data:image/png;base64,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data:image/png;base64,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 report the mean value for your data. With our sample data, this would return 94.47LABEL 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!12de:behalte Elemente, die _ aus _
ca:manté els elements on _ de _
es:mantener los elementos donde _ de _
fr:garder les items tels que _ de _
1de:kombiniere mit _ die Elemente von _
ca:combina amb _ els elements de _
es:combinar con _ los elementos de _
fr:combine avec _ les items de _
1de: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 _ _
110ide:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de: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 _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
catchtagde: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 _
1101de:wende _ an auf _
ca:mapeja _ sobre _
es:mapear _ sobre _
fr:appliquer _ à _
1Reports the Median - ours is 94.5Take 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#1datacount1Calculates the standard deviation. You do NOT need to alter this block.This statistic is calculated by the (number of successes) / (total number of outcomes)2009,17.52010,18.62011,14.72012,22.92013,24.02014,23.82015,30.12016,25.32017,26.42018,27.32019,20.322.80909090909091214.74.3982340558362010.09090909090909091