@keyframes rwdcur27598 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhe2UXUhTYRjHH93OprnlzI+JnmQb6pqKkEbSFwgadoJNkYTT9CLCDJQUuii86Cb0ThheCEFhIoKSTfPCUCNQE7/I2OY2v0e6ubOTpzX8WFM3366Miuasbd7o7/J9n+f9//43L8AJxx3WUQXJ5fIYPp+/Q1HU3q/n7GAHlxMEniOV3vsGkDy6sVE1BeA4EoEHBCG5JpFU8UQi0h0enjA3MVH7ZnDQ8edcwAUqCEJyKSWlSiQWK3cjI+M9HA7sUpTlK023/W0+YAIV2dns2Jyc4gwerz4sKio5Mj0dYhMTYVGng08rK40vBwYsQRNoqq6+IUpMrP3scFxFQmGoXKkEVmwsbJnN8J2mLYtzcx3edv0WuKtQpMbj+PPZtTU8Py8PMgsKft7NjoyAeWnJa/uACFxIT78pEItxoUDwWzhYrUDbbJbxlRWv7QPCYm9vI0IImWZn0cTwMNpnur0dqVWqR772/f6IuBzO4vWiotyomBih3mAAenISIsbGgGaY+QGNpmZUp9sKqsCoRmM/GxY2npWVdTkJw4R2hgHGbt9zu1z15SrVe1/7If4K7FNRVCTJTEu772AY947L9e5pa+vgYfYOLfCkrCwT+Pz8M3z+qWmd7lVzX9/8f9v+K+raWgVaXV2zGo1IMzSEXtTVaUsLCzOOJPx2bm4M8nimEELIajIhhBDSjowgdUOD9o5cfs7f90N9DVRWVyshNDQLAGB9YwMAACIEAhBJpZmy6OhbQRWoJEk8OSmpCgCAMZtBKpMBAAAXw8DDYsF6SIjPAr448CesJMka9/Z2qnV+HlhcLgCGgX15GT709AB7e9tBra+/DZrAQ5LE2RhGUltbsOd0AhvDwDg1BdTSEsS53XqKplXNavXHoAlclMlqvjidOJvHA/B4YNNmg0273UQzTNPrhYWW7u5uu7/hXgUqSkqSBAkJ5A5CEA4AXJfLMjk93TSo1ba09ffbAhF8oMD51FQlh8fDnQ6HyWAwNM0YjR3POjutgQz2KkAqFAmCuLgrk3r9Y/3MTGtbV1dAG/uEIIjTpcXF+JGGnnCs+QHDoUwFa0ttJwAAAABJRU5ErkJggg==) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhe2UX0iTexjHv+5d247u3Wr/3vfd9m7NHZaCf3BRjKhzY8gZHKQJ4cqbCjlkInE4F+FFXXYTXYwYlFCJHA5ehURHMGKHDA46m4ZupWmT8t2cZkNt07n3XesiDhwOzQnv9Ka+lz+eh+/neb6/3w/4rm9dxF4ZnXa7dT+o1dnFxcVP/z2X7rZxm9ttdtbUeFUaTe1fo6OXQ6HQ6p4AdJ06Veli2U6mrs6rYRjjUCDQPTAwsPr/upIDtLrdlS6zudNiNp+11tbSKorC3Pg4NxEO//G1+pIBnGluNvxks/22v6LinJyiaL3dDjXD4P3sLEZGR339jx9zuwZw99q1dqtW27VPqaxby+dRrtNBS1HIbGyAi0S4heXl/kK9ogGutrc7D5CkP02SsjK5HDKZDBTDIJ/PY2VhAa/m5333C0wPABKxALRCcfwdx8lSPI8yggBjMkEhlwOZDJLT09yrbaYHSrCBQ/X1dkk2i6RCgYwgILO1BRVJgshmsZZM3iqU/b8SvYGh589vMUrlpJOmIZVK8SmXA7+1hQ/x+OtgLNZbrF/0T/hPKJSkWHbEabEcIzY2qJeRCNZisfXlePxm9507T3YdAAD+DgYTyOWeWChKSAG9w+PjV7r9/sGd9JbtpOjXw4elVEODS5LPHzOSpPbl+vpd3717r8Vhf9GOLuHJ5uZLjupq31I6DWUmgyMSyc+biURbz+BgWCxA0QguejyGozU1/vcEoTM5HNCxLKyVlZR0c/N4eUVFYGJm5oMYgKKv4GhDg/eAzVbFHjwInV4Pm9OJcpqGSqOp+6W+/rwYc6BIBJ6mJkNLa2uH2uGAkEph8OFD8CsrSPM8kuk0FuLxJbEA227A09joVVutVQCQ/vgROq0WkWgUbzkOFE2n5nk+sGsAFz0eg8Vk6lhd+jKklCCQEwQwej10MlmUe/Pmd19f36RYgIIR2O12L0GSVbwgYO7FC0wFg3g3Nxelado/OTPz5/WenoRY84IAnqYmw6Hq6g4jTUNIJDAdDHLBcNg/wXG9QzdulMR4W4ATLtdZI8tWxaamomNjY/7ZWKz/9qNH8VIaFwS44PUafzSbGwNPn14ZGR7ue/DsWUknLqo2t1vV1tJi3lPT7/qm9RngETa18B+4mAAAAABJRU5ErkJggg==) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhe2UXUhTYRjHH93OprnlzI+JnmQb6pqKkEbSFwgadoJNkYTT9CLCDJQUuii86Cb0ThheCEFhIoKSTfPCUCNQE7/I2OY2v0e6ubOTpzX8WFM3366Miuasbd7o7/J9n+f9//43L8AJxx3WUQXJ5fIYPp+/Q1HU3q/n7GAHlxMEniOV3vsGkDy6sVE1BeA4EoEHBCG5JpFU8UQi0h0enjA3MVH7ZnDQ8edcwAUqCEJyKSWlSiQWK3cjI+M9HA7sUpTlK023/W0+YAIV2dns2Jyc4gwerz4sKio5Mj0dYhMTYVGng08rK40vBwYsQRNoqq6+IUpMrP3scFxFQmGoXKkEVmwsbJnN8J2mLYtzcx3edv0WuKtQpMbj+PPZtTU8Py8PMgsKft7NjoyAeWnJa/uACFxIT78pEItxoUDwWzhYrUDbbJbxlRWv7QPCYm9vI0IImWZn0cTwMNpnur0dqVWqR772/f6IuBzO4vWiotyomBih3mAAenISIsbGgGaY+QGNpmZUp9sKqsCoRmM/GxY2npWVdTkJw4R2hgHGbt9zu1z15SrVe1/7If4K7FNRVCTJTEu772AY947L9e5pa+vgYfYOLfCkrCwT+Pz8M3z+qWmd7lVzX9/8f9v+K+raWgVaXV2zGo1IMzSEXtTVaUsLCzOOJPx2bm4M8nimEELIajIhhBDSjowgdUOD9o5cfs7f90N9DVRWVyshNDQLAGB9YwMAACIEAhBJpZmy6OhbQRWoJEk8OSmpCgCAMZtBKpMBAAAXw8DDYsF6SIjPAr448CesJMka9/Z2qnV+HlhcLgCGgX15GT709AB7e9tBra+/DZrAQ5LE2RhGUltbsOd0AhvDwDg1BdTSEsS53XqKplXNavXHoAlclMlqvjidOJvHA/B4YNNmg0273UQzTNPrhYWW7u5uu7/hXgUqSkqSBAkJ5A5CEA4AXJfLMjk93TSo1ba09ffbAhF8oMD51FQlh8fDnQ6HyWAwNM0YjR3POjutgQz2KkAqFAmCuLgrk3r9Y/3MTGtbV1dAG/uEIIjTpcXF+JGGnnCs+QHDoUwFa0ttJwAAAABJRU5ErkJggg==) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2UXUhTYRzGnznn1LVlOtvUuWpHXUFOURo1DCpDWjALqRxFUhclFRK7iD4g6CaEbryQURGmfUCtxKLVxZYfYRClWEt0OLPZcDrT6bbO8WNfZ10VUemqbd7k7/Llfd7n93L+5wWW+d9hLlWRSqXic7lcn8PhoH9cj491cc2OHZJNBQXHXGy2uIMkT/UA7iURqFEqJUUSyakMgjgYTEoS9nV1nX/84oX7531RF6hSqcRbcnI0a/l8dUggEM7QNEbM5sEPo6M3f7c/agLFxcXx23Jz9+YLhRcT0tNlHKkUawgC7Xo9Po6O3nhkNE7ETKDuwoVdqYmJGoqiysYBHC8txSq5HCBJkCMjdsrjub9QNmKBI/v3F67PydF99nh42XFxUFVXA3w+AMD07BmGnM76RqPRHjOBCoVim5emeZy0NKi2bv1eDo8HTw2GwRGKalosHxepAMPtXldQVAQxQaBjchKYnQUATDQ2IpGmF/z2URN4brPVi7Oze+UKBQJMJjqbm4HWVnQFg4O9JHk7XD7il/CNyTS9QSp9vTE/X0EkJAjmurvhmJyk5+bnL5/RatvC5RmRCnyjprJSslkmq/5ss7l8weCrcw0NnX+S+2OB6spK2Ro+fycrFEq22u0Prj55Mvjvun/JLY2masZqdYWcztBbnS50r7b2/aE9ezZG4+ywM3C4rGz1pStXGllicZbFYoGfwwEnNVWQuXJlCZfFan9nsUxFIhD2L9CcPXsAmZl58PtBzswgmcuFMCsL2QQh215YeCKS8rACJ48eFYkyMmqCbjdetrWBwWAgic0GRZLwTE8jxIh8hhd9CfeVlJy2Dg3lDY+PI57NxqqUFPT19MDW3w9WIDBmGh6+EzOBk2q1KDUlRe2iacR7vfD5/egaGMDs1BR4DIZx2Oms1ep0b2MmUCKVnnYFAqJkHg8Bnw++sTEw3W7rNEVpO83ma3q9fjbS8gUFyktLV/MEggPsFSuQxGSCPT9vf2c2a9stlqYWg2E8GsWLChTm5h7kpKWJv0xMWLutVu2ngYH7dQ8fjkWz+Bu/jLG6vDxzt1x+fcrrfdnT33/7bktLVG8cFqVSyauoqBAtaeky/zVfAYUBQGjDkczaAAAAAElFTkSuQmCC) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPUlEQVRYhe2UX0hTYRjGH9s/JT1u7rTZdrDTXAXN1oVYWF1EXdSC/igEQyW8KZIx+gMRXkcXQTcldlF5I2ZFsCyCUiqMYhg4yOWmHucmY3W2WnOpc56ds627iGhudKY39Vy+vA/P73u/7/2A//rXJVmroJMWC1lWWZliWTbza1262sGt+/dT22prraqNG3fw4+PnXC5XfE0Azlgshl1Go40gSat60ybdB6+3c2BgIP57X9EB7CdOGBqNRhuh1bbISLKaIElkvn8PzkxN9f2pv2gApw4erNq7e/fZWoqyS0tLq7NKJZQqFSSCAOfwcM+tJ09CqwbQc/Fiu6ai4kJq/XqzoFSiUqcDUV6ODMchzjDRCY/nQS6vaAB7W5tZT9NdGbm8fEddHXi5HCVSKQRBQMzng+vduxs3XrxgcvnXiQWo0WgO1Oj15QJBIMbzKJHJgGwW0243ggzDvIlEbq/kFz2Bs3b7ZhnHweNy4UssBj6dRtjvhySZRBy483ho6MtKftETGHY6u9hw2C0DwCUSCExPIzQ5iQ0KxfBIMHgrn1/0T3jf4YhxmczIZr1+jyyb1Sbn55GOxUKfI5EL1+7ezXn3RQMAgNGxsbCyrGzIpNNxvETydmh0tPP6vXsjhXhLCg2xNzWZaynqcLVMpn7m8/X0PX2a93SFqKBHeNVmO9DW0vIwnkqRWUFAyuk8zC0ttT56+XJcLEDeK6ivr5eet9luVpDkzhqjEXqTCWq1WktLJPtUBPH6vdf7TQxA3i241NraZqDpI+ynT1BUVQEAqLo6bDGbzdt1ug4x4XkBrMePU0q5vJP9+hUNhw79rCejUayLRCDw/LxYgBXfwJHGRrtCpdqq0mh+1mY9HgQnJqBNJlPhxcXnqwZwpaNjq8lgaE8oFJidmQHP8wDHYSEaRdncnJ9hmK4rvb0FrdpfAZho+nRCKtVwgoDE4iICXi+4hQV/OBDonmXZ/tuDg2Gx4TkBzhw9WrOBpq3zy8tYmpvDcirlH3O7u/0s2+8oUvCKAPUNDS3JdJqa/PjRz/h83Yl0ur/P4ShqcE4A67FjOkVp6d7BV68uB0Kh3mKfOK8sFgvR3NxMrWnof/3T+gFoQks6wnViyQAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWElEQVRYhe2Ub0gUeRjHvzujszbsui6ro81O6990Rcz2SKISTxDrhrwNBcs6SgxfyHGecL2IOKLguFe9ScIXBXWHhyK98OI4opYwM/YSadVKXdzSuGndGaXddl2bNZ3GXvTmONIVZvVNfV/+eB6+n+/z/H4/4Is+d5FbZdTA8+kVJtOyRxTV/54nbbaxs7qaKS8rq89mmH39Q0Pt8HjCWwLQwvNcmdV62upwNBUWFOT1Dwz8/PutW+H/1yUcwFlTwx5g2bYd27efYkpK2J3FxZifmPD/43Z3fao+YQCttbVsSU5OSzJFNaVmZubtsNtRYLdDCQRw7/79jt7BQf+mAXSdP99qMRrPqBRVEEtJQRrDILeoCIvRKHzDw35fINC7Vq9mgB+bmr6iabpj2WymSJpGCkEgJzcXsixjamwMDx4/7vjN5fpkegAgtAJkUFTFc0GgQrIMZXUVrNUKrK5CFARIPp/fH4msmR5IwAS+PXgwX1UUTEajeKcoWIrFQKoqCEXBm0iko3ed9EACJjCv011xOBxPq4qKQNM0UmgaIAiE/P6xJ4JwLV6/5p/wj5s3Q1FRHDLr9ftJnS4zKIoIBwLKy+npC5e6ux9tOgAAPPJ6JZWi7h0oLEyaD4X6hiYmfr149eqfG+nVbaSooaGBsFGUvdhiqTUYjRaXx3P9xp07Pm3YH7WhS3istPSHdIb5ZZkkU82qihM63TfvCOK77tu3x7UCxF1Ba10dU+VwdIYNBqsxKwvbbDbk5OVlcopSkWQ09o9OTQW1AMR9BbV79x41ZWXZzRYLLBkZsGVnI6LXAwbDrprdu5u1mANxVvB9czN3+OTJtvcUBU5VMeLxYEmWEV1YgCBJWJybe6YVYN0JHKmsbAfLFpLp6ZBjMaiqillBwPLbt/j60KElUa8f2TSAnxobuWyOa5z1erESiUCSJKzIMvbl56OYJGde+3zn9Cyr+SWsuYLKPXvaV1SVi4TDCAaDkF68gDw3NzP66lXn3253z+W+Pkmr+ZoAx51OxmKzHVWSkxELBCBNT8+8FMVOt9fb03f3bkKM1wWoKi8/YTSZbP9OTs48HB7uXFhc7LmWoMRxARqdTtacllb9l8t1dmx8vCvRieOK5/nUep7nttT0iz5rfQAsbED8/PL1tgAAAABJRU5ErkJggg==) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhe2UXUhTYRjHH93OprnlzI+JnmQb6pqKkEbSFwgadoJNkYTT9CLCDJQUuii86Cb0ThheCEFhIoKSTfPCUCNQE7/I2OY2v0e6ubOTpzX8WFM3366Miuasbd7o7/J9n+f9//43L8AJxx3WUQXJ5fIYPp+/Q1HU3q/n7GAHlxMEniOV3vsGkDy6sVE1BeA4EoEHBCG5JpFU8UQi0h0enjA3MVH7ZnDQ8edcwAUqCEJyKSWlSiQWK3cjI+M9HA7sUpTlK023/W0+YAIV2dns2Jyc4gwerz4sKio5Mj0dYhMTYVGng08rK40vBwYsQRNoqq6+IUpMrP3scFxFQmGoXKkEVmwsbJnN8J2mLYtzcx3edv0WuKtQpMbj+PPZtTU8Py8PMgsKft7NjoyAeWnJa/uACFxIT78pEItxoUDwWzhYrUDbbJbxlRWv7QPCYm9vI0IImWZn0cTwMNpnur0dqVWqR772/f6IuBzO4vWiotyomBih3mAAenISIsbGgGaY+QGNpmZUp9sKqsCoRmM/GxY2npWVdTkJw4R2hgHGbt9zu1z15SrVe1/7If4K7FNRVCTJTEu772AY947L9e5pa+vgYfYOLfCkrCwT+Pz8M3z+qWmd7lVzX9/8f9v+K+raWgVaXV2zGo1IMzSEXtTVaUsLCzOOJPx2bm4M8nimEELIajIhhBDSjowgdUOD9o5cfs7f90N9DVRWVyshNDQLAGB9YwMAACIEAhBJpZmy6OhbQRWoJEk8OSmpCgCAMZtBKpMBAAAXw8DDYsF6SIjPAr448CesJMka9/Z2qnV+HlhcLgCGgX15GT709AB7e9tBra+/DZrAQ5LE2RhGUltbsOd0AhvDwDg1BdTSEsS53XqKplXNavXHoAlclMlqvjidOJvHA/B4YNNmg0273UQzTNPrhYWW7u5uu7/hXgUqSkqSBAkJ5A5CEA4AXJfLMjk93TSo1ba09ffbAhF8oMD51FQlh8fDnQ6HyWAwNM0YjR3POjutgQz2KkAqFAmCuLgrk3r9Y/3MTGtbV1dAG/uEIIjTpcXF+JGGnnCs+QHDoUwFa0ttJwAAAABJRU5ErkJggg==) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2VT0hTARzHv5vP6dzc3nybLTen6Qwhm2mBZqMOM2oZCwVhVPSHJIKQoA4FXrx1DCkLikI6xOogbiezsDSUgiXO9cdZrXR702Lu5ban28y9Dl0iWhpv81Lf6/t9+Xzg937vAf/zrydrvUCtZrNSLJcnZmdnk+sqYDKZCk4cPHi8fseOUzTDDE5OTsZ+fk5kElxBki2127a119fVGZ4+e9bR19f39de5tAs0m0wFW1SqFkqtbq8wGAy1NTUIBwIzo0NDd383nzaBNoulcKNMZpHl57eri4sNRXo9qqqrIWYYOByO27bhYX/GBO53dJwRicUXoisreoKioFCrUVlVBSSTmHr5Muianral6vIWuNTWVluh1XZ9ysoSkRIJQBAoKS1FNkFgbHQUY05n143+/qlUfSFfgUK53BhbXBQtsCwgEkFJUZDn5uK1y4XPMzP+CZru+VOft8CBpqZySq3GCkEgyrJIxOPwfvyIBMviazDYZRsY+O3u0ybwanr6qpKiJrbrdADHQSKVghMIwIbDg843b66v1uf9IXpgt4ekUulzNUk2CDluQ3h+Hgt+f2zq/fvzV2y21xkXAIAnTufcN+Dx3upqIhQK9Q69eHH5ck/Po7V0BWsZ6uzsFC4zTIM2Hm9QUBQ14HbfvuNwpHyz/yZrOsMylj2mq6+/FWUYIslx2CMQ7CcEgiM37fZXfAVWXcGx5uaCJqPx2gpJahTFxVBt2oSNFLVhM8cZVRrN4MjExDwfgVWvYKtOdzQiFtdm5+QgTyJBgVKJZZkMqvJyQ11Z2Uk+cGCVFVgPHdIaGxvP5pEkVIWFyFcosBT78Tf1+P2gv3xxZ1Rgn9F4rrSycnNWdjbiiQQikQicIyPIz8tDZUlJbPzDh7GMCZy3WrV7amqsAZrGt2QS0UgEMYbBVr0ey+Gw953LdRVFRbwvIaXAvt27zykkEu0cwyAajWIpGMSS3+8d9ni6Rzyeezd7e+f4wlMKnG5t1VEajfXdwgJonw+LPp/XFwh0j9H0vd6HD9MC/qNA486dh4U5OVr3+LjX6XJ1z4ZCaQenFLBaLEXC3Nxd9v7+i+63b+9mCpwyZrNZ1mI2a9cV+j//dL4DYj89G1gSPFcAAAAASUVORK5CYII=) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27598 5.3333333333333s linear infinite forwards;
}
