@keyframes rwdcur203773 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 14 10, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqklEQVRoge2Z228U9xWAvxnPzl68F68vy3rtxQu218a4hhgMCZCUIEqqhCiiadNW6lPVy1OkvrWq+pBKVfsP9C2V+lK1JTRVoYUktKhOuQUn9Y2w2A6+YNxl1l6v976zs3PpS4LapAF2MaGR/EnzNmfnfHN+8ztzZmGDDTbYYINHhmU96gwQaooatSRWcVEG5lBJofFKbT/1oFR/1XctiQybQzPvHsh7mtzZhtAcPscMt1HopsjgZysiVR2RRaZS6Q3Gho+Za0rXYue+G9m+PWO6PzxMihneslI8g1ZrcauleoF6ZHLl9lI20+6dvdQXnhuNWAt7o7ODRzsLPQfOU+Ed/sAcL1pFhIcvUb1ADhmj6EYvu3uiUbGnp8cdDof7VtMTm6+MTA2Mte59Yrp920nOSeO8ai3zXUF9CHnfoXqBOkQ0Tepr9orP7R/C4/FgmiZer9fd1Jjv61XOB1+bSTXEWnsjdGwa5pw1w3nUh/WQVy8AIGB2bm4lEomg6/qdw+l0yg1eb7ApMX/w9PuzgeGBo22qJ/A6u5nhJ1aWnwnmOudfg0ABnTqHLtocelNT053kK5UKlUoFXdfx+XyN4Za1fTunjrefaHw6NNvccZqDnkscs+LsEvRHK1CPiW7Xigaa3+//RPKappFMJhEEQexqdm1+bPQ3TxWbh7y3dxxqpOA/wxUrzl5Be3QCMjp2l7paNlWv14thGBiGgaZpKIrC1NQUU1NTZLNZSqWS6C5m23tGj7usVNyrPP+ySI43ec1a5KX1kaheQEKnri6/WKyoAHa7HU3TmJycZGRkhEwmQ319PS0tLbjdbmRZFiuVSrOiKAcuXfqV+1zf860pV8tJfmdN8s0H36GqF7ABFuptzVJLpRJ2u51YLMb4+Dh2u509e/bQ29uLz+fD4XAgCAK6rlMul6XB2PWBtomL0m+9u+Tl5g6Nt60ZEkKRlz5LARkTkWJSsGupVApd17l27Rr19fUMDg6yZcsWXC7Xf4fIMk6nk6Fdg3KDb7ZPf2uYX8rPqhgtJ8GKgVD87ATGMQmQzfk25cfGxsxyuSyqqsrhw4fp6Oj4nyGCICAIAk6nky/0b5d/6G/Y6Xj9Lem4Z6jxVjBygtPWCM/VJiFWHRFGRyBrBLem/z78djYejxONRgmHw/cVLggC7e3tfP/ovui3K5NPhRPzL2Inyj8t172jP0n1AuOYmGQJdiSuzy5kbTYbnZ2dWJaF9SnzgWmaqKqKqqoYhgHAlkiH/K3Du6JfzYw8xdraMVJs5ZTlqDad6pfQDwS4bBXJ2uJF2V8MBAKYpkkmk0GSJCRJwmazYRgGyWSSWCxGIpFAVdU7y8jr9dLa2kowGJS/c2T3QO7Un8w/djwjpxpbTzBhTbLj/ptdba8STjQKJO3h7aooiuRyOcrl8p3kLctienqaiYkJcrkcPp8Pl8tFXV0dlUqF1dVVVlZWmJycxO/380Swri8eO6Of63+hVBZb0lywljhwf32iNoESOibLpVBvOp1Rimtray5Zlu9UIBaLceXKFQAikQhqWSvOz99KlQxRFTBFWTClVr+nuaWpyZXP5ykVcnJ3caFv4eLvtdgLLy9hcJbjlsLX712J2gQeR+cfKIuB6MJS/FpfoCXpstvtSJLEysoKp06dwuPxEO7Yov5l0YxdCO29Udy/ewHZkcBCpKL56+Yn2htn3m/erSvtT7bZI92dWx3S/NxO8+yvvza15ysg+c5iWUv3milqE/grJgWyKVGMK3lTXVtbw+12YxgGY2NjFAoFGje1Fi+UA1NnB589Q1PwbWCODHkcgCw7jN6h5pWuofY3cqvRsfnxHXuT/+rtrm8MPZ681m+fbl6e2P7FJS57k8Bdu3VtAkcEOGsVSyXPrZtmQ3pbJhMSRVFaXV1lenoau9Oprzjal8a7Dl6gIXiCPHOs/biI+XOTMLCMyABxDGZwNr2neA698+dCqj+QS+4aWDneL42ejLTYG3pXbE+OYlnq3apQmwDAl1A5G5i73rB5big9ulW22dxLS0skEgm6H9uX/Vto73uJ0NaTOJni2Y8eyF98FG1+eOSBPLOWYt5omlTqm4aVL/9ooG76YgjlVpw9mLyK+OG56ywgCCZvWsqy7FYUJa95nHYSiQQ2m410fSie2NR9FYMZ9nHv3aRTMIEsF60iJXnZ2PG0iwIaPvJ87+5DUPWN7D+pI1Vq7br5QcG2XCgUSCaT+Hw+rsuBuOltmcFFuqrBfr+gs5kUOnFEkuy491ZaewUACqTZFJq66tq0sG051ptKpQi1tak3g10KEosUflr963JUgLssmY/zYBVQ0dBZSkd2KnMLN4uappE3xXSlrXcZgRQdr6z7DPxxHkzgEDp1KEbnrtkPUuqyaZrkRUcRd8MKGnm23f+drJUHEwgIJn7SuJ2TK/1HkoBekL0aCFm8rOvw/mk8mACADxWDhXL/kwuC3Z3WbU4dkSLaw7/7sB4C76GTZVlvDFyttHRnNUHSABXX50XgGwK496fMxraRzPaDI/mKsYhAEvXzIgBw6qKOyzmTagyey/raLiMQZ/E+Gtg6sH4fLCctF/O3AyQKDnq64rSSJ7r+nxIfLm9YIq9Y0v/DX08bbLDB54R/A8NWfqmPj9zVAAAAAElFTkSuQmCC) 14 10, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqElEQVRoge2Y3XMT1xXAf7vaXcn6XH/Jxtiyg4VrGydACPmCJnSapDRp08lkwlsfO31Mn9ppJw/JTKfpX9CZNg/ta5KhmTZASqYEMgFqTGzAdhxVGMUxYFtGlsRqJa9Wu3v7EphOOw2WbKCd+jejx7M6v7n3nHPvhU022WSTTe4bQtzvDJAaipoQCisEqQIZLPLYvN7Yp9ZL/f96XijcJLHl72P7y5G2sNHclSEWSLPIEtup8PC9FVHqjjDQqNUG45+dfKm2spS8PrBv1tzx2AW3uecUedIcF3m+g93o4tZL/QIhNErVbrNY7G6aOTHceXmsz/fFvoG5h1/srwzv/wSJs4yRYa+wkO6+RP0CJTTcSrhWs8LDfX3y4OBguKenZ7hQOp24cOazh6YSTz5xRR56jxPKJG+JZX4kWXch79vUL+BDxraVZLRJfmb/M8RiMYQQBIPBsF5ZHU4uHI8fKa/oqc6hj+ntOMUJkeYTrLtV5PULAEh427d20N3djed5uK6L53n4/X4tEq516fnJAycnL8fP7P7BVisSP8wjpHlNGPxS8jY4/wYEyjj4Ao7sb3J0Xb+dvOM4uK6L67qEw+GWTt14csfU7xNHel7oysR7j3IgcpaXxAJ7JOf+CoTwcPy2JWSrubn5dtK3BGzbJpfL4TiO3BUksf30W0+VEt+M3tj57Tbc5iMcEws8L9n3T0DDQQ1ahivZLS0tt1egVquRzWZJp9OkUikMw6BSqeArV7oT85mgyF2P5l58VcbmQ34r5vjxxhR3/QIKDqrPXKy6lq7rSJJEtVplfHycc+fOUSwW0XWdRCJBJBJBURTZtu22lZWVpy6NvhU+Nfi9rbmu9j8xJSb4HItD6yvu+gVUQGAt1rAAVFUlnU4zPT1NJBJh165dDA8PEw6HUVUVx3GoVqtUq1V595XMQx2pj5TDrY9rS1q/TZQU72By6F4KaHjIVFYkv10sFnFdl6mpKaLRKI8++ijbt28nFAohhEAIgeM41Go1bNsmGAxqsej8sDh9UvmNT7Np6zlMWEyDVLl3Ahfx6MIwWzrN8fFxb3V1VTZNk4MHD5JMJpG+mr6SJCFJEpqmoWkawWCQUChELBbT4u1tI8Gjf5X/aD0WzXQm3+WYGMPEbGQ7+eqOePV1gUNYON7O+Oi7g7Zd9Q8NDbF37158vv/8OUmS8Pl8qKpKJBKhry0cU+dnIvOmHC5E41dppsgf3qjVm45ct8BFPCxM2vtyl1KXDc/z2LZtG7ZtU6vV8Lx/n1Wu61IulymVSti2jaIo9PX2aoeeejD5SmV8P/mFl3EY4KoI1JtO/VvoJxIcFxUcbbHki1VaW1txHIdsNovf78fv96NpGgD5fJ6pqSkWFxcxTRPP8/D5fIRCIeLxOB0dHdrLTwyNZD884n0gntOybuJt3hEXObT2OdHYUcLBAZb9iRFLVVXPMAy5Wq3e3u+SJDE7O8ulS5cwDANd1wmFQqiqihCCcrnMzMwMExMTBAIBtkkMDl/8s3fzkVcsq31LnnNinsfWJtGYgIyFzLKTGCmWzFmrUCgENU1DVdXbbXV0dBSAZDKJ7biV1PxC3nIkS3iuLHu2EgsoLa3NzWFJkigV8lr3yuxw8mPLnn7pp9cpcoxxcW0tx47GBA7icIKlha7h+eyVicH2fD6oaRqKolAoFHj//fcJhUI8kBywTtzwz5zZuidT2fXIHGpTFgmwqzHmprsjc1NtydJC5/5YINnXmwi0FBd3RT76nTn2+Cuee7P5GK+Ja3c6ADYmAB4aRhGu3TBd2zAMgsEgnucxOTlJuVymbcvWynl6Uyf2vPAX2jtPIsjgYiIBnj/AwJ6WUnJP14XyzeSVuQs7h1fmBndponvITA14F48/ff6hZ+e8Ha054GtnRIPHaQneFpXVUOjqNbnVGCiVHFmWlUKhwOzsLIGmoFMMP7AwnTxwFr3zbYJkUH9R4eKvPHqAm8j0sMAyaUKxT43dB86OFosj06WV3SMTR0ZKnx7Vg8GOLvMb31JA8HXX00ZXAMJvWig/y1xu6Z/bbYz2aZqmZLNZlpeX6d/5uHGmb/9YtqP/PWKk2HerIN+8Fe199XOACmmRw9NTZkA/Nfr9V5Ncz0SpOvPMc5dqAED9uUeApRv+0EL2qumEm/wsLS2hKAol/YGF7JaBKXykeZI7d5MByQNMjlKhWyyjbtMo4zCGdafHgcYFnpM8Tovcamff1S8mtVyHaUbz+Ty6rjMb7Ljm6e1pmijWdbF/AQ+kCh+ICs+vLa7+SfzP6Bhs6U99HunK5HI5CoUCPlWrfLl1xxIwR/mNxs7831279PoEBBYS88WeHctzX35p2baNiVp0ugeXsMlTfn3D78D/yvoEOnDwseQO7Zu7cqO0LISgpEUqBENZopi8zH+5QFzyEOQIhy/kR57NS5LkrYbiNlBEunMH2QjWJwCQwEIiU9tzcB6fVnQDERsPE/G/ItCPg8OS09Y547b2GY4SsJCokNuA7NZA4230FpIEUyLvldv/dnPo6UHbrZnILLNlDf1/A1i/AICETax5Otf74GFRs6DKAoF7s4U27sFyVAT4ohglHJApBvL8cOMer+4dQsCvxfrrapNNNvn/4R/p6YhS7m+gIQAAAABJRU5ErkJggg==) 14 10, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG2ElEQVRoge2Yy28bxx2Av10ul8slTb1oWrYp2ZZU2ZZlK3YdI5UtN3LQOGmCBEgDFL3kFPTQS+895dQeiv4DvRRND0XQNC1SxG7cBHZqJ5Esx3ESW7H1oiC5pEmRFB9Lcvah2R78OBWtSPmBAvqAOc7O75v5zfxmBzbZZJNNNnli+P6TjgClpV5XfY0IJjZwAUERh7da+9RGaX7US75Gnd7OmYkTjVg82tiaXCBizBDhNkdwUB6viNZ0DxODkhhq++Lsj8zVlYHiwfEZMXz8C9m54yM+Z453/BI/VrxHEOt/pHkBFQ3p7hD1+o7gl2f2dc5O9apz432Z0dd3uQPHPiHMZT71Fxl9PKvRvMAyGvW6KWxh7ty6Ve3r64t2tVuHSld+m5xfvnZocfDk5Vx431/4G9O86+d5/dGuRvMCQUBV2KJpHD58mI6ODnzfxzC8zlj16+Huy6nE59Yr7Ss9Bz4mEpvgY3+R5xTx8EO/S/MCW5A0DK+7vc3bvj0mAdX3fTzPk7qumxHX6Y3NvPf8VG4hMXvkxaT0O//KNX+BEeqPIqWaFzCQBHXH14JOOBxQAXzfR0p5v6mm6SXitasnBz76tm/y+Js9eTfxIVnzCkt+mt6Hm1LNC3h4BA1RU4KOYehIKbknofq+j23bVCoVbNEw2qvZgcR7v1TFkVfi1oGxBHNtf+eCf4dnH15KNS/gIllDWCgiGAwipURRFKSUFAoFZmZmWF5eptFo4Lou0vN2d/xrMaqk5zurr/7cROUcH/gLvES91Tq6MQEJKIiyEnTW1tbQdR2A2dlZJicnqdVqJBIJ9uzZQywWIxQKqYqiJGx7Nr7wj9+0fzP04ndud/Wd5X3jM2J+iWc3llLNC0SQNKjXQlEhRBHTNMnlckxNTaGqKmNjYwwPDxONRvF9HyEEruvieZ6arNWHts19EJ0sH+38dnhcI88VLo/e4dhnzuMTSCHZQt2LxR3LWiIcDnPjxg0ATp06xejoKPF4HM/zsCyL1dVVarUajuOgqqo+HLR3txcuRfNfetrK0PfjWJ9e4G0WeAOvlZRqpRJLXCzau638TEF4nmekUinGxsYYHx+nv7+frq4upJSUSiVSqRQrKytYlnW3u6pq/Xqw+2erl1+YvJJJfr37+N50sv8dznCTASwGkc2F0yz7kehYbOstLaUzlVQqRTAYZGhoCNM0CYVCGIZBJBKhra2NSCRCKBRC0+7Oled5CCEIIM2B8lfDvZd+/0Ig9c1P0HiGm35ns1f05ldgvyI569eJbVudW0qLmCY5ePAghmFQrVYpFovouo6madRqNYQQZDIZ5ufnyWazWJZFo9Gg0Whg27ZZr1YHurN3tMLzb8bEwHd1zgcu4PvWeote8wIAARz8QHFFiYquYIO+vj4sy0JKSaPRYGVlBUVRWF5e5ty5c9y6dQshBIZhEAqF0HWdcDhMW1sbPT09ent7cLAx927nJLY5vXfsNr9jGljXxm5NQEECFb97j7MtVCAQCFCv13FdFyEEhUKBpaUlpqamyGazJBIJ4vE4qqoipURV1QdNSkmtVsPzyvEt2T8OsHesm0HmHq2AiwOUQjsHvZhzA8/zHhQu27ZJp9NMTExQrVYZGRlBUVWxUq7lKw7C8kOe468hXaHiChR8VdUCknC7WO07OEeAEjrrrg2tCaTx2E7e7tlXql6brFcqFfP+RrVtm/PnzyOlZHBoWMzHhqanep9eEHuPLRIyl1EQSOS9sdV7TaJRQrKIyzRn1jf7rQv4eGiU6l3JYrFUEvFy2YxEIiiKwuLiIpZlsXPPQH1xxzM3J59+7Qwd3RdRmEOlQhDJGpIgKg5go6Ii0fHIvuFw/W2Ht5R1H6WtCZxAkqLuhoxioSqcUqn0YAOnUinCkahTSx5dmh85/U/au/9EkAXMX9Q59qt1BPaHpkJpTWAfkEZIVS3mQ1u9QqGA67rkcjkKhQLbj/6geP2ply9V4/1/JsJNjistXxX+F80XMgBFAReBphesrqSzurpKoVAgk8kQDodlpv9716u7DlzEZobR9edzK7QmcBePkFkU8WSlXC57mUyGWq2GHY3fSR996TrB0FUUio/6x751gdMIwp133K09udxqxclms/ihSL383E/nvLbuD3FY4uqjf15pbQ/cJxjMoxu5WrjDM8ppTwyfum0fOjlBgGlOY/HyQ4ryv9D6CiiKxCNPV3JB7hrKuzv3V8SxH161O7Z9gksOZf1H4UbYWIJO+iZFnmLi/VPghxl99SIWV3iN/ON6YtzYKL/2VUaIIoijoWGSY0CpkGzuTr8RNj5N1324gUovsIbkxJN5pd5kk0022WST/0v+DRhYQUVWZB8lAAAAAElFTkSuQmCC) 14 10, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
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85%,89.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 14 10, auto;}
}
div.testarea{
animation:rwdcur203773 1s linear infinite forwards;
}
