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0.35714285714286%,0.61428571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
0.71428571428571%,0.97142857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
1.0714285714286%,1.3285714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
1.4285714285714%,1.6857142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
1.7857142857143%,2.0428571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
2.1428571428571%,2.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
2.5%,2.7571428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
2.8571428571429%,3.1142857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
3.2142857142857%,3.4714285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
3.5714285714286%,3.8285714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC20lEQVRYhe2WS0wTURSGvzudQjstUMpDJAIGRaMIqBFEiQkbEzQGNYhLtm5kpbDRFe7UXRfGLbIB4wsSdWV8pBFlIcYH0RBC5BkeVWgZp5T2ujAQpcVgpyku/Fc359wz/5//nDv3wr+C4bsdssfTI5PNqwDc9nTJgObEsSmTW55nSRWhADQ2nxWL09+wRcIw5EwmP+ry4t6btxTa58nbXJVUAcryQjjTWFjQESJEt8ebtDaI1YGHl17IiBtOXDiykrt67pMc8VsJ6ovkZPh5MjfOy/sno2rjgbo6EJiQ2I2fBngavFJXXXwNf2XIp1DkhPdf7OiWbGqqH0tvb51pEVEC5GyYwGiQm/VP5fySwXjoLRMTM0w5RpgccKGpW8nOLGKvOw+vWXZ+mYFlBKdm8MsQvu9jDM32MTXzkUh4jr5H14R/fhTV6CdfGaT7XTAB9DFmAKD58GW5IIMsSUl77/WoPbUHWmW+Vs92NNqe7zfVhqgWAIwvfeHO6/Y1P6wt6kxFfIzqZqhNoqGyU1bufm76uMZ0YD0I2XzoeopZ/vhRVNCS9IvrP9aEmXZE/Yj+FqWl92TF1uK46+M+BcvQZBZWYzHuetMO2CMKc2E7x8vP/7ENDVVNMfOmHajN1RgExnUtZr6p+qJUhcAhUmPmE3KnlxS8ktUlA4yOfWBMD/B55IY4U3NFWmUQl+Kk0F5AFunYAgZNLxt/4zTtAEB9WSr9+naWbFbS1GEqj7VIZSGDXFc2W8Qm0qWFNMNAyY1+b5qeAYBe3yQzqsDtLufgrqPkyka27agi316BTbVxrrtWOMvsiCxLVG1CHPD21olDpx7IPRkpTM+lU+xOIdMSorVz54rdIl/BaYuuTcgMrAfdHq9UjAiDY1586TptbW0CEtSC9aC+uUZIacXh0JAB/0o8aQIAvk1YKS2r4PS+io0RQHEAQ7GQkuPitqdrY67zHk+PHL7b8e+8JX4AkmD7oU6ZUE8AAAAASUVORK5CYII=) 11 17, auto;}
3.9285714285714%,4.1857142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
4.2857142857143%,4.5428571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
4.6428571428571%,4.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
5%,5.2571428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
5.3571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
5.7142857142857%,5.9714285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
6.0714285714286%,6.3285714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
6.4285714285714%,6.6857142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
6.7857142857143%,7.0428571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
7.1428571428571%,7.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
7.5%,7.7571428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
7.8571428571429%,8.1142857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
8.2142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
8.5714285714286%,8.8285714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
8.9285714285714%,9.1857142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
9.2857142857143%,9.5428571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
9.6428571428571%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYUlEQVRYhc2XbWxTZRTHf/ell7u+sJbOaTctBMhQ4IMEPkhIDDM6MGr0q4mo8YMuhKiQJcPIS4QQWSS+EGIWTQRfEjXEREM0A41jJsTFMPnCCEMh7K3NkNptbde79t57/ADp0gCzdUvr+XjuOef/y3nOc5/ngf+LDfQel2roqgAntnbJZFLl4m8/yzdHuysKogI89eFmZTDu8PeQhe+6Xkn9GwAA3V1nGTj3JwsDTnUAFFNl3NbAtqsDcOSzg8qa0fux01p1AADyyhC2lasegJYPYOfS1QOYzk7gGp6Sk5/z9UhL4OSctm1hz329dqfk1BzJ61f/Nal9VZ+oZg5PMI2SiUPvPAAYahBbt3jxyHZltoT3N56XNOOgXiExFefz3vZZ40sGUE2d6dDstd7d0C/pySQj7nmoj9H56745iRcBSONdaCH3tkFvrP1ewp67yTjDTKiX6Pz91bKENza3yUp/CMfwMuXCElNl/5evKXBzCD9+bJfgV0nkx29J3r/pRzFqahk2LjCq9XHobHniTz7+lij2CrzeB1mkPcDy+iai0Sbe2fupwM0ONEQexm6wad23paj4Ky0/SSznEDQvkXUu89EvB0oWf6m5XS7n6qlVo9xbE2axqhB3EpgBnWn/NKbnxi9fB7iycgQl76Oj7VuZGLKJaGH6E0LKk2AkM8Qy4xqfdHeULP5y85sS1paxwGjEzWt0nnqkKPe7PT+I/kdoBsDKagSthSRSLoLJoDvFQDaGT4vRc2av0lOqMtC64YAscO7DyC+lwZdl98lHi8Q7d7wnEksQiw8AUPi4+9kP5Krl4lVBy01xIZ3kdPehsta7bd1hqdWbqKGORH6Mt/ueuCX/ePtR8QyqPPPVC0qhA0BhKv+LtbbsEa41EHRX49VC7Diz6o61nOQExujMiTvn28f29R0StiMQXIqfIK+fvrM4gCcpuNY8AWx56JgEvI1kxv24lsGu/tWzih/bdlj0UQ+WOzY/AGP9EcQ1+CKzvqTlu6duCTL8F0/3HSzEzwngVGpTWXOj5vLoNbXFvrkAlGu64cfxpIp9FQUwDVSJFvkq2wG/w7nGi2x7fmfhElNRAHSdoO4g1sypW1GAyZTGijXLad68rjoAmTqbRVGTxRGNE1u7qvIWBar3EL6t/QNNljzCREV4jwAAAABJRU5ErkJggg==) 11 17, auto;}
10%,10.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
10.357142857143%,10.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
10.714285714286%,10.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
11.071428571429%,11.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhc2Xb2hVZRzHP+fcc+6955x73Z3o7uYcmYrMoiFpcMMW1Ax6WUMwxAgqIigya2y9CAkTyaGQVhJSShSSNULoRb3YFKzhNVfEIl1/SDF1bjN39f459+6ce369iJ0Wbncz456+r54/v+f5fvg9z/ODB/4vOvb65xKErwrwc9/bgllm4KVT8sUnR6sKogKsaHteyUYyOMki8UK0mv5ok43T579haQYaveVVBVAnG0ZUx2kooBXKwQBs3rZHqStq5OZfCwYAIHqlHltKwQGU8r/jugEdwaH1b8qEplK4cj0YgNpxlbxRYGP3M0ogALZzDc2MzXnhG6tPSndz+paLll8HtMR8vPjcitBbqUER8zqaeRGGZo9/eG2XLF9okM4VUfLDnDrxgZ9lH8BVbUJWYtbNDt99TgbHLjJifcd7gy9UPK62+7ZLwUpiqIsZdlQWRR3WLQvxUPMq2XFwi+IDfPbI+6LXqmQy+Yrmu9aclrR9lh/ix+j9fltF8yfb3pFLE0sRWycWU9HKBZqTBnbIpr5usR+nAeTqi9TRwOM726fddHvqaymXLS6VzmPHB+lNz2z+6JrXRJ9YQcxtIuHBl/2tSnrK/O6OHqkJRzm+6ajc/9GDigqwJLeSkYU6uzt6brhUj639SkYjwo+lM5wNp3k33Tmj+bOpbrl9IsWdkZXUlRQ+7m+9IfblXeuV5JjDudgZAPyAvV2fip01IG8wNGLjqia/5DwS4rAo/BsH+p6rmPJ1q7bKXc4DNBpJOgbumDH2w679khjVccY92o88pfiX8PLoBerDzfT+YaOHdDyvhGJcwMmPcKDv1YrmT7fslWR2NS01jWwYWFIxdl7CwvlpmPYjHX9fQoAdB7co99z7hIjVQCoW5dcxmxP9O2ctSvtaD4urN6KYcTakK5sDSN5F8wy/r02dnHyfA7PtMkW5sdvwLIVXvm2ZUwWVbBE3c3V6gH+jzqHUTZVut5Ajptf4fbVC7H+uQ537xbJNxmu9YADMBfMIux4be170s1ZVAE0LEbGa/jFWVQBDiVBccDk4gNjVGkajLnu2bvYrblUBXDOEPmxiFx1/7Jaf4c1IGlSa1GVELYB9QJUzkDWL6CNR4qXEX9/BoBTUR3ha/Qnx8zBKfwQo6QAAAABJRU5ErkJggg==) 11 17, auto;}
11.428571428571%,11.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
11.785714285714%,12.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
12.142857142857%,12.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
12.5%,12.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhc2XW0gUURjH/2cuO7vuurO1a7laJAldICxEqAh8SOol6PJQdDPQehAq6UZBNxFSwq5IsD10I60kjG70YrYP9VIgaRJYC0ahtlZuuetus5eZOT1Ek8OuuUHM9D3N+Ybv/H/855xvzgH+lwj0tNNn/vvUaF0GADpqH9DIZ8DjcuDuNb+hEAwArGxeTQaHZYSHwhBHGCP1oan1vHiL/t4hCDbJHABqAcIyB1VOmANQf66OzH/nRmrMpE8AAEwyCPV70jwAWRWQIhHzAJLxKBKi1VAAbvwgjgSGQ+8NBSC/Hh4uPU7jBTzW3zlG/lTwt1FTdYRKKQUJGkfbjfNpc2sOSGwSaq7tnwmf3HmKdvZ5EfzkQNTCQ7AkcKVyIa1uqdJB/O4DbhcYjztrgdurXk3YsretuEWlj0sw9K0Y+awXqa+5mJXKQ69cgP1bb+rqNAdYQYRCLFmJ+5a9oi+DsbT87nU+yoeLIY1MB6Mo6OsuJX3dP99VVD6h1hQLweHS1WgOSDNdoLBPKt5U8oYOpGJwznmuy9esbKbeSAm4z0WwsynU+Ut1Vte1VBCPI4p8O4sLR1s1FzSAsE0BVCcu77iX0doDZV304IIAlfNC+OrqwuG2fZpA48azdOpoGbgvbjS9nkNOd5VlXMjbL60lYCIQJTbdgV0ntpLhmIKRqAP1lU90EPXLX9KYwkOe9h5BZy8udtTqBCKBJZjJ23Gwd96kO4ggBtvAqDbW9YGB6CgU4kYimoPy8qd0vijg6aAKVYwhxg7C93hTRoFSrx0bHi3MavsSmoSSCGtjXSc807qZlHAf8YH/An7qGIaVIAqn9MNW8BzXJxAHkLU4AKgjIZDQBA4AQHVLFdm4ZQ8VLFbYeBYXrzaQTn+2008e7JgMq5Ldbvvn4TvUSO+uadCtL0N//l53EawQdDlDAYRwHBarwzwAnjrBMfojn6EATI4FqsVrHgCfq6Jvdgh1e+vTW7ERwXACRE4GGXfsNBQgIdlQXFKIRYvnmgMQ9qgQC0XMyOfQUfvA8HsoAOCZ/z4N9LSbI54pfgBnOBmi1DQ//QAAAABJRU5ErkJggg==) 11 17, auto;}
12.857142857143%,13.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
13.214285714286%,13.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
13.571428571429%,13.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
13.928571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
14.285714285714%,14.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
14.642857142857%,14.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
15%,15.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
15.357142857143%,15.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
15.714285714286%,15.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
16.071428571429%,16.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
16.428571428571%,16.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
16.785714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
17.142857142857%,17.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
17.5%,17.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
17.857142857143%,18.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
18.214285714286%,18.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
18.571428571429%,18.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
18.928571428571%,19.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
19.285714285714%,19.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
19.642857142857%,19.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
20%,20.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
20.357142857143%,20.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
20.714285714286%,20.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
21.071428571429%,21.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
21.428571428571%,21.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
21.785714285714%,22.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
22.142857142857%,22.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
22.5%,22.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
22.857142857143%,23.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
23.214285714286%,23.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
23.571428571429%,23.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
23.928571428571%,24.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
24.285714285714%,24.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
24.642857142857%,24.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
25%,25.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
25.357142857143%,25.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe2XT2wUVRjAf2/+7MzsDttt7bbWRljb8KeYaEwkNikxaY1Ggk1IjB6EixcIhh4Qkh48igcInGqEcNGrGkKiIkYFLhKIkhBMY8GEtiG0UJaty3ZnZ3dnZ54H7YZJmwYYMnLwO733zZv3/d73ve9778GTIueOfSxPHzsi47arAJz781NJ2iabn+HsV9/FCqEADK7bI8p6Au+pTszqnTjtoy02rkxdo3feIddV/28ATMui0t6CUivHCqAsNvaPHBSr2xpUVmViBdDu79Suz6GsVpYdOL7juFQLFszr3OuUqMY8MxN1to3vFVEAQtYSqRKeqy8ZNPH2UUmxSrW0wO3MdYJ6Hve3DB1Fi5+yn0XKmpAHXNdDpINm/4ctb0jbqTJZmWayuMAt6SMKv+KVNtHTkWV9th1LlfDNowOEPBDIIo1/1/P9O0PSDWr8nnyey855bgZFCmqZTy5dFvdUhz+MM0xevcXclcajWwdC8Ts5Oihp60GbmMYpeExVVO6aOY6c+nxJnHf2D8v0rMbhGycf3x7waxKmpyk5Fa5VaszW6ssaBzh+8VvhqNFrRmgPBNLmr3KNGUelJCVjv5xfcXVHp05FWv0SgEu3q9S9Cr4UjJ29GHny/+VBJDY3j2wZkKolSehJDn35c9OuttJPj0s+HOqXaSHoTiVpaTNC35Yv/A8hu5/bumIpHtk8IFuEZG3Kp90OUET4tI0MkPIT7OwfXhZi39b35TNGgvVJg3QqCbkcqhGOeiSAE2sOyT59LaaeZ1ffdgmwa2C7HH3lPXng1c2y1zfZoAWkTY3hL84ImewGPQjNEWkPdL6o0eZ34eVfY9LP89HLL0np23QpKj2pZ2lxLlBOmbz59Y8CQBMgRfi+EQnAvWCSMhQ2aht5YUOBmlxDptyK3tpANXT6Th8M+TvRUFCs8HEfKQSv5z8QdzIu1qYiSiLL08VezPQqyJj0ndi9JMV1y6PupEO6yGm4bXyvYPzBxiqBjdHbGdZFBXgYSS4UuTGvcXhstJk1sQIEhk3y7ixV123qYqmEiyJbu8npCeys3dTF6oGq2YFemMP26v88B+MGGHr3LZHPdkOpzOC6PU/GfeNvJKwdUfQJ/I0AAAAASUVORK5CYII=) 11 17, auto;}
25.714285714286%,25.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
26.071428571429%,26.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
26.428571428571%,26.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
26.785714285714%,27.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
27.142857142857%,27.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
27.5%,27.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
27.857142857143%,28.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
28.214285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
28.571428571429%,28.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
28.928571428571%,29.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
29.285714285714%,29.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
29.642857142857%,29.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
30%,30.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
30.357142857143%,30.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
30.714285714286%,30.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
31.071428571429%,31.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWUlEQVRYhc2XX2hbVRzHP+fm3iQ3aZJ2TdrOWlaGzCg4SjdZsHage/RhMopI0U3xwYeOlY2yvqjI5stGETraBx/c/MeYWGQTfJTB5p8UtzKK1LaIzj91Num/NE1uknub44u9MWxNOiY3/p7OPfd7zvfL73x/v8OB/0tcHTsta8ErAC7Njsjm2TyBxByrwRjP9rwgnBKgALy466hIFT2YgWa8atYpbgDUjUF8aopO3aI1UqyNAE3XMEMRVIczoGwMTvcPi6btOdY822ojAMA7v4CRd7YYygTkAxks06qNgIvnemTBUMmuLdRGQENwmYzU6X39rGM9oEyAgYkqfVteOP7UHhnfF31gw9hlqFr1FNXAlhZNHojJVb+PuXofjE9XxQ92vSb1lkVSv0ZZEn/y4fcf2Vm2BViqgkv1V93s9sFOOTedZEL3c+yLyYrH9c7TA7Jp/VHagm6UnILZInC1LdPxxKvy+PkLwhbw+bvPS229gZXFlYrkU7G98pefOrmqFzh164OK5KMHjsqdhSiajKCIJNn1FHpzAUM8wsORktFVgDVXC00WvNx35p6bft0Vk/7CPn7LpplsnOTUtfim5G/v7ZW7ChHarDAU83THD5ZhxwaGpDfo5trwS3J//ydCAWhnDXMhwtjA0F2mut41KqX6HD/mIe7OcbIC+dn9MRkreHnMA8L6ku5v+u7C9gwNCC2c5DZ1wD/XMcBng4NST4fRMxbGvBufEqK4FMHUkvzsvkXfVyMVU/5WxyvyGdNNc2CCx+M3NsV+PDoo670JzNQyh05cFrYJ/0gmiHpWMBa70VySfLHI7yJBQs7wRhXycx275R7jOq3REO1XJipig431mLkZDp24XDIhwPHzF8SRJw/LbfIHQjumMf5q5Mx371dtSp8e7patKxqBjI/2K5sfz0ZIK4Nqla589d8/7fq8UW2bUuyYSSJcfnZ/e3NLHVSSxlJL1aZWwG4pYuPT99W6LZGlDs3+Vipg//O4+N5J6RcGy6sNtRHgqwvj1i16j43ZWXNUgKqpeNLl7f6BPXA/oXsEuVC4bM7RDNTll0jc8fLmcL/dcR0VYFk+tNQdTMO05xw9AuHbTttDCm5PyQeOZiBn+dDS84SUPJdmR2ryFgVq9xC+Z/wN9KoqPSnoJdgAAAAASUVORK5CYII=) 11 17, auto;}
31.428571428571%,31.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
31.785714285714%,32.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhc2XTUwUZxjHf+/M7DLssgubQKSKCqWmaCQpbUDFGOrH0XjQkCYGE2tCevAitnjw4yS91Lb01KQhUeNXYoymabhZvw4alSiJGIXo1rUgSKFZmGXZ2d3ZeXvqrCsLcqizfU7zTp68/988X++88H+xy33nZSF0BcCFgR5ZlghQER4CRaPxiyPCLQAFYHd9u0h7U5ihanRl0i3tLADA3at9jExEMOTSwgBomob0gtRdi34uwPGObrFEzmJ5XdXPAgDo6ijJVKZwALMapE13AbR/Hy6d3CpTpk3UiLoKkC1CoYGts+erE65WoQOQUg2kHXBTG3gjBV7pQ2iLB3i0d4ucsaH5zPV5I7avZb+si60gqJYRaLrOi5drOdp7LMffiYCaLCWR9i9K/HlNpTTu1DI0HJ/X54fPuuSOTAPrK1dQ5/mQqqnP+dSu5sre73LOHAcgqamo6XefR+H61fLVylX0LRvkyxv38n79uaZvZFMwwJJ4CFFkkJCTmDNRPP4IpUuHOXfwhCPkpMBvVBBXrHmF721vkWVjM4QrSnlimXT8fmeO+Lcb2+VazUNtUiFhx2js3yXoz/X59fAhqfod2SzA9N+rKM6M5RXva+mSxZMGgyUzPI6lOXK7Z474T9ua5RotzMqJaaY+KGFd76280UlXBii1n80FyMQtAnqCq63HpZ1Ssf+qoaTSQIuUYyojDNlTtN36Oe+m3Zs3yQYLqsbHqB14umAbaz6NuDLhrJ0aaPuxU0yPLicdr0YvCVEsypHJIOP+KPeNGG33v8+78anN62TjqzqWvXz2TnGAjEdQZGWnbc4o3nn6kHioRBgpu8lg+g/uvv6T39R+vn5wdN6NP17uJ9gc5qMXrxc1wIo9cTJF04txfT/We/aAvHhmg9MFykLO78OEEsObCTprVwHO/tIpUUwsmW13VwFCoRBeXaF13zWnXlwF8OgqvrdmnasARV4VM5P70+sqgJaCceHjWHdHYbpAmBKRAsvK5kFbwP8/t6AYpariE3z1Nc47VyNg2uXo0QielJcLAz0FuYsChbsI57V/AFbfEnpfjtB8AAAAAElFTkSuQmCC) 11 17, auto;}
32.142857142857%,32.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
32.5%,32.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
32.857142857143%,33.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
33.214285714286%,33.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
33.571428571429%,33.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
33.928571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
34.285714285714%,34.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
34.642857142857%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACj0lEQVRYhc2XTUhUURTHf/e9N+N8STOpCCm50IJCNEOCjMJWroKilVBuWpZETISUH2TmqgLB9lGSuIgCVwaRK1soWiIKUpA4JuagL3TU+Xq3VQre19c4veks/7x7z4//Ofe8e+F/iYHPz2Uu8gqAvv4eGaguo+DrJixGOd3YLJwC0AAuNV4X8S2TpFvgMz46lXsHAODdiwneT02SzC/ODYCuaSwsLBFLCIafXctJPwDweuiWfDPQ7BiAsVvwxL+QDLicyq8CJCyTtPA6BqDtFkyiWCnH8qsAYt1LYmvvG7ce6pDh0u7f9pJSgpRl4tX2ZZx4sLhX6iWFBMwihB7jzKlHcmbZpGW203a4KQ6k0zpWhg6M1HfKo+5yyvK+UVT0gZBrhdLCFMcDNXRVPbB1Q3FARkPgdWcEEAqOUj7fLpjf0cYamqR78QB1h8dgUl2jOMC6gVzL7Fdw5NWgsrD28VMR98+hh3TbNQqAzwqimYoxe4qGt3eE5bc/WgrAhXv9wpfO/jnc0A1etjUqfaCWANBiBkNn72d1HFvBFBuaqeay+zi9miYvVsbY1SYFYub8uYzARL6EgOqsbbFHpms5YfgRkUqmKp5IvWAFS/PjiRxkyRwFBv+ewJdA+FcV2daB1smbYnx9gkjUYDW5n+Xlaubi+5hOfKJuuD2jI6J5QNfTiv7Tdm+Z7RTMQri0W3rdcbrG7+7pmpYULgwt+OcAP+Jh5HZW7oduDyTFpqLbluBfhGZAkEJFz+7E+UUYWgCXzMsdAOsBtoLqRcexEugJiR4PEe64IsNtN7ZniWMA9Zd7hd8tKSkpJm1Z27pjAACutSWOVVZx8mJNbgA2UhW4EpI8T5C+/p7cvT1y9RC2je8B0s4b+UgQtgAAAABJRU5ErkJggg==) 11 17, auto;}
35%,35.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
35.357142857143%,35.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
35.714285714286%,35.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
36.071428571429%,36.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
36.428571428571%,36.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
36.785714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
37.142857142857%,37.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
37.5%,37.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
37.857142857143%,38.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
38.214285714286%,38.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
38.571428571429%,38.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
38.928571428571%,39.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
39.285714285714%,39.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
39.642857142857%,39.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
40%,40.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
40.357142857143%,40.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
40.714285714286%,40.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
41.071428571429%,41.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
41.428571428571%,41.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
41.785714285714%,42.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
42.142857142857%,42.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
42.5%,42.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
42.857142857143%,43.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
43.214285714286%,43.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
43.571428571429%,43.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
43.928571428571%,44.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
44.285714285714%,44.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
44.642857142857%,44.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
45%,45.257142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhe2WS2gTWxzGfzOZpJk8mhpbWqWIilYtSil4q94XdOEF0Y1IQVBclLaIXYhUdOP73o2iS0FqcCEWFAWF6+XKdVHw/SSIWKqlauuzpk2bNJNJMpMeF8XgXG2VJowu/FZzhnPO95vv/M+cA9+LzoW3igvnTwm7fWWAY9c6RDo+C39Q51L4b1shZIDNv26QlNgoujJIUona6T8OAHCnU6e75xmeWMxWAOXDg7dYRYk7ybhe2wqQS+DA/n1SZkGabNo76YAbobqC1ojyccORHeYlmc927ApvEmqiDy2ucvvMWiFkjeUN/0n5AsgfN2KpERgzLR3u3lsvHt1fJ/SRCH2aQW8yy+jAG+SXXVw9XpN3GpYEBo1RfInyXPvs9ZXixfAAkWcqI9F+ogkJU9NR4lGWLKuiaombzhMeUd94c8pJWAAMSSPpGObwxY3CnR3g1fMUkT4Jc0hw8MijnElrS6248vgVvmQEJTFV63FZlsDvdKKnB4iZTxl8m+Jpl0lkyODgkX8tX3i0PSwRk3gSUVizK5pXHVgSUDMKhpwi+iZFut9F6PCtCSdvD3VLW5rmCXiXjz8Wg8bd9UJ2GuiJFB2H7uVd4VNSQ/MK2w+kH7JNn1te2wptw46lQvW5GTOcnPizM+crTzboazS+FSdX0/bloqRyjOAiiRmLLTvf+h+YimaXx2lpWijaQ92fpNnStkK43RCcpZAtl8lILvT/nTV5JXDxr6CoKjMhIGhtqbUksbNtlSib7mRutUJphZuAMhe1qJxRw7DMkVcC3pkL8FZP43dPioe3e2nbVisUr0HQJygJSpTNcZD1KDT8clkCOPRPq3CKocIB1DfelK4erxFV2hAVNZVoM/wE/Br+ogDuYpWkKOanpadzS6P6oDTtLxwAwG/ND6RbZ/8Q/jEvFR4dr9eJ7iujuvbkpztMVgi4SwoLAORuRjdCdWLx6jsTbu1KSulxuKxMhQD4oJ+bJjYHcBRpuB4XsWfvvlzBFhTgS3JlZmIWv0OL67l3tgIkAwEWzp9DXb36bQA8ZhDVLMUM+Dl2rePbHPsXzp8S58Jbv587x3vJliEwVhZKrAAAAABJRU5ErkJggg==) 11 17, auto;}
45.357142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
45.714285714286%,45.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
46.071428571429%,46.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
46.428571428571%,46.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
46.785714285714%,47.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
47.142857142857%,47.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
47.5%,47.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
47.857142857143%,48.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
48.214285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
48.571428571429%,48.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
48.928571428571%,49.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
49.285714285714%,49.542857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADh0lEQVRYhc2XXWgcVRTHf/O1u7PZz2SbbUIaS0SLCPqg4IMICYpaA9Ui+lCxFQSJBilItMbUitoQqkWRkprWQm0fGkHqRwit9aWF+qIotNUopbZpbUyyzSabZDczOzuzc32o3bTERDcpE/9Pl+Ge8//NPWfmcOH/ot7BU+Jg/z7hta8MsOfzPUI3BdFYhGPf7fUUQgUQmh/TnkLWZHKc99L/6gm0PPGcdPHb70mNpJCMOk8B1NLKdXEKJllX8RRAvrZo39IuRVaMU7SKywMA8Js8imou0wkA5IsWtiV5ClDqgSc/e0z4smEUW/tPgT/82CCMgoE1lOSRp08vmroEYAUK6LJKy6bWBZOdHFgrdGeCK0aMzGQco6gApxfrPwugSQoRI7Hg5pMDa4UrbIaHGjh7Ocr0uJ93Oz5aUs1KAEUXAk5w3o39PzWJgpghdW4VQxeqyUwpdL2zc8kNowK83LdBRAoRfIV/BvjyeJMgD+d/XcNkKslrbdvLNn5r6xZRoZqEVqpkdJOOTR9LABJA8/5mcZd6O13Pfjgn8ZETjworLzPyRz0vvdBTtnFXZ4dIVOaoqrHw5SdwE7VYRghzLMTG51+XVIDGxGrCdviGwKNfPyU02WZmQmN4pJbW1vJr/cH7bSKhj1Adn6QYC+A4MRwjSCGloYWu/vBUgLpcLW7O4XDfG0INplHVHNJonuF0JWmzkldeLb/W3d2bRV3NJSo0G9vVaG48VMrR88U2kdWuzALYhoKeNNGCBnJ6EitQyXhmBempEO0dnWWb797bImrqz6EFXB5q/GZO/KWZLGeci8DfPQDQeeBFETd1cqMOM47O29t3lG383s6tIpZMUdvwO3YB1jcdn5Nj9/5d4s/wANO+aXatOySVPsNrXbkYtW9rE/FokbqGQZK3Xca0FNbfP9ccoOAz+FkZpG/dMQmuH8eL1Judm0WkKseaVVNEbxlDlip48J6j875MXjVQrptASwL4pPcZEYymiMczVAcnMaVKHrhzfnOA6WAauzg78pcEUK/8gj+WIqgFuffuC/9awp4D3eKsewZ/3ndzAMqdgkXNphDOcvjxI6U4eaGAmy3NLwgo/hueeQrg6EXucFcuH4DiV5geq6JrR1fp7uEpQFhWUX06yLO2ngKI4BDJmiSrH76Pnq8+FZ4DJOxbCdguuhZFsi0vrWd1sH+f6B085fkleF79BbjHTcn0xdSFAAAAAElFTkSuQmCC) 11 17, auto;}
49.642857142857%,49.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
50%,50.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
50.357142857143%,50.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
50.714285714286%,50.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
51.071428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
51.428571428571%,51.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
51.785714285714%,52.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
52.142857142857%,52.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
52.5%,52.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
52.857142857143%,53.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
53.214285714286%,53.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
53.571428571429%,53.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
53.928571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
54.285714285714%,54.542857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsUlEQVRYhc2XP0wTURzHv++u12uPlv6DYjAhkmgJQZyMUWFgMsQ00RAHZxb8EwYGGYg6MaCMjSKLKw7ESGgMUaPGECUiC4oGOmBIIHpQoNBe73o9nguV4CvBHPXhd3r5Xe6+n/ze9/054H/R0OQU7Y/3Ud6+AgAMTs9QQIezykDsUy9XCAEAOk41EFNyIZCtRcq5ytMfjsLg49hzeL06wqd9XAGEwoCIIlLLORiGxRWAUc+rHnrnZRe3HAh/FhZlFVmD8PLfyUBBy2QJYo7h+mdinLJJASLhlwMGQEMaej5/4A/3RiO0u6Nl3ywxU6BsERxxeWwbP7wWoZ60C7XBRWjhMjQNNNGlryquxxJFg8UAbIoaNCtry3zkXj09HtRgnq+D+MWAP+yCZvnhUzOIPb5CO9uHGQgGoMpSYKY0WwChaATexAfUNIz+NpoYb6NCyIO6Y4wVgCIZCIsyyoi9ZdjcMEJqLqu7Xj7b/JRsRPxIihQPnrQymWAAKiQ3fAHTFsBeil6IkxVqIheoZJ4xfakWPHCUZ0oKAADJDQEZKc3UmQ4415ZRQSTEX0RLuh2n1iSsmGy4GYCbV8dIyCIon1vHxHjbLoiFZ2E6PnPJFliGUqiWwdSLRnP2ex6NyTSI7sPnN+co1FVYJyPYfD+N5OycHX9IfgU/BXZ1FQXobB8mA50naHViHa6kDkVdwfyojLRHxo1H32wtEUV0w5tX/g4AwPbOlUB3RwstXwzhdnz6QEfkDz0NzcnO3p4ABd0ffFuSs9nlcEABu8VzO3ctKsId2mLq+3agVAo6PbBoNVPn1gG3THHUCDN1fncvAH3v7tKF11mIZQHEbvUQgGMHAECWRfgqnaDWzo2LK0DGnUJ9Yx3OtF48HABfLog19zwkU9/+HTwE9cf76NDk1OGYF9MvNjPkeIE/aroAAAAASUVORK5CYII=) 11 17, auto;}
54.642857142857%,54.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
55%,55.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
55.357142857143%,55.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkklEQVRYhc2XS0hUURjHf2fujHObl4/xnaVDRZRtKsE0CNSoXSJIEZG0cZNE0CKIaFOLoEUQLdslIkkpCm2sDCGGFoIYEVKQSQ/fTo4z4x3ncdqoGJ2xHIdr/9XhfPee73f/55zv3AP/i9p7u+R25LUAXHnVKpMeycDoR9k92GkqiFhttL1okzX2EwT1AIHwODfr7oqNXsyUrKuNN0N+sNrxHd7DjHvejNy/A9g0O9++jZHI1fBWukwDsKw2hq6/Fb0PekTkx08WE1HTAJRqGjxv2kK0qDojoYhZ+dUAIZZoftZoigtWVWexzCLb4kh70PuXDsqE7saY+MKt3qkNt7PSge/xAEZsKa3kox2l8uT+IFWXy2k47uRpe+2GTioBhDSQRjwtgFDJIeIuA29sFuc+O+V5kq7Hp1JCKKfAl8ilUDjTAqiq71+xfAAAf1+9LPBqKZ9XOpCfpePKzkwlrj0zIMJOQceTOqULSgBPlpXiWOaK0VwswYynUBlTOyDtuD2ZqwWLQQezQv1BSoCC4DReW+p526wmbXaCy+pFrQS4cO61cIYl/r76jBSj0IJkdtlQxpS7AGBmLoHPu8RIzwEpdpcQ978jWXlk3Sr/d03LMGNaQBlTOgBwtqVfjM8Lwp+izNnysYZ0XBPvN5sbAKFbkUJXxlI6ANB80S/uNBZJ/fM4muHh2o0Pae1N3baDndbczQMAK7V8Kp28a1pIRpgUy1saY8s6/Vx9uqZcA5mWw6U+XU0D2KV5abnd+ocLpgG4NTuO0hwarzbJqnvH1kBMAwhbQuytqKCszEds3U/vX3dBplQQycPh0aiproZolBGGgXU3IzPUPdgpc4qO8nVimKHkSx42PDI1/5q26yKs1C9atc4dT9g+LwAAAABJRU5ErkJggg==) 11 17, auto;}
55.714285714286%,55.971428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnklEQVRYhc2X30tTcRiHn3N2trMfTudYaqxETUvsoi5EqosUMjGI6KYgibzoOvBySIGQhPf9BXahURAiQVEKFZEQERFoljK9GZSJzc1tZ9vZOV1Uo/Q70THPeq8O7wvn85z38/LyHvhf4vb0LbMcuhJA6OkdM+jaR7PSgk1P0dN5TrIUAODqiz6zSz6FUnmA6Mo8Az0hSyCUPw/r0z/4XPWF/e0SK+41K7T/BbDbVBbDYXSfjKvNaRnAljb3D/eZ3i4/cccaox1je26DvDkxenNMWsqukIin9lpbDABg+6GxIWXKB5DUsngyNksAFFEy40yAXlnUC8cHGs1KV4ZYoInVd2FujEe2nSNhByqyKuSyRQEc6/bSUKFR31nLiUv1TIy0brthhQCqYeBKF2fBjKONuDeHX46gNqk0HFW49+BCQQihBYacISBXFQVwvef+75bPAPD24XGzrrbwxwgBDsl+Al61KIDNofkCbLdXhRZ43U58ZqIkAKfPTklaNs3QY7ENQgDJTOFW9JIAACR1BVNyCWtCgKHzk5LTrvLqeXdJboSo5CGe1IQ14QwA+AFndLUU+qzE0ywZ4kkoCPD1W44al87HD12m3Uiz/voTs629f035zmPV0JANh7AmtADg2uVJaXlWJx1Os2YE8cZtnMzM7VYbgJSaIy2LpQp2AOBiaF66eyVoBtoVohtOYlPxogCw2dmwx3YPAPza5eOR4oTzKjKOmEdYKmhBKSPhyOF22ssHUGE6yFWLzzxLADxeF432GvqH+7bsFcvu/8E3ITM1p7H8fhGpRuHR0IQEOxjCUoVhGBxsbkGJGsyvL+TzllgAUJf04/cFOdJxmKoz1fm8ZRYAPHv5xMwpLhb1BSKp74z0Dlqqn49y/QgL4ydKHs6Ce3SvQQAAAABJRU5ErkJggg==) 11 17, auto;}
56.071428571429%,56.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
56.428571428571%,56.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
56.785714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
57.142857142857%,57.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
57.5%,57.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
57.857142857143%,58.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
58.214285714286%,58.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
58.571428571429%,58.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
58.928571428571%,59.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
59.285714285714%,59.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
59.642857142857%,59.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
60%,60.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
60.357142857143%,60.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwUlEQVRYhc2XTUhUURiGnzP3Z9TRcbS0dFRKQTCKfhaRRgZl4qqV0KpNm6AoEpIgxEgkhIygcNGmRUHRpkUrIUsyUoi0NmYK/ZCNkUpjM47jeH9OK9uY3SPMDH2rs3jv9z73/c49nAv/Sz0cHJW9j/tktn19AHeeTUhMl0TZIl39PVmFEKuL+y/eSik+8i70nspfW4hHI3Qe7xL/ejitAOe6r0ufsUBOrYEWLkCTFpo/RpWrc2pf5kB8qwvT0InOLTP6apyx52/4MDvLjP2LaLFLz2R7xsay5s2az7TKmLmIoZlQukJ4V5DdlWXkBOZoq36Q9iTWbVh/tkWmjCVyA1DfGKag1uXK9kfZA1it/ecbZGGVTnXTZpL6PPd2DqUVwucleH1rWCQiFpGlGfIcI53eagAAwzdHhBHTSUjLU3uxu2lDG1YJACBlObi67ak71LjM5evHlCGUAXTXRTgpT11d+SdCReoh6KrCXNtEON6No7ZJSfEXZQDlBGSuJFdBPiBr+Jav7K8OEGKFQDDmqVthkVmnUhlAeQR+ESBoeR8BMSNOSqrvAeUESrVpTLyzTcSCLGCmH6BiEZrER09dEheRVD8slQHmfm6jSF/x1EnNIamg2zDAQlQwMVOtAODH9im3VQe41v5UvBzK8W5o6/gNLf0AAL0dA57DDQgDK2jT0Fav9ClsCEClljSLcF45gbDB/vMNnhAZuetd/XxCxqd8jAxFSCbAb+Ux0tf/V6+0JwAQlBqbykupPLiVQFkeeo7JgQstsvlM65pEMnbb7Zlsl4bfz+R8lOh3P/Hx79jzNuVUUVJSwY1LbSKjAAB3xzrlV5+NkwriCAMnEmd5ysK1QtzuaM88wGp1PemUBUVhpgt/sGdhB0LWcPLw3uwB/AHp75GyUFDrHiG2nM/po3VZ9Qeg93GffDg4mvWf4HXrN95c7gh3beC4AAAAAElFTkSuQmCC) 11 17, auto;}
60.714285714286%,60.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
61.071428571429%,61.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
61.428571428571%,61.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
61.785714285714%,62.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
62.142857142857%,62.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
62.5%,62.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
62.857142857143%,63.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
63.214285714286%,63.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
63.571428571429%,63.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
63.928571428571%,64.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
64.285714285714%,64.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
64.642857142857%,64.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
65%,65.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
65.357142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
65.714285714286%,65.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
66.071428571429%,66.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
66.428571428571%,66.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
66.785714285714%,67.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
67.142857142857%,67.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
67.5%,67.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
67.857142857143%,68.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
68.214285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
68.571428571429%,68.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
68.928571428571%,69.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
69.285714285714%,69.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
69.642857142857%,69.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
70%,70.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
70.357142857143%,70.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
70.714285714286%,70.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
71.071428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
71.428571428571%,71.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
71.785714285714%,72.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
72.142857142857%,72.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
72.5%,72.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
72.857142857143%,73.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
73.214285714286%,73.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
73.571428571429%,73.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
73.928571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
74.285714285714%,74.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
74.642857142857%,74.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
75%,75.257142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhc2XwWvTUBzHP0mbtF3baUcnGToRFa+juwxxytSxwcSDoCgMdtBLQcSLevQPUG9edpmCMlAEhemGG7oJzsMunR5kOhVFkRUHVrvGtknT50E2lL6OGkvq9xQSfu/7yffl914e/C96ePu1aISvCpCcmhSmP8vs9CtxfWbMUxAVYLivX/lmfyCd/8pnLeyl/y8AgPHUE57OzxMshjg2+8yzFNYAdBzSS4vklzMYqrpeTV3lX724dWlYATAS3cI2o94DrGo5FsD67pl/JYBVKGFaK94RyNR384FnH2FFAgCO4/zToPuu9IqQWMFmkenzGeWvAcqae/PEi5iIZ5ew/AYEdXrGeoT/eZhHF8elINJ+80XWha6qodSIaNG3smQUKAQCpIMqwS0GkU6zao00AeycK4Abnad+I38HwPa5JlGKlBkY3S8mBmcq3kyaQFC3XAHIdK/rmpLLh4lu6pI+lwJomrsEqkkv7cTna68dIBRQ6L9/pm6tOHn4qpIvyoeTAjjOJyz/23r5A2DbkdoBVr7MEQmZHJk7WbcUCpZeO8DE4Iziy6nktR90LLSJ3tSA2P1mhzi40CGGUiPuoDR5AvI2BHKpMKVyGqO9jFYs0mwGed/8kcd/tFrtcnJy7qoAqyvXgcsxATmyShvz5166W6EA1XZbWSdV2+A8+/XxlRSOjt6tgKg6BfVWOBpFVyp3Wc8SiG+A1kyxcQBaWCMeaeL46bPixIXk2lR4BpAulwm1xjDadmHhW7vvGcCd7j1KIZBnbyLBoc4e7wEANtsmRqiFjdo2klOTDTmLAo07CEv1E4INxadaBk4DAAAAAElFTkSuQmCC) 11 17, auto;}
75.357142857143%,75.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
75.714285714286%,75.971428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkUlEQVRYhc2Xz0sUYRjHPzM7v3bXzVSickU0DIQOBYFWUFqEpITUJUKC/oJuHTwYFe6hQ/9EEBZdEomS0LKCMOmSUEmKibhWpLvluj9md3beDppQzoo7rWPf0/C+zHw/8zzv88wz8L/o2tCw2A5fCaD77qAIV/hpUBXQs7S3nJQ8BQDoGhwRxwKCMrOCr+IL3W3tnkDIvy/ir4b5NPaGmPmDmBLywvtPAF32MT09w+zcFLIsb3RPSbUuzF2RiKhsbiVmaPQdb9ryNKx71b6eHunzYo70z8RWezsDAPisOOmcN4XgCJBKZNB8WU8AFKfFbNDAsC1XD+y4Vy/yO7KoS/uwFqYZvBLdMJSOEdClHDnJHcDywRB6XQZj/wHEkVpO9Tdu2GEdAWwli89ccgVQPXeeaCJPNDiBqe8iVafQ+eByQQjnFMhQLqdcAdxvu7ka8hEAWsYOCd9uRxugQAQq5Th6yHYF8LfUTDVQVRyAEVBJimhJAIZOPJbMnEXno9uOaXAESIsklpIuCQCAYvnxS0HHPUeAgbNXJV1VOP2yoyQzQlAKk0nlNg+wokVyxnwp/DETMjG7ojiA/DcLU7NoHe8URz+2isOjO8XFp9ddRSRjB9AKnOmCAAMX7kiBGQvd/E442Ug45GO+5qEbf/L6DmRLKw4A4Nm5CUkanSUz+R5zxqDsnbsvpCoUTKE67hXuEKta6eX/VpKyrKAlnTurJ6NPNq8RCBnbB+BXBXmlyCooKUB5iPoqla5IZF0VeTb/d4+8FpmJD0yNv0Wp2kN/7w0JNnEISyXbtqmtacBeXmAynlxb9wyg0kpQqe9Fa2pmISUBvYCHKQB48uK5wNSYyllE42luXTrjqf+atutH2FG/APEP2dFPPY0GAAAAAElFTkSuQmCC) 11 17, auto;}
76.071428571429%,76.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
76.428571428571%,76.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
76.785714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
77.142857142857%,77.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
77.5%,77.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
77.857142857143%,78.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
78.214285714286%,78.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
78.571428571429%,78.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
78.928571428571%,79.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
79.285714285714%,79.542857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwElEQVRYhc2XTUgUYRjH/+/OzH7Yfjkt5ZZjrKIFFRSIaEpGHeySdbYOEmQK0qVunauD4SWDMAiC6NIh25MEgYJhyBpCKqWp5Ef2sW3rOrKzOx9vJyWwzcfYWfufXpj/PM/vfeZ5H+YF/hfdfjbAdyIvA4BozxSfCS1hIehDY0DH+bo6VlAAAOjpjXJVCWG3S4Bhini9xvHkQrXtIOL6YvrtJCanXKg6VA6/qxShMHBnYpRb1ipuHj1lG4hjfeGUJPDlT5gdeomPo1F8n5vD5xUDSbEY7WMx2/pj086aWjs4dAtrTg+ClfsQOHkGwbCK+xWNtlQhZ9DaljbuCLhRXFOH0GkFjw802AIg5nrw5mkvA4DGshJelArbkRvAbz2QU4k44imgYaTflj7YEmCwq5ul1zSwTJYUsP7VOX74uUKG3boCAGBp4JwW8+DeK/CEIyi5K5NeIAIYWGUayfroSDPb46wGqywl+UkAkmDCa0ikgADAhDIExYr8AXCehMNpkAESagKySDs5JADL64HgyXliNwP4/XAJCslLiurWlrAUoH+CsF4Oza2SvKQKZMwFyKkUGcBMG3Co6fwBJIxlyF6ZDGBlRTAWzB9A0pgBN+fJAKqoQzeF/AHw6UV8y8ZweTxKGi4+7gYctKYlAXy5kWDp5Tl8+PqQFJQxBjjcNC/JtU01jPRzSXfD6otisKv7rzloo3ibGqo5y0J+AHJoS68tAABQ5BfhLYngRMc1XtvSlrN3bAPwGiaClVWQlVKIriI0XbzKm1o7NoHY9rfbPhbjPpcE7aeGxMQ8shPjUJNx6LqE47KCrnvXGUAcxf+iB8eq2a13A9wR8EGIROBxlyOVWcTU+1lk1cyGryA3oEt9MV6/i0EUDPzImPAuxNHZ1swKBrCuF8PDfHBFgpJcRUV8P5o7qwqaf0M7dRH+o34BZWbl5Sv3x9YAAAAASUVORK5CYII=) 11 17, auto;}
79.642857142857%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxklEQVRYhc2XXUhTYRjH/+/OOduZ7cttJcstdTklKEgK8WPkRYUX0QdeCQVCkB8g3dRd19WFeZVBGARBF9FFmdFNEmTYB1IqpFYqmtmycptzm+3jfLxdKYItX2Nn9r964fzP8/zOw5+H8wL/i67cf063oi8BgMddE3TKEcCc1Yw6m4STNdUkpwAA0NXdS+OFTjhEDrLM4+Uyxd2Gg5qD8CuHqaFxjH00oGyPFxa9G04XcHVsmKpqDJf2HdIMRLdyEAQB9PsspgeeYmqoFwszM/i2mEaEt6N1ZFizfKz7svqmNgpZxbJghM23E1b/YdjcCdzY7ddkChmLVjU2U51VRH5lNZxHinGnSJtg8pkevLnXTQCgrshF86JuLXoDWJOBjFoMIhgF/IN9muRgQ4D+jk6SiCdAUmmmgrXPTtHyhx5m2I0nAAA0BUrZapYXnIPZ5cP2a3amF9gAVBkxkmSy3t57jOzQHwDvK2byMwEInAKTLDAVBADCFcHGe7MHQGkEOr3MDBCOh2DnXdkDUE1GcEb2CYQtVhg4D5M34x5YKzEZQMCqZwZwSV4kxRiTl2kCKWUO9ugSM4CSkKCLJ7IHEJbnYTc5mAHUNA9CbNkDiMjToMosM0CclyApXPYA5MnP+Jl+h7OjT5iWi5mKgI4pXmwACxfDJDY/iU8/bjEVJYQAxMDmZXJtUv7BPipIItSeHvR3dP61B9sq3qQGKo8SpwVAvnNDryYAAJBn4WEqKEZNy3la1dicMTuaAZhkBbbSMth3ucGLeag/3ULrm9rWgWj2t9s6MkzNBgHJ0DLCY1+QHh9FPBKEJAmocHjQcf0CARhX8b/o5v4Kcvn9C6rLN4MrKYFR9CKa/oqJD9OQfqVWfTm5AZ158JbWbiPgeRmhpAJTIIj25hMkZwArevTqNe2PCPAsxVAaKsTx9rKc9l/VVl2E/6jfrHHl42Ph/TUAAAAASUVORK5CYII=) 11 17, auto;}
80%,80.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
80.357142857143%,80.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
80.714285714286%,80.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
81.071428571429%,81.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
81.428571428571%,81.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
81.785714285714%,82.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
82.142857142857%,82.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
82.5%,82.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
82.857142857143%,83.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
83.214285714286%,83.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
83.571428571429%,83.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
83.928571428571%,84.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
84.285714285714%,84.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
84.642857142857%,84.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
85%,85.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
85.357142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
85.714285714286%,85.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
86.071428571429%,86.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
86.428571428571%,86.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
86.785714285714%,87.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
87.142857142857%,87.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
87.5%,87.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
87.857142857143%,88.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
88.214285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
88.571428571429%,88.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
88.928571428571%,89.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
89.285714285714%,89.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
89.642857142857%,89.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
90%,90.257142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhc2XX0wcRRzHP7M3d8ftHRxQCpRg0zYVq/EPjUWLrSGaCD75Qmr7QGw0MalplNCmkPrgn8RYS2NJNabtg5o2faBSXowxASMG05RWSFBrlFYSsKlIEShXjjvudm9/PlChjQUXaTi/T5vZ+c73M7Pz28zA/0XNJz+XdOQaAC/VdgiSSX9Hv5z58ttlBdEAnxx5WgXrvhal/2AqnrGc+TMrAHD+bA/f9w2iU4n0AGjtIzLl57plpwegq6tOGXY24p9KDwBAMOJBOfH0AYwpITripAfgxaoWySDG+Oi4a3OosUO8jV8tqWz13w+ObWMWWjS+94pyY1zf1CMeiZOKjdN/NwAsn4km8q+GisYL4gkqZGSM6atX6Pr4ZVfACwJUPXRa/NpGnNiCnTcd+VEmHc3k75cIDfyMHptYVFj5zudFJVKca26dhdYAwcIMvJnCgcZd885m41s/iMexUH2XUBO99J5+1/XMK/Y3iC+/gMJkAfFwnJr7t8ipN/eoWQC/ESMzPzjvAFsPnxePNUry6mUuHHe3RwC27nlNPGvz8Bc8SEhlo2I2YSzCucXsa2qVQ3XVygAwN2QTyPln+T17/AupONUpgdSfGAM9dL3vPvyxujdESsvwr9kMTgjPiMXJnZXKNKfJ8sXI894AbpZhyb3D6EKHV1taBWDbR21S2dwuTpEP27lCZKibb441uA5/atdBCReVoY3VGENJ2ndUqpbdVQrgw23Vyh42uPxrIXDzE4xaWaTEJBZL8cKJdomaGmSCxOBPqIFRvmv6wHV4+d6j4uSXEPcEOVuz+Y6++HWDWN/EHMChumpV8/ZhmfZmEYgEmPRdIzlyjc4DB10Hl2x/XcLZG3GK13EjoulteGRe7+SIQ8IxAbit0xM7qkX8HrpOfOY6uKxyn9grsomufYDMlfdhGDY9tQ/P699ff0yGf1nJ0KBN28XtSt/68tb6dCt9Twmh4tXk5OeQmpqks/7xBcdQhknC1rRdrJ4rw/+q9e+ckXGzgJQK0L97kyt4G403OffDWxLAb74wftsiWv+kq/C9tUclNhzC0HOnriUBWPXPKGsR/XPzchmImHza9twssLGQ4W4rlG+wQm5frGUFECPAVDiVPgCVCOLoCcrLm2YPMcsKkOPVhIMJbDs527akTbhY2R4/pRvWEI0W0d0907asK5BVNM2jq1axpdSYuQ6mS+m6CN9RfwHZJFCOGYPexAAAAABJRU5ErkJggg==) 11 17, auto;}
90.357142857143%,90.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
90.714285714286%,90.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
91.071428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
91.428571428571%,91.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
91.785714285714%,92.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
92.142857142857%,92.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
92.5%,92.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
92.857142857143%,93.114285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJElEQVRYhc2XXWgUVxiGn7M7M5uJu5tdTbSalCqKFAkb24hCK1RbRW9KK5KK0gsFK0VtRfSmYFFREKSl1BYRS2kvQqVE8QdEQmuskApKtSQsKqK4ohVNTDbJJrs7O7v7eRGdMCZpFNOdvnfnzHDeZ97zzXdm4P+io42nxAtfH8CGDS1CIcSNlmty/Mz5koJoAIcPv6sqAmcF7RG5bHkp/QcTALh88TJt8QS+Ys4bAF3309ElJFPKG4DmP7cpIzeNZKbgDQBAVd4Ay6MEAB7l8xh4VAMAdtJCcsWSAmguAL+F0ixvAFa/9btoKgO679/ufyHF9n4pk1MTCNyz6axo59LBpmEF5gBoFV34y8vYvvP9canCj/YfkOuxatLhSnTbgl6hYcoiadq5ybW+87i+jI0eevn4l+39RuqO/yb/xBajV03BrzKICOFgHeEZc1h54AdXq3cSsKIVZALa8BVH0PxdrdJREySxfq7raWI/NsrtSXOothS9Posr9Qud62sOtUohnyWiveJay0kgUjNA+NX+Mc1rv70uTJ/Ia2dvuee/OyFlRi1GT5hzq95QVz6Y54L75dOFSpHE7DHZ+EWjk8LQFgTzZIiy7vumUU/D2p9vSvnELOnUDc4fWekYvLP6mJSHZpPuLiO+dtaoNfTT5gZlkqTYP5S0A3Bw38cqE8kgRFlzqNUF8ebJv2Txr39LLtJHNhcn/tmHLpM7782ERDfxLa+PWcB9d4P03JvgjF2b3pN/QCQyi46aLpb/0SwDASFtBCnrDNBdfMCMeJzmHVuHmSTWz1WJsZyfyLRSZJND3db10h/7/BPVd/sqff1tKKUoiInd+ZDq9nO0rViqRjJ/UdmpAEVTd8YjLjh/Y4NU9cawanQ6QgO079gzLr3hq92n5ealIr1JkyMXlih4ZguearBjNY2Hp1u2TV5wzEcF+K8k+SB6wXbNjV/jfw4pw4ceDbjmSppADoNKzX3clzQBAkKn5v7gKSlA1PSTM+6z7O2vh7fikgCEhMmTFLY99OFbUoCiz6Cudjr1C+q9ATCnpYlNrWTBPN/g76BX8upHeEQ9BvAiGdbfRxF8AAAAAElFTkSuQmCC) 11 17, auto;}
93.214285714286%,93.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
93.571428571429%,93.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
93.928571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
94.285714285714%,94.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
94.642857142857%,94.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
95%,95.257142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
95.357142857143%,95.614285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
95.714285714286%,95.971428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
96.071428571429%,96.328571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
96.428571428571%,96.685714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
96.785714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
97.142857142857%,97.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
97.5%,97.757142857143% {cursor:url(data:image/png;base64,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) 11 17, auto;}
97.857142857143%,98.114285714286% {cursor:url(data:image/png;base64,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) 11 17, auto;}
98.214285714286%,98.471428571429% {cursor:url(data:image/png;base64,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) 11 17, auto;}
98.571428571429%,98.828571428571% {cursor:url(data:image/png;base64,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) 11 17, auto;}
98.928571428571%,99.185714285714% {cursor:url(data:image/png;base64,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) 11 17, auto;}
99.285714285714%,99.542857142857% {cursor:url(data:image/png;base64,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) 11 17, auto;}
99.642857142857%,99.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
}
div.testarea{
animation:rwdcur77226 9.3333333333333s linear infinite forwards;
}
