@keyframes rwdcur250541 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEkklEQVRYha1XXUgcVxT+RrZsqKFGW41ZN3Y1timRGix9iGRNfPApobQmD6UPLU19SComzphiDQEhFmLaUH9WSQ1FH2xDoSQGWkhLKFSd7Q95cEmKkpDqrjq7+bHaXdlNXeru6cN47+7szOxP6Aeyd+45937fPefcH4E0ICKSRBeZ2SXRpbMb9T0ViIhsPy+QmQhJdOlsRn2ZYDEjL5tYhL+hHGUTi/D3nQQA6us/JST5AACOHH0DAAgAelW/nGAowAhvNR3mRKlkrK0EIvDNL7NvAoBk0VmDhX8kOM3TsOQP0+TkHG8n/8bjcZJlLxkhNUWm6UkdmCogG6QTYVYfAiMvm1jUiRra8wJaZ//S9fsbynmbhR0AHJXFsNvyTSPbLg3qUmIhIirqvozVruMAgNGQBwBQGN3NRWwrWQUAeEMqUVH3D9wfAJxOhyGhEojAbsuH2+0zFWURBEFgIrS4hZET76J5+CvdIEbudvvgqCw2ndxuy4cSiKT14UjNW+G5YRoJTlPhuWHDXMuyl2KxGMVisZzqQWwbMC9EVihMwInZFUMBrPozEbI+I39JdJHYNkB5jFgSXfR5byuUQCRjtMwKLXms2+0DEfE6YDb2y86OPDagt+8kBEHgFQ0A3y//o5mQYcmvFWlUC06nAxW7Svg3m5cVZbs0iP6BtsSOkEQXybKXpqbmNWlIDW9ye1EJ06ISpp7z49Rzftww1EYpSa4BzZ4U2wbodEezLsRL/giujN1UV1ZfC6fToelrqVkBAFy68zw6zzTBCCyCbMuyM4GnQBJddLqjeZMwrBl0ZewmWmpW0FKzAnlqmpNLrdWQWqthPXCAC7nQc11DqgQifCs6KouhBCJolwa5D48AC4v00TEseBOnn1v2oLNxA9FX9gIA+oZmVP/WasOVWu/exoWfLOg802RYG70XRzWnoe6mkkQXbV6xcMse2HaUctt71QqiJbuBoi2JAavrsD6+h7EZu2aewIOHANSUAeox3XtxVF1EkoA8GODa1e8MVzc2Y4f18T3tig3IAaCzcQOdjRtwyx5O3td/StDdBakDmYMgCPTM5DeokafQ/cXv2NKwH+sTv+DtzVQw3NjThEuTCXvXh/twaPZ66rSmSPtY6Kito/vllVCieQhFBRRYCX/fXdD4vLp3p8Zut8YxfvZNbv/4eB/+PfiO6cMk84toLQQ7ADuAOFkh3/mSm57c8ODY19dgswA2iqtvoLVo1uRAhggAahQ+vSwBAC/AJzfUK/vZQ7UJx81iZMQA8Jnnt4zzZ/Ve66it4yfXSxUv6uz3vdq0ZEPMkNWjdDxowc5ilVhZ11b8rdlfUV35GtbCIQDA0vKCbnw6GG7DZFRV1JOjtArBcAg1L7+O4qJSzd9g/z7MzP+B57YWIBgO4fD+o6iqqM/6/4KMAjLhx6s2XV8uItIKYKt/GmQrImMNrEVCORHPzN3OyT/jQXT2kw8AAHXit1lNOD09xNtdB9/PuCOyOgdYezxkgWN7IiW+B3Nw7NiV+H70J44UbPDv/+0cYNi6bTs57Ort6FMeIhx8JBj15TLnf8uZzBvdYKSvAAAAAElFTkSuQmCC) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjUlEQVRYha1XX0hbVxj/XcnImGVWp9bGtI3WraNhFscKk8V2D31aGZstfdhDZZ0PlZLqvXY4S6GjFmq3Mv9EEcuwD25lbLQONnCjDKYm26APSjuUlk4T9Zq2808TSTrDTL49XM8xN/fe3KTsByHnnO875/fL933nT4A0ICKSRA8Z2SXRo7HrjT0TiIhsv86SkQhJ9GhsemNmsBiRl47MoXdvIUpH5rDQeRoAqLOrUUjyAQAcOfouABAAdCh+WUFXgB7erz3MiVLJWFsORhGYWWR9AoBk0RmDhX8gNM7TML8QodHRad5O/k4kEuT1+kkPqSkyTE/qxFQBmSCdCKP6EBh56cicRlTv3kK4p5Y04wtv7+RtFnYAcJQXwW7LNYxss9SjSYmFiKig7SoGGo4DAJ5Y7wMA8mN7uIitxSsAAH9YISpo+wkr50/yRVwuhy6hHIzCbsuFzxcwFGURBEFgItS4jYGG46jv/0oziZH7fAE4yosMF7fbciEHo2l9OFLzln+hnwZC45R/oV83116vn+LxOMXj8azqQWzqNi5EVihMQMPUsq4AVv1mhGxMz18SPSQ2dVMOI5ZED33R4YYcjJpGy6jQkuf6fAEQEa8DZmPf7OzIYRM6Ok9DEARe0QDw4+I/qgUZ5hfUIvVqweVyoGx3Me+zdVlRNks96Opu2twRkughr9dPY2MzqjSkhje5PSdHaE6OUPulIWq/NKQbar2UJNeAak+KTd10pqVeE+L5hSiuD95SfllNFVwuh2rsVOUyAKDv7ktoPVsLPbAIsi3LzgSeAkn00JmW+g3CiGrS9cFbOFW5DMnthHdsnJNLbicktxPWAwe4kMvt36tI5WCUb0VHeRHkYBTNUg/34RFgYZE+PoFZ/+bp5/NOwLa9BABQ55Rx+Rfl/pLcTsVhZQ3Wv+9jcNLO5wQfPkLr2Vrd2ui4ck11GmpuKkn00MYVqyJnqHPKiL26j/et9+6oyJNFAErKAOWY7rhyDYD6hszRzARw88YPvF14bD/6luL49GIb+pbiKnIAGN5bq7IXHtuPOqeM1kPraD20Dp93gpN3djUKmrsglZw5CIJAz41+AzQq0dj17TDWRn7T05uR3QhpHwstVdX0YGc55FgOwjEBeVbCk3uzKp/X9u1Q2e3WBIbOvcftn5zsxL8HPzB8mJi/iFbDsAOwA0iQFd67X3LT0+EJnPj6JmwWwEYJ5Q20GsuYHDCJAKBE4bOrEgAgVrwHKHgeT4cnAAAvvFO16bixGxgxAHw+8Yfp+hm911qqqvnJ9XLZLo39gV+dlkyIGTJ6lA6FLNhRpBDLa+otd3vqdzjLX8dqJAwAmF+c1cxPB91tmIyKshpylFQgFAmj8pU3UFRQovr0dL2JyZk/8eKWPIQiYRx+6ygqymoy/l9gKsAMP9+wacayEZFWAPv1z4JMRZjWwGo0nBXx5PSdrPxND6JzFz8CAFSL32W04Ph4L2+fP/ih6Y7I6Bxg7aGwBY5tmykJPJyGY/vuzf7jv3Akb533/7dzgGHL1m3ksCu3Y0B+hEjosaA3ls2a/wHq887SAv5QWQAAAABJRU5ErkJggg==) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpUlEQVRYhbVXbUxbVRh+LtTUCMrHgEEpcAvoktVhSEwms0x/+MPMRBPnL82SqT9YCIzWH9NkCclmQnEkfA0Tlo0lzhnjhELmhmb+GEvvXIIJBA1mxEG/wa3CaNcSyAivP8o5vR/9YuqT3PTc8749z3Pfj3PuBVKAiCiV/b9AViry8gnv/y5Cl4p8YG8RmAhBEAS5j7Wtj1RT6jXQ29eW3CGVgESwWfsVkejuaQUASJIbYnUxAMC9EITFIkKS3BgZvgprWx9lIkIDIiLDTQ8NrU6R4aaHiIh8gQgxsLEvEFHMy+1Op4uIiGzWflKLTxiBdLk2GnI0Y/mc2pfZWKQAEAD09B5XRETHyMsnvJqFCjb2APgbalvg9UrFPRHh9m0PLBYx6QPIhchF6IiICk+fw9CxIwCAh/o5GTkwsLcI+SUrAABXKAgAKDz9I1bam/jigiDw3MtF+BejMBpyIEluAIBj5AeNMJ0gCAITocQkho4dwceDX2v+JCf3+h/B614GAFSKuxR+RkMO/ItRXqSANgUc6kIqODVIQ6tTVHBqUFNkcnh84ZR2NaxtfYpa4xuRsI1PbGe58dfFqoRiWUjZr3qcCj29xxUtnXQnTAdJcuPAgUpUGp/lc/7F6I7EaGCz9pPX/4inoPyWn6eA9bXXH+/9zc1NblPvCcw/EZxOF98bsuTk3T2tYNvrSnsT1iauYaW9SVHdHleQ93h2djZ8gSgk5zQuf3VDER0i4hFhvwzyblCkwNrWB9f8A37Pqr3KVIxO+6imzXyBKL65dAPNdctorlvmIiwWEaaaEtD23uZeCGqizbohSz3R2GhSPAkATiI5pzULAYD+4EEAQHPdMjrtowBiLVhRnssFSZIb/sWoJhoJi1DtREQYC5rx2RubsHc4FE9ve78G+rszGAuaMRY0w1BWykUwUpaSRNCchr5ABIIgcBGd9lGUG8oAAJdmjQCW4uQtZujvzmzPxyEXAdRDrC5OKkADm7Wfn2b2Dgddjzym/V1OEqvfpP1dTrJ3OMje4aD18Byth+c09uuRx0STV/hl73DwDvEFIpqTMWEKEhVN1XfjMYEtZthazEntajz8vouPu7suauwJX0hGhq/i8HtvAwAufHAUWxtZWBo/jzw94cUvPQrffS9VKOwXpEEcOvmOZs3urosJzwGNAOYkCAI9detbIH8XjACMALZID+dv57nv2vg0Prw8AoMOMNBW7MQPb3D7p009aL32c1JyAEj7unSivoG+OGcDAGyU7AEKn8baeKwdnzlUH3dcWYf+wRwnBpCWPCMBTAQbP2/SHlB/upRpOTN9R2DFloo8YwG1pkaqKI4RlxUpW27yj19grt6HcCQEAPAFPbjncmb8Ipr2NKw1NZJYWovVSAh1L7yM4sJSxXW29xXMLvyO53LzsBoJ4a1XD6PW1Jjxt8QTH8cMPw0bNHM7EZFSAHv6J0GmItJ+mISjoR0Rz87P7Mg/ZbGcqG+gk59/BABosF7JaMGpqQE+bn/tKM5M3/l3XSBvQUdIB3F3PCXupXmIZTXx+/v38G7eJr9PR56RADly83eTaCyNkfn/QmT1vpBobidr/gMR2TYTbWObLAAAAABJRU5ErkJggg==) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur250541 1s linear infinite forwards;
}
