data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCShould 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)2010,0.972011,1.222012,1.42013,1.592014,1.912015,2.142016,2.282017,2.482018,2.652019,2.821.94600000000000022.0250.59996999924996240.6