@keyframes rwdcur54761 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 6, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRYhbWX329TZRjHP+dn29Mf68ZWytZ13QYMBswMZFECBgQjxqAhkiiJNxpj4rUar0wOJlx5YaLxxgv/AOMVAS+EiCFkIooSyZCVMsqEwsrWtevWH6en53jRU50T4k4Xn+Sk58fb7/N5n/d5n/d9BVo0W0+IQPOyAFPQ0651hBady4B3xWsLqAh62nKjJbbgXHyE86aWZusJV3quAQB1jd/XDCCveNbWorlSbDVmLXPyJNAJLAA3nG85N2KtRMB0frc4AKPAG8AzQBSI23riUTnySGslAgYQBwLpwrF3e4LjnbKYLQmYWSAPpIAIMP1/AWg0Ei0uiWZUFuZZqg1rXuneiCzO/QiEAMvWE6oDogIlIC/o6cpKMVd1YNn83wh8RreyF0WE2RoYNqXS1o805fp5GjkhAwGnvUwjN1JAdnmtcJsDzYiFgChBGbZr0O+DbX7mqwPvzZX3R51eR2jkRMy5jznPEacjLQE0zQCSFE2Yr4Fgg0+kJ3xG++b2kY9nlp6P0hiqwDI/Iedq3rcEYDnCcSCzkH4CxsuQWYRkCRSBnZHrsa+SL3+yYOxqQoSAMP+sF38VK7cAhiMWALw+OQNdIvi8oEngF+numKTdW0qcufXa+1VzYBAIAn4eUyFdATirXRNiQZEzMOiBoARjfoiptEWu0rtxloiWjyXnD75eMTcFgHvAlAPR4WgAILkBcBYalUb1a2d3cC/dKhg2VGxQBYSqSbz+M16PRq3q8SoSox55vkcUKnmgC1gP1PX9YUXfHy66HYJm+xRwszIegRtlEAVol2C6CgsmYo9J+64MgXCBoDrllfwLY0icAAZpFCsV6AZirRSiigNy4GFphA0TBeShJbDAqvmox9YhPlhCLc/SG74KcQ8MtkGyAsny21jMOhAVINzKLAg4AIZfmcOoR6BsQkhErCxiowAida+/8Q8FyJuw2QvbNCw7+BKw3dFT3QI053EOODtb7kPblYYhH0xVwSth1yXMUBhL9lLT+rEmvY3eWzbcNxDl4najHhsFdgJjqwZwElBzolAC5FuFAbKX9oBfhvsGdTqhLmKLHnypX1Fqacq9WymG91I/p2LOdoAiUjGjx0q14XYg7yYCMn8nYRjobPMUmcztxJzQsJQ2bEtASf+BMpOFXg+MBfDPXCI4c4H8lj3MjTxLtvQcFop6bvr4m/nqU5qbJDSd3g8De4CgIprMV9oobxvANiS0q1PYqg9bkOC2AUNeKFtUwjuoamFmN/SjBXLkLkgUqlr3t+mjH64aQNDTzWEYBjxAYr12l7AnR00LUYl2YJU9+G7cYS67ieLcARKnL+DxFZi4to9r5zdi2wI2bRQNDwHFoFRTXU9Dk8b0iQObe4LfI4UK1C72UXt6jIfdm8ieG+Ha9ThTC22Mdu2gaso8LPsRBZtqXWKyECJnyIy0F4lqS643JBaNInQQyEqBPEQUFDJ0nB3n1IMPuHxxHapkJY8kJl883H/igQPd3KItCnraBDjtvHALYAB3gZ+ArenMKySMr8EvsZAbIPebiiLayaMDE0cO9Z18AFjOLuhfO6GmuQVYpBGFi0DuZn7orfnKO7BO4MrvmynX5dThvtQLh/pOZp32j3XcNNdHM1tPaEAC8J744csr5bpMwVDwSfXU8aHLR3dHP005kMZqzoqu1wJBT5dsPZEF1ExJY9+Ge/iVSmYwfOfVka4vkoKeNv5TZC0AjuWAcLvH+K7DW4zvi536PKj+Mu3WObR4Om6aUxdCgCjo6XwrGn8CCOnUQBFXt08AAAAASUVORK5CYII=) 15 6, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJUlEQVRYhbWX228UdRTHP3PZ2eleutvttrSlLcutVKHYAAnhEiQEE3nyVWLU8GCMJhj9C9gXE1988tF/QI2JMRIEEiJBRbkFEpGaQtullnbbbrvb7mVm5+rDzNpNTaCzyEkmZ3d2z/l9f+d7Lr8fPIe42QxuNvM8LhBaXFgEVEBseq0L2Zz1wgH4i0eaXjVAOIAhZHNGEH/is//yH1GbbCNAEog1Hh/ghkVuAYDoPylgFMgABjAOTPufK0GcbViaEk4FuoF+YAQ4AgwBR4FuN5vZ8MYCARCyuWa7VWAAjwbdf9+DF5VhN5tJu9mM8r8C8MXw7WrfPfz05I25j49Wzb0Pga1Arw+oBy830s/KiVbLMAkkP7v55dRIepYdyYnVHR0/PJCE4iSwDEwAlwEFqOFFywAq66ukVQAyMDq2dOZWf/we8cH7sDUMyxY8roPuXgM+9xeuATNN5oVmEIGqoKkBpYH3dqW+RRzU4WA7DKsgSXBhCca1Y6w4OeBnvCikgFmggEfNQsPnhiPgV0DM/3oAeN8l/KawX4RjSWhXgRDYFfjbgJ/KMF03gK+Auz6Av/CoKPi6EiQC6zM6LewAtqjQLnv+zDpoFggi7I7A0bjC+eI7rNoZf9ErwD08ahQgEqQK1oPN0xWCkQQQBRIQEqBgw5IFlgu9Cgy1gUfZoK8jrLVysZUylPH6/q/oDh6Ltq8VmKjDlAbTdXjgay/cNSDv6268XFKCUODg1b8CWEAM3YXHFeiWoS0EjgWGDVUbZkyY1FlcOaF3qH/kZXFhBsixRqUKWEEA6HhJaPg76CWnQ0L2pkBU8lybAixa1Pt3ErYe09V2VXVXxdcdNzopCtUpoNErHAjQCf02XPMB9ADbsICaDWUbJjTcK1XshQhWqg/aZJg3oFOmqB2iag71O270DPAGsBcvJ5ygs6BBwzQgskkG14XJOrYUxzg0hJNoR34yQ3hhHPq8aMfUKaKhR4pmbc2Y9mbwKFQAvZVpqOKN26/LkyMwUccVZJxIFEcI44QjEBJBEEB3oO5CSqXKTnSrU/5t7q0TFWNU9n3IUhAA2eNJBYjj83d+4qN3JauPxOESdjyJ4yoYyU70gSFCuSJisQwVG21gD5LqgmZhmbHofG37gWS4uhiSFm8HPZCITbp/V2oC25ExO1OYsQ4soQ1DbcexQ9SPv0Y4v0w13UtopYrbIRKzJ5EccBbF1P3CyQ93pyUtKACLtcPI9mR4kVK9C3QR0TKRXBFFXAVDRFksoie7kap1JM1Ai6VYHdxF8fDL6N+sYM866dv5U58EBdBIQgBZEWtIgo24pGN1xBAcF3m5Qv7BFjbrOcq1Hm7mX6FYj+C4AqYjUTVD7OnUkUWbgpboDgRAyOYcN5up4CXQrTvzR+iKFBBXNEJ6EdeUGRs/RLy8TFnpQ7cjLNTi3F1K8URTWDYlRhM1yuYgEdni+kJHS4fSAt54nf5zuZe0lmCvLWC7KtVHCSpzbczUh2dfHTh/rrfzwrXdX5wbbza+s85Z4FngXz7GgYWyqSDgUtq2h7mxnayUujCcUP5g7y8fJMO/38PrF0+VVoZRA8TsWCnOkh7l2uWDsGpzfW7f9HDq/ts90YtX8Wb/M29KrVDwr+1LyTKGLdK3NM+N0r6ZU5mLZzdFL83i94km/UIAiIroMFZKEJaGcqeHvz+7KXpphrXzn+W37hcDQMjm9P0jXRd6wlZqIFY63RP9sdD0s8XaXeHpfloF0Cz+YbWxmQ3tvCH/AFSUDN3qKNigAAAAAElFTkSuQmCC) 15 6, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMElEQVRYhbWX3YsbZRTGf5mZTL5m87XZbHa7zaZLWty22N2lFkEoWKHWVql6Vy9U8ELBayleFPMnCILXQm+EguCNBS9KW4q2CForbXUr3XR3m+xustlsdpLMJPPhxUzYVF27GekLL5nM+845z5znPOe848PjsAu5KJD5l6Uq0PIVitpu7AgenQtAcoflKCC5e54NAEB2505rANKzBGA9ZW3Xdr0C6LgTnoxEEOfNFSBsF3LBpxnyefHu8hsHTgMpoA48BAygl3y1PqC9ewag+QpF7wDsQq7Hfxw4DuSAMeCu66iDowTL/V8D1vpAgKMSC3aZKH3OBbZD3rq88Nn5qKzGX8hcuiqLi2NAGNhywUVx3ngeUF1gvdwJAi0YPAf6+ZaLjZHnwZf9Ze3t04Y1OgdkgZeAC8A54AzwGk6kou4M48gUGDACfYBlYCo3VCUg6kwPX0tJE7XXEWUI+qBuQsVQXft1YD9wB4cayQXRAoxBI9CTWBpIRgMqYalJRPkNbGA6BLMKZGUQyLMdsTZO4er3J8HgFBg4/IWBoG7KyJIGMXF7hw+IiBCXwOG95PrpyVNy7QwOwFcoGu7DMiBUWnHGIndgj9+JwGoXOiaEBGiZ4GS+DDT6wMfd36BdyA2cA723agCdiF8jErsHwwpUDTfnO7CkQUwCxZqjairu/hKOHA2cCBpA2EslNFyDyZFwzbnz2ABBgPkm9kIX/IJDgV8AhCxwCniLJ7ungfOUpwhkAHmro/Dg8TtgW1DWsI5HsdMhx/GxIdgwAStoE0jhcJ7ts2GAt17Qk5Gqm34ebORBa2HvD2LGkhj7RmHLgB8atNrPUW2/jA89bdnKDNuqSANTQN4rBQJQn1DKANgHQpgHUhjhBGYkSvvoHEYrhX1QYd0/SUk9Q0k9MdHsHk4DMzgFSQCkgQG4NbwG5CL+Bq/u+xxLjGGEEmgTGbS9GSzbj7S6TOTPnxg9WuJh4DCLW3nlx9LZjzf1Y0kcFQjgvR0HgWQyuEy7m4MFC6ogPdIQyhroYAWimJExpG6bPWcbxNIq40opc335jQvr7eNxXCWI/+3nn8Mu5BTgELD63cJH59bbOSZOLCE92EQqqYgbOt1YEkseQh8ZRx3bixZPoMRVtFWZ6kZi6HblyNHRsPT9kDy/6jUJAaxqW6HYSNNNJND3ZxErdbTMGN2Qgj6cpj08SiuWoisGUccy+E9GmNxXJiAa2a/uvvnFH7V3k14AtHByAIB0uIG42MQUg6izM5j+ELYlYgoynaCC4ZMxbQlBNzFDAaRTCZJ5jQ09MHXx/omLA1dCX6HYsQu5eSDdNGSKjWGa01OYXdlpORWT0o0MnWWRlWaKTT3MweGHdHxQUkdpdEIUGwlWtQCWTd5LKQankARnR4pU2nGEjS7yap2OrfD79WkaSyHaRoDVVhTT9rHWSlFpR7m8lEUWLFY0PwLQtX2D9wK7kAsDeYA71SyzIwv4y5uIZRV9QcBf1Sg3xxfP5r/9JBW6chun/keB2vuXiurf7XmJQLx3MRxqciR9jeD8GtY6WO0RhuRG/eTk1Q9SoSuLOAcQDaj3H0T/L4DecZwhv4bo01mpzCC2u2zqqfq4cv98PHDzZ5yKqfYOnzsNLwBqOM1oLuLXKDcP0TUDGLZUm4z++mkscOuqC9J4mnPwUAldoy1g5d76Hq4svsiN0uziSGj5vVjg1g2cvt/Z7cepVxUYQCfi79zc0EPhrx9lXvnwmy+rdiHHTlzvNLx+GfV6uwws+grFlhc7AH8Bgi37fn9rbXkAAAAASUVORK5CYII=) 15 6, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFE0lEQVRYhbWXz28UZRjHP/NjZ2dnt9v91d3tdilLKYUgNaKA1IhJD8SD0XAhekATPWhiQjyg9734B/gHGA8mRkkMF4PEgwQlhfRQQGMVWpulQtst3e12O90fM7MzHmYq2Appp/gkk5nMvO/zfp/n+3zfZ14BH+YUCzKgPmGILRRLja34Ev0A2MK8Lfv1C+CpmV8AlnePAf1AeoMvyykWtuRb8AkAp1jIAUOA7C1eA6a9ZwOwvaGGUCwZj/OzEwqi3l0BIriZyAGa9172vqlOsfDYgt0JANFbQMGN1sKNPAocB44AB4EBIO0pZ5P5osApFgD6L0x9egGInCyc/zwSuGUAc0DeA7UENIA6sOB9mxOKpU1R+DEN4Hp51/PlRnRoovzqOaOzexj4CDgHjOIWJrgZ0XBp2kTFtgF4qVwvPBJqAwHSTSt7xkEdQCIHJIAXHpmmeuM30eAnAyIe54pok9GqDOVuUG/nlLa1K0VIAjfqfh5G3PAuNsrzPwtji6aHZZPhnjESe8fBdkC3ZeIBuOcM0bJbwGlgEtCBGQChWLIfdeInA+ubkLynu0oi/DMIAkgC6B2YN0ACJFTcfaIfl5LjPI0a8CKIAoVerQKyAF0S9Cg4ooi9ptJY2U9VP9HqONE6rhTf9IAc27gnbJsCp1jQPADK7GqG5ZUR4s9Nw5UVhISJY2pold/R9gZVcyb1rChas4LQAFcJCpByioVFL3jRDwXrkjLqhspkZQQuVWHBxB6O4WQUCEsQlQgky2Kl9WLWdsKDwGtAFpcOxQveF4D1FEZO7h4jFqxBqoVzOIiVSGLlemC1AwEBwiKRwD3VdrSBjpOweChNzcuALxU0cLvgS/syX0FUxukK0UnFsdQ4nd4wge4y4o1lrGiWltRDeXlEbFraof2Jy2Mh+bbFw37R8JMBAzeVPVgOhET4A2wnAisi4gMLK5uhPXgQsy+PcSKLFVUQIDE+f+q9peboIXZIQQq4A5RvL72DdbcbJxFBHpsneHUWxwpgB0IYyR6amV7MdAztDYW5WB9GR0lPlF/+bGr5TIodFKGCuxf8OFEe5vJf79OJdyPmOkjhGugdmr05WqkMphpBj6VYy6V4pfAdvflFBMHJXp8//M1E+cMEYPupgTquClpTK0mCsokjBmGyDXYH45kkek8WCxXHENAjcaQ1CzMaxzidp/p1GGea/IU/j307U+s/6QdA1QOQDckWXYEm7b5emtl+2uE4rUgcUwphdQJYqgImqDWdldwAKBKpd0OUvnBYHlMGv5ze970fADJuFdtH0zN0BXXQbeyggrRigG4yfukA8m9tfqlkyYdXSYYgFzFZMxvcfJBipa1wsxamZQsHtgXA62Q5oAWoWqBJVrtL5Mo4+pER1tQ0d37Ic/+WxtHMAt2rccrNMDYC82vdtDsSv1Zj3G0otGzhn2i2Y+t9HaBWbiTpi8wg9DkIlRYPJuMU9GmmAulStRUd/fjIB1XcfSPtrTUnFEvWow63C+Bfk+NqneV2huxSjHo9SXBVR5Ga+qnBi2d7wxcXgZbXvOYe53BbAIRiyXCKhQZQALIJtYIqNZiovYVY6SALVjUd+vOTmHpt/P88mtVwVWBPLe+lZYVpzgdZM7XFfNfk2Zh67ao3ZkvmRwUasAhwaynHfT2OKpuzo/mxt5Ohn0rA0pMOIk8DgL7+EFXaVxtWIBqSjdf3xM7Pbvzl3or5PRckcBsSwIJQLFX9+AH4GyCx0spklGJsAAAAAElFTkSuQmCC) 15 6, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFE0lEQVRYhcWXXW8UZRTHf/Oys7O702W77C7b7du2VAqEQgPYlqgJCWIALyAYE73TaLz0I5g1fAG+gZfohYmJMXqBxBgRolYixdLYUtZStq9s293pdHdevZgpVoiku41ykslkknnO+T3n/M+ZZ+A5m7CTxV4hrwIaYAO6UCja/wuAV8iLQA7IBsENwAVmhUKx9p8CeIW8AqSAPkAGooAKzG+5TKFQNLfjT24UAEgEAVUgD+wN/OjADWARiAblqQHus0rTUAa8Ql4GMoAInAOOBEE27S7wA1AJnnX80riAIRSKT/kUGwHY8n4XMAyMAB34ZUjg6+IcMIivD3nLuuizHG7XTPzdZAHZ8XYNWm7uou2m+wKA14GBIHAOv0MexwrE2zxAkMIKUAKSUosuhuSSPFM5NeR56giKMAQMAS8BcZ7e9c4AAggDmADG3WoEYhKxUDm+Wj+awhQN/OycAXqBJH7H/KvYG+6CQIj7gJVbi+/QtXGX1ug4lp1QkByFXiXKpKkAuwIIPdjoIv7M2BkAfl1loBtg3UqSSs2heCUYiIHlAbYCroKfjRpwJ1irBBsQ8bVkNgOwWdd7hhUhImsIig01CZYceFgDWVBIKR8yb04AV4FlYBVfxOIWAKUhDQQqFoMMFFvVFbrjP0NFgFYZLBfLzEGPCucSeISy+BNzEDiEr4ckvkBVINqoCBX8mtrAvnbtLrG9f8CxmI+kCoSOr4HlwvUqQoqE68X6gH7gKH+3pRgANKwBMQheAnpaszchq4IoQEiE/ghERDAMWHOgYjO58namZ9d3qiLNvBj4mA/8aMByoxlwg7sBjJIJ+U9LNqw7MGfCZA3KDpRM9PogNTsav7928qLtphNAG/6gOgGkgbzUSPTCyYQLhIAI0FZ+eOKNSGUarwdYFBH+rON6GkJ5HXtPJ6o7SbbnN8KGF5YEKy+K9R4B2wAk4NFmSrdtQqHo4itZB2ZulF7li9uXcPJprKFOrCPdUHPw5CiCvgEbLugOQgiWjCOi5WQyjpfowB/TCmA3Mwk3AW5bjozpylhaCmHRJjTzALHNREjZSNWyrwdRQBPHUGIbhMQlUWqpHveQB4H9wIGGAbZkIpGNLWPYCo4YI3SrCPsjIAtQqgMuqCLoDnrfCdLSVQSlBhkZIezEXS+eB17b0Znwg1duemHJ4dKVTwiNrxK5OUatf4B6624sNU7oUQVpw8QKa0QW5ogs/AIezOtnsV1Fz2nXZpqZhHiFPED+ox9rKKKD46jYnTnq8SxSeQNHUjFad6N4KtgClqSy1HWQ9lsRLKkF816MucV2zfVOdzUFgH8IScqiiyrbYAhYigaagCnu4cbXB1kdVRhu+51FI83YcgeJcI3+5DCdLfe5t/oC99f2ML3WrjULEAUYzhY5kLyDXNJZO9yFUxMY/zzHxGgrHVqV8Ud7MWyFqUqc3eEwjicgCzaz1RRVK8y8oTX1NQR/ECWPZq6TbvkWc7ofJdLBwpcJwqUaG4481a6Vz57p+Rhg/n2/5ZQAXB3J4eJ3UrlZgFmgd3ThZRKrA2QvrFP/zGLlYZxEuLJ8offX8yO5y9NBtzw2r5DnyYNps20IMPvTQjfXHhxi/tM4sl5jppqe6Y5PvDeSuzz1ZPAt6/5hzWYAoAwgix7rJRUpnFk+1fX9u9nYN3e2+1MCO/w3vDg06rVF6mghe+p4unT6zStvFRv1sSOAYwO3v8I/jp8fHTu8vBNfz83+Arnc1oqQlqryAAAAAElFTkSuQmCC) 15 6, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUUlEQVRYhcWWW28bRRTHf7Ner73rtbtJHac4oXHTtLRpGwqFgriDQEDERdC+0A/AQxEPCPHA234JvgQS8AAIKpWrxEWiXNQiEbVp45Y0aZLGjh3bWe9teNh1mxZQs0EVRxp51nv2zP/855z/jGCDJu0KgLnuLwVQ43lL2FV3o7HWm5LAN7tubgAloBiPYWlXtNsNoJetBlg3fasCJWlXksTbOICY/p6Z/+KmciNLGzKxUUdpV3oLl2IQZrxoGI8VYBFoAr6wq+FG4qq3drlmLlGGWWCU63UwGL+vA2eBU4Av7UoHaAGhsKv/GnTDDABIu9IPbAf2xAB2AONENTEFzACnidgAmIvnPuD8E5ANMxAXmBsHuwKM/rpw/FhRn7fK+a/PpkS9B2gEOB/7VYEfAScG3Lk5bpKq7fl2iPZ5etU1RwOZ6l9oPzThhwPDwEPAfcCuGMh+YFv8rSLtyt8STgKgV1Q9ektlc5YBYwrAWHXvekRKwyLK/ClgEngY2M31ztk8gLiqQ6JtWAHoBlnm2xM0sgPUnaHsxeZkUaJOoIk9CMaBCaBCJFbGP8VNKhy9vRwDtKnaLupOkd33f4SWX6OgLZrCCAuEgKQF1IC9REVqAdmbxSoRgJgFi6gVK2PWRYbM86ScZYaKn9GvfwuFFKGXI5T5S0TbUSBiYTtRPdygmEl0oNcJWSJK1W6QoTz8OazlEIEPaQF+iDLuw7nueOBZp1Ji5QrXNcSMGUTalSbQSazdcVYG4JSMOdiqwsEcDGswpIGqwB4d7taZWj4ytuoeOh8v3B8PI/5VAGMzW9AkYu5A5Y4PoBXCxzW43IU/u9AOIKdC1WWl22f9MDf5btubKBLRf5BIPcvx83Aqafr2E1YhzqIiPe2QSPmQDZGDaWQuhwgDWA3xnRKeLLLc2Gq2vW0HB/T5RkppmEAfsUQDIhGA+FQsxQHaFxuvHrUmZqAvg7jgERYLKAstWA3o3L0fdbdKZzFPas0zGu7IyJbM8pSqNCSwHDPpJa0Bleudo24vfAYP5OFZC8Z1ZKji7h6j8fRTtEZH8LZtYWRynmzRpRtkrXP1Z466wZ3F9XGS1oBPpAUm8Kgy5sFQHnQd9mVRljq4gyV8LYf0UoRoOENFCs9LxFbBmm9YM40nX3L8sQPAvYC5mS64SiREKmkB7TXAhRCUVoP05RXSC21wYE3P0zEKtMsDmC+mkUWVpmsVApk9Lsm8AxzeDIAC0cXjO6Yc+NOF6Q781CLULfCgW7Dw0jkytQ7GYoNUxyUwM4zcc5ly6SK5wSlViG6pG+zYuRkA147l7y6/Dd/UYd6FRoDfV6S5by+ungdPEggNN23gCw0ZKHSKJeS9W2ktTzBdO8Yn519/IZESxuYQHcmFbpBh9twkQ/WTyHSe7vYy4YrgzPc7WPk9S1oJWPM1ltZyFLQuz1XO8NvSIWCEr2ZH+bmWL28GQIdIDWdXXQNdbRKaW/D6Bwj8DEtf9lGf1plvF3D8FIFUmOvoHC4t8N7pI6SEpJxrUXM1VgMl2VkAIOyqI+2KD1i62qXmDKHuTyOuurRP6YR1yKS8uVd2fvHaDuv9Cz3GhF39220IEh5G66wErNS7Js2l/Txo/sHCF1vwlxQWO8W5h8vfvDGYO3FF2NXZWwVKDEDalSzRFvjNrk5W9fjxw30EMwJFhLOPDX/15mDuRI2oUG9pibtA2FWH6KLhhlKgipCZM320fe3S43eefGswd+IqkVRfuS0AYjsLXOr4aQ7f8QvLTnb616XS/SXj5Jfxu99joLdOaJMAADh04PSnRDekl38+M3H1v8T63+wvrAn+1v8TMvMAAAAASUVORK5CYII=) 15 6, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFO0lEQVRYhdWXy28bVRSHv3l4ZuxJ40fsJE3S4LiJG9ooVdVKSKWtKl5Coi0bxGMB/wILFhU7s86SBQK2SAgECyQQlQAJUtoFpVSBlpbSNm5IXSckqe34NeOZuSw8JiZNUZyoQhzpyneu7z3n3PP4nXPhPyZpO4dFJglgALI/PMCWMlnnoSvgCw/5gteT4w8ZcKRM1nsYChiAusFfrfUqTYu0FKpLmex9mzfSfrOkAhoQoWkJ/G/N56uu22tsxGRLFvDNnwRibctVoOQL1/Bv7f/arT3r3bGRCTdDrZurrFki7c+vAWVfsNo2qqwF6rYViADGh1en3u4JlmKHBz5/p0u7FAW6gV7gB2CRNSu0lKyvZ9RxDPjBBzAQNcqHNKWRmvnzidMNdzDlr4d8gXF/3ooP1VfoH6R0KFwGdMAFnlmqHXhaIFF3jZAqm8muQCGnyKsJmhZygCA+NtD0f209z04t0HKZB0wHlAZCSIQHiswWR7uuLJ98yhWRUeAIMAoM0HQJgCcySU1kkupGDLdC3mxxCFXyOHHkfXLnjxOyizEhAhGP7suyVBoDdgE3gTxQoBkHiEzSo4kLXqcKtCJYBRBCordrGdVdYHDfVyh3qhAPyMxak/QGJrE8KLrnaQal3cZHpokL1Y5c4GO85w/VUG0meqbhooYyX4WYCroMCRUEEJKhGQsR7ne3LDJJdSsuqPsMB/b2XKU7/hM8HgZZwA0LbtWpWWnKtSFUuWabgflbmjJnswEGAHLHaegjWReQNpQydCuw6sJdBxyBl4qgjFmU9TjLtaR2eenEqWzxhRYwtXAiCQwDoY7SEP5OxRTwqiSZaa2ygiQcyFpQ8GDVQSlWMIcq1GpxiuVo8NPfjx7baYa/jwdnBNAH9AMjQGqrxagf8FS5wmL1GEJ2ETEDZ7wfyXGQFBvtzg0S6ZsUe6LIEqnp+UMf3asfPuwrvxe/j9iqC2xgbqGyHwkPAgbeDhOh6NjjY1i792EPjiJJHumXcqQOFAmqjeHbpcmpujN6kGY8jABdHbsAIHM84gDDVWfkaV0tYWh5PNPEScRxwlE8SacRiePJBuXkLmKTDtacxIA3H7Tc6L5QoFRVpNVdwOhWYkClmWQjsONUuO8iUtFG6CGs4UHqiV6E0MECVzW4N/QIQlXZFckRv3uFQnWnJktaylCXG5JkGx2loS/cwC8qy7UUYlHGHLuDpxg4ukkl3gdBcNCxVBO56jL04wUczaQ+MYz8s0Q89K3h1BIT4GY7xYH2rmbRFSplux/TmsfrCVEPx7DVEI2wgbAklFIDc6GAvrKEolvk0wcx5QWWZp5kYWVYzlUGQptWwE+/dpqzXYOwvoCykEdatQgk91A2Tc68O8LslwbjkSJ7ogtMxEdwhcIf32mko0XKXpR7VoyV+o7+7RSj2MXFCUa640SGryMUnVUjwWdTu8md0wC4UohQdQIIoNX93Sw8yp7YDDXHoOGqHVXD9TBarjY0VuphVvdP4tQNPv7gMXLnNDTFu/7y2KXnjw5Nzft7W22ZRxPKk/3mmRCw+RiQMllEJmnjl1QgF1QbxIwCXkXl7tk++MXFQ7p+Mvnbc0eHpvJtx20pky20ff/amnRaDW3W2qqhSkMnHlzi2vQ41UWDbt3Kvr7/m1eeHXkrv+6ozQNoK0hYp+3RoSsVFrMRYsGl0ovpT96cTLxXatveajwe+FTbUhBKmawnMsnF5XqQC/lDBFU7Fzdun44Fz14D5vFv/G9Psm0p4FM2XzW+9kRv/LW9X7wRC569ASz5Fvr/0F8ySf+yn2R/rAAAAABJRU5ErkJggg==) 15 6, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLklEQVRYheWWTWwUZRjHf+/szO7sbvej3e32a1umHxRsSYSkQo0kavzAGFIOeBBj1BBvhhMx0dseuHj24skjiRzUhiCEYEAsetFGNHyXdvshdOl2afe7s/PhYaZQiZDsFk7+kzfZd2fmef7zf575vw/83yGeRhA7pQGEAa/7V1Wk0sVnTmBDYg0ou2sdVZFK554JATultQBRoBPocRMbQBrIAbK7z4lUuvqkWHIDyaNA3N12Ai3uSgNDwCIgAbpL4okEpHoJ4Ei+DstdXiCBo8p6TC/Q6ZbpsahbgY346vKXR7tDufir3d8cDyhXZWABRw0LyLtk4nZKKwKGSKWNR2M0osCD7p5ajY7+sZQc+G7q8OHlyssLOKXRgO3AbmDA3bcDqp3S1E0TcDs7B1ghpYZpCybudiVPz4x9UTG2t7kxJaAV6HMfa8HpF9lOaf9SvREFEKl0FpAHo8t8OHSKN1+aRvEYydMzH3xUqg0HgC04SuU25Ghyf3s3xmqoB9y3SEbVIiU9woEdx1hS9lIrBTp/W9z/ye4O42u/fKPAwybdmG/jvmEFDECK+gr0RX9GmquQiJ4nGRmnP3o98dfSWx8bVuI1YBcwwsOvQ3+UwGa+gkUbqBgJ1OZpRFDHthQqeoiYmYkvlkb3xv1XplT5dr97/xlABfLup+ndLAFvzVRoVi9BhwpZgdhZpcczwcr5Qe4tb2nK67H3t7UsT3nEigbcAaZwzKkFV/1Ge0AC5LCvAFv90KrAkoFVDaOU8sQTv2PYPmpFNeqJFUew5RHuGwYwB8wAZ3EdshErloAAkPAIAzI6rNawWwS2oSKKIDw2Xd6T0CogpsItHRvldUEtDPwCrAATgNyIAl4cgzno81SZXxiju2ccsSghqhYit4aR7MA2FCwpQOb68yjVCm3Jc3G8CuSNV6jYuhtrsRECMo7LlYPKCmHfHaytYeyiFymdR0QtjHAEq6UNU1KJNi+RuabRmgsgeQrgE+DUPwkEGiEQd1WQVLlAUJlGuryKFQ4j9BpkTKSQTnG4H8/KGrXeIEqPyrUzh5Dvr9HZ9Kfu82QXvZ75N4Ccp57MrgG1AxVg4G5pdE/MPwmaF+E3IOkFn4QhJ1gdHKQQb6cQa6PcEqMyHGP2SpzcYtIjREiL+OYMIXS7XiPy4gwfFpABAZIJ2RrkTLhShjs6tpCpBKOs+YLoHpU12Y8eCdBxyKa36zZ9rSfCph3csWb2TtVLwMJxsyyQbVJyzkylCliz0JODVLWdrG5/jrI/hGnJeFer1FAwbYW2TJqu4K+YtQhKPCv9XdjzXr09sG6lRWByvrCVtqELzpV7FqYvQL59gB9OjXL1aATVYzIcW2JqxZlhYgMW8UgEVV6BNYuqEQjXRUCk0pad0vI4J1v59mo3Q1P9BJSrmOEEpqVy+5zGxE+tGJagSTa4dLeLiLeGYQsuLuzC56liWC9gLsvMF7oacsL1EiSivhL3ysN0batATVC6EWFpNoJlcXNsy/S+d7Z9lgXKIpW24MEUPYTjI7kdcaYbISDh+LnapJTQIt9Csw9ulrmy8C553b9w7MXjR5Kh8ey6ahsUBLjqrgfB6sV6wKZSLYBudkKuRr4ywnwhPvd278lPk6Hx6iP3PvFt6oI7C1hAMVOOMpk5yOytMWZWRnL7+77/POa/kOXh3Kg/PpKDRo/jKpCezUcp6CrB+z1z+7SzR2L+i3mcgyYN6P81BT8VAm5d8ycOLU3+uLDF0kLFA+3BM1n3sgVYG2v/zOAezZvCP94yBQTIGf41AAAAAElFTkSuQmCC) 15 6, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHklEQVRYhbWXzW8UZRjAf+/MdGc6nd1ul+12WVpYKikEKBICFCKikEgTjcaIFz1oovHr5sXEmxOPmugfoRdiJERiYvSiiRz4iFUEbYqlQymlLe227FdnZ+fDw0ylMQI7a3iSyRze932e3/t8zTOCNiUwiwqg3WfZFaZlt6JHahcASDxgTQnMYku62wIIzGIrZ5VHBtCi+I8MQJhWKwYeHUAkzoPWhGm1BNBSnNZLYBYTQCo6qxHedC0hqxFYvVV9IqZxBchGxredGv/k03zXUnZk4+kzmnLtFjABjEdQs4D9ME/E9UCKMGxZIKVI3v5d2Qtoqcn3vVr6kixWLgA2sAjowPXALPoPAombA4l178ze3GV6tN9guAvPN/a5fm4b8DpwHDAIQ5QG+gOzqP+XwrgecCPjVWB4MH0aUQRKAknYkpJYOhE0dUuIej7at7ZXiyCmgZmoitoCqEfKNGBQPKlCUoKFJkrvChxKI36pFoNZLSGEfRkYIgxJKYLpByYCs2gBZWFafqwQCNOqr7uZTt0D2wddgpQM8w40AybvvmQ4Xn8O+Aj4HHgTGAE2AzuBQ8DmwCxqchyAwCxqwAZCz23BDw6gSiADHqAKWPLIdF9R5QF7GF1KokidwA7coAHMA3cBFQggfghyhMklAVexA7jTBCeALgl6FdirgSygEYDlQBJwBdj0R+fcSJcOJFoOQXR7idD9BlBamD1O+dqeMAT9CUgpsLUT9hihmYwUvld9CHvE7UidH4HocXIgER2SoscZu3OY8dITsOjCDQcG1TDlLtVgxYXbHjgBc3dH66vu0DjhaoawNHcC+TgAayVYImy37rJtIEsuiACyCtx2oeaDJGCigdvoZWzuXb6bGtW/t1571fEGjkXwWyIvSnEA1iYcF5gD5mpNlblaDr9ohEYtG34uw80GgVCR7Qq7c9+SHrIZL/UV/lh67lnH6z8MDAKbgMMtA0SttMS9z6zkBwKJAF/W4XIddz5Nbfd+7m49wspTx2jkt4IsM3L8CvnHV/ECJVNxBl/0g+ROwgLQ41ZBOQLQAa3udjBb68Ed6MPp7ceTdViVUK15lMVlnOxGSgf3Ue/qYeTkTbq/mcIIZrQAeWfTL4x3SLPTcRuRTxgKF9B2bbhFj1bDTXTRyOcIPAVR91CnrqH4t8GXaGhJmkonvp7AO9jLNEc4N/O2dHHuladX3aF4nTCCcAgTKL3SMCimbiHPN5AWHUTNJ/AEjYEdNPTt1DZupprMMFvYTLUrTSVfoPL8EEE+QbZzPvvn0jNvtDOQSBGAWzAWUOVVqHqod+6A41MuDHF1+iAXLj6GVUkytmxg+4KC1kvRWGWjXuNA33XqqsFMNZ+JDcC9KSizbHfToy4jbB+p5mAbfbg/OdyYyGFVkkzVOtFln4qnUHJkOuoari+w3SEKRgWrnI4/kkXGfYBl22Dc28amDdN0VBZZ+T3LV2MnuFExJo4Wbo5+tv3DRQBhWtV13ksQVoAPOO0ClIFqw1OQpQTNZieNGzlKS70sN9S/jhZujr4cGWfddLwuif+RdgDcCKB8YsuPzNc3sXpOpj/xA7/WR+beGj77zpbU14v/2n9fiTWUrkn0YXoBiVMLlWe4snSAYmqyvKHT+qBbPX+Ge1OxH80Q95V2/wt8YNHzMjT9TmYq2ekOyTnZrZ7/knAE8wn/DR46nrflAYDALO4+O/nxF5IIjD29Y+8NJM9cFqa1EFfP/wFYm/ESwIowrbl29PwNpL4KWIZxLFwAAAAASUVORK5CYII=) 15 6, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 6, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 6, auto;}
}
div.testarea{
animation:rwdcur54761 6.6666666666667s linear infinite forwards;
}
