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0%,0.68125%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRYhe2WwWoUQRCGv8kOYbBDOgwSZn8wiHr2oMGDeAooHj148iV8BhF8Gp9CclM8ePAkEoJ0Rk8hbJYkLNsepmcyrutu705EhP2hmZma7qq/q6u6Cv5XGGM8UI9/Al8URWcCa1dEZkVgRWBFAABJC+tLuxo1xmCtfQR8BnYlnQHvnHNR65f2gDGGJEk4PT0FKIGtoO9aGFHo7AFrLcAm8AlYBwbOuWHs+qT1vvCV2u/3GQ6HjEaj2hML2/2FQFEU81cm1RLvffM+Ce+n7yVJEo6OjibtXq6LGXmee2utB3y/32/kxhhvrW3+zRkN2jEwfTsTyLJsC1jv9XrfocmCx8AHYBcYGWP2nXOjGH1LQdJOnueNByStB/mapL9mF0n3JNUp9ls/IGlH0utFdEbfA5L2gPfA8z/Ncc4dAq/CfEl6IenWlRAAzoA3wP6sSa2z3wZy4OrORFJaP40xM1uyEA+aVx+iIl/SFrABHDvnBkHsi6KgLMtoPdMw9wjCrq8DGbAdG+Wx82JiYBwGwKhd5ZIkwVqLJqyFTLkZsiJtyalTNpqAc24MHAI/gG+T/3u9HsDdtiGqyphSFaeNlvwhsNcmHFUNQ2SfTMq995yfn5Nl2R1gwGWGDKhK8hgYQtOs1GQ2AQcdO6KyLEnTFOAGlZdqwifAAXDgnLsIsjHwEfgCfK3nLh29AJKeAA+A28DLYHghdO0JS+A+8Ay4WEZBJw8ASNoE1pxzx+H7KdUZvw1un4nOLVnb7SG4RXVnZIQAnIWfw/W/dRXrBjMAAAAASUVORK5CYII=) 15 14, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 15 14, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 15 14, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUUlEQVRYhe2Xv2vbQBTHPwqyEVGpgomN/IY2tB26dCl065wt0KHkDyj0X+nUP6Rzx9KxU4dMHTJ1MOE5lAxB5Iwxwupwd66qSP4lQzv4CwfW3X3f++rdu68w/GMELbjFLuIctBBAmqZt6O0F7AJ7AXsBewF7Af+VgGLDQRAEtdw4jldyPcofkaLJ232ioihq15v2LwI7XhAEjMdjRKSvqjdVXqPiJEmKXq93b344HC59836/X8sTkdAnLR9B0DTiOH4cRdGryjwASZIgIk+BwBizWBeRs06n8yGKorNqPFXNPX+hxENE3gIZcA08VNVvqjoCRm49BI5VFYA8zwGeAT8roS6AO+B7NUcZ9wQAn4E5MAAmNevHwAP/YIzBGPOlukmtQl2WvFaAqs78zwZOXp0QkXdAT1U/rkq4UsAauAFmYLs7jmOwleqKyKGqTpyoEIiAiarOdybAnX3mn40xJEmSAZel5ACPsE0+w/VPHVo5YRAEvgJz4FdpKXSxj4DUCVouQETCZRvXQNfHAXrAFHgJnGAbulmAiBy5jU/KJrEOjDEAP/hT5lPgHPv2I+xxrewBf60OgENKZ9wEV3qPKXAuIhfAFbYCivWGUFX/iiciPZfn1gvIsCXMseaxKQZuvAG+Ap/KbldJ7o8IYBACqGomIpl3t1UQkefGGLJs8WKXQIqt5ABrVtcN9LkbB0C+aMJ1kzvcxXH8PkmSF1h/T4HXLukt1itq4TxhhL01V1v9pxMR3ytLTWYdbGxE7qqeYEs4xTbd1tjGiLolXreld/AbbuTg/oI/mCcAAAAASUVORK5CYII=) 15 14, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVklEQVRYhcWWv2vbQBTHPzIhDbmQg+JBfpQQMmTI2CFDKR3apVP2bB279g/o2qX/QJcO/R8K3UwIpUO3Lh1MKSaUZ02hMlExtYk66KQqsiXbksBfOJDu3o/vvXvv3cGG4TXQjduw02lAAN/3m6g3J9AGNk5gq46SiOxPp9O2uayN2Pf9mLvJuDY2fgStEBCRUxG5vzECwDnwsI5irSRcgNfATUu2VsbmklBEtgA8r0knn0dcNYwxc3O9Xi/7ttYulCkZGfJbiFft7ct2HseLT8XzPEajUdHvf71VRn6XaQSstXMRWBKNDFkViMgb4BvwFTgGPqvqnyLLKIpyG40xxmCMOQf2gI9RFAUFuTmIyB7wFLjMl+F74DfwCDgEhsCg1EqOkLU2AAJgW0QOgCtVrVJ7ArwCZlkVqOpPVb0GLoE+8KPKgrU2ywVVvQAmwAvgE8ub0nfgLYUIpMbGTqASs9msONUB7gH7wE6VrqoOSSJcvxUvOOMh8AF4Bnypa3cdtNIJl94FInIEHJBUxZ24t9EJFxIQEYAj93sKdEmS8ldR1lqLMWab5NzHS7J/NQLO4bH7ThNSHTkf2A3DMC9/Ajx2sv02CNwAabgHqjpxzndIGk6GMAwxxgQkZXi9jnMoqQLnsA/0U+cOkxyxrOeragBcVBEQkR0RmfNXWoaqequqt4U5SMrtKooigiDAGJMunwHPS5x3gQfAYXqVp1j7ReRI/MXdaNbajusJ78hFp4C0MXWAXWCcLrT7oiiBu3y6JMSDYmSbGD4RkZdNbDR9lA5w5VkX/wCbmPEaYJQcowAAAABJRU5ErkJggg==) 15 14, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 15 14, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVRYhdWWsY7TQBCGP1vR5YQjB1knsEfohE6IEiEaaK5CQhSUFDzGvQIUPAI1FQUFFRVF6BA1BXRUaIKiU3SJSGSdLC+F18Y5khzrRI74JcsbOzPz7Xp2ZuE/lgFMEARmZwBxHBsL0lj+lmAaq9PESER6s9lsKwBNVyDNsmwrAJvIJEmy+xwIggARafQptwLQ6XQADnYGYHMhF5GwdQBjDHY3HAIPROSwVYCaDgABQhHZbw3A87xyeAs4Bo6A1MlHbey0nYIgIAxDptMpUCTjZDJxjrsAEMfxeivPwxhTjStDY/7636rnw+HwYtw/flyvJEnKbrhwRVFkoihaZ1upXkA8ABG5XXuXqur3FQtiALrdLv1+/6GqDqw9wAnwBhitsF0KUOoJcB34aB2OVPXXUgJjGI/HAIPa4wh4T1EbIuBMVXMXgFdAD7gDnAPzy2ZRSkR84J6FSIGvNsbIvr8GPAbeqmpaAdhafgJ8UNUvQCoiA1X919gAqGouInMLUK2aiPSAq0AM3AT2LWC1AjlwWp+ta/CaPgFXbBAfOKOolOX4papWvbxTkgOvm0asy4LPqU1GRDJgj2KiC/nQuI066gdFXqXrEtJVjQ6lNlErtXooFZEbwJGIVOeH1gBslyw7ZXV2aA3A7vtz+3NpYXPV0tp+mS6eH5d2JQdnZd/YA36q6qmrj8bbUERi4DlF0ZkD34AXrn42yYFHvu8/o6hyIXBfRO66OtmkEL3L8/wzkAFP7b3n6uQ3gu3HI0gorsgAAAAASUVORK5CYII=) 15 14, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRYhcWWz2oTURTGfxOGEjIhCRJk5qOWLlxKEX2B0gdwXVz4KuKb+ASuXLpx40qkFJHiokgoNzGItKUJoZSOi7kZJsNMM/9iPrjMzf1zzne/3HPPgS3DqbE3bMJOqwYBgiDA8zwkPd8KAQDXdQFebIVAGIZcXV0BfKxjp7L/IAhCVu9Cabi1GISRb0kAA+DaGHP/3wgkcAAI+AN83QaBndQ3ho2QHnBijLneFIFTwAemKedtO479boaAMeYWGGWMLySdEylw0YSvJLYbBZ7nrV0jqQe0gUur0oMIizbP80JWFSjbYiSTSOj7PiuTjhPH+jqk1zrOan4KwxDHcRiPx2m/5RVYNt/3C6uVp0CcCyS9tMyKthUBJD3JWjebzZwM240gqUBl1E7HAJIOKux5JGmvqYfotMK2V0C3qae4Cr4Dj3NnrUTdBwxs7g5I6gCvgWOb6ytBUktSy/Z7knYlDdYSABaAAX4ZY3IdOI5Dv99H0mGG8y5wBBzZrDgkepaHkuK/PvMO2KrmQ4ZRANcYc5eaeibpxBhzmRjrJux3gDuieuHe9oESYWhZ7wP7SxkTRekZ8FbSbmLLFPgJnBlj/hKl4ykwSqpaJgo6ifXpy/nFzt1K2gMurIrnywX2d62C5Iao8HSXhiaTydL4XNIn4NDOt4lOnwt7R4aFCdgTjCS1bD9+023UvAN+E8X3ooDJAeCWfohyyu458Bn4RlSa3xQwNSdSqhnYmC91IEk7lVOjLbeeAj+IJH9DFGbvM8I0F/8AxwDtb0yXkGIAAAAASUVORK5CYII=) 15 14, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhe2WzUrDUBCFv5RiixQjIpIeRHwI1y5duFZfx7fxaVy4diHFxbSISBFTYgnGRaqmsT83uZVS8MAlN2TmzGHmZubCmhF4+Gar4Gl4CCCKIh93fwGrwL+AzRcQhiGSrtYmIE1TgCdfnjrIoijKmO4HlbH5Z2DjBTQLe59aVvUNfm3ID5U7Q/DjmmWz4wdB8P3ty77f75fj/vBUWWEYZt1ut5JPYX2jWIJAkoCOmd0vy0Capn8yjs+ACxfHOI7npr4KmqX3G2DLh1BSA9g1sxcX+6kMmNnYzN58BACnwLWkbRfjcgZmYkK2ByRm9rzE/BYYmtmokgBJTeAIeDSztGS3T16atqTRIvJJBu9cgsN0CU6A88mzjHFhXxbnhWIJHgEBvRl2A6ADjM1sLKkRx/FUM6qLWgyStpIkeW+1Wgs7219jPfcBSW1Jpw52Tn9YnXF8DFwCDAaDecEPgWNJB8vI6p6B7Vm/Yj5K6ABfY/UDeDCz1QqYIwry7DSBHeCVvCEtbFxOdXJEu8A3BHpm9rHMaWVXMjNLgBF52ocuwQE+Ae/LoO5Psu3pAAAAAElFTkSuQmCC) 15 14, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNUlEQVRYhe2WwWoTURSGvwmlEzrQKUFk8q+kuHBRXEkXItV24ULBZ3Envok730JcWnBZxJW4KCISTkKRLEIzJCH0usidMpl0kkwiDYI/DMydueecb84999yBf1guuyTtSnq9ipPaOgRJkmS3l8CHdXytItdsNrMsrKy1MgAQx/Fa9msDjMfjzQE45+j3+5sDyKSJGhsDAB4Ch5J2NgUAcAVULojKAJJusvkMfDKzUVV/WxWDN4A9SSMzu35uZpdVA2eqmoE9b1NfNWBR+Qws7Gj5ry6oajcMZm4Al+vt5ZZBgHNuajxF4mZZ8nPa7XY5wMLoBTWbTdI0ZTwez21IURQRhiHdbncmbn4Jpj9lsa6B4zh+2e/3p05DSfeBV8B34ALoAj+KTuYWoaRE0ot5c/xZ0JI0taPM7Bx4Bxz78UzwUgBJd3xX2weeStouA/CpTzNfHrrmg6bAGzM7K7OfAZAk4BHwBDgD3prZSNLWHJALP+cB8B547H3VgCO/HMsBFJ+Z2ZWkOnACnEjazd4554iiCDPrebh7wCnQ81MS4AA4LAOY6YRm1pI0ANJca63nwHaAXhRFBEGQr/4Rk6X4yqToAH57mC9lAEtXvqTEA7eAo8FgcBqG4dS+nqwe2xm4pAPgGXBuZh9v8rv0WWBmnRxMZzgcEoZhcQ5MMpHpJ/CNyVb863JJkmz+pxRKj+jbAYiiCOC5pP1bB+h0Ovnh3VV8VPohKSgAiOO4AQj4tYav/9qc/gCz97pyOoosvAAAAABJRU5ErkJggg==) 15 14, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 15 14, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 15 14, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/klEQVRYhcWXsW5TMRSGP1dRU8kVt4qi6N5fJaqYADGxIPECMPAALO2rMPEiDGxsPAEDQgxdGdmciC0Vt0OU4A4x7U1yb8LFTvNLR7qyz7H/a/8+PoY9w0TE+hTjHEQQIM/zmPB4AgDWWiQ92huBgE6icVrBF0XhWdZCa0Qzt9ZSluVSmySAAXDtnPu9KT5qC7z3dLtdJL1e6RoCz4GXkg53RgBgPp8DnEoaVppnle8/OyFgrQVgMpkAXFb7nHMO+AZ8cc7N1oITYUmEkg4kDSS10lXK4/MMEHAFfP1LCngAzJrEGK2BXq+3sRvoA7mk421j+TZmrfV5nreKqdgtqpeIT5HblwY363fUaDRanfeOQFsrisJba6NWoKoB09Lw3lOWJZJeSTqv85P0RNLD1dg6AmuQ9FTSySafkA+mwMeV2LeS3htjfgDvmuK3nYIhCyXXwhhDp9MBeFzT/Rn45L3/DvzcMs9/4fYUSBo0OUnqt01O/wRrbZLrOFVBcv8EyrLE+6ifjyOQCskISHqjUArthQDggI3lVx2SHQ/n3CWApCMWN+AU+LWoTXZEYDweY60ly7IL4EOYrA8cBbumYVVCbpjFbIEBTJZlL4AT7rZzWvGpLcdCej8DzmLehrUIOjwGps65aYPPKYsVSv+iCduwTYxXwCENK3QvCPUiN+ubsAq3nL1HAAAAAElFTkSuQmCC) 15 14, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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div.testarea{
animation:rwdcur172784 21.333333333333s linear infinite forwards;
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