@keyframes rwdcur30983 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRYhe2X708TdxzH3/ft3fXue3C0tEAtUH62pKINAxvjHgBTomYY3Uh85BL/CJds2bPFmCV7wpYlZotZlpksJjNLYJsZGsU5hTBmJsG0tOFHMfuhudJybYFCe73vHijEHyCoPFiyfR7f9/N+3fvz43sH/NeD285kgUCgVpIkX01NzdWLFy+aWzlDtlHcRyk9uGfPnu+Ki4snjx8/vqXc2+JAMBj0iaLY2dHR0cvzPF1YWEAmk5nVdb1hMyde2YHdu3fXS5LUuX///l5ZlqkoirDZbFBVtVZV1enNnNiOEpTX1tb2KopCRVEEz/PgeR6qqkJRlNrZ2dlzz4N4ZYBYLDa1tLTUNzU1BYvFAkIIOI4DYwwjIyMoLy9/UxTF0EYQllcFyOVyy7FY7FePx+NeXFzc5XQ6kc/ncenSJbjdbvh8viJZlp0ATjY2Nn4WDofZtgIAYIZhLMzMzIx4PB53Op3eNTw8jMrKSjQ1NaGkpASiKIIxZmOMnfR6vU9AvBDAp4DzJ2Dpw40hRrPZrGC32+tbW1upqqpg7KGWIAhgjNkWFxdfC4VC3wJgwAv0wAXA55blzqt+/+Uv2tr49Z6prq7e09DQINrt9tIHDx6s9QPHcSCEoFAoRDRNC+/cuXPt/JYcuAD4iouKOg8fPfq5aLW6iK4ffb26+usf799fnXHS2NjY09XV9Y7X6z2Ry+W4XC4HXdfhdDrBGEMymYxEo9FBwzA+uH379sqWAVbFD3R394qyTO02m2QhpIibn1+FQFNTU8/BgwdPVFVVveVwOOBwODA3N4eVlRXoug4AkVAoNLiysnLqxo0by4/nfy7AaUmqconigUPd3Z+IkkSJxQIQghJVlQhQxObmjvyqqn+1d3ScrKure7u0tBSMMXAcB4fDgUQiAV3Xf5+YmLgM4P2nxZ8L0NLS0hhWlNq9Xu9XHp4vUoqKAEKARzOuyLLUF43GUVGxV6yoOFxWVgar1QrGGEzzYWVM0wxHo9EvNU37+M6dOyvr6awLEAwGfYqivHHk2LHzg9PTlAKc2zQhyzKYacIwDJy9dQvLra07DJ+vMpFIEACwWq0QRRGmaULTtMjdu3evG4bx0Ubi6wIEg0GfJEmdhw4d6qWKQmv8fm4gHIZUKMBtGBAEAWeHhrAQCEDYtw91dXXENE3cu3cPjDGIoohUKhUZHx8fzGQyz9T86XjiNmxra6uXZbmrq6url1JKBUEAIQSmYeBWXx96eN68PzOTzLa0OIV9+7Bac8YYJicnEYvFoCjKeDwe/zmbzb63mfgzDtjtdq69vf0HSmmxIAhrM8wRAld9Pc7dvPlNwe0uFwIBu9vtXlsyjDGUlJRA1/WxUCh0nlJ65tq1axvaviGAy+VyZDKZ31wuV4/FYrEQ8nBPGYaBvr4+1Hq9u/5IpyVZlgVBEEApXWs6TdMi09PTv1it1tMDAwO5rYg/A6BpWlqW5SVd14cqKip6CCGWQqGA/v5+eDweNDc3c4FAQBgdHQVjDDzPQ5IkaJoWGRsbG0yn06e2+ubrAgBAPB5PrUKUlpb2XLlyhVVVVRG/3w+bzQaLxYKGhgaMjo4CADKZTDgajV5Pp9ObNtx6seEnWXNzc1WhULB5vd4hv9+vOhwOEEJACAFjDPl8Hv39/SMArlqt1jMvIw485zIKhUJ/EkL+TqVSJwghuVwuh0KhAMMwYJomkslkxGaz3U6n06dfVhzYZBXH4/GsoijLqVRqqKysrIcQYgGAubm5SCgUGsxms+8+frFsO8AjiBSldCGVSg07nc6e+fn5yYmJicHl5eWXqvkLAzyCSFNKF5LJ5PeJRILP5/NbWjLbHjt27KDYxp+Z/+NfEf8AMdJlRkxlJXQAAAAASUVORK5CYII=) 16 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9ElEQVRYhe2WS08bVxiG3zNnbM/YM7YHU5exBgRGmASIm6pxongDvSQ0CKkoURaVsqjU/oO0i6qLtNtu0lZZddNVm6hIUSuhKFIKCSDSi6IoOMQaIyAlAQnj0PHYBmzPrYsEFKVATMKqyifNZi7nefSec745wKv6P9ahQ4eSAJha3iV7DU8mk2f8fn93Y2PjO/l8vm1wcNDe6f2aLHcDlyTpVDKZ/MTv90eDweDs6dOnd2TsWQLJZPJMKBQ6lUwmBxzHgWma0HUdhULh73w+37pdEnuSQFdXV5xl2be7u7sHKKVgGAYsyyIQCIDjuGaWZf/c7ts9EZiamkqHw2FvJpMBpRQbEoQQsCy7lkqlfoxGo+E9EfgZqL8AND1z2x4aGvpM1/VLqqqCYZjNCwAnSdICgPJW49HdwC8CMUEQTnTu23e2r1pVLpXLE08eOaZplmZnZ/+SZfmIx+NpFEXxMYBSEgqFBgD8att2SdO0ytNjsruBi4LQ825//3k3x3ldbrd3aHYW/Zr29UYKsiyH6+rqCqIoghAChmHg8XggiqI7FotNVKvVA3NzcyUAmwuypgSehTOUItzQ0GwYhqtvff31n8rl31tbW7s7Ojo+1jTtg46ODkrI4w3mOA4YhoGu65lsNivMz89fe3rs5woMRCJ1bUDP8WPHLngFwctQChACMAxeC4eby5WKq8Syb3X29R0PhUIfchxH0+k0mpqaQAiB4zh49OiRqqrqdcuyPp+fnzdrFojH4zE7FHpvnWG+jfn9Yp3HA9blAgiBY9swTRODmUyz6+jRhnB7+xFFUWBZFmzbRjqdhqIoWFlZUdPp9Ei5XD47Ojr6n4W4rUAikYgJgtBzor//u2Bbm3j95k1EfT4EWRaUUpiGge/Hxv4pHjzI84lEQJIkAIAoirAsC6ZpYnJy8ubKysrE2trap1vBtxWIx+MxQRB6+vr6zvt8Pq9bECBEo/htbAwtXi9EAD+Mjy9lZNla7+rimpqaNrez4zjw+XzQNG1qYWHhl2w2e+7WrVuVrThbChw+fNjP83x/b2/veY7jvJRSuFwuUI6Dr6UF18bHcfvBg3xx/37/YiQSME2TcRwHfr8ftm3DcRzkcjl1ZmbmhmmaX+4EB7bYhpVKhZFleT+l1MswDBzHgW3boJSCDQSQEsXygVisEI3Hg28AmJ6exsOHD+E4DmRZxvLysnrnzp2RQqGw5Zw/N4FsNlvmOI5fX19fi0Qib260VEIIhoeHISsK29bZGZAkCRzHged5aJoGTdOg63pqenp6tFb4lgJPJFSe59lisWgpinJgI4mWlhYEg0EEAgEAj+eb4zhwHIfFxcXbqqpedLvdXw0PD+8Y+9O17b9gaWlpDEApl8ttzi0hBIIgwLZt2La9udqr1aqq6/oNSZK+uXr1arVWOLBDK47FYmx9ff1HgiDAsqxNAUIIDMOAy+UCIQTLy8vq3bt3RyqVyhejo6O7ggM79AGfzycYhvFHQ0PDSUop3ehqpVKpfP/+/fzq6qq3UqmoqVRqpFgs1jznNQvkcrkSz/Nr+Xx+IhwOn2QYhq6urpYzmcySaZrdhmFcv3fvXq5arZ57UfiOAk8kdJ7n13RdnxAE4f25ubkly7J6BwcHZyYnJ9VEIjF+5coV40XhQI1nwvb29kggEKhXFKV0+fLluZcBvkzt6Qn6Vb2qjfoXE20lzQDKz0cAAAAASUVORK5CYII=) 16 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVRYhe2W7UtbVxzHv/ec3Jvc3Htzc5NqmrRqtCrqhtK5bBVKdXYUOx9Wy2QrY5T+C3t4Wfqme9G9EQYrG6yTsjFfdDAYg70oiZPqaG2LQx1GOmWCFMyDTa5pEpPec/aiswxnfBodDPzC4cLh8Pt8+J1zLgfYz36eb8h2C4TnRT59+vTHsizXUErfvXHjBvtPBfr6+gYPHDhwyjCMJtM0/0ilUkdKSWzbolL5ArBtNn/mzJlBn893qra2tknXdWiaFnS5XPMDAwObsvYk8B1QK0lS7ZdA59/n29vbrxw8ePBUfX19EyEElFLoug6XyxUURXH20qVL/+DtWmAYqHeoaudb3d33DwUC/deArvVakiTlLctqIoRgfVBK17+poaGh4MZ6dLdwTVU7TnZ3D9pl2VkdDL6STCTM1zIZ9gPw4OHDhwt+v/9Vu91eoWkaOOcwTROZTObX0dHR9xlj0XQ6/WRPAsNAjaaqnSd7egYlWXZSmw2EUlRVVYWS8bjZnsngt5qamsbGxhfLy8uPSJIExhiSyWQsEol8urq6+uPS0lJuTx1oa2ysJJYVeLuj42vV6VSoKAKCAOGvcfjQodYh0zTrOzu7DgeDr+u6Ds45AIAQoqytrU3ncrnFRCIR31h72zMQCoXqicfTpfT2/vT5/fvO1ULhaXFCwAFYjOGr27dTGVHskj2eTrfb/UxMEATIsoyqqqo+t9vt3Kz+lh0IhUL1Doejo7+/f5B6vSq8XmEiEkFzIACJUliWhatjY0g0NtrzLS3uiYkJobKyEna7HQDAGEMikYjOzs5GOOffLC4uPtnIKCmwDu/t7R2UZdmpKAqYroMZBu6Ew3ihrAzX7txBtqUFjuPHBa/XK+i6jnA4jIqKCkiShHg8Hp2eno7kcrkPRkdH8zvuQHNzs9PhcDT19PRcl2XZabPZIAgCHA4HiqqKgsvFro+NjetHjwakY8eIYRhwOBwQRREulwsjIyNQFGVmdnb252w2WxJeUmB5ebnY0NAwIIqiu6ysrIIQAkEQwDkHIQTfj4zM0UDAfeTECa9hGAAAzjkkSYLNZgOAqfHx8auSJH2yFbykAAAsLCyMBwKBkKIoL6uqCs45isUihoeHmWEYms1u1wqFgi0QCIBzDs45GGMwTTMajUZHDMO4Eg6H17aCbylw4cKFJk3Thnw+H0RRhCAIuHnzJvx+v9Dc3GxTFMUWi8WQTCbh9/thWRZisVh0cnIyks1mP9wJvKTAuXPnGiilU8FgkDidT28P5xzV1dVwu93weDzQNA2MMaxLUEqjk5OTEdM0t9zznQgQwzDq6urq3lNV1UbI01/F+r1ev2KUUiiKAsuysLS09Mvc3Ny3hULh8m7gpQS4YRhWOp2+XV5efpYQQgkhsCwLlmU9O4yccwiCgFwuF52fn7+VTCYv37t3b0dt304Ay8vLq7IsZ1Op1LjP5zvLGKOLi4tIJpMxRVFESim1LAvxeDw6MzMTKRaLH+0FXlIAAOLxeFqW5eyjR49u5fP5Nxlj7zDGPkskEm+4XC7nysrKg6mpqcjjx493tecbs+2TrKGhwaNpGu7evbsCAOfPn38pm81eNE3z93w+f/HfwPectra28tbW1k2fZPvZz/8ufwJE2+k8eHm6dgAAAABJRU5ErkJggg==) 16 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,42.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdElEQVRYhe2XS2wTVxSG/7lzbc8jtgcT52EF4tjBIjGMEpHZJQWiqJAqQIFGrdpuuuqim0pUqlSp6qLqoiurqlCFuqBUqiuBSnGbRYUgCCEKCbECDSFJAwITKwjbcTyOg58z0wUk4pWHQxaV2iPNauae/7vnP/dcDfBfD2Y9k8my7OY4zldfX3/u1KlT+mrWkHUU9wmC8HpbW9svVqt1sre3d1W516UCiqL4zGbzrp07dwYopUImk8Hc3Ny9VCrlXakSr1yB7du3eziO29XZ2RngeV4wm82QJAk2m81ts9nurFSJVwJobm6uoZS2uN3ugCiKgtlsBqUUlFLYbDaIoui2TE5+f3IZnTUDKIriczgcPbIsH9N1Xbh9+zZYlgUhBAzDAIaBR5cuoVvX39jm948aS1RiTT2gKIqP47hdPT09AUqpMDY2hkKhAIvFAp/Ph0I+j3unT6OLEHSLIkq6jtT8/L0Gr9fLPNcTZQO0trY2VlRUdB44cCBgsVgEQgg0TcPIyAjy+TxYQkBHRtDFsui2WmHleaBUwmwm8xiisfEZCLYc8ebm5hqO49r37t171G63C5RSMAwDlmXhcDgQj8f1+LVrv3cUChvfqqkRrKIIGAYAgGdZwDCkO5FIa1UicfIiYABl9ICiKD6bzfZabW3t0UQiIeRyORBCwLKP98AwjH737t2T0Xz+2y2advZ+MgkQAjDM4lMqlcank8lbfoCWVYEFz3t7e78zmUzWaDT6eFc8D5PJhFKppJ85c+Z0Op3+efjmzT8ezswMtG3Y4Jp/9Gib024HdB0JVR0fmZrqpxbLZz2qml81wIL4wYMHAzzPC1VVVQCA+/fvwzAMUEr1vr6+06qq/hQOh88AMN4HMsF4/Gqb3e7KZLPbCDB+MxLpZ1j2yO5IJPd0/mWb0O/319nt9r2HDx/+hud5gVK6eMwmJiYwOTmpT09P/1AoFH4dHh7ue3rtFwC5Arg+drs/mk2lqMtu//x58WUBWlpaGovFYl1LS0uosbHR5nK5FsUNw0CxWMTx48dvms3mv3O53NvhcLi0VK5jAP0QeOn7l1qgKIpPFMXd+/bt+3F4eFhgWZYxm80QRXFRPBgMwuv1Vnk8HqfJZHqzvb39RDgcfunc7wOWvA9eAFjwfM+ePQFRFIWtW7cyAwMDYBgGlFKYTCYEg0E0NDRAlmXU19cLDMNURKPR/R0dHUtCrApgx44dHo7jOru6ugIcxwmUUrAsC5/PhytXrkDXdf3ChQszHo9HkGUZDocDhmFAkiSOEFIxNTW1v7q6+kQkElk1xDNzIJvNphRF+ZoQIix4bRgGCCHo7u7GwMBAUBTFtMvlgiRJ0HV98ZtNmzZJTqezND8//045FXgGgGVZ4caNGx/kcrlCoVCApmnQNA2FQgGhUAiyLL+bz+drEokEHj58CF3Xoes6NE1DLBYbf/DgwV+VlZUnywF4xoJYLJbmef5RKpW6XF1dfYgQwmqahlAohM2bN8Pv9zOyLJsGBwcXZgA4jkMsFhu/fv16fzqdPnL+/Pn8UmIrAgBAPB5XFyAcDsehs2fPGnV1daSpqQmSJIFlWXi9XgwODgIA5ubmbk1MTFxIp9NHLl68+MI5XymWnAN+v79O0zRpy5Ytl5uammwbN24EIQSEkMWjGAqFrgI4Z7FYvlqLOLDMZTQ6OholhEyrqvoeIWSxJ0qlEnRdRzKZHJckaSidTn+5VnFghbsgHo9nRVHMqap62el0HiKEsACQSCTGR0dH+7PZ7CdDQ0NleV4WwBMIVRCEjKqqf1ZWVh6anZ2dHBsb68/lcmvyvGyAJxBpQRAyyWTyt5mZGVosFj9dD/Gyo7a2VsA6/sz8H/+K+AcgYFZRBROf1AAAAABJRU5ErkJggg==) 16 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe2WTUzbZhjH/34dO/6I4zQMZ0RtGOkaslZL6VDUcWgFncRW0SKIyonTTrvsVk3aZYdpp55y2Q49snWqKlTW8TWNTrRoME0TmQRKJ1q+mohWjdgSO18kMbZ3oKCuDRRoJ01TH+k5+PA8/5+er9fAK/u/WHNzs9DT00P2Gke9DPFwOBxgGCZos9lOCYLwhSRJr5dKpcscx73X399v/qsA4XA4wHFca2tra7RYLD6Kx+O/ezyeC06nc71cLq+oqnp4J4gXAgiFQgFZllvb29ujDMMIFEUhl8uBoigwDANN05DNZu/vBLFvgCNHjngVRTnX0dERZVlWIITANM1/+Pr6OlRVRSaTWcjn843VIPY8NADQ1NT0JsuyAbfbfUnXdYFhGBBCQNP0lm9+i6KIbDarFIvF09Vy7RkgHA4HJEk609vbO5LJZJwzMzMoFAoghICiKFimCUIIWACWaSKZTEIQhA9HRkZuV8tH71Wc47jWrq6uqCiKwtGjR6np6WmoqoqamhoQisLi5CSO5fN4g2WRSibBLi9/9tXg4OXtcu4aoLm52c/z/JlIJBLleV5gGAY0TaOxsRHT09NQMxmsTU7iTKWCdobB4VwO7+TzOHD37i8tqmoMAol9A5w4ccKnaZq3u7v7G0mSxM2eUxQFiqLgb2iAOjQ02eVyCe21tYLM87AZBljLgiLLpw1df3BS01JDwOrTuZ87A+FwOCAIwgdtbW0/DAwMCMViEZZlbfTbsmCapjk2PDz4mq6XTjqdnEOSgMdghBCwdjt8Xu+FmpoaYc8V2Ox5d3d31OVyOWRZpkZHRxEIBGCz2WAYhnn9+vWBTC73defKyrXEw4fHGw4eVFibjQEAGAb+UtW5ufv3x3m7/Uqfpq3vGmBT/Pz581Ge5wVRFOFwOCBJEkZHR+H3+83h4eEBTdO+jcViN27oeirCcTN3l5ff9nu9CmuzMX9q2lx8fn4chFxsSyRK1XSqHqJQKCSIovhuZ2fnkCAIW3tOCIGmaVhYWFgfHx+/yPP80uzs7PCTsVdkuQmWFT19/Lhj8cGD32AY24pvW4FUKqUHg8EehmFctbW1h7Z23LJACMGtW7d+KpfLP9+5c+e7p2MHyuVH51h2KjY/v1jndH65k/i2AACwtLQ05Xa76wkhjNvtPmRZFnRdx9WrV02Xy3VQluXJXC5XKBQKz0z295VK+kfgj4YqPd81AAAsLi7e9vl8H3Ecd8DhcDA3b95EXV0dFQqFbE6ns8Nut9/LZrO5ahCfP095NwCRSCSqKMpbPp/Pa1kWGhoa4HK54Ha7IUkSaJo+y7LsvdxGKZ6BeCGAjo6OS4qivB8IBI4B2Do6drt9I/DxQ0MIOUvT9G1CyEI6nTb2ClD1ENXX13P5fL5fUZRAuVyGYRhVnaZpcBw3VyqVTvX29j6339WsagU0TVsXRdGmquqUx+OJ0DRNUxSFYrEIYKMahmFgdXV1Lh6Pj+u6/klfX5/+0gAAYHV1VeN5vqiq6pSiKJFCoUBns9l7iURCl2WZTafT87Ozs+OFQuHixMTEjqu2L4AnIdLp9ATHcf6xsbGPPR7PtVQqpSSTyV/X1tY+fRFxYJe/ZMFg0C2KYjaVStlWVlZKLS0tSqVSScdisX31/ZW9sv+U/Q0SWhqIvnPgiwAAAABJRU5ErkJggg==) 16 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,67.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9UlEQVRYhe2W309bZRjHv+95e057Tnt+hN9Cx4BBB4SwLbUmXpiUqQthYAZCYrIr45XXizf+AcbNC/TGeGHijMuypDrRROaU4UhEMMBo6QaMQEeTzVBa6SnQQ6GH83qhTGMo0LlpYvZNzsU5yft8P/k+z5PzAk/1f5HX65V6enq4fM/Rx2Hu8/k8giA8t7Gx8UZDQ8PPlFK+rKzsWb/f/2B6eprtdZY8DnOHw+H3+/29hmEsjY2N/bi2tjbi9XrfzGazkmEYRwOBgPVEAJqbmz2qqvpPnTrVy/O8RAjB8vJyYmtry6YoipbJZLC6urqo6/qRXBCPDFBXV1deUlLSfvr06V5BECSO42BZFizLgmmaAADTNKHrOlKp1OLq6uquEHkPDQAcP368VhAET0FBwflsNivxPA+O40ApBaUUf31XVRWKolStr69/sFutvAF8Pp9HluWTZ8+e/SaZTCqhUAjpdBocx4EQAsuywHHcw4dSivv379+Mx+Mzu9XLawt2Bu7MmTO9TqdTamxsJOPj49B1HYWFhSCEYGRkBIIgQJZlMMYQDAaDi4uLX46Pj7//jxLwer01DofD39XV1StJkiQIAux2O7q7u5FIJDA2NoZAIACe5yHLMgghME0T6XR6ZX19fTRX3QMlcOLEicpUKlXe2dn5mSzLzp0eE0JACEF1dTUGBgZ+amhoEJuamiRVVcEYAyEERUVF1aZpPuA4LpZIJOJ5J+Dz+TySJLW2tLRcu3r1qmQYxsPijDFY29sIBgIrFTxfduTQoSJN0x6CcRwHURThdru7NU2T8k5gp+ednZ29mqa5VFUl/f398Hg8sNlssLa3Ebp4EScptXe4XNr3s7OksKoKNrsdAGBZFhKJxOzMzMwgY+xSNBo1DwywY97R0dEriqLkdDrhcrkgyzL6+/tRU12Nu1eu4EVRxCvl5eQZl4vUUIqvbt1CQWUlqN2OeDw+Gw6HBzc2Ns4NDQ1lDpxAc3Oz5HA4Gtvb2z8VRVGy2WwghMDhcEAURUiiaMUuXx5uLSoqbysr45yKAoHnoQGooRRfT07CkuXbd2ZmbhqGkdM8J0AsFsvW19f38DyvFRcXH9oZOMYYKKVWaGBg9AWbzd5TVeV2KgrAGMAYBJsNmmWhJJOZ+nxq6sMtUbywl/meLYhEIsOqqh7d3t4uLS4uLmCMIZvNoq+v74u4YXz0mmGAo1Qt1LTiHQAwhtW1tdlf7t374XlKz78zObm5lzmwxxYcO3ZMi8Vid1RV1TY3N8EYw40bNxKZTGZ+YmKi7+W5uXOxROK7uUhkGowBloXEysrs7bm5QQF4q21+fms/85wJ1NbWKpTSjra2trc1Tau02+1gjOHw4cOOaDRK3G53MhqNzn6yvHy92+ms29zcVGCav96+e3cQpnmuJRrdM/Z9AXiep62trR+rqtokSb+v7x+7TWpqatyhUGjBbrcvJJPJ1MV4/Hq7IAgL0ejPIse9m495ToC6ujo1nU4vVFRUvMpxHOW4Pzs1NTU1lEwmw+Fw+NrOt0srK6P16fSt11OpA8W+L8DS0pIhSdKGruvDpaWlXZRSSghBMBi8OT8/f21kZOS9v58ZAnLeevIGAIB4PJ4SRdHQdX24pKSka3p6eigSiXw7Ojp64VGMcmnfG1FjY2OloihKNpt9aWJiYtdf6hOX1+u1/SfGT/VU/4Z+A0NABrYN7AFfAAAAAElFTkSuQmCC) 16 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYhe2Wz0/bZhjHv+9r+01sx3F+QAopgaaUFKKOttBsVbcDdFu1qTCVSpw47j9YJ+1U9Tapu0Sqtt2maurEBVFUaWOHlgAHWtFmYi2lyaQUEY1JLYSRGOKUhPjdYUsPrFDCOmma+pUsy7L9fD5+3+e1DbzO/yWdnZ1Kf38/rfY+4VXAI5FIiDH2ZqFQ+LitrW06lUpt/HWKAuA73UteBdxut3d1dXVFTdN8cu/evRhj7IIkSZ/JsnxQEISBoaEh618RaG9vD+m63nXmzJmoJEkKIQQrKyvzyWTSrKmpEd1ud6thGAvZbLZ5O4k9C7S0tPh9Pl/P2bNno4wxhVIKy7JgWRYMwygqisI2NzeRzWaRy+UWDMN4oUTVTQMAx44dO8QYC3k8nsulUkmRJAmUUgiCAEEQoOs6qxzrug6n03lAkqTEpUuX/sarWiASiYQ0TTs9MDDww+rqqvP+/fvI5/OglIIQAsuyQCl9vgmCUNlnr169emBrvapWQaXhzp07F1VVVQmHwyQejyObzcLr9YIQgjt37oAxBk3TwDmHYRhYX1//eXJy8hPLspK5XG5zTwKdnZ0HZVk+ff78+agsy4okSRAEAYcPH0Y8Hsfq6iqmp6fh9XrR0NAAxhgsy8LKyspSLBa7sra29v3i4mJhTyNw/Pjxxlwu5+/r67umaZpamXNCCAghCAaDuHXr1u22tjb5yJEjiq7r4PzP5U8pVTc2NmYLhUI6k8ksb6390h6IRCIhRVE+6O7u/vH69euKaZrgnIMQAs45yuUyRkZGfrfZbHWBQKDG5XI9FyOEQJZlNDU1feRyuZQX1d9xBCpz3tfXF3W5XA5d18no6ChCoRBEUUS5XMbg4CDq6+ttzc3Nrrt375LGxkbYbDYAgGVZyGQyyUQiEeOcf5dOpze3MrYVqMB7e3ujsiwrqqrC4XBA0zSMjo4iGAxieHgYwWAQHR0dxOv1El3XMTY2hkAgAMYYlpeXk7Ozs7FCoXBhcnLy2a5HoL29XbHb7eGenp5vZVlWRFEEIQR2ux2yLENRFOvGjRtT4XDYf/ToUep2u2G32yFJEpxOJ8bHx6Gq6sNEIjFhmua28G0Fnj59Wmptbe2XJMlVW1sbqDQc5xwCpZi6efMXn8/neuvUKa/b7QYAcM7BGIMoigDwYGpq6mvG2Bc7wbcVAID5+fkpj8fTRCmVPB5PgHOOzVIJD65ds94rlTTJZtOynIu1fj845+CcV17DyWQyOe52uy+PjY1tbFf/pQIA8Pjx4wmPx9MEQNIcjsCjwUG8b7OR3ro68Y1iUZwzTSyuraGmvh7lchlLS0vJmZmZmGman+4G/lIBAEilUhMup7OJT0zY3lXVhg9ra6E7nVAVBYeyWczl8/jVMGCJYnJmZiZmGMaOc741u/oafg6ETp448U2kru4dh9MJEAIQglKxiN+ePMFXhNz+ybJGLEq/rAYOAOJuLnq7udlUnj3zCaJYRLnMKgISpbBLUvLk3Fw87fFcGXr0qFgNHKjif+BBR0cHgOGWQMBvZ4wBQCaXSz5MpWIoly90p9NVPXnVAhUJzvlwy/79/rxpzj9cWPhH8KoFKhL5QuFiYX09RSi9+E/ge87wvn2++C7753Ve5z+fPwCpXeDlRPV1pgAAAABJRU5ErkJggg==) 16 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,92.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur30983 2s linear infinite forwards;
}
