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1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhcWWXUybVRjH/y0fY2vLNrCFkLHQ6gRSxlaWFIMVR3AmCwuGG6ODC3SLyZwXekX0Zn5l0SuXGLzBxSgqxsBiwhIipkY3P2AwcFSwwwEd20opYCkfHS095+/Fq5MJjL501ZOci5Oc5/n/3v95zvMeIL7BOOOhjUf8qtgXN8RmAVgyBBRPCzwRcsYFsRkAlkcvI9gxhvT8Tow50lDX+/mmITRqxU15HuTe3I1bhb2o+mQG2a7PUJhiRDgAHHvxPdU51WymXSPgsV5BWec0qudeQHWyHjQY8MvtGRydn8fDKQP4scCoGiJmgMOLN1jg1BGK3XdN6THxjYmtf68TMnhxIZsAeLijlpZnu7jTNELHl25aLlgUiG9SEwsAgO927Wdg2cbQ8EEC4PHWN1n2Whf3nnKtdCQxAC9fymPN+05Wn/l2pRBdkxWs67Dy+dc/vW8Aq874XCCTjzQPs99Zu5YIRyJlrJxo5u50/5o1okr8vNQyHM2mbFKCR5ezWDT7No0W172S8VV3Bk2lP9HWfoMAKFo0tF/U8egrsTvDWamn6EmhbFTEQ9JErTeDu54ZiCUJ7WfdLD57jb5wIQHQcCWJpv19zKnp2zCeQ8LMaCvuiMtQDouHQcdSUI2NrPP0U0yZGQgVEQCLUyOsmr/K5rlt6+ahWNhK2aSIyxYF4Lk5cIc8vZnCYjTwEMuunSIAHvFf5+nxdMoL2yj79KvyMTqe/I/4x6D43axsilTEU9XMKuohAAbnbRTtSfSJA3ysP4lHQu7VELJRmSKiY4tUHCgU3cwxBjblwPEfvmfbr3YC4PWIg0/9bOChmS+YW9e//jHIJlBOZbAhqgBYXYI2rWSphqpqYMF9kKOhcn5wqYQAWNo0yO3bR2jWz25ciGLRwA8liNCDigupUdohWdA2F9MtOHb+ax46003z08qX7nnpMqtcY3R434n9KopFIz9aSqb2D+UqmXVB7tsS5t6vJu7ZB060VPFkWyUbnAcIgEOTNka85VwWVvXN6N/T0eVl5p7+9Wxk980SBoKPMuytWBWrVnxdKFuXlpbpej7p869MSpPex8yCbu6q3bjZxAUAgEGRT9eykfXjyjp3/gSrbg+yuNOX+L9htPWvDtkIinYN5dQDFFP5/E5sIQAWDCQYoFcmU/yWv/aLqFNL6d+hGkDVm3CnH6jRA4+nAZVIg0aakD14CxwU0AaUTdqTqvOqGoSsJ5ayaPeCDVHwnARHZSqjnryE2n8XhEl2UiPeImQ1saBjqS+xZ78mhK1H0MpJpsvW/1z8DkRukap3QmIg/k/x+zL+BB7llXSVAcI4AAAAAElFTkSuQmCC) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYhdWWf0zUZRzH39+78zzl7iAkdpjhgAOMO0FikZmSHLhsrqaNyoI0LZctc2OulitDt9wqdbRhLdi0lmjFcgVboI6kHy5jC9JGlzBii/HjWOhByPHrnufdH4c3iR/e965r67M9f3y/+z7v9+v5PM/n832A0IIhzocmFHOd/OlfgQjSfAMhrVSEjaFABJMBQsbDiDjYRvYi/bV38O3aFgQLoag1zxR1aHXfidhiPQ4PXMXpLb+jZyIC0mTA9w8/pFpTp8YcF7vQ8+ACNLjc6I2pxvGYddh5aDXS2j/AqJxAs6MfT52PoVqIgAHOp7vYb951Y8+nDGdaO8eN+pDOwy0B+hc+RwA8uuMs7y+8zORfzzHFe4DR8hkCoCOnM7wAAJjnfp1Fu6v46eP1BMCGtU4WFH/O9R2lN2ck4FBVBZkTJxBbnwKZ4MHmqnwAUHK/SUPekB7Fz1qwqaBJjdycMW2Ps0QJs4bLePKx32ZaJRuXfsgWu5OxHc0znhFV5tICdloO8q1VXgJggigjpJUpn9XPJcbBiOeZuLGLUXILAfDwox7+GbmdGUVNAUNQRGrZZb3IR5IFATBKfkJF2JgkSgMR4b4nu7lEvsLUsRMEwKGI7bw9z81U8f4t53Pc+CLb7R4uNUsCoEHWUiPXENKqJo00yycYdfw7tt62lwBodDmpkXZmiTOz6tAdd4Q1GYI6nSTe9ZXTfLGZkJZgSou1jitsXnZ2ciEOLhcfU//qJTbbe6bp8Vr8UZYvF1RMwmcuL/s+Cs7cr2u/UkMATO77gpk5vWyMq+CYaT5/sPVOh7hDS2LPdUL2cbG3yg+w2FsRVAbuHj3GNb3vEQCbkuroNr1Ep7WF6fcOTNG70QeUbqEAyX8BaEefUj352ogBDYD9nVABwcKD5djzdApK7zECAE6vXIbEnQVY/2M3fmmMAub4VxDeIVq85f70W+SbxLEO7s6WAVVB+davuXVbNR1HThEAc8dqGSO3URErAi9FZbifyaLSf/oTRBlRcomHNgzP2QdWj3/FnPFqrhvz9YvMq5VM+KOBpoafZ503WyqmfWyUG3HXRC7aarMxuOm+f87lhdi3wXkmaLVmrOosUuMVcPg6nLTSIB03r4iGfee4pLCNK/Ndqg+sGioCwLzhdiQavsSgMgSX5gAg4wEYYUA8RjVngtENHOCC3UMA1GR7iP1thGuARllHmyghAGpFfnjvAzIaHImc+UaEijbimie8WyCjAegnnzwajGhfRn9UPnoWPIA6sw6VrQo63IpaXVVBT8wblGYNpQX+IRYp9C7cEdb0T4HoWzHO3qSPKCJ2kYsUSov6S0fIEC+kkjUZgp706/+5uR8C+oDac5gh/u/xN4SpVulH2NRSAAAAAElFTkSuQmCC) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhdWWXWxTdRjGn3alK6tbug9cxNnRMfkaC5bIGA6/ADEhWSRLszC/GBERvcEYshjN9M4LGz+CwWSBBEViXHRKMC7VxVSli3HivkqLY4VhW7eWzXaWbLb0nP/jxWFkso7ttNuFb/K/OBfv8/z+7/ue9xwgs2CG+dBmYi6qIgsCkZb51dNFFEEd4wN6ZgKRTgUoB7IQHtAg9PS7eL7uazz0wzjShdCoNfdvL0de3I3qXhcsn5VjxzdnoR0tRA6X4IUvd6ajOX/zM6ZJ5ma5udUr8eG2QZZu7uT938WZMyBoGhIsOzqZUTvmBKhwytSFxZTJf051i0SI5OIC6McV89ojv7H07g4ONHjoOlRC9zuFBMBlmzyLCwCAfbYa1u75nLs+9RIAH+yI8vHHWnm27onpFZl3qBkYup+8F66CN3E5JsF+snEqn/UtLkSMJRg59Sc8jhq1uqnNbj3+LevpOriO9x0JprolVzkkbjmeoH9HKOWMqDMXURrcgoYmpefjG+2UfHoefaDrdmLMisgs1Lvo/aBAmYlDEzReS3KNxTlvCEIkWdQqqLHJBMDEpjNMXMxm/76S+YiwdH+AnS8vY/jR45yC0ms8PG+bO5+ICprPCaJGIgBK1b2MOfMo+VStWw4ey+eHa3w0XVQqGKiKcbLfwKFtK2fVodYrMeeEINZJPAxloYx8VEwRVd9DAKz6KkJrm7IXhk/fwQt1K7nfeInWXnmGHrVdEnV2QZglvo44ZcsoAaRrflPXvfdHAmDQ9j3zLP00/ySouS6zsjMFBLYK7kaM49lkrH79TYDQM6vSqkBP41r27momAFrbktSFBatOCi4tuzR7G5ohkRY/xz42KwCXdZStp3gAMVUzcPCpFm4/NsAVHcosle31sfGuXzna0D33IAYNgqPPraYIK+VPVDTzLcSZtW9m2VLlb3u7mzufdfDV2jYCYE/tBvbZ85noMc7/VRy8U9BvK6Pk193YA++zKXuERYdv+7WjZ4+V7voN7KmzEgB9u08w0PA7O6qH01hGt5wrn5g4tLmJrRuvpNyE5p8F1zplVrbLM3LVms8K5X2viJJPz5H23OmifK34Alcv+Za5K/oW/2v4d6XMvyrfYM+LxcqgBrRMDmZz+AvTgt42JcDydmWzGeHnSxhjd6FM6ZFuXq1QXtWIo2CRKyAmqAml7rEdkzyfJ1QDqPofgJgAcP3Gox6aoAH55zTQZQNjDkD8IoAunSpd1X/F+EMC7klMA1Fg8M9SwKhNR1N1cHmvoM4pEdckQkwQIpp279OlJQ4I6KuBgnGB0Cvqyr5QQZSrH7qFh/i/x78oM5GTnhZ6EgAAAABJRU5ErkJggg==) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhcWWbUybVRTH/89DV1h1QLEro0DNthLAbdCN7MWNDAYx2xJkQ4Mxy9jUZEbjtsRF/aaSmCwTh34wccbpMhb9gI6tEheTAZpAxAQpWFDseFM7xrKyMArlpYXn/v1QRzYpW5+WxpPcD09y7/n/nnPPPecAkRkjPA85EvG1o4aIIcIFoCwMkKcVnOvLjBhCtXjdsIW+ul3sXF7B+uwRVpoEw4WQ1Ip7smIx3PcNGjbtxeTMOEwVJ5EWMwbc8qK4qla1TzWbeWPZBJw5OpxySDhwoBVGwxnIl3dgWP8SbD1ayDLw7ZSsGiJkAKuk8JhxPtz3Lfuy86zJVsK+ipAAPrTOEAArdjazatc0G1LPsv/qC8zvMBAAXUe3RRcAAPe3pvGHz17ml898SgCs2+zjF09ep618/70RiQ5A9p961hV8zq93/3ivEOuL3mB1aQfPbB9cMoAFdxw3Fc+umoOsK7oaTISO5AEWagXbDJeC5ogq8bcyFHrg59hd8Zl4Hneks8XS8yBnvLR5lpX5gh57GQFwKD2erxv9/KS0I2QI1moFx9FN3xMSAXC5L4F6zyOceDUjFCd8b7XC21eeo8WVSAAs0Qp+v1HhxJHMh57nHxAcQg3FXpkAqPMnUhYmusZz1ISRLX0FvNhrpW2thwDo1Dax+WYuNXPGRf1wEoJuvEtxUMMh//rARmHm4Wvp4SQWv7Oc5D5doGY4ru9g3Ew8/x7ZSrt0eoE/CsxyHCfIV2L4lz+HSf5HCYCrpldEktW8kv0RAbDQvpLuyu10JtzgCYOgVVpYsCj2gIprA61eIyHMBMCWyXVUtkhhRaDxp3IeaksjALandfGDDIVbJIVnMxevlryp5FIjdPMAyi95HMVrvKxR1e3Y1PgiL5RUs7rITQA8nanQljXGhth3Hp6IhbdSCGFmrBIIv1cLtsuC+UHCFux8c4GP1UVuXszrJAB2H3uKg9dK+Kb98dCf4tOOFEpKCk13EgLvWXOIDY/5WK57YCT4dtcaHv/VzGfbVxEAd7Yn8flWI6u61qgvRv9dIwO76Uw1sjO5L2glPL/Nxfr1TjZZfou4Ei4KFTu9gmU/J7N/OP++XtC4+g4/3jrL2o1RbscAWNydzNjZJEpKCgGwrM1ImyuL3t490e+GvagMvI4LGzg4sY5Hfk9lqjeRsgjMAzHKyugCvG8UdCD4RNRw28LDPeboAlggWCrP8au0OZ6LExyA4BT6OYhTnNKColhWDaB6KjZDAAD0ENikAfaZgFG3jLwZIBfqB9Jwptd5iLumh4ADmrD8hTs+0wIB/78frjD+fCmMR+W5qCZdSBD/p/iS2D+ySHZuZ7iCpwAAAABJRU5ErkJggg==) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3ElEQVRYhcWWW0ybZRzGnx5WKjhSTjInwgY7iNBAieuYp7nBuCDiTJxGMp2HOIPLdFGX4FiMx8S4mogXJuI02YyGmIV5IRerM2PREh3KOLSADcVVIC2HOrpGv1D6fe/jRYFsroweaPYm38V38T7PL//T+wcSO0zwPtSJmE8Kc8IQqnjNs6cOwJ+9Geq5WczpG+PWiicC1CjNUE3+hWMT3+H7hq/gedAPxBmJWKlZNboB7Vm5sG3tRcGdDvy660NkaaaxKpWo2X86Hs3ozaUzBtozNRy7X+bA9mF2FrxM6Z5Z2lMFLxoEpcJhYgUKc2mAEoXntWLB5JpPrnSyFSK5AGd1YYPuuh95tugO9jvrmWerZJb9EQLgQM7h5AIA4J6++3iqrpGDtQ4C4OQDM/y2dhdf/3n31RFJDkCxfSO/bjnIE437rjai7YlzdFcPsbPk6IoBXJfjvaOlvNu2hePl3ZFMGNwkM7jNxQlPdcQaicn8OAT/0AsK/S8EwA/8FdTJFna13HsjMVo1Cm1rdMwcfIwA+G+Ole1pIXaUro8agq0QFNkSFVUrAbAtuIUpwWPM698YjQjHCr5hTqeZn03u4ALUQJqK6xx5y96nFYKefEEZHxMAf5crmR44TJ1siSWMzBh+kq7P76LDEO6agNdMvfQed14qWlKHvWqZItVPGW9SagrnLdf7FCGOx1NYvGz2MWSaIQDe6mlg+VARR15Ko9ekXKdHl1qm0P5JGa9y9m3Qo8znLD7zRd0O+zMEwB/G97A//TleyRdsUym8YowAIdDMwOMgpRRWBUoXAcomNsUVgeKeYh7prSUAhkwzPK8VFOZxjtzSsHQa5HfBEa5nvu9pAqBWWHhCMTFwMKZWYsuBvXRWdfOfdTIB0FX4JX974XZ2TdcvX4hiSs/S6c2E+JQAeCRYwtmPQEXTHlUXXNxp5Zma99nWVEcArOkpY0bfw0wLvhN9Kwr3bSwfLaRWbiYAWvwV9B5NoZR97oZzYMeAidvtZazuMREAv3A9SsdYPT0dlbEPo/9/Bvc+vnZpK91tFREnoS9fUCpWqBhDCU/CJaGyB3dTJ1u42vvKNW/B0Fu5tJasYt/qZ5P/GiqSkU1/G5nbYyQAqkUzU0IWGjwvJv81DK0NT7ZRA+g7BCqOLF6QH+LzU+FWzbx8KLkAJyHYoVIi5lj6BBTO9JgBYlkgeRICc/M/OgAbVMS2DAFFq4HG9xOEuAAtYlvRY96KbZAxAvUiyAJMJoC68JYfk2Y8KzTdawX0UwJdMjAzD7M/DvNEDgWsFDo/5TXOpBbeMhBv3DTzRYibab4i5z+z5Yz7FiQ+LwAAAABJRU5ErkJggg==) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur77196 3.3333333333333s linear infinite forwards;
}
