@ego-lay_atman-bay for help with the switch colours in costume block.
@helicoptur for the colour [ ] block (not in use).
@sathvikrias for the JS ext.? block.
Everything else by me, @348663451y.
The drawing is a 1971 Corvette drawn by me. It happens to be my favourite generation of Corvettes. All-time favourite Corvette is a '74. Just fun facts. 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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd8XOWZ7t8pGslqlm3JvYGNDRgDxqaEZkwHUzawJBA6oQSS3M3vtyT37mZbbrLZu3cDm5sGNgFCMRAChGYCNs20ALaxwTbGFHe5y0VdU+/znZmRRtKoHc3MN6/1nERIls533m/+75nzzPNVj/AgARIgARIgARLIOQFPziMyIAmQAAmQAAmQgFCAeROQAAmQAAmQgAUCFGAL0BmSBEiABEiABCjAvAdIgARIgARIwAIBCrAF6AxJAiRAAiRAAhRg3gMkQAIkQAIkYIEABdgCdIYkARIgARIgAQow7wESIAESIAESsECAAmwBOkOSAAmQAAmQAAWY9wAJkAAJkAAJWCBAAbYAnSFJgARIgARIgALMe4AESIAESIAELBCgAFuAzpAkQAIkQAIkQAHmPUACJEACJEACFghQgC1AZ0gSIAESIAESoADzHiABEiABEiABCwQowBagMyQJkAAJkAAJUIB5D5AACZAACZCABQIUYAvQGZIESIAESIAEKMC8B0iABEiABEjAAgEKsAXoDEkCJEACJEACFGDeAyRAAiRAAiRggQAF2AJ0hiQBEiABEiABCjDvARIgARIgARKwQIACbAE6Q5IACZAACZAABZj3AAmQAAmQAAlYIEABtgCdIUmABEiABEiAAsx7gARIgARIgAQsEKAAW4DOkCRAAiRAAiRAAeY9QAIkQAIkQAIWCFCALUBnSBIgARIgARKgAPMeIAESIAESIAELBCjAFqAzJAmQAAmQAAlQgHkPkAAJkAAJkIAFAhRgC9AZkgRIgARIgAQowLwHSIAESIAESMACAQqwBegMSQIkQAIkQAIUYN4DJEACJEACJGCBAAXYAnSGJAESIAESIAEKMO8BEiABEiABErBAgAJsATpDkgAJkAAJkAAFmPcACZAACZAACVggQAG2AJ0hSYAESIAESIACzHuABEiABEiABCwQoABbgM6QJEACJEACJEAB5j1AAiRAAiRAAhYIUIAtQGdIEiABEiABEqAAK7sHLps8KqasyqwuCZBADgk88+V2PtdzyLs/oZio/tCzUJYCbAE6Q5KAIgIUYD3JogDryZVTUwqwsoSxuiSQYwIU4BwD70c4CnA/4NkoSgG2QZ0xSUAPAQqwnlxRgPXkig5YWa5YXRKwQYACbIO6u5gUYHfcrJWiA7aGnoFJQAUBCrCKNDmVpADryRUdsLJcsbokYIMABdgGdXcxKcDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTpraaUoA1Zo11JoHcEaAA5451fyPRAfeXYI7LU4BzDJzhSEAZAQqwnoRRgPXkin3AynLF6pKADQIUYBvU3cWkALvjZq0UHbA19AxMAioIUIBVpIl9wHrSxD5gjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDT0Dk4AKAhRgFWmiA9aTJjpgjblinUnABgEKsA3q7mLSAbvjZq0UHbA19AxMAioIUIBVpIkOWE+a6IA15op1JgEbBCjANqi7i0kH7I6btVJ0wNbQMzAJqCBAAVaRJjpgPWmiA9aYK9aZBGwQoADboO4uJh2wO27WStEBW0PPwCSgggAFWEWa6ID1pIkOWGOuWGcSsEGAAmyDuruYdMDuuFkrRQdsDf1BEXj21uhrHvGcGZVYLJcvCA+aTeLxVEhMdonEti4Z6z0rl/EHUiwKsJ5sU4D15MqpKQVYWcIsV/f0rdHXYzHPJJ8nVhEVzyCvRwLzf/eilVrdesfF0N+YxB86HnwEiIXxKaDJ45EwPg548csIfvbg9x+/NdZ7hpVKHgRBKcB6kkgB1pMrCrCyXNms7hnV0d0Q3jLoXFFS8CBtTpXm/9aOAPeGx613XASJNvIMgZbYXnwVov4h/ONjuObZvbnGQD+HAqznDqAA68kVBVhZrmxVd8aIWe8Xbdk0Per1evzNjT5vc0uBt2gQrKen2RMMNcciwaZYc3A03CY02hvBf43zRKt0QvtiMW/MIzDNEvDgD0a4TYO1+VHwB0fIzf+dHz0y/3cvZPWlxp2ziR2rxX8aIcQjsxpQ+cUpwHoSSAHWkysKsLJc2ahu5U8fCME8huAgi038Cm+hjC0ojQU83kbIZQkUM9wUiTzxacvemd5Qi9fX0FTgbWoMeJvwvaU54G0JBnzBYIGnucnvbWwMFRyoC/vqasPe+rqYr7FR/M3N4mtu9kow6POEgl5vKOLzRCI+iUW9UOhIVLxRNHNHjVo6om00GoIOrQ+Y+rS6cQdODOLddzd+yx0X1aDo0iVjPefbYJzvMSnA+Z6htvpRgPXkigKsLFe5rG7VTx94H3b2cI9XKpJxR/iKZai/MFLsLfDFDaTU1EdDaz5v3jtNvJ5hfakfyjbg/CYIaQu+t0Bbg3DEpmk4HPPEohKRqL+xwettbPBB1P1eI+DNTQW+pmYIe0vAceFNDQFvQ6Pf39RY4G1s8pV9+umB+37159b69qU+8abq2Hb8xzjiSX0pe7CfSwHWk2EKsJ5cUYCV5SpX1a386YMNEMOS1HjjC8qkxFMQLfb5zeAm40frdkaaVlcH66fAhvZJfLP1Oqb83d/V+msPlN/nwgUn6+Q0T8ei9QlrvXbJGO/x2aqvlutSgLVkKtkipKe+A76mHAU94G+BVgAQ3s1wpBVo+i1PpTIlUCE+8USKfUnnG9u/Prh/+75wcKzHi4FZeXJM/tEP6wr37C7L1KAwI8bRWPQAXl4JmuBfQRP13Dx5qTmtBgU4p7j7FYwOuF/4cl+YApx75vkWcdi/P/if3mjsVgjvkNS6mZHD0wqHmqbmaJHPl3S+oTXNNfUtEm13bj68pkn/8s91RVu2lLnpB+6p/ugnNqfsQxM1Rp/JE2+N9dzQU5mD5e8UYD2ZpADryZVTUwqwsoRluLpwvZ9AYafAyRalXrrI45MjIL6YWBsNeNETjAPC07CicVcAA5ULMlyNjFxuws9/Xl/yxeel/WmC7k1FTH+xEWN8MAnDIT/49jjfj3pTTus5FGA9maMA68kVBVhZrjJdXQy0wloacXFNPcq9ATF9vn6PN+bDvCH09zZiTlHjiuY9frzBXQ1yynTd011v7N131Q9etao0Gw64q/rDGYfNwC2Mzd6J/uLDcvE6cx2DApxr4u7jUYDds7NSkg7YCnbrQSG++zo2OZtKVfkGSaV/kBR7/U4dIb5NzbHo7jXNe0qhxUOtV7ybCoz97W/3DV62dEguBThZnYQrbo7PaJZVS8Z4TshnVn2pGwW4L7TsnksBtsu/z9EpwH1GprpA5c8eXA6JmIZRzu2anM2LwvxeKYP7bRVfkd214ebwF6EDpegPzpvBVl0lYMQjD4cr33jdn6lBWG4T7fQXY5oVpjUNwgeYV9BEfYHba+VDOQpwPmShd3WgAPeOU96cRQHOm1RkvSJYVAMrVKFzN80x2RnpLFLqc9a3MAKyf3u4IVodqi9BmcKsVy4DAaqeerqlauELhdnuA+5LVW/9LuYXR6UOZXwYRe0sZqLtoADryRgFWE+unJpSgJUlzEV1Ibw/gYP9XlfzdY/EYCsz4rnIG9fmaDR2YHOkvqQm3BRvh1ZyVD737L4Rf/5z6fx7FubdILF4E7VZjzpaZzaMeGuMd7gSrEIB1pIpzgPWk6lETSnA6lLWpwpDfN+Bg52OQoM7FgzADJtpRmFYtEBSfGOxls9b9kUbYuFBfQqUBycPe+Xl+hFPPOGHA+7UvJ4H1Wutwi1wxWbNayz4YVYD24aVt/J68BYFOJ/unu7rQgesJ1d0wMpy1dfqYqBVCwZapW0+LvMWyMSCcqwg6cVo5/jbFv2VkU+a99RjWG8nse5r7FydHw4G0Va+Vep27zgw6p13m2esXF36+3sWtlvFK1d1cRPnlu9ibQ+zC0XMLMcZC+MaEeRs2VtjPGe6uV42ylCAs0E1O9ekAGeHa9auSgecNbRWL9zVKGdTqUpfkQz3F8ugxEhn8zu44OaVTXvC0OJSqxXvZfB91VukZuNXwYb1X8j46h37x372eXFtNOQLYaGM5fNf7eVV8u+05B7H8U9Egubq2CC0XK9Gk/WxtmpLAbZFvu9xKcB9Z2a1BAXYKv6MB8co57dgZWeh2TntgJ8xiZHOJclpRhJrxm5GsbXBGswHzv/BVru++Ex2fLysafievYEjPllTP6oJOy2JFJstDc3o5/O/c540oUl9ybzFGWdr44LOIC7jkJ39GqXe2c/Y46nGNKeJuaoPBThXpPsfhwLcf4Y5vQIFOKe4MxbsjOrYEjySzXKQFXjTlcWisT1mNavmUSOLWkaN9jUdemhJqLLKGxpaEQwPq5LgkCElhwTKJXLggJQUlojPhwFX2H2owRP1bow2ph0ZnbHKZuBCO9atkb0vPR88bHN1bMr+Oi9sodmcMHBfmr2Dj7z1TDnWXySP/e6lDETOv0u0DujCAilxZZYWrMj1QbamO1GA8+8e6KpGFGA9uXJqSgG2n7DTq2Nf4jlajoE5WOwCaw3HJIh/hyAw0cS+9dgLwVn+sSC5ib3Z695Mt7kFGwZgrar4izADe/At7pdiRqIasZkufvAUNEfCBWsKsHlvZZU0tzThwrFgKBaNBH0+fwS764q/wOP1Y+0rv1+8BQGPBMwClD7x+f0xwZfH54t6/QUxKDd+xvdAgfgK8Ht/ADLoF3z3eAOYwlQY8EpBwOstDPjjf8PvCgrE/M0TKMJ5PvF6sdUvPgB4fYiF73B0XSah7sVnQzVvLC6YvHuvHOItbEHNCntaaOOK2y+Q9dGQLJ+ntym6L3elM6jL5DyGeyYmTU5LhkdWwiWf2JfrdHUuBTgTFHNzDQpwbjhnLMrBIMCzq2Pr8fgZDgHbAw0aCcmJxrwY0BLzYgVFPJQ8sQim2RRClJrxHSNkY3AMYkb5NuNhVQwBC0K88O9YFGLQiAcZfufZge8ToA7YIzY2Bjf2LqzbaNzmNpxnBvmshW4MxXX83lhss4h3PLaJH4xLlEME0fzrwbXM/raxiJFC/OzFwxFKJYOSbxIjJPF9aMURU/NzT+LiJvFzvnOuVEfDMs1XKJWmCs6Yn7iAJ1ZwAjBMPzKb8SbEO4LvETNpxnwHQ3yPYXQQvpyPBAYu/ub822PONb81fzP/xrU9Ebxi5zu+IPYelDdLWuLvuB4+J2BCMr7jB3MavnsgyhBjLIyZEOjCIk9RzR58KvGGjoCK39/HLQZn3HY2BLtAnrnnL26QqS+TvK8A/QDYl+DT1Po3x8gUNy+MAuyGmp0yFGA73F1H1SjAs7dGtkLPyiC2g8381eQxP01zpGswHQqavjhHKfGf+b9bKLfejn9DOEzMW/Czs6Ky83fUJ9EfmanYbq9zKZzgmkizjIcQvX7vIreXyUq51mZUI9NG/M2WS4hkvsLmd/ifF0q9YJ67ZuSrbr9Q1uK1r5z/elbqr+2i8X2Ozcck5zZFC0vi85VHol7zgTUWK1gyzpt23AAFWE+2KcB6cuXUVIMAz66Obsazw4gtLJLkdLF9Zel0qnvdHXMhvJiBhJ+N630IHxgOxuP2J38l3iOnyW+POqvTy5t7+/lSE43I+wfJYKxs5w8fIsNYqSvtwisU4GzTz9z1KcCZY5mTK+WzAJ++NbINbZKjzcf2dINtcgJIWZBzbjtXNqLVfRqmGj17kDe/fm/Dh+KbdZL8vxrjm9sfA70Juq+37c23X1SHPY7TrvdNAe4rTXvnU4DtsXcVOd8EePbWWD1eSDOadyspur1P6bfRf7w00iRD0dX85gBxfbf98Er0bpbKvH/7fTtQN4DF2+EG+Wr+G70HmHKmM7DNaQSPN4k3o3vBTAUyvdsYSCAYgpYY6Bbvuz8YjlvumLsf2ymm3WqSAqwnwxRgPblyapovAoyRwA1oYsaczlggGwORlKWlT9W96fa58i7E92i43j/d467PtE8B8/zkc81cYMjn273s9zb9o6YjugWjwc0gtDAEd2OhX+p9Xqkp8ApuTAguBonhHDP6rjgclaH4qgqFpSKMgeGmDxtlBkWjzvgAjcett8898OZYb9oV0CjAejJKAdaTq7wQ4Nlbo9vhdkdl0kkkB/iYAVJm8JTt7emyfUschXmvR2He6xMH6bzXvvKbfttZcoS3UJ7s4cOIuU8aIbpGQFeU+GU7plNtgvCaIet9OUoiUZnQEpGpDSEZFQ7LQ1gQRNuBJugmNEGnXf+bAqwnm327c/W8roO2pjYc8ITd3uZhoWjRE799wTVXR2Rxt2GyrJkO40xvKYIDqfNjGiraDc1oklrjSsycIMyxqffhQYvvZtS0WXUiYNoX4Wjm36PvYZkK7UxMMTIv5Y1euj3XwJUUvAYD0JaGm2RdD6Ofr/nexdICoX21oki2QnQzdQyGM760plEGQ5QfUNQ8fcvtcyPYFCLtgiwU4EzdHdm/DgU4+4wzGiHXAnxGdXQX5swO78+UoWvhas2TYj0enNX4Ms2E+9Fc2IivxJIUnRgVQGyLMSO3HA/GMjwkx8OxDI1EnCbEQiPEih6WyRd3LZqeV0SbZPU8TrVJMunNB5Jrv3uxLB5cJF8Vd7VrYeIx5iwB2cXhLH7S1d0mcuqBZjmmMSh/UOCG48tdyl4s3DE03aulAGf0kZvVi1GAs4o38xfPlQCfvlWCmHIYuO8e931k5sFpnOwbeHga4c3EMRZCPOdA3LE8+Fv3dctEXfp6jZOx2EQV1nR+7p6X+1r0oD3/cDTHz/QPkgVd9MXehJaTBVUlsrcgjdmD4Jr/mfmyUXw4cxYsMXNnW4U2/niLr9yF1hSznnbiZ2dlzA7H2fubZFJTSB7NcxG+xdmrWD6HAKddqIMCrOftQgHWkyunptkWYPTxrsdNMQybpLve4s58QjezWp8bAuEtys5e66ccaJIjm8Ly2G/cN4vnMvU346G5OFwvm+a/mcuweR3rm3dc6Mx/Xj3vtbT1vPp7l8iDw0skZJbeTD1izjBnLGKGdbuwkUNfD0yVS4ixUef25c/Eh7sjGsN57YQTArwEAjw73WunAPf1jrB3PgXYHntXkbMpwFgich+eSEP6M53IjFBtgbt4eHipMyq1+yNx+0WdYauJwziT+DJVjm9pdSqdHcuQUERmo+lwVDAiWLXYWeUqX49LvnO+7MDykh8q3nov02xPR3+4yduie1/pdOmb0Vz/69HlYtYHbb0zzHQiiG8UHKG+/a6OEWKvryC+gGeKIz4DH+6mY4BWvvYJm/EUb5rFVrs4KMD9vjVydgEKcM5QZyZQNgQYrtesqeztb7/qDRgosxei+ziaDLs+zC2HhkM0H0YxCAtLL8fncLbqa2J7glRNxoI/Zu1h59w0mj4kHJFTaltkYksYzdL5OUjrtO+cg417vfKXNGKTmTtD31Um3zpHTsE+xx1X/roRH+J+M7rDGhMQ3ljELNXddT+uWwJmPWtzf6WK8Ln74ISbIvL7PPxQRwF2m+n8K0cBzr+cdFujTArw6Vtin2Jt/bHo5y3vLwbzUKjxe+B80y7O4wis019n3K7ZGsCFg4k3HZpt+Yw6d3ZAc/c2ykS44T/kYbP0NPR1TufUo9bb7HKse/1VNCgrOzQ/mwF7945qfzsa1xuB+KZ8Suvv7dqpvHNvYben1Pvqml31UoVBf7lqWTFNy8nds7qLiYVHmpeMQeMBHXDG74NcX5ACnGvi/YznRoDP/8XCbdA+PEpiAbTpBjzhUFnosQci4ZefK7ovA47R9Pk248lxz8guxBeia260KPrsMtV0aAbUxPfvae+ILtzbJFObQ3k1SvrG71wo72PhjbX3uVvpqZ+3TF4WP/m2c6QCH6ZeShmQdh1aUB5B60m7rgvT5Bw2exH07igo8GOHxQB2a/RLMBhyvsKY69u7A03S2N4xVYRv31GH6XLZH3V/20sP1vhPm+ONtbQU4j1S5B1aZTq4fZ7SMjOkzBurqw15y8oxOQC7dsUwLWDQoO3i961FZcuwg9Lkl//+oqrka2QTdO+ynQ9nUYDzIQt9qENfBPj8uxaaabfOlFtHAYPBA9FNG8rC99ztvffH9/QhavenmtHOf8SDcx/m9HY6TFMzRiybzfEyfZjRrdjrtpMbvm17HUay5ld/8BFwwF/zDZIH+jGqPNP8bF5vIpqfz/KXSHLbwisx4GohBu3tSB0t74ivuYW7b3auqCiXsWPGyNQjj5BSLHU5eGilRCCapsm6vvaA7Nu3T75Yt042bd4iTU3Y0bKbI35PGRGOxxyJUfeX7WuQh36Tva4N7NTVHLjv8Wpv2eBJraO0TfBEb0x39XX2kW4dQOFpePnvLyyhANu8s/sWmwLcN17Wz+6NAEN4W/DeNbMinWYq9Ju1eELhgtC8/w5G3l1SlMkmNTPoavUgvywekmZRniz227UlAgt1+DGQJqVJejiaoS/e1yRP/Pp56/lKVuAYrPY0zVskj1GAxWy7WB0NybJ5rzp4bsAHuI8xx/cdTFdrPdBqEsNgq+76fEuLi+Wkk0+SqUcdI5Ujx2E7aTTwpGx3mbyW2QXZ7IhcvWGdrFj6gXy04uNur9uxT/gitKoc1hzOalP0bQ/8+97C7//PQoyKcD6pmlESpn3HfE+8pFjM6/N7/b7Sjjc1TtiFc79Y9PdzTzF/owDnzdu+x4pQgHtElF8ndCfAF9y1sAEPrDA+RbdOIcJDLBx549VY6L5fFXhM85oRKx8GnZiX1RKU+b96Bpu8X+z64WLmac5D03Oww1SRvvbbBQIFTtOhaUIMYc3elmDQaT7szWEW3vcVtHfCF2AQzeGYptTfgWW9id+bc46/9WwZB7c+UDecT2V0POZDj0IXwvNofjbdF42QGXMPpX6oMjIUg0h3dUyYME5On3OmHHL4DAhv+6luZnCf6TP2+wOJOcBtV/Gi33n9p8vl2Wf+LHX1DV1e3+sLoOE3Ps7ArCn9PbSqJN16b/Ld23NuwYePaGI8hOewI8RTjv0VzDAJs78y6u91JjfHr+a/4baYt2JI4pmNQWnRSB1eYPUrd849PDUeBbi39O2fRwG2n4M+1SCdAJ/3ixdX4007Hs1n5W1rEMBBtDSH0eTs940bj4Zo7OEdDsY8JWUe2VcTkopKf6wFCmWGFtfVNYYfvb/8npv/qU+Tdo1wf1Lsl9cqOrjfXjYdlpeXyfhxY+SIaUfKoOISqRhaJVj8SrB2hzTU7pdafK39dK1s3bxV9tfWdcvJaTo0D+LEQ9P4h1t21MuCPGmKPgWjoMs8Pnl5gC/C0XE+tBl0tXBosWzpQ9Mj0NXqAAAgAElEQVTzhIkT5OtXXCllVbivE0djfa3s3LpBtm3ZIKFgk/jwYSeCvuPi0nIZM3GKDB89XgoCbQ5775a18sjDj0rtgf1p76v4oCwz4C+ufrMwyv7U+mbsppTZxV++fvNZ0mAWEelQCyPA5fiw/NR98VYC817z/+zuqH/yVGf5ODjl2kV3XpR28CQFuE+PVKsnU4Ct4u978FQBPu/uFz/CO/EwiE/60U/xBYB6PGLBUCi6crk/9Mufeeb/pvfNtjfg4flQFeb7pvT9Os63h367QUWFMuv4WXLMrBNk2IjxcDBYUN+Z+9v+QO8xxsOEZc+OzfLZqpXy3nt/7aEPzwyiMdNJ4tcxywvObAhiKkn2+u96hJs44Vzs+9uMV/nWANl6sCsuc28/X2owGO99cDCjfjcGfPJsZeq0NXxwxBgj87kw3XHIIRPkbyC+pZVt4rtm+Tuyft1qqdm9U8IQs9TDGEgfhHT02AkydfosmXDYUa1/rtkMEX7oQXz+TO+EzRxh2F/nfLMs6k276jI+zW3uTXMkaBrOO2woYZrei/Ah4IX748uW3rH27Rb/Sad5ol5PBB8Nql++c+7krhhTgHv7rrR/HgXYfg76VIOkAMP11uNN26k/qDcXw6frFshUMIaHVXT1yurgqy+Pm3/jP3Y3ebfTZbEYvHyGfruXhxS3+1sMj4cYmvm6OiqHDZELL7lUJk49Nk3TYUTCoaDTp+szA2FSDg82rd+4dqW8/upi2bq1usvrpz40nQfXtjrMM7U/IOvrEJ5t+DDxQaLfszd5OhjPmYHm50PQUmGa4s0GC39B68nmopRcm0F7zge4zkfF4HK55sabZcjoSc4fjUi9s+hp+WLtKoywb/uk6TTb4sv8PbUPuWhQkUybcaLMOOms1otvWbdMHvnDQ2iyTrOwh7NQR5sLvmx3vUzAh4NM7tbVGwG+fcF/if/m74elqCj8yp0Xdzn9KPmiKMB63jkUYD25cmpqBBiDrHpfa9OFhIdTINpQG5RAsWzdUhN+6/XC8Mqlpfi5CR/xy+67p+8CdR36rp4fNkiqsSVc8nBWKepmsYSqqiq55qabpHRYm3tpbqyX7Vu+km2b16PpsBlfIQmYaSSBQhk97lAZOf5QNE+3Gfz6PZtlAVzLrp3YIyLtgZ1gIeDJqSRzsL7vMVjfNxPTrXoPvfOZ1+EDy0eYirS6h11/+hMj38veAMf7drhBvpr/htxy+0WyrdAnT7Zzv3gFGHxl7qF0xyWXzpVjTz4PQ5Pi60K/8cIC+eqLda2nDh48WCpHjMLXGHyI86MlJiK7tm+Wndu2SmNjo3OeHwtuHH3iqXLc1852/m36hF966mFZumxF2pg+9MMmB/jNqA/KabXNGe0LvuTbZ0mLmZ7XuQ1aSvAhtGrUWAncPT+GsRv1r/zokvQtXR1qTgHO93dCW/0owHpy1SbAdy/ciX+McFqYzXDndlMROryg5sYGef7RossOe8Q7dEiDBDFht6XZKy1NHvwc/75/j18+eLVMfvfL3jXVmkU36jHo6r7UgTNmzLWzKH76OZdVlUPl2ptukZKUpsMNn30sqz/6a9qmQ+dhCfcxrGq4TEHT4dTpx7e+MCPCTz2+QLZs2ZpeguGw4s/oGDZij8iVuxux52vfP2Rk+tYwi3Ec5yuSR3rY9zbTcfPleud+5zxpQk7exlaMN+ED3NLSgLxfVphSPbSeYM5uukVaRo0YLlff/B0ZNHiEc/6qD5fIh+++3upwD5k0RWaedi7GEQxv93LNJg27qjfKyg/fxFiCTc7fjBM+7axLZMKUeHP0ti8/kT8+9ojU18dFOvXAwGOodLwvZxjqdsXuJnkkg/fSzejGiXSxKI0fDrzwv38f8Qytan7lH/6m1y1UFOB8ueN7rgcFuGdGeXVGah/wBb948bWY17Mf798wFqU4FR+jx3SsbKylMRz8lx/5r7h4qYwY395Z7N/jg0vwYKBKRF56dIj8252LevVav/3dufJWWZGsLE15eEbj7jddp/MgPPC+de21Mnrysa3X/+D1F+TTVcvQ9Ne56dAR8pQlB714AB45faachIdm8qj+8mN5csGjUt/Q+aHZcX7w5XsaZRycdaYH0PQKVspJp2LxiXI8VF8aoMtRHuVMxSqUP+IDyFXfv1j+NKxYDvhTdjly7qH03RdnnHGanH7B38KN+qV2/x555emH5UBiANWkKYfLGXOvcvpRd27b5AzGqtu/T8qHDJNDpk6X0vIhTpn3Xn2uVYTHTThUzrzoSikoLIILbpE/PTRPPl3b5qbb0mZaVNrmBX9/W23O1ojGB919WPN5SF/vMwpwX4nZO58CbI+9q8hdTUNCs/RzuOClHS9qEhx+5YXmqWvvKjr1wjopSNODhJZfefyXlfKLn/2lV3Uyzc9PVBVj4Y34w9P0s3livi4fnmefc6acDPFMThcx4rvmk+XOWtDmiDcdjpaqkWOch10ELnrP9mrZs3MbHrIHnHPM65h2zKxWETbzOt9/7QVZtCg+SrTjkTqNZCaaDs1a0fdb7gvuavnFXkFXftLVd8yV5eEm+QxN8KYFpRZNwfePbD+EIT6Ar7MAm0FUN377Rhk1eYZDwbjfpe+97vT7mhaSsy++SsoqhslXGCOwHL+vrzvg/M2LGJXDR8ip53xdhlaNlG2bvpA3//K00xztx717zqXfkjETDsO9G5VPl74hTz31TGfKEHVnXEFinvkNWJ5ySA6Wp0QTfd2SsV0MruzhXqAA63mzUID15MqpaXfzgM//xYtmXmCnfqJYfV00dscV3qvv3COBQrMvavxFG5Pp9cVk/26/PPGrSpnXi9V+zMOzusArT2L0c9thRq6aAS+dm5+HDqmQq66/UYaOjg/aXLfqQ3n3tYWtg2bGTzwUg2LmSNXoCZ0ysb9mp3y45CXZvHGD8zczuOaE08+Ro2bC7OPYu+1LeeKRP0hNDTZx6nB4zd6vZj6TaYbGrknfhAt+OINNh25vG7P/7Qlohn54gDVDn4mdj8zxOpqfzdzfjwYFZElFh0+D5kNcuKUT2iEVg+XqG27C4KvJEgmFIKJPyoYv1zmLRk075ng56cyLZceW9fLai3/EKHkMa+hwjBg5Ws68+Eo0PZfIa88vwP203ik7fcYJcsIZzt66svnTD2TBowuwbGXH0dftxxScgwVepmGp02yOKcAAx4YlY729bnLu+HopwG7fnbkvRwHOPfN+RexWgO96EfMpPJ3fuMFgQ8vP/tFXuntVUXEZ2quDWBg6FP8K4Wfz1RvxNRU3AryypEDeGNw299cshGH67tI1Px8/a4ZceMV1GFsTkAY4k9dffFx2bt/mMDDie/qF38DgzmLZvWOrbN/8JaYo75SysiEybtLhGIAyHnVrwWCbx2TzprgIjxg1Ss5Ec2MJFizwYmT0qy88Ke++814apvFlKj2JecHfgnMZYUawWp6SdBb6Qc3x2gBrhjYfPGb6B8kCzKO9BstO/qWiEKOfO0w776IJeuSIKvnmdTdJOeb9mkF7i599RHbu2C4+ONw5F14uE6dMl/dff17WfLw87QpXPuzQ9bUzLpDDjzlRPnpvsaz44B3nvEmHHS5zLv6Wk48azAt+6P77paGxs4CnDsQ6DVPbZmFqW6buI2ys4LxvnAdxTOoxBm3PW2M8E/vzkKAA94debstSgHPLu9/RelqK8vy7XuoshMhyePFL0d8dd35PG/T2WL9rMXVkMZYM/GpQ28PTND/Hmw47Tzq++pqr5NCjzQp5HlmPJsIli551pnwMHlwhsy+4HAskTJCNX6yWpW+9InW1tU7fr3G6ZeXlMvPUc+TQqUfL/ppdeOg+6vT5OQ/TOXiYHn2iU9cNq96VRx95LK0Ap46GvrimUSZju8JMPTh7BNXFCddjNPQyjIZeM4BGQ3/z9gtlDfpZVyd2PjKrp92LAXyhDqunxVe/6tyKMm7MKLnp+3dKFEt51mNxltdffEJ27diGZmSvXPSNb2NNmVHy7uJnMB1pdZdpOf6UOXLMiXPEzBn+4O1Xne6Pw444Sk455zJcx++0piz4w/2yf39tp2ukdmcci+6MOejO6MtyrrfA8Zu3hrMbmMSCWCSmyTQ+IdAg/Gob1vr4/M2x3viw7AwcFOAMQMzRJSjAOQKdqTA9CvAvFm7Cm7pzey7WdWy+7m8K+itA1+Nh8sCIUmk2+6cmDjTSwVUH4+vIpxxm8NWNN98sw8Yd4fz2HTwkzYIa5pg05QiZc9FVjvN9Z9EzUrNnTydERqTNwJsRWMXo7ZefknWffuKcM3nqNAy6+abz84EdX8oD8+alHYzl9WOQmCfepHg0XMvpeHA+mAfN0CdiLuxIT4E8d2/v+twzde/Yus7paH42u4Esgus3YrQTwvl4uy6MRM26ccBXXv9tKascBwfcIIv+/DCmocEB48PYnAsugwM+OuGAl6XdsdA45ZPPvECm4kPbR+8ukhUfvht3wBi8Neeinh2wWRIy2Qc8taFFzt3fHPWbpbISh/OxE6KKN0AY4uoMbDALuqGQH41DjWbTLvP5c8kYT9tQ/iwmgwKcRbgZvjQFOMNAs325HgX4roWvYou+s82G96kHHgwNzT//scy7/Weu+5bMw7MBKttu+pEJ0sWD0+xSc+2NcCijJqNvLSTvvPK0fLnuU8fhHn/aWTJ91uny8QdvyPK/vtluIYVkvc15Rx9/ssw69byEc1nsnDceI1jnYOBNAeYK74NzeezhB2Xv3s5LCqYK8Ahs0HA59gt+KA/2Cr4CjnB9pEWORZNsMkvm+32Wm8ezde9Oxs5Hp/iLsSDKQqcLYy0W3ngZy092OrrpA74GfcAV6AM2WwsueemPrX3AR6EP+ETTB4yRz6+98ET6PuARI+XMS66WwkHF8vpz6APehD5gBJ9+3InoA57rVGPzmvfl0UcfQ+tM933AxaHolitqGpo+GSVTssWrv9elAPeXYO7KU4BzxzojkXoSYBPkgrsX7scHfKzqnnJAzCJL36sN/eJn5X1pPku9hFk68FM0PS9K2fnIDGT2wgyk27O1qmqYXPGt62TYmMnS3NQoi555KO5c4EhOmn2eHDHja/Lmwj9ClNd0yeaww6fBBX/DGeH6zuLnsNRgVIZjsYVzv36tFBWXSu2eLfLEQ7+XnTs7O2gPFtRP9gH7AeR2LKj/QJ6InNkPdzOm3PgSzbCpjfdtohzfaC5VpNv/HG/UjDduxs9L/Xvb7532T7RTxP+aPCexymJKeXNe2+Z2zopS5q/45kztSiwX6sRx/haPb/JfDGE0a12X4efUTQs6jvy+EX2e75UH5KPUKWyJ7PdtFPQbTjOyaSU5//Lr46OgP/tElr+zGPN50ZWRHAVdNUJOO/8yGTJshFRjFPSSlFHQ52IU9OjEKOg1S1+Xp5/6c+f7EK9zZkHnqW4ZeTNn6SIU4CyBzcJlKcBZgJrNS/ZGgM+9a+HdeK5/D/UwbWfxh6iZW9vcuKv5+r8tvu+eF10tYWkenh+UBWRpu8UTcPEunMvgwWVyHRbfqBg1yVkf+u1UB3zq2TL9+NPkEyyQsOw98zDt3H9sBOCYE06RmaecK6vRd7f07cXOPq+pDnj/9i/l0T88gD1f49OVUo9UB2x+fy0GYg3DQKz+Os3b/ul6wfwW8QyrFI/zvUo8o8dGMYcqKsOGxSU1sRyiwz/+i4RCxuWr7Xf4Mfl3gzLx5SyvklhkJd7EiYaGGPZid/aZdP5gruestBgnh/PNHrimvdNp/Ygvwxj/H/6dWJbR/CtxuXZLNTrnJRpP0Q9vruwsiBG/Pn5j/h01ewQ6141f2ckZrh4Kx2obaj11WzZ6arduiPjr6mLlDY3+Ukwhq8GgurFYGMV8me6PqzCGwHyA25y6+UIyad3MJZ89+zSZfWF8HnD9/hpZ9PxjsnfPbqekaUqefcE3nWUjzcpXZkR03YG9Ug5RPvTwY6SkrEIOYBzBX994of084EvQilJQiHnAzfIk5gGvXft5p3vIQJ4ZoACnAcNfZYAABTgDEHN5id4IcLI+5/3H0zvge4ZHt25ujH25VkLPPlng2VvTiAdhnyf3m2te/b2L5DWMfk4dgBV/mqd3wJ36gNHX+9nqeB/wIZMOQ7PgNVKPB+WraBasqensYIdVVmL6yFUyeEgVxBt9wGvifcBHHHWsnHLuZc7PRoAfmHdv2tGrHQU4PhI61u0Amlt/cFmrqMqw4eLF8pmYbCqe4SOjHswp9Q6t9EQbGzF0vMV4/4inMBCVwiIfds5pv3h1Lm+KPIplBLuhdl+otmZXGCJYEIyE/dMmTA3FNm3wRjZ84avD/O9HD1RLY8oGHm3VNythRdJuxDByeKVce8sdUpRYCWv1srfkw7dfa12w5dDJU+S4U86WwUNHtNvYIAJnvnPbRnzQW9K2ElYRVsI6u20lrO1YCeuxRx/G/ODOI6C93oJ1M/y1U/MIcY9VoQPuEVHenEABzptU9K4ifRFgc8UzqmOfwa9MgU8Jw1EG3DY/m2t9A6sXPYe+u70FKasX4ffdjYL+FkZBT5p+Mk7yill6cskrzzo71hSXFMtZWIloxJiJsvmrz2T5u4tl/94aOFwYSTRRDxk6VGacfJZMnDxNdm3bjKbDp1pHQc8+91I59AizKEMsMQr68TTw2s/fNCdcuLdBDi9AFzhcq1RWidcIa+JnfI950FzpwbaIsdoDmKOFTuOYJyyFhSEZNMjrLUIHIg/XBIxXNnN4W5oa5MFf/iNWqtqb/lrdrIbVcS3ot1/+EwbmrWq9jmmOHoKcmkF7ZkGXlpYm2YcdknZu29K2FjQGbs065Uw5CuMPzOGNBWXhkw/LsuXp14KeGegsyq4h5KggBThHoDMQhgKcAYi5vERfBTi1bmdUR/8ajXmONw2SaPbscUS0GTBjWjOdmwRP0HrsoPTgyNIdIY+nEn2AbYLUzf6/M487FlNFrsc4rQD6gRvkdczp3bZ1i1OtCYdMxiIKF0nZ4KFoMqyRjZ+vkSb035k9XCdAeMuwlKCZO/zeq8/Kpg1fOWVGjBwlZ196jQwqKXMeni/9qauF9NvPAzZl//b8K2USRD1mljAMhbB8J3aCCxRi09iSKIS3yFNQQJHN8s1sxgI8+N//gPXHzXLmHY5YDP0IvhDGE1Smq0YF9o/+xjXXyYiJRzp/Ng3h72I3pM/T7oYUX2gmdTekQjjfGSecBvE9rfXyG1b/Fe73sdZV2drFxYfGmQXptyrMMqZ+XZ4C3C98OS1MAc4p7v4H648Atxfj2DI8oI6GfcUy0oIVK8zuu872p43xnr1YEW6Oevy8E1+b3u5hnuJHobIarIQ1rOMrLMdD87qbzBZy8ZWwNq77RN7GEpItzfEVj4wIT5t5iuNazDaEycP0Ge/avkVWLX0bKxfFxdc441PPvkimHDXL+bcZAW36f/fv79z/60Ffoccf7wtNHjf/6C5nycuOe6/2Pyu8Qk8EklkIBYPRh379L6/t3rphzXHe+h+kK/dRuHRXLBppv6tC4sSJEyfIZd/AQiyYkpQ81n3yoXy+ajmmsu1Ksx+wx5muNHrMBMwdP17GHzattdzO9abpGeuJ13exH7A38MEM/4H4hHNFBwVYT7IowHpy5dQ0UwKc6Ze9IlzxfjTaclK665562ilYveqK1rWgly75i6xe8YHT3GyO4uJiGTl6rFSgz7UQq2I5TYdwSKnbyBnxNUsHHj/7QqeMJxqSd199Xl57Nb5hecfDLJ4QwxzgVLH99g//C+tNj81LAW79mNBpLFrnwWldfYBou4azm72Ba4Y1Oz7Q+dl81ErZ5KKVmRkF5ozcMv93vpvBVmaeq/m5deFStClEMMgLI7Oca0ecf8fjmIVIMUILTfbixA7jEiGcZ342O3SYv4cxCjuEk1cuunPu93u6/5YHTWNE59duyo0cOUK+dd2N7US4saFWdm3d6AzCakArilm/2ewrXFo2WEYfMlWGjxrnTFtLHrs2rJLHH3tCahMbOnSsj5nme5xC92teBwW4p7srf/5OAc6fXPSqJvkqwKbyy4Nty1OmvpiCggK5+rprZNzUuHM1h1kQ4dOVy6S5BTtBJA5nqkuajdQLsWPN1GlHt67ba07f/NkybCH3mDQnnHRqPGcAMkbdGjufelz/g5/LyHETzeQZMzAYfbxJgTLiZAb2Ov9xiqAeZqxv6toiyZHLRsawND/2oYoLVOI9ZMYQmxX78d0D5Y8vyGAEyGz2atZ4wqcBCJP5VBAXJAiYhF6586L4nng82hH4KFz2GVbFOrwrLOPGjZU5Z58tE6ce2/rBLnmuaXY2g6/8uO86Hmbno/VrV8ifn3o67eItyfM19v0m604B1vNmogDryZVT03wW4I/C5eti0VDaEaNmUY7r0RRdPnJSK/FNn6/GyljLZHv1JmcBhFRzZmTN7IJjmg6nYCtCs95v8mis2Sx/uG+e1KRZfMMRT29B9XH+2k5bMypL9YCv7vJgCdqGo10uHGNG2X/t5K9hZbQjZdT4SY4QY1ZyJ24e89kH64Zv2/C5LP/wfVmx8pO0a0YnC3o8vvXHFdQfqjUBFGA9maMA68lV3guwqSAemvhvvGm54zFkyBC56pqrW5emNH8PYrOFPTu2yNb169B0eAD9vH4MiAlLSWmFjD3kMKkcOQ7jpNp2zTlg5v0+9DBWvqpJG8M46OOULZyg7BbMaXW7a4pOVqQC883HjBkthx95JDbyKMcgvjJsxBGQcEsjWkgaZS+muK3++BPZvnN32haT9i/IVz8zUO9qnnxOwXQTjAKcL5nouR4U4J4Z5dUZ+eyADSj0BX+IvuATuoJWXl4ql1/xDQyGme6MjO54RNF06GyA3uHwRoOy6YtV8uxTT8n+A50XzE+ejr7fD2b49A2cyaubLM8q01XXRrpqmgFXgUBAAmYakpn21BLs1u22vwZGPQf0jXruyIECnGc3cDfVoQDryZVT03wXYFPHj0KlO2OxyIiu0JoBVTOOPVpmzDpRqsZOkIJCzL3FqOWOR7Lp0Ljjj5cvRdPhx85OSl0fvga4F9drXSu7FQZUdZeHkNb4Ul3ZOTxwvgW6nW8SDAU4O7dINq5KAc4G1SxeU4MAm5ePpmhMG45225Rn+vDMCkdHHXO0VGJBDLOU4KCScmnCiFZMQ5Hdu3fJ6k9Wya5de9KudNUes/6mwyzeNgfFpXtzT7l5oejz3Yg+34luyuZjGQpwPmYlfZ0owHpy5dRUiwAnRBjfeu9anKbDQIGEgmg6xPaGvT3Y79tbUvrPWxEZvBSjo49P7PrXvxfk8TVgzMHSGb79Z/TvQvlVmgKcX/norjYUYD25UifAvXXC/UsBnW//+OksjWlKK9BMMqPvQhyf6ubx+pdhrEDbvDidGNLWmgKsJ5kUYD25UinAptLoE16PPuEsTOvwrsegmSxcV9lNMcCruyJcvjIajRwbX08kOfc7vl2UOeJzyz1wu77VGle26mt6KcB9JWbvfAqwPfauImtqgk59gSujQ96IRkInQIgzMEjKW+/zBz481rvvTFcQWYgEDmICFGA9yaUA68mVWgfcTogjg5dhnu+svjcdGivjxQb2/qXH+g4cryxtrC4J5IwABThnqPsdiALcb4S5vYBWB9yR0opIxSNoF5wCR4ylGGMl8ZbD+Abw8bWO4xvVO02HPt9q/PsLDJa5Jre0GY0E9BGgAOvJGQVYT64OCgesDDerSwLqCFCA9aSMAqwnVxRgZblidUnABgEKsA3q7mJSgN1xs1bqYGmCtgaQgUngICdAAdaTYAqwnlzRASvLFatLAjYIUIBtUHcXkwLsjpu1UnTA1tAzMAmoIEABVpEmp5IUYD25ogNWlitWlwRsEKAA26DuLiYF2B03a6XogK2hZ2ASUEGAAqwiTXTAetLUVlMKsMassc4kkDsCFODcse5vJDrg/hLMcXkKcI6BMxwJKCNAAdaTMAqwnlyxD1hZrlhdErBBgAJsg7q7mBRgd9yslaIDtoaegUlABQEKsIo0sQ9YT5rYB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsHCW+/cAAA1/SURBVMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHzVopOmBr6BmYBFQQoACrSBMdsJ400QFrzBXrTAI2CFCAbVB3F5MO2B03a6XogK2hZ2ASUEGAAqwiTXTAetJEB6wxV6wzCdggQAG2Qd1dTDpgd9yslaIDtoaegUlABQEKsIo00QHrSRMdsMZcsc4kYIMABdgGdXcx6YDdcbNWig7YGnoGJgEVBCjAKtJEB6wnTXTAGnPFOpOADQIUYBvU3cWkA3bHjaVIgARIgARIoF8EKMD9wsfCJEACJEACJOCOAAXYHTeWIgESIAESIIF+EaAA9wsfC5MACZAACZCAOwIUYHfcWIoESIAESIAE+kWAAtwvfCxMAiRAAiRAAu4IUIDdcWMpxQS2jJWrowVyunhkm+KXcfBUPSqjYjF5e+ImWXDwvCi+EhLomQAFuGdGPOMgI7DpEJkXFZnq8cjsg+yl6Xw5MXkzJvL5IRvkNp0vgLUmAXcEKMDuuLGUYgKbDpV/xQP/3xS/hIOu6sjHTw5Zz5wcdInlC+qWAAWYN8iAI0ABzr+UU4DzLyesUfYJUICzz5gR8oxAPgvwp2GR/9sQB/ajEpEj/XkGL0vVoQBnCSwvm9cEKMB5nR5WLhsE8lmAf98oMr85/qpvLRK5uTgbBPLvmhTg/MsJa5R9AhTg7DNmhDwjkGkBboF6/AbC+ccWkf8JwbwcwtnV8UVI5H/B4U7yivxTqUg5vqcedMB5drOwOiSQRQIU4CzC5aXzk0CmBdi8yjeCEN96kQsDIj+ECJd0ENYkiafhbv8TYv13g0S+BaHGSGweIEAHzNtgIBLg238gZn2Av+ZsCHB1ROSfIcD1UJL/gLOdlKbvtgFzn/4L4vsBXPB/4ZyjCgZ4IlJePgWY98JAJEABHohZH+CvORsCHISC/Bbi+jiaoX8MB3xpmmborpqfP4Yg31LXOSn3lYkc041IY/EK+QLC/yRc9VIM3toOgT8Own9RocjZKFeUcOH78ft/wYcDH97tP8HAro7N3snILTjvl00iH+NaP8d5E3M4AIwCPMDflAP05VOAB2jiB/LLzoYAG55LIL4/RP/uXDRD/wgiPKhDM3Sy+fkHpvkZX8nDjQAb8V2MZm8zYro2TTIvhwj/D8QwdWiCsN6NDwdb8P2nENYqX/rsJx36jh7Oy8a9QwHOBlVeM98JUIDzPUOsX8YJZEuAt8GNGqdZm6YZ2ojg/4UIvg+3ezec7RFduMtm40Jx3jMQ1+4csHHTP4b4FuAd/H0I7Sw4XqP3W1F+Psovwt//AR8C/gZCjF/JvXC27+F3/96Ns0065WJc88doIi/L4dOBApzx25wXVEAgh28xBTRYxQFBIFsCHIGKGKF7CE3CHZuhv0Kz7j9AnM283u4GafVGgE2c3yPO44jzfyCUJ8Fxpx47TX80xHloipA+hvPn4+vXEP/pEOtknP24VlJst6Dcj9EUPgN//y7EO5DDpwMFeEC89fgiOxDI4VuM7EkgPwhkS4DNq/sAzvX7ENqOzdDPQSz/Hc60p2lKvRHgWljaf4XAhqBa/xsCPLRDU3fyGqsgqEnHuwjN4/+EMr/G+SdCsJNuvdo0Tycc+UZ8SPhHnHMuBPiGHM8/pgDnx3uDtcgtAQpwbnkzWh4QyKYA7064z70QtuRo6GTz8xoIXFcjpJNYeiPASaf6mWlb7uY4DH29SQFO9jP/BMJ6AQaImQ8K8+CIjcs9B4Js5i53PCeXqaIA55I2Y+ULAQpwvmSC9cgZgWwKcLpm6GTz8zQ0P6cbnJX6wnsjwMapmv5fMwK6twKcLDMH7vZG9BmbpnJ0DzuH6Tc2zeLL0EdsBpH1NPo6G4miAGeDKq+Z7wQowPmeIdYv4wSyKcCmsh9CyH6EvtTz4Sx/AGEzi3T8K5qfu5qe1FcBTg6WMuVME3RFF4t+pF7XOHIzQMwM/roSyvsTCO3VcL1FeAKYhUHM6OjPIOwL0FSd6ylIpp4U4Izf5rygAgIUYAVJYhUzSyDbArwHzvTfIHD7oCr/CmF7Bv2/qf2x3b2a3jjg5JzjRRD23i7okZyKZGYgnYcPBg+iTv+MupkHgKmraYbeDZFeCRFO16+c2Qx0vhoFONuEef18JEABzsessE5ZJZBtAU6OUr4fIncLmnvfhFBOh/IZN5xcHKOrF9gbATZl38c1/xcc7Rhc9zY42RkQUDNtKAolq4GQLoULb8DPVyTmGyebxldBYEfDMZtzzUhnI8hmRPVKnG+WzyzF77sbpZ2txFCAs0WW181nAhTgfM4O65YVAtkWYFPpZDM0WnedIzn4Kd0LSt0BqasXfFmiOTsp4GEo1gII/G8hnl0dHXdTMlORzEpX5vhPNF3PSUxfSo7cNr+/Cs3TuZ6CZOJSgLNyq/OieU6AApznCWL1Mk8gFwK8z0wVgkN9H47zKNjMn0LwjFvNlACb6xi3uxrXfx79tsmlKEfBxU5DnDMgridjwFVpSv9wcipS6uhoc53kyO2PcK074KZzPQWJApz5e5xX1EGAAqwjT6xlBgnkQoAzWN0BcSk64AGRZr7IDgQowLwlBhwBCnD+pZwCnH85YY2yT4ACnH3GjJBnBCjAeZYQVIcCnH85YY2yT4ACnH3GjJBnBCjAeZYQCnD+JYQ1ygkBCnBOMDNIPhGAAN+L7fymYhLsGflUrwFbF4+8GYvK54dskNsGLAO+8AFJgAI8INM+sF/0xglydcwjp2P/vu0Dm0TevPqRnoi8NXGTPJY3NWJFSCAHBCjAOYDMECRAAiRAAiTQkQAFmPcECZAACZAACVggQAG2AJ0hSYAESIAESIACzHuABEiABEiABCwQoABbgM6QJEACJEACJEAB5j1AAiRAAiRAAhYIUIAtQGdIEiABEiABEqAA8x4gARIgARIgAQsEKMAWoDMkCZAACZAACVCAeQ+QAAmQAAmQgAUCFGAL0BmSBEiABEiABCjAvAdIgARIgARIwAIBCrAF6AxJAiRAAiRAAhRg3gMkQAIkQAIkYIHA/wfW3g3gZeA0VAAAAABJRU5ErkJggg==done time0.2Subtract 0.2 because of the time it takes to set this variable and end the process.finished?truedone timedone10005100button§_costumesMenu§_costumesMenuReturns a color.redred
green
blue
alpha
hue
saturation
value
~1
rgba
hsv
~2
hexadecimal§_costumesMenu0-15022,16,0,1-30-160View24163,81,181,2550,0,0,0146,10,25,255146,9,24,255145,9,24,255145,9,24,255145,10,25,255146,10,24,255146,9,25,255≈208 seconds,4 mintue(s)247.6247.3239.950-5.4,4.300000000000001,4.200000000000001,4.1,4.199999999999999,4.100000000000001,4.099999999999998,4.100000000000001,4.200000000000003,4.100000000000001,4.100000000000001,4.200000000000003,4.200000000000003,4.099999999999994,4.100000000000001,4.199999999999996,4.1000000000000085,4.1000000000000085,4.200000000000003,4.1000000000000085,4.200000000000003,4.200000000000003,4.099999999999994,4.200000000000003,4.099999999999994,4.1000000000000085,4.1000000000000085,4.200000000000003,4.099999999999994,4.200000000000017,4.099999999999994,4.299999999999983,4.199999999999989,4.099999999999994,4.099999999999994,4.099999999999994,4.099999999999994,4.200000000000017,4.099999999999994,4.099999999999994,4.099999999999994,4.200000000000017,4.200000000000017,4.200000000000017,4.099999999999994,4.099999999999994,4.099999999999994,4.099999999999994,4.100000000000023,4.0999999999999943.95200000000000144,159,204,255507022567%0truetrue197.6000000000000514