@keyframes rwdcur197168 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIVElEQVRoge2YW2wU5xmGn393jQ87y9obL0bGCbZliBVjGWESEUSEERQV1JDim1Q1iZQKIjWU0lASFAWIJRQVEREkKquARA29aAQNhEhcYNI0SgvlYOO2wiLhtGACG1zc1KwdvIfxvL1YL7WDjdc0NDd+pbmYmf//vu/9v+MMjGEMYxjDGMYwhu8O5rs2AEASQC4wE5gFBAEbuAIcAz43xkRHJVCS69s3dVhdP5T0Dw2NhKQmSU+kJXDv3r1ImiqpVpL1MI0vLCxE0hpJvZIUjUZ19uxZnTx5UqdPn9bVq1fV19eXIvJvSQvTEiypXNJnkvZKqpGU8zAISPq+pH/Ztq3m5ma98MILqqysVFFRkYqLizVnzhytXbtWly9fTpG4KGlqOoJzJR2XFJN0XtLbkp6Q5PkWjc/q16FTp05p9uzZAgTokUcekd/vFyCPx6NFixbp2rVrKRK/HjG8JbkkNfb19fV1dHQoEol8LekvkpZLKrQs63/OD0mLJfXeunVLL730kgBVVFRoz549unjxos6dO6d3331XU6ZMEaC33npLsVhMki5LKruvcI/Hg6Rf9PT0fL1z507t2LFD169fV19f321JByQtkGT1V48HJdAgSU1NTcrOztakSZN04MCBQdkbi8XU0NAgQIFAQO3t7ZLUJ2lJOgrmOI7T8fHHH6u2tlbPP/+8mpqadPv2bUm6IWmbpOkPGlaSPpGk+vp6AXr22WfV3d19TwkKh8PyeDwCdPjw4dTj11Ny7hcK140xnQUFBVRWVhIOh1mxYgX19fWcPHmyMBqN/gz4A/C6pMJXXnlltGGVBRCLxZI3WVnk5NxbK3w+H9nZ2Qxcm9o7EoGvgEuBQMDJy8tjxowZuN1udu/ezZo1a9ixY4fnwoULZYlE4k3gvYaGhh9Lyh8FgU4Ay0pW6lAoxPnz5+9Z1NraSnd3NwC5ubmD9o5EoAf43LIsx+/3k5ubS01NDY7jcOLECTZv3syGDRvYv39/zs2bN+dI2gZs6y+76fSPzwEqKysBaGtr45133qG9vZ14PE5vby9nz55l+/btAAQCAcrLywHiwKWUkGHj1xjjSPosMzPzTn5+/vj29nYeffRRnn76aY4fP05HRwcffvghp06d4tixY65ly5blT5s27Ufjx49/yhjzvqR9wDljjD2MimYgPm3atHHV1dWcOXOGxsZGQqEQ8+fPp7e3l48++oiWlhYAlixZQiAQAAgDoTQOCCTNlHS5ublZ9fX12rBhg9auXauqqiq53e67ddvj8WjGjBnavHmz2traFI1GY47jnOkvuxOHqtv9zzt6e3u1cePGu7KGuw4dOiTHcSTpg4GFY6TECwOdeXl5ACQSCdxuN1VVVRQUFNxdZNs2ra2trF+/npUrV7Jv375xX3zxxQzHcbYBO4HF3+zmxpibwB+zsrJYsGABbrd7WCOCwSDPPPMMxhiA9wZ6dSQCEeCc3+93fD4f8XicWCxGIBCguroar9c7aLFt23z66aesXr2aVatWcfDgQSsSiSyR1EgyP56SNG7Alt1AZPr06bz88stDGpCdnc2WLVtS4dMK/Gng+5EI3AE+83q9dn5+PolEgkQiQTwep6CggIqKiiE3dXV1cfToUdatW8emTZs4ceJEfk9Pz0+ARuDnA0LgGPBny7Koq6tj3Lhx98iqqalh8eLFqdudxpjOge/vS8AY4wAXMjIyeiZMmIBt28TjceLxOJIoLS2ltLQUl+teMdFolFAoxK5du1i/fj1HjhzxJBKJqUDJAPlxYJsxpqu6uppXX311kIzJkyezcuVKJkyYAMnTf/+betJpPpc8Hk940qRJSBrkBbfbTUVFBXPnziUQCAxJJBKJEAqFyM7OxuVydQGffKMyHQMOZmVlsXz5csrK/jvm1NXVUVNTA8mPm03GmK8ehMBNIJyXl0dGRsZdD6SIFBUV8cYbb7Bu3Trmzp07sNkkFbhcLFq0KNUI/w78deD7fi9sBa6VlZWxceNGCgoKmD9/Pi+++GIqzw4Dh4YyLh0Cd4ALPp/PCQaDd08/ReL27dtYlsWqVavYsmULK1asoLS09O7mkpISamtrCQaDEeAD4J9D6DgH/Apg6dKlPPfcc7z22mtMnTo1dYC/7K9A92DEQcwYE5X0t5ycnPjkyZOzWlpaUp+BSMK2bcLhMLNmzWLmzJn2448/7lq4cKHr0KFDHDx4kLq6Op588knH4/EcAd4fqrEZY/D5fHsikcj3LMuq3bp1K5mZmRhj7vQbP2zjSmeSdIBLbre7q7CwcKLjONi2jeM4qY9xLl68iG3bdkZGxhGfz9czb968BVVVVflLly6lsrISv9/fBjQw9OkD0N3dHQVWA09ZllXUr/e3wP77GZfuBHndGHP9sccew+PxDMqBWCzGlStXiMfjHpLuftPtdq8OBoNH582bFwkGg53GmN8Ap4cLgxSMMdeBnwJdwFHg7fuMIkB6HgDoNMaEAoHATK/XS2dn56Aw+vLLL7l16xZer7eU5LC1Hzjtcrl+QPIkfz+K3yKHSXqipb9b3xfpeiAOXLIsyykuLsa27UHJ3NnZyY0bN3AcpwyYaIyxjTGXgO3ALmNMJE09GGMwxvzOGHMunfXpEogCzZmZmdHy8nIcxyEej+M4Dn6/nylTpqTK53igMJUbxhhnVD+kHgBphZAxBklXjTFdFRUVOcuWLcOyLCZOnEhJSQlFRUV4vd6IMSYM2I2NjQ/T5sG2pbtQ0kTgPcdxZtu2jcvlirtcrqgx5qoxpg34hGSTutbfnP4vGA2BccASoJhkSHWSLIvXSI7d8ZEqxsPAqH7u9sd2Km+ckcriGMYwhjGMYQwPG/8BXmWaBBDUZm0AAAAASUVORK5CYII=) 5 13, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIMUlEQVRoge2Yf2zU9RnHX5/v3fXH/WjLpaUnILQn1UrjSlogpYjlVyDOYSbROCds1ISEiNbVuDTMNoaYZU6XVJeoLcEQNjcjUQypMZWMOVBp7JJOZ1dXaQoK1FaOpFevvfZ73/s8++N+yJXDHpu6f+6d3B/3/dzzfJ738/t7kEUWWWSRRRZZZPHtQkQQEeP/bUcmuMLIQ4cOAdwI/FhE3N+7RdcIle6hiFQCbwC9wEGgVyk19V0ZEY92DbAVqAeKAQsYBk4Abymlzl6LwiIReV9EZkRkUER+LSLLRMT+HRhfJCK/FZGLkh5RETkjIjtFJGe2/NUiYAAvaa1/FggEjPz8/CmPx9MHHALe8ng8o6FQSH8LxucBzwEPRKNR+9jYGL29vVy6dAm73c4NN9zAzTffjNfrJZ4BLUCHUsr6RsV2ux0R+UUoFJrs7OyUjo4OOX/+vESj0aCIvC4im0TELSL/K4EHRCQcDoflyJEjUlNTI0Dy43A4ZOvWrfLuu++K1lpE5JKI1Geq/Fat9djx48dl27Ztcu+998rbb78twWBQROSCiLSLyPL/Nq1EpEBETouIdHV1SX5+ftLwoqIi8Xg8ye8FBQXy8ccfJ1Lq9XSplO6CMhH5V39/vzzxxBOydu1aWbx4sTQ3N0tPT4+Ew+FI3IBficiCBx988Jrabtz7kXPnzsmGDRsEkDVr1khvb69YliXhcFi6u7ultrZWALnvvvskHA5LvFaWZ+qhoyMjI9Fnn31WHnnkESkvL5eCggJZvXq1tLe3y+DgoJimOSkiJ0Rku4gUXwOBP4qIvPzyy+JwOGTZsmXywQcfpFZvNCpdXV0CiMvlkv7+/sTRTxN6vslrIeDfbrdbFxYWUlRUxLp169Ba09PTw1NPPUVbWxuHDx92jo6O3ioi7UC7iKzLcH74AQYHB4lEIlRWVrJ8eapjDcNgzZo1OJ1OJicnGRoaShyVzUlAKaWBT3Jzc6eKi4tRSnH99dezevVqnE4nY2NjHD16lMcff5x9+/YZp06dKg4Ggz8RkU5gr4j8IJP6iEajQHL6X3F++bN053PlbX9OTk7A5/MlFVRXV1NRUYHNZmNmZobPPvuMAwcO0NTUREdHh31gYODGmZmZx0TkILBTRHxXWUtGAebNmwfAwMAAfX19KT/QWnPy5EmmpmIzdP78+SmymRAYAQKJSyKRCDabjerqakpLS5M/siyLvr4+Wltb2bNnD6+++mrOuXPnarTW7UAn8EMRcc52DsDKlSuBWCo99NBDvPfee5imyVdffcWbb75Ja2srAKWlpVRWVgJMA8lcmivEE8BAYWHhCo/HY0xMTKC1xuv1UltbSzAYZHJyMoXIiRMn+Oijj7jtttvYsWOHe/PmzXd6PJ56pdQREXkJ+FApZQLvA1NLly51bty4kePHj9PX18fatWvJyclBa41lfT2vGhsbcbvdEFsvkgTmisAU8InL5bKKi4uJRCJEIhFM06S0tJSqqqq0QuPj4xw7doyWlhaefPJJenp6ikOh0APE9qqmeG2cAr70+XzccccdKfKmaaYYD7BlyxZycnKIy41kRCBeyJ86HI7Q/PnzsSwL0zQxTRMRwe/34/f7MYwr1UxPTzM8PMz+/ftpbW2lu7vbHolEbgTK47pDwGs2m01v3ryZsrKyq9qxYcMG6urqIJY+f1Lq6w0ok+EzZLfbRxYuXIiIpETBZrNRVVVFQ0MDXq83LZGJiQmGh4fJz8/HMIxx4J3LdplXgC/9fj+NjY1pL1+4cCGPPvooeXl5ACeBlErPhMAoMDJv3jwcDkcyAgkiixYtYu/evbS0tNDQ0EBRUVGKsGEY3H777dTU1GCz2T4klgIJfAi8lZ+fzz333MOSJUuuuHzTpk00NDRAbL1+Xik1ca0EpoBPPR6PLikpSXo/QSIYDOJ2u3n44Yd5+umn2bVrF36/PylcXl7Otm3bKCkpmSD2jvFl4iyeos8BIxUVFTQ3N6dcfNNNN7F79+5E8f4FODbbuDkJKKWmgX84nU5zyZIlzMzMJAkk2t3IyAh5eXmsWLHCamtr052dnezZs4frrruO+++/n5UrV2q73d4NvDZ7FVZK/RN40W63s2PHDmpra5NnTU1NrFq1CsAEfhm3JQWZbJIaGLLZbOMLFizwJdqb1jo5GU+fPo1lWZbD4ej2eDyh9evXb6quri6+6667uOWWWygsLOwHnucy78/CAWCr1+td1d7ezq5du6ivr+fuu+/GMAwL+J1Sqj+dYKar8Hml1PnFixf77HY7U1NTydGvtebMmTOYpml3OByjwG9sNltXSUnJz9evX1+nlDKVUi8Sey1Nq1wpNSoibcAbdXV1zubmZurq6hKTtw945mqGZUogoJQa9nq9K1wuF4FAIElARPjiiy+4ePEiLpfLTyzch4FewzB+RCyCf04X/ln4K/CCw+F4bOfOndjtdog1kBal1PjVhDLd4U1gyO1267KyMizLSinmQCDAhQsX0FovBXxKKUspNQT8Htg/u3OkQ7w29gG9ubm52Gw2E3hGKfW3b5LLlMA08Pfc3NzpyspKtNaYponWmsLCQioqKhLtswBYkKgNpZTOwPOXkwgBjcQ8/wfghblkMkohpRQiclYpNV5VVeXcvn07brcbn89HeXk5ixYtwuVyTSilRgDr4MGDmdqc7q4BEdlIrO7mJJ++qtJARHzAK1rresuyMAzDNAxjWil1Nt4h3iE2pD6PL2vfC66FQA5wJ7G3oWkgQKwtfk5suTLn/LvjO0DGBCD5RpSoG321tphFFllkkUUW3xf+A5HcQIhBAfuaAAAAAElFTkSuQmCC) 5 13, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIRklEQVRoge2Yb2xUVRrGf+fOn9bOjC3jFJoKYzupQlJcSG1X3Igtig1G4p8mK5vFsI1ZIilhpWaTSilBQuKqIZqsgQVWQ0hczRKpwMoGTYzoJm1EVtbYVQKlUoXa1oKdUqC9vXOf/dBOl5bCTF3dT32S++Hee857nue873nfcw5MYQpTmMIUpjCFKfxgmIk+SgKwjDHu/5cOSJoORAAb6DDGXJqUgd27dyPpNklVkoI/BcnxkBSR1CDplMZiUNI/JFXX1NR4J2NwjqQvJe2WVCEp6yckXyLpE0kJSXJdVxcvXtTg4OB4IW9Lyhvf/1ohlAMcBEqB08BbwF+AE8YY50ckHwX2AqXff/89H330EU1NTVy4cAGv10skEuHee++lpKSErKwsgD3ASmNMXyrDlqRdiUQi0dXVpb6+vosjrvytpPxgMGj9COSR9IqkRGdnp2pra+XxeASMeaLRqJ577jldvnw56YknUhr3er1IWtvf339xx44d2r59u86cOaNEIhGXtFfSYknBkcX+QwXMkXRuYGBAW7ZsESC/369HHnlEmzdvVkNDgyorK+Xz+QRo7969SiQSktQsKZzOAHe7rtv1/vvvq6qqSsuWLdO7776reDwuSWclvSxpvqT0F9dY+/WSEp9//rlisZg8Ho/q6+vV29s7GvjffPONVq1aJUClpaXJsS9KujudAQok/bulpUUbN27UwoULFY1GVVtbq+bmZl2+fHlI0skRIvk1NTWTCitJByWNzv7ChQvV3t6u8Th27NhoOB0+fDj5uSZp53qDngdaw+GwO23aNEpKSvB4PLz22ms8/fTTbN++3XvixImioaGh9cCbW7du/bWkyCQ0RADOnz8PQF5eHrNmzbqqUVFREaFQCIBz586N6ZtKQD9wPBgMutnZ2eTk5FBRUYHrujQ3N/P888+zYcMG9uzZk9XZ2Xm3pJeBl0fSbjr1ox/A4/EAEI/HryQ4iq6uLgYHBwHIyMhIfh4tbtcUMFKFv8zIyLgUiUQwxjBr1izuuususrKy6OrqYv/+/axfv55NmzZZTU1NkXg8/itJO4B1kn6WYn18DRCNRgH47LPPOHjw4CjZpKjGxkZs28bj8VBQUADgMpzaAUi1AFv8fn9PXl7ejTCc+ubNm0d3dzctLS0MDg7S3t7Oq6++ypEjR3jssce8S5cuva2oqOj3fr9/iTHmT5LeAbon2Jb8E1hx5513WjNmzKCrq4tVq1bR3d3N3LlzcRyH5uZmXnrpJQDKysqSAnqBthS8hyEpX9LHra2tevbZZ/XMM8+orq5OK1asUH5+/lU52+v1qry8XLt371Z7e7sSicQFSfslLR1fzUcqcLynp0fV1dVX2Rr/bNu2TY7jSNLHkm5M2kmVOfqAL7Kzs91QKIRt2wwODhIOh7njjjsIBAJjGjuOw4cffshTTz3FmjVraGxsDPb19T0kaRfD6+PnkvwAq1ev/hT44qabbuK+++5LOZkVFRXJ9bL/ykqcSsAl4MtAIOBEIhGGhoYYGhrCtm1mzJhBcXHxhJ16e3t57733qKurY/PmzTQ3N0f6+/ufAHYBv5Pk3bZtGyPvzuLFi7nnnnuuSWLt2rXMnj0boBtovPLfdQWMxO0Jn8/XP336dBzHwbZtbNtGErFYjFgshmVdbWZgYIC2tjZ27txJQ0MDhw4d8g4NDd0GFF7R7ABwIjc3l5UrV07IYf78+VRXVyfHaARa0xYwglav19tx8803I2mMFzweD8XFxZSXlxMOhycU0tfXR1tbGzfccAOWZfUCHyQ3hMaYTuDPHo/HWbJkCZWVlWP6ZmZmsmzZMubOnQvDdemV8ZvJdAR0Ah3Tpk3D5/ONeiApZObMmaxbt466ujrKy8vJyckZ09myLB544IFkIfwX0DTO/hvAp+FwmLVr1+L3+0d/LFmyhOXLlydjfydwfDy5dARcAk6EQiE3Nzd3dPaTIuLxOMFgkDVr1vDiiy+ycuVKYrHYaOfCwkKqqqrIzc3tA95mOI5HYYzpBl6wLMu+//77qa6uBiAUCvHkk08mq/MZ4IWJTogpN2LGmAFJx7Kysuxbbrkl8+jRo8mtMJJwHIeOjg4WLFhAaWmpM3v2bKuystLat28fjY2NLF++nLKyMtfr9R4C3rrGeeLvwBter7e6vr6e48eP8+CDD1JRUQEwAKw2xvROxC+dnaQLtHo8nt78/Pw813VxHAfXdZNnZ06ePInjOI7P5zsUCoX6Fy1atHjevHmRRx99lNtvv53s7OwWYCvjZn/cJG0CKqLRaMGWLVuIxWJkZma6wOvAO9cil+5W+Iwx5kw0Gs3zer1cunRp1AOu6/LVV19h27bX5/N1An/weDx/y83N/c2iRYsWGGNsY8yfgCPGTHgATOI0UGuM+WtZWVlyIRwFNl7vciFdAT3GmLZwOFwaCATo6ekZE0bffvst3333HYFAIMbwbcIe4IhlWUsZ9uAbxpiB6w1gjEHSPmA7UMNw8qgzxnRcr1+6AmygNRgMugUFBdapU6dwXXc0jHp6ejh79izRaLTIsqw8Y8wZoFXSHwF/KvLjRGwACoC9Dz/88OFUfdI9hAwAn2RkZAzMmTMH13WxbRvXdcnOzubWW29Nps8bgfzk2jDGuOmSv0JEH/BL4PUDBw6kbJ+WB0Zm5rQxpre4uDjr8ccfJxgMkpeXR2FhITNnziQQCPSNuNvZtWvXZDhPNJ6ddtt0G47cybzpuu4vHMfBsizbsqwBY8xpY0wL8AHDRerryRD4XzEZAX7gIYbjcwDoYTgtfg10APaPeWeULtIWAP+9Mx15dVOkxSlMYQpTmMIUfnL8B3Azgod5TzZjAAAAAElFTkSuQmCC) 5 13, auto;}
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}
div.testarea{
animation:rwdcur197168 0.33333333333333s linear infinite forwards;
}
