data:image/png;base64,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
Should report the mean value for your data. With our sample data, this would return 94.47
LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.
de:drucke _ in Größe _ ca:etiqueta _ de mida _ es:etiqueta _ de tamaño _ fr:étiquette _ d'une taille de _ Hello!12
de:behalte Elemente, die _ aus _ ca:manté els elements on _ de _ es:mantener los elementos donde _ de _ fr:garder les items tels que _ de _ 1
de:kombiniere mit _ die Elemente von _ ca:combina amb _ els elements de _ es:combinar con _ los elementos de _ fr:combine avec _ les items de _ 1
de:wenn _ dann _ sonst _ ca:si _ llavors _ si no _ es:si _ entonces _ sino _ fr:si _ alors _ sinon _
de:für _ = _ bis _ _ ca:per _ = _ fins _ _ es:para _ = _ hasta _ _ fr:pour _ allant de _ à _ _ 110i
de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ 121
de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _
de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ cont3
de:wirf _ ca:llança _ es:lanzar _ fr:lance _ catchtag
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ cont
de:wirf _ _ ca:llança _ _ es:lanzar _ _ fr:lance _ _ catchtag
de:für jedes _ von _ _ ca:per cada _ de _ _ es:para cada _ de _ _ fr:pour chaque _ de _ _
de:falls _ dann _ und pause $pause-1-255-220-0 ca:si _ fes _ i atura-ho tot $pause-1-255-220-0 es:si _ haz _ y páralo todo $pause-1-255-220-0 fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _
de:ignoriere _ ca:ignora _ es:ignorar _ fr:ignore _
de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _
de:Zahlen von _ bis _ ca:nombres des de _ a _ es:números de _ a _ fr:nombres de _ à _ 1101
de:wende _ an auf _ ca:mapeja _ sobre _ es:mapear _ sobre _ fr:appliquer _ à _ 1Reports the Median - ours is 94.5
You need to update. How do you get the middle value? What if the list is of even length? Odd length?Take any number of input lists, and create a new list containing the items of the input lists. So APPEND [A B] [C D] where the [,,,] are lists reports the list [A B C D] not [[A B] [C D]].
11111Reports a new list containing the items of the input list, but in the opposite order.
1inputresultReports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.
1Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot. For a list of numbers, using < as the comparison function will sort from low to high; using > will sort from high to low.
1even itemsmerge11#1#2The second input is an "association list," a list of two-item lists. Each of those smaller lists has a "key" as its first item and a "value" as its second. ASSOC reports the first key-value pair in the association list whose key matches the first input.
11
#11datacountmapmany##1#1data listscount
#1datacount1
Calculates the standard deviation. You do NOT need to alter this block.
This statistic is calculated by the (number of successes) / (total number of outcomes)
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OoWbuj7y4tlXPv1XjrT6TJOTVqZ8npKBULn+wupWtUr5Cc9QzMKfXP0+rJ3p101tXb+ma2L3YUeP94TUz+pLs/d9/6a2oVXpcFT7F8cbd7MesOn7shD7YFwd2ceYl8+rnMu5CcoJXr/1ON6pcll1+UOf8sFSe/oWbtb+T1csn9hUrl80Z+TfyXCmo+Ie8e31MA2+97F9XW+N8k94Ksi/ymm1Zo7XJ7zxY0ve9H5wU7w1z5//+llrkP6ID1t6s583jJepYyO9vxz6hU/u8j93NffpjZp9b9bBfwR2hiqqrZ6qvk3F/Lwn7XPWsHJmM1qh+W3O/JuW+pWM4v9vM5MM/VmLuxO0Ht7o0Ha/6e27PPateOiW4Nf9sBasxZiNdV2vn57vGV3xlfnV8k+T9XafJ1I99OY/o8KeldKEnXyLlzs+9bfmPyYhXclVrV/l5vqb5Uietc8F6m+fQCHTR1g+64eZ32X3Zhe/5NnmXDAWw9ZMfL+49pYvIt3f2xLvat4xfJe5sP1FKpMrg6ZF8+h334m4dGAGd3YDPflPdntu9ezlCp8i9D73dL9Xwlzq7Wt6s0okuhM37s9AEVK51Z1qPZQgO4WXuPvN6fdYEVK8cMFevcdTv3FhXL7WUQFjdV6wa1LsVG++74moG/3brhiUrT12i5e3e05SUhAdyovVOShemsShXr9rNQvq59l3uNiuXjRo6DNmr2eVhX8laVJvO7h0bNxuBtopxXofBUrTp8eHlAs/5Ref9mObdZxXLnzmqQ0cZCnbPgO0ReO+VcVd7bF9Lanztw9d6s/zC7cre77Nn04QMXNla1WX2dvPuz9gv0Anhz7WwVLPxsb91zNVG2u/bBbUvtZCX6v/k5dMHnuQ9fvuxPfvzjZTryoMvknM2aX7B5uxv9rpx718DFQH+r+zMJqxPA2R2Zf8ZAD83CXZmdfoxckgeq05tUrFw0tLs2VjqW2nI2lw1JTExa1/ngZhcPiTtG876sQmJheEcWcJLN5/grlSrWFZlvnQCWu1al8mOyn83W3iAnGya5U6WKdd3bcZZfBDt9Q8XK6F6EfQpgbxMyDxq4S23Wz5D3/5zdkZcmexOe8v3I5404/Z2KlZcPvPHp6f00kdia8yPjB3D9zZm31xWaqPxm9rr53BQbsx0fMTfFLlKta36XNmxbpWOO2aWt9Vco9Z+V/DYVDzg0W2HSqL1Wkg3HfE+lyvDQwab6oSqkj1aSVOTcmOTvkk+fLLnzsiGRicqTRn4t+gPY6Zua2fa8bB92tzVqNnS4Ts5dpWJ5eG5Ks/oReZeH68IAnq3+u5w7RU6XqjX/sqEVHo3q2+TdAZqovH+3r/8A/mLpB3DejWt3Te2uSP92lSY/PPqDtZm+2Ul09BVNo2bjOdbtsPdZyaEBbB+gzbr2+qUmKv1jE/kuNmo2qWZFdoU+Ufm77n5v3nC4xlrWpWZLl2yzdg25bBmTjSNfm40b9d9F3N8DISSAt1QvVOL+QM5tUrG8Llv+1azbnYN14c3I2RjTiM3bsp7s7tHGwovZSatRty6fF0n6qUqVx47+O19Qo/Y+Jcn1Kpat96K3NeovzLrHBsYlF1Tx/q2amLT14m3v6r2SWyH5t6k0+Sejj5P6NslbF1gvgGdrdhH1nqy9s7vJrJt6ePM6OW/jP6riiIDZ18+oWX2mvDtL8nYCs2O0/+TuVUhO06r1dmc/uMUJ4HNUHLHEqf+VZms2Sa8zC/saOY0eQ/WyALBj5Vsqte+urE6j9njJ23j2iAuN7gvZw3J6EytHBnD9VXLenmT1IxXL+XjilurrlTjrTRoeN+yU3pcA9rpeEwsmMeXrrm3oyKtUycekbbPJW4878t6sZ8clJ6q4/qqhz6pRvVBy1uMR9w64UbNuVbv4twmbna5h28PXSv4pQ5Ox8nOq9UhNKNVZWl25VLO1r8llY7p2UfQKTUz9rRr1z0n+JUPfpUb9SHn/kXb73WRI30XTQoheAN+oYvmYPU4ynZlZrVVpe3Jm64UqHZH3oPVvG3++UstXWVe+XfgNrgOenX6zXNI5P1jPzFY5NaXkTslXs0mOq/b/tNzaRVmutbQDOD/5W6C2w9f9kUrl/rG9wQ9i8/SJKiT5pKfirv2Gut4aNXsSVklKXqPS+j0/XCM0gJu1l8nLgnX4rrs/vHx6qiamBk+gjfrT5Lx1n+XjLMObjZG9QKXJi3fz+/v245AAbtTsiteufH+iUuVx2RIu3/kCBLycjSuVtq3Ouqhnq9fKuWOzi6JSxYI4fMvD9x/zE4K2K5GNB0/LRn5szNnpudnFS38A2xX5Mp8/jMK5F6tYzv9+4da7o+8P4E7Xe+A+BgxjBFYa2czey3L/fHlnT/o5UPLXqDRps/8HtxgBnOhJe51Y1g2P0DfVFzKNml1QWHe+zV5tSXYHqauV+nm55BA5b+PrdjcbHsDyV6o0mXfpNuuvk/fWqxE3gDvfgf63bBPgdqV2gTwYwFu2FJVsy5+YlxQepvHDfzEktbX+FqX+I1EDuL9nYk8fTVI4SeOH9x4I1KjZkNLvZhdV4+W3q2kPqbGpKlohp39QsfIyNWr2forZkwg7k8Wy5yw4G1+24Sk7P31PLrFeoZ1Ks2ct2PiwzSLv9Vos3K9eAP+bSpXT93hENaqnSdnSU8kXHqOJw0fPQG/U7JkQo9cBN2f+VD61SWadoaeFL3mrksIJu12FEXrI70O7pRvA+ZOBviKvTpfSh1WqWFfT7rd8iYN1V9gZePBxc9kszPYM6ZBH0YUG8Lb6k9XKunPsynEqG3/pbLO3PlmukP8una9o9ZH1gZ3feuvDdHXtFh07dbycf4wSd2B7csQ6OdkEqHE53a5i5dB9+GyH/2RvAWzPy20ut240u5PPvfOxWhuHtKtLu+rtdN8O118+Nqf9Gxu748OdCSk27jcxont+T2+qc1Vv3Wpz+5+hdQseutKoXpmPffbdAVt37lHr7pWyh7aM7ibNr/7tatdmcvcFcHfJ2Lzkf323u+a9V+HebRp/xOglU/flg8rHP38upytVrNgkpuGtWbtAPrvz3KVSpdNb0muXn1wuyCZSTZRt7D5863RBhwTwbO1NcsqHUMaSR2u+tfs7hsJ+27XqYBuTzLfOg3WsV2XePyVbm9+/zdbel00eeigHsL2fTmD59E2amBruom9UvyK550YN4M7nbxc0TsNLafLz51Q2d6NUzidV5p/Jc+US25+6Uv96JbJlPx+T9xZU96qVPq19M3OrSpXezPhet/Qupe50rS7nQzKdrVk/X95/MloA5xP/bO6OlLjnaHzEDHtb7rVs/3wy28I74I0bV6qwq6RCa7sS92R5X8lWD9hSyNQf157oZ5cS71uMbuilGcDZhJgjbLJDPpvQ+feoOPk/ux+y3R0c1Noi17dmsvPLRvV6yT1iaAyqWX29fNZNtVUbtq3d45hD/mUKXAec7auNtZTk3Vs1Ue7rDq3Z7DubhXeTSpXBk3pj+lwpsSVIo7vDO5MobF9GzegeOOoD/2dvAdyo5U9VssMxdcd2H/fZnbzmLShO2u1a2DuuPVCFFUl3skaj/q52F7LdkZ6pYtlmiA5uNpFiv+Xvk3x94MEqnclroyah2ezWXfP2pVw+EMDZiaVay6/A/Y3acPexQ59z7ziw1r0Abs68VD7NJ3q45Okqrre7tNHbxumD40zAsocoKJ845dwJI8d5Z6dfKZd8JuumK5ZHTSy05R5vk3NfU7E8OsR39z7uSwA3p58gn1yZlUr9+VrdN9t4Yf1tN6/TyiM3dY+TZs1m0D9n5MScbGLTClue8uhfgQD+P+0lS9vl02d1e7zytbdvlVx76CxSF3R+cWzPICgp0bM1Xvn60Ee9Zfo8JcmnhiZjZXMP1jaziZ5eX5fTs+TSM+UTG7e3ZYM2X+PU7oV4p/CW6oeUuLdlKxImFowL56slLpW3R/lGugPOzsXVXfmNif+uJiaHhzA680hGBXCzZsNJx2UTw0oVW2I2uDVqdnd9WtZ9X6r0z7IOPKnev2ZLM4Ab1c9J7iX5W/OfUaG9fMH+d06rlbjvZktEFq4Ty07A3bGqOfn0BE1M/VT5DEx7VKTdWX5cxcoFe2ULDWAr1Kx/RN7bJIAtWp4cm02a2lZ7lFLZjEDrJv09TUzmSzA6Wzec3Ly8f9XQYwY7XUQ2zb9U6Xu+9F73fPcNRgXw5pvGVVhmB+jvyzn7wlka/LVK5Vd3CzVrb8xmN2cfh/5eSt/YXcaR31Ha5KtXSs4O4O0qlq2bKm13X1uPgC0tsO5/CzzrSs6ffdycfLWU2IWVTabqTarJvnTt8Xqn72fLn2wWavZwhvor8lB3+RKFhWPAg/t6hXxynlav/5n8HQequdPuEO2xfcOzoPMZrravB8tpo+bTl2vNVC+ELVRaY+dIzmZ2Tu1xjDn0I7qrfrzGfL6O2esa3bvrTB1ydO9hB1s3rFGr9b32BLh/ValiJ8bBrTPRzWYKe//I7lrzrfUnKfUvzcfw3A0qVXrrLzsV7ksA55+JTRR8bHYyV/pKFad6Y/bZcbTC1iafJ2fLgtynVCrb0ib7Traf1uU3quBO06rKddnPbba/T+3z73StP3S7oO392LyOQnpDe528zSG4Rt5X5Zwts+lb6x8pgLOn22VzXrZkExhH/SM19g/aNNK7sifyOV2gYt+TsRo1G6LJx9ztMx0vr1Rj5o1y1k3e3oZmFU+/Q0r+KHvSoPdnaGIq7+HLJo227LtlYWYF43RBDxw/2ffkUjl/QXac593h75H3dj7f3SzofD2599cqKbxAxfX53XS+z2uypxVmTwf0n1JpMj9eH8Rt6QXwpvpxWuZ7yz92i+F+plLZrpoHt+xEsNy+4IZq6+2uaH8B7ElV9yhJjlVxvd3dDm55OH1V8u2wc/ndRvawiNRGHr2UXKxSuX1h0Pfns7dPys39vP3Fuzt7MlS+5GC/7Ck9afqooXWH/XeHeanN2cQS7+tyenK+FjfiZJ/Z6lvlnM1I7k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