@keyframes rwdcur194855 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 12 0, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFX0lEQVRYhc2XW2wcVxnHfzNn9uK1vd74kjprx3FbO67t4JYoaurSUpSQ4lTILTQgSCuKQHlAQuKBRkJCgPpQqRI8wVOFQLxUDRWoygMvVBVUtClREyUONSZxJKxcbNWJN44ve5lzzvfxsOvEXMtuacVfOprR6Mx3fvPdzhmoQxMTE9GhJ598tJ533k+mnskDAwNRJpOZGd216857hobemJmZKX9QgLCeyaoqWr39ahCG049PTj7xkQKIiHjn8M4h3ucVXj148OAv9+/f3/mRAHjvsc6Jcw53G+SLqjrz8EMPfelDBxDvxVkr1lqsc9jbIJ2i+vLe++8/vnv37nw9NoP6eOHRAwdKQFpU8d7jncNtuqrIshf59tTU1M//G3t1eQDAOifWOay1FLNNLA/twMYxsbXUPJMTkZ99bNeu10ZHR/v/5wBuIwesxYpn+oE9LEzup5xJEsdxFcJanPefVtU/jYyMfHNwcPDfrlM3gPde/Eb8yxU0kWR+zziXn/4C62M7iSsVbA3EOdciIj+JouiN4eHhnf/KXl2NCKCnp+eoiDQ557AGFseGab17lHJ7JzfyXQTtLYRzl5BSGRFBVQH6giA40tXVZbds2XKyUChIwwD5fP6oiGScc8SBsDQ2TNf2AQZyHay25riZy2L7uwnXVwmuvofCBkQEHDDGPNbR0XFyaWnpvY2HdUlVnYgg3uPLHmxM7B33ppvoTCaZSqVZyLRSyeXIbt9G+vjrGGM2jz3GmHeGhoZeEJHnGwEQVUVEEOfAWirO0hxF7AtTdJiIU1GCWaB8+TJhHGOMITIGMQaJIkQkaYz5fhAEUd0AQBVAFYktuBjrLCVVdiQTpMOAa3GF84Au38RaW4UVwdw1gGltwUy/izGGMAyn664CQFBFVVEvGGuxNmbNWiqqJIBVVSitIUuFW2UZxzHx+Dhrzx6l9NSXsc4Rx/Gp+j1Q2xG1BmHiGHdjibfblrjuPX2JBCvWQmkdv3gdda769cYQ7OjHJQzFj4/RtF6YTx87frH+HKiFYMMLmXfOUFxZYe7SBebyO2jt7sOkmqBcROauIM5hjEFEiLZ1I+ph9SaldOLE2vXr0kgOuBpI1QMn/0z0+9P44T78yACrd90J3X0QV2B2Dqjuoqa/Hzo6kLgEqytQqZyGBsqQmgdqtX0rFJydhdN/gZ4uuHcQtnaD3Oo3JD75CGJCdLUE66vg4rMNAaiqbF54MwgAV69Vxz8oHBxEVND1VSiuoYnEWWhgL2BTDshnH4ex+24v/h8U9PYi4mFtBVxlXp7/3iI0EoJaI1LAfuJBOHyY9JUrmDNnqBx/FTd74e/nGwPJiOCOrYiNobwGRs4RtNEQgG4koSpeHWV1hL15zPZemicmkIsXcX98m9Irx0AdAInxB0XbmkMtFEDLaMaco5xpEEDkMyryNVX9hs5f6reZFDS3EKbShFGCcHiIaGSY7KFD+NkZKi+/tOiLhVMuKb3q18doArRlmpVUCEjdR7INbe/tDZcPf/6+Ykf7UyRTX6G1tZNsG0FzliDdRBglCZMBQcQLxZPvvhh9avQeXbj4Gy1cDWnftldajpxiPGgcYLPMj36QpFh6glTiCM2ZfWSzIU1tBLk2aE+taecde/2WuxfDqZd+SnF5nzzy2Ci/HZtnMmioEf2T/LPPxcArlBd+ZX7x4gDL81/H3nhao2yedKaFhWvfJbfzW7R1PMf5v6YJ2le4gUADp+L31YxAz0oUls5ngxNvTmqWZwLLA5SzD/vdz5wLf/3DrfK578zTbz4kgA39TkN2uiSd85nwD691B29dyPnRH5/g0Af+naxTx7QK8/+qvwFi/g1DjdnKzwAAAABJRU5ErkJggg==) 12 0, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFeklEQVRYhb2WS2wdVxnHfzNn7tvXsWM7cez62gl2HNvBRZYVEpqAUpPiQEkr3CBIWIDEYwFiQ7NlAUJCYoUqdrQIqATdUGXTBQ+pWZGoSd1AHBc7CCt+VE5ix/Hj+t4553wfC9uxgSC4t2n/0tGMRme+7zff6wxUoOHh4eiFkZFnKnnnf8lUsrmzszPKZrPjfYcP7z/U3X1pfHy89H4Bwko2q6roxu1XgzAce+7Mmec/VAAREe8c3jnE+xaF10+fPv3a0NBQ44cC4L3HOifOOdw2yBdVdfzE8eNf+sABxHtx1oq1FuscdhukUVR/8/EjRy4ODAy0VGIzqIwXnjl1ah1Iiyree7xzuB1XFVnyIt+7fv36K/+PvYoiAGCdE+sc1lqKtRmWutuxcUxsLZuRqRORlz96+PAf+vr6Oh47gNuqAWux4hk7Osh7Z4YoZZPEcbwBYS3O+0+r6l97e3u/09XV9V/9VAzgvRe/lf9SGU0kmRs8xvRXzrLWf5C4XMZugjjnakTkpSiKLvX09Bx8lL2KBhFAa2vrBRHJOOewBu7095D/SB+l3Y3cb2ki2F1DOHUbWS8hIqgqQCEIgm80NTXZ+vr6K4uLi1I1QEtLywURyTrniANhob+HprZOOusaWMnX8aCuFtvRTLi2QjA7j8IWRAScMsZ8tqGh4crCwsL81sOKpKpORBDv8SUPNib2jifTGRqTSa6n0ryXzVOuq6O2bR/pi3/CGLNzDRpj3uru7v6xiPyoGgBRVUQEcQ6spewsuSji6TBFg4m4GiWYBErT04RxjDGGyBjEGCSKEJGkMeb7QRBEFQMAGwCqSGzBxVhnWVelPZkgHQbcjcv8DdClB1hrN2BFMAc6MfkazNgNjDGEYThWcRcAgiqqinrBWIu1MavWUlYlAayowvoqsrD4sC3jOCY+dozVFy+wfv7LWPHEyeTblUdg80TUTQgTx7j7C/x51wL3vKeQSLBsLayv4e/cQ53b+HpjCNo7cAlDcaCfTGlpLtE7OFF5DWymYCsK2bdGKS4vM3V7gqmWdvLNBUwqA6UiMjWDOIcxBhEh2teMqMDaCuv51OXVkfOVdwHgNkE2InDlJtGb1/A9BXxvJysH9kNzAeIyTE4BG6eo6eiAhgbElqC8CkZHWUtVBSBb4YftVPDOJFx7F1qb4Mku2NMM8nDekPjkpxATosUSUIJc6gb3o6rmgOx0vBMEgNm7G+vfFHZ1IapoeQ0SDu0/eJP5Ks4CdtSAPPsc9H9s2/mjlErB7lqCtsJG/uNVtDa6I08PLXKnikn4sAsA+9Qn4Nw50jMzmNFRyhdfx01OQBhCIgGpJNTl4WQvFPYg4iEZQz49ga0V5pHKUxDgCEBNgMdRwhO2tWLaniA3PIzcuoW7cpn1dy7B/r1QspgjPbhCAp2xUJ+AyE9QygkvBlXUQGg+o8Z/XcPwW3JvpsPWZyCdI0xmCJMRYc8hot5e8vYsZXsL9/eJZR8l3g1rtFGzxQOazsCyTrKccVDFL9mW9r7686g4+4+BYn3NeWrS56jPNxLVEJgaApMjTKbQPWWCdPBqeT73i7DNHaI0+zNsEdHGEe6efoOjQalqAADGFJ5YicK7V2uD0be/QD76GrnMUUwmZD0L9TloNUVNFkbE7JsLV37/U/GlIzQPnuCNQ3/h+cBV0wXb6gtgV62T6ZNL/qnv/sqffOHzWrtrSFl9RRse3NPcEqpLWZZvfhufLKJ1PwxvzF1G6uZYROB9pOCRek1D+jSisFJDdLs5vHXjWfL+LKtxPwu7Tkn7mavhmy/vkRPfnKEzdI/V97/opV/CHzVi2tVRnu0Ir/1uMPzJD47z2/+cF483Ao/SrzVkL2ARPvfBu6tY/wSauhHiUxNCswAAAABJRU5ErkJggg==) 12 0, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlElEQVRYhb2WS2xdRxnHf2fm3Ov78it+xI/42g7XdvzARm4USCkgSFycUhJKCjRtEYhSISR2kBUSG4SEYIEEGzYUIVWqWFWpxAoVUQQC90FsSm2SWKoVx2nj+JH6cX3umZlvWNiOjXge0/Qvjc7oaM73/c5/5psZSKDx8fHw0fPnH0zyzX+TTjK4VCqFuVxuZnBoqPtYX99LMzMz0f8LoJIM9t6L3+5+OVDqjXNnz37mPQUQEXHW4qxFnGvz8PyZM2d+eerUqcb3BMA5h7FWrLXYPZDPe+9nPvLAA4/dcwBxTqwxYozBWIvZA2kU75/74IkTl0ZHR9uSxAyS8cKDY2NbQEa8xzmHsxa77+lF7jiRb05NTT3zv8RL5ACAsVaMtRhjKNdkudPXiYljYmPYcaZORH72/qGhXw8ODna96wB2dw0YgxHHGx86zltnTxHl0sRxvA1hDNa509771wcGBr7R09Pzb/MkBnDOidud/6iCT6W5efwk809+js3hXuJKBbMDYq0tiMhPwjB8qb+/v/dfxUu0EQG0t7dfFJGstRajYXG4n+r3DRIdamS1rYngUAE1dx3ZihARvPcAxSAInm5qajL19fUTKysrcmCAtra2iyKSs9YSB8LycD9NHSVKdQ2sV9fxTl0NpqsFtblOsHALD7sQITCmtX6ooaFhYnl5+dbuy0Ty3lsRQZzDRQ5MTOwsI5ksjek0U1UZ3spVU6mro6ajlcylF9Fa72/Htdav9B079n0p5L93EADx3iMiiLVgDBVryIchn1BVNOiQV8MU14Bofh4Vx2itCbVGtEbCEBFJ61T4nWArChMDANsA3iOxARtjrGHLezrTKTIq4HZc4Qrg77yDMWYbVgR9tISuLqBnptE6QOXyM4mrABC8x3uPd4I2BmNiNoyh4j0pYN172NpAllfulmUcx8QnT7LxrYtsPfEYcRhQKXVPJndg50T0OxA6jrGry/yxdpkl5yimUqwZA1ubuMUlvLXbf681QWcXNh1Svm+EbKr8tnzxqdnka2BnCnZdyL1ymfLaGnPXrzLX1kl1SxFdlYWojMzdQKxFa42IELa2IF7AbrB1uPpl13A0eRUAdgdk24GJacLfvobrL+IGSqwf7YaWIsQVuDYHbJ+iuqsLGhoQF0MYQy41zWbmQACyaz/sTQWT1+C1v0F7E4z0QHMLyN39htRHP4ZojY8iyAs+KMywmjrQPiD7E+8HAWDh9na7KwU6QPX0Ini8KePzQLHnKjcDSV4FKti9liEPn4PhD+wl/6exGmoLcLSVoFhEREDKUJ1ekd6hJd5GkjsQavFW4ZXCfPh+ePxxMjduoC9fpnLpeey1q6BDyGchX4COJvj6GL6nGal4yDokk5olrom5lRRgaxV/ety62gwuE2C1o6IE1XEE3dFBfnwcmZ3FTkywVZ6FkW7YiFAj3ZjWEP+m4GvSKOysRIWIxaQA2XrcU09+ioX5r7hs+DUni8VY5Ql8FhXkUJkQNdBPODhIQa8TNd1GllbKsu7mgpKvoVA+QnUWVjevsJaJ+UGQ/EoGwIJRNZtTGTf5hxNRQT1BbdWjFAp1RGkCkyPweVQmgxwpQ1q9YG43/ly1bJaIb/5QTAS24QI3T7/AyaB8MIBd/dWHdKxnsFeb1ZXJz1JQXyCdHg1MSnGnCupz+PYgIui6IMHh6yp68UfiouM0jn6cX/X+mUcCe5CzYE9DgeXZ6g0m77sunV/6qfR+8jypmnM+KD/rWzdWfGEN3FqG9emncekNbN131V8W/oTUXWcZgQPciv+jnvOKITIU12tIz7eoN2ceomAfYb0yzFLtmHQ8/Kr63TPNcv9Xb9Cr7LsPsKsfe+gnTZ/kaF48pKZfbuQ3r6el/du/58I/prw3APv1C684DBiET9/7dIn1d6SYFvYue21+AAAAAElFTkSuQmCC) 12 0, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGFUlEQVRYhdWWa4xVVxmGn3051zlzhmEuHZkZ7pQyaWWoTQVNMCFqCFIt0caUH/WCphhNYxqMlpgYG5pIjJpShWjjpRrS2KQ1amJrsbTUKJfCQJHrMFwsAx0YmGFmzjn77L3W+j5/HChoqs5p5Ydvsv7ttb4n7/etd22PyWqdMr+jv9g5/PKK7b0PbucM4wxS5UfepI94O/mT/jKFH7dli5Vb8lvvvvDMj3tajs3mDvKs18mf8a4AFCrZYhjlGzG+3psb27tj8dAvVvu3U+A7Gt58ANmGEIoXVWkaOEphcKA1Ds2Tdx78wdYeb8dcNmuWR/QmAuhHEDxLXCUojZI7d5Lmw7tQE60MLu35y8LDGz+buc0VeKy+ltQBEGAJRJNYJKlCNEEweoGGY/vIDg5MTQKzZc4r65+dO/bMbTyhab4+OTfqaIHDeoFIkog1BmMSbBzBxAjBuZPkjuzG2epHvQt7ds7/69fW5udEeTb8dzfqGUKJvbAGYA3WGCrFLFdu7cJF4+joRVLH+/DfPF1MfPN45wsPPT/77OYeNmn4n9yoA+CXOPVETSLOWowxGHEcXnwXb96zjGrWx06MwvlTpPr3YW2ylOG+3fO2ffHhKdMu/Fs3Jn999AEQRIwRZy1Yi63GaCrN+buWkG9ro/nlV0ntPQTVCL9SQpvb80lr58bW57+6qmVqz5dObtJDnMOy8Xp41ZUDKGCMFeew1uLiGLEJhfZO4tvfx9l77+HKJ5eTZDxM6Qoy9AbBqb9hnVkso0d2zvv9/evbCwf/yY06AsQDVVFrRUTAOWxswSQUg4Bb26dxPNfASL6RqKOdwkuvkn79OIGJ8eMImlqyprnj28Xt31zVWJzz4MlNupfzSDDp+ncrdJFpPfnHh/yxS3kpjWFcwkjvArKds1ja1MyUXI5yoYnRfIFqZxt+QxrvcD/qLFQjvMo4LtfQ4Zmxz7Qeejqf7WzfXccMAIrgnKgIooIkBowhtoaGMGSZn6ElCNkbpjgBVM+exU8SAucInSWwBj+p4hqb025K+zdyu54IJz8DP6wNjuecRRUVRZIEbIKxhkiVGekU789kmJFKIYBeGavdFmNIkoSkuxszZxZubAQblTH5luP1PSKKIE5UBVVBnRBcDaWSMcTZLClgQhWiEnJ5BGMMIoJzjmDJEtzy5aRf2kb44p9xxe6+egHwxAmq6NUVJAl29DI7my5zyTmmp1KMGwNRGXfxEmotIkIQBHgzZmJTIZVFC8k5HXLda4/V+4zKdQBQVfKv7acyPs6ZN/o5M20GjR3TCTI5qFaQM4OItQRBgIgQvqcDUQelElE2vculO5K6HcA5Ua1NpKoS7D5C+Mo+3ILpuJ65TMyeBR3TIYnhxBmAmv0zZ0JLC5JUoVyGON5PBan/R0KcoEINgrdawYETsO8YdLbBwnnQ3gEib21LLf0QEvjoRASVEhjXR6WuIKqV98RZuWEGbgQB4Nxwbf2L/HnzEBW0XIJyCQ1bDxAh9f3P6VUHREAVWfkJeG/v9eJvKx/CFF5XNyIOJsagGg1J77ohHvPqdgDEiXoe6vmYD34AVq8mOzhIsH8/8W9/gz3Rf72w74EfQONUvPZbarlRLkEcHyAOBeptgUX8OLJJtoBraMKpUFWH39VJ0N1Fw/LlyMAAdtdOomefq0FYQ6r3DtFC0dfRoZr9SdJHhXcAMIJ1bYs+5p/v+7wE6TVu+PJMU2iEfAY/ncEPA/wF8wl7FlD81H24Y/3EW7dedOeH9ziVLi1N9FIugzH7+crVZK0L4Jq+p/7UysHQ2BfurDSl7icVriafb6XQgNfQgJfN4odpAi/EU39D+Vu/2hKuv2+2nj66g6Ov+zrBHPnZT069c4Br2qDQgh/Ef8oyvvPjhN4a0qllFAo+hQJeYxNkC+O49Hx7eunFYOzRn+vfB1Yyf12bPLxQ3j3Ajfq+wlT84MSjs6H0OcLgAXL5LgpFyGQ2u8raLwfnHunQC/1b5KnnVl3b9r8DuFGblWD0dyHDL64g9NYQBh/Gsch99/F+/9Mr2uXXf7h4cwFu1E8V/7UvTPNcZZp78um9N73e/53+Adq1WBZARHnUAAAAAElFTkSuQmCC) 12 0, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 12 0, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 12 0, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOklEQVRYhdWWW2xc1RWGv3P2mYvtGdvBdmQcx3FDjGUHHBq5adNyEyEBIgSRALeEixBt1AtIfaBRJR7ah6pVVbUPVVWpVVWQ2gdoQEJ56kNUFR64RBBii6ZpcUStJJji2E48M57LvqzFw9ip1bqoM4JI/aWtI51z9l7f+ddaex9oQHsnnkzum3hwH7/RRqZ9rOJGXtakJTGJ+ePEnx959sDBb3RecQCf2SCogupjxi2evvfAfQeuKIAQS/AOcRYNvlfFv3TXXfv/sGfPnu4rAqBRWbxz4p3DO0/wHglhQlVP33TjjV/51AFYmhVvrTjncL4+vHcE77tF9bnP79p1dOfOnX2NLBk1BADs27uvApoVVUIIBO/xa64qcimIPDU1NfXM/7JeYw4Azjtx3uOco9zewqXhLThrsc5Rd8Z3ishvr7/uumPbt28f/MQBvPfivcc7h5PAqS+M88E9e6i2prHW1iGcw4dwu6q+Mzo6+uTQ0NB/jdMwQAhBgvc47/HVGppKMzu+m3MPP8Dy2LXYWg23AuK9z4nIL5IkeWVkZOTa9dYzjQJs2rTpsIi0eO9xBubGRshfs53qVd1c7OshuipHPHMWqVQREVQVYCCKokM9PT1uw4YNxxcXF6VpgL6+vsMi0uq9x0bCwtgIPZu3sa2zi2K+k6XOdtxgL/Fykej9D1FYhUiAvcaY/V1dXccXFhY+XL3ZkFTViwgSAqEawFls8OzIttCdTjOVyfJBa55aZyftm68me/RPGGPWjnFjzJvDw8M/FpEfNgMgqoqIIN6Dc9S8oy1JuC3O0GUS3kpSTAPVc+eIrcUYQ2IMYgySJIhI2hjzvSiKkoYBgDqAKmIdeIvzjooqW9IpsnHEBVvj74BeWsI5V4cVwWzdhsnnMKf+gjGGOI5PNdwFgKCKqqJBMM7hnKXkHDVVUkBRFSolZGHxcltaa7G7d1P6zmEqDz2I8x5r7VuNO6Aqq4Wlqhhr8RcXeL1jgfkQGEilKDgHlWXC3Dzqff3rjSHaMohPGcqfHaNleXE2+/zRM43XwEoKVl1offMk5UKBmbPvMtO3hXzvACbTAtUyMnMe8R5jDCJCcnUvogGKS1SyqddK8/PSTA34FZC6A8f/SvLyCcLIAGF0G8Wtn4HeAbA1mJ4BIISAGRyEri7EVqBYgFrtBDTRhqw4sNLbl1PB5DSc+Bts6oEdQ7CxF+TyfkPq5lsQE6PFCpQKYGuTTQGoqqwNvBYEgPcv1Me/KR4aQlTQ5SIsl1BnJ6GJs4A1NSB33wtjN/wr+Mco6u9HpJ5/KuVZeebFf0IzKVjZiBRwX/oiHDxI9vx5zMmT1I6+hJ9+9z/nxDHRxo2IrdXzb6uTq4+a6YJ6EaoS1FNVT9zfh9ncT9uddyJnzuDfeJ3KkeehXAYgddPNorm2WC9egFIBtfbt5gFE7lCRx1X1mzp7dtC1ZqAtR5zJEicJ8cgwyegI7fffTzh9mtrvfzcX/vHeG0GlX0uFnSyXwNVONg0wOTU1D/xkc3//T8PF+Rv0PXmIVPrRkMt3h/ZOolyeKNtCnGvB7Bon87nxXy7fesuvvK1upbj0KuVSjHOXHWj4n3A9mae/ncYkB0ilDpHJ3ka+I6a9gyjfAdnWAuiQv2P/nPnB08/qzPQ9FC51yQvHmnNgPYUf/dwCR4Aj5qmvD7J44auk0o9pa1s/uY52stnvA0+wMPddbK19NTh8Qg6sJ/OtR2KM2U+SHCKVuZ3gd4Sf/fpM/MDejfLCsblPK+66ir820Rsf+vL4FQ36f6OPAKtPBBtWhXOTAAAAAElFTkSuQmCC) 12 0, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 12 0, auto;}
56.25%,99.9% {cursor:url(data:image/png;base64,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) 12 0, auto;}
}
div.testarea{
animation:rwdcur194855 2.6666666666667s linear infinite forwards;
}
