A Christmas card: I keep adding to it. The snow sprite is drawn with the pen, then turned into a sprite. The snow person is taken from snaps library of sprites. There are some custom blocks. To see inside, click them and select edit. Can you modify this program to make it better? How did I do it? One step at a time. data:image/png;base64,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 Christmas card: I keep adding to it. The snow sprite is drawn with the pen, then turned into a sprite. The snow person is taken from snaps library of sprites. There are some custom blocks. To see inside, click them and select edit. Can you modify this program to make it better? How did I do it? One step at a time.

Reports a new list containing the items of the input list, but in the opposite order.

ca:capgira _ 1inputresult

Reports 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 _ 1

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 _ copy of datasplitmerge11#1#2

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 _ _ 11

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 _ _

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.)

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.

position11

The identity function reports its input.

2902226,255,148,115,4,0,1Don't press50-169-176

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Oapt5pbjv0MqnZWn2v9u8n7XF0/7VuvydzV/TJzmEnz8hp86/ITfcO913pJehpZrHe/tyvfgEBXP+Mqqtwb85/5mIW9yV5bJdc2efQ+4b3Ko/n94DXfrJ74LvIH0nyXV3yS1/LaR8cPhl8+EMvJ29Z7UNYw/usu3LOt85k9gNdusfNZPEVW3Pgn48FeT6bL0/6a7vkDWfktF2jJ97xx5wmTOYzN3yF5cbhE9pdZndtzc13TvpHztH6mM/mK5P+xX3yuk056c6L88dfWe1x1/Jf1tvE9U7T2zRm65nfND1O8qrA0h9iw1f0Lrw9zz7wtHxu01dy74926X8xydyD3wOefBbr6c19NoaAAN4Yc6qqyuEqeOmTxLuW/4TfUqHf+CWsCb6u843vyk5z28NXSA98+vamJGcuAzrq15CG245eLuzT37n8Q0bTYg9XM11mbl2hjuXfA37Ib0Gv9H7mdbng0Sfn4HVdutesVMskL7uvdL+x728v/9d3dcltSy9DP/Bd1WnCaZp6p7ltDQE8zU7uyeYf69N/cIX/TwxfZzppJjMvHv0O+DSzmHYf3X7jCAjgjTOrqiodQviGnP+MhSy+qUtevBQ+X+iS3x//LehpnsCmue2AsUoND3lJdbWfojwS4P1nF7Jw8fgnfafBPvyy/OYXJP0vJ3nO2BPwugJ4OHvpPcLhu8oXJ933j9ez3gC+Iec9fiHdh5M8LckQtN+T5NSxx/6L2fSvHH7VbJoAnrbeSXvbaAE8vMT+pDz6Vf3hPRh+POULfbKnS/+XS58+f+0ogKeZxTS76LYbS0AAb6x5qZbAugSGX586LTO/leR7Z7Lpwq35yJdGD/ShXPCou3PPbybZOv5d1XUd5E5rCpjFmkSPmBsI4EfMqDX6SBYYu6IdGLbfnoP/Onzoarhqe0LO+O6ZLA5vJzx22k+2P5JN19u7WaxXrr37CeD2ZqojAg8RmOCnD+/v079he259z/H4wJcRrC5gFrZjJCCA7QKBR4jAkfdeu59KMryvPPzH5+/qk+HnKd99R57910f7z/E9QphOSJtmcUKYqz9EAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF5AAFc/IgUSIECAQIsCArjFqeqJAAECBKoXEMDVj0iBBAgQINCigABucap6IkCAAIHqBQRw9SNSIAECBAi0KCCAW5yqnggQIECgegEBXP2IFEiAAAECLQoI4BanqicCBAgQqF7g/wGKLSHDG6GAygAAAABJRU5ErkJggg==

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