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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZElEQVRYhd2XX2hbdRTHP7dSLLZhTdCHqqst+iIYWKvZmmy1f3ywpsJo6R7mbLdp04ehBkRkwtqpT4oQxip1sWBV1IdCKF0ZglaFDbFz3dKoIDhcC9axUdeFZtENd/P1IbmhNWnWJd2Cfl4u/H6/e8655/f7nfO98B9mAFDqWRRikgTEihWAdgmRzMJtwwsEgQigyUQ6gEhq3HurHHcB4d7dbk0fD+jKH6eU+Dsqcw6ZZlSXY6c0OR1Qh88tIJxav24EO5906sIPE4qdGVVw7xa11lbIfqchvYHsdxlqfaxCQ4Etuhgb1U8XJuTpcIpkRgpmLNjfo8TcjF531QqIA+8AzYBUnd6C5tR4fP/BWi0mZvTykR4BY4U4Dx55tUfxzw7LU1IiYBhwLJuPiZZ/3wIHMPyo29B0/LBeTAaRVya6OjxOmaMjaiwtF3Agy5pcdeBAfWOpTpojqut0ijzORPjc+4PyG3dbX74agznmhp/wG/r03KB1MNeM19fk1nzLLmvPHTnW5grAAcT3z7fI49smVrmiJVnGtu/ctJWPIr8BDAGLa4s7g0VgaOrjCO6dLoDtaw2goXqhlO/LTYBjeTq3OLZ0spzoA5cAGnItHCB5mgVoqe6gNtqqrCuWq+GstgVpe46NNjUuuZfbWmHPSD1TfSVF5SE0+xKGPZkgwzAA3s3i6HHgeJbxFyx7V7jMg9Rzkdn0ZMqesfyFFRmI8p4qqVyXDNxhR0RrV81ANiKnKw6p27XHqnC5yHULAJobnnOpYrrZalgZZDuEU6ft87Q90g7QfgMHN6L94add2M/cAzC11gDGj17/Ds+GrQD7yF0HcuEA9m3YtonrR88DjN/My+HxqnEN+UMFVUJ/6E1VffHaTVdCgK7NtnrNBkx5PX159QJPn1cB80fZNtfl1QsAgp1Gt36e+EutySAyu2GmJnQAw56+Tk1c/V3GszsK1gVjT5U9r19OJPRKcjtW6AES8xl6wB/6UCcSV1X2zN6C9YBF8H7Dqbd9M/r17DX1vzUpt7dX9ntrxFeSvbpG7j296v/8S53985p830Rk1KyfIrLoAsL3lTVpR1tII58saO68KbqluUumPvh2QW0DIZU91HRLNOFyVqhim023TRVnQ7tJB1AUYl+TKOqfUdH/Df8f/AMm0Kbi28Q1PwAAAABJRU5ErkJggg==) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhd2XUWibVRTHf99wWrvGNAHF6uZasOBDA1OIaWLsMkWZSbVYgzAfgsSl4hCDTz64jYH4IIMKbTcbuqprwYdhLLMMFceYG4zNrWTBF0dhjjKsutml7aIrNPn70Hwltem3Ltla9Pfywbnnu+fcc++551z4D7MbUOG7KkxLEjC9Wg5I9Yi5KKwYQSABpAGJFtOBdEEevFOGw0Aq5g3rXOe3un52XPnMjMRB5TN/6/rZUZ3r7FfM6xeQKujfNhLtrhc0Pjyma4cm9LFnn56qCchu1CrDpGoNu56pcSvheVdTh07pt+Hv1b7JJeYiUjFDvZEe3Tif15sNewRkgb1AAFA/MrcgUJBn9zS0Kn/+ZyW2RwQMVWI80RPp1YWurB4xvAL6AGfR+LSfRVngBPp8Rp2yXf1KvBUpOxLhF10va/SznB5a6xews4SO1T2w07/2AeUGB9Tuc4kyzkTqh+6LajTeMVe+FN0WY31xw66Lg93mwVw2wVe9Mb2/5bK5504LXSsHnED28itbFHvJK5ZI0TUlZG1Pu7fxRXoAYD8wsTy/FzEB7B84lWbbs26AtuU60PzH1Y3M3ncG4EiZxk2OnLl7HRt1FaDZSnE3c6dZgIJPTMlm32CmmFXBWWoL5ufbYLNp6sPHi+daMJ9R+Bbqyhzr18NPF8CxrqBkGAA9JQy1ACdKyN+en2/yGvQ2wHuZ+cHCfEbxDwsisObBjLjHcVsiUHsXynSxZARKka5pHJE7FDVvOCussgAgEH3erZEDNWbBWkSpQ3jaUT1C0+ZWgNBNDNyMUOvWJn6ccgCcXq4Dh2czX2Nv9APswPoesMIJ7PA/Z+erY7MAh2/l51Rd9DvFB5MV3YTJz+P68pu6W74JAcK2hz3q/CUnX0e0rFrQ8bpPk7OdesxjK6sWACSMJyManvxLvo7XSlbDEj2hE+iLbvfp9xvD8kSMivuCoapQVCdzM4on9y3qBz7RfFoFCvLsgWRcv+ZPatMbVRX3AyYJo7FJsdQJjc78qV1Hu+SNtchR75BX6P56h4Ixr3qP7tL4zKg+SsdU7ap85f8mDKSqWpq1NblXn145rku5caFHdSk3poErB9WWDKl68713pCcsZkFXjD5Ysa64FEJjK/4uKGaa46v7Mlr1t+H/g38AvcqlkKwVvCgAAAAASUVORK5CYII=) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbElEQVRYhd2XX2xTdRTHPxe3ZLp17DaGMJlKX0w0NASSMjonjqkRNwwZFhKCqQboEolm+OAbEInxiWTTbVm4WRyG6AuxWbBi/LNE4x4c2WZXExEcKphgMBAoKxXJ1n59aMu6rbtsLaTRz8tN7j2/8zv3nPM75/zgP8xBQOlnUYhJEhArlgEaZ0qkvJA3SxYp3wRYQATg2PTySPp9UyHG2OEDwhu8AXV1jOiHkRu6Hk3KVSJNRJM6M3xDn7SPaLs3ICCclr9rWO7VWxX6+pKOD8RU67NU8UijjFJTNErGElOOykY9W2vpu+MTioQuqdndIlIeKZh+/2uWxi4k5XrpkIA4cBhoAMTHyuRAQ/p9/EnXIf01llSH3xLQX8jmln/fEXV+H5fxhFdAL+DM+h7j5vXZp8AJ9JqGV+HOuLr9R/L2hM9d16KjvyRU6qkXsD+HjF0d2L+itF5/Hk2oxf2iyCMnwl2Dv8nY80bmz+ejy+Zbb6PRprNd5zKJuWCavFsD2hj5IxNzp42snQFOID688YIC3p1iniOaqw5s8by8g0ioG6AHuLowu+dwFeg5FvmIHZ5tAFsWasD6K48tp3x4COBknptnOHm6/BSPXlkOsN5O8CCpbBagNRNn5Hj4wcwRs2s484Xgtr5qR40m1oxl65qhz0g/030lRRWD/M5aTMpTQoYB0J1jo72kwjSb1zP6EtfEfa5TEJ12QFqfkb1ghgeIfiDMkrvigSqqFKVvXg/kIlIx+rY8u57KVDg77E4BQMMuz06NVrSJdAObTa4kHDJHL7Jq81qA5jtscCeaN6/yMmL+DDC0UANOTH36I0vrH4JUjO3qgB1OYG/9UpPQ1FmAE4tZHK7+8jm9FWwrqBIG2w7rq+p1i66EAD7Huhq9n+jUC611efWC1romJdo/VG2VI69eAGAZ/kp9czOklpQRc7phjpnQCfS21j2jfz77Qv5Ko+C5oL989wM6nRxUTyocM+YBPW7MmQeCb+5TcnhQu11lBc8DGawSt6H2sYCu3RrX5wMHtOcVr1auMKV30MplpgLPezXw3gHdujiuSEdA7mWF//lsfEC4ZkOZ3g1u0rnLfZqcPK/JX1Hi7/O6/FOfgh2b9PTqsnsyE2aTPRXrW92ubPd8Ks6FXp02oCjEKnR/UW9GRb8b/j/4F7Ucoh2OpBgIAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur130626 1.6s linear infinite forwards;
}
