@keyframes rwdcur106339 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 16 12, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvElEQVRYhe2We2wTdQDHv71eX2vXbe26rlu33V0Z3audAbbxEqPOsOHWCWEqCkRF5TFMJOofYoh/EDNiYhCUh4igxoBgZURglvEQI2BINhlLV8ZKWwpjZaWPPZpuu11b/yIhMnCDln/0+/99P9/7/O4uB/zXw3tcILvdru0fGlwZ4biMZKnMJZFItjIME34sAw40Hyu/2PbnCYv1qJwvAmpK6lDzTK0tXaEo4ycabuvqmrJxz5c/nPJ+lyvI56CfS6Pl6hFkjdIqSktfJRIJP9Jy3LSv6cClbn+rUaDgI9wzhoGLLAgRcNnT2evz+Q8l5AgcDofQPzi4qnH3lo/t7BlFklKCgWAI6bZc6AsL0JnWBp/PW+/4ptcc9wHtVqv42MnjTcfbmqs8rBNKhkSFLIrAgABsxIibQ9cRxG1L5y5HNRDHt8DpdAlt9iub7W7nmztObhbKKR4yNRroAw6UBXowlCzH9tF0NExfHzLoDYaKsoprcRngcrnIUDhsOn3h/Irdv36+QKiOIBqLYBrJQdfPwp4qQH4kDIc8CQV5a7jn59U2FBUW7rpzPflIcKdTfLjFsvd8++8vW302iLWjUGWrwAcJ44+Xke4ZhLdODbfKhLqZteYCXcHGqVP1HXd3PJSB62430XHZttlxw/32jpNbxXIqCt2UfMT+ssLYTMBOqeAp8EEbHEHK9MVY9FS9OStDs4JmmMF/dk3awJXu7pKW82c/2dLUaBJlRiBRcTAII9BYu3ADgFwSRGbyMFjVPCxbtro5JytnHcMw3ffrm5SB7386aGrvaP35VPcZksgOgKIywY7GsMjTAalvCBY1Bb74aRgoQ/tM4+ymzHT1Joqm2Qd1TmiAy3WN6LnleXfL/q822GN/pObSOUjpc6Mq1AsvKcc5SKEUJCM7byFXPatmuzJNuU6n00Un0j2hIzBbjq795Zz5s9uEG/kKAqUdN+BJAvxeKXoZAXLSTFg6f/m+tJS0Bp1O1z+Rzjv5VwOW306/8MXBnXs90oupSpUCWRfCoA8B7GI/uugyLHny1dZCXdGGkuISy2TAExow/8MPFCK/q88+2krOlgNlZ/thLVCgixSh3FgbrSyv2kfnUO/QDDOpu747DzyCmar0bYeCZjJXlwTCP4yYGuBJWMwpXYoXK1/6qLi4eNPDgu/kvgZeW//+gjbHiWNi9RAaUvvAC8TwdZIG1drXsfC5RauLCot2PioceICB6NjQSjIrhKkSArZgKsbkgFFciflzq76NFxwAxv0fqH9v7eyOnlZT3jCHmtNO5A4M4+xwCkyzFg4qUxXr4gUH7mNARnB1yOgHj03CGYbGreQIFuuWg8lj3nqUB2683GPglQ3rFdbezjXKcASG/SREdhlui9IwvXhGj4Akm+MJB8YxEOhzUMOyHllpCg8DNQO4pBCiUr0EWo22kWaYULwH3GMgxI4ZwUUxLRBEadQPji9BmbE8IBIKzfGGA+MYGOO8igwlH56oFG0qMfSYAUpLHaYZxpuIAfcYEPAlBI+NQUxEADaC6ooFnEwqbUwEfNwBEhLNghEiGhjhIzv5WegZ/R6aYa4masC4X8I5q4yVBs0T9Usq37iZl5X3KUXTI4ka8H/+BvkCtOlWpNcTAAAAAElFTkSuQmCC) 16 12, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExUlEQVRYheWWa0xTZxjH/5zeDqctPZVCW1pcezgtLYWCiFY7HUwbRtzG2Py0xalbxjQuBhdjNrcYv5psmplNs5lNAt4iI8rqfcNdULlsQybR1lIOrbFBBZSL0AtQuk8kzqGiUr/4//jmvM/v9z7P+yYHeJ7i9/kIjuOIe9cSngXY5XarOru4XYNDA0VyWg5tmrYuSSJdz2QwwbgLVB07RjU3/d7q7Kg2kWogNsrH+5nr8PrS0iO5ubnL+fEWONjw89p/uvaZEvUx6A0G8Ak+DrT/gAW37aW+ri6SeHSJJ0+N02mnw8EtfFkUE3d4IH5LBulPRkgwgHAk1BMDxuMmsGl/FVF9qvZw+/AvdCIpBhvJBR2jEeyPwEY6IKYkFQzDxEegpa1Nqw6GLnn6mrVSpQgl6kSka/sxlN4HuZRGefFa58uFRbUAMON3oMPrTd15sOpwvac6OzFZADs/ggU9AYxQUuwmRvDhoo+GmdkZFZPfz6jAqV/PFh88WnO4wXWGFqcLYRLxMTg8AX8sFZ08Esu1q8YzGdNmhtH7J/fMyDPkOC7VF7j+eZWzZmXb0EmaTpHB0DsAx/luRNQi7M5XYU3uJyi0Fb5hNBqd9+596g5c9XiKD/x0ZGdNU6VpTBCCQiOArh+4kyBDh2ocg5oYHOq3MM86f9v9cOApOnDF7U4639J89JL38pL6zqOQZQih1WhhPO9G6iEhAkViNFoTsKHws0BeVl652Ww+PVWdxxbweDw0d+3ariudntLvz30pURlTQEQJzCVuQMcF0UpLkRoIo1vDomTp2p75VtubBoOh8UH1pj0Cn89PBEOhspqTzo0HmvbY+VQUVJoABuEIIjEK6t4Q5PK7iFISKF/dhOX5izcqZin2MAwz/LC60xY4fvbMdw0XGz5ov90GaQaBTJMZUZcbjqseBGdR+JZQokizAi9pLc32vBe/yMrKOjKduo8cQUNjU4HXzx36+sQOlnwhAqVCDe1fHIyNIbgdIiRGxnBXlYY51tXBJfOXrjebzHuneyjgER1obm01bt+784Rr5FwqnyYwd2ACopsBcDwZ+ClJuBsbQV7xp6MF2fMqkuWKWr1e1/c48IcK7KuttdedPnb2SqiBVGYkQSKgYP3DDepmGB32NKjeKx8v0pu/yjHmVLIs63pc8GSmHIHX65Vs2L6lKcD7MztRTGKVuBviGxHUStVQ8QqwcE5Ju826cGuW2Vz3pODJ8KZalM9OO9FyvX4Bq4jCNhZF7wgP/TIRRLISrFy2rt7CWpZkGo2XnxYOTDGCTTu2FfzYVumQaBJgCoRhcd1EY2EaCNkKrHtt9TcWi2X9TIAfKNB/68YhATWKAheJW0EVLi4SwThrGd5+5Z3dFEV9PJNwAPjP/0BZxZrsxh4nS8qF4PFGIYkOgy9gULq47G9ZkmyjXq8fj6vA2GhYxxfGsPrOLeQE+9BSEEVJVhl06bqtDMOEZxoO3DcCX+9FK6nhoSMmAXIA5bgRtlzbaZZlT8YDDtzXAbEoOcxGx5CPXvhJIQpNDtAyWWW84P8TECaMdfRP8HAJKegeFGOOOb9bIBDUPDOBC/svHB+KUvUcXzHx7tzyCbVStVmn18eTP3WcZ+rYri6f6tmTn8f8C8YIqaAlF7ULAAAAAElFTkSuQmCC) 16 12, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEy0lEQVRYheWVa2xTdRjGn55eTteu967t2tL1nNONlo3L5oCRTXCdCAgymUgEiUJcosGgMYJExRiDCVFAY8QLRLksGjfAsU1wEMAFwuZwhnEZZfRydmEdyJjbSrdu681PJDJkDGjhg8/n839/v/P8z5sDPOJwHhaohWV5kWhUw+FwQjRNX3uoAifq6hZ7PM4vfX6fzqAzhFJpS7lUKl1JUdRA3AU27twxs762uubP0CFCTxnR09WD12xrMGfW3M0TMzLWEvEWKKupfL0hWE0Ik3lQ65VQUXJUuX6G3+9fCABxFSit2L9KHAwU8cQEAucA0fFkqHtSECKC4BLEYFwFVm76VLmtsmRLj7iZJ+SKkaubDR6Hh46udiywLIJEItkQN4GGxjNGS4LguHfwtFCtJbFIzYdI5UBbUjPmW57F/LwFH9hstn0AwIs1vNnp5G0p+e77457SDFLCxROcfky40olutRKOsBb27IKrMol0883nYypQU1dHHzx6+OApT6010SBAmoALb18UXKEOzUE5ijPf9JkMptVmihq8eSYma9ja0kr03vAV7arYu+GQe7c1USVCuj+AOSc7MaQT4KvsZKzOWo/cqXnTLRbLH/8++8ANsCwr/a2+dmPVsfJVTX3nITeToIN89HD5cOrC6DNGYNcWIjM9a/tIOPCADVRWVxe3tHm27KurkvarWOjH6WE634a0nYB3sgLH8vvxxrR3/TmZOS/abBOq/mvGfQk0NDYubPd63/pm79aZ3RIPkUCKkCK6gazrAbijJDQdg/AqZZiSv2r4qRlzXrZaraV3mnVPAi6Xy3z20sVXfqz64b2m3gaCVERhMIigkSfB0nEJ47uu4rxajy7xPCwrWL7PpDe9TTNM+2gzxyxQVlFR5Gg+91PNhVqBT+EGM4HBje4+LP3rAsj+IZSpjVBEaFgZu29Wpn2HRq1ZyzBM6G5z7yrQ5HAYL7pc2/bXVDztiJyAaZwZaG1BblMAV1L4IMMh8FURXEuahxWziw9ok3TPMQwzPNYXG3ULnC63/ovd2345yu6ZwhdxkaogQHV2wz0oQmebGqTCi78z56Iwp+jXFIPpE4lYcsJMUWNlAxilgZ17SiexLe6avU0lSiXNg0alQe7vF6Cv9+GkXYug3o7s8dNPT02ftlsulW9lGCZyT+TRBNxut37t5x9VsqjNFkvFKBRdQ/JlH47ItBD6daAmzu/Nf+zJb7VJ2vdpmr4v8B0FNpWUEB1uR+NhT/kkqzGM9DCBoeEAFOJhXORNw0v5q52p5tR8iqY7HwR8M7f9DcP9vhVH2ssmyc082LxDyDjKIkQA1yVLsWbxx9vTqLTJsYIDIxpYtv4dTd9Vd8sVwRlRXnMCBjgkLtt6kWVagudnL/lMJpWtG8tq3Utu2QKWPWsfUDhFSgkfEA+CPxyEWjYVz8xceEAuk6+jaTqmcGDEFYiFCTMU3CiK29pgEfTglC2KxTkv+PXa5FfjAQdGNNAd7shSCHk4p1HDy+ehQFEIq8W60UxRMbvzkbmlgeBQoHXiQACU0A93SIC8KY/7SZLcFS/4bQKJQuElX5CLhpAcqWQ2zEZzOR3DL/6uAqYEy9degao+Ip0eWlqwnE1MTPwwnvA7hmVZ5SMB/y/zD2FQrtx/Eyj8AAAAAElFTkSuQmCC) 16 12, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
55%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0UlEQVRYhe2Vf0wTZxjHv71e2xOOFloKBFq867VUaGmZAqKdis4sCmbTOaPJdJuizs05Z7LNmSxzxixLNo0mGh3b2NzUyTSgmfMH6FwcC4gbiAVqqbUYEyvBDkqhLVB63V8YZ9hApfOfPX+/z/P55Ps+7x3whEsQbYDL5aI6Ojvf9PZ4n4mXSpEQn3BYLBZ/z3EcDwBkNOGn6urJ42dP1xy5+G2uW2QHQ2VhTeG6eflP5esAbAWinEDR5k3LrziOHJQwQWRlGzA4GEJfC49Pl+7qUqep01gN209EU0Dg8ywl5H5gQIi+GgH4OxQ6yBvwB/1yADEAEDWBrXv3LPN1u4sEAFLcOqiGGNBdMkwkDFAkKC6xGrYLiOIOnKiv3sInuAilNAkyZQx8gW7cHriFLXM/9CgSFCXD56KSQNkP5W/xA3dNUppAidSLF3sbMCh1YKZ6NgxawyFOy9miJrB69+6Ub059t5OXdiAuzCPB2QtRIo/IoAAW44wARVH77z8/rgINV63y5PBAhYdvIVUKEuZ+HmdkafjKq8QS4zswZ+U8z3GcIyoCN9tvEl9Wlu86Wr9vOhlDwGLrg6miA0ZPAJRIBZPe/Ic+I+P8g33jsoS1TVfFVTUXz7XebJhJq0RQQYxGJY3eaUK44lV4fdZGd6JCuWGkXuHjwlts13Iv1NUc2Fu1vRByHzKDQ5hVFoSwW4aLFh4rLZv5PFP+FE7LWUfqf+QE2l3tZIvrRtG+g6UV1W1nSTqdRI5MANGfQnTN6UcwrhPF6auQPcm0TcNpnP8055E+xb/U1qW3tdlO1VkvGxsC1UhmlYgL9GKpx4FwL4l9yWqU5LyPp/NmFOv1+tP/NuuhBOyO66nOdteeS02/L6ho/UKsVClBDHkxn/SjJ0giEI7AT8ViUsbawLxp87caDIYdo80c0xU4nU7a5/ev/vrowY3HrQcYUkIgPlWCzAliBLwEVK1dmGCgcYbMwZbnPrKr09SzWJbtHMvsUROwttoyTp47fexc43lTB9+GBC4GjFqD2CoH9BVh9LwQwJU0BjMmFXvyDAUnWBX7rkaj8Y4FPqpA+fHK0mZ7y6rKa2WkKisFkkgsLM2tiLFF8HO+HJRbDFmmDgvmvGwz6IyLtVrOPlbwcI14BQ7H9dTaq40ff3J026uxKgFkSWIUhNwI9IjgJwhQmkGQsUqs2PCem0lji+NiaSvDMvzDwoEREthx6BB5y9HccKa50kQzEUxWShEYDOFZjwtBuQjH/FlYVbDOyao0O1OTU8sfJu5RBeqvNNG/Xa49WVb3WWGSTg5lTxCLf7XDo4vHYXkylphKfFmM8XM9q9/FatiOxwGPKLBw/crt17wXPoiTk5jWSiFAUAileyBLLoBl6kLrZEPuaxk63aXxAA/XvZ9ReVU1GULP8iS1GJMlIgioICSED+KJs/HSok0/5WXnTxlvOHDfEpYeK517p7+RKZKEkG+/jUZWhbvxc/D2wk0HzGbzyvEGD9e9BAL93YmKRCGkkQguZKejhdSipHhtE03Ta6IF/5tAjEgo5cM8RHwYnogAS6a+gpSklPUcxw39JwKUGD/SA+Kh7hAJEZELc6a5UqvV1kYTDjzwCma/Mb3QqDauWGRZ5mFUzHaNRtMXbYH/64nXX0imrL/WQy/pAAAAAElFTkSuQmCC) 16 12, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE10lEQVRYhe2Wb0wTdxzGn7u217/UtpRaoIXe9Yq1FRkWsTK2FFh0suB0f9zMMlmc++c240yMbstemIVFZ8zi5oyY6KtNGdM5pkPATR1sxkzAtjBAy3UgGKViBQRLa1v3igUXRkBa92bP23u+v89zz++X+x2BOIvjODISiZoJAloeSboZo7F//HMinnBXS4uu2dVc9WePd4FAwIct03bHoDdstlgsex9KgBfee+vnX659Vag2KpGUqMGwJ4JtKz4JzWEzsoxGYwcAkPGCL31/c27DlbpCYTIJnoAEJRbAr+yG2+OkwuGwY8wXtwA2pXJ1lO8DcVuAwUMEDN5MkFEKlIACSZK+MR8/HvB3du201/x+bINMJIVSMBuZBTb4hnxQiVJgs+Z0Cvj86rgGaGq/uHpUepU06hMwJ+KHJ9IE761+lBXuhj5ZX2Cg6dExb8y34MDRI/P1Av7rJJ9AMeFHnq8Hdt4NpEjToNPq3IyR6R3vj3kDe49XfBjgXRCJFBS8/VKEFCRcIRlKF74xqlapt/zTH9MGqupql6vI8DOSBD6evTEMpjeAk6QCGrEDCyy2/ayJrYlbgJU7dpB7vj34ZW/0Il8WjCLxVBiq7tsQjUaQZ300KpWID080x4sF3MtxVKT/RlVd2xGbJpkH/W0RWufI0JROYcm8t1GwqHB9RkbG9xPNzrgBr9dLHqqpLvu8uqxYKL+L/K4RZB8MgPXew4hYiUXz7V6z2bzv3+ZndAjbOi6RtfVnT9Y3/rREnAxYFXzcIqOIPB/ENZUGGx7f6NMmaV+ebI0HDtDsdNl/bbqw+7Pq7blyPYEUisRT/i4QQwTK6TSsyVoHm9W2kjWx52IagOM4RZ/fv3bngd0fNfnOKERqwCYnoBy5h2aeBiOpAiylXwnnZC7cZjKZJoUD07gNOY4jhwOB/KraH8vPuhrMfYJWqGkFKPDx0h9tECaEcCgxDcutW6MF9sJlLMvWTWXdKQVoOH9efbnTc9J9qTWnrqcCaXNTERy8gyfq+yEJhvBbrgRJUiuys0qu5D/y2Bar1Vox1RebNECnp1PR1un5oqnVuaLSvU82W69BMOiHYyCKXpEIkUuzoIv2odeejfUlmxpTtakFNE0PTxUOTHIG2trbVx0+cWzz1+fLcwhhGAodBWuKDP6uAWQ2dkOrleOH+YkoyS+7/Fya6eMklbqSpunQdODABA14OS957FTNxnOuhl0tA41QGflgDAzSe5zI6ruKlsRUeEYykJXhuJ5ryTvNprHv0gztny54wgDN7hZZS1vr8Yoz3zhuKjuQpNZgUbsH6dcHccasgRKzQKU8PlqUXVLPphtLGaPx+oOCx3TfFnx6cM9GZ3+tQ6KkMLePANURQE+CEKBkEEhzscyxzs0a2KcZhumaKXhMfzewfX+54ZzzlOum3CWfJ5CC3zoIaacUrnwCa4q2DmVbskvFYvEJmqbDsYID4xqoPH34tbuKbnlhOIzFbg+c6anonWvHB8Vvntan6EsZ5v4fiZgHiJJBi1kG6MIh1MxLh0hShPVPrvtOq9G+yjDMQDzgwLjbkBAOi4SBKIYoEoNRE14sWtOYrNGWxhN+XwApITnKCwKuuzKsWrx2SKfVldIMM62Pyoy1YmtxXuXxyk0cx1keKvh//Zf6C2yJpZo3pcC2AAAAAElFTkSuQmCC) 16 12, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEz0lEQVRYhe2We2xTZRjGn3N6OG3pjd17W7dzTtd2VwbCkDEJ6xRmIgmJCgoMcYN5DxA1kCgSYowMIokQhi6aAWpClAnC5gbKYri5sK7AhmyltR1dgSkDNka77vTmH2YEBMYYq/7j8+953vf5nff78n0fgSjL7nDoAjy/MBIBLxTS+/V6veP270Q0w/fWHni9pbX50988bZQ2Tovi/OIgx3BlJpNpV9QBVlduNR09fuBMl6yJ5tL1EBACRM6Lsf6Fj3q1am0ywzI3AYCMFsDPzY2LXDhBU1ISvV398Pt4OEWt8HR7JkQQiR3yRQXgu4aG+MwJSUtImkDILkJSO4fUK5mIBAGFTMETQO+QVxANgIEY8YetV+qLhTIh0hIyoY3VopP/HUWaZ2Ceaq4wGI31Q94xn8BFt5vu9fY8J4qnYdZQmCY4C5uoETRJY37hgiNCkWjt7X5qrAGqvt/zTt+1Tp1cFsaM65cg4Hl4xqciPm4KFHLFYY7jwlEF2Ntcv4rU3UBATOOkVwlSGkSffyKWzpn7i1gk2vhP/5guQeWunR94/e74FERQfuoy9Be8OEZIUaCfBVWSelsqw/ijBrD8kwq2umHHe+J4HiJvBIEWIcKRCBSDiZic8ZhDQJI/3qtuTABOWk9JVQS5s59y0qxYALFXjj0LlKjWKvCW+V1eq9YWMizru1ftI+8BV2cnufnrHesPtu4oEMaQmG67AepgBOPnUbhmmoQUbUoty7Ke+9U/MsDh48e+sne2LpRoBMiVEugKi0As4tGXlIVlT712QiFXlA1XP2oAm92htJw7u2nDN+sWCpRepNDA7B4XgoMUKlXJeDNvfpDVsWUMw/QO12dUAO02W37V7p2f156qyaITB5AbSyJhIIRmoQp9EjGeN7ziy83IXcdxXMeDej3UbehyuegjJ5u2W85aSw85axDDiiEeJ8Iix3lIKB/2KXUo4FaheObTL6alpe0eSc8RAXR7PLC2t7/f6XGvrmzYIpUxIQhICvkd15DwB4+2bBHGidTImTi/xzy16OPsrOzNI/2pBy5Bs9W67NCJ48u379ua55dfgSAxgPRBCmGSwsV+JeiBXvSNk6FszpruTEPWNI5j3SMNB4aZgN1uzzjd0b7iy5qqcoe3DVINBY5VYbA/hAUNVoSuUvjiSSXmZb7qy9JnVxgYQxXLst0PE35fgG/3/1Dc1PJrTWN743gy+TqMGSbA3YG5Xhcuh2NwbECOdE1R2GSa4ZyWM/1to8Gw/2GD7wlwrsNGWlpPbz/ScrTc4quHjtEh8YITUy/3oU0thywQQH+CAbnGxTeemDyzxGg0jjp4SHfsgQ3Vn5Va3HXlwlgCyQSJ2JabCNMUfFcF8CklyMlf6cvLfnyFQibfzTB/v+keVbcmsGZjRar9wukzXRKLPEc2AYJzPYhrlMNW7MOUvKUomDRzi0ap2TTcsToa3ZpAneXAG4i7JM9HCIVNzejQqGAtMeGlWcss2cactYa0tIaxDL4LgKCCBemSCPSDfhzK0EEsKcJKc0ktk8yUMQzzZzTC7wAQSwJSqS+E6zISfnIyXp5d2qhVaZ9lGIaPVjhw23uADBHVoSCBM7wai83lbnWSuiTa4XepdN2S/Lqf6ua5nM7EfzX4f/2X+gveGKputN1nNAAAAABJRU5ErkJggg==) 16 12, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYhe2Wa0xTdxjGn3M4Pb1wCr0BpVza057TFsYA2fACBpUZnaJGk0Wnc5skW5ZNnDObiYkui/PDshndNHHxMrzGjLk5HcvY5KKiE5F1XrhZaUEoiorl1jKopbT7tIVswLiU7cuez+/zPr88b/7Jn8AUqaa2VlXfcDu/o8O5TCwSwcyb7UqFcrXRaLQMnSOmIvzkuWLq6pWyy6eth2bKdaGgKSH4/lRsfOGd9phojZbV6z1/zJJTAfBFceHcM3UFM4Wxg5BGhCKWV8NClaLOVhc56PdnDZ0NOsCFigpdCsMc8Ys7EHCFYKBQggi7ASCAgcEBEARBDZ2nRlo0Ue0pOPqptfvH2PBwGeR9asRoWLg7eiEVRCGJf6o9hCRLh84HtYELVZWMzWldIokQIiuaRpqqG/2GHtwnHNj23I62mOjYRTqW9Q71BLWBK5UVZzz996kkahDzuh0gfH400gEsNr+ClISUnTzPX/+rJ2gAC7ZtSTrx87HsMJbAowCNZncE3GoS4n4zsqfPt9ACwf7hfEE7QaJYvIwQdZFpXh/W1D1Cp1+Ioh4J1sxahxi1ZtXQpxd0gE17P+NqbL/sIEgCSocPwst+hHm80AnNYOPZn3Qs2zSSNygnuFH765J2soaMVglhFdC487IE933Ah9nrOxVyxeujeSfdwNHCQo1aSG8lQggsvtaF1HwSoS4acTIT1JHRlXq9/t5o/kk3cOj7Uy92DlxSiSOEsOslUDOP4JKokTt7nTNcGrbpn/yTamBfQYFeKxK+L2QorKRdSHN1w5IkhSYqHUad8RsDZ2iYUoDSirLtN3tLZRRNQtI9gBCdHwEfhQXPLuwTi8V7xrJjwgD7jh3Z5exqWStTUlge2oeHAjH2k1GYw+YiJSH1TY7jrFMGUFxenne45HieW96IyAAB9roTcYJeMAElpqfMaCZJ8tRYd43rP9DY2EhfvXVrS/7ZA9sfEneQLiJgdHjQoBOilVJi89IdzSaDKdNgMLSNdeeYX8H16urIwpJzp4stZbO75HaoZFL4qik8qfJBFNWDJRmrwWm5XeMJB8bQgKOlBdXW2ztv3anPO3Ftr0gVL0NMfw8Wlj+GPU6BkngR3pi12ZWRlpmbmJD47XjCRwVwtLSgua3tNdvdpnf3frfbTMjcEDB+ZMkAT5cf2rtutCqk0Gfk+RZlLl5vNpsPjjd8RICbNTXZ9XbbhvwzB5e3PrEiVEMhIT4KAVcnlj62wSkPQ5EnFZtzttrZON0KvcFQO5HwYQHyv/pybcmlomOWB9fIMNYPzsyBrm9Ezo0mtHIqlDORyEpY2T7NOOMUp+U+0uv147r5qACHT57YVlxVur0hpII0mDgIqhqgPK+CM9ONCK8H4qQ5SE/LqU01p+ZyHGcZaemEAPJPf238/OzuuoCik3pG5MHTtt9Qo2RAt4SgL8GERdmvOqYlpuXwPD/huofTn8/w+A8nP/AyD6l5UgEE/X745AH4ZGrMfX6DM9mU/FIYI72o1em8oy2bFIB78F6sVkRC09mFBwoGXv4931vp8z9RKVQ7WZbtDnbw3wAYEXVR2TuQVRtuwoqZmxzJpuRVPM9XTlXwsNr48dsZ5y+fX3a3qUn2rwb/r/9SvwPisJ0rR4Cq9QAAAABJRU5ErkJggg==) 16 12, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvklEQVRYhe1Wa0xTZwA997u3LX2IpS20tKz29l2EApsgINHOGFiWZXEqUyRuzsRl2ZxuWVyWqXHuEWf2Y4tuugRZjGjcJtFoNmDg1AHOCQhOHu1QeRSYoyvlUXkU+tgvFzKJPCzbn53f53zn5Jwv370U5gk3Gxu1TS1NBX96XCuFAiHijfG3o2XReQaDoW4yj5oP80Oni5nWmzXNxbe+NMrYKDAMF8bhZGxf+4ZTpVSaNCw7dp9L5iNARW31M8X2IiMvjsICqQgKTTSukXL81u5QB4LB9MncsAc4W1qyJI4hJym+FyEPA5QuhLzNABAgEAyAAoKT+Uy4Axw9/01hx8RlgThKAqlXCYUsDkOeIURzNDBpTU2EkF8m88PawOHT32pb+361CqVcPBVDIUnqglfnQT/txrs5791WKlS5GpYdn6wJWwPbDh4i9sb60lDQgyQCpLmcCPJoNIQINqRsR4Ix4S29Xu/4py5sAezO26u7us8bF2p5aA8Ct/wKuCJpWOgsZKYsO8NhmJKpdGGbwCzg53FEQTzpGcWmq13oC/FQOcDD+uX5I9FS2XoNy/rnLUDurndWVTp+WEdRFHjdFEKtDIg/gGXybMTKY4+qFy2a0hwI0wS+wd58SAegjeCgSSHGtQ18+Cdk+GBlfotIKHzzYdpHbmD3F59b/cODGwmAnHI3Uo4FIB4mSIxNhkQsuahh2eDD9I/cQPn1y6+PcOu5/EgumlMjscDihk8QjzXLc1sFfP6e6fSP1MChouNpsTTZLBIQbIYbjw/0o9YogjVuKRTRigJWqx2YtwDOzk5yrrrswB2qhiE0QXAohBETA+64DLYnbE4ul3tsJufMeYKvS77/ZOhet02hopHDeNETEKLcH4FXrC+BVWvzdDqdeybnzKmBiqqqbScqi7aNy3ogmwhBeWMAcu4oVIwOVnNiDUPTNTM9a1b/Ax3tHaTs6pUtZ8pPFXShCekcQOf0oVkfgV6iwO51HzlYNZvBsuy029/HjCeoq6sjF65Ullb8XJ7tirQjSiyC7yYPvgYf+Eov1qzIg1Ku2jUbcwCgZ0K6VF39an1zY+nBso8TfFIX2NA4ci/eBQQBlGUBa217xlek2p41m83nZ2MOTNNA7Y0bWc7urgP7C/dn9oTs4MdSSBUDwX6C/rgI3BPTeD5xqz8jOWOf2Wye8mMzHaa8A3aHw+q8e3fH0dOFGxt6qyOESgKWlYO6N4zcPju8QgFOjhnxds5ep0Vnfk6n19fPxXzKAEdOFFmbWxquXnJcEjCqQWgXa4HOP7C24RbcMSJUSKKQYVg/lmxI/86itezU6fUdczV/IMCps2c2V9VVFVwZPMcYEoyYaG6DujoSbpMPMf5+UJpEJKXlujKTlm01mUyz3vuhAUp+qtR8+NX710dFnRKDyI/07lG0CiLAu0PDo5Yia9WWEVuqbafJZD4cDuP7+PsSflr02WuDnDuSDCkPotEJcDhjgHABDC9sH09dnLpDLpMXa1h2Rq/bnAIM+N1pKgkNnbsPgxIuehJfxoalTx9Xxz62T6vTtYXb+IEAhAydU3j9y1uEamQn7/h9yeIlL1os8Rfmy3hKbNm7KbPkx5LV7W1tMf+q8f/4L/EXpCmbURrHGzsAAAAASUVORK5CYII=) 16 12, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2ElEQVRYhe2We0xTZxjGn7anp6el9nCpLZb2lJ5ehFYUxqCTi6KiQbbIgjKdcdPNZJnJ5macc5dkm1sWp8t0MziXSbIJXmDOOZ06R9Q5ZSKISAoIFKhsZQSoFLQVaGnr/tLg4lSgTfbHnv9O8r3P7/ne903Ox0GI1NxilV5tvrrrutOxRECSMGgNbZERUc9OnWqoGX2OEwr4W8V74be3nd93ZWcGHUuCIEjEeR7D2sWv9zJKRq2OVQ/fOcsNNtxms4kNIvKL0tqSDD7jgWSKGOq4GNQQp1FvrZeNjIzMGn2eCCb82rUOcs8PZb98X1WSFhA5wHUTGDpMQTZbj0ZuA7w+D8Dh3MMMaoAP936bU2EpSaNZHthJLLw2HhilDq7rLgjJSJh003p5XO650TVBG8HBI0dyBe6BMpL2IUk8gqW37EiJuAGX0ol+wXW8N/fjTrUqdqmG1bhH1wVlCRdv2cIdsF5q7SFqWEEYieWcfsS4HLCponGmX49NBZ80KOQKs4bVDP6zNigdmK9WL7ffsrDhNIF5vhFYh0T4dZIKVQNGvJr9hjVaFl1wPzgA8CYK37anmCn/7egJZ6CDzB7wYsbxXkhFPhyV0lib9W4g0ZiYwmrZtn+rn3CAvnBiTS+qcukYEVxcAThiPhplQmTGrwpkJM9622AwHH9Q/YRGcKqyUmaMiFzDp7jIqxyAsVSCBhWNfjoeOWlPnjQZjVsf5jGhAB8U7Xix2vEzw+XzcJt/GyrGBvgGkZ9a4KMlkp2P4jHuAIfOVSBGTOWJpHzkiD3wxhAoXRABRj4fKQnmIr1efyKkAUp+OrTC0ln1hDjgxzRnDwyUAxK/HynxZp+IEpY9qs+4AvR0dXGHbnQ+J1B6IA8ncFY8BaWSGEwV5yJ1urlQq9OeDWmAz0v359+42b1ADj/yu/5AprsHTg4PifpEUBR1YCxeYw7Q1t5OtNubNw7JujBM8lHnl+MiJUVyWA5SZ5iLdDptdUgDfLqn6B3Ln5WPy7wcLCrzQtrqRRVfiHRTJsJEYZvH6jemAMfKy5e1dDWsF2k88FM81JjkaJULkRNdAKPeuJVlWVvIApyvrl60/UDh7p4Ri8Q86MHKI3YoJT1oVEZhoTnXkpCQsHGscOAR3gNt7e3EhdrLrxQWf7m9m2eBLpYC+j2wmyfBERGJlzPX9cpl0WvGAwce8juusdSzNbWXjp+4eDLOLqyFUCTCSnRAcnMQxWIGefFvIjste55OpzsT1ABNzS1EU6t1X11Tff7Bxq8IejKN+IAL051DaKMF8FBRSDKtdmYlz9lkMpl2jBcO3GcEV5tbdCcrzu3cfeqzBXyJH5FSATS3hQhzuEHZPRhMlGB28muD6UnpBXq9ftw3v6N7OlB+oZI6dOy7ptPWw7GRWj6mKVTgXL6GyWVR+OtpN+iEOViStexHRsGsZ1nNmDf+frrnPUDKw7/5vfvwLIUxCinDLmRV1KFPJoYzw4SUzGcankpftFkhU2zQsJq+YMCBUR14/v111JWOs30CmVu06lYfOiMouIe0iI1f6Ew1Ze5XTVFu0Gg0ww8yG4/u7gAn4CEJwXAg2+nGRYkECcwLvrmGmV9rGd1HWi3bHWzwXe7oj5kvJaXpperVeWkrfDPiknbpdNq6UIH/139GfwPReJ4wuLvMnQAAAABJRU5ErkJggg==) 16 12, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 16 12, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 16 12, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 16 12, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 16 12, auto;}
}
div.testarea{
animation:rwdcur106339 2.6666666666667s linear infinite forwards;
}
