmkmmljrCjJN2czKCllrdJE/W4Y2GB1xJsgmZaiAIKSTjaCDdX6L8APXhM4NjBBmnE4GzJVlRkm3RKwow8nHQFozxrpMLShxjU0xgY1urz+u99zb3nu7zj/+0Dd5k3PPeZ+Pc869594L/NeDTRsRtlPKcZN/WpzpFwfuSy2cHLYLaXFPXdQ7RyG8r8MLp6eYAcD+LSdpw65CplWLoqspNXQpxX06QiwiXS+JC2S1jAvlDmUqxXw6yYhPRxynEjO0BgztIEMsDjFFkuodR8gycBevGzFLBkPWCG2u6xIEl8QZx7dDc/tUDeQ1g2bHAHnmNQske94oY4H8K7zWEpzD2+agkTXWLxW25qUTFHWAJePTMjArpp6FHoFkUla7qNssCG7tpV0uPxfJ+ckIALi0HkzEp2WgdBsoMwZoZek20Ob6h9nhdWcJALxrzhMA3PZnBra47ay2xkc9ZQP02JEFfN/l2GQ9xc1R49HeL3l4atJ7hMOWKJkGDUzkTcYpViBPL+TE1S7eVsv3ZXv60Qt9CtOdz/5ALdXfkWnQwOS8yZHgpn2vQOqoBAtZI2QOGpnYpxV/DH8Lp7s4gefoiiA9ftjK+6re8tJ7b5czOb9iBXwNIP11QH9duDYHjQwARkeOQ+xXy5y7iwEA9X/fgB9u6uPiu+u+pqaXj1PZORsa6r7i/L4GaVL8INLfUJ/hxnceYgDQu1N7JXp3gopesTMAuOParQCAQ84zVFH/oLQyXeocvCCwXRq8cuYiLmdHMW9wFhZ1m1nnqvO0rPV+Jq9RC9ubqW9MOV6s5YCwSxo0ubWJ5HVqIWLbn+8nxwcF7FjpJQrlRZAzYkC+ZYGijgvFqiVi/Z5EA4c29FPF/gJ2oPI0PbN3IZPXqkUyPpWGTt5BTuEl01jnp4LAPThpvYwZACrcBQwAxmbGAQDumT3Yca1E0wA5QW3sFMYyxrGuqYibuf2m0GT7iPclOB1fLzmsvbcTja8v4+PdT/1IJR35mvVq8W7mMbjci1nIGqG5hUben9Gs8hiKA/FJID4JLt5S1UefrbygEP944/ckr1fL6tHFAIDdT57gfXJxxQoAQPQ5YVaGFrDwvCiZhgxTHrkiRisMLWByXvmY4igWnY6uRoL4F8uD9NrWHgKAT5ynCAA61vYTAPTozmqugsgltpNDdXa/rZJmlNUK9uXSi/RI13wGAB6Xn+4cuwVrGwsTsE0uPzl+tadaCGS1KvVUvweyWsHGJ4DxCeDnp0FD83/nYzVuOxPFvykJcaM3MJmAS041cU0DAJDdBhYnIE7Ao78UY3gl6MVXP6eQNcJFhy2jvH5hcC42bfeSHCdmdpv2waZpAAByDybOqHLoCdy0So9TVlh6v562hVEVKMeAAyTH5B5MfTyn9VERWJ7eR0py2D6dmn/af0bnylObecD7D/62/o9/M/4CdtsNq8GsAJAAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhe2XXUwcVRTHfxepNjXd1GY1JhKSvmkksdoKZeWh1piSajXRFqOpfCy0SO3yIRRMNFqND7qUhQblQ1eKVK0hMUCQFqKWplLKR7GNrbHURAjpQ1WMSCpaZDk+DDOzszuzgC8+6D/5Z2fvPf9zzpx75s4d+K9DLVvx8RWJOf9MwrJ8Lt249WLswJHISFqS77hFLTr6hY5+4aZpDGYkqcIvJvil62naTo9BRpLqGRzDYqPrFkHsLI91Wxz0nfyJG0JCalWWrW6guFE21eSrSB3b0h3jOFegtUG4No7BbekqzZ+pVk6dorX4MwEYz94ibUVdAjCas13GQ7cZAX/9xGdqWxscK2GfWXC/vSCvUg3trZXkOl/Myn29p0rue7dURfnKq4zS2VdgesyegR2SXOdT3+U+KQDncnIEoKf0uOjXACuunzVc9V2+x9TbIPpODmxYvNsPjCiA/rIm8Rz0WnxMZG+RxOYTCmCgOCibavKUxeeCVkd0BVxXF2fgDgHQgw/76gVg0FdnBAdY+dspM6iujUB8dAI/ar95c4pgvHM1gvFyejTIA5XZSoVCAFy/+VZjeqA4KOtr8sy71f1GwFIOdysC0PVVHSm1e1X4mBMmMzQffeUtkubPVGefq5GNDcWG3+Hn6yRudoZZ11q2p3gtGgvu7kZ0Alz2PiYAIzk5Ej5nx9797QIwVPy+aHffJADf5j4lAEeLOsUuhqUCD/abg70ec7y7tEfSq7aq8Hk7+D96m/vf2af6y4+Ix/+s7WNqF8NoQrfLJMCx0uMCkF61VemCcJtI+gv2acI/rwHakpzzZgnAROZmsYsBYU2YsMaa7V0/BwDtWf/jljQ8gVxV1NLCp4WZjlUouYJ4EgoUQJo/06jC4Noy4GRUDEsFbneZBFjX8rkCuPfwYeUJ5CrdvDoBFW4bybemkaE9gYUNSlv7nTWPKrsYlgQqXCj3aoV7tRbriK9NAC55nxCtpB9Kmn+XGiqsl3BbO15oLAXAPdUOwPdZj2hLsDBf4TJ7zNIsjbNmk2wsyCW0IonkhhLDZmT3QdnwXpk6U9okqVVeFW5vh/wbTf/htuHjUaifQepnrI7PlASN/30vHhWA4YJaCbd3Yiy/YLMVz81q1PGNd5ekVps7Wtzs7wDMz/8FQMEqlK6xY+2UFjTSr2MC83MaD01qwhnXZmNuLPsh8QS0ZFIaX1h4ITWLbw1K19nx0CSiXy+aQJEbFZqD0BwErqK9zYALOTtlXfOXCuD8bq90lmgHkVULL5yHK3ag65xY5I5ee8dm8E+Y61WeyJIOIsP51dL7UontXHmifSzHI1l5olnWN39ATpT5jLnRrMcFoKOoU8YXdrkPCtuF+TmLTqdTcFjCsfyNS9Gd+/Kd9rrl2C45AYDXL8Z+3p3wStLi/pf9ZfTq+djJvLb+H3xt/Y9/E38DJ7YybCRXpCcAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESUlEQVRYhe1Xa0xTZxh+PlGjExrdJS4by2SJsctwTqcjqyFzbC4kZkusAYJERwyiwOhmB6ct5S7XUkriHIKic2OTUYMuJDMYF+qFEYVtjLUajAklmYtLRjLHEJam9d2Pck7P6Tntgf3Zj+1NnqTt91ze835fe06B/3qxBSu4uxR13Ra/IM/5k8s80YPD63DivLzVSfWDsuDLv9/ENtt+uVaBC4suakb0Blr6pIaHUhkA3CrTk3c6Ezta0tiI5V0itgSb6jqYmm5hDbQ5JSbXvVfhfZCCzKN69q3pKG1tfE+mHeA4enr5CBKqLjGZx8F0xSzlBjpalfc7J58BgKv4JMXFDGNzQxtzl2XQvVk93rJnSLy+KTpNb9qzmcRrTq/egMMY+cAZHRGnNlauJ231OQYA1y0G+ivwPLbZ8pjgp6CVm1W+o37aK3sZH+Yp3U2JNWfYsOkAbWlsZwAwUZVCayr6Q95iz8peSeZimbnmN9V8OF4lrTF4pVO+pwAAfPgPJbm0puK4EPJT6W6anX0CSauHFK0WyRuYBDSTmPhzufBaER1rCQB0NjsDgCum4wQAU/6NgtV4ZSq9WHOG3X7wWkgXtZwrCc6VBAADXBFJPosAV/FJumo+RgBww1xIADBakqW8jSJ/voRRLe6DsOBPlZ4N8ZpS+VPBBouMpLM72A1zISU1fCTo+7k2WkJ38OjSCWxI7pFoANEWPKYJ4XvLfgKACx98SjxZvB6O1YMgnT14wvnw2+U7CQDi4EZyUzMbn8mSaPgSGlilCYGx4AU/G9sHAHCXZFHPV5yEEw6tBzTAccKk1lWfZwCwxfYxA4C3W/RMzJdtwet3Q2N2xUf+hRTzlMoVDzZoNlJczD2sr+1iN8sz6IXqbjZi3UPGvE4JTzKBxzUh9BrOEgAMm4NbMWbVS5oTc8ORNgXSNTjY+touBgA/T+8EAAQCKyQ82QQA4AAFZ28oTcd9fzJmHsZie1O2wBkyGeiVxiPsmuUYfV6XH20QyLXm4uW6dkX/dkbKE87xgXiEr7nnvlr8VC5zJ0jMV8KtsuDkrhW/T9G8JbVvBrRvBvRZXjcBwJ3yHYLgikl+k+L5kQAA3ortkvfikv0SPvQFkRA7hNHSLFpb/bUwrhUxHgl3wNxGpx4B4zVKyL4PSqi6JHDUG/AHccLUjA01Xwjh3qo3aHNdKwOAYUsBAcCqpS4AgNmhF3RK2DsJ4l+Hl+Jh2PNraFQ5La1YhlEkzd1sxqx60taeU9UpVeeT8jz5zWiOGPABAR/QXpCPPwLJwhoffvHDTnJbM4MHkyugfu4TEuvCoRQOqDwTZo5Lr6i+MwW/TG/E1qZmmW6wyEA6+xF2urCHLh7aJVnrei5yjupTcfqYfKxOLdh35oO0iPmwqf4Uu2D8kp5Zdh6H93bL9E5t9Ix5PbuneVS+uxHqbKK6/4L/Ge36MXozPS/9g39b/9e/WX8DfScmGRWz6KQAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhe1XW0wUVxj+DtS3SlJDTFFxxaZpjTRemhAviXgplaZNmuXBPpBUCZfijWVhEfpgxD6J2+UihOWmpO3bJoUAVtEV0WqIgLKQ0MQQLaUhag1GSlu8tPHrw3R2ZnbOzC6+9KH9ki+7Oef/vv8//5k5OQP81yEWrEibpu380IoFecYevGPcPnEk+lNj8o4e9PGAOXHXFnG1qpSON0NYlXVZAMAPZz7h2i6XWd+1xTZHnG3y7F7i1TmonPXsQ3BNJwAgvdwn1OQAMP/HEnSn3FES6jTI7rXtnHV1hQGjsGmPIbbH1c530r/BqqzLosfVwJVrbmFdYbsAgNGWfVy06BnWDjot9fYFlLXJq/bmianOXXQ4+0y676squK38hAiWlTLD69Pm9V7ePJNOvgWL5+T8opoOZ5+4UnmEADAZyCAADJ06xPlfkgEAL14swyVPTTjpo8waTS+BuQOVJdGf9spqaedu1BSTJDaX1Inzpa1MSJrAVo9XGDwjtOYOJDyOzuocAsCIv4AAMNaylwCwyV0rNpfUiYseDz/w5YsnD6klVbUReMVcwKzym9cp0Oa07kabk3iq/F1X8JVhVQnL/wIAvHfyS21c9Y2AsQOB7UTCY3SOfagVYdOJjUsnwtKh+iICwM3GAm5y14YT/9SxkwAQnFit6ALbDYvSKuxdH54YmUxDfPwz/D63FL/dW4nM909bNgIAkDkqlCIOMO1wo7jl/4zv7m8WV4+XM/1YlTSHqtEwkMIwAXznbiYA3Kg7RNO8hNdPVFhuV3dRk9nD1IHxRM0gdUZ+PuhjZEidESONhRRxf2JD4WlxN7Cbb+y5ICY7MpiSFRT2OabBMAFMfruDgLaHoaZcDjccpCFORjvYxb02B6oEgO7idkszfayMoRblNR2sP0gA6HH5KcthgoOCDgrDZP/xMuW0qz8QPvX0sVYEgHMlfl7zljPkz2HIn0+ZvwHJz0GVgLYNKkJNuQSA4QZlZfp4Ge28rYuYB5PnzUGDpw5LhWq8FfsqlA5a+ZqOYj5XqKLvqGIwO/WWIW607VMCwNmvc8IaGfdWeDF2JpuRvipMr9uKGa3K6USIayc/56/3VuOj2nwx4Csi4+Kx1V1jq7PDdGIMt7DlD0CV6th5t8+QYLhOeQ7uBnYTUDql18kYS4FaET+DKtWxYGk1AWCgtlhqNtWRTr1O5rEgLPsR1FMdD7XmssvV/M+lZBe7i1sYi06GqPuRdNtscK4/Hxv2t5q0stj7b9vniOnunjT+ci28nxrdf8FfRq+P2hfzYP1LfG39j38TfwMuZmnjnvz0UAAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhe1XbWxTVRh+DpipG24EcTNgEDQEY0jc3AipaO3c0OEqoEzArM6MDyeDMd3Yhzp1EWZ0hS4EMA5xS+YQgl1TNtzG2jm2aEvRsk6nQUNcRBCYaAyQSTaW1x9tz+3puW1X//gDnuRNes95nud9z3vOvb0XuNHBohV8iLMUbr4Q90TlOWHyWxgMmzgYWzF/Qt4RSWvgkBI34BFVXTTcCRXwNDoFw3ZkMQCwuoro58RTKJ9jY5aazdS7wQ7d6wY8W/8GC6eLqoBkHBJMCr9vQez1WBhSGsMWXXkhjXQ2LbJeNLFADw9WqupUBxOxT3W/h7GO82vO6OjNWcfYUWsp/T5nGPkPfcq67WWUkWkUPAO9AvVhC8BkU8gD191+HhlPGVV1FlcR3frjLcjOr2MAUH4xhWqT+hn3Gy+ZQAEzqyOf9nPV7LCzmJZpdnL9sd4KuhRzFTmaPazt61IaibmKVQvqmeR5rlrIKRfwaOjVC/jKu5r9/WspN+UT7tPZV0lZ2vcF349+WEWvFCwUdH5MkoxnxwOz41Fp/oz/Vg2Dd2/9yS3ujQQAgcnNTu/YHaNTFF0QxA5U+U7tNu+J/bKrnJ7oSwvbiJ7MkxiZPI7sx4zM4iqi5xbuYgDQfHINzfzjTqQHnpcgf7GAfcq923rCg6V7K1XnVLEuix1xlpJes4MdcK+nF1I/lra25fgmWjGoFzRA4BbMiudh/6ARANA08BJxcsC8FF0O0mt2sDZXMU9udRURAGz79XECgNN3/SRqfFAKmDGFh7ZuMQAg6fR0ZQXTmgWOFIPf0TgpC1/u24qqe3sZAFTcb2MCX8LZb4lHOATy1AJAs3st97C3byEAML+3SeKJHYgf41EzlOFt3xktAcBhZzEXtJxvFLhSXHaSIVW5LS/O+AsA0LfBJvLUwMhBjBxkdWxW7cIhdwEBQIezjPzcUNHdUyH+Ib1s4nNCTiHDaJ8yGaNlANBp30JXpl3G8w/vZQBw0F1Aq1PrWZujhJ5JW66+Eh8s/Z8j4cptyMg0MjVvdYz0EEZ6qMGTRwDQ6nxN6sYB93oK5ocMAOXDycJ1IOQn4egYMDoGxrzcpZo6Xq2t19tW/63W8s1GQmw682tU4+8u0rbplOsgyK241KFUOX0JAwDziUKKG4vDkkVGZj3+Kk39Jwa69FrhkZszVy9ZqcLnGboAALhwhBdRMqkKpkQPA4Avmovp2rzrWLFgT0SdKu7WSzp5C/xEX8tM197hw9mGnSzhz9sBAA0DuXTUWkoA8PZviyhYJ4VKciDSS+kvZmFFZXFbYUwaCKtp6s+nvIRscfC+nOjfCTlOHZTa2rp9CB3bG5FuehIr393NaocW07zhB7EsQSPrH1j939+KOQb3R/VNwDE/N6J/1F9G8DSFLyY5L3rPm/g/8S+lthYc340KpgAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe2XW2hcVRSGvx3aogmZpFCpD1pTsFAwSlXoQxurSYwNhlDEh1i1ipCWpvWGk5lkJrfpNJ2ZZJKiqERKoaDgJSBYJJJLc2mbBIyNF5IHQ9V4qVXb1ErURJKQ5cPMOXPOnHNmEl980B9+OLP3+v+19tr7bM7Afx1qtYJLPCOp5m/h1Ko8Vxw8SVXKxMnIp2NF3mmDRvFYEn/1zh88tbdD1Q43yGVXJm/e5VNOsTuIpsyRcrKbRpNhKUFLfGDAK4GiVn383feqJLfiJtLpNGQ4TXQSkVky0aiZVH0ckH1fhATgSJ9bfsnJAsDf75E9Uy3yWEWHKiWoPriwRtd2EnHcPtvKTvKqraCS5yzxvkGPhAvNba4Z9EhLfMzoZae37cAPLNqyieMCUHYxqptqyYu+fVkfy8jI4FiPW7Skmt4OlooeJ5D2tL9NQAHUDXllfs06jhc06z57J8Ky9cqvNBVH1RvvH5aDj76ujJ6a1rGAh+KrTIdeXrJoPefrJXpfohjvkFeu5uRw6u46pfkm6ywm93JSAMapVNqzE8apVAC+8/USNiQGKJlul77Nbn3M6OtomEen5NEpAOUX28Q45kRNe2As0eZnx8zbePiToCT7a9APYTbdcg0X13ABsO3HKwBsmf4JbdyO2XRL7XC9nNgeUAcvxBK9tj22z9ph/X1tLI1Ro+VNtGPtaKKyxR3WNhnnbeDvPU2osEV5h+ultaDZvs0pc2yYFI3BHrfsHw+K/1ytADw/2iTJMbY0wHe2Rv/t7/dY9XEk7oGNuTobd7erW6/PEtoVUQDr5+diMTP5yhhn4R2XdOO/1t0QSz7kleuuLI70VospNo5EG+6fTazgrMu2hZ6RRonuDCpTrB0c9HY5MowDKjcblZsNwBMTEdPbABDdGVQHPj0qxlhb7hGBxO2obYfubyjQdBXL8iKyvAjlC7L+z3kAPtxSrSDxap24p0HtHw+KnFZKi7cj5QsykPeiApjauAHKF0SfM8DaqrK52Iq7MvW54u9ekf7bXjDF+s/VSmhXROnxTtB8bHwtHYi1YSFGYN9EWGpGGkzJvcMNAugHlK5MpWvs+PBvkuybuoDlpRhLZ+StO33q9sszAITPVEvFRIu0FhzVi3GPxIrho1yl6+xYOiP6cxLsT+vunxNt7blZBXvcMpd1I5H4BVM83Sb9m6tN2rKv26Tr0JO2dkav1AFGlHwvOgH/oPV7r27Aa91/oy7Jww6On2T0bVLIEsgSPPiNhI5VAfDIVFTqzlQLwFVXNk3xW+7pz5rl0FijmHQa+zY5rjx9S4q+tFY/sFUBhPrc4i9pVyuJ/ecFABROpn7VnDCYn9Z/1f+MeODz1MUMbVu95//4N/E3utsz28sl0+cAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKElEQVRYhe2XW0xcVRSGv02sGhsHsA+S2GCVEjTBC9UiHaCVloqxIakPVpEYmwZIKY1JuQxg+sCTUJA+aA1Kaxtt2loafRDbQLmWmw6X1ggmUsSqwQYjicilxgFZPrR7z5mZM1z64oP+yZ+cs/da6//POvvs7AP/daiVJozlIYvNr31vZTWXHTz00uLC/og9t7zaSwb1JAcKX9yXS1lGjSrpOi3XHev4+HGnChbr7Fx5lw0aYhAr7WJcre/6jL91NleWk6dxR7CJujBk6lfv/a7Jm0+S6/5CZu4O5+QTiaqg6W2ZDl0PQFFLjVxdm8ybMbEKYG9/g2xNfd7U0vn+sB08xmZb11l0BMQXtdVKVUqO8h07KlUp2cq/ll1+iJ3QFPfZ8jA7BWDHyLApqsW3jvxoxkJCQihoLBctqvPtEGCgjN0yRRjBWMZuOR8dowBc7R9IftcnAtAavU4BZAy6ZWF+muq0UlX4aZ7cfCBvrr9eQEsOc2hZn1s+xYGvo/OMVCVnmHFX+3H5LTSKE3FblK7rnxfQAQ9r8LCGfIqVvrZjBceM0dLOUwJgFd8+ek0qn92jTsRtUda6/vAxcJA6mcFBCVkqfWRYSshSMzgIxoPUCUB5cqbK6b1gDO3vrZemqIeMmby+C6aWzgkwcIAGmcXBLA4AHv2lFQD31Y3ocTseoEFKuk5JbfwLam9/gwAciU9X4F2s06tWA/jkaF3jMoceM1iLM+D9WuftEN72LYdSspWr67RUJr1q+3nbaZgO/IXDsKCxUrIHmqSk47gAvNHzmdTiVNYYf46nbAJAixdf+tCIFbXUiL+GhjHwB2GG1WkuFfr7N1Rs3qMA7vpzDICPiFXWOH/uZMyIeu4MB8DVflRmHJEUXqwWa6yGaVUqUya5GYdtC4u666QqcZeyxtohWP6SGslKJFmJAGQOugUg3bLrAeRcbhZrbDCCd3fUr8M6p+HzGS7IHAsyRyIeCZ8dB6D+1q63v7deAGo3pKrsgSbpFKV0vB0T8YjeHUfujycRj+i5ReHkhji54eNy2/c/BbRcL1AdH4yL1Q3oAMACHhbwAPDa4JdS3H1GWtY/6N1eb+39eoH2cI/SOXZMYFL86y5qAOaBeRKYkJOPbVJc7wCgsLlCXh7sl8qkV4yZgu6zAvAVYUrn2TGBCfHe+8J2tT7DuGmVmwhV0Fgpq1Y/QEVSpgLYNnpNWixbLcCO0RGZiLrXrpyBm4jlnQfcRJi2buRnqU5zqb/nps28Fne1vm+Mno+KVtY8f9qJBzUA0EekEuYR5nmaH6Qt5TkAXhweksLmIwIw6XiYopZ3BOD1K5dkX+/nYs3T7CMy6MF0yRPrU3wXsHIHeEQBFDSVS/X2UrWc2Ns2ALCBoRX9E2hcJnbJ+is+s8fx9aJmrvDk7f8H/I9/A/8AXlpk40p/EwoAAAAASUVORK5CYII=) 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,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) 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;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76510 2.6666666666667s linear infinite forwards;
}
