some statistics over time, displayed!!
data taken from my youtube 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 statistics over time, displayed!!
data taken from my youtube channelReports 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.ca:elimina els duplicats de _
Reports 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.ca:ordena _ segons criteri _
The 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.ca:associació _ _
This block carries out the given script for each item of the given list, like the primitive FOR EACH.
What's different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.ca:_ per cada _ de _ _
1Takes a (possibly deep) list as input,
and reports a human-readable text form
of the list (namely, Lisp notation).
Will not work on circular lists.ca:notació textual de _
()SENTENCE is the main constructor for sentences, represented
as lists of words. It takes zero or more inputs, each of which can
be either a list or a text string. If a list, the input is assumed to be
a list of words. If a text string, it is converted to a list of words using
SENTENCE→LIST. Then all the lists of words are appended to form a new list of words.
If the inputs are lists of lists rather than lists of words, SENTENCE,
like APPEND, does only one level of flattening, reporting a list of
all the items of all the input lists.ca:frase _
ZIP takes any number of lists as inputs. The lists should all be the same length. ZIP reports a list of lists in which the first item is a list of all the first items, the second item is a list of all the second items, etc.
Viewing the inputs as the rows of a matrix, ZIP reports its transpose.The identity function reports its input.Takes as input a function of N inputs and N lists.
The function is called with item 1 of all the lists as its inputs, with item 2 of all the lists as its inputs, and so on. (The lists should all be the same length.)ca:multi-mapeja _ sobre _
Takes a sentence in text string form and reports the sentence as a list of its words.de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
pt:uma lista com as palavras da frase _
insert csv here10360i1Accepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete.
This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.pt:executa _ em paralelo e espera
ca:executa en paral·lel _ i espera
each scripttestAccepts any number of scripts as inputs. Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run.
This doesn't change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed. Rather, the point of this block is to allow starting synchronized but independent scripts.pt:executa _ em paralelo
ca:executa en paral·lel _
de:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
ca:vestit amb el text _ i mida _
A72§_costumesMenu2002Use this block to make "clickable" 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2022-06-24,4835,29
2022-01-19,4758,16
2022-01-20,4469,19
2022-07-04,4425,11
2022-07-02,4327,12
2022-06-20,4244,50
2022-07-01,3740,8
2022-06-28,3634,20
2022-07-06,3614,20
2022-07-03,3604,6
2022-06-21,3578,39
2022-01-21,3126,17
2022-06-29,3030,8
2022-01-22,2809,12
2022-06-22,2500,14
2022-01-23,2412,13
2022-01-24,1956,10
2022-05-14,1650,4
2022-01-13,1471,5
2022-05-13,1398,2
2022-05-15,1392,4
2022-01-25,1325,6
2022-01-11,1225,12
2022-05-26,988,4
2022-01-12,961,6
2022-05-24,944,6
2022-01-26,922,3
2022-06-03,917,4
2022-05-22,912,4
2022-05-27,897,1
2022-06-23,887,6
2022-06-18,874,0
2022-05-28,872,4
2021-04-09,823,2
2022-05-23,808,3
2022-06-19,801,4
2022-06-04,795,3
2022-05-25,743,2
2022-06-02,741,3
2022-06-01,736,2
2022-05-19,731,3
2022-06-15,731,5
2022-05-29,721,-1
2022-06-05,721,1
2022-05-20,698,-1
2021-04-11,687,2
2022-05-21,682,2
2022-01-10,655,6
2021-04-04,654,0
2022-05-16,651,-1
2022-05-31,651,4
2022-05-30,602,2
2022-05-17,600,0
2022-01-29,593,0
2022-03-26,592,1
2022-01-28,589,3
2022-06-14,589,0
2021-04-12,581,5
2021-04-10,579,1
2022-01-27,568,0
2021-04-02,565,4
2022-06-16,565,3
2022-01-30,554,5
2022-05-18,551,3
2022-04-30,542,1
2022-06-17,505,1
2021-04-08,495,2
2022-05-03,488,2
2021-04-05,479,3
2022-06-12,479,6
2022-03-27,470,1
2022-05-07,465,0
2022-06-13,459,0
2021-04-01,449,4
2021-04-06,448,1
2021-04-07,444,3
2022-05-08,443,2
2022-03-12,437,1
2022-04-19,437,2
2022-06-07,424,3
2021-04-03,415,1
2022-05-04,414,3
2022-06-10,411,0
2022-01-08,406,2
2021-03-27,405,5
2022-03-08,402,6
2022-05-10,402,-1
2022-06-08,402,1
2022-02-02,401,-1
2022-06-11,397,4
2022-05-09,395,2
2022-03-13,394,0
2022-06-06,389,0
2022-03-05,387,0
2022-03-06,379,5
2022-06-09,377,1
2022-04-09,376,1
2022-03-25,375,2
2022-04-06,374,1
2022-03-17,371,6
2022-04-02,370,0
2022-04-20,367,1
2022-05-11,366,4
2022-01-09,362,2
2022-05-02,360,2
2022-01-31,359,2
2022-05-01,355,1
2021-03-09,354,2
2022-04-23,354,1
2022-05-05,353,2
2021-03-28,349,1
2022-03-16,346,3
2022-04-17,336,7
2022-05-06,334,3
2022-03-18,329,0
2022-02-01,314,0
2022-02-04,314,1
2022-03-21,314,1
2021-03-31,313,0
2022-04-24,306,3
2022-03-10,304,0
2022-04-18,303,0
2022-03-30,300,3
2022-03-07,298,4
2022-04-15,295,2
2022-02-03,294,4
2022-02-05,292,1
2022-04-29,291,1
2021-03-12,288,0
2022-04-25,286,2
2022-04-28,278,2
2022-04-26,277,2
2021-03-26,276,1
2022-02-26,275,2
2022-04-10,271,0
2021-03-29,270,1
2022-02-11,268,1
2022-04-08,265,2
2022-04-03,263,0
2022-04-27,260,3
2022-03-22,258,1
2022-02-06,257,1
2021-03-24,256,0
2022-04-13,256,0
2022-03-19,255,3
2021-03-13,252,1
2022-04-07,251,0
2022-03-23,248,-1
2021-03-10,246,1
2022-02-12,245,2
2021-03-11,244,4
2022-04-21,243,1
2022-03-04,240,0
2022-04-14,240,1
2022-03-28,239,-2
2022-02-10,237,1
2022-03-29,230,0
2022-04-16,227,0
2022-03-24,224,1
2022-04-01,224,0
2022-03-20,221,0
2021-04-13,215,0
2022-01-07,205,0
2022-04-04,204,1
2021-03-06,203,0
2022-03-31,203,0
2022-04-22,202,2
2021-03-23,201,0
2022-01-06,201,0
2022-04-11,200,0
2022-02-08,199,0
2022-04-12,197,1
2021-03-25,195,0
2022-02-27,193,-1
2022-02-09,192,2
2022-03-09,192,0
2022-02-19,190,1
2021-02-24,188,3
2022-02-28,185,0
2022-03-15,184,1
2022-04-05,181,0
2022-03-11,178,1
2022-01-03,177,2
2021-03-22,176,3
2021-11-07,164,1
2021-03-30,162,0
2022-02-07,159,0
2022-02-20,158,0
2021-03-05,156,0
2021-03-08,156,0
2022-02-25,155,0
2022-02-18,154,0
2022-02-16,153,1
2022-01-04,150,0
2022-02-23,150,0
2022-01-05,148,1
2021-12-31,143,1
2022-02-22,140,0
2022-03-03,140,1
2021-03-18,136,0
2021-03-20,136,0
2022-02-13,135,0
2022-03-14,133,2
2021-03-07,132,1
2021-04-14,130,0
2022-01-02,128,0
2022-02-24,128,0
2022-03-01,127,0
2022-02-17,126,0
2021-03-04,125,0
2021-03-19,124,0
2022-02-21,124,0
2021-01-10,122,0
2022-02-14,122,1
2022-03-02,121,-1
2021-12-30,120,0
2021-03-17,118,0
2021-11-06,116,0
2021-12-06,115,0
2021-03-21,111,1
2022-01-01,111,1
2021-03-02,109,0
2021-12-05,107,1
2021-03-03,102,2
2021-11-13,99,1
2021-02-28,96,1
2021-02-27,92,0
2021-03-01,88,0
2021-12-07,87,0
2021-11-05,86,0
2022-02-15,84,0
2021-12-27,82,0
2021-03-14,81,0
2021-11-29,80,0
2021-12-26,79,0
2021-11-08,78,1
2021-03-16,76,0
2021-12-29,75,0
2021-05-26,74,0
2021-12-11,74,1
2021-11-12,71,0
2021-01-09,70,0
2021-12-03,70,0
2021-12-22,69,0
2020-11-30,65,0
2020-12-17,65,1
2021-12-18,65,0
2020-10-02,64,0
2021-06-28,64,0
2021-11-09,64,1
2021-10-31,63,0
2021-12-17,62,0
2021-02-09,59,3
2021-03-15,57,0
2021-12-04,57,0
2021-11-10,56,1
2021-11-30,56,0
2021-12-28,55,1
2021-02-26,54,-1
2021-11-11,54,0
2021-02-25,53,0
2021-09-23,53,0
2021-11-14,53,-1
2020-10-01,52,3
2021-02-15,52,0
2021-11-24,52,1
2021-12-23,52,1
2021-01-24,51,1
2021-12-21,51,0
2021-12-25,51,0
2020-12-31,50,1
2021-08-31,50,1
2021-11-28,50,0
2021-12-14,49,0
2021-12-19,49,0
2021-12-09,48,0
2020-11-29,47,1
2021-01-28,47,0
2021-08-30,47,0
2021-11-25,47,0
2021-11-27,47,0
2021-01-23,46,1
2021-11-21,46,1
2021-01-12,45,0
2021-11-03,45,0
2021-12-08,45,0
2021-11-18,44,0
2021-12-16,44,0
2021-01-11,43,0
2021-01-22,43,0
2021-11-19,43,0
2021-11-23,43,0
2021-12-15,42,0
2021-12-20,42,0
2021-12-24,42,0
2021-02-06,40,0
2021-10-13,39,1
2021-02-19,38,0
2021-10-19,38,0
2021-11-15,38,0
2021-12-12,38,0
2021-01-21,37,0
2021-02-16,36,0
2021-10-20,36,0
2021-11-04,36,0
2021-12-13,36,0
2021-01-06,35,0
2020-09-30,34,1
2020-11-06,34,0
2021-11-02,34,0
2021-11-17,34,0
2021-11-26,34,0
2021-12-10,34,0
2021-10-24,33,1
2021-01-26,31,0
2021-11-20,31,0
2021-02-03,30,1
2021-11-16,30,0
2020-09-29,29,2
2021-06-22,29,1
2021-09-07,29,0
2021-02-12,28,0
2021-02-14,28,0
2021-10-07,27,2
2020-10-19,26,2
2021-01-30,26,0
2021-02-07,26,0
2021-06-05,26,0
2021-11-22,26,0
2021-01-08,25,0
2021-10-25,25,2
2021-11-01,25,0
2021-12-01,25,0
2020-10-27,24,0
2020-11-03,24,0
2020-12-24,24,0
2021-01-13,24,0
2021-02-20,24,0
2021-02-23,24,1
2021-04-26,24,0
2021-12-02,24,0
2020-10-03,23,0
2021-02-01,23,0
2021-02-17,23,0
2021-04-25,23,0
2020-11-22,22,0
2020-12-04,22,2
2020-12-16,22,0
2021-01-16,22,0
2021-02-04,22,0
2021-09-05,22,2
2021-10-12,22,0
2020-11-08,21,0
2021-01-05,21,0
2021-01-15,21,1
2021-01-27,21,1
2021-05-30,21,0
2021-02-02,20,0
2021-02-22,20,0
2021-09-19,20,0
2021-10-26,20,1
2021-01-25,19,0
2021-10-27,19,0
2020-12-30,18,-1
2021-01-18,18,0
2021-02-18,18,0
2021-04-24,18,0
2021-07-27,18,0
2021-10-23,18,0
2020-10-20,17,1
2020-11-14,17,0
2020-12-09,17,0
2021-01-17,17,0
2021-01-19,17,0
2021-05-01,17,0
2021-08-01,17,-1
2021-10-03,17,1
2021-10-30,17,0
2020-12-01,16,0
2021-01-31,16,0
2021-02-10,16,0
2021-04-19,16,0
2021-05-12,16,0
2021-06-29,16,-1
2021-07-10,16,0
2021-08-22,16,0
2021-09-03,16,0
2021-09-24,16,-1
2020-10-28,15,0
2020-11-07,15,0
2021-01-14,15,1
2021-04-16,15,0
2021-04-18,15,0
2021-06-12,15,0
2021-09-25,15,0
2021-10-21,15,-1
2020-10-26,14,0
2020-11-28,14,0
2021-01-29,14,0
2021-04-15,14,0
2021-04-27,14,4
2021-04-30,14,0
2021-05-07,14,0
2021-05-20,14,0
2021-06-06,14,0
2021-07-26,14,0
2021-10-06,14,0
2021-10-29,14,0
2020-10-05,13,0
2020-12-02,13,0
2021-05-27,13,0
2021-07-12,13,0
2021-07-19,13,0
2021-07-28,13,0
2021-10-08,13,1
2020-11-04,12,0
2020-11-11,12,0
2020-12-28,12,0
2021-01-03,12,0
2021-02-08,12,0
2021-02-11,12,0
2021-02-21,12,0
2021-04-28,12,0
2021-05-29,12,0
2021-07-29,12,0
2021-10-09,12,0
2021-10-28,12,0
2020-11-01,11,1
2021-01-20,11,0
2021-02-05,11,0
2021-04-17,11,0
2021-04-22,11,0
2021-06-11,11,0
2021-07-25,11,0
2021-08-14,11,0
2020-11-20,10,0
2020-11-25,10,1
2020-12-05,10,1
2020-12-29,10,0
2021-01-07,10,0
2021-02-13,10,0
2021-04-23,10,0
2021-05-02,10,0
2021-05-05,10,1
2021-05-16,10,0
2021-07-01,10,0
2021-07-15,10,0
2021-09-29,10,0
2021-10-04,10,0
2021-10-15,10,0
2021-10-18,10,1
2020-11-12,9,0
2020-12-03,9,0
2020-12-12,9,0
2021-01-01,9,0
2021-04-21,9,0
2021-05-10,9,0
2021-06-01,9,0
2021-06-23,9,0
2021-06-27,9,0
2021-07-06,9,0
2021-08-02,9,0
2021-09-06,9,0
2021-09-21,9,0
2021-10-05,9,0
2021-10-22,9,0
2020-10-08,8,1
2020-10-12,8,0
2020-11-17,8,0
2021-04-29,8,0
2021-05-03,8,0
2021-05-11,8,0
2021-05-18,8,0
2021-05-22,8,0
2021-05-28,8,0
2021-06-21,8,0
2021-09-10,8,0
2021-09-16,8,0
2021-09-18,8,1
2021-09-26,8,0
2021-10-10,8,0
2020-10-13,7,0
2020-10-22,7,0
2020-11-10,7,1
2020-12-18,7,0
2021-05-23,7,0
2021-06-13,7,0
2021-06-30,7,0
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