a sort that is kinda fast algo: grabbing a item and putting it in its sorted positiondata:image/png;base64,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 sort that is kinda fast algo: grabbing a item and putting it in its sorted position

draw a list of numbers as vertical lines distributed evenly across the stage.

de:male Balken _ gefüllt _ zentriert _ 0.8single=0.8 pan=1 overlap=1.2false

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hU3ltpVtYqe/RTlPUEqkegEBDAS4rlw7F8aJe1yh6XkAXw5aco68lRj8BJAgJ4aTfKcCpDs6xV9riELIAFcD046hE4SkAAL21HGU5laJa1yh6XkAWwAK4HRz0CRwkI4KXtKMOpDM2yVtnjErIAFsD14KhH4CgBAby0HWU4laFZ1ip7XEIWwAK4Hhz1CBwlIICXtqMMpzI0y1plj0vIAlgA14OjHoGjBATw0naU4VSGZlmr7HEJWQAL4Hpw1CNwlIAAXtqOMpzK0CxrlT0uIQtgAVwPjnoEHha47/vzdV2fHi70R4HyoV3WEgDzDea/1+xYf7+ENR8MKwj8pYAA3j4Y5YeD8qFd1ip7rDesvLfSrKxV9uiXsOoJVO91BQTw9r0vH47lQ7usVfZYb1h5b6VZWavsUQDXE6je6woI4O17Xz4cy4d2Wavssd6w8t5Ks7JW2aMAridQvdcVEMDb9758OJYP7bJW2WO9YeW9lWZlrbJHAVxPoHqvKyCAt+99+XAsH9plrbLHesPKeyvNylpljwK4nkD1XldAAG/f+/LhWD60y1plj/WGlfdWmpW1yh4FcD2B6r2ugADevvflw7F8aJe1yh7rDSvvrTQra5U9CuB6AtV7XQEBvH3vy4dj+dAua5U91htW3ltpVtYqexTA9QSq97oCAnj73pcPx/KhXdYqe6w3rLy30qysVfYogOsJVO/HErjv+7fwjss3Z/nQKGuVPYb0v5cq7600K2uVPfKfC6T+fglrvgFWPJGAAB5vZvoAGl/97QXlvZWhWdYqe4z5fQCaggrgqZjXP5WAAB5vpwAYk6W/683/ifwF8HwzrXgiAQE83kwBMCYTwHOy1OzYbyAE8MJkWPI8AgJ4vJcCeEyWhgn/J/IXwPPNtOKJBATweDMFwJhMAM/JUjMn4IUNsITA3y4ggMfEAnhMloYJ/yfydwKeb6YVTyQggMebKQDGZAJ4TpaaOQEvbIAlBP52AQE8JhbAY7I0TPg/kb8T8HwzrXgiAQE83kwBMCYTwHOy1MwJeGEDLCHwjcB935+u6/p8KE0ZTuVDo6xV9lhvY3lvpVlZq+yR/1wg9XcCnm+AFRsFBPASvgCYs5VmZa00AOYsb64o7600K2uVPfot6HgAlfubBQTwEvCxD6Clbr6/qHw4lmZlrbLHmN9PUU5BnYCnYl6/VUAAL/ELgDlbaVbWEsB79zL1F8DzzbRio4AAXsIXAHO20qyslQbAnMVX0Nd1/Vy5CeBKUp1/REAALzELgDlbaVbWEsB79zL1F8DzzbRio4AAXsIXAHO20qyslQbAnMUJ2Ak4nhrlfhwBAby0VwJgzlaalbUE8N69TP2dgOebacVGAQG8hC8A5mylWVkrDYA5ixOwE3A8Ncr9OAICeGmvBMCcrTQrawngvXuZ+jsBzzfTiqHAfd+/XNf163DZ916evgGie/qzTHlv5UO7rFX2GPP7d6g16LBeORvlzJa1yh79EMdwwLx8QUAAL6Bdr/FbuEsy319UPhzLh3ZZq+wx5vcBaArqBDwV8/qxgAAek31ZUD60y1oCYL6d/PeaHesvgOeDYcVQQAAPwf54efnQKGsJ4Pl28t9rdqy/AJ4PhhVDAQE8BBPAS2DX5SvQVbhoXfnhrAzNslbZoz8DjgZPmTcEBPDSeJQPjbJW+gBakvFnwNlPIfIfC6Tz7wQ89rdgKiCAp2K+gl4ScwJeZMuWleFUfmgsa5U9OgFno6fQdwUE8NJwlA+Nslb6AFqScQJ2Ap4NzrHz7wQ820ivXhAQwAto/hLWClr54aB8aJe1yh5XjN9aU95baVbWKnt0Aq4nUL1vBQTw0lSUD42yVvoAWpJxAnYCng3OsfPvBDzbyJd59X3fX3656ssvWBX/HfsGKJr7qkYZTqVZWavsMeb3t6Br0GG9cjbKmS1rlT06AQ8H7GVeLoCXtrp8c5YPjbJW2eMS8huLynsrzcpaZY/85wKpvxPwfANeYoUAXtrm8s1ZPrTLWmWPS8gC+PIV9Gxyjp1/ATzbyJd5tQBe2uoynMqHRlmr7HEJWQAL4OHgHDv/Ani4k6/ycgG8tNNlOJUPjbJW2eMSsgAWwMPBOXb+BfBwJ1/l5QJ4aafLcCofGmWtssclZAEsgIeDc+z8C+DhTr7KywXw0k6X4VQ+NMpaZY9LyAJYAA8H59j5F8DDnXyVlwvgpZ0uw6l8aJS1yh6XkAWwAB4OzrHzL4CHO/kqLxfASztdhlP50ChrlT0uIQtgATwcnGPnXwAPd/JVXi6Al3a6DKfyoVHWKntcQhbAAng4OMfOvwAe7uTJL7/v+/N1XZ+ieyyHtqwlAOYbzH+vGX/+fykggOeDcewKAbx9a8oPB+VDu6xV9lhvWHlvpVlZq+yR/1wg9RfA8w04doUA3r415ZuzfGiXtcoe6w0r7600K2uVPfKfC6T+Ani+AceuEMDbt6Z8c5YP7bJW2WO9YeW9lWZlrbJH/nOB1F8Azzfg2BUCePvWlG/O8qFd1ip7rDesvLfSrKxV9sh/LpD6C+D5Bhy7QgBv35ryzVk+tMtaZY/1hpX3VpqVtcoe+c8FUn8BPN+AY1cI4O1bU745y4d2Wavssd6w8t5Ks7JW2SP/uUDqL4DnG3DsCgG8fWvKN2f50C5rlT3WG1beW2lW1ip75D8XSP0F8HwDjl0hgLdvTfnmLB/aZa2yx3rDynsrzcpaZY/85wKpvwCeb8CxKwTw9q0p35zlQ7usVfZYb1h5b6VZWavskf9cIPUXwPMNSFfc9/1bWLAcjvKhUdYqewzpfy9V3ltpVtYqe+Q/F+A/Nzt2/gXwfDPTFQJ4zOkBNCa7jn0AzVt5c0U5G6VZWavsMeb3AXQKKoCnYvHrBfAY1ANoTCaA52SpmQCeb0BpVtZKnz8CeD4Y6QoBPOZM3wDjq7+9oLy38qFR1ip7jPmdwGrQYb1yNsqZLWuVPV4CeDhh9csF8Fg0fQOMry6A+c+H5tgAmLfijwCuq/u/gxTA8QROywngqVh6yhlf/J0FZTiVD+2yVtkj/7kA/7nZsfMvgOebma4QwGNOD6AxWfrnmfz5f0+gnI0yNMtaZY++gp6/l9oVAnjsmb4Bxlf3FTT/+dAcGwDzVnwF7SvoeGp2lhPAY30BMCZzAp6TpWYCeL4BpVlZK33++Ap6PhjpCgE85kzfAOOrOwHznw/NsQEwb8UJ2Ak4nppJufu+P13X9Xmy5h98bflwLB8aZa2yx3prynsrzcpaZY/85wL852bHzr8T8HAzBfAQ7I+XH/sGWOrm+4vKh2NpVtYqe4z5078hX5qVtfjPp+ZYfwE83EwBPAQTwEtg8YeWYx9AqzjfWVeGU2lW1ip7jPl9AJqCCuChmAAeggngJTABvMRWhlMZmmWtsscl5DcWlfdWmpW1yh79M6TpBArgqZivoJfE2q/tj30ALdp8b1n5cCzNylpljzG/E/AU1Al4KCaAh2BOwEtgTsBLbGU4laFZ1ip7XEJ2AvZTlPXgfLieAP4w1dcv9ACas5VmZS0BsHcv+T+RvxPwcDMF8BDMCXgJzAl4ia0Mp/JDS1mr7HEJ2QnYCbgenA/XE8AfpnICXqL616LyoV3WEgDzfeW/1+xYfyfg4WAI4CGYE/ASmBPwElv54aB8aJe1yh6XkJ2AnYBHg3Pf9y/Xdf06WvT9F3sDzCE9gPaa8ec/F5ivKJ+N5cyWtcoeX+OfIQng+TvJCWzJrHxzlg+NslbZ4xKyE1h3Aos3oJyNcmbLWmWPAnhhANMNWLj+W0vKeyuHtqxV9hjz+3eQNeiwXjkb5cyWtcoeh7zvvry8t9KsrFX2KIDfHalvX5BuwML1BfDlBDCcm2MfQMM+3nt5+d4szcpaZY/veU7/9/LeSrOyVtmjAJ5O2HWlp5yFy7+5pByOcmjLWmWP/OcC/Odm5n+v2bH+L/G3oP0Z8Hz6/RnwklkZTuVDo6xV9riE7M+AfQM0HJxj518AD3fSCXgOFoe5AJhvwbEPoHkrvgEq/w/h+Y8F0uePAB77+wp6Tub/D3izmQCeb0BpVtZKA2DO4gNQ+QFIAM8n0BtgbuYBtNeMP/+5wHxF+WwsZ7asVfboL2HNZ8wJeMHs2DfAQi9vLSnfnKVZWavsMeZP35ulWVmL/3xqjvU/9gR83/eXX6768gtWxX/HbkDR3Fc1yjdnaVbWKnuM+QVADTqsV85GObNlrbLHIe+7Ly/vrTQra5U9nnsCFsDvDvtfvaAcjnJoy1plj0vIbywq7600K2uVPfKfC/Cfmx07/07A8830BpibHfsGmLfy5opyNkqzslbZY8zvG4gadFivnI1yZstaZY9OwMMB+/LydAMWru/PIP0S1nRsjn0ATRt55/Xle7M0K2uVPcb86bOxNCtrpf5OwPMRTDdgfnknsPKfAfAfC5j/MZl/hjcnS80E8HQD/BnwVOz315cPx3Joy1plj0vI/gzYLzENB8f8D8HiH+851t8JeD4YAmBuduwbYN6KbyB8AzGeGvM/JnMCnpOFK5yAlzDLDwflQ6OsVfa4hOwE7AQ8HBzzPwRzAp6DpSsE8BJnGU7lQ6OsVfa4hCyABfBwcMz/EEwAz8HSFQJ4ibMMp/KhUdYqe1xCFsACeDg45n8IJoDnYNd935+v6/q0sPSvlpRDW9YSAPMN5r/XjD//ucB8RflsLGe2rFX22P47YAE8n9h4RTkc5dCWtcoeY35/C70GHdYrZ6Oc2bJW2eOQ992Xl/dWmpW1yh4F8Lsj9e0L0g1YuP5bS8p7K4e2rFX2GPML4Bp0WK+cjXJmy1plj0Ped19e3ltpVtYqexTA746UAF4g+mbJsW+AormvapRvztKsrFX2GPP7AFSDDuuVs1HObFmr7FEADwfsy8vTDVi4vhOwn6Kcjs2xD6BpI++8vnxvlmZlrbLHmD99NpZmZa3UP/0hDn8GXM/zuF45HOXQlrXKHsfAAiB9yPKfC5j/udmxzx8BPN9Mb4C52bFvgHkrb64oZ6M0K2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