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0.64516129032258%,1.1903225806452% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.2903225806452%,1.8354838709677% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.9354838709677%,2.4806451612903% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5806451612903%,3.1258064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.2258064516129%,3.7709677419355% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.8709677419355%,4.4161290322581% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.5161290322581%,5.0612903225806% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.1612903225806%,5.7064516129032% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.8064516129032%,6.3516129032258% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.4516129032258%,6.9967741935484% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.0967741935484%,7.641935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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8.3870967741935%,8.9322580645161% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.0322580645161%,9.5774193548387% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.6774193548387%,10.222580645161% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.322580645161%,10.867741935484% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.967741935484%,11.512903225806% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.612903225806%,12.158064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.258064516129%,12.803225806452% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhcWXsU7EMAyGf98hbihD6QvcM/Ai7Cy8AQsPwQTrvQQTMxI7EhISOxNsSDzB6czQpm1cO03SiLNUNe25/r/EjnUBChsDnOK/OqY4AJwsFSKAcmI4C64AAyxn5Z6dsDbrlJUIAmgiBBABlApmQakATevsBQyJSWD5Pqk2GOAvgIn3DoLHqdDGMlWWf5L9Anzx/sbn2y2fArwPCGvXInEA+AH4ADDviAHgarNhBvhyJmARcWefbkYP1AeqqqpPTQzIUhh+Xa1aCHr0AtR1HQ1i1crsR8NjN6DvycdN05ggVl1EibvrAPDLej2C2IUCeCDWjpkFkPc72VTCEB5I1vLL+xnAXc4HvxuSwdRUZBegQj3NsQ+xbMuFGopz6QrOs65jloHQQKY/T60oxEzBSKGh4j8KpCOyYGRNlIWIANKK0mpW+RAZtVAOQmufckdo312Poek2H0Jrn3O93Pk8eRD3eRCh2cux1TP697nNSsu9BmPVyfN4EgNEmR4xftbGxjtVPPtkFCEIoP1X1YmrB5ikk5E7D0Q0K8/fEl9ksSvwr3Z0gBz7A+aRwch9uIywAAAAAElFTkSuQmCC) 15 15, auto;}
12.903225806452%,13.448387096774% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.548387096774%,14.093548387097% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.193548387097%,14.738709677419% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhc2XsU7DMBCG/0NUGbqESIgJwZvwJEhIrGx0Y2DphJiQGHkhBoYOPAEPwMjS/gyNqX2xz3aSgZOiRo7v/u/uHNcBJhoBEuBY/6OpAFNNah38bAUQnb1UxqyqAAEKIDERS9hqk+mkAxtBJOeTAkxVgKsUmRGsVtwyUjZ8BbjzsvZL6e71FQSZ8Hb8QbwfN9wBvMoIlYzlFUMnXpyck7ImAW4BXu6fZYNalaoCOXVBeggCXC6XDqIYRMMUQ2wB3jTN3vleAse2bbMgJeukLoNHGTh3XZcESbWiSNBdTwBfFovD7vdNK4MBSFX2Bm243doQUZCsxUh9gL7nh/lfg3YUL85iCFWyYY9DiEmbThRED/cLLhyUzXwQBa9MVGA2iEqAoN+U9fyVSD+O/s4DocWNKkTF1GZVD6HFK9bCfBC+uL63gp55wM93q+mVyEBEfT48v7fr2/EQ1p9IQZuKW2eeil2A1EnYMHGTc1VLAtSI6lOxG34IpxEjDqcDy7VDz/8B+GlUYRSRFrK+C3I26tswJTDm/D+75Rbdv7NfN2qV3TXyKJ8AAAAASUVORK5CYII=) 15 15, auto;}
14.838709677419%,15.383870967742% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.483870967742%,16.029032258065% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.129032258065%,16.674193548387% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.774193548387%,17.31935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.41935483871%,17.964516129032% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.064516129032%,18.609677419355% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.709677419355%,19.254838709677% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.354838709677%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.545161290323% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABk0lEQVRYheWWQU7EMAxFf9pK1aibqpfgBIgbcALuMEvEATgAW86JWDNC1CxIGI+xE4e0bPCmM01sv/y4cYANjQAigGp8ur9IsimAhJHvAhB2BUgJUvJWNYbSBJ6Ar46DaBCWnzRLAQILLFfthQ5ACEDI+Zlb0HUdVgD3RmLP/nuALYCwrit6IFz1PV5wjsyDSoUkTGn1JaNxHCnt8dMw0BtA146AyafqkzUciI8BwDRNFN+7QFzJMyB0OBzUIPM8u0GaIJ4LCZZl2RfkFaAou9Pll7Knp7FvtUHdIB2gf7+yKOOee5LSV0hfT3AdHBGQ5HwFoKoRAYVmJJWJBZeZ3liIXHKj23kSVEH8kKxwxnOZ6TysQlRvh9fIeFrzstZ0I4qm7j0B+KjtB5oZAYpnBfPJQqgK5DoZAXSrs34rIfwCb+UyZrYIUz/P3YiUuwCRPkYXVJ4ilcS5//z3A1MwHC/y+mtBk0se0RYAADzqENsWo6YIH7/joKdTe7u2Vm4BAMANQO+ZlTefVs7C3NeaDpp/b5+ndinLsPBgBwAAAABJRU5ErkJggg==) 15 15, auto;}
20.645161290323%,21.190322580645% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.290322580645%,21.835483870968% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgklEQVRYhe2WwVHEMAxFv3cYDuRAJhXQDqctgB4og6YogCoogwOw7OeAsysrli3by3BBl8SeSP9Jlu0AFzQCbPXZXUqkR7wLQAr2ig4DSOFRiKtexwAEDVCas8yqAPexxJ4McxXJwbjtHuAnwGeARwWhoahA5bi7TwjwJToeIsSrQ1RnPATwGKsgAz39jIsBh7OX9p7JcJqmFaIK0iSWI/4qZDLPswukGUAL3lYElmX5XZA9wFh2p3tn05VgrtuDtoHk9q5aCsY194iOL4WxjTwAzZYcxbW9GxvOstALkYhbp9r5M08ov50qsF4etdtLCeXEmiqRiOXKnwGiEJHPHGCQMV3JFcovA8tn8h4eeHo/GBdWkzXsiARC+GxuRxdI4UywAJL5jxuRPdkGoXcCVRYlPwi/4074CQhp1aYgQNk8pUYV31oNuGnY4l+xFlvHAQhWR3MVJym/I8C7kpjHKvfFdrlE2d96d0EOwJozmqt4QXlPvURQOIdcVg2n6b/9vX0DcTNwACyApdAAAAAASUVORK5CYII=) 15 15, auto;}
21.935483870968%,22.48064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.58064516129%,23.125806451613% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.225806451613%,23.770967741935% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.870967741935%,24.416129032258% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.516129032258%,25.061290322581% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.161290322581%,25.706451612903% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.806451612903%,26.351612903226% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.451612903226%,26.996774193548% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2WPU7EMBCFnxENSrPrYimXnpYTcIGtcgVuwTloVpyCBq5AwUmgQVuABI+CmB3bY8d2ko6Rol35Z+bzzPMkQKMRYOteaSdzOJlip7lJAjSAGXMSZqNkj7PRDDjnBOgeLbABTE1gsa8MwDkvrX0pTCoDRKXIZMBZStDz98BOJKmT12amxtjTcLNd81bUX+og1MNsEAR4D3CzXZM7QwA4AHwHeLPASaPg7vly/wcIAOi6zuljGRCZ3keZ9r3xAq5Wq2VAwjofZJ0DCACw1tLZIhAfAIe0AwCeGEP4W2cUolC153QEYl4Q53Co+Z+Zyyjl7ZoI73jiPkdjAUQ2cLZPaAAKDK21kYPeL4caYMRv/o3nOUooPQeh+avqml67ZZTy49xOh5jUohMZCW9GFqIJIPfS0QJ7EKJZnReWVgUIfxMQ0Ma4NzJgBDEKo4myAAAXYvzlwSQbWVE2UouytwTgt5h7vU5DNJmmDW3sLX0L2iHGgjMIeifWPZ9dTQPQboQWNFz/WaCbqu94F8QAJtRB5kuYxyUzWO7ULf4mUVVk4d+S9gNwOJ6kEb9fvgAAAABJRU5ErkJggg==) 15 15, auto;}
27.096774193548%,27.641935483871% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYheWXMU7DQBBF/4QiQpGQKSLRUXENboCCkNLBIbgSygUsRaKgokXpuAMSHR0CCT4FWbIez47tzbpimjhr7/w34+/1GsgMAsydG8ekRJJ9QnInWh2QjHxFOiCACCA5tyVJHJLpxKFKT2xIJ1Id4CICCRVqsH3FvSCXwg3AuFI6//W5MhBXwi+AD7+J/4Q0wBjiAMDT+TF5IyTA58mEHwDrEYRcCADg0a7C2WwWujEOSNzSF4CX0ykB4P5NGoJVVTFEcQANEsbWlJZYXddlO0JltneAt9suAICcuRXvD6KrJsADlbQDYhQQVlXVSLho346RzWmYTUHkC2vDWQYkya3hmnOX3RBe3k6w9pBxnQNhiSUBelBqod2yfGdD9KrWe6E4EPrXhMh+TzidaAnHx2vDmINfWNZakICANbamNB5hqyAXRq+GPQEwj8avT1bxnH4m1ABDyQnwOzr/eHiehOgMLWYBmOsFwNf0UzDcjDqJBWAdr6LjpwvJB/DM6I0T4GcP3wzawQYRa2vu7Ia5u6QdxT5MHHNKSjxJ1Te0aKlvgv8VPwDfpDoH67yRAAAAAElFTkSuQmCC) 15 15, auto;}
27.741935483871%,28.287096774194% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.387096774194%,28.932258064516% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.032258064516%,29.577419354839% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.677419354839%,30.222580645161% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.322580645161%,30.867741935484% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.967741935484%,31.512903225806% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.612903225806%,32.158064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.258064516129%,32.803225806452% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.903225806452%,33.448387096774% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.548387096774%,34.093548387097% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.193548387097%,34.738709677419% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABl0lEQVRYhe2XzU3DQBCF3yJIlFhCkTkgSoICoBYqQOKUG0UgceBOETRAKqAACNLjYK8Zz+7seh2bC8wtzsy8b37W2QB/3dyYIAIUCUbl8HaUE5JiUtwL6+8nBUiJHCqcAyBUpXOZ2QFuffENiK54bjB8AOQJ+LhacAHwS+yD342pxtCZFHgG+LRakK4Rul4uSYA3U4tqAFVZ0P6qqvxY5gGRECuA6/WaBHi/cz3BzWZzEEh2fB5iLzpySxcE1XWdBZFFFe2PBzht2g4AuHBMBQYgxaKJxJ1lIHogxaJGq9jOvLOzcBzRURQBZGYVJFIQUSHr9yQKRtU2DdAuXD9mOxwiuw8DHOMCGYiiBTSqjyXvzZtvNsToU5CBCHYjBVEEoh2NMUTF5Mvq01jArKh0GjCKJMQeA5YvJmTBJABwLmJe3GXn81C6A6lOWIn881fho96YZacg9Vzvhwa7s6sNnh2XQKVa6AAnIa5a/9zVLQCwAvQNOZXYw7wHdYQxgy+Wsnrruu6FlR9/Pk5sxgkpsuQfk3/7DfsG4EqUzLU3qckAAAAASUVORK5CYII=) 15 15, auto;}
34.838709677419%,35.383870967742% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.483870967742%,36.029032258065% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.129032258065%,36.674193548387% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.774193548387%,37.31935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.41935483871%,37.964516129032% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.064516129032%,38.609677419355% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.709677419355%,39.254838709677% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.354838709677%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.545161290323% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.645161290323%,41.190322580645% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkUlEQVRYhe1XS07DQAx9jioFlE2UE/QibDgD656CA7DgQpyBm7BgxQIhxKqtu0icTia251NYFUtRU4/t92bssRXgX65dKMeIAQ4csnxypbExR1ABF+CQzF8SQNM0uA3ALwVmgJMxIiMGgD3AR4BfghMpISP22T5i/Ahw27Yz6BsRvwP8UwGea79y/AicRdd1ndSHG7gaPJQv5/j6vneJWODFKXlOGA/DoBLRQGpPRY49yxZK2rxdU+TN0SKdl4oakMSZr6/VwMw+EBOacp4ClYemZ9HAkvnXchYBpAh4i3o6vDzFBKaCqyahxSVNGUthLaxsjOIjANgoILkDZy60deziol1EXaRCKRo2fi2Crqi3oHDmy45X+qfSrgfoRakE0AKudAzw/SUkrP8GATwE+j1uZp/vIJ3ZJArIqLbjO82739bMAW+gaCmS92Pgc2jOJHi3q0+DBh7q4/VDsP56tx31zHkEPHDrFDSbz4y62WhKQL+K1vX0bGXXRGT5poUBTnXK2u8FdxxbEoP99sfKdckJ659mbW6Dn28AAAAASUVORK5CYII=) 15 15, auto;}
41.290322580645%,41.835483870968% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.935483870968%,42.48064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.58064516129%,43.125806451613% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.225806451613%,43.770967741935% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhe2WPU7DQBCFv0WJKNxYuQcniUTFTbgHLQ2XoKCnoqKlpUcCUSAh5ASGAns9Xs/+OaLLk6J11vNm3vzsynDEEf8MARGQat62Jy4hHxqcLcgO5BHka2kGh4gXkKee3IHcgbxWOEsFLxIlIF1fhYHw/bcOvyy/VNiJZejArYEfRewNXdM0lAqxRDlwxaqfQT4j5WzbNlqRMNOieRiMDOMkcbPZmEIS/tIIiRcgTdOUOqhujd0PJQbgFOgytoYQ79+qwDALsyEMy+bAdfieezw4CZ3qVjjqBM+DG/2bZRGIqLonil6EAvqBm8DJzTjtMqtKuYBY9iUnIici4zMdPCFgMvH34ky7RUcxFDffGledsSVCImtR4EwVzLJfKhF7xa0SEAYunAW/d3s1itiR6X9MQLjq57O4E2/z3q68zXUiuHlZCIhL3GKKbPF9P/Yrx3ovg81wQZUhVBxWQe+Fth+Tfft0VCPWjtjzi3p+c+ezwa0Obk1xrELqXTb7VUlwiH/JxN6r/zJuLUBqCGOVqYH5TaihM4sFWXzNHgH8Asutn3p9JjNzAAAAAElFTkSuQmCC) 15 15, auto;}
43.870967741935%,44.416129032258% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.516129032258%,45.061290322581% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.161290322581%,45.706451612903% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.806451612903%,46.351612903226% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.451612903226%,46.996774193548% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoUlEQVRYhd2WPU4DQQyFnxOkSEmTTIsQHUpPxyWgCffgIDQcgIITIMocgBtwA0oaJBpE0KMgu3hnZ3bsISgSllaZnfjnsz1eDfBfhQAJcK8AFr3RPoP/ieRK720JUZmFN3i2BcK1G2QoQwHE6qf1J1xzcXzYQBRBUplWT8M7wA8RvpwKAWA6nZpAmoD6cQdvjB63Dl5PpHUym81cIO7gGmAD8HIyIQHe3kjH2Xw+d7fGDKWVgzJaUXrGIQQ2YgnuBtgAfBiPWyPhashBXWtydOq9s1+AyIJkq5AqU6TIbc9beZZeyZNnonoqEso9wwgi67iq9ymAEELPiXBdhDBnP3AGvt8zJ30IQgeOf5OUDoBOv++6I0q1sAFo5cKhiSdjEMLk0xg4B9BZrwqVME9BbJiBSO69Lboj7AqYCh5DHBWqQ4CfI2ntljUQceDcOrY5VzoX92etj+ua0qdAcjD6Waq19WNVrEApeAx+pfYVxO8PYCl7rf+UmRQt/osiwOaCGcMJIM2euoTy5+++HHiDW/6PbsDuJM0A7o/KrmXvALuQL+Ro5OW5rx8dAAAAAElFTkSuQmCC) 15 15, auto;}
47.096774193548%,47.641935483871% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhd2XTU7DMBCFn2nVRQooa5AQS7gFG9YcgNtwAG7QNbCsxAF6iEqsEGKHOAECymNBndqOJzNuU1VipChOMj/fjMeWA/xXIUCL3t62QXYCYM1+K0KAOQAJSqoAsUEWDnCW4F0AmNAVg3QFSqFUeQP4eQg+7I88hAqSK780JaqjR4CvwwG/h38ODqrKBOIDhldRcO8EAL6W98Vg5WQ8HheBFAcPjZ8BVlVFAryYXUbO6rqmF6s/M1So/BEYOV63jKfTaWdF0sBFlSHAG4DLsgMA3l1nxuZmNQEkjhtRIEQQcRoMRKzrOtJxnKU24lSoPZBbOqlyrtkSiM33fw1g2XCRTOhUCNMKkHaxtlpbuiByK0AEKQSI5vtKgEgBBL+xstI0FO5ZCJNPTSF5bgUOx8lm1apE8R4gGOacRBDe5myT1ZFrIAAYyU6b9wscNxDzdSHS7LUNhQDvorK7xu5n3fLnAne9J8Db4PvT+UkT9KiP+dfWdTBudE5f7nONC8B4TiNAf6bzARzgpJIG5z9y9UxrPBUmHUvNulKTS1/0Y6JlHFYn/txD5jmA4q7uW3YO0If8AirpyHoJmZF7AAAAAElFTkSuQmCC) 15 15, auto;}
47.741935483871%,48.287096774194% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.387096774194%,48.932258064516% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.032258064516%,49.577419354839% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoElEQVRYhc2Xq1YDMRCG/yBq1rQrMet4ANC1PEXxGCQGjYLXQFUhEBgeAiTPgezhR7BZZqeT60Yw5+xpMp3Ll8lsmgKNhQBL7E9aA5RKU4DS1TcXC4AAY2DNKhBKDgAOcKUAREU5Y4lKAXBwrAYZHZOrT8Y4OHLYDPSSk1Q/tckBgMNmoOMHAWC/3/tqRIO2Sv4bbFy1hwCAruuyQEJg2YYEyK7j+25HAHikmzmv1+skSNWWeCPv8C2cNAQA9H0fBLGSJiEkAAB8AbxfrSanrQExd09XJAmgn5VySkAcgRQ3puHAcc8ncbzRwcyt0LGWvB1HjgrCDKx7yqyEVXarCmPDzeTgGIXIAigQ0zEGkVhUMEvIWI+nuTysLNDi5HJ+bGJ+JiGyxDo4AlUwk8nD6rIGIrchbdc5RFXjhZyk7jQQ7ELYPF+7afyUCxIy0AdJzOZVJNrSyaT1PRHaipD+RYzPPq+WQcRWHwO6E/qH2/N2VYjp9fhN2OsfNC/ZF0YClBdMDeO/k/pRx7/pAgALyAIolUV/TJZcuRdL9sHy3+UH/zzZq4bwTlMAAAAASUVORK5CYII=) 15 15, auto;}
49.677419354839%,50.222580645161% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.322580645161%,50.867741935484% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.967741935484%,51.512903225806% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhcWXTU4DMQyFXxCrdtOfHQvKhgPMJVhxBu7RFReBW3AeJM6AxArpsZlMnYztcWYG9UlVM0lsf7HjUQusJAKcY3fzX8EJMAK1CsDVZWUgYrs4A0uCewDEzEvVKjMDHVMIJAF5I+XFy/NyrRWOHROPp32GcB3UAFPzIYDjac/EMwFgs9mEQKzAsyEAIEMAwHa7DWdEA2oifwTYnxxMP4XxbrcLZyRcBrkxfx6EUQ0BAIfDwQRprr+sV/5+A9inHQCQ+Ok5G4E01V27OMLxoAmIEcis+ldG7Gs+6JWpdhgqxdxuyAEKVRCqUy2jLoCXhf7CFeqCEC6AFtRIlxrAgwj41GVsrAOJ7jirELNacYK27gwXojkD9aJTBv3E5cuqgND8uwCBLKhzFoQbWAtaB6d++sI823zd31GbbwLwwCzbb3Hi54/3yQ5Sg1trFkwN9iTGkZdVGGwqsHx+0SGWAVhj7Z4Q4K/RKVJJm7QghNHwQzQBKa/JsdjHy+NYt1GAFIRV9oUP2axwbzta7b/hGjBX0R+hxdWyv9AbAwAAAABJRU5ErkJggg==) 15 15, auto;}
51.612903225806%,52.158064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.258064516129%,52.803225806452% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.903225806452%,53.448387096774% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.548387096774%,54.093548387097% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.193548387097%,54.738709677419% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.838709677419%,55.383870967742% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.483870967742%,56.029032258065% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.129032258065%,56.674193548387% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.774193548387%,57.31935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.41935483871%,57.964516129032% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.064516129032%,58.609677419355% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.709677419355%,59.254838709677% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.354838709677%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.545161290323% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.645161290323%,61.190322580645% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.290322580645%,61.835483870968% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhe2XPW7DMAyFn4wAhuHF8FB061ygZ8ghunctsvQ07dDOPUHXniCXaplFUkVaoijFYx9gJKYp8iP14wToFAHUOzbVYE2WS7gHhAnAqh4gE4ADnMUWIFpAmjqgTUP4DGBWiBIAoaOdpa70AGAYBgaSVpa22QFurx0hRQAwjmOAiK2W85ze59ZALyD55ACAaZoYiELNYEpQZghpmOe5CURezQC+8o2WZVFBclO0WxdSreuaBdmj+hjLt93ki0rl8t66b6nBN/iz+CJptJtPQj/ntaThcpbkjNCgWhfU57k10Hpykl9wqk9LQA+xiUDCwfHHVWrmo7UfEGug5pxJlKvYSbsrAG0AconFABl8kyy1W/Z+cRfI97siBkF3Lm7BXxHLJMvhgXxABhHGfF97IuYGvZWDRPvrw8vfW5Go7xgudUKrJrV93D/3Q+QS1GDC9ZP4fT7dpHFsEKXk2it28/14jL7vp1sCgMcWgBpUqXr2/HyO91+FKWs7i5UKwo9T+bPcMZedpHXCChx0uCZ5qpZ/T/9KdQFT71KpfQWKRgAAAABJRU5ErkJggg==) 15 15, auto;}
61.935483870968%,62.48064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.58064516129%,63.125806451613% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.225806451613%,63.770967741935% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.870967741935%,64.416129032258% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABnElEQVRYhd2XPU7EMBCF30RB0SoSWm2DOAkSl6DanrNxhm04AxISFVfYkoIK0D4KkuzYscf22hUjRUn8897nGSdKgIIgwJLxOdGVTmgNYQLkmhHgfDQF8EMA8cF801KIJECuoAAyA7YAIACGBC2TUDZSpYlmoOs6AOBHQDgFNZtemhWlA+z7nieAr2o1MSB6Y/yjGGAYhmXSUYRvAO8zhPxNWvPoriaO48ipPSpau3JHa7PZBAW2220WSAisGMLq3O12SZAacwDglPa/mzuxRFYgzUrh3NgQDkizJ2Kq+RLyQBeKzCpFTayENcQEEJtYXQIA4LThXAjudduqv1UJogYpiNBLKQlg0Dop12kXPoXHlWbAHxQYzMg5GyJqrg31OZKFoJkczln5vqTevnFEwGyTA5e5n6UQVr0YXn0QgreyzH1u8TbMESDAFw1xfYZ4rIWwdrPf9q5MjsONNr0MwDKdr/2xUG1f3dWqrdjcMMp6b/xEzPuUOWB/CevQ/w3TtcwQfUTDFFZCDpBv6PfVfAlnRfUjpaL45/TfxS/mhJ5MyNgcAgAAAABJRU5ErkJggg==) 15 15, auto;}
64.516129032258%,65.061290322581% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.161290322581%,65.706451612903% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.806451612903%,66.351612903226% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.451612903226%,66.996774193548% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.096774193548%,67.641935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.741935483871%,68.287096774194% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.387096774194%,68.932258064516% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.032258064516%,69.577419354839% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.677419354839%,70.222580645161% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsUlEQVRYhe2XvU7DMBSFzy2oQ7NUGTqwdGbnSXgJXoMhEs/AgJAYWJF4lD5CJQYWJOaqHAbi1Hau/xLDxJUqRzf2OZ9/4wL/MSMIkADnaMhUY0VI/Lxk6C9iJqne+QYCiPmljFMAvLJAcoQMcI1pAQDKluR+Ty6XI0HbRDOdDOGIkJQt+XT/zA+Ah4iB33sNOBtg6BnJh8cXCjsCwBHg7c+7qNjs0fAaEACE3ZBrmsZAZK8N7TkL4g7g5WpFAny72DiN1+t1EiQ1NVkQdkPhbiTQtm0QpMquWALshx0AIB1jYkmQqUDuCReHGIHYW9YuiwD6OT8lbsQXiU6FKauNggLxO4vR1ukXnBOyZRKi5jGtNo5B1DLWxJ35NiemX08b/lqj4JcqhGY6F2Jk7ELssiBKHX0BTWgEQYDvgekoNveeQwJD/rA4H8xeAwsz27xkAV1b9aTj8NzOGX4fJpQ3uU87t3Lejc+RXACrgXr7NTlzIT0CXJh3ZyCOg5l/kS0PG8AY+gAA8AVQTvVUv+C1PBWZd37ZRMyDyVjYPdUWZMl/gh5yepSaVYnYNqz1wfnT+AbR16NZdiEJggAAAABJRU5ErkJggg==) 15 15, auto;}
70.322580645161%,70.867741935484% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.967741935484%,71.512903225806% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.612903225806%,72.158064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.258064516129%,72.803225806452% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.903225806452%,73.448387096774% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.548387096774%,74.093548387097% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.193548387097%,74.738709677419% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.838709677419%,75.383870967742% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.483870967742%,76.029032258065% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.129032258065%,76.674193548387% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.774193548387%,77.31935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.41935483871%,77.964516129032% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.064516129032%,78.609677419355% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.709677419355%,79.254838709677% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.354838709677%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.545161290323% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.645161290323%,81.190322580645% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.290322580645%,81.835483870968% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.935483870968%,82.48064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.58064516129%,83.125806451613% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe2WO07EQAyGf6fYKEoTpaKkoeEO0HME7sExtlqJgoaaA9DR01NwE+p4C2YSx+t55dEgLK022Yn9f/F47AX+bYUxwGtjVKWC/qMhlsJQibhzoJAYuXhynRIaoQwwDJGYuAWqYUoAUFXVDMSLE0DWW2m43C0JAdDVMAAA1XUNAHwj9loH10AhyGw4LzIIsaZp+AvgHwPA8rVAiwAA4GQEatvWb0tWLVhgSXHxEN8fDqZj13XZIJZ/FERDxAT6vg+CWD2jOBMvALu059gFiBY1CjhdFDT7ygYBxNFMNSQTQhCz2/OUaHQrFrXt3FqIrWthCVA0jFzBzeyTaUx3BmTe8IoUjekkIMxnUoVoPhA4KlpovH8nno4bMyunVNwi0zURhVgrlgMwu6a3CeJxozeOQUw/iLR7CAb4ecPURwE8hBc53j7N2vkeEKbJET5gOh0Pe0BYlc34/R9hrb8u6YQpAA3jrz/E2jfdjS19E2EtaqWWAb7OaGIlE84EcEEupp64j2oVzYIUiDQxfikkvpntfrT+tJ0BGZh8xtW3ATUAAAAASUVORK5CYII=) 15 15, auto;}
83.225806451613%,83.770967741935% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.870967741935%,84.416129032258% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRYhe2XPU7DQBBG37pxYYrIJRUdd+AWFDkL14ArIE5BxQGouQFISBRUERLIQ2Mv483O/jixaDJSlLG9+33Ps7MbBU7xz+FKBgmImuD0PQdO57UATal5zFiP09cCMn2WAgjBZC1m5SngWgCapgEQ/Zq5EqfAagHcMAwArm1bvoDniOgElFqO8FkRmIC8gFy0rR+8A3kFucoI6PVfUpGZwBBppK7rpv7IgoSaxQBTfmtAAGw2myxIWAmrOuYEgD5D3vd9FKTKOAMhY9kBeBKXEpiB1JwHJogS9pGBMEGKTSMTZFxzH49O5iUXMXsi1J1pxx5aEKGwhhgBzJeacv2djRBgbLhZuHtJQsaMlwKYBimIgsouA5AxPMQ2X4msWSFpuDOSENV7v2BCbGv6fKsa83tJ2QsjVRnu3IM23TsN1wLw9wVkd+n2DrK1qmFC/Jz9GX5GzoNjOoZr7fN3d+3z3A/bQeb6GuBcQagTcz2A2C66mcOts+5WBaZ4A/lImFf/kbAgAtGj6B4EcYrS+AX+HKc5CLS//QAAAABJRU5ErkJggg==) 15 15, auto;}
84.516129032258%,85.061290322581% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.161290322581%,85.706451612903% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.806451612903%,86.351612903226% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.451612903226%,86.996774193548% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrUlEQVRYhe2WPUoEQRCFX8uwC7sIsw0iCComBt7Bc4g3MNkTmBkJZqZ7ARPBO3iDyfQERoK58Ax2pumu/p+dSLZgmZ3q7npfT1UXDextRyPAXdY3YwUVoKS4fFeAysXLTpCBQ8IhIQK0/fJ9sNgXGAQ8sRLIGjuIDXSKuAJIuDuUO5H/5S65jWHW1ICyU+Tt4TF/AD73C4eAw08K2f7YnGKA09U5m8dfEuDdfM53gF+ZACmQMWkiAHwcXZoAF8sle380mISoErYXvQI8Wyy2x+6aTpC2bZMgY3eM0GczZ19AAIDWmoNVi6UABrsBeD+bGd9aJYW8L1KVjsREZ1EGwgFh4JlNTQCEfc6NvVDJIMGaSKW0VNwWcExAJIsxCRCbJAG01p5I56bDG8/uPDUofbFKT0Hs0oT8VkpPyLyrpzDEJE3JdwefHkRofRakgNYTdiCsZrWOANjPGuEQRND33axMjLfSFFQWSXDuJtJsThKxi65kBTR20TlBrQuKHJrOBIB7D1DpZha9ko2BsEEe0F/DCAiI6c3rF+KkEOBnpA4my4ksYpH7SbX29r/sD8rlqx2GYxEjAAAAAElFTkSuQmCC) 15 15, auto;}
87.096774193548%,87.641935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.741935483871%,88.287096774194% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.387096774194%,88.932258064516% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.032258064516%,89.577419354839% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.677419354839%,90.222580645161% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.322580645161%,90.867741935484% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.967741935484%,91.512903225806% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.612903225806%,92.158064516129% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.258064516129%,92.803225806452% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.903225806452%,93.448387096774% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.548387096774%,94.093548387097% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.193548387097%,94.738709677419% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.838709677419%,95.383870967742% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.483870967742%,96.029032258065% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.129032258065%,96.674193548387% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.774193548387%,97.31935483871% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.41935483871%,97.964516129032% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.064516129032%,98.609677419355% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.709677419355%,99.254838709677% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.354838709677%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77077 5.1666666666667s linear infinite forwards;
}