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)5002009,46942010,46102011,51112012,59412013,67512014,74952015,85062016,92992017,96842018,93222019,100457405.27272727272774951991.82100742507350.7368421052631579-84,501,830,810,744,1011,793,385,-362,723