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0%,1.5949152542373%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
1.6949152542373%,3.2898305084746% {cursor:url(data:image/png;base64,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) 18 14, auto;}
3.3898305084746%,4.9847457627119% {cursor:url(data:image/png;base64,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) 18 14, auto;}
5.0847457627119%,6.6796610169492% {cursor:url(data:image/png;base64,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) 18 14, auto;}
6.7796610169492%,8.3745762711864% {cursor:url(data:image/png;base64,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) 18 14, auto;}
8.4745762711864%,10.069491525424% {cursor:url(data:image/png;base64,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) 18 14, auto;}
10.169491525424%,11.764406779661% {cursor:url(data:image/png;base64,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) 18 14, auto;}
11.864406779661%,13.459322033898% {cursor:url(data:image/png;base64,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) 18 14, auto;}
13.559322033898%,15.154237288136% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhe2TW0jTURzHv/81LLdaYXgp19KtzD+K101E17KbWWlWumqUN4LcHF0IouxFeumpwsyo7IIreugC5SRWWqOUSGfNsnBhJikzKHO4zbTcv//poZQQajKb9bDP4zmH7+d7focD+PDxj5k2VSKJhOatz8rcvlAUNtTR8bp/qrwAgLS0lTEGw13LwMAAaW5udqk12oQpk+/Zs7fEYrF8Jj9xOp1kl1qT73WxWEILqqqqbthstlE3GRoaJnp9rUUuX87zqjw9fW2K0Wh843K5xuRWay/R6S5f0dfWzvSaWCyhUVp6eH9nZ+fwqJhlWdLS8tRZWXm6cFLhQeJIZEQnbshdn51RXn5SPH5/cURUQHW1zmC328duPTg4SGpq9C/OnauKmJRcLKG5h4pLNpijUkl7tJwcoxMNv+5nZ29WNDQ29jIMMybv7u4mFy9eOn2vrm7Gn7K57uSpKQreLueIJeRxqyCY4oICsJjrxwJAmITmFOWrygoLCw6JRCI/AGBZFiaTyWY2t2q02pLr7vLdFggPCoyTr0kU+dfUAyMMAOCTgNcRSccIy8oO67IyM1fw+XwAgMPhwP0HRtOg06HSaku63GVPqMCcuQHs29sGZtEI4U6nKABA+3TufF31+WdSqTSIw+EAAN52dbGPHj6qCA0NPZCzeRMzEfmEKSjaKUyIipMfXJmx72yuqq/d+HDsrV0MQxoaGj9UVJxa50k2NdGDsXFSUXHasmur3vclC0Ah8MIp2JlvqK+vN4KiirZuUfZ4UsDtEwBAnmrHRmVwiC7e3C6YZnOCnemPtpu3WJPr61GajixTKBSsJ3LAzQTCwpfw8tauPp7lImph00uAELBRYrRJY63ds3hFGrX6vqditwUSpcmRGsXSq2nv3ifwOn5M17kiCaZF4XUz5oXkKZW5Hycr/22BrcptuQXzQ3UxLa94HMcQMFeAnlVyxhwwu1SWJDshk8k8HrnbAlarlWOqPNObfKchBAT4FhuB5/HR76x8f5VGo276W+JROOMXhEIh2w/0UMmxsK9JxYOkuJtfFi6I94Yc+M0vePLxQ04rn18YOMu/7cje3XpviH348PHf8B0dEWkVkkrJLgAAAABJRU5ErkJggg==) 18 14, auto;}
15.254237288136%,16.849152542373% {cursor:url(data:image/png;base64,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) 18 14, auto;}
16.949152542373%,18.54406779661% {cursor:url(data:image/png;base64,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) 18 14, auto;}
18.64406779661%,20.238983050847% {cursor:url(data:image/png;base64,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) 18 14, auto;}
20.338983050847%,21.933898305085% {cursor:url(data:image/png;base64,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) 18 14, auto;}
22.033898305085%,23.628813559322% {cursor:url(data:image/png;base64,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) 18 14, auto;}
23.728813559322%,25.323728813559% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25.423728813559%,27.018644067797% {cursor:url(data:image/png;base64,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) 18 14, auto;}
27.118644067797%,28.713559322034% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhe2VW0ySYRzGHxANCHOY5iHSgCI8FIlglJWEiJZztUSRMidbG5Jira3Sblo33bS6aGXLastVF6U3nbfWaW610DC1A+o6mANnWFZCmoe+t4uitcqpYIcLntv/3uf3+/7vvr2AP/784wT8LZBwXjw7O3vNxthYwUBHR9vbKS3nC+PY66WKcr0qs7CyYjfv53maMn3RtavXbO/ffyAWi2WkxFQqnTJ49fET0TvSs8qeJS4nzxOXk4Op6bU/zs3lW7fYbLaP5FtcLhcxGk1FnjnDF7ixoDAl6tjp2yICBhs0AEDE0EgfAAiEcTMqdm0/qdXmarlcLgBgcHAQd27fabPZ2us8HXRfBKb19wtStGvZoiEqCAAoAO0c1iONZvWyE8errAZD8Xe4w9GN2tq6M7RAhry+/taAp8OnDXSODLsfnj7v5tMYHCYAigCD8fNzqrZv2y8UCpkAQAiB1Wp1WywN5rKy0lO+8H6bBQmLObt3VWpyEqWbj+RtGOl6YPVcN3G73eTChYst1ceqRWOd9/k3fNvbM8ydGTa7UCY7rLI7QxitjzEtQwXH6x5cunS5Kiw0NC9fl/96rPM0X+B8gZi+Tq3ckxvIrODfbQ6ijX4G+NGw5WT0tQ0PmUrLSs+P1+G1QFy8hGfSqGsynH2qkNZnAIBPqUloFAsbhmZy9UVFRS8m0uOVQL5Wp9bPmXM2uaVjFsP5DggKRE+2kmqKDD/EEwp2ZGVljk60a1ICfIGYqdOk710L+s7Yey0ARUBEMXiyNNnZxgw0lJvNVyf7MRMWkEhkMcZVaefU3b0KztOXAICBlcmwzOffCoiONBTodF2ThU9YYKO+cJ0uIrImqenpjIA+F8BhwbE6jWoK4+5LTIjfk6pUUt7AxxWYyxezN2WpD+SMkhLe/UcAIaASBGiVSeyvgqcbTCXGG96CxxVIlinEppUrzipfdUvZ7V+361ItQeO8udeZURGbtHl5Tl/hYwro8gu0xVGzaxY2PmbT+weA0GB0ZawYfRgaUilLkR+Uy+Ver3xcAbvdTm84fNShuFIfCQJ8lojQLF3YaZ/O0ptKjPenCuzJL68hj8ej3tBoXTSFBB8yU3EzZXHdpxhe0p+AA2O8hg/e9OY2s5jF4cGs1r1bzRf/BNgff/z5b/IFiSo4SQHeTNEAAAAASUVORK5CYII=) 18 14, auto;}
28.813559322034%,30.408474576271% {cursor:url(data:image/png;base64,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) 18 14, auto;}
30.508474576271%,32.103389830508% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVRYhe2WWUyTWRiG35aCpUVqGzaxgS5AS1nKFCo1DPUPMFCXINFWy6KIk4x/FZhkJmPUuMQb7/TCEJk4V00kxuVmJlEnBsQYN6hpoGqLBTfSIgEEBAMMy3+8ML1SAtTfjBd9b7983/OcLzk5BwgllP85YWwO25eRu9WWv8GenarSCVNSXX193olATZmiEWzZsrk6OVkx5fX2vGOTC5kyXVBuLKr621DU/jarkPRlFhJLVi4dqFNUcfbNm/96xsfHSUdHx9z+X2hdoMZlQ4COiTt+Vqlq0UzOUoQAHBAodVonADQ0/nqgubnpoclUphaJRNBoNDzC5WYGenlsCKgEkZkiUTTmOBwAwATITM/Iuw8XLvx11WzeYRaLxQCA6elp3G6/0+N+6rnGqsBD34BdMDgmi4xZIxOPTkYNClfxGn5rvG40GmU83ieE3z+A1ra2ixKx2HbvXvsUG9zPcvTYiYifq2qab1TXkTG3hxBCCMMwxOF4PPln0/m9X+ph7RakqTIlBdJ1V/fMMlZ5Vy/+87ix8KMBre13XN7e3hL6AN32pT4OG/Dy8gpjtTLlksH9IjHcPwLwwjC8eSMcCbHnk1Vpv/9UVjqzWO9XCSiU6dyKYurk9vBVh+X3uyI48wuAIhGeAv2oRxhpq68/eGWpGUELpGu0Urq02F46NFYkcvUBAGYKcuBQp3bOSESVtbW1L5czJyiBnZZdJVZpUkte9/M43tAYEBGOwa0U44yPPSdVyv8wmUzzy521IgG5Qs3fVVZ8ahvhHkp+0A0wBCQtCc825A718CPqGhvqb6z0MMsWyM7JS6KpjZdLBoYNUe5XAIApYx46U2W3uQnxddZKa/9K4csWqKmqqbDExdt1Tk902OgkEBUJv8nIOGMlp1UZmpMURTHBwJcUkMnVgt2bSs6UzxF63aMnACFgMhRw6bW+N1HCOhu9vzVY8JICuXkGtc1Y2EK9HtAJvJ+2+6EoHx0pslv8tQm7LRbz0NfCFxWw7qw0165NtGc5ngq4E1OAZDX6SwvnnWuij+jz15/V6/VBr3xJAZ/Px+1savYbrt9NAAEWtGno0mW99gn5lTaafsQWOJDP/gNSqZQZ4XD6OQYt3pcVoC0/59qsPOmHbwEHFnmOH48M7+jm8/fGrBa4TjU2/PMtwKGEEsp3k4/ftSjHAQnfwAAAAABJRU5ErkJggg==) 18 14, auto;}
32.203389830508%,33.798305084746% {cursor:url(data:image/png;base64,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) 18 14, auto;}
33.898305084746%,35.493220338983% {cursor:url(data:image/png;base64,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) 18 14, auto;}
35.593220338983%,37.18813559322% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhe2WW0yTZxzGn68HbD/KmVIKXSk90I9yxiIFFT60UPCEjiI0DpEsm8WKF3NjM8tmXLLtajPxYpteLJJIjGii2dQtunmMVcEh0AxbQjygBVuQsulKhz3sYnKzjQC1bLvguf4/z/N7/8mb9wUW9R+LWIhQeVoGSwv2BxJeOM8hE5/ff/zo9/8aQHlFlZzNZCZ9OuQ6zycYYV2Eb6zaYubPNM8KZfm7e97nFPT2dymmfNERL84W5fM7AUAmV5HFxcs2u1wT5tPfnhpYEIDo6Kh4eYo4UjAyCj/hAgA8iYscpMu02a2tbx8rLiqibDarN1mYWHjw0FfdIQc4dPDrx0J2+GkFGb6KwwIvzhvASGKc6suPPrxOURQJACqVigWCyAQQeoB7d63ebUD1uvWbGO5Jt7RELL6qT0+XU0olAGBy0oOLFy9ZLZb+E9MeRigBpjXlmdS8np39XaNjIjG27SR+u3QV9uFhdBzvOAIECszmy+7p2ZDeAqksHWvKSt7Sc8mPFeZeDvH7cxCiBAyUFT2z8LgtO02mw3/1hAwgTZkZ+0aFtn3NxLPKmNs2AMBUYRZuZSr7npDc2u3b3xz4J19IADas31iyRa44qukfTGLbxwAmA6NraXQJ+V+8kqbYrdPpPDN5XwpAIqUYr2rpvTVsznuSaz1hhNcHpCbhzoqCcSuP22wymTpmywgagFLliHZUaNvKneOrovoGAQCe5bnoSld0emKiDY2NW+/OJScogNraOq1BJG5X99oSWE4XsIQNx1ra/5Mg/oBIJnunslLnnWvWvABSpRSnrmL1vmowWlPMvYA/gIAyBT9r8p1WTljTrpadZ+d7mDkDZOeqxUa69Jh2eFTD678HAHCXqnFTLrnAFAqa6uvrh+ZbPmeAhi0NG2v5CW153XcimeNPAR4X9qpSf3d8zCfKDNVemqb9wZTPCiBJpcjXqrSfbXgeMIpuWIBAAP4MKfoKch494JFNzUbjD8EWzwqwVK2hmleuaKeHRvJJ25/bfbq6EJ3SlHNksrChRq93vmz5jACGOoN+qzC5LavTQjJ+dYOIjcCD8pXe7tioPeqleZ8v0xQFvfJZAewOB+Pm/gN2zZkriQgAvpw09ORn3X9Icgw7mo03QlU8rb+9hskCgX+MIIYITQ5+0S3Hj4W5J6ZSxXkLUQ7M8B+4NTZa08NZso0fwe3bt6vlm4UoXtSiFvW/0R9Coh8DPCP2RwAAAABJRU5ErkJggg==) 18 14, auto;}
37.28813559322%,38.883050847458% {cursor:url(data:image/png;base64,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) 18 14, auto;}
38.983050847458%,40.577966101695% {cursor:url(data:image/png;base64,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) 18 14, auto;}
40.677966101695%,42.272881355932% {cursor:url(data:image/png;base64,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) 18 14, auto;}
42.372881355932%,52.442372881356% {cursor:url(data:image/png;base64,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) 18 14, auto;}
52.542372881356%,54.137288135593% {cursor:url(data:image/png;base64,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) 18 14, auto;}
54.237288135593%,55.832203389831% {cursor:url(data:image/png;base64,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) 18 14, auto;}
55.932203389831%,57.527118644068% {cursor:url(data:image/png;base64,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) 18 14, auto;}
57.627118644068%,59.222033898305% {cursor:url(data:image/png;base64,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) 18 14, auto;}
59.322033898305%,60.916949152542% {cursor:url(data:image/png;base64,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) 18 14, auto;}
61.016949152542%,62.61186440678% {cursor:url(data:image/png;base64,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) 18 14, auto;}
62.71186440678%,64.306779661017% {cursor:url(data:image/png;base64,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) 18 14, auto;}
64.406779661017%,66.001694915254% {cursor:url(data:image/png;base64,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) 18 14, auto;}
66.101694915254%,67.696610169492% {cursor:url(data:image/png;base64,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) 18 14, auto;}
67.796610169492%,69.391525423729% {cursor:url(data:image/png;base64,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) 18 14, auto;}
69.491525423729%,71.086440677966% {cursor:url(data:image/png;base64,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) 18 14, auto;}
71.186440677966%,72.781355932203% {cursor:url(data:image/png;base64,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) 18 14, auto;}
72.881355932203%,74.476271186441% {cursor:url(data:image/png;base64,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) 18 14, auto;}
74.576271186441%,76.171186440678% {cursor:url(data:image/png;base64,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) 18 14, auto;}
76.271186440678%,77.866101694915% {cursor:url(data:image/png;base64,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) 18 14, auto;}
77.966101694915%,79.561016949153% {cursor:url(data:image/png;base64,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) 18 14, auto;}
79.661016949153%,81.25593220339% {cursor:url(data:image/png;base64,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) 18 14, auto;}
81.35593220339%,82.950847457627% {cursor:url(data:image/png;base64,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) 18 14, auto;}
83.050847457627%,84.645762711864% {cursor:url(data:image/png;base64,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) 18 14, auto;}
84.745762711864%,86.340677966102% {cursor:url(data:image/png;base64,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) 18 14, auto;}
86.440677966102%,88.035593220339% {cursor:url(data:image/png;base64,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) 18 14, auto;}
88.135593220339%,89.730508474576% {cursor:url(data:image/png;base64,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) 18 14, auto;}
89.830508474576%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur105020 1.9666666666667s linear infinite forwards;
}
