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cY3d75CZTD68FaVQZzSI+Qhqv4zA5MwJwUptO5hVTUXqsOIuUfVxxpSE0p3cPfTAjohUkqRoeiQjm2EazZE4sviiH2KBgBc1WYHgMuVSE7HeoOvd6byC7+Q5EVAV39sWJ09bzLnGE6fBUMAsEIWDDmsyFhR4AJGPYIhtx+JmDIAxh285mAYY9gyO1nAoY8gGE3nwkY9giG3H4mYMgDGHbzmYBhj2DI7WcChjyAYTefCRj2CIbcfiZgyAMYdvOZgGGPYMjtZwKGPIBhNz/vBMyo0WUVo5yJDbJMZOsep4ou1vgyU/MqU6ivTX0KZp9LMl0qQS4THwMrr8SDaQlIw50fuZ/Uy90IqPTypqGItq7nlGS6970G0xxekVQqhtKInnvGmUf77mVbRUDMsbdRp1VZXpbRhk0AftwDc0oJBIiufm3UTChNWtGQadk2odP+8nNnXVl+xDQqDxXrpbJBu2syRAKrW2Lpysl2puqgqk2YD/uF5VTkrg2f4Nkm20MEFLW+u3f5bEul04f/pEVQW59LpZqy76n8zRrn8fNgDrqKarjFRHp7+9tQ2naign0Xc3ktX4xKH/eSfEW8zPsHem+r53aBtXppSorudwfUpi6F2aeLn4Bde1E3AHEJ49x7GUh9wXpYLz4Da9ooyPfxlrifzJQyqgql3jHA4fWhz19Hj4u8QNHtVG13PgVUJqBot2t0OoHkZHvUK2+G9eS0pEC4Nri+JhPydpBYW+F4GeWIo+gDZ04dCW3ENM+2eHuonnnX137bLu0Jq2x2Uts8/GNxoM1A8j2Vv9nirLTqAHvjGihN/kBDfMyB3aiXoi+mErbx+ulboWktKC3aQTQbsFY/5dSDX3cr8NmHsJ5fltS/tATUyzbDHDUQ9rZNiGz5DubkEliPjacRV0aX5rB3bPffv/MTjPNPoj7M4ivDurcv7Ubyvc+KQ2pA7XELrBljoD1U5sknBLd+Q+CIo6A/vqZCf+kcKHWPgHF9J0Te+NGzzRcQyZ7Ipm9gzX8kcXqSbMOkRTD7XZYIlCSDGjUhmmomI6DwVRS2ayUPe7bFE0T0p7YWzkBEsk3sNPjofdg7d/jUyviLHda1TUx7cn1P5W+2ONMuP34orOljqFOtvuJNwlq2U15L1q+v+5y+iQQuQl6MbBPdZrXx86B2+BPsr7+A0bFR9gRMuW/yG4xAjhDY71dwjtZhNYwA74DMgcJDgHfAwotJtbKICVitwl14zjIBCy8m1coiJmC1CnfhOcsELLyYVCuLmIDVKtyF5ywTsPBiUq0s+j/uWP+IktQ/hwAAAABJRU5ErkJggg==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 _
1Take 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)10020.5821.157.560669.4392999999998216.0216.355.7910Q4 09,3.3Q2 10,5.6Q4 10,9.4Q2 11,17Q4 11,22.5Q2 12,32.2Q4 12,29.1Q2 13,32.3Q4 13,28.83Q2 14,24.8Q4 14,19.9Q2 15,21.3Q4 15,20.4Q2 16,22.7Q4 16,18Q2 17,22.9Q4 17,18.9Q2 18,21Q4 18,18.7Q2 19,22.7Q4 09,16.1Q2 10,13Q4 10,15.9Q2 11,18.8Q4 11,23Q2 12,16.6Q4 12,20.9Q2 13,13Q4 13,17.43Q2 14,11.7Q4 14,19.7Q2 15,13.9Q4 15,18.7Q2 16,11.7Q4 16,18.2Q2 17,11.8Q4 17,19.6Q2 18,12.1Q4 18,18.22Q2 19,10.1