data:image/png;base64,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data:image/png;base64,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Should 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)1990,6372.81995,67132000,72312005,7340.52010,69422011,67862012,65492013,6711.22014,68292015,6676.42016,6524.12017,6488.22018,6676.66756.9076923076936711.2268.866822799628550.46153846153846156