@keyframes rwdcur27552 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WT0gjdxTHv/N/8sskwSYxI9UmsWHFaERsjaGV1UupiqakaKE99OLel16L4K3gyXNpQexeFpaW0KOVddOqYwShFRqMMWBhjCwxYd3MNIqTSQ/LLqXdTRaS2B78HN+P996H33s/+AE33PBv6Lm5Odd1NWP+GYhGo+5YLPbdxMSEl+O49MHBgX6tAul0Wu/r6+vq6en5ihDy0ejoqNvtdudSqVThWgQAQBTF497e3k9kWfa7XK4xj8fzaTgcdg0MDBwnk8liywWy2ezToaGhN7q6um4DAMdxxOPxvB8Ohz8eHh7meJ7PNGs0LxUAgMHBwczIyMis3+93EEJQKpVQKpXspml+4HQ6Z0KhkK4oyq8tE1AU5en09LQzGAze7ujoQLVaRWdnJ2iaRrFYdHV3d09YrdZf9vf3/2hEgK51GI/Hv+Y47pjneVitVmiahrGxMYyPj8Pn84mCIHzYSPO6AisrK+rW1tYyAEiSBIZhQFEUTNNEoVCAKIqN9q8tAACrq6vfAnjodrsRCoVexLPZ7L6qqt80bPA6LC4uRnRdzxYKhaqqqtWlpaX07Ozse82o/col/DuJRELVdf0RRVGFZDL508bGxpfxePy3ZghQzSgCAPPz8wFZlj87OTl5ksvl1tbW1g6uTSAajQampqbuWSyWCM/zyOVyZ6qqzi8vL/9YL/e1RlCLhYWFQDQavUcIiRiGAQDI5/MkEAj4eZ5/kEqlLmvl130F9QgEAndtNluEZVnY7XbIsoz+/n5cXV1FgsHgnXr5DQuYpvmYoihomgae51GtVuFwOCBJErxe7xczMzNvtVQgn8+vVyqVs2KxiNPTU1xeXsIwDDidTnAc1+nz+T6vld/wDqyvr6t2u/13URTfKZfLrouLCwiCAEEQwLIsGIa5xbLs94eHh+ctEQCA3d3dDCHkgSRJZxaLxVupVJymaYJhGBBC7OVyuagoys8tEwCe/aQ2Nze3KIq6r2mazjDM2wAcLMuCEHKLoqiX3kLTBJ5zdHT0597eXoLjuB8Mw3hC0/SbbW1tfsMwStvb249aLvCcTCZzvrOzk6Bp+r5hGOft7e3v2my2h63+5L6SWCzWPjk5yf8nzW/4X/MXadUr1FXHuKQAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZElEQVRYhe3WXUsjVxgH8L95m0ySmTGTsQkNTDIa1qAgBHqhpghCiiTgRdhSoUixQulFP8R64ZX4BXrRqy0lILgFoRdSbMEa1EmiyBJiNmm1YI1kk7iTTF5mTKZXhaWUxJKNW+j+L885D8+Ph8PhAO/yf4/+7wtra2s6kiQduVyu/lYAPp9vZHV19VuGYTiWZbP5fL7xoIBUKiUvLy/zMzMzG5IkPR4dHbXyPP97Npt99SAAAKBp+reVlZVPaJr2KooSslgsjwVBMLlcrhf5fF4eOEAURSkSibATExNzpVIJDMMwNpvtI4qiosFg0Do2NpY9Ozt7I5B/BAAAQRAv/H7/xwaDgTGZTBAEAQBYQRBCPp8vGggEtL29veOBAURRlKamphwul2vObDYjGAxicnISmUwG8/PzbK1WmxsZGXkmiuLLfgC6bptHR0dfVyqVi1arhcPDQxAEgaWlJTidTnAcZ6tUKtP9NAe6TAAATk9PJa/Xq3EcF1ZVFcViEW63G7Isg2VZnJ+fP9/f3/+pH4Ch14FyuRwjSfJLq9U6QVEU7u7uEI/HkU6nz9Lp9Df9NAd6TAAAEomE7Pf7b10uV7hYLBrz+TwSicSvyWTy8+3t7ef9Aobue3B9ff3Dm5ubWQDOQqHwdGtr67Tf5v8K0CuRSIRfXFxcubq6qh0fH/+wu7ubeTDAwsKCb3Z29qndbp/WNA3tdvtloVD4YmNj4/tetT3vQK9sbm7ygUDgO6fTOW02mzE+Pg6WZS16vf79arUau7i4uOtW3/UduE8oivpKVdXpSqUCTdNwe3sLgiAwPDw85/F4Pu1V3zdAluVrkiTRbrdhNBrRbDbRaDQwNDQEr9f7JBQK8QMFlEqlhMFggF6vh6qqUFUV1WoVFosFPM/zgiB81q2+7ztQr9f/CAQCjU6nwxeLRYeqqiBJEjabDTRNQ1GURwaD4Vkul7sdCOD6+rqzs7Pzi6ZpsU6nU6rX6x6dTucgCAI0TYOiKLpcLiuiKP44EMBfyeVy9VQqdWC322PNZrOkKIqn3W47OI6DyWTySJK0dXl5KQ0M8Drk5OTkgCTJmCzLpVar5XG73QKAWjwe/3nggNchyWTywGg0xprN5iuWZT9gGGYvk8m80S/dvRONRt8Lh8Omt9L8Xf7T+RNG+F4Hq2y+agAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WT0gjdxTHv/N/8sskwSYxI9UmsWHFaERsjaGV1UupiqakaKE99OLel16L4K3gyXNpQexeFpaW0KOVddOqYwShFRqMMWBhjCwxYd3MNIqTSQ/LLqXdTRaS2B78HN+P996H33s/+AE33PBv6Lm5Odd1NWP+GYhGo+5YLPbdxMSEl+O49MHBgX6tAul0Wu/r6+vq6en5ihDy0ejoqNvtdudSqVThWgQAQBTF497e3k9kWfa7XK4xj8fzaTgcdg0MDBwnk8liywWy2ezToaGhN7q6um4DAMdxxOPxvB8Ohz8eHh7meJ7PNGs0LxUAgMHBwczIyMis3+93EEJQKpVQKpXspml+4HQ6Z0KhkK4oyq8tE1AU5en09LQzGAze7ujoQLVaRWdnJ2iaRrFYdHV3d09YrdZf9vf3/2hEgK51GI/Hv+Y47pjneVitVmiahrGxMYyPj8Pn84mCIHzYSPO6AisrK+rW1tYyAEiSBIZhQFEUTNNEoVCAKIqN9q8tAACrq6vfAnjodrsRCoVexLPZ7L6qqt80bPA6LC4uRnRdzxYKhaqqqtWlpaX07Ozse82o/col/DuJRELVdf0RRVGFZDL508bGxpfxePy3ZghQzSgCAPPz8wFZlj87OTl5ksvl1tbW1g6uTSAajQampqbuWSyWCM/zyOVyZ6qqzi8vL/9YL/e1RlCLhYWFQDQavUcIiRiGAQDI5/MkEAj4eZ5/kEqlLmvl130F9QgEAndtNluEZVnY7XbIsoz+/n5cXV1FgsHgnXr5DQuYpvmYoihomgae51GtVuFwOCBJErxe7xczMzNvtVQgn8+vVyqVs2KxiNPTU1xeXsIwDDidTnAc1+nz+T6vld/wDqyvr6t2u/13URTfKZfLrouLCwiCAEEQwLIsGIa5xbLs94eHh+ctEQCA3d3dDCHkgSRJZxaLxVupVJymaYJhGBBC7OVyuagoys8tEwCe/aQ2Nze3KIq6r2mazjDM2wAcLMuCEHKLoqiX3kLTBJ5zdHT0597eXoLjuB8Mw3hC0/SbbW1tfsMwStvb249aLvCcTCZzvrOzk6Bp+r5hGOft7e3v2my2h63+5L6SWCzWPjk5yf8nzW/4X/MXadUr1FXHuKQAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2TT0gjVxzHvzOTZN7z6TRp/qGThkRCCCtRkR4CS5eS5pIepLaltAptwYPnXopHL3sQWq+9CIXdiyA5eOnNdltQKEm8JI4lMXF3jas4bmaTODHZOLGnvZQ12ZKNW+h+ju/Nl9/nfec94C3/d4R/LiwtLfFOp9OuKEr9jQgMDw87Y7HYvWg06rfZbI+z2eyzGxXIZrN6OBx+LxqN3g2FQl86HA6Xz+d7vLu7+/RGBACAUvrQ4/F8MT09PRIMBm8bhvHV5OSkw+VyPdzb2yv3XaBQKFR9Pt+7jLE74+PjoJQO6Lp+e3R0dDocDldsNlsul8u1+iYAAG63Ox8IBD5XVfUdQgg0TUOlUrEKgvCJLMsfhEKhJ8lkstCrAH/dxsbGRonn+XuUUrTbbTDG4PV6IYoiqtXqHULIz/F4/FavAtc2AAAejycfiUQ+1TTNenV1hVarhZGREciyDFEUh0RR1La2tn7rReDaBgBgZWWldHBw8BNjDJIkgTEGs9kMq9UKu90Os9ncMf8qdGwAABhjj5xO58eCIDhEUUStVsP5+TmOj4/3d3Z2vlcUpafn2fUEq6urJcMwfvT7/c8lSYKmacjn87nNzc1v1tfXc70MBwDuVT9cXl7+kBDyUalUahaLxbVEIrHf6/B/JdCN2dlZr8Ph+FbTtPN6vf5LIpH468YEFhcXA7FY7P7h4WGkWq2CMfaM47i78/PzP3TLdr2E3VhYWAjMzc3d93q9EZPJBJ7nwXEcaTQatyilCUVRKp3yPT+jiYmJ7wghkaOjI1BKMTU1hUgkglqt5hkcHPy6W75nAVVV85VKBeVyGYZhgBACi8UCv98PSulCLBbzdsr3/AvGxsaeB4PBz05OTgYymQx4ngchBJIk4fT0VNJ1vZzJZP7om0AymTx2u91/qqrqBBBUVRWCIIBSCo7jcHZ2FpQkKVEsFl96F3oWAIDt7e1Hsiwn2u32E1EUg4Zh2FutFgzDgK7rUrPZvLaF1yIAAIqiGOl0OsUYW2s0Gg2e58c4jhsYGhpCs9kMMsZe2sJrE3jB/v5+PZ1OP7BYLBsXFxdnjDHZ5XL5Ly8va6lU6kHfBV6Qz+efplKp300m0xqAis1me58Q8muhUND7NbMjMzMzrng8bnkjw9/yn+Zv8ddDempF2tUAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe3Wz0sjZxgH8KevMxnHd0icTRwT446JTKKtpEpTcKHUegnFH4imPyQHi4f21FsPPXupt/4HQqHQkot6Noe21FVJ1FG2ZYzRDJbCYhIzumkyGd/JaE8LS2ldS5zdQvd7fHkfng/f9zAD8Cr/97T89WBhYQF1dHS4FUXRXwpAkqSORCLxrdfrDWKMT1RVffJCAbIs1+bm5u5Ho9GvEEIfhEIhPhgMPlYUpfxCAAAAnZ2dJ+Pj4x+zLHvf5XK9xzBMQpIkT1dX10kul9NsB2xtbVUSicS9SCQyomkaCILQhjF+h+O4+MTEBC1J0tHOzk7NNgAAAEVRR5OTkx9ijF3VahUoigKe5539/f0xv98/Mzw8fL22tpaxDbC9vV0ZGhpyh0KhEUIIXF1dAcdxUCgUoLe3957D4RjBGK/KsnxmCwAA4PLy8sjr9cYNw2g3DAM4joNYLAZ+vx82NzcdpVJpN5PJ7NsGODw8rPT19TFOpzOGEIJGowGEEMjn88AwDJim+WsqlfrRNgAAAM/zvwmCMM6yrKe1tRUMw4BisQi7u7uPMpnMl9ls9sJWwMHBQWV0dNTkef5dQkhrPp+HYrGY29/f/2xlZeWXZpYDALx224vz8/MBhmFGOI57XVXVb1ZXV3PNLr/TTE9PB1Kp1NeLi4tfzM7Ovnnbuec+wW0yNTUlSZL0ncfj+Qgh9L4oinODg4O/r6+vP7IdsLS0JMbj8e/dbveDRqMBkUgERFF0EEICtVotqarq5U3zqFkARVGfFwqFB6VSCQghUKlUAGMM3d3db4mi+Onz5ptuYGBg4A1N08YQQtDW1gYURQFCCKrVKmiaNsAwzPJNn/SmG7i4uHjocrkaCCGwLAvOzs7g9PQUAADC4XC3IAif3DTfdAOBQKAcjUYNmqZFXdfdlmXB0zZYlgXTNMMtLS3/2ELTAEVRrOXl5Yc0TSfPz8/L9Xq9ByHkZlkWMMaAMXZqmqbJsvyzLYBnILosyxtOpzNZr9fLlmX1IITc7e3tQNN02DTNv23hzgBPc3x8rO/t7W0wDJMkhJQRQj0+ny+o6/of6XT6J9sBz0LS6fTG9fV1EgCe+Hy+tzHGP2Sz2Tv5k/rXmZmZEcbGxhwvZfmr/KfzJ53STmjxdjf1AAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbklEQVRYhe3Sz0sjZxzH8c/k9w9jkslmTMwkdrFEKUYS9CBZKBqQkKIUCwvuxWspSwUvvXjxUuih/Qv2WKgetIqH4kXNLgomJeSHMnRnNIbEVaY6MdFJwmyTsScv3ZIsZLNb6L6PwzzP98XzPMDH/u8p//lhaWlJYbfbbQzDVD8IwG632+bm5p4FAoFhpVJ5dnx8LLxXAMMw1XA4bItEIj8MDQ09sdlsD6xWa57juI5A3gAAgNVqPR0ZGZny+/19wWDwkSRJT/r7+x9QFJVjWbbYcUAqlapOTk7KNE1PWSwWeL1ew+3t7SOTyfTV6OjoXy6XK8MwTL1jAACgKCo3Pj4+pdfr7TqdDhcXF1Aqld0kSX7hcrk+D4fDxa2trZcdA8Tj8arP55OHh4enAODo6Ah3d3dQKpUgSbKvt7f3S7fb/WJvby/fEQAAlMvlvNFofNzd3W0hCAKCIMBiscBkMoFlWTXP8y9jsdh+xwCnp6cVj8dzd3NzE6nX6yAIAlarFQRB4Pr6GrIs/x6NRnfaASha/cCy7Eq5XM4BwMDAAHieR61WQ7FYzCSTyWftDH8rwObm5p+iKP5EUdRrh8MBjuMQjUbZWCz2zcbGRq5dQNMruG93dzeu0Wh2stlsXhTF/UKh8N3q6mq63eEAQLyLTQBgdnb2k1Ao9K0gCK8ymcxvy8vLf7w3wMLCwqehUOhnp9M5tr29DQAlvV7//fz8/I+t1r7VFTRrcXHRMzEx8Yssy2OFQgF+vx/BYFBnMBg+E0VxjWGYcrP1LR9hq2iafnp+fj4myzKcTifcbjd6enoQCARomqbnWq1vG5BIJF6VSiVIkgSVSgWFQoHLy0twHAe1Wv319PS0p6MAs9m853a7X0uSBJ7nkUqlcHZ2BpVKhcHBQdpoNDY9hbbfgM/nu3S5XLmurq4BQRDsjUYDoiiiXq9Dp9OhVCp5SZJcY1n2X99C24BEIiGvr6+nNRrNKs/zV7VarU+r1doAgCAIyLLcfXV1VTw8PHzREcB9mUymkkwm9wGsVCqVikKh6DcYDGaz2YxGo+FVq9Vr2Wz2jVN4Z4D78vl8NZ1OP9dqtb9KklQymUwuh8PxUJKk23g8Hu044D6O48oHBwfPG43GCoAySZKjarV65+TkpNKpmU2bmZmhIpGI5oMM/9h/ur8BO6ZgdCUknJgAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhe2TT0gjVxzHvzOTZN7z6TRp/qGThkRCCCtRkR4CS5eS5pIepLaltAptwYPnXopHL3sQWq+9CIXdiyA5eOnNdltQKEm8JI4lMXF3jas4bmaTODHZOLGnvZQ12ZKNW+h+ju/Nl9/nfec94C3/d4R/LiwtLfFOp9OuKEr9jQgMDw87Y7HYvWg06rfZbI+z2eyzGxXIZrN6OBx+LxqN3g2FQl86HA6Xz+d7vLu7+/RGBACAUvrQ4/F8MT09PRIMBm8bhvHV5OSkw+VyPdzb2yv3XaBQKFR9Pt+7jLE74+PjoJQO6Lp+e3R0dDocDldsNlsul8u1+iYAAG63Ox8IBD5XVfUdQgg0TUOlUrEKgvCJLMsfhEKhJ8lkstCrAH/dxsbGRonn+XuUUrTbbTDG4PV6IYoiqtXqHULIz/F4/FavAtc2AAAejycfiUQ+1TTNenV1hVarhZGREciyDFEUh0RR1La2tn7rReDaBgBgZWWldHBw8BNjDJIkgTEGs9kMq9UKu90Os9ncMf8qdGwAABhjj5xO58eCIDhEUUStVsP5+TmOj4/3d3Z2vlcUpafn2fUEq6urJcMwfvT7/c8lSYKmacjn87nNzc1v1tfXc70MBwDuVT9cXl7+kBDyUalUahaLxbVEIrHf6/B/JdCN2dlZr8Ph+FbTtPN6vf5LIpH468YEFhcXA7FY7P7h4WGkWq2CMfaM47i78/PzP3TLdr2E3VhYWAjMzc3d93q9EZPJBJ7nwXEcaTQatyilCUVRKp3yPT+jiYmJ7wghkaOjI1BKMTU1hUgkglqt5hkcHPy6W75nAVVV85VKBeVyGYZhgBACi8UCv98PSulCLBbzdsr3/AvGxsaeB4PBz05OTgYymQx4ngchBJIk4fT0VNJ1vZzJZP7om0AymTx2u91/qqrqBBBUVRWCIIBSCo7jcHZ2FpQkKVEsFl96F3oWAIDt7e1Hsiwn2u32E1EUg4Zh2FutFgzDgK7rUrPZvLaF1yIAAIqiGOl0OsUYW2s0Gg2e58c4jhsYGhpCs9kMMsZe2sJrE3jB/v5+PZ1OP7BYLBsXFxdnjDHZ5XL5Ly8va6lU6kHfBV6Qz+efplKp300m0xqAis1me58Q8muhUND7NbMjMzMzrng8bnkjw9/yn+Zv8ddDempF2tUAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXUlEQVRYhe3UzUsjdxgH8Gcyb2YzJhkzCZmhjkZKdCAElT0EV0gPSmOhgqnK9lIQ3PYg/R+89+qtlJ5ctLBHCz2k7ZSGUchh3MoQQ0yT1TB0MGsmZvI2yaSnhaUFY0lnt9D9Hn/8Hp4Pv5cH4F3+70H/urC7u+vw+/0+RVEabwUQCoV8yWTya5Zlp51OZ6lYLFbfKECW5cbm5qYvHo9/RdP04+np6UAwGHyRzWYrbwQAAMCybGl1dfUThmHGw+HwI9M0P+V5nmEYplgoFF7aDjg5OTHW19dHotHoMkmSwHHcA9M0H3k8nmQsFjM5jssqitK2DQAA4Ha7S4lEIulyubw0TYOqqkDTtHtsbOyjcDi8HI1G/xBF8dw2gCRJtdnZWXJmZmYZRVFQVRV6vR5gGAYMw3AOh+PjqampH46Pj1VbAAAANzc3JYqikoZheNvtNhiGAcFgEGiahnw+TzQaDTmdTmdsA1xcXNQmJydJBEGWAQBIkgQcx0HXdbi6uoKRkRE5lUr9NAzAMWhDqVR6quv6C13XgaIoqNVq0Gq1oFqtPhdF8ZthmgMMOAEAgLOzs9rc3FyXpukPUBTFi8UiqKqak2X5ydHR0W/DApD7btza2ponSfIhRVGhy8vLbw8PD3PDNv9HgEFJJBKT29vbX6IoWk6lUt/v7e1l71M38Aruk42NjfcXFxf3R0dHNzqdzoder/fx/Py8Koric9sBOzs7/MLCwlOe52OdTgcEQYBIJPLA5XJFarXad+fn58Zd9QN/waD4/f4nzWYzdnt7CyiKQr/fB6fTCYIghAVB+HxQ/dCA6+vr33Vdh2azCQiCgGEYoGkaaJoGCIJ8sbS0xNsKwDBM5jjOwjAM2u02lMtlKJfL0Gq1IBKJvMey7Gd31Q/9BsbHxyvxeLxJkiRfr9d9/X4fTNMEy7LA6XRCvV4PezyeZ7lcTrcFoChKb39//9der3dQrVYrhmFMEAThwzDs1eh2a5r28vT09BdbAK9BGplMJk1R1EGn06lYljVBEITP6/UCjuNhy7KeFQqFv53CvwZ4lXw+38hkMmmCIA663W4Fx/GJYDAY6na7t5Ik/Ww74HWIJElpy7IOEATRA4HAQ5fL9WM2m71zLtiWtbW1wMrKCvFWmr/Lfzp/At+QWz3raGsdAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhe2WzUsbQRTAn9ls4kbjbiZRUXBXjXbBL1ZZIVYihaYUW4hESw89FMRDwUv/hJ5y6c1zT6UVcmhvPYiWUNTVonuJBNFoUlsjwY9NMF+tyWanp0ppi7EksT34O76ZN+/HYx4zANdc8zu6yclJ21UVI34NuN3u+vHx8dd9fX02g8EQCofDX69UYHt7O+NwOFie55+bTKYJURRr7Hb7l0AgcHolAgAACKFPgiA8rKuray0UCi6E0ERra2t1b29v2UX+KBAMBpNOpxOxLDtCURTk83naZDK5GIaZGBwcNLS3t+9sbGxkKiYAAMDz/E53d/cDp9NJNzQ0AEIIVFWl9Xr9naamJo8gCAVJktYrJrC6upocHh62iqI4YrPZgOM46O/vh1QqBVarFeVyudsWi2UpGAx+rogAAIDZbN7p6uq6V19ffz6WdrsdOjs7IRwO64+Pj2OyLPtLEdBdtDg7Oxv1+/1eAABZln+VA5IkS6ldXAAAYHFx8U0sFnsviuJ57OTkBCKRyMbR0dGLkg0ug9frvYUxTqXTaXx4eIi9Xu/22NjYzXKcXXXZjdPT07d6enru7+/vf5Nl+eXCwsLulQoUY2pqqkMQhCfRaDQWCATezc3NhS6Td+EUXBa3290xMDDwiqbphwBwl6bpiaGhoc2VlZWiXSpZYGZmpsPj8bxSVdVBkiQQBAGJRMLM8zybTCZ9e3t76kX5RaegGAzDPE2n0w6CIKC6uhoaGxuBZVlQFGVEFMVHxfJLFshkMocURQHGGAwGA5AkCRzHAU3TUFNT88zlcrEVFTg4OHgfj8fT8XgcMMZwdnYGhUIBWlpaoLm5mW1ra3t8UX7Jd2BpaSnqcDi+5nK5dkVRrJqmnXcCIQR6vf5GPp9/G4lE/viMl2UK5ufnP1osFp/RaFSMRiNHkqRVVVWgKApqa2vrkslkfG1tbbFiAgAAm5ubWUmSJJ1O56uqqlI0TeMwxlaKosBsNt/AGL8NhUK/daFsAj/Y3d3NSpIkEQThy2aziqZpHMMwbRjj1PLy8oeKC/wssr6+LhEE4UskEqcMw4gIIf/W1lZZflJ/jcfjaRgdHTX8k+LX/Nd8B6wxOYXsvDJVAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe3UQUgjVxwG8E+bzqTJJJOZcSqGmNk1JpDkkCI9KLQRjCAKWqxND4V60aU3oYeeK/QqCD30XvcS6KGHYFEiRcF0m4MSsjKEZkSRZVolge1g8jKZGaaHsrC0abIlZrfQ/Y4z78/34/HeA17n/543/vphc3Nz0O12s5VKpflKACMjI+Ls7Ow3HMcxoiheXVxckJcKODs7q6fT6cjMzMzXpmmuhEIhWxAEpV+QvwEAgOO4i/X19Y/dbve9ZrO5MDQ0tCJJki2K4p1D2gKKxaKWSqX4qamppKZpcDgcvNPpXBBFcSUWi9ljY2OKLMt3AmkLAACGYSrBYPCjcDjM+v1+xONxqKrK8zy/EIlEVhKJxFupVOrR4eGhfReQttna2vqqVCrZlmXZz7K7u2tXq1U7m82StbW1d3rt+McdAACe5yuJROJDmqZ9DMMAAMLhMFwuFwghjnq9fr6/v/9TL4DBTj8zmcwTRVG2GYZBNpvFzc0NAMC2bTgcDlSrVa6XcqDLDgCAx+N5HIvF3p+YmJA47s++y8tL5HK5UqFQ+KJcLj/tK6BUKhler/cmHo9/oKoqRQjBzs7OL0dHRw+y2ezjXsoBYOBFF66urr7n9/tnCCFvyrL8bS6XU3ot/1eAbpmbmxtfWlr6TFXVXwuFwg8HBwfllwZIp9Pj0Wj0YSAQmNR1HaZp/nZ1dfXp9vb2QbfZrmegWzY2Nsanp6cfsiw7SVEUBEFAs9lkaJq+5/P5MrIsm53mO17DF0koFPr8+vp60jAMDAwMwDAMWJYFQkjS4/F80m2+Z4BhGBWXy4XBwUHQNA2KoiBJEpxOJ1iW/XJxcTHYV0CtVvtZEASz1WpB0zToug7DMBCNRhEIBILBYHC103zPZ+D4+PhJMpms67p+X1VVwbIs0DQNt9sNQRDQarUiDofje0VR2j5YPQMAYG9v7xHLshkANUKIpOu6AAAcx8Hn83k1TWsVCoW2N+JOAAAgy3Lj5OQkz3FcxrbtGiFEur29FYaHh+FyuSRd1787Pz/X+gZ4FkVRGqenp3mv15tpNBo1y7Kk0dHR+6Zp3ubz+cO+A56HFIvFPEVRmXq9/jvP8++yLPtjuVyu96uzY5aXl9+en5+nXkn56/yn8wcD+mGJoLktOAAAAABJRU5ErkJggg==) 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,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) 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:rwdcur27552 5.3333333333333s linear infinite forwards;
}
