@keyframes rwdcur35758 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEo0lEQVRoge2VX4hUVRzHv/fcc++5d2Z2ZscZd8bZ2UnHVm3VipXCav+EZIaZIpHBVvgQSJCFUAQ+G/UQ0UuBtA8VbL0lhiSEhIEaYRlW62q56rqzjus4f9zZmbl/5px7e7iru4XGCkv1cD/whcs5h9855/f9/e4BfHx8fHx8fHx8fHx8fP4b5H9zs80DPaFs5z3kwtlxvlAxpYUI8tRzvQFZ5yEtZsdjWTNZK2jDX+w7VZi7Zvfg2q7UA9dOCG5Q22BFYasTriONA2LcNuj5RrllojIWvFi9rBUOf368Ot+96Z0ment7A5zzEOc8bNt23DCMuGmacUexMkQmCUUlKaK4bYTZqUtXT7VZhqUpTJDtG4BIx5KDALbPjZdae2NvvD3QKpw6jOmpEJHFUtd14LqAKwDBgY5ugFvM7N4ZKwiu5l2H5F1XjHJbvtwohkereT1fuRAYPzw0e8FbDmwe6FG1zOTWsdPG87lT9v31ej1tWZYmhCD/lIGWBKC3AHoECEWBdVsIMmtkXhzt7N//ysj3ALBnqOvh7PorJ1Rd0KvnOfY97iLZZSEYBWLtQGsSCLYCehgIRDxpLYCqATL1JBHAdQFuM7PZiIwXRuPPDu4eGaZPv9ijLd+U39Gondt7PVdclV0PrOwHZAVQdUBhM9IAygCqzkjx1hB5jggDJAqHC6d8Qb2VJULIpMtZHihlfj0iwQFHfsSbOz+PMkmuBKIpILEMSCy3tNWPF1Z0PNg8suujro2047GpvuSqi58JDqTXAKIJOBzgHOAW4DpA0wKMaYCXvPmmBXAbEDbAm9462wTMuoV1WywszkBl4UYWwDAAhBP2E2pwOl0tChz9dB4n/huTv3s6exRQAsC5E8DWNyvJts7ABzTSXnqjMAYc2Q+cOQrAufsNbhJOAD0DAIjssFAzdHPcEW6ZUIM0poDegRkHGcB0rzSoCig6IEmes4o2WzayAsgyQOiMyzNdK8vAxM/R92glF30tscr8dttb5fSybqCUA6auATeu4ZbN8+XRHUA4DliNSL4yrv9wc7ycY2ORdt2MtBnahpcBR3gS3HNUcM9JYc+627S8Mdvwmrxped8AEGtfPBxqDb1/5cfW7+jHr575Y9eHazdlusmhvhdqaUk2VdfxglgNwG4AZt0rIXMaMKqAUQPqZaBaAip5oJgD6hVg9QYva3BrSUlGHMBFANDDbkDVLHX0J+DkAWDquhenVgFKY95l7oSiKJwx1ggGgxOLsvT0ff3aobGRJQe+HjpuA5dm/0Ibn+kjLRkejnWamWhHIx1OVjOUOcslSU4T2bmXqmZaVoxFkmyqgNcbjpjpAdvrG0XzyqCcSw29szn/0tyDvHsy9ZVE81s/2eNlk5KWG1RRq80qy8uMFG1DTNQn3UuKSgu6rpc1TSszxiYZY2VCSO3YsWP27S4474fsyW39JLy0GY4utdvaVtSykWQ9rQTsDkmiK4jsZCmzk1QRcduU+S+HUo8Mvv7bXwpw59sPLYpl6935M3reuK6WzRItf/Pl7Q91NyzISwwAm7b3ES3maJIEcnDweG2h4vr4+Pj4+Pj4+Pj4+Pj8X/kTuEnxe+d9nSEAAAAASUVORK5CYII=) 23 23, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4ElEQVRoge3Tz4scRRQH8G+9qq6e7e3pJLPZhYmYHxISCIGAh6Coux5EREVM8CCBQC655xDQS/4Cjzl4NpdALgkxIIgHd0PUgBc96W5ClI2s604mu5NOT3f9eh561njenAL1gcejiqpXVQ8KiKIoiqIoiqIoiqLohSSet8D8/LxiZh1C0N77XGpRd+eSkSAO31y77QDg/TNvagh01n8f91zJRVqoUkpZSSkrIqqFEGZxcXHnD3jj5Dx5Mr3xeHy4aZqeMSZzzmXGmL3MnAPoSil7RFQwc87Mufe+F0LIjDGFtbZjrdXdvlWfXNJu7qCut/7qn718buUGAHx+8/Cn+ezqV80Y9Gi1UU8GgG1kCE455qS2TVIRJaWtqRSCSluLEsDI1Fx6GzZdw8FUeMIMV20iaFH8lrre9z/dubupLlw9dJGS5VOD1eFJUxkFAMyAMwADQJjkCWY8m+B2zACIgAMngF1zRtnxzHfLX/dvASsAgLVfe98e+2A4KGb9vtkDFkAAB09grxmN5oBiuy4zwGESaHMIQPBtt70HgltH83TP3689fuWWEkIczXab/Uf3G6USQAiAZBvAJIt2s6A2INrDBLXrtw8XIkP9VGLjj+bV/OUmB7AJAOu/pKMj76Q/q5m1j7bWgeUfgaaa7Js0ZTvwvyyTtjH/rQvtfTrdxM28pB+S5PsCAN5+7/V8ZDbepenyIAfe1emy0hmQpJSlGeUQIu9Mi8J7LtLMFxx8nky5DLCZ0rZD0io9Jam7lzB3iJypfHj8sH/+i9N/XgGAz24c+XjfsdWra/egrlwcq42VxCmlTJqmpVKqllKOpJQlEQ2ZuWTmOoQwYOZSCLGllBqmaVpqrUdKqWo6m74nkQzu3L3tdvyJFxYWKISgmLnjvc+stUUzcsXUbvVP/3hnSGkI17/8oQKAD8++pSCgHz0wPbbCSSmNEKImonppaSns9A5RFEVRFEVRFEVRFL3A/gUuY22jcPl3ZAAAAABJRU5ErkJggg==) 23 23, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRoge3TvYtcVRjH8e95uS975+7sZB0nyRI0mk1IIYqYSDZgIkGCYiHBStJYSsg/YGFnIVgoaGFjaToRC1OI1RowEt8CKlHRxM2LcbOZ3R3v3Lkv58VijBERUlhocT5w+HHPuXDOuc9zIQiCIAiCIAiCIAiCf2XpocP/yb7irw/7H1wauLhakJnNZgZNL55ts/zuaj6ZtXlni8/jlNkkU70oFZlSIhPK9aXymdI2F8rkSRavgWiKm9Hpnz8ZvHHq5c/WAJ57cSnfulvsu35xsnD5fN1dvz5m9IMcNevCpDouop6q4q6q4kwXOhFNFEWFEMJIKSspZSWEcMvLy80/XUAfO7GU73ri6gszs+YZz5eP6riKpQYVgVSg1DSRIAUICeJvCSAlCMmCNRFpt92Hl98BpwB2PLJ+dLAzezft10SdMcZOcL4GGoQy2NbivMM7aCfgPXinnHfSWRtVbSXd4fv7Q2/jn7zzX6ey/3Zk5y6cPnWm0XueWnm/O7h6xBrYXIVmMh0ApoG2AtuCs9BU4B1MCvAWytF0rSog6cCTJ2DbYottwdYzV259pSufd8+m818ZS6PPnYYLy3dujZm7rOwNrOz02jzpQJIV3SRjZ5RyRHVvnFw8MLt68ujiS9qZ9L31a/N7v1kebqsLZFNBPZ4erhxBuQnjIRQ37rypbeD4K6DjyFw9n1+6Nd+9Z7SookbHGTz+vETrHk07JEohSafVTjrTKqb5NKMZiFOIUtAJRMn0vbQDc1uNVHp922Rj5jn96rEf33z6+GNvqbm1A85sPJum4oEkq/ds2V73pG5jFYGUdSw1UqrpgaJkmioCvMY5A4AzcPMybN1l9X0H1w4CKwD9e1noze3HUTLX/5WdDw+R4nZbIm7nn3+lB+enFXcGrAVTg2mUE35wttyIPrp0ZvtrGuCDdz42wJk/BocOHZKN99p7HwNYa3PnnHbOpW1tc1M5PRk2PVM7bao2F/MmnVu0cadvenacXRnuza8Vq9H3cBGAlXOzH6rk2uvbd+w+0viJnhSyayylqWVpWll4J0fO+tJaN5z85otm4otyXWyWm2pjvBaXo190acfpsFrVpajjtS++/XRlesuVO7dFEARBEARBEARBEAT/T78DKxt0gZqmj+4AAAAASUVORK5CYII=) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRoge3UT2gcVRwH8O978+bvzs5uNtnNZtlqkYhtsAexlhrTtZpeFPRaqAUP4h/Qm1cRD4JeBPUSKPYgVaFHBaFoL0mKqFTpxSBRgrR2s1nXzWYyOzv/3nseJqltPJhDT/o+8IOZ9+a99/vNvDeAoiiKoiiKoiiKovw/kf0++NgjLUYd4VhVbhUmM690IJkojI8mnEpUsYqZw0xRo5pW5SmyteX6Oxfe/KF7+/gnTj0OqgNJIA1KSbK4uHj3Cph/ukUbjw4PmZXecd2O7rcKWk3TSYVSOaEZ0qEsrWh64ml67DKWMc3glGrAraAA0TQQokNkwMh3Vq//WH9q4eWVNQB47fyD95Ua/sc3VuLpa5cyZ9CWYRqwQMY0IIQklFIfQADAF0IEnAsfEltM1waGYfi6rgeO47Q9z1tZXl4Oby+AnX3r4Ubz6OqFYrXzJGUAIQBkXprggMgAKYEsyWPkAzwD0gjI4rwtjYEkIjj6TASnBESBWWa61gSwBgDMlNPlmnvM9phROzgESOwRNgQhKSA5OOcQPJ+Xp/ncabQzdwQkIyAKgSR0gvlDU9eah9nFqDv5xcV3r15n9x5f/9Stdk52fgFWvwP6vwN+L0+03wb89f1+zAw8A04+D7iVrdrYgWF9tycJEQXbK8ZmB/joVSD8c89QCnhVoDAGOGXALAC2BzguYBUBqwDYRcAbD13NCOckxdw9s933XlmYeZENe955gf7sYCMyKlNAsfJ31XEIjAIg3AKGgzyyBNhsA8n2P0v4agE4Mg+UJ4Gtdau3226VoppmUJRqAq3ngEsf7hkoAH8jjzvqYoBmAePNvBC3nBd6+ARg2LHhTQ1eYO+f/fmTM28cu1xodJ7t/Zad5qI/Z9iR4ZSAch3QbUA3AY0Bmg4wI9/3mr5zgHa2nOBAlubXSWgmVpFbu4nw2PKJmOgS0q0dmQcM24YUIzATMB1At/I1dCu/ZyZgWHeuu3veCAGEAPzu5JUbVxunGQB89vb3HQDnAJybnZ0tD4fD6TAMm0mSuGmaupxzTwqMaYyWKaUuIcSVUnpSSpdz7rJy5tnl1LFLoCfOaElzxlxNI/Lrrc2VYi1Ns7BSn4Kc2kTjgVF+8Gn+AgjypEQG8NSM0kRPstgc8FTvZ7HWj3wS8Ez000T005H1U3CzunTzG3vt8pdLYt+/0X/TarWYlIBVgfj68yWxt/+lDx6qz5zafh3a0JFS9LKEbsSB1R+0WbjVtvr+utH3bxj96A8tSH2SXPl2OblbuSmKoiiKoiiKoijKf9FfcoCe49EyAe4AAAAASUVORK5CYII=) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,56.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFjElEQVRoge2WXWwcVxXHf3Pnzszu7K53be/6q3bipo6zTdxQqAmRSEJpSguiEQlSqiIQFVIVVUWo4iFUfEog1DcECFRaHgqNQCUPPNCqTahaWpQKSpVCSNzUdVonOF5/x17v5+x83OFh4uBUVKEVQjzMTxrN0bn3/s85d47uHYiJiYmJiYmJiYmJiYmJ+Pjej/1P42nvZ9En795lpnq8nkKxOpTpXdmeSMnrw1ArJtPmYBgKc+zZzO7fPPza9Po1dx/ekcv0NkeaK9ZcrZRYeOrxlyv/jQLkuw3cvm+PzAx4uc4t1ZG2nlqfYTdvMpNykxD+SCJzpsdI+B2GlUBgAykI0rTlOrDMLMo/s5+H+el6vY0fLR2220vfOHUcWrbl3HF/fk755nQyq01JK3jDNM1pKdomnWV72lm05p759YnGeyrg0E9Giu2Dl+4SQnzQtMN+3fz7VjPZzGmaK5UCpwatOjRWBfVxnfKcZGXWZfmiRq0UQg3ufTTDjR+xaO/sOwjjVwq4/dN7hDTH99eW4Q+PQ3W+lYDWIDC4Ppm+bZBqh0wuVduxP7/kVMxJw9ZmhPDPmbo90Tucmm7N5159+pcvu1cV8OCR4mjftuljlUvl/NIUVBaheglWZqH0Jlw4uT6MQtc1pFSYJiQSGsmkIJXSeOvPLjfuVLQXsrse/NXwrT/+wsRLABv2rm437YWtU6+DnQMrBatz4L1jj2deX7Pq6ei5usCtt8G2PZ0Thx4Z/srPH5h4DkDe/7Obir1bLx6bOVfOHzkMKxev/dnCMCQIAoIgwPf9K+83X2ix974WqXSbSqQ9sTY/2+11ZPLwgU/AyG06oQoIPAg8UAp8D5QPgQ9eK7K9FoQheM5lvxNpuY1Lw5pVeeZrv+s/Uvpr99dle3/jy8slozzxpw535wHPNpKNNuUHIvDBqUcB3Cb4LfDcy21UVviehlv38es6nvJo1lxWp1xm36qyZTQrE9pm4DwAyayTJ4wScWoBaKBLEAZIAVYSNAFooGlcdbRoa3aoq1CZjlKGo3yjFnjBze0bm/1yddb6Rf4GceuOA8qUpqakFaIJEDoIAUJGIpom0DQBmiRUJkKYEFpoWBAaka1Z2BmHeqtEqqvetZZE4OkNTYf58/Cjg5FPGFG/mzZIE5LZKO9UDqQR+YUOiVQ0rssQFYRC0xCEyizuDtJmyvmSrC/aUz3F1dNLM0v3VOYDoQkwEtGOSDMSMZOgCYVhKXTpI3QHw5IIYaAbEqEnEMJAGiaNukWjoZj/h1xeK6BZ0ZcJTb97kyt7izA7DsqD6sK12/VfKAFOomPASRz8LrT35cTiOfMx+cQ3Ty4Bn//qk5uPus7KD8ZeXBo6ffw/EfQBHyEhU6hi2tBWgAMPwdCHIVTbl66E9nUBrkymYXQfPD1+bXUjBd2boDAIhY2Q6YB0HvIDkC3klubO9n7qkUNvjF05Rn/4uXNP7bt397Nbbq58KJtdHXKazhalxAbDYFOI168Z9Z7yQsOuLsH82+A315KD1dnIdh3Ib4RmtWt87Gju1Jr25PMdr1y3vXDSzi2Obt4Z+ToHoecG6OyHbDdkuyDdAck2SGai1jGTgGb4Kkgt+449GSpt0nfDv8yc7jz+6ANnJuA93MSfuW+Xnepp9duFRp+Rqgw1a+5AY1UOe62wTxOtQRU08p0DTfuWu6C6cN23HxotfX/9+u+8sOFQ4fqpx1QAzQpIK+p1oV8+bVqZcuDaM4Enz4ahutAsW3+rzKWnSq+1nW0s6JVjR0/4/y6v9/Ur8U7u/OwekcyrRL7Y6s90OV3LF5JjT3zr1fL6OV/83o6eW+658MdQQeAZ02EYnPZb4vzi2x2nyheTM9OvJKZ+/9sT7rvFiImJiYmJiYmJiYmJifl/45+xSDzc5uHpQgAAAABJRU5ErkJggg==) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFqElEQVRoge3WWWwVVRgH8P/ZZubO3dvby6XU0l4KrVIIVFQ0TY1KVBJA4wIPPIgxwRh3XF+MUVETH3xRfDBxjaIYNVGjQGLcShQ3RNFaSrmWpdd6S+9te5fOesaHEQUXwEiMJvNLvsyczMx3vm/mTHKAQCAQCAQCgUAgEPifIicr0UVXdCvJ2VYzZR7fuP7z/pOV93j4333gkrVnpyKNVjo1e2xBbJrRRgibq4RkJ1f7MkqI1BFwR42eMeuZuz7ff+Rz127o7KhrLd3n2u6Qa7N9xnhscOJgOFfcE8q/82Jv7aQ2sGR5Dw832ol058T8RGOlWYnYCxWNdjDFalH1L7OUO1y6FLbBUB0XKA4zmFWObFcUelzj2XOKawDcf2TO5MzidVo0v/L9Z4H8biDZOIzkdECZoVdW3JHOA2IwFJODoSjdTdzYYG00nJsa1QpvPrVt8lgN/LqErn+6Y35d88Q1jJMFXK2e5nlTCU9a3KgClSJQKQHlUWB0H3DoAEUhR1Daz8AYhxACqlBw2foIzrykDuViJb91fUPrlk3bLABYsqyHLr65/3vHLszZsAYoF/66IKEDDa1AMgOEE6qhKNER11Jyio5cZjbZVZ+Jb3tibd+Oo77Aupc6Fk1rH9m8b9d4augrYHgAyPcDo7k/n4RSgFICxgg4pxCCQagcfe8BZ63QEE2yxvblo91bNuE9AJhxdqVD0QtzDnwJVEvHep+AXQPy3/kBmBpgtgBoAXB+wyygZ3XJuP6ZlgdyW095ZPPLvQ5f89CiVKpt7xtfvzue2njnsZP/HiEElFIwxsAYQ367wGSBITUjjlB0PHL4vmSzkQnFgFO7gfs+BFzHD+kC8ohzxwI8Cdgm4HmAZQDwANsApPSvWVM1zbSGHlxwlXFeQ2fXap4+deLGWlEfsKuhoZX3S902wIXqRLji6o7jKEK1NMpMzbH8YiwDIETCtQkcS0I6gFUjYJRDMBVWWUFISyCstlSAAQBALFNrogwgFBCqXxwh/hHwiwR+GRN/7EkmpasY0hWGdEXN84iUDh+HRyxP0prnwUo0V9PcrNE3hI5F7d3QKKUGoTJCKbUodzXKqWTCo4wzUMbBmArGdFCmg/MoOA1D8CgY08BpCJRyMKqAEECPk/ThL1Ar6QfrZwIH+oBPX/ffpBbxCxYqwIXfg6L5TTIBUOLBsTxKGKhrSc4EtVzLU2yTWFz1lLZFiBDmXcqnxkKFhtYJ+uPekcXVkr++CfOTAYCi+0fGXTBhQqiTIJSCCQWMCTCmgwkBIXQwpkLTVTBGcegns/jbWrMjIECkDuh9/kQXqKSAoflxtJUPAJFUojD4QeMq/uRNOw8uXdWz/LQrQvdUZP7udzaYysju4yYHYPwSZQAAFQBsitvfksieDpQLXfnDd5tlpQgAyenAmZcDn712ok34ps0BGmYC6VYg2wU0dyYKhT3Tl75w7xcjHAA2b/rI2bwJ967bOPftC9eWFg/3Y6F0kKXUbHHcWqo8NqVPHgIGPzlGSzaQmCGRbgXMcrp/4O1I3+Frg1vrtp/SVb9fj481z7vgjw3UtwCZWUB9kx/xNKAngUgS0OMAE8IhCBddO/ytdOWOQ3vjzz1+9fffAsfZSlx8ZQ9VE1JLthpNieZKmySTbVMVr90o06xt2llCKk1GraaXfgQKPwCtC4FltwDVUuOjt8/P33Zkroc/a3wsNi1/Q3kMGNrp/wN6DNAT/jnjgHQ1yzGiQ46tHJSu/MIx6b6xoeQ3+R2xvlqBTW55pdf5fY3/aC+04ppuPTPPaKrPVrKhRLVJjdjtXLDMTwOJBx+5/Luj9kO3vjj3nDnn7u31pEVtMzzumHretflO6TqD1bHwrsKeeG5sdyj36mMfj/+dGk7aZu5EXPdEV6dVY8bwdm3/lld7rX9z7kAgEAgEAoFAIBD4z/kZG2U9DMxv0QgAAAAASUVORK5CYII=) 23 23, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFz0lEQVRoge2WW2wcVxnHf2dmdnZ2vGtvNr6t7aRO4jRb2xg3NSGlNlBAdRvojUaglhbaJxCC0OShAqSAQIiCyENKeChUQoDAKRCpIqCmCFQBbqomuIlx0zrBrmNs19n4sl6vvbfZmXN4WFt1G1k0NC+V5id9D3P0nf93OWfOOeDj4+Pj4+Pj4+Pj4/MeRVwLkT0P3lJZ01poir8v1alp0hz8zea+Z/v6nbU+vfd92Gi8OdOZnzdT6XFz6sTRF5z19K4G42qce/f22A1dueb69vnOUDTfoutGm6Y7nVpgoNlzi2bQBqHB9XsqJp7t4/m1c9s+c+n26q0jf8wuwvJcZWrH3fVTQVs/F7DcC/l05VBqLDI6Oxya+NMvT2bedQG9e3vs+E255nj7fKcdy7cIjDbPczo97+UGr5QLL85C8iJkZuHSKMxNwL9fgEeOQMdtULNt8bPw1gLCG7O9AKeOwV+fzMQgE6vbQUfjDqjedJlINWzoCBYeOlQ7btqBsYoqb0g3zAuFdOXo/PnI+cxkIPXcsX/IdQs48HSio6o+87XcUqm7kH25wcnnwm+sJLeQhLEzcHkU8NbvxuUx0DTQDPe2KwIF3U+UCjD0lzX+F8r2JkULZhJAorKePbFGiG+HaJ3pBraEZ+472HB++y799NjfGx7/3aFTb67U/r5E13dPRmc/fRAF/7/Vbkf9cBB1+EK4+MgPdjWt6n/he12bHx+wivuOvjt9QN2+D/XY8Zr+h79/Uy2A8eivE12x65In/vardHV/H5iVaxqiwFlav+NvZ2YEZi5Cc8eyuWnnQjfwNEB9+9JOI1gyN8Rh31EoFUCtpOR54BbL2aHK416pbGpFV7rgrvnlk6/Pdjfvlv1ffqr1XsPeUOySrvmzD94Tj+66CxAKhDA0odlSgldCAoamE0aAUoJSHoSGpRvKAhAIPE8YuoEdaxCakzPSy3Ohc6sBjYCe0bxtZyJRpYWrXKT0XCXJKaVQSklQKCUySq4UIRRCkVMKR4FWLky5IHNKCVAgPW8uYHm2kUsHzhghsSVoy5xCj4JA0wAhCyjNAiwhAEEOMEHZYgMITUhAApamqZUDWRSk8sKlgrTNcL4JOAdQyutppaXTTl7ZqWlQHiglTKVASZEOWKCUKn+7LCuFa5hoQsNSSuWUUq5SoGmaqRvKkVLmTEvYVmUxYSgvkAna7l0jp+cT2QUwgqAbq/mULWjDShEIAWYINF0DdIQw0LQgQTuEYVhsbAxSVVtBcVHaqytghotbK6KZj81OOBy6950d/5pR3jpridRCIASdvdDzQHQmMx27w3ji86+e/+KRG29tukF75pXnZ3f//tvvSH+l+RJN8xCihBA5wOCbf7apqF52/jPQ9OKq5+Tp2EuNrctufUvKaGoLMPVq6X+ru1eOZRfgni9Bx8ejMwsT8Tt+/PDwGQPgp189m7z/G7t7d/YGv1NRKXcWsoUWz12qXUiWjNlxeH0AnOV1AklZ3nIoalskNVt0itng6M+//lJy1Sf5r0DSLYSmQ2Fzc6K7yPSwhpRXHOkAGCGovg623gixRqiqgao4mJblBENVo1aFMbAwGfnREw8Nn4N1nhKf/FyPEWspVdckllvCtYsJp1DakU3rrV6p1CK9pc25xby1NA+XRmDiFZgeLs+78zGNOw8Y5NLVhx9NTO9fq/mT4Q8cCUanvnL2hMcvDqTY1CFp2C6JxqF6E4Q3gl0FoYjlKK9qVDeMQYU3lZ2z//nGYGwoPR6c+cNTJ9Nvz/Wq30J7930oWtde2BxvS7VakcINpYJ+fTHntUuZbYrWL0UjGzUuDW+7+1sfHTm+dt7B47d0b715sd9xkhTzeYRQjluMjHqu8Zr05PjybOjU5NnYUPpicOaZJ69MdD2uyWMOYM/9PWbd+52GSJ0TG3kuMnjit2+99j/1wK3GR/YvPFjIFZYnz4ZfS42byWOHX0xdq/g+Pj4+Pj4+Pj4+Pj7vOf4LWVKV6nm6c9cAAAAASUVORK5CYII=) 23 23, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76%,76.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiUlEQVRoge2WbWhTVxjH/+fcc29ubhLbGNOmmmnUGtrqtHadyrTg5rS+zAmCDnVMncLGhih+GWNjL4ifHFO2DxuMIeIbDPeCr0w7x9Axh1pjrbabpfU1TVtNX5LcJDf33rMPsWmaTUTcF+H+4HDPeXKf5/z/555zcwELCwsLCwsLCwsLC4unFPJ/FFm4sk7x1agB76S+Kibr8uX9Y787fuCMNuyeFXVs+rpbq02dal0t7uauy472EwfPqE8692MZWPhanVJWowZ8U+5X20ckyw2dTTZ0rdowEqPTqup0ugHnSCDcXDlv15qW0/m57/0YfGXUxL+PqP1Aoh8QJSUuMGdYEMRmUP1Ssk9p67rqbo48pjH2X8HFq+qU0bVqoKTyfjUVk+WZFJucjGnVhnFxdFpVndfPA/09wO2rwL2bwL2ObN6SrcDcdYDb378CwDADiideDwJcaQAOfQoAqtNXoQb9lQh6x2G5uwxweTswaZkSn7yyJCzZxGYm6Zc0VWnrbnU3R0KO9uMH/m0sZ2DLvoqprtLY+51tWk0senF0b7/qbP8JuNMCdF4HYpFHr8adVoBzQBB5deFvkoyXuQm0nB2KRVqzbTiqE1CDpUEESwJYXjoRcPs64HlOiW+s87WXjKfnYp3FO79cf20oc8u+itpPfivueXEjOPBk7YOT4DuabOk3tj3vH6y/dnvt2M+uONMfNjx5/fnvgH902t25aXfVFABgm/dVzHCPixwLnewbJdqABe8CIA8Ox4MTkjsog2MCyM6ChSMApQI4DDAxLZVWDkwBcAcAxs/QZjEpLmlJ4KWNFIZhAjyrKEf+mA+/5seTMeDyqV7f9EU4tWl3ZT0jADPSysfT58syCIYdawKA0KzgfFM5c4SACQoIEUGIAEIYCGfIJFRKKbsxWOfmBbmB08CakT7Nt+AtDj6odlA0z249nhfL9Quupkk106BqJsEh2vURTFR0RihMzqma00+GhOfEF/TBCQgFQDIAMUGIBCoIIBAgcW8q0cmjgwa8E8xixSWXgEAmVAeIAYCDcw5uDokjD4SS4WZMIyP0DY4BgFJTMkxBNzKCxtIDtu6isuj+xuNR/0DPA3HIE5rXHzRnmkAqJoAQChAbKJEhMgXOIoa5qz0IBEthpMNrABwAgLJnymq8ExM7b1+PoOnXLqTVJMA1cG6Cwxx6GgVPJLeFOJCMD41dXmB6fXE3uedYwr5Yd7V1854p86rr8csfh6L+E7vwSCiloJSAMQGyzGC3i1AUEU6bjIUb7ACXtCs/p3Kv0ZYzsbPeSZIm2oh0fDuFZnBkMtmFMM1Hz5fPvLez4ntvli3a9XpLY27Hbz1YUe0qHdjcc0t/IRWP+1NxVYmGgfBf2Vdp9NZwA4IgQJIkyLIMu90Oh8OBCTUebPg6ADNtv7ay5NvJ+RN/0/HSeZN11u5cEcWtphg0TYNpmjAf4sBWBJTXAt5x2Sa7ZE1xFbX5JrIL/Z2uHbvWtDYDef8Dn69qDQFYDwBL185R/DPV8uDMaJWkpCp1jU3VNa0qo8X9yVhKGeimiN6l6GoniLQQqBECnVJMqrNBlBgSMeNkoSBD189Jiln77AKGjkscnAOeAFAWBPyVgMcPuDyAfYRdJWTEDVlhIZvDuJOOK+c7m0c29V63de/96ve+wrqP9SmxdP0cZewstXzM1N4qpVirBBenci5UcYP5YTqVYo8HHm8JOkIDy7bMOnw4P3dbw+zFY6Z1H+vv6cPA/QREG1UFwXGDUBaiTG9L3HNcud3oCUVCtvDRvWef7FPiYRzZfVbFbjQBaMqPv/rmHCUwO10+dlpvVSqRHvnnD8bpwtxL3wsNopOu0jNF+t3GQCjcaAsf3VMotP1x5FhYWFhYWFhYWFhYWDzd/AMasm8QLB+x+AAAAABJRU5ErkJggg==) 23 23, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFs0lEQVRoge2Wa2wbVRbH/+fOw8544jqOnZrGbVI3fSQEd4G00G0QUniUR0F9CAQSbRFIKwSIoEWrFQgtYoUQEh94LF/4gHhqlwoJKBRKoaqgLeXVNpCatE0sJxvSpm6dxJ44Y3s8c+9+cNKGblOoyhfQ/KSr0bn3nnPP/8y9MxdwcXFxcXFxcXFxcXH5nUK/VaDVm1b6axcVo/76iXnJ7eGd2/6z25o+vvb+FXrrmsG7LFPNpg/VJNLf+1LbNu82L3Td8xawvvPKUGhhoSnYkIvJVaVlpQkWdRwr7thGozarpFaHgOFE8zUvbjq0c7rfI5sXrq6/pO9D2wKsAkCk5YXQjwmuJLhjd42n/YlMsjp5vsLks3XevKFd1SN2MNxstOh1Y/HiBOYXDLrMtqxoqXAgmjlhyake4HgSONYLjAxU/K5/AOi4BwjMzd0G4GcCQg32KhDQ8wXwWicQWWLqc1vMReFGLKqJYJ2/Lo3wxUD0ci2/7C+RFJOkJJHdNX7Sn8j0zSzslICNT7WF5i4bfmTgB/Hn4nh3q2FMBAY/c1hmEOj78tdVo2sbsPIOQJLEn84cYwq/lghI7q/Yxw9X2v9j6rMXm/G6RsRnx7Cutj6N6hAQW63lO9dEUv4w+9oY9r/8wobDB0653P10W+ixT0L7b+iEAC6sPfgmxDMHPKWNT7bNm4p/33NXN71wpNZ5+juIWRddWPxb/w7xzz3+3EOvNy8HALnzrUVtNdH+V5P7R1p9AWD9E5MHY/J0KF6AsdP1IQJUbco4/VC8lbFwIyArJTUSz10GYBAAGpYbHSTl2chPQG74bFWfXMsHkDRpiNP9erASHwC+eR+YyBn+q+6Qtjz4Sst1snBkLoT87sLldR8QSQGiSkZEAgSSQUybEkQEDkE6MZIBBiICEQMgeRmTvQQJIIKwOVQPN6YSyJ4o7JF94a11DcL/+HaAO1QUAkUhTifLueCKBwYIgAATAhBC2IJzk8kAkwAIguDcBAkLAHy1hVa5qqbYRARvuUCMO9wkAsCYl4h5iQAiXiyXAIAYMdKJhE0kLBAHANUuQSMCB8EkAgKzCbIiWaV8zbEpAbKnHC2XoEEI1VtNRYLgAlABQFQ2Rx6ADcArBCA4OBHPV/QxVfDKPIKTrfiQ6pSRKxrqgDxxUvveFxz911ebs3VdH1e2wfSPKxGQGQDAZ371jDEwxgAo+NsWHbFLdYz5y68COAwAmq9GD8/LdWRPGBjuM2GXS4BwIIQDqwhwe1LI5NsomRV7UhyEAGwLcOyK7a0GFq+oTRHRJ/JL9yZ6//r2kvUdm8QW36xc8INnZk70XMkrioJAREdkgQ4SOj96UO2ZmtP/rbI31DRhjQ6Z6vO3FwBwcH6OipyDVQ8Bze2hfandjTe+9ui+zKlaP/xmSzzYkL03d5J3OI4RK+ZNzTgJjPwEpPuBdBIYPjJz8h6PByvuDOL2J6tRGtd771vw5eLpc1/six4UyLQ+u7aMoYTzi4nKVcCCNiDSBPjDgNcXOKGovsTCK8W+ga/mPPv6Y/sywLT/wPMberoBdALAzXe16/XLzNj8uNG09Nr8UsHlOOd2TAijqVQwtfEMMDYsITvMkE4pyPR7MNZbheb2aqhKECVH2nFmQk4Zn2sBu3X5GoGhRKVvTgswOwbMWQwELwKUKm/Rq1dlFVXr8fic7iqd9eeOBg+MpHxDo0fUoY/+vduueJ46Xud3lVi9sV2PXmHG6uNjLb6aYjOT5bgkUYusKFFwn+bzB+DT6nBol7Hq8Rs+/XS67z+2L7kpurT3IyPDkUt7LWBW0qspKcXjHLZMT1f2qD7432/8iWyvbHy2ddev3l9nvUrMxNY39uTxBroBdE/vv+Xuq7T5K8tNjZeKlmJ1KfjjzsLeM30PvhfaYRWka8YGvcdH+z3H33lu7+j5rO3i4uLi4uLi4uLi4vKH4399um1JaLT1ywAAAABJRU5ErkJggg==) 23 23, auto;}
82%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtUlEQVRoge2WfWydVR3HP+c8L33uS++9vVu7vq2tXblrL003cHaDFbNg5kBHGFsMRh0jEjSKAY0Ys0RCCIkSjWZD/+EfRTSg9A8FrUwlqBs0hrSlLd0LTdd1dOvWrrcvt8/u+z3HP+5ai5C4Mf4xPp/k5Ml5+f1+39855znngIeHh4eHh4eHh4eHx/8o4qNydOe9XXbFDdkGJ1wIvfuP8sFX/3hUre7f85XbnLa7J75QzJupmZMVIxcHA+NHfnssdb1xrzmB3Qe2hypvzNRXbUxstgPplnzavDGbVi1KX24KRpPRYAVcON72qacPnHxttd2j3a2769pP/6FYzJPPgFZ+V6vglFbWSDFfeMtN+MdmTlWMTA8Gxo+8ePWJmR/UuGvfJ81Icz6yJrbU7oTcWqWzW5cSskEVc/Fioa9paTFrT/0VZidh8gTMnAYU7Pw63P5lCNcv3gu8J4Ho+uwuTZ6TR+HFJ2BNfSpY15qKVTYQC1ezN1wJtTedoXGb3932UNWUwBqBwlvJ6dDIpdHysemhwPifu9+f2EoC9z25Ze36T1z49sSQvjWVHIovJtORd1/LmYlJGH396mZj8Ahs/zyYpupc3b7zrh3S9p37tBAw9iYsTZfKRP8HeUkFG29OxSobiVU1sbeiZpryGti4we92fLF63AnKfyYvhJ45vP/UwIrJ/d/fsvbgK2v773gYDddXvvYs+gf9Zdn9T2ypX/b/1Z90xQ6/E9FPDaDXxa7P/z3fQz/5Rmjx4V+2dQKYj/w6tjlSd+YXp/sTmwMR2Pd4KajlgBSs/CVCgO0r1QWlr+WAkCCEBCS2TxGtU1h21q67KdEF/AagbpPbKczLzE7C9OjVreYy0gLT+Xe95zC488nQrZ8zXvrGz+M7TV00JcJ8Oba1plcIQGiEECZI/xXhCiGC4sp2K40RCKlDAgOElFIIJaQICWFIgYFWxYJpGTPLQeen5HCgsq43Wp0Nfuf3qGJeutJg5ZQqFshoJTJmGUgJWmu0IqU1OWkgTQuUUi5opTVIQ4BWmUA03W76KzJxNMFUUqWkNCL5nKCkUWWElA4CB3QhnyEnBAhJSAgthSSTTxcQho4INEhyAghXgy8oc+n5NQvLAoNVSw35bN4UArOiRiS11iYatAKNyABKF7UNoDUFIXC1RmqNAyiEcrUSJnr50CwuqAKFdLJswnQv+d/0V8z9uL9noWrgFUicBd5zgl/lUksJGHy3p4zK9T4ClakWYADAMoN2tDbbmUykmT6TQes8hVyRQl6BBq1BFSGfLm10dOmbu1zq07oUQyvIpqE8Chu2rBmWhu42f/bAyOi3Xmjdt+OAfskXWoy+/NSHEy+lZN0NPtZ9zEErvzo3EBlc7j/bX9ZbtdHNzU6m7B/dnftwM3SF3Y/C+tvW9o0fa7rz2YN9sysX2Td/Fe+INi484M6r24vFZHPaTfmXLsH8FCTOw9QonB14v0MpJYZhYFkWOx4Msfegn2wyOPpQbHjj6nFPj9a8rcVM+w/3FDl//L8Ltcuh+Wao3gD+sFUIRAJzlhUYadnG6xNv1Pz0ucf6ZmHVPXBo/4lh4BGAz36pK1j78VRzU8dcvH1Hpg3MDq1zcaXd+lwm5XcTsDgtWbgomZkwmJ2wuXTSofWWIJYZJp23X/1PQcWC/Lsvots774HfXUmgNg7rmqGxo7QtfCEnJ2V4zPaZ55ygGrZ9xnH3YmRsaih0wn3HSP7p+WOFkuX5Fb/X9JTYfV+Xv35rqqW2fT4eiGbaDMvsMAwVNyxZL6XfX+YE8TuVnOpN7Xr8jqN/WW372JHWz9RvOtWTnIWFC+FZy3ZmTNsctJzCWHYp8Pb5oYoTc+NlF7sP9c5di6aP5DF31/1d/qbtuZaGTTIeKC+P/u2Zy891H+p1V4/Z82CX3XCL25FesBam+pyJnpXZ9PDw8PDw8PDw8PDw+D/lX1BFZoUcFk+CAAAAAElFTkSuQmCC) 23 23, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlklEQVRoge2WbWxTVRjH/+fc0/b2tuu6rWNbKVAGLqyTucGcLwwICsHIDCaEhKCARg0oJMSQaCIflOCMxkQRCIlEVDSRBCGED8ibGgQEEpCXMrJldIVBGXtf2/X19t5z/FAHMxmMty/G+0tucnLOff73+Z/nnhfAwMDAwMDAwMDAwMDgPwp5lGLzlk5zWAs0R7jF0v7rvqN86Nic+dNZzVvXFyejpmhvICfQ5bcFD+46lnjYb963gTnzZzBnacZZXBmpVApiYynLVKdidKyWUX22vKjXnp82dzaXP7/ptabfh8a9v2vK7OLHzx4WAtAzANeUmKY6gnpGCugZ7dxAl6OxqyUn0H3BFjy4+96N3dFA/dLpSmFFwptTEvaBJbyJMK2O9wsPZXFfJp10xiMq67kO9FwHWk9mY2a/DTz3OpCMuLeun9O+fKhewwnvJlvB1VWtZ4B9G4ECD1DkBZwlgC0PyHEBigNgJiUGYW+HMDXqunYu3qsEOi7lNXZfHL5itwzMXTCDVS27sqLNz6dHOtUqLuLuWH/C3hsCbl4GIu0jz4arFFj5HQBefH7drI7qwf45L82kc9dfbTIpbWUHtgD7N9xFwwu4JwFFpUC+O2vOXgCYrUqMMUdQVuip/pDj66+WNJ+9FbTs4xrXe3uLf5u3BgJ4uGfFtxCfnLakl6yr8QzqL99Q69sYyBOf+yGKyx5c21UKsXAdRMMpR2T19vJaAGDvbK3wFT529ce2iz1TLDZgUQMAmi0NMwOUAeSfOlEJMMm362aWAUIpCOEwWQAqSbDnSzDJabNnSt+zAHYCQHFFtIrQAfSGgI6WkSt5J3qCwM8fAuHOqGPaImnvqm2+mUx2qC5CpSPjq0Y3EgpKCLgQxE6JYIOZEyIchIIC4IRwR/Y9QgmBQhk3ExBKqMlMqGYmVDNzncWoJN3ahZL9yjWhFfU5XHF59Q6omTRLCCG4xIgmhJTiGlEFB5iFqEKnCQhAABwgUcmU1RBccCEQNVtBuQ7oaR6zudJPM5OVl2VSkmOgh6sQVCYUMqjQMkmAUKEQACBI6RnhBAEIISqhglGm2zMpwSXGuWTSzZwnwcycF5Wq1GpT1GS/6+qgAZsr7dUzFmq1UTrGxznnggqhU66RlBCAEMLMNZoAiCaEMHMdAEgYyLYJQQyAxjlkApEQEJrgIpWKMj+Ld1uPFpb1Nlw+HR51t8V1r6w9LCF31IBHdsZKAZzJ+mcJqyPljEdjiPal5UxKB8CRTnKAZ39wLQ3oGgABCAGoKUDo2TYApBO3x3IKgTHlBWcHCLaxzW82trz706QFdYvE3tyiSP6R7UBH84Ml75ksYZSXAoLhpj/PP9jfdsZyorCsX+26kjZ/Vs/vJjEiL68FxlcXH239w7Pg+w/O9DAA+HJx8/HVP/hmVUy3vVFWq72gpmOedCKhJCNApAvoDQE3A8CNJqDv2vDClFLU1Jsg2xiS4dzA9eO2W8s1dEruqlpgay8pS3pHVwA3Lo2cqK0QmDAVcBYDuYWyCuQG8kpYaEw52//XN+M2H9h1VAPucJC9+Eqd4p6amFhS0eez5afKCWWVhKo+kJhHUxNKKp41FukEwjcpOloldAdlLPzIigk1EqKd9i1rnri8cqjmF5fcmxRn+6qDW4A9DQCzAhOeBNxl2f0+pwCcMmcPpUrQopCgPU+/QKAEu5rz/dGQpWvXxj/Dw+V6X1eJea/WKaNrExPdk/t89vxUOWWskpk0H7NkPJJkUphZBpNy0HKSzG2o9x8aGrt2X/nsMVVNh6PdshruyA2YLCxktfPzArSt70qeP3Q2JxBpYz2/7Dim3U9Oj+QyN29JnTLumdREd4U+0SJb5MOfmnYe2vPvRGbXz6Tup1KeeCeL7t48/GwaGBgYGBgYGBgYGBj8r/gbfV90IwRvcSsAAAAASUVORK5CYII=) 23 23, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFhElEQVRoge3V62tbZRwH8O95zpOTk9O0SdM0SbNYl65rd8FtMHVu2ol4QcZUdJs3UBSVgYoo4h/g9YUKsk2HF9AhCkOHIjIvQ1C3wjZ0bky3tVuX1bbL2qRL2iTNuT0XX5x1F1idgijC+UDIycPD7/k+lzwH8Pl8Pp/P5/P5fD7fpd18ew+9+faV5J+sqfwTRVbd32M0z7HS4ZSZ1sJWvHQ8svPjF/aNn9/nwZeXZubfVNzNRZ26pjbImZJjDu+vFRsPln9vHCgPGENffdRb+btj07/SafUD12laE4sZSXO2alQ6rLqZqVdJN7PRwV03w8m+1KnRejgigcW3AKHm9LsA1p9fo/t6+954ujVjO+OYLFZThFrXaDpDoqMIcRUHs4PWsvXxUdfUctyVvzGb9NeKTQOlE+GjE8f1/Lef7nIulu2CHVj79PKwGp68Op8rLzKryAqXtAdCrEsqZsqqT0UrRU7GBgHz9MUnGs8CD28AND2W/+X9Bdmvt/Y6AHDjqpXkjlftfUaULTn2Uxkb7xkHkxZa53IkshwtGaAlA4RjQEMz0BAFNAPQQoCiqEK4DROubYwwWx3gLttfHWv+avNjfb9csAPr355zd7nQt2H/jnLqaO9f2ZdzVB1QCBAIEZw8ItC1vJRuX1laga34AQDmryktCje3LOGYwNE9EjQoIRwFY/3AaB+BEOKidRuTQLqbk7bOSiyarMQiSSxqnY27MkvM5x5/b2HP5scOHaQPvLA0kbky/1Z5dPAuKJxcfSew7E4goAOKCmg6QAgQCHlFA0GABgA1AKgUIKr3rZAA1ABAVOH1D6psOkg4zuMBqqM+IXFwuwsp5dnQM4UHgOoY0D8G9O8812bEgPtfqTRll+S/ffSNxctpLDvVqYeVTGZ+LHfZQqGr1G5SCKcKcXRF4eduDAnI6cczD1J47UIAUrrgzJsQFCA6a7ITQC8AGHQ2FJWhMMhQylsgOkciKyGFRLgZINRbqKDhHR0a8OoEQ4CqeYsFoQopjIoUqnOqj9ZbZqlWS3bqGUp1tm6yIIxD34MoRFBFAagmCedeYrPmhXVMgLuAWfUCOybgWgBnQK0EMAcQDHjkTeDyxYA5YYxMz70p5bRLoaB9YSNe3KtCCBsKsSCEDSgWpHQg4XorIgXkmUUR3GsS3PvNbcI4J0y4xBGC1MpD2ge0VtQ3pa8orW2bV8p89hJQGbvUiZ9ZohNIzQEgAsyxcPbWOPFr+bAWYeDChGOZENICc21w5kBwF8z2QjuWt6OO5QVnzrmFEYIT15qMSwlEU0Csre2TqYIxQt95/LfcUx92r+u8im9/eONkrPg7MFkAKgUgfwwoDQPlkZlDn2/pasCIAMxxqV3VatPtepNNiX4IR3YC214EmAsUcwBmPv4XNXcFcM2aaAFu/Ine12Z99t32HwUFgI0P9u95asuCG+JzQmtaM3QRoayDBqfaFVKNcgY4dWBqEqiOA/UJoFYGTg8D48PAyT6gNOQN0H2tdxtZtcSB3I7ogemBD30e25Ne2DKUzJ5uP3Vk5oCNSSCRBSIJiKAeKamKXnCdQA4KGwiFyYlUNnrYPhX5eeOzuyeAAQB/8ia+9e4erXWBnW67orIgkq50Uk12KwrpoEF7XkCvpYlqaeLMNttTgG0C0aT3Bywcv+y5528cfv38eq/uT28ymvNP/vQFUDoJBEOhOnfCIwrRRrSQHAo1iiM0YAwKOzxSHW7ImSU6/uWWXWymfNNmfBN/88kuB8Dgmc9Zt9yxkjTNZk2JeVZ7oqvS2ZisLQ6G1K5QWHbSgNMuhUIH9ya3AcMX1Bvcm3w50RXc3ZpqGNF4KD96MJj/cktv/VIB/1Wr7uuhtz3UY/zXOXw+n8/n8/l8Pp/vf+EPHfJwxq4Kx5YAAAAASUVORK5CYII=) 23 23, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur35758 1.6666666666667s linear infinite forwards;
}
