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0%,0.68125%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACY0lEQVRYhd2WXU7bUBCFv8SOQTiKaURQfR4Qoj8PXUafuoq+dh3dS5fSFVRdQJ+GCpBVrBiVyMJ98HVwwIBN7FbqkSxb16OZc2fmnrnwn2HXvYuWD+OBCNzDfD5vXB8NQOA3bncV4jjeMDo9PR0q/gYa0x7H8aAlqKPV7oYkUDxtAv7fDB6GIdfX1+vvKIqOh8jAgzvPsowkSVgsFtXSQd8ZeCztI6BYLBacn58DsLOzM+t6DPaBX08FD8MQ3/fxPI8kSZD0CbgCTszsc2Un6U1XAgXN3b0OHkURQRCwWq0IgoDJZBIDZ2Y2luSbWaUTI0nTLgSKMAzJsow7JDaC53le2SDpBZCa2U3dkSSAD8CyUw9UjrnNxEbNPc/D8zyyLEPSF+AAOJK0C3xzuwfYA14Dq04ZaGsoaQKcADfAe0qJ/gp8B3wzu1KZhkEIjCRNgZdATqk1csGriZSa2Rl0GwYFlIOlGiZRFAFweXkJgKRXlKfkXqAaKSgH1hkw30qIqsCOyAgwYOV+vwM+1syX7lkBCXAITHsRojzPAQozG7kOT6p/kjAzzAzgZ219VrFui3UJ6kjTtH46WvuUNAbedoh/f7ZHUVSEYdh41WpJ4mirElQ9cAddsnox6JVIkg9MgaWZ5U02WxNwKndIKTpWl11Jx5Q6kAM/XCNuoI/7wBwIKNVuVgs+rvkfA2NJ1XqvBK7c+4ZSYABwmbhwaxeO5AlwLGmvsuulB1wZ8ofq7GwOKO8TUFPIXoSoNuUew5LbEi37iNsZTT3wz/HsHnA7mVE2X9p0xNpgmx7Y53bsAqTPcfIHrs7k7kc18yIAAAAASUVORK5CYII=) 20 11, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/0lEQVRYhe2Wv4rUUBTGf9fZyJC77F2CLJtPsXErtbBbG22sfAErC1tBwSewsbLzKXwBRcFnsBKZYhERWc4sFssOGBFnMBabDJk12ZkwGwuZDy65OTnc7zt/7r2B/wz94pkvODjXkYC/4L2vtbsOBPykiK5EmqYzTsPhsCv+GUxT7b2fztM07bQEVUyjy7Ks0alLAfl8l+5qsBA54LrIwFzyEAIhBADW/iG5K7/3+8e7tdfr3W5LsDmHvPHAkYSk7apd0nrbHsip75vayL33hBDuAnt5nsfOuYfA2/F4/CqKootmZm16IAdIkiSXlJxGHkIoye8AN4DnzrkN4DrwIYqiXeCAhmhOFVCBq7ERQiCOY5xzu8A+cBOIgTfF/J2ZTVrwzghoHNXTrqg1ku5Letq0oKSdM9sFWZaVqX8M/CjMr4ENSWvAVWACDMyMwrbT+hyoXiwnbzjv/S2O0/4dwMyOzOwrsAUIuAxcKL5NgP2lMpBlGd574jgmiqJrZjZocD0sRP0GjkqjmX1cmKys8YnbLAfyJEnyEEIuaVvSM0kLZ7b1Lqi728tjdTQaIemKmX0GkLQFbJrZ3pkJWBCuEPAAWAdemtlhnWPrJqw2XsNvVjWo98CASt2XgqTzkp4U80uSHkm6t8yarXaBmf0CXhSv34BPwJdlBKywwgor/AGKUa2sVLIM2AAAAABJRU5ErkJggg==) 20 11, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 20 11, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCUlEQVRYhe2Wv47TQBDGf44Ty/LesgcFISNEQcMTQHcNEi09He/B09FfjdAVFBQTGoSSPefgFMUU3pycyIljx24Qn7Sy9t98345nZhf+MaThW1SbMabYHwutd1zWCTjSGPcs4Hfd4Gw22+nP5/OeaetRe+rZbLbjgdGAAqJqxxhTu2hIAQ9BZowhy7IBqWrIjTGFc64xCIfwwCDp1YZ8J/+3NUBEsuqcc66YTqcf23rg8sjcwZOLyBXwTERiKGMiTVPiOL5qK+DXqeTGGPI8xzn3DlgVRTGm/OVRnufEcQzwOdrfeARVkujA+A7CiS8oS/QKeA/cqOp1mO9cCYsg4ljARaoKsAyNEAfb+wJVpasHmnCy3SHSsM2h2gvYv1gAnHOdyDsJOEQuIq/OtdWEutts/8HRGq2D8IS7vdVv6CULnHOs12vyPH+wKyKXlDVgqarLQ3sb64CIvATeLhaLKsEOkiSpdiMRGQNPKGMsEZFbVd10EgA8AlLn3Gvn3Aj4AHxS1VUQmALPJ5MJxpj7UHzWwCYI2BwiB4ib2L33P6y1N6r6zVp7R1lSv3rvERGADLgLhD+992vvPdbaW+A+jB0U0DpvqxCRN5Su/q6qX7rYOLcObOt6cnTVEZz7LL8GngJ6pp3/OA0iMgo53hsa07BCngAvgMfW2rX3/k8fAtpkQVZZf9EHOcBf87y/YdxhkJIAAAAASUVORK5CYII=) 20 11, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 20 11, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 20 11, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 20 11, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhe2XQWrjQBBFn4MJAQ3TRmBIf7zKasgJQu6Ru+Ri2eQMOYAJwyyGobwwGBNQCMbEWagjZFuKu2VrM+SDEOr+qv+7uqSS4D/DRThvIg/OejIQjeGJDbw1DXrvt65ns9mJZZvRmHbvfa9bUMcghtSngU0MKcplX+LAoI8MxIoDp9+Cr8Sbsn2VKjA6IN76wmnhJaPtphjx4Q4fSCvCerBBy/guDsbvWgObnXMn8WhShFjnuKfuBZW4pGvgFng0s79t5OQt8N7jnCPPcwCyLNsTDxhRdsefqRptqJqJc26v2iXdS9pqx5JaH1tJI0m/kmvAe1+10zzPWSwWQJmJoigOxpN0Tpn5G+CiUw3U+3sQpiiKT5OtJiT9AC7D5RoSizDLsmr14/GY1WrVRKtMSLoEBPw2sxe2v5iegWWSgbBKAObz+Zax2lw9A9fAZ8qfgGXNxNLMVikG9lIbim4C4JybAP+AMzN7DxQL8wZgZuvAqXDse2ANvAM5cAc8AK81wSkw/SrAUe24tqI/lCsdAi/HxOwMSUjq8xPvG9/oB53+CyRdUbbZqZk1/g/G4gMGcZW+i07XVwAAAABJRU5ErkJggg==) 20 11, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 20 11, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB0klEQVRYheWWMUscQRTHf6tbHIzrSBBhX5OgYkRIEcmXkBT5ENZ+Dr+NhY2QwtJKUsTGyiLIO4srsuwdWEg2xZxwLjN7M7jb6B+O3Rv+O+//5j/z3sAbw2j+bCJ/rAwkIBp5zwIefYNlWb74Px6Pew7rh3fZy7Ic1IJFZADGmE7SkAIagNls1knKhgzexvNqLIjKhhDgDR5A1rcFXcF9yW6nBthYEjxYcAK8ZIQ+igmet/hA2iloWs8X44HjtrjsT4HxJAHtzLxZW2sbEYlKLkVJtGci8gO4Aw6Bn6r6EOIOUYgyVT0HtoB1ujduEny1PLjbRWRFRDaXTfrqbmiMIc9zjDFfVBUR2QD2gN+qOulVQFdjqarqBrenvgH7uF3/q1cBee7oi/291dsb4DPO/7uYOXs/BcYYrLUngAJnqtrJTzoFzxZYa4Mca+33+euIiBWOtkBEvgLH1tpT4FNVVVceDsAmMAH+qOpTm9NGtAXzyT/g7n0HwFRVb2O/D2E1lljXNUVRNMAR8BFYLYrivq7rpVl2IbUS7uJs2wEmquq9BQ8iQERGwBrOhgtVvX5tcEirA2u4zXUJ/O0jOKRZMAX+4SrctC8BSZg3mCGv8u8Q/wEr5Z3jhvx9awAAAABJRU5ErkJggg==) 20 11, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 20 11, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 20 11, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhd2WQWvUUBDHf0k3i7xdmrJYMYMWEY9Fbx7Eg0fPfgPP4ufxa3j0UMSDiN5EpCCIIMhUZFnbpRvapbx4eC/x7TZbd9PNxYHw3ptM+P8zM29m4D+TK34tlnyIWyKwtHTWTOAkPKRpCoAxZsbo4OBgzbD1Uuv2LMtaDUEoUXhI05RerwdQrW0TKEKgjY2Nam+MqUhE5z5bE3idsgSdTCalKlp3Ei4E397eJo5jrLUhgbWHoBYcIEmSp9ZaptNpqL69qge2gMNVwXGh7iRJsp/n+YdSKSL9VQn8pj5vLgQXkbgoihtRFH2dTCaRt49gtRAUc+uy4FvA3SiKngNPSj2AqjbOgUVkZsD9ugnkwHfgnog8Do0uk4QLwUUkCY5j4Ax4BXwBdkSkwl2lDlz0tyH4TVxTOlbVn14Xq6r14bCqOm5MIMuyhc3E//kt4Druxuyp6kmtsZfGhWgwGHB6eloVFRF5pqpnIjIFXgDvgW/AvogYXBhi4A4wLL3T2ANpmnJ0dDRvE3kyD4E+8AnXou8DFhgC1/x+T1VtoyTMsgxjDFmWAa7G+95fAKjqW+C1qirQxXm6gytiFhipqq0YLykzSTgYDBiNRtW51+vNNJlyU9YB3FX8iEtCW75vnAMhOFAL7qUPqN+b8AasSqCML7gs/+Wv1i6wqarvFnw3xoXhDDief9nEA7vAI+Az8AYX1+kiY1Udi8hx6PbLEhgCI7xbVfXHvIGI4PKvIlELDi1MRCLyAOell6r661/2bUxEBhfzrifU5W9pPueJVmZCETGqmotIB9jBVcBcw7h4aWUqVtXcbzsBRrfOts2xHN+IDnHluDYf2hrLZ8TXjqs4LwxVtbq2rXogkD6uPRtPpJI/Ycn8RFVucAgAAAAASUVORK5CYII=) 20 11, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYklEQVRYhd2Wz4oTQRDGf1mHENKJvSxh2VTCIrqIB9mDBxE8+AL6CD6Hggcfw7sP4mn1AUQ8iixSkSXgJu2EZJnseJg/O/m7mTGjYsHQPd/09Pd1VXdXwX9mtbgNN3zYKUnAxuZtWcB4Gdhut2fee71e2t+2BxIBlSw4mUwYDoczxGUJyFoqYjKZ4Pv+0kFlCgiTjudFkTbGLAyqLCBbIjfGpKs2xqQiEhsMBgCVMgSkK7fWZslSD3ieRxAE+L6/df6VZ15EHiR9Y0yC3867B3avIV9lFaDV6XSw1uJ5HtZaROQsr4AfBckJw/AoDMO3xphnAMaYJ8AoTwyyJJUV+FJyABHZB7rAEFBVHYnIYVEByeQbkWdE1IFAVS8S7HfugbzkLeAYaGXxMi6iVV49ItrEj0Rkr7CAdrudnu8c5ACnQBU4AB4mIgp5IAiCBUxEHovIPFaP446qKvAO+BJ/viwsYD6xGGMYj8fvgUaG/D7wGrglIo1YxE/gBPigqudQsB7I5vder4fv+4kox1UYbgJ7MUc19sQuMCI6ikC+ZBRCtNp6vc50Ol2XZisi4gH7RK7uE90BHpGXxvHzrdA9kCQV3/ex1s7siVUJRkS6RCXbAXCWCMsTgnRia20XeGGtfaOqn2OCl8CnVYUHoERhOY/bS6JwFLN4Rdn3p/PYmn93khNzoyD5MXCn2Ww2nHPf43g/B/rOudPr/nfOhc45oPhNWMu2qhoAr1T1JO9ERcvyj1xtJmIRhSYqpSYUkRpwFxiq6td1Y8uqig8BAe6JSPVvCOgDF0A/m/v/qM0npn/WfgHUcNoT/AkMtAAAAABJRU5ErkJggg==) 20 11, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 20 11, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYhe2WwU6DQBCGP9pNaxwLhrQm7MEYn8GrV1/AZ/R9fARj6taD0bSImgbEg9AAgRYomGj8E7K7k2H+YeffYeGP4SAZ45oPg54SqA3VcQIfZUbP83LrxWKBiOA4jmt1nABa6xEwNcY8VCWzWq1QSiEil12XAOAMuAIqPy4IAsIwBLjtgX+DUuF5npcTYeclyJDXgdVHCeqSA90fw23kFoDjOFnbeVOC4x3kMRC7rhsD8Ww229Q6hYjkNNAUVS9t7XYJVMEfaCbCbDCrwl7EzvhtNRAXxlbktZ2KZCJCEAQAuK7LcDhkvV6zXC4bx228AyLCeDzerKMoIoqirEtfvaW0k1UJrja67AOtvrxVAiKCiAC5xtJqB1rdB2zb3oyWZRGGYSrKmJo7obU+BuzWpyCFUiqr/hRb42qtB3z/tgdtG1EOIoJSKp2LMeZtVzCt9SkwalKC0mS11lPgArgGnoAT4K7gQ2IfAU/GmA9gDhx2cSd8Bh6Bm2S8L/E5AuxkPgXmxphP4HXvBJJAu65W64o5w30TqAPf96PJZPIKvAMvvu//BO0//vFL8AVTr5BvPM3BFQAAAABJRU5ErkJggg==) 20 11, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 20 11, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhe2WsW7UQBCGvztZwfGgOLFS4IGKkiJPQEPD21DyCHkSxEtQ8BTUFCiaKw6hCGmjEFksRXaPzcV3Xt/FFCi/ZHnXO5r/98zszsJ/hjK8febDfCIB2SgeWMB138e2be/MF4vFA9P2ozfsbdtOmoIUsxyjKQX4HKMslVORq6pMEQEvIrm2vUW7L7mv69qLiAd80zSrgiMpxrD+cmwKjoHLTeRxICI459K12bpd0zSUZXk4VoCnp25ExK8R9pEXQBft67p+B3wdIyAtrHt/1AdVfQMcAJ/NrEu+HwNvgS+7CogitpGfAOfAa+C9mX3qs9t5F4Qi2oSZmV0CH4EPwMWuPClWlQ34uq43drgxyE6BiPiqqiiKYtVM4n6PBaiqh9x2xDm3O+bazGyb3+wUOOdYLpd3iAGKokBEUNUnwAvgFHgVfFequrVF71QD8Y+dc3Rdh3MOM/uVmMQTrmPgtBu9C4Z6u6o+B35EIQMZGC8gE9l+p2hGo07XMVeye45VVcOwA47CuDKzqykErJOfAmdhesHfYhvlc59L6RXwOxFQEiIRxH03s59DTva6EanqAYCZ3YT5U+BZWL4xs29DPva6lkfiBDEq8zD+91DVeYzMIx6Rgz8aUacpiz+6WQAAAABJRU5ErkJggg==) 20 11, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 20 11, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 20 11, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 20 11, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 20 11, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNElEQVRYhd2XsW4TQRCGv4QTMl7LF51QFP8FVBQEBBQoBTSIl0A8EjXPQEtNTcEb0NARobGFUKSzYsuyrJji1s75vDa3tq9hpNXd7o33//ef3Zk1/GfW8s95zcZxQwRqW3JgApPQYK/XW+n3+/0Dw4YtKHuv12s0BGU7quPUJIF5HadaLJsCl/S6CQWW4Gma4pzb5ts9NIGVled5Xu6uqT2ZTKaxACf/AN+YcKp+zrlaYQqB7AqeVPzXBuuCz1mVc42Uc47RaETFbybpGPgA3DGzCOhboOrK1lacpukcmHswJN2X9HIxiaQzSceL7/tswmA4ZrMZkh4Dz/zQBfB+AQhcAW+At5La0bWgJG/Q0jS9Z2blmvAF+GpmN77fBe76905MIppDUVhCxcSf+Ue++6tCAgBJmQfvUuy/wc4hqCYY59zDUndNWUkdIAM6wJiicmY7EXDOkSTJCok8z38CZ37y68DPFiFIAPmW7BSCslXDIekJcA58LsV98a3jgaFQYhqtwHA4XD5DeyHP8+/Ac2432tLM7BoYUKgxBC5jsIOZLsuyYOaT1JX0KjSRpLakNsTlgaNQa7VaaWVsYU+Bd172FTOzsZmNI7DDJmljcZKEpO7eIFsATiV9lPRin3n2ScV/gE/Aj30IRF3JJCXAqe/+NrPZPuAQr8AJ0PZt2+WkMQLTDe87W/St2J/fm1CxCfhmwAPg0syuQj7R5Tjy/J5TpNw28C3k0OQfEwCjSLuDTQ5/ATTZxgKXgErCAAAAAElFTkSuQmCC) 20 11, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 20 11, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 20 11, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9UlEQVRYhe2Wz4rTUBTGfwnp3GiGZshQMIfBhQsRKS7c6VpwOa/g1gfxOXwDH8CFG12ISxeiMuvTqZUIgUAqwbhIKGma1t60nYX0g3DJzc35vnv+3Qv/Gfx6LLd8cA8kYGt4exaQtyeiKMIYszQ3mUwOLsChdvFgMGA+n5MkCQBxHBOGIUVRkGXZnulXsRL3OI7LIAgOlgNt8iUEQQCAMYYwDIHKVTdCvgbOITywLTmw/xBsIu/y9j1bAWc7ki+JEJHftmX4q23EgtwDChExeZ7Pfd9/AlzbeKBsjTbkAEU9jn3ffwmoqhZ9c2CdmHXkTQyBd4CKyNNenbCu53JDJ3MAROQUeAG8UVWtv6XAGHgIXPSugnXkInLeeHWpYt/c6JDq0DoBrmwaUQlVL28eJi3y58Al8Ioqxl1rhsAFcBsY9/JAFEWLVtqAA3wEvgGPgPtd/6pqqqpfqJLytPdpWBRFe6qsRXymcvG/NvcVcHuFoIk0TTHGLI5bEblF1bB+qOqfLkMiclKvya0FtDEajXBdl+l02pzeaFdE7lIlod2FJAgCPM9bukzMZrP2sm02tfCMjQAnDMMHwGPgbZZlPwFE5BlVaSXAh67M78B1/Y9VCFZQN5rXwHfgPfBJVRMbGztfSETkDLgDFKp6tau9I4444sbxF2lCnWXNrFu5AAAAAElFTkSuQmCC) 20 11, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNUlEQVRYhe2Wz6rTQBSHv5pwG2ZapwSxt4PIxYULcXFXcn0Hcecj3KVv5UoEX8GVq4sguBIRcTGVUqQNlCZt2rpI0k7/2WRsN3J/UJIehvl9c86ZycB/piB/Lkr+uHMigNLyjwwQbwbCMKRer6/Fut3u8r12ZABbC/uPUgoAIQRRFDEajQBqxy6Brb2L8/1V4k8JsMyAlBKANE23Bp2qBGvpLwDytBOGIUmSoJR67p3aHGA6nSKEIAgCkiRhPB7TbDbxff/zsUuwZV5ISnldvCulmM1mzGazqCpAy8WcrNRvpJRNyHohTVM8z3tX0X+vyV9Pu1z2mbPQWp8VZC7mtT3xTR2c37UHFhtPJ/PSg0qYOc/r/C2QUi73dVlzrXUAvAR+AjfAvcoAnU6HKIpoNBq7AA6tvAHcZ1X6llMGfN9nPp/vNddaCyAEfhljluevMaavtX4LRMAlOJbA8zwmk8lmeGFBPCO7G7SAL/YgY0wvh7wBQieA4vsuhFj7tlsQxarT3OwCeAB8LQDyzPQqA9iGSina7TZxHDMcDm0ID7hrjBnksUfAGfAQ6Nnz/dONKE3Tnb1gjAEYWLFvZBn4sTXY1Vxr7QNPAQF8MsZsXcfKyAlAa30OPAaugffAB7ItpoE+8N0Ys5WaXap8FOeHSQP4TdbpA2AOPAFeAS9yuFJy6YGYrLtj4DVZCa6AizzWZ7ULDsq1BACBMSbWWl8C57n5R0BY3X8agA2YgHx7VTG+1a0K/QEvMb8Ts0DvFQAAAABJRU5ErkJggg==) 20 11, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 20 11, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuklEQVRYhd2XsW7bMBRFjwUhCMIiDoo4KC+CDEHmDP2cfkD3/kC3/FyGDi3QsUMHeimKDGGgIYg6mBLkWK7EJ2vJAwTBhHzv5Xt8lyS8sTiWdATUIx/KQwsA3uX8YTGDgIo0uya891sfrdfrufi3ojft3vutEhQzCtiZnXNu56M5BdSvB2KMrZDlcgnMV4Md8r6QtJwjA4PknVKcH1pAS95T70UzXpYlzjmqqrrMJTgbIN9rOACS7pxztXOuBmpJ2T60L72D5N77r5KOB3AGybdAx5BL+pjeN32gOV3wmnjRM5aNbV6EqZZ7ySWVkj7PJiDG2BoLwGq1asnT+xn4acXviz4v711wOXFIHzC56mQBnXVgykB2F/xnb7dg2tuwmXl3IVpwzSUoy7L1dCs55J0JW+Dk4Z+AE+A+xvgth7Qb1gxcsTn7nTKx17N3I0mnwBfgCPiR3pVVgKl3JV0Df4AihPBgJZ8cye8nYZjPhJLOgHPgBfgdQni24ExxwuYGVLDpBlNMuZo9ABdsdr0nSQVwmwR9H5sRcwZCCI/ArxBCk/73wIck6mIszqTLaQih+/Nvego2HTIq/gET25Jhu/giHQAAAABJRU5ErkJggg==) 20 11, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 20 11, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIklEQVRYhe2WT4vTQBjGfymhXTKlKcuumBdZZRGRRRA8CF68+RH8El79cN49evDsYZFS5G0PUjdls5TSGA8z0dlYs0lNPcg+ECaZeZnnmfffBP4zHLixaPjQ25OAnzDG1H6HHQtYVSeyLCNJkt/mjDFkWdYx/XVsdXuSJHsNgY+gidE+BRQ3GYjIs04ZRSTyyAtjTGGM+TdVICJnwEtHCEAYhoRhfZ53GYIoy7J3/kSapqRpWgp8EcdxtQxP25KMa9a2urn0iIiciMibSkhae+BbDflWxHF8H6AoihFwFMfxa7cUtBVQVMYbyUXkFfBWRPpBEDwBjoGnInJc2uzaCQvsCepKLQAi4IuqrkXkPTaE58BiV9JGj4g0PlijbuUJ6HrP9iFIkoTZbLYzuYj0gbvuc97lbdj05COg797HXTai2hCJSMl15cYQuGqdA9W7fUs4Akd4CjwHPgBH2IqYqOpERB4CZ8C0dQiWyyWDwYDFwlZS2Vq9n4uyRO854sfABttzDkVkjg3DGjj8qyowxhBFEXmek+d52fdLD4TYZFsBj4AhcK6qn92t+QCYtyoZHyJygk2mEXDHTU9U9ZNb72E90AOWwEZV19V9dk5CVZ0CU1X9yK/EuvRMxk7cEIi2kUPLpvEniAjAgaquvDnfMxfYw65V9aJzATXChu51hK0CAFXV0mOd/5Zfg6peVoQAfPdt9irAw1ds2W38MN3iFgA/AIUhx4mDzg+jAAAAAElFTkSuQmCC) 20 11, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 20 11, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOklEQVRYhe2WMW/TUBSFv7hWGvX15aGoQfUVA0KZqk6IgbET4ncgsbAzM/A3KrHBv2BgQpkRYuiAOtxIFSoSaaJSWTGDn4Pj2kkc4gX1SJHl5+t3js+9993Af4aOvyZr/giaEGCMWfuFVgMCrvFflyGKooWg0WjUFP8CSm2PoqjRFMwhIm+cc01tvxrGmLUcaAq3iI0xiXPuVhc0UQSVX2aMIQxD4jhmMpk0wr+054GiC4/qEtyrS+5roSqOsKaAn5TbVmm7c+6ltzsEYv9+IiI7wOM6OciTtCrWi2gBiEgbOAKuVPVMRA6B18DbTQVkm68k9wIGwMDfflLVqYgEQO9fBCxDS0QEeA4MgXPgCakDw5ywsG4NrEXur11gD+ip6hfgoycFCFR1pqpx7aO4OFgqyFHVb8B7YCgiB74OAF4Ar7K4bTpQls5L0l4PgH0R+Q58BtoAInKwTQFJiYiAvwMvILX+qyd/ABxvJCCfhtxsLxNxn7QOAM5UdVYQVz8FBcIyJKRdEAL7wNSvXxfiznPP1sL8CHXOLZzp/X4/O3ITTwykNovIwLdkKWpPIxF5CLwDPgCnwAw4Bi5IWw9AVXXq49uqelO1305dAdZaIa3iU1X9PR6PGY/HF9ZaA+z6sF1rbctae6Oq8bL9tjaPRaRDWnQd0gKLgV+qeuGfd4EeMM3WYLv/CQ9JU6CeHBaLvOfvu17s1gU8A048ySVwBfzIPc+6YAZU1sTGEJEjEXm6ImbPT8E73GGOPw5N1MGmslhjAAAAAElFTkSuQmCC) 20 11, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 20 11, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFUlEQVRYhd2WTY/TMBCGn7aLsqorgqIFta/2sKrEDXFB4sAVCX4Lf5UzZw4cXPVDhVa02m4bhUOdbRLcptkmHBjJcuwZzTyOx2PDfybXrk/ObFw1AHB/jqExhjAM23UDeIMPBoPceLlc0u12AfpNAbRwvxhgNBrlYFarVQqwa9cMkJUWQBRFXuV0OgWYNAmQRFHEZrM5amCtrT+qJIwxiTHmrFPQqh+BJAxDABaLRZlt7fETwLt6Sa+Kc8Cwag68KAkOwGq1yikkvWZfI4or/l4V4GdZcNgXmTT7JX0EenEc/3LqVravApAU+ty8MSY3Gccxkp4Bn4HheDxeOiAkfZF0laWpApBKyzNX1CMpAn5bax9ShaQPwBLoXwJwSk76lQTwCWjXXogkvSuzcQXoGzCp4jsBksFgcLKweICuJb2VdOvTP+kPFBPOBXp5xPwOEPAmTbyLAdJzbox5bNvtdirpxmM+A3bAzFq7KyrPTsIwDJNOp0MQBLn59XrNbrcjCALm87nXp6SjF8/ZAK685qpcdisyAJX8NnEMm7jgmpOLaV1mv3fDr75EK9h3gS6wtNY+1FGIIuC5a/731yF4G+izv1UF9TzLZ4DNfJ+Svxb8zxNGUo/DFtw3AuDyogess7egT5p6FQu4AW7dvjcH4KvvGb/tshgXAUjqA3eem24CrDlS/7Py5Bxwj4ohh0X8KNtvn/wBs5q4QsxS1akAAAAASUVORK5CYII=) 20 11, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 20 11, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNElEQVRYhe2WzYrUQBSFvwlxeqDGriHIYC4yuBKZxSzEhYjP4LO48Clcu3TvK7gSfAEXrkVmMdyWoRmaodOIhG4XVdHqzk+n2s5GPBCSSlXuOXV/6gb+MRz5+6rnRTKQgN5I9yzgR9PLPM/XxpPJZM+0zWh0e57ng4YgxEGfRUMKWA1ouxd57TLGDF4FFXkNxhjSNMUY83s8hIBWt1tr87IsKYoifHcRK+BkF3JcQn631r6x1gJQFAXGmG+R/K0ktXhba1fW2pWIiF+TisgTETndIraTvEqkTvJqnYh8EpHXXUajT0IfwxXOrV0xvws8B7522et1WHjEuG3NrogkwDGwUNUynNt3L6iRe5x5rhK4/CsBeZ63NhMReQs888Mvqrrwu6+qLRGRRFWX1TdRZVgdHi3kd4D3QAY8BR4BeLIprlPehOSwQw50eQA4EJF7wGPgs6ouAoEJcIrb9FRVf0YLyLKM0Wi09rJBTKNNEclw3gG4xXnlbNAqEJEj4AWuFKfAfT8/BcbA+RDNKNzUA1w4LlR1DlwBqqozYL65OAoikgIP/XChqtqwJgHOgStPujl/uLOAygDuR3Suqksvagm8BG5V9eM2G1ECROQV8M67c3NujMvyJTDDeaXxJzVEbA58ABYtc8ehzT7kUQK8e6+Bw5YlM9xRW+JOvPGfTrwHAYDg6lh8cq3BHzqXuBo/wYVjvE8BSXBv/M4XQji3tdfENKNr3I5qLXUDN8FzrfT+YxO/AEwXzyeY5I+PAAAAAElFTkSuQmCC) 20 11, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACI0lEQVRYhd2XzYoTQRSFv4RgQjpQQ1Cwjy4GlMGliotZiC8we9/Bh/F53LiYvSAuXAziQlzciA5NEhKZDKHjortjZ1Ld6W5tFx4oUrm5Vfev7qkK/GcYpJ8b3wiC4KaMbksO7CEIAvr9/p6804IDV6TRZQjDcEdpMpm0ZX8H3jKEYdhqCfKoFF2bDmwOq7RXg0rGJd1rIwOVjKdY/+0MlBnveH5/UNfA0QHjRWNHbzwe++SVULSoivFeNkkZEah3CPObdQrkN7G3v6QeICAys0Vvf005giBguVxu8Nd0q+OcewVgZkgCGJnZAngIHANnkt7V7oJ+v49zjiLjAM65J8AZ8DIVnQLPJZ0A16lsBIxqZyCKokMqnTTq1/yue3ZJDc3sg6RL4JyaROjj8rLTvoWkkaRjSbfqGKzrQCPULkEJNpLuAPeBL2Y2rbKoERWHYbgdecxmsx/AXeCk6l61HHDOMZ/PieOY9Xqdf1jknXgDfIdtz5eiNhE55xgOh6xWK29HSMq64DYJda+Br2YW+zatcwY6krrAY8CiKPrmUzKzbDrK2RgAP//UAdIo3ldUnwJjkgx4jbeONGP57xknbANv9VXqcUjAEIhJWjVu803oQ8aE3WzeqgOSTiU9yokuSS6jqZldQQMmlDQgIZrPZlZ4uCQdAc9I/qhcAKTX8SKv1yQDT4EXJO1YiJSKz4G3ZXpN7oILkh7/dEjRzD422P/f4hfvK8vwv6lKiwAAAABJRU5ErkJggg==) 20 11, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 20 11, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 20 11, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZklEQVRYhd2XP2sUQRjGf5ss3pEJSZAjZB+ChZ02ipWghUU+gail30KwsvZj5AOIhYVg6wewELU6UgSZAzlWA5kjyS1Zi5m9P8nuks3dNnlhuZ2Zd9/nmfffzMENk274zS8+xphLc20Q2KoiUPEQL5nASdlkkiRz48FgsGTYcinddZIkcx5YaZFAdBWlNglcKcmuxLItcEmmDQ80Ka+9ZRPIAYwxZWuXvD0ej8+aAmzVrNXWu6THkt5dnG/qgb814FUSAeR5PgR+MPVEBM2ScBYkqpifE0kdYBv4g296PeDQWjvRadwJjTE45/JA4hL45uYmq6urpGkaAU+BdSAFdoA7wGfgoNBvFAJjDJ1OpxiW7vzo6Ihut/tE0lvgJXAfOAP6gMV7YyKNPOCcwzlXqyPpPSDgAfATv/u+tfYY+HVRv3EIkiRhNBqRZVkZmQjv8jO8m9eAZ8ALYL/M3rVOwyzLiOO4yIdZcMJOAb5JivGxT6tsXYuAc26u2YT33DkXAUjawGd/31r7oc5WIwIF6Oz57pwjjidmiurYw+fBJ+BwaQTiOOb09JQ0nfdolmWzwxy4h7+cpJKeA0Nr7dcym40bUeGFmmqY2AyheA0cW2v3G2CVi6RdSa8aftOTtF61vtB9QNIOsAEcWGszSSthnM1UQ61c+ziW1AUeAnfxLRZ8r98FHknabZUA0xvwG3ytF/a28Q2oF0i2RiAGvgNfgN9hbgiMmDae7br4L0qg2OlHpgdML4CfAxlwK5CoxFn2lWwtgP8LBAjj86oPFvlnNMRf0U6stUU+pMBtpmFYx/eABWBuuvwHtJDUlSrqAXoAAAAASUVORK5CYII=) 20 11, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 20 11, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 20 11, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB60lEQVRYhe2XzYoTQRDHfxM6QVKSDkIWpxAPK/oIIh49+Qje9+Qz+Bi+xj7EnsRH8LB4rOxBkISdIEvIeMhEeyZD0vN1Ef9QM9M16f5Xd31N4B/Do+KeRwqjgQyIhuvZgF91yjRNS+PlctkzbQ1EJPfel47ce5+naTqoCwBQ1Wfe+xer1aqkr46HRm3gVU8gGZA8BskQLoglB/qPgVPkdad92ZRgfoa8JCKSi0iuqlMAVR0tFotOWfDzBPkRnHN476+Az4Azs914PJbidfLnEomQJKnqRYQsy0oTVPUl+02amd0H+jnwYGabtjGQV+44d1RUEzO7Bb4DH1T1siB/CrwB3qvqtEspLu28UmTCExoBM/72icOmPwHTti6ohYjgvU/M7OTvVPUCeAXcNnZB2Fi894hIOP5IXINbA1/N7K7Pbnh25wCq+gR4DexU9aaTARW/58RlVRgLk1YGhG449PYiGGOMsIL8IUzNGBxVuaoukCio6kVrF4RFR0RwzrHdbsmyrElmPW5iQO3CqgrwDngLXHvvZ8C9me0i1lz38j1QNJt5Ic+BtZl9iZnbSzs2s43tc/Cw3iR2bt9fxd/YF5kfPa/7H8OhdRao6gTQYnhnZrX/is6hSxbM2AexK55boYsBG2BXSKOaHuI3f2OxJai7IuoAAAAASUVORK5CYII=) 20 11, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHElEQVRYhe2Vz4rTUBTGf52GaZgrjQQp9EOkyFDduNEXEBcuXIibWbj1ZXwFH8JHEHXhSnA3Cxcig4uDq2CDKcNQJi6alCRNa9JJXch8cLn/z/fdc8+5F/4z+FmdNiwc7EnAVjjncM4B4HUs4LxucDwel/rz+bxj2nrUun08Hu/1CoroNVm0TwHppokgCFbtrmNgjTwnm81mAMRxXFrYuQDnXOp53oqwiiRJSv2uryAF6Pf7q4FciCRXs/5uWw/cBH5tI0+SpHTKIAhwzr1hedge5dj43pJ/Y2BtfO0kTSXdonzdqSSgYarkm5xz+emK+zZGe519SbeBF8BXM3vXKgYKrk0rdSPyDBdZ+d2GOyerLc65qttHyn1cgKSDrF6Ntc6C4keSYzAYFB+XHjABphXy58ArSb6Z7S5gOByu5TIsU0/SCYCZfTazj5UlPnAPeCxptLOAOkRRhO/7j4BI0pPc1RW8BT5k7TtXFhCG4artnMPMvgCvgZcs34sSzOwSOAVi4AyWMdEqDWH9b4/jGM/zWCwWAARB8MDMTpsYlDRtLaCKYkAWYqORXUmTFvzbUzAMwzQIgm3vQi3a/AWrU0m6ATwEPgEkSXLp+/4EWGz6BbsQUMQxcAL8AI4k/TSzs10MtYmBEiQdAfeBEXBhZu8Lc8cAZvbtb3Z2TkMzmwNR1o0q08+Ap7vabgVJa9co6VDS4T8RcI1rXBV/AKMpuensIJwcAAAAAElFTkSuQmCC) 20 11, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 20 11, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 20 11, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 20 11, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 20 11, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 20 11, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 20 11, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 20 11, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 20 11, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 20 11, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 20 11, auto;}
}
div.testarea{
animation:rwdcur172786 21.333333333333s linear infinite forwards;
}
