@keyframes rwdcur184223 {
0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhe3UzWoTURiH8d/MJG0SoqS1SoSiQcGFNyC40E0XvQDRW8hFeAUuXGfTG1DvoIh3IOpCiosYpNAPbappzJeZxMXMQnCRSSm6mQdmMXDmef/nfc8ccnL+M8F5P5w3GyEK6QOjoNWZ/ZMA82ajgnXUEGKGEY7RC1qdzK7C4iV/Fa/iGm5gA5W0eC99b6dBMrFUB+bNRgF1bOMeGljBAB/wHl+wh26WkSzbgQoe4Ikw2HKpSCliip+TbaP4FXaxj9G82egvGkfmAPNmAzbxULW4ZbPMlSgxnM7ohpwMHxnODiXd6Eq6M7mQAKlsA4/VS9RL1IqsRtSmhH2GRYbjuyil7nCRdJkAydpSVLMWsh5xs5Kcoh8rnE05ijGuSna9sPiyAeC7OYKQq2XurCLg9BcHAUEA79CX/JrTRcJMKVOm6BvHb/VnVCPJmbzMWqo5GcCbNMAoaHUuLkDQ6kzwDTs+9zmOUUwUX2PaA8azZ/iIw6DVGWTxLjuCHl4YxtftHjxVRjni9RF7Z8+xg0/L3ITnvYpD3MJ93MZLtLPuOicnJycnJ+dPfgPn138yqzQsfAAAAABJRU5ErkJggg==) 15 15, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnUlEQVRYhe3UPWsUURTG8d++vyZGCBs1KkNcIcTGQk1vJ/gJ8gm29dtsY2tlYWVjJWhjEbATNLJIigS3SOJms7uuOxZzA+l2NkRs5g+HmQtnznnmuedeMjL+M7nLfhh3onx4zYeASa7b+7cC4k5URRPL4VnGBCPMcIR+WiELCYg7UROtEJu4iyl6+IZBWJ/gII2I4gLNi6HxbTzBTaxiBdv4iE84QF3izuDKBISi9dB8G4/UCpEixjGT2VZomMc+qmkE5OclXKCMNh7jofV6ZGuJB03uN7lRb+OZxKU6xJ1obtFFHChL/qplpdS2ucStKjUM8eWYk/Fzwz+7+IHplc6AZMJH2HCnxr0GUYVrOX7OmMbsjxmetULuXPtZbAsm+I6yRom1Mter5CusFVjO0yyQ+NHPdXvTqxYwQh+vDKbhANdClDid8WsG7yUnIRWpBeS6vWEQ8U7vlL3zga9z9puvRxwOP2BX4kK6umkTzwk34Y7Vyks76zSKvD3k8/FrvJBcQKnsv5SAC0JaeIoNvEEvuJSRkZGRkZGxEH8Bw1hxfHV+HCEAAAAASUVORK5CYII=) 15 15, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuElEQVRYhe3Vv2sTYRzH8dddr/lttKE0okGjDoo4qTh0cnRzEP8At+Di5F/hP5DR3dFBENxFUJyKgz9iK0JLLFWTmMYm53BX6GSSYnG5N3zhnuE+38/zue/zHBkZ/5ngsC/GrWYBpXQ5xDBodyZHbiBuNSOsoIoorT1soxu0O6MjMxC3mnAGl3DyQPNJWu/wPmh3fsyqGc1jQLLzVVxLn0+hgnV8RAPVuNVck6Qx9ZPMnEAa/U08wKpavubYIkHMrzGbwwEe4zVe4Su2g3bnr7rzJFDFbdxyuhw5m6NaoBTxvc/SYsmn/n27k4dYxg4GkgH9JwYauOJ4LnK+yIUy9RwhdvJEOwxi1nt3sZZqh9NE501gWS1HvUg9TyNMWlQmjCp8HhG4IVaQDOdUpjo8wAhd+ZAYRUQhYUQtorrAQrA/VUNJ/FNNzGNgHW/1x/z8nTYqYwkBw4BxzMQbyYkYznInzGNgC09s9Ee2BmzuSWIIMWZjlw89eJSaHcwiOu9FFOEqnjpXWXGvwQk86/LiG6P4Dp4H7U5vVs1D/QviVjOHy7iOi5Kz/xJfgnZnpuHLyMjIyMjI2OcPjGB81L8Nb7MAAAAASUVORK5CYII=) 15 15, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuklEQVRYhe3VP2sTcRzH8ddd0jR/mlCxRglWg4gUcRTdXFxdnXwCGRR8AuIDcHXIs9DFyd1JEBzEobSnBqy1YqwxSdPmzuFOcDxLxMF7w4+bfp/f+/u97/2OgoJ/THCcTUmvW0YZ8W9L0I/ivyqQ9LoVrKGFCo4QZs9ptsZBP9pfuEBW9VmsZoeXcQVnMMYmtrCHWdCP9vLklvMKZAet4kImchvXpNUP8Rov8RxR0uvWg340XohA0uuStv4iruOuTqOqEVJS8TWpG046DuZr+ISZtCuLEUAdVVzGLeuNqvMVWg3ChOGI9zV2J1dN52+lr6OeJzivQCgdvJNWyhtOl2ivcGqJeolZjcownah3oxt4ku1ZmECMfVQ1K9SXWa/RDVkO+B4zbbF/yCA4Z56sytH+X5XlFRhgVxzTLNEuUV0iKNMKqYY0lygFsLNogal00p/5fMAszj7gJlbSmB8x4zmzeCeTXZxA0I9kgW/EyR0fJgwOMUeNb4d8nPDlCB5iM++t+MdXcXYh3bfReuRmmxMhL/bYnrE9eoDHQT8a5s071r8gE+ngHi7hFZ5KK58eN7OgoKCgoOD/5CeAD4gzKW6+XgAAAABJRU5ErkJggg==) 15 15, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhe3Uz2oTURTH8c8kkyapJa1VJP5BoxQK4sKtiK9QcOHGhTtLXsOlO5fxAXwFRRfiRgR37oRCjSLoopY0jSUZkoyLuVl3EoIunB9cBu69c37fc8+5l0KF/rGiRX5K260SSphGne70rwEE41owhziMZDbmBcoNEMxXg3kNTVwNcyfohm8P/ajTHeeJG88BuxLMz2ML93ApzCfYw7uwd5q2WydRp5ssEyDGJm7isfXqjkaFUsrRmN6oh+t4gSHGabs1Pq0k8wCQZf5Aa23HhQrrVeoljkZ8rWz49nvXNP2EAfpCoy4LoITbauVHmhUu1mlWiWNGFcoYjDkY3sVHWW8stQRjbFuLWY24dobtcrbyq84I3xMOhjdkWcdOyX6WVV4lOJRGxBFbMRqZz7mIxkpWDvaDcZLnJuQGCME+GCRMIsoRzuJyBjFJ6U/hvawJe3niznMC8NZo+syPhMPZKdcwYe+YL8d9fMZ+3ndg7qc4bbc2sOvO5lMPm8Qpr3q8/skovY+Xee7/wgABIsYVPMEtPMcbdKNOd5GQhQoVKlSo0H+sP79ag43wAJiFAAAAAElFTkSuQmCC) 15 15, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRYhe3UPU8UURSA4Wc+2A9YDQpCNAQ3mFiTaGK0o7Gw9kdsQeUvUDtLreYvWFnbWdlJYaISCjMhJBDA1Sxb7K7sjMWsNSNZtHDe5Fb33HPfnHvPoaLiHxOc92DeadfQQoxBkKS9vyKQd9qwNFmzmEcNPWyjGyTp6YUI5J12iDbWsYY7k60v+IouPuI4SNLBVAXyTjvGIh5gA5taMXFEltMbneIV3mAHh0GSnpk3LiuAy4py31OPNl1r0AppxpyiV4vt9Z8Y28cuGjizCqUEJu9ewwoeWm6yVGe1ydwMwxFHI+YCPp9s4D2Oy+QOywRN4mbRMhOumw9Za3KryY2Y600W6lyu0wgf4aqiLtMRCJI0U1QrlmOxzmqDlZjViCshCzPMhgQRNIIkHU1NYEIfmSwjGheX1hDGLIc0IoZjBj8pOqIUfyLQxYHMlmHAMFf8y0uIGOHbkNxzpFMXmPT1Dl7aH/J9XFwsZpzx4ZDt/i5e40fZvFHZQHh6d36APd1RLHPfzYBgwNsT3h0d4DE+Xdgk/M1kKN3GM0V3vMBWkKT98+SrqKioqKj4v/kFYjB3tAwVQasAAAAASUVORK5CYII=) 15 15, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhe3VPWtTURjA8d+5TXpjTWxoS62lllBQugidxNWu4qSrOBpc/BB+ifgJ3N0EcRLH6iQibbkIYhEb+qIxCTe5DomrvSktDt4/nOXAefif5+UcCgr+MeE0h7Jmo4QqKuOtDrqhlfTPXSBrNuawglUsIMIB9pDgW2gl6bkIZM1GHWu4iRtYH0t8x1u8w0ds581GboGs2YhwHfdxz8zUhmqZEJFl/OjTGbzGM7zHbp5MRHkFjOq9gdtq0xtWZlipcC1m7QKNKvV4E4/QwELWbJwYtDSBwAxWBZuWYpYrLJaplukO2U8ZZBz0NvHSqB/a+GspJhGIMKsWUy+zepGrJSqBXkZtmqMutRLH6fxYuHSWAin2VSIWY66UWC4TZSOBwYClCp9+Ic09BZP0QAfb0iFxIEYUUCaeYhpZoJ/CF6PRPLsmDK2ki8/avQOHKcdQxxxmGQYOexynCbbkqP9EAmN28UTS4WsPg/E6YqfHThce4AM6oZWcfLEJBf68hE+tX3rszmXmI7Z+8qbNXucuXqEfWskwT7zT/gWR0aw/xC08x4vQStqniVdQUFBQUPB/8xv2zYXiwOrrmAAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsElEQVRYhe3Tv2oUURTH8c/cHTZxs4bFhM0aotlCTAqxlBRWYpUnWewtfADfYdsUdoKdDyCC2IhFQAkiQwLBf7iyCZJssrMWc2ObiSZYOF84zZ1zz/zOuedHRcU/JjnrhUmvCylCPDpGnvSzixcw6XVTNDEbI+AAQ/xI+tnBhQmY9LoB7RiraMVPI3zHJ3yMQo7L1k1LSy06bmMdy+jE+In3eK2Yzuak1x2WnUY4PeU387iFFdzAXY3amoXGPZ3GA7VkA2tRVCM+16mUSorjb2EJi7htbmrecoNLgXFOs8bng8f2joZ4irpiQf9eQCTEotfN1ttWZrjZYipwmJPtFVl7R4/wAvtli5YhVywaiVVzdZZmWaxxNTAXaE/TSGimi4pnyM9NQPT4F2wLoei6WeNaykKdhZSQFp4a5RTLWMoJZ1nCIV4a51sOx8yc/KfJ5RRjBjmj/C2+Jf1sdK4C4hS28dDXQ3b2FS0Hdo/YHLC9D08UtixXt2ziCZNet4n7WvVn1jtMJ7wa8G74Bht4nvSzDxcmIIpIcQV3FNbcwi52k342/JOaFRUVFRUV/y+/AJO5cN7+NXcAAAAAAElFTkSuQmCC) 15 15, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe3Uv2tTURTA8c/Nyy9TiZoGaR30tTh0EDcnNydHwf4RAf+h/B8OglMni1JFnFyEILVWjfWljSWNIc8hL476nlRc3hcuXLj3nvPl3MOhpOQ/E/72YdqLl9s6KpiG/mD+TwXSXlxBEy10cRUzJJjgCEnoD3LHrBZMfhFtbGWrjnGW/DBbVQzPXSBL1sUt3MU13MZNfMYzvMRO2ounoT84Pm+BFq4jxqZa2LbeohVxlsaGk9jJjzWLahykvXgS+oPpeQq0M4lVUdi2sUK7QZQuTuv4FO5JpmM8tfiaPwpUCggs729q12jXWY24cYGNFmsRKzW4jzV+9c1vKVKBJBO4rFFlvcZWm0sR45RKIBnxwfFSIA9FBE5xgJko0GmyWVs4dWacNmhG8MKiD+SZC7m/IGuoA+wan7FSxxV0CRXSlNEMnlvMg9M8cYv2wBH2jGaJL98xRw2BdxPensBrvM87FQsJhP5ggj08spvw8SvzfZ58Y+cQHuIN9nPHLCKwJO3FVXTwAHfwGK8wzCRLSkpKSkpKcvMThgd4QI716pUAAAAASUVORK5CYII=) 15 15, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYhe3UzWoTURjG8d9M4uSDkpZSTCqC0ZWIFTVegIjbglfgOhvvJ4J7ES9BcCdCb0AXUkKaipQaQlObMKSJixk1q2YiFTfz38wwnHnP8z7vOQ85Of+Z4G9+mrebIcKFTyGmQac7+6cC5u1mEWsoI0rfq4hxijMcB53u9NIFpJvX0s03cBstNHGCT9jDEXpZRRSzCvCn6008xC6eSFyI8Rk7eIN43m72g073cgQszLwq6biFZ0qFonKBIIicxo9M58VUzGt8w1IXVnGAZAQN3LEeFW2VWE/P4lmJwx/3jc6/pmtqGCwrGC5bAAunO8I1UfjUrSoPNmhtcW+TGxW2K/B4QexSMglImUns3VEucHONuxUaBeoFtkvUy5TDquRQTtPRXcgqI4jTZ896xPUy9QhXOJ8wQnHMZAZ9GebP6g6c4AAEASqoUQiphgxieCXJhFmWYMosIL3XA3xxPGYY46rkds7pT9g/hZcSt4ZZ6q7igLTonvHshQ/fifdxwMcR744Yne+ih2HQ6cYXl0obW1EAfudCA88l4fMW7yVRPM0SQDk5OTk5OTm/+AlziHe1D3/dzAAAAABJRU5ErkJggg==) 15 15, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhe3Uv2oUURSA8d/OxmE2hJjosoRFzPgHixSxiFgIYmMlYusrbOPbWGxj5QNYC2Jja2MXMMIakiiiMS6bZLO7mbGYG7DKjiFiMx+c5twzZ745h7lUVPxnamd5KO+kECMKqUmt25v8c4G8k85gCW3Mh3QfuxjiO0a1bi87d4G8k8a4EmI2CDSxgAE2gswmdmvd3uDcBMLIW0jDi9u4EXILIXr4EER2sFlGYqaMQKibU+y8hftYEdXuSeqMjxnn7zFSrKKPq3knXZ+2jrICJ7VN3MQjl5O25gz1iMOMH0d39Mc7+BRkM8WqTp1CWYEs1M5jzVKjLY1ZXiTJ+XnE54iP2RMHx++QKKaQTBOITjs8IYxxEAQeasbcbnK3wUrCrTmWGywkcC0IT0Kcyt+sYIC+OJq1GHE9ZjYpThpDviTE+xS/6UQxgdF5CgyxYZSNRFFsPsJF5FyYEOWMc1jHFga1bu9gWtNSK4DQbAvP7U7Yy1BHg19jtg/Z3h/iFb4pLqXpfcsKnJB30hZeeHDpsadLHGS83uPtV46tYb3Ml59Z4A+RNp5hFS/xRnEDlr6GKyoqKioqKuA3xjOI22vqNuUAAAAASUVORK5CYII=) 15 15, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur184223 21.333333333333s linear infinite forwards;
}
