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)Nov '19,3.5Dec '19,3.5Jan '20,3.6Feb '20,3.5Mar '20,4.4Apr '20,14.7May '20,13.3Jun '20,11.1Jul '20,10.2Aug '20,8.4Sep '20,7.9Oct '20,6.9Nov'20,6.77.5153846153846153.53.72638124187036370.307692307692307700