mirror of
https://github.com/Smaug123/static-site-pipeline
synced 2025-10-06 08:48:39 +00:00
5799 lines
323 KiB
Mathematica
5799 lines
323 KiB
Mathematica
(* Content-type: application/vnd.wolfram.mathematica *)
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(*** Wolfram Notebook File ***)
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(* http://www.wolfram.com/nb *)
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(* CreatedBy='Mathematica 9.0' *)
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(*CacheID: 234*)
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(* Internal cache information:
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NotebookFileLineBreakTest
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NotebookFileLineBreakTest
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NotebookDataPosition[ 157, 7]
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NotebookDataLength[ 330843, 5789]
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NotebookOptionsPosition[ 329237, 5733]
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NotebookOutlinePosition[ 329593, 5749]
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CellTagsIndexPosition[ 329550, 5746]
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WindowFrame->Normal*)
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(* Beginning of Notebook Content *)
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Notebook[{
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Cell["\<\
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This challenge was a column of keyboard pictures (like \
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\[OpenCurlyDoubleQuote]img\[CloseCurlyDoubleQuote] below), each presented \
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with one of two cat pictures. One cat picture was Dvorak with cat-ears, and \
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one was the Keyboard Cat. \
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\>", "Text",
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CellChangeTimes->{{3.5812686464719677`*^9, 3.581268727540566*^9}}],
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Cell["\<\
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The pictures which accompanied the keyboards:\
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\>", "Text",
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CellChangeTimes->{{3.581268627897511*^9, 3.58126864023798*^9}, {
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3.581268701267626*^9, 3.5812687014923563`*^9}}],
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The keyboard pictures represented binary (black key is a 0, and no black key \
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I use this reference image to work out the columns in which we can check for \
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a black pixel. It turns out that the appropriate values are \
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{30,50,80,100,130,150,172,195}.\
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",", "\<\"m\"\>", ",", "\<\"a\"\>", ",", "\<\"v\"\>", ",", "\<\" \"\>",
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",", "\<\"g\"\>", ",", "\<\";\"\>", ",", "\<\" \"\>", ",", "\<\"b\"\>",
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",", "\<\"d\"\>", ",", "\<\"k\"\>", ",", "\<\"k\"\>", ",", "\<\"e\"\>",
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",", "\<\"o\"\>", ",", "\<\"w\"\>", ",", "\<\" \"\>", ",", "\<\"a\"\>",
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",", "\<\"l\"\>", ",", "\<\"y\"\>", ",", "\<\"w\"\>", ",", "\<\"a\"\>",
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