@keyframes rwdcur27608 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFklEQVRYhe3Xy2sTURQG8G9uxkmmmU7itCZRTDrGKGIjDcQXxWKxmqog4iMWBHXjQgX3Lt25FOmimwpiN2Kh1FRBrATRYiG2FvsAlSBB2lhrGptnJ8lMxr/h3mA3evbnxzfnPoYLNFBX+/p23zh3LtiIwTfSfFRVb+vr6zyAm6wGYW2MRCJNW9zu05CkznA4zPwhzAH2ORydht2ucoKw+5DPd3jDA+xva7sGQohNFG1eWe7b0ADR3l6lPRQ64tm2DU1OJ0RZ7r4SiTSxWExrF3C5gp5gUOUVBVq1ikJzc7BNUY4DiNFaTBPY4/V2V6pVrGazsDU3wxBFiJJ0gsWysDSd7O29s5rLBUyLBYIoQiuXodhswuadOx9OT0/XaSzqCUSjUYUThGA2mwUIASEEsqLA7fHs6QoEqE8D9R44oKrBUHv79prFgvaODtQ0DVbTRHFhwea1WrsBTNB41BPwqGr94KlTcCgKfq2sIF8sguRy2NvSgg+fP3+k9agDTHz69HFtbu61T1FADAOZb99QXlzEu69fY28XF9/QehxtAwDcOnt2u9/vv+RobW3xud31/O/fq0OvXj2NjY+nWbz/9W8X0ya8fP68r0dVL1ZKpaY8z6NSLBaz5fLIg+Hh77QW9UUUDof5K8eODVQzmdOm34+Ay4Xy8jKkUulMrla78Gh0dI3Go/4XPO7vPx5yu+/mrFauLEmw2u0gkoSqae5wOJ2Tz+PxLzQe9UUk12qhtK6TTR4PCCHQNA1aoQBd11HNZARaj3oJxuPxiV2BQN1wOokoy6hoGpaTSZi6nn2fSk3RetQTSPz8OVurVJKE4yAIAmCaQL0O0WKZfzI6mvrrAWKxWLEEjOxSVZzo6YHA87ACWE6n39BaTAEAIL22NrbV5apvcjhwpKsLsiBA57jJDQswk0zOWgwjCQCKzwen3b7yq1SaZ7GYK/HixT3TMEzTNM2B69cHWB3md8G7mZkxrK/Xkc8jtbT0jNVhflItJBKzuR8/UvlCQZtZWnrL6jRUkyMj918ODjKPH2jwdRyfmhriOa4h4w+OQBclV+/JbgAAAABJRU5ErkJggg==) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2Xz0/TYBjHv+26dZTBZG7oCoK4CWTcFpUfB0nQgBJG1OiReDDhriHxb9AbR3fQE9G4BIgIejKIwoTIYgQCLEiaCWMyZcta67qVt5705OXtdCe/p6bJ88mnT9q3zwOUkLu3bwfu3bnTUQqDK6W4xeu9KRjGEQDvzDJYs4WhUEioF8UBX0vLxVt9fa6yCzR7PEGO51stHHfK53SeL7tAkyheZVmW5Sor4fJ4LpRVYKi3Vzjh9Q44qqvBWq3wut1Xhq9dO142AYfLFdSKRT9fUYFsLgdGEOqbGxpMfQ2mBGqqqy8rhQK7l04jpyhIyzKMXK67LAKhUEjwOJ2DOsNAUVXohOCQ5+Gqrz9TFoHOo0eDHocjYK+sBFgWh4SAs9vxXddbbwwMiP9cINDW1uWqrWUFhwMGw8AA4KmrQ7Pf7+4OBqm7QC2wr+uxVpeLFPf2kM/nYQA4ZFkYLAt3Y2PhnwtMLSwsJHX9VQ0hsGsaiKbhMJXCD0l6NjY5OUfLs9AWxOPxYp5h5k+63Qc2q3X+4/r63Jfd3Qkpmbz/aHz8gJb3P//DmCm61dPTcLa9/XoumxXcAMAwynNJGh+fmUn8Xb0/ZHh4mEtGo9NGsWjsb20Z6ZUVY3F01JgeGXlxo7PTTsujHsnOBQJd3o6OfgDw+HwAAKemIS9Jlw4slsFINPqUhkd9EDH5PIGug2Qyv+9Z/X4kVRV1oniKlkfdgcXt7Y2uWCy5vbkpHvF6wQsCdjY2YM1kSFySlmh51B0Ih8NfOZttqX9oCD6fDywARVFgq6r6sF4oUB/FpgaSzVjsNQAca2pCQVVRkGW8W1p6Gw6H9bIIvJmff//r+lsqBUPTyL4sT5lhmVpMdI7bwM5OUspkRDmbhappHxY+fZo1w6L+GwJAdHlZ7T19uv1A09qy6TTUbDbycGJixgzL9F4wu7b2oILnCSkWSSaXM9X+kgRWE4mPFYSkDJttdU2Wqd/+kgUeT019/ZxIPFHS6ZeRSIR6FPuVkrbj5Xh8jLdYTD8EAPwE7MoyXDKOrMYAAAAASUVORK5CYII=) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEUlEQVRYhe2XS2sTURiG37k4yUwm08ZLmpg4jcFWWwx4axWVItY2XdjihQi68QaiLvwH/gB3bkQoCEURxYVoRJRatKgVBNPaYlusJY0RNG01F5NMkk7mjL/hTGhWvvv34eE7cPg+oIZciERaLx8/vr0WBl9LeWcweJErlRQAV6wyWKvF/v5+yev1Dthdrq7e3l6p7gJtsrxfkOXWJp+v/ZDbfaTuArubm8+yPM/aFQVNqtpTV4GL4fBaVVUP2iQJhGXh37Tp2KVw2FM3gY2qut0fCgXWNzWBt9ng8Xj8oba2fXUTCAYCh3SOg04IeEHAUrEIl9vdbYXF0RYikQi7MxS6/mt5eTMrCGA5DlVNQ9DvF4ii3InFYoSGRz2BbV7vjkZF6crmcmA4DpLDgX0HDiDQ0tK6Nxhsp+VRf0T7OzvbFaeTdzY2QrDbQRgGyVQKS1NT0gagC8AUDY96AnlCEp09PVjvdoNUqyhpGkwALbt24WsmE6flUQuMvH8//vfnz5F1ogiBYWDkclhZWMDraDT6dmRklJZH/QSDg4OarOvn24LBU4VKZV2DJJH0mjV/XkxOPnoWi2m0vP/5H8ZK6UQ47DnR0XEmm89LfwmBZBiFX4XC4xt37yZXXeBqJCKfO336vp7PD2RNExBFGLkcCj9+vH707t3JJ6OjWRoe9T/QffToHjUQGCg6nTBkGTaHA6zLBSKKhwf6+rpoedQCa8tlNT43B6fTCZbjYJgm0ouLMHUdIsMIqy7weXZ2vpDJkJViEUTXsVIuQ9c0GNVq+uPExKdVF3gTj0/JijJfKpfBMgxMQgDTBCfLX24+fJhYdYFoNFqAzfa4pbkZqs8HGAYaRBEmIeO0LEsCADC/uPjcwfPw+3xo3bIFUrGIuYmJV3UTmJ2ZmalWKkkGwNaODkiGsZTOZqn2gJrzZmjoVmV52TRN0xy6du22VY7lu+Dlhw8P0r9/Ez2Vwvdk8qlVjuXbcHZ6+nMmlUqsVCrlMU17W3eB6NhY4dK3b1HeZrMPDw9bXkRquo4nE4l7IsPUxPgHwKMlLAn9JxoAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2Xz0/TYBjHv+26dZTBYG7oCqKwCWTcFpUfB03UoBJGlMiReCDhDiHxb9AbR3fQE9G4BIgIejL+gimRxSgEWIA0E8dkyJa11nUrbz3pycvb6U5+T02T55NPn7RvnwcoIbdGRwO3x8Y6S2FwpRS3er03BcOoAfDWLIM1WxgKhYQGUezztbZeGr582VV2gRaPJ8jxfJuF45p9Tue5sgs0ieJ1lmVZrrISLo/nYlkFhnp6hONeb5+juhqs1Qqv231tZGDgWNkEHC5XUCsW/XxFBbK5HBhBaGhpbDT1NZgSqK2uvqoUCuxuOo2coiAtyzByufNlEQiFQoLH6ezXGQaKqkInBITn4WpoOF0Wga4jR4IehyNgr6wEw7I4JAQWux3fdb1tsK9P/OcCgfb2blddHSs4HCAMAwOAp74eLX6/+3wwSN0FaoE9XY+1uVykuLuLfD4PA8Ahy8JgWbhPnCj8c4HZxcXFpK4/ryUEdk0D0TQcplL4IUmPJ2dmXtHyLLQF8Xi8mGeYhZNu94HNal34uLb26uuXL9NSMnnn/tTUAS3vf/6HMVM0fOFC45mOjhu5bFZwAwDDKE8kaWpqfj7xd/X+kJGRES4Zjc4ZxaKxt7lppD99Mt5NTBhz4+NPB7u67LQ86pHsbCDQ7e3s7AUAj88HAHBqGvKSdOXAYumPRKOPaHjUBxGTzxPoOkgm8/ue1e9HUlVRL4rNtDzqDrzb3l7vjsWS2xsbYo3XC14QsLO+DmsmQ+KStETLo+5AOBze52y2pd6hIfh8PrAAFEUBX1X1Ya1QoD6KTQ0kG7HYSwA42tSEgqqiIMuILi29CYfDelkEXi8svP91/S2VgqFpZE+WZ82wTC0mOsetY2cnKWUyopzNQtW0D4tbWy/MsKj/hgAQXV5We06d6jjQtPZsOg01m43cm56eN8MyvRe8WF29W8HzhBSLJJPLmWp/SQIricTHCkJShs22sirL1G9/yQIPZmf3PycSD5V0+lkkEqEexX6lpO14OR6f5C0W0w8BAD8B7k0yXOVRjg4AAAAASUVORK5CYII=) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2Xz0/TYBjHv+26dZTBYG7oCqKwCWTcFpUfB03UoBJGlMiReCDhDiHxb9AbR3fQE9G4BIgIejL+gimRxSgEWIA0E8dkyJa11nUrbz3pycvb6U5+T02T55NPn7RvnwcoIbdGRwO3x8Y6S2FwpRS3er03BcOoAfDWLIM1WxgKhYQGUezztbZeGr582VV2gRaPJ8jxfJuF45p9Tue5sgs0ieJ1lmVZrrISLo/nYlkFhnp6hONeb5+juhqs1Qqv231tZGDgWNkEHC5XUCsW/XxFBbK5HBhBaGhpbDT1NZgSqK2uvqoUCuxuOo2coiAtyzByufNlEQiFQoLH6ezXGQaKqkInBITn4WpoOF0Wga4jR4IehyNgr6wEw7I4JAQWux3fdb1tsK9P/OcCgfb2blddHSs4HCAMAwOAp74eLX6/+3wwSN0FaoE9XY+1uVykuLuLfD4PA8Ahy8JgWbhPnCj8c4HZxcXFpK4/ryUEdk0D0TQcplL4IUmPJ2dmXtHyLLQF8Xi8mGeYhZNu94HNal34uLb26uuXL9NSMnnn/tTUAS3vf/6HMVM0fOFC45mOjhu5bFZwAwDDKE8kaWpqfj7xd/X+kJGRES4Zjc4ZxaKxt7lppD99Mt5NTBhz4+NPB7u67LQ86pHsbCDQ7e3s7AUAj88HAHBqGvKSdOXAYumPRKOPaHjUBxGTzxPoOkgm8/ue1e9HUlVRL4rNtDzqDrzb3l7vjsWS2xsbYo3XC14QsLO+DmsmQ+KStETLo+5AOBze52y2pd6hIfh8PrAAFEUBX1X1Ya1QoD6KTQ0kG7HYSwA42tSEgqqiIMuILi29CYfDelkEXi8svP91/S2VgqFpZE+WZ82wTC0mOsetY2cnKWUyopzNQtW0D4tbWy/MsKj/hgAQXV5We06d6jjQtPZsOg01m43cm56eN8MyvRe8WF29W8HzhBSLJJPLmWp/SQIricTHCkJShs22sirL1G9/yQIPZmf3PycSD5V0+lkkEqEexX6lpO14OR6f5C0W0w8BAD8B7k0yXOVRjg4AAAAASUVORK5CYII=) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFklEQVRYhe3Xy2sTURQG8G9uxkmmmU7itCZRbDrGWMRGDMQXYrFYm9qCiI9aENRNFyq4d+nOpYiLbhREN2Kh1FRBrATRYjH0gdVCLaEEaWOtacy7k2Qy499wb7AbPfvz45tzH8MF6qirAwNt18+dC9Rj8PU0n1DVW/rGBg/gBqtBWBvD4XDDNre7D5J0LBQKMX8Ic4D9Dsexmt2ucoLQdsTrPbrpAQ62tl4DIcQmirYWWR7Y1AD9PT1KezB43LNjBxqcToiy3HklHG5gsZjWzu9yBTyBgMorCrRKBfnGxkCropwCEKG1mCawt6Wls1ypYD2dhq2xETVRhChJ3SyWhaXpdE/P7fVs1m9aLBBEEVqphCabTdi6e/ej6elpg8ainkB/f7/CCUIgnU4DhIAQAllR4PJ49nb4/dSngXoPHFLVQLC9fWfVYkH7gQOoahpspon8/Lyt1WrtBDBB41FPwKOqxuHeXjgUBb/W1pArFMBls9jX1IRPCwsztB51gInPn2cyX7689SoKSK2G1NISSsvL+LC4GHm/vPyO1uNoGwDg5tmzO30+3yVHc3OT1+02cr9/rz998+Z5ZHw8yeL9r3+7mDbh5fPnvV2qerFaLDZkeB7lQqGQLpVG7g8Pf6e1qC+iUCjEXzl5cqiaSvUZPh98LhdKq6uQisUz2Wr1wuPR0QyNR/0vePLgwamg230na7VyJUmC1W4HkSRUTHOXw+mcfBmNfqPxqC8iuVoNJnWdbPF4QAiBpmnQ8nnouo5KKiXQetRLMB6NTrT5/YbudBJRllHWNKzG4zB1Pf0xkZii9agnEPv5c65SLscJx0EQBMA0AcOAaLF8fTY6mvjrASKRSKEIjOxRVXR3dUHgeVgBrCaT72gtpgAAkMxkxra7XMYWhwPHOzogCwJ0jpvctACz8ficpVaLA4Di9cJpt6/9Kha/sljMFXv16q5Zq5mmaZpDg4NDrA7zu+DD7OwYNjYM5HJIrKy8YHWYn1Tzsdhc9sePRC6f12ZXVt6zOnXV5MjIvdcPHzKPH6jzdRydmnrKc1xdxh90mxchTOSCxwAAAABJRU5ErkJggg==) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2Xz0/TYBjHv+26dZTBYG7oCqKwCWTcFpUfB03UoBJGlMiReCDhDiHxb9AbR3fQE9G4BIgIejL+gimRxSgEWIA0E8dkyJa11nUrbz3pycvb6U5+T02T55NPn7RvnwcoIbdGRwO3x8Y6S2FwpRS3er03BcOoAfDWLIM1WxgKhYQGUezztbZeGr582VV2gRaPJ8jxfJuF45p9Tue5sgs0ieJ1lmVZrrISLo/nYlkFhnp6hONeb5+juhqs1Qqv231tZGDgWNkEHC5XUCsW/XxFBbK5HBhBaGhpbDT1NZgSqK2uvqoUCuxuOo2coiAtyzByufNlEQiFQoLH6ezXGQaKqkInBITn4WpoOF0Wga4jR4IehyNgr6wEw7I4JAQWux3fdb1tsK9P/OcCgfb2blddHSs4HCAMAwOAp74eLX6/+3wwSN0FaoE9XY+1uVykuLuLfD4PA8Ahy8JgWbhPnCj8c4HZxcXFpK4/ryUEdk0D0TQcplL4IUmPJ2dmXtHyLLQF8Xi8mGeYhZNu94HNal34uLb26uuXL9NSMnnn/tTUAS3vf/6HMVM0fOFC45mOjhu5bFZwAwDDKE8kaWpqfj7xd/X+kJGRES4Zjc4ZxaKxt7lppD99Mt5NTBhz4+NPB7u67LQ86pHsbCDQ7e3s7AUAj88HAHBqGvKSdOXAYumPRKOPaHjUBxGTzxPoOkgm8/ue1e9HUlVRL4rNtDzqDrzb3l7vjsWS2xsbYo3XC14QsLO+DmsmQ+KStETLo+5AOBze52y2pd6hIfh8PrAAFEUBX1X1Ya1QoD6KTQ0kG7HYSwA42tSEgqqiIMuILi29CYfDelkEXi8svP91/S2VgqFpZE+WZ82wTC0mOsetY2cnKWUyopzNQtW0D4tbWy/MsKj/hgAQXV5We06d6jjQtPZsOg01m43cm56eN8MyvRe8WF29W8HzhBSLJJPLmWp/SQIricTHCkJShs22sirL1G9/yQIPZmf3PycSD5V0+lkkEqEexX6lpO14OR6f5C0W0w8BAD8B7k0yXOVRjg4AAAAASUVORK5CYII=) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADD0lEQVRYhe2X30tTYRjHv+d45vTsbDvOud/TWm5IjNQmJREUXeRANiqSoEzIIPE6qP6AuvYixLtuujygsUFelCj9IIpAHOmFzYjMoXba2abbztmZ5/Q3vGe4q773z4fP+z48D+/bggYyPTkZGYpGvV8zmX2jDKYRgSv9/felnR0bgGmjDNpoYSKRYE8EAkkTz1+MxWKGD2JYIOp0DtlaWyMMTfde9vmGmy4Q6+m5U6vX6Xartc3pcNxqqsDYyIiDs9vjBxQF1mZDwG6/nEgk2KYJ8CwbpXi+WzeZwPE8LG533ynAUBsMCYQ6O0fMHAfQNOydnbB7vcxpnr/eFIG7V6+yJ/z+pAqgUq1C13U4gkFcSiYNTQOxQDgUiti93siRrsPR1QUzw8DicuHk+fN9jycmiNtAbBwJh89ZPZ5WWdNwtrcX8HgATUN5ebmt3+8fBfDhWAUqNJ3VVVVr4zg6k8vhzP4+oCh4s7qqlXT9IymvhbSgqCjbgywb4x2OSIss46BaBdPeDqvbnZ5bWHi6sbGhk/CIb2BlZaV+MRR62K2q751er918dKStKYr0dm0tJQiCRsr7n/+hjBQ9GB/3jIbDt6VCgc1XKoDJdPhX1+efzc7+ImURT0EsFmOuDQ4+93PcTWcgAMVsRlUUwZlMI5tjY9cFQZBJeMSr+NHU1BXYbDd+O5047OqC3tGByPAwVIslHh8YSJLyiG8g7PMNtNTr9B4AiqYRdLvhc7uhKQpq5XI3KY94E3osFj0YDN6rMwwFisJBsYjc7i7y29uVd8vLT96vrxO9kIlbsLq3l6ns7GSZWg01WUZNVaHKMnK53OZ3Tdsk5RELpFKpwz/F4rzTZoPf7wcAyKUSdrPZd4Ig1I5dAAB+lMvpaDyu9V+4AJfLhbIkYUuSFo2wjAlksxkAWQCwms1Q8vmsWKl8aZrAi1TqEMXiPABQkoRaofB6YWkp3zQBAPj0+XMagFYQRe1XPp82yjEs8GppKQPgZ0kUvy1uba0Y5TSUvUxmJjUzM9cIo6HfsZBOvyyIYkOMf0u+HZ3xPJJjAAAAAElFTkSuQmCC) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADG0lEQVRYhe2VS2gTURSG/0xjOzOZdqZ5NWpjS6mlSVw14KNgXVRjLY1UdCE+NgpCceGiG3cFd4JbEbrQRUHBgo9US0XRoBZRqBUxMTaphqqhpmmjmWkyuZOZuNXlnWJW/ssL5+Pjv3BOHTaQCyMjXbt8vs2v37/PmmUwGxE4OjBwtq+7+/xGGKYFzoXDfKvLdZhl2b5QKMTXXCAQDPbU8XyXKEn+PYKwv+YC21tajiiKwoiiiBaH40BNBU6HQrxLFIdKhKDMcZBcruFTe/d6aibgtNt7FE3rJJqGIgDW42ltlKTdNRPostsPqevrzM9CAZqmwSaKaGtq6jfDqqMdCIfDfJ/Pd0UXRbfOMBAEAZzNBgtQb2luvhGPx3UanpVWYE97e89Wv9+/UqmgnmVhEwQIPI96n6/Tv7jYDmCBhkf9BQP9/b3lUokpqSpUQlAmBBzPg21sFHYGAoO0POoGkpnMW4uiGMu6zmxpa8NKPo8KIcguLBjf8vkULY+6gWu3b0fZhobpnU4nNmsaHLqOTcUidmzb9mA2Hp+m5VE3EI1GKx0u1+jxffteGIWCmFpaMgyrNa8yTGRyctKg5f3P/1jMDJ06eNATcLtP2FiWb5EkcBynzC4v37k8Pr70zwWCwaD1Yjh8K9Dbe8zKcdCLRXR7vYil0zd3DA6epOVR5/7ExP756enqz0ym+mcejY3pE6Ojw7Q86kXU6nZ32D0eJGKxv95DQ0NMoKNjFy2P+hq2cZzuamo6QximLvv1K9S1Nbx+9QoWi8WYSyQu3YtGP9PwqBtY/PEjpeRyaafDAY5lYZMkiIYBZnX13ezUVJSWRy1wPRJRlvP5Ow0MA6m5GWVCsPb9O57NzLwcn5ur/HMBAJhPpR6SUgmoVvElmURRlo1YoTBlhmVKQJXluFCtLimyjF+5HNZXVt6tp9PRmglcvXt3rQo87XQ6USoUkJVlU/WbFgCAl7HYhNXrNaqEGIosm6p/QwJPHj9+g9XV9K9y+cOnROJ5zQWuRyJKPJm8R1R1ZjIWI2Y51Ivoz3gdjlw2l/s4Oz+fMcv4DRXpRwfxitXGAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAUlEQVRYhe2U3UtTcRjHvzs757TONjfnFHU5W+h8CYctywyqISYhSCbZVRB4IYRX/hdd5VVBXhVKBAOJ5gsuBFFREUmJtma+TjT35trZjntrZ6fbXq7OWdtNfW9/PJ/fhy8Pjxw55HF/v7nFbK5Yc7kCUhlELgIdra2POiyWwVwYkgVsNpuiwmi8U11ba+u0WJiCC1xpbm5UqVSWUr2+3lZX11FwgYtG491MJkMSMhmMBsPtggp0dnYyBp2uV0YQyBAEKisrewZ6e8sLJlCl05l5mcwMQYA/mUSMYc6pSfJawQRqNZp74ZMT2h8KIcpxIBkGJVrtLSksudiB7u5uptVkekqo1WUCRYGmaZyhaQjZbJbS6V663W5BDE90Azfq663qsrJGOcOApGnICQJqrRZVNTUWk15fI5YnWuBydfV1g1JJEAQBXhBwmkiAoCgUq9WqqyaTNe8CrsPDD1ogG/f7kUql8F0Q4A+FEPD5kC0qiuRdYHxlZe4gmZwyUBSUsRh0PI+z8Tg0p6dT9tnZObE8mdgBAHjY12fubmjoSaXTGi4Wy7I8/43luHdPxsa2pfD+59+OpCUc7Ooympua7qcCAaZcpQJFktyi1zv+bHz84G8L/pGBgQFyfXR0kj88FE42NwXB7xfCCwtCwOmc7mtrU+Rd4NXwcEdwc5MXfs/CgvB6aOiBWJ7oQ9RitV7Ql5cTYa/31weSxPnS0ktieaTYAefMzCoJZHwsS2q9XpAKBfZ3d1GcSGQ90eisWJ7oBraWlrYZmnbfbG+HxWpFiV4PnmUR3N/fmN7Zmc+7wPO5Oc7j8byFUgmoVNBoteDCYbgPDqbsdns67wIAMOF0vgfHAQC23G4kWDa5HYk4pLAkCSQ4zoOjo68IBvFpfR3xVModpaiNggmMOBwh3/HxIuJxJCIRHPl8kuqXLAAAk/PzL8AwWQDJIMdJqj8ngdW1tY9sIODj0ukv0b09SfXnJDDicIQ+u1xvuHh8wu5ySaofkHCIfs7M8vLocTAo+XMA+AFIV0MPyMqVJwAAAABJRU5ErkJggg==) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27608 5.3333333333333s linear infinite forwards;
}
