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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYhe2Xf0xVZRjHP/d6uB1+jDFirrHmDJtzysgIxZlRkXPlzMyU0WYUVoxYq9b6g9pqrrb+cM5KbTFKU2eNdFk0ddMYkHNEalqGQkRWlEB1BYLr5XK43G9/HC5cQS7H2/rDze/27Nn747zf73nO+z7Pe+AagXvEDFUUpej0gQz9cGS2yqYnAEbE+P9CbKi5Plu+7vcVtJo16Jd6uyRvuxS0hhS0flK/d6ua67MjxDiGKxq56j+4mdyCd7ECK2jYA8310NkKCtkzDA9Mz4DMZbBgNZhJn/PN3udd9zz1BxD6LwIM/XpqGelzd1FXmUZdJQQte2SaAdM8YPkvfyLOhHtLIL+kl7bGta45efVAMBYBhn48ls+MrGp2lJr8chJcbsi6H3ILICMHOlpga8FYJNJmwu0r7DlxJiSm+Pm96RHX7MU1TkREwq2q8gwN+ntUUSS9NFt6fYn083FNwMFNtl04Z7eDlrR5pQKPIr2RJw36/9bu52ZyFXvCDXjU763WkW1j5N72ieSToaNFejJJ/kKk/Rukfm814HEqwtCRbTnq6ZDKM20BbY3OycP47pAtYB1ST4d0eEsO9umY9K3D3s385Y9z6gt7w2UuhVm5TqM3htseID4rn4EgUFcJd6wqJkqeiOw0SJ6+lO8P2a0Fa66ePIz8Utuf2A+JKXk4icCb8zGBW+lstXf9rIWxC5iXD8Dwb2cgzpy79y4SmCoCLxevuYmBPgOFIDEFbkiMXUDSjcSbHqwQ4Ot2r82ekTzZ1DFVzfVW7IxXwPDI8Xe5IW2mZ0oBb53w+khMDeFyg68bBi/FTt7bycBQCHMaEJ9sPVhx1DulgBe/JYDlP0f6HLujrTF2AU01ALhuyYahwPkDFybPhpEbI8TF9gbmLbVbjVWxC/hym+3vXAddrTVEKUxhASEgyM6yD8ktCOFJgJaj0PLV1ZM3fsJA63HiTQ8sKYI9L3yEXQ+iVkc3dspMVVdbtWor7Uz42kKps9V5Fjx/UnrCY2fCw1ukjpZ9QCoO07EBJLU9RKYG+v7U9hI7JVeVS8NB25pqpMr10s6yieRfV0nFpk2+eaUU8F1sf5i5QBJREtGVo7C9ZJUCvn5d6pVajko7SqWSFPkLkb8Qu+K1Nkj//CU1fCxtWDQ6pk0rpICvX++sWe7k7cffB9yACSTo7dWLeHrHLmorUtn7CgNDl39Cww3BiK540wOFG+Hu9V3sevYZV+nuY4AfCODwdjS6NpAApB1bRpbaz3yq3q5hHdwkvZoz+o39hUiPue2SfWCj5OseVvuZz2ruIwtIG1nDUeijiUgF0lVs5qmpZqt6u84qaF2Sr1sK+KTh4JB6Ok7rbO17KjKWAOkjzzgmj3opHVnEE2kpcRg7F5PcN0SoqIE+7PBa42zKY+dEQFjE6D8BE/8BQoRzyBhp2BxhKgGRQiL9eITG+eu4jmsH/wJwRceonY+JNgAAAABJRU5ErkJggg==) 14 12, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 14 12, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 14 12, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHklEQVRYhe2Xf0icdRzH3/f0dLu77BgrDGw/TJY0kTbE2SYR7pKwMUYMKQ0LKibiYhEsNiJGSdlYEbkNKlEZUcumy81BOVumsi7ZJBxz7jhFTMyz1Nt13vmc5+Pz7o/vnc9p6j0e9cdgb/jy5fu95/u8X8/n+9zn+3mAO0RSpMksgY3d51PZfT6VJbABkGN+/1+MZQ507eDUxEmq4X6qYXJiWDQ1TKrhfk5NVNHtzImB+W/MebVxMxV/E70jZMM75OEMhorB6SK98VA62VFHkqTiP8eus5tXA2FaZl6mq/MpPJL9LS68/yCaK6GoSxCagDUFrwP73gXaqgFLErCr1IuR3mJTWnYbgCVWxZdMV2c+g74ZVjr0J/14D1l/RB8fXE/eahdP/sMn5FuPiWh8VkIGfTN0deZDbMmqJPHisXTOTE9GzbnfTvZe5rwunSDryshQgAs00EVWPKlDhALjbKpY1XZIAMycmmhi41Fh/loS6XHTsMaHyPdyBUTLp+TURAMAs1EImR11ubw9Sr4kCYCe742bR+V2CoAjmeTt0Tm21+xYaSukmF7ClrxitNdAmdVg3ZoPbH3WaPR0PboTyHAAahi42ighw1GMFfJE7KQMe3IBrn0nRk+Xrd48qp1For95GbAnF8BIBF5MhRlr7kvj7z1iZkte4gCpWYBJAjxuQJLT8h5a/j2Yn/y67Jlk+Mel0BxgtZiBpAcSB7DcD1jtADUg6JV/Ls1OXu5SnWpyWCwAgLmE8sdCaZF7yGYg4NXiAmyvdXlhW6ta7gGUWQ3wjyduHpoCQgFhbrWrG74Y9MYF6PZCxWxo0LRpm5joa0scYKBL9A9nADPTAyPTiB8BABrGB1uxfZ8Y/XgqcYBf60Wf4QA8rlYgPoAGQMWFygbsKtWs90pQ+q4A186t3tzVAbiviIMpp1BDc2UDxKG0LEQUxAxgHUddDbx4TGTCVyzk0G/Gs6DHTR7NEZmwrZr8o+8bAOtgMB3LAJJYgm1U/H/yeIEO0XV2oZHiF/XBT5/rc7fadfPT5aTi9wRewOMAkmDwVNSjcKpoD4M+hR/t1o/fujI913+QJ4wOpZNNFWT1q/r4dDkZ9CmsKtxt5OkXFyQSAAsAG48XZONAfS3aa1Lw9xiw922g9QTgPLP0nax2IL8ceOL5v1Bbut904IwTwDSAEFbY/6UqIjlCbRt6Dhs3VfUcxvrMQtxolfDLV8BILzAbEleabcCGTPG2Z+3VMDnc2H8w68P0ZoxEzMNItCoCYIMIYQrfTHPwestJ+sZuUg0rDAVEQaKGFfrGbvB6SxXf2OgAkBJZE62W42q5mhCIVMSRaMQ26ctc2AHgZSf8EOENL2px/3ZGAKIQ898E+Pc3gIZoDtFNo82Q4gHEgsT2i6Ut6u/qru4c/QMuCfIDYyCkZgAAAABJRU5ErkJggg==) 14 12, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQUlEQVRYhe2Xf2jUZRzHXzuvazuPM5aESMkqOUx0rGVTbIhsIivKMETK5o8UifzDYBSof8iEtBAS08gmQSEEpjV1FOU4Y5npymVlm04dFpedh57bebvdnd9979798b3dbrbdbkf9IfiGD597Pt/ne+/383me5/M8X7hDYEuZXVvmutTu9ej35ql6b4kbsGc8/1+I7bpwYpZ6g7tlGpdkGgkFuqQev3QrmpBpnFeku0Ht3tIMMf8Nub7fV6JY+JCCPqmxXnpzmsxlKPqiZcYypA0zpAObpFBAioWPqPn9B8ciomCEuF2dx+fz8Kwv+Gq7m8Z6YmbqgQ3ucU8EJenv7cZMWvHCcVCweDM8tyHI1c7lBSXlXsDMZ+R2dbU+o1g4pm1V6dFqe410pkmKR5TGmab083S/+jlSXyimzuNVWFMyJti0b32JjPh1bZ1v/eFat/TbNxoWsfCQKYm/hLTaKe1dLSXMHu3f8AhjmA4b4FBv8IgOv2WRr3FJf58bnnwAf7VL1y5LfSGrHY9I3Vek639KvcGDgCNXEXZ9vaNcPf6EalPpbDucnXw4XDghveGRNpZKN69JR3fNyjYVtgxvY/bSVzn2oS1mQtHM+fDE87lmbxCep2B6FfTH4ccD8PizK8lSJzKDdorclbQ1Wq3qdWMnH8DspZbv8IL7gQXkkoHWGlyMc0xL+NqtyMyF+Qt4tMLygYtgs0+te4xCRsvA7PIyN33dNiMJRUWF4JyQv4B7x4OrGBImREP2d5dXTRyp66Cq8fc58mccBsnk4O8/2kYsSGkBr+9rCTK+2HTYIBaLQ+RG/uTxXoiGwO6AIrf59ulwZFQBuy5g0B/vGldSZgXavfkL6Gq1/CQPGNFzm37FGFUAkOT6ZS8VS6yW94P8BZzab/kZC+CG7ySQzNo/JcSp7TVzdfOatMJuFaJT+8deiM63ZBaihDaWVgBORqmGNqySWSx/50F1X7GOV9OQjLhV0a5etMpuNvg7pc0VloCWj6RA1yGgmCzlOPM4tgOFvsWUPPRZ/Du+fKeY041WRUv3tkF96/BbtOMYHNhkLb5p86B2Z+DSUle1pwkfEGeEo3noGgBjyiH8NKxYydN1EabOGdpbSbh0crDd1wNnj8LeV+CTdRb5jAXw8o4In9a95mkiABhkWQO3X0hsQCHgVMOqSmp37uHnw5No3gXxjJ1U6LKyEQsPjS1cD0++EGRP7cqCuqafgGhq9DkLAGsqHIDTW83k6o/PbuH+KYtoa7RxvgV8Z8GIDpJO8kBpDZQvSnLD9/kPa8u2VjbjT5Eb5Hsrwlq5xcBk1VKpjm8b1OP/RQnzlvpC1vlvGjGFAh1q9+7WGtc8YHLqHSc53oZGuhNC6kacykbapk/Asa0MF8Cqk4RD/ZipkWaaSQ57fzQBAyLS3wT8+xsgmTIzg3TAcsJoAjKFZPrbkbzN38Vd3Dn4B8216u8J0CagAAAAAElFTkSuQmCC) 14 12, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 12, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 14 12, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEb0lEQVRYhe2Xf0zUZRzHX5wHXieRMzKjzTFjzJgzx4oaMf8gJdfSmXNiVKi5yj9c69eKOccyHTlrbflr4NZytqllEYoVMTJlVixtoIKQklM0POFEOM77xd29++PLcRcCd8fqDzff23vPPZ/v97nP+3k+n8/zPF+4TWAapLlzCVadqMxU/e50bZw7GTBHPP9fHJt1qiZbvbZt8rrOy+sakK1d6rVJbofkdbWqr6tCjYfnRIj5b5zrh0/S5ew5qO6L0v4S6b0s+YuQs9Cg53mkklnSV+ukniuSs6daB8umxyMiYRS7Wc11+TyUc4CqTSmB6i14AuGHk+5KgkQLNx2OIZvVDAnPlcLCEjuXml5KyMytA/zjmblZLUeeUb/drdKcodlqc4H0+9eSs0cK+A26HdKJSmlzQfi9DbmSs8etM7XzMEISF0za9XK6bvZ2a0Ou8Yerk6Wm78NOR+OpGumVFGPMxrmSx3lD5cXpxBEOE5CkXlu1DqwPO7/cHN15iJ1t0upkY2zVJqnX9g2QFKsIs779IFv2jkAo0dR4OHbnIX73sZyFKPgCRmIeLMseKxSmiNbEky++xs+7TJ4ATJozD2YviHX1DAT8ULsVAJcfqN8NOUtXMMY+EWk0Y52ch+2c0XtqTXzOAS6fZqC7I9z/bS/cnVpADMlo3pPLVHldAfV1SZ8u/Xe2j0S/b2S2HJFWJslZiPxFSF6X962HmRJNhFlr0zLU1yVtWSDZO6LHejQBfp90qUlak2rkkb1D2lyQOZqAcAhSp1sI+uFaO+wsYigU48GDWVDWxKQZs2GCGf5qGHVDGhIwv7yhC+tkH4kW6LPB9uXQVj8+AR4nVG2Cd2vAkhz88ITDGVVAnQ0fPtcFHphpGHwu2LMW/j4bv4D2BjhTC4e3gNfVvK4JX1QBQJBr7XU8ElF6906HaZnxC2jYb7T3Z8D1jl+BYDQBQcDP3nf2MedZSLIa1ieWGzGMB61H4c/jkGSBx5YEKS/+HONQGlFE5Ar4E0qPt9Fvr2TBG4albid0XYjd+dVz8GWJ8Xv+Wui3H0r4qK2dGE9FM5B8diGz5HZc12evSm9nSKU5Rm1HK8NTNdL6bOnNGVLFSqmv62r9fLKAZMbYAyYM62vHObzvp7b+QfG2RVw7n0RnKzRWw6UmSLRAyn2QOBEQOHug7RgcKoOfymHAAzPnwrIyJ1+8vip9e8tZwA0EjAG3YviFxARYAKt2FOWxYnsFJyun8uNWoypCmJgMChrlNmSzQv4aeHyZnR3LVyWsO9IAuAAPYyThSDciM8YRaq3JJ+3p3ac3cM+0RZysNNF6FK40GzMNBsGSbGR6Vj48ujjIjc7KfcU5G4t+oXPQuY/x3ooAKzAFSPMVkacztRWydzTK5xmQs0fqt0tux011X2zRyaptjkLygLTBMVZivA2NdieEwRvx4GpE0rQnl5SUREyLj9GLsby+YRy17OIREBIx9E3Ard8AQUJ7SNhpiDEhmoBIIZHtcASHtXdwB7cP/gFUoUu0qb8DAwAAAABJRU5ErkJggg==) 14 12, auto;}
}
div.testarea{
animation:rwdcur220212 1.2s linear infinite forwards;
}
