@keyframes rwdcur136931 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACCUlEQVRYhe3WTUhUURjG8d9NGT+SMhO0kEEsRRFLWgRKGyEqhGpjELqJXF2CyIXgrnW0C2JW7cKtJNQqWvRBmbtcGBEUIlFDmYkfZEOnxYzrZuZKUfhsD+f/Pud533PuZUf/i+IQ6uIQqkvdF21T8RYcxzJeZqJotdi9u7bDADrQiDbUlrKxMknVOIRevMcJ9OE2lkphlNuCAG1DQ6BrdNTX+XlHx8aqMlG0WSazdKUHB8OZqakQh/CknAEk4QzkNjc19/WpybcgXQ4j0Qw0dHSoaWqywUPciUM4W1hazkTFdTdRAu+mp32Zm4OTWMV1+TQOFstIlMDa4iLYjTXeVHItl2/Fq2IZiRJIDw461NPjJyq4muMzXuNDsYxECaTq61UhhWz+1DfwNBNFuWIZiRJ4Oznp3sSELI/xSD6Bkl7CxE/xp9lZuI89uFAqM7GBloEBGElxGZfQEIeQ+mMGQgiwWIG6/EydVsJsJRrCvd3d9nV2wsoGL1CN55koWi+WkSiBb9ms5v5++7mIBVzBA4hDKIpdloGtD8/IzIwf6+sKd24drWiLQziGI3EIDdtuoHCym3EI574vLWlob98ycApdOIzOArvxd7yy/gd6x8fD5sqK9uFhdem0A62tarGBVW7JX8uPWMhE0fK2G9hSIeJl+fe/E+fxLBNFd5Nwkxj6K3V3tKN/W78AV5yWxuJAwCgAAAAASUVORK5CYII=) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPUlEQVRYhe2WsWuTQRiHn4s1xBhDSDSkpUhSRRojGSStYsGhs5YudungVOrRUfwfCsXJ4YNOGezooEVoJYjEoSJIQFAkSC1Ra5WSqiShTUNfh0vHkvP74mR+8MHHC/fce+/97t6Dnv53Ka8ALTIKXACet0M/HaUatuN9XhMAEkAQyAGDwHktYj24rwsJPAOiwH3gN/AIeNsF7tG6NDcnNwsFSc/MyHg+L2dGRuT21pbMiYgWufw3LFce0CJ+oO9bsVj3RyLEstlzgAPsAgvANrDuKNXsxHLlAUeppqNUo7y0dBi6B0SAKtDAeOK0DcuTB94vLhKIxUhks3eSwCcYbRkPfMH4oaM8nYKr8/NEMxn2oRoFjplwop1AzYbhqQKJsTHCqRQnIfoO2IMCkAHK7W+rE8NTBWqVChvLy9ThYQ1a7QlbwACWi/OUQGF6mhPxOMAb4AVwALwEKsCmDcPzRbS3swPwGuP+j5j9LzvK7oR7qsB4Ps92qQRwF4gDP4AN28m7IbmxsiJapKRFzroBeKrAxdlZIuk0wAO3DNcJaJFAeGiIVqMBcAVY0CJTWuSaFrH2lisTapEEMJCcmGBweJg6PAX8QBLTGavAh3+WABACbgX7+wkBTXi8D0VMM/IBr2xBbrdgEwh9X1ujhrl1TsF1zO23DoRtQa4q4ChVP/w/XizyK5fj8+oqqcnJr+1wUIv4HKUOOrG68SacwjSgJ0AAs/pdRymrV1E3nmQFTO+vYLY0jGUn7KmnngD+AMgnqu5lXGQiAAAAAElFTkSuQmCC) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhe3WMUhVURzH8c/V8AlJmKhIpVFDREgERkZLGUgOIeVcQ9TQbWqPaGiIoKXpYYM0JRE1vEkwAoviFS6RupQKJpVpljooJpyG+4o2Xz5v0/vB5XLv5f7+33PO//8/h7LK2kTFIYhD2PIv/0QlBqzCUXzCFK7jNfLZKJorxqOihOB16I4Ywg2cwUnU43QcwoE0AcJkLvdtdWnp0X5kODc7PPwQzzCPWhyJQ0gNINrT3d0wPThodG3NVjQcPvwcH/EBY3iejdZf4X9KmL+VjaK5lq4umbo6FSdO3EEP2gqeU8X6bDgHYGpgQK6jA15gDpOS6d+BvakDHO/tdWlpCQ7iLnLIS6piOnWAxvZ2bTU1mrmJFqwUAN5IciFdgM9DQ0ZQlTzekqz9SjaKvmajaK0Yj5IaEUJPPm9fe7tlrHIeI5jIRtFiMQYlzcCpx49VVlcLSfD7aCp4bivWoySAhfFxFZWVFpNR/5BUQlXhnj7AlkzG7tZWO2mt5yrOFoKv/heAhYkJMzMzvqEyeXUMjTgUh9CUOsDy7Kz3/f1WeDDDE1yQlCLJprSuNtyKobmz08+kEb3FBL5gV+FzPnWATG2tzPbt8KrgdVHSjp9KdsV1Vcp5oHp+dNT3sbHfANe2cTnDbSwW24g2qnD83r2AP1dHX1+IQ3gXh3AlDqHogZXaCf8oDqFGciR7mY2i3Gb5llVWWanrF6uXqTafKYyHAAAAAElFTkSuQmCC) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/UlEQVRYhe3Uv0vVURjH8dcRA7uZRAihJQalhtSQ9A/0C6qxMKqpluALSbTlX1BbbdeGgoaGpiDzDtHUIJhEDv3Ahug2lUmJWoS/nobb0FTe+80Lge/9vJ/PeZ7nHNb538kiCllEzecbchY/gWs4VqujMU8AnMI57M0iJvAdTZgtpvRjNYJUbcVf7b6Ip+jbyL02vGMad3AeF/CsmNL033w1dWCuXL61+O2bxqYmM4uLFnp6FGj9ziWUVEbbrBLqj1S9A8WUbO7s3Le1t3d/eWSEhgbLfGlGIwU8x3t8XI2vpiUspvSymNLE4vy81q4ueDiHJa7jMd6u2Q78ztnJydjW3W0D5rmCZ3hdTGlmtY5cz/DV0JDy6Kh5bqos5Q/MVuOoOUAW0bD79GmfxsbgK25jTzGllboEKKa08nF0VHNHB2xQuf1StZ5cI1hZXvbuwQN4g8t4lMdXC3GiVIosYjyLOFOLIFcHoGXnTphBVbP/JwE27dihuaNDC0dwOIuo2pcrQKGtzdT4uFmeYBhHsojeLKJQlwD7BgZM3r0LN9COg+hGa10CbGpv1zc46Fdx+IwtqviMcgWYnpiwq6cHjmM7ujBVt6+4XCqZWlig8goO4AU+5HGuiqP378fJsbFAINoPHYpd/f2RRTSteXHIIq5mEcN1KbbOOuusNT8B0/ymgEpUd8gAAAAASUVORK5CYII=) 16 15, auto;}
}
div.testarea{
animation:rwdcur136931 2.6666666666667s linear infinite forwards;
}
