Created
March 13, 2013 19:18
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An uncompressed (bzip2) version of a .pys test file for pyspread. Corresponds to https://github.com/manns/pyspread/issues/43 I downloaded this data set http://archive.ics.uci.edu/ml/machine-learning-databases/00229/Skin_NonSkin.txt and imported it into one cell, then squared it in a different cell, then finally, wrote the output to another file …
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[Pyspread save file version] | |
0.1 | |
[shape] | |
1000 100 3 | |
[grid] | |
7 5 0 abc_to_the_abc | |
13 11 0 abc_to_the_abc | |
11 2 0 two = skindata[245000] | |
9 2 0 skindata[1] | |
10 3 0 one * two | |
19 5 0 abc | |
9 8 0 abc_to_the_abc | |
5 5 0 abc_to_the_abc | |
18 2 0 "save code here -->" | |
10 5 0 abc_to_the_abc | |
999 5 0 abc_to_the_abc | |
18 3 0 save = numpy.savetxt("/home/matt/Documents/analytics/pyspread/skin_data_squared_sdsq.txt", sdsq, delimiter=",", newline="\n") | |
4 0 0 skindata = numpy.genfromtxt("/home/matt/Documents/analytics/pyspread/Skin_NonSkin.txt", dtype=None, delimiter="\t") | |
8 0 0 skindata = numpy.genfromtxt("/home/matt/Documents/analytics/pyspread/Skin_NonSkin.txt", dtype=None, delimiter="\t") | |
14 5 0 abc_to_the_abc | |
17 5 0 abc_to_the_abc | |
4 5 0 abc_to_the_abc | |
965 1 0 'IN' | |
11 5 0 abc_to_the_abc | |
14 3 0 sdsq = skindata * skindata | |
16 5 0 abc_to_the_abc | |
2 5 0 abc_to_the_abc | |
7 7 0 abc_to_the_abc | |
8 1 0 "<-- import code here" | |
0 0 0 abc = "12" | |
6 5 0 abc_to_the_abc | |
9 5 0 abc_to_the_abc | |
4 6 0 abc_to_the_abc = int(abc)**int(abc) | |
15 5 0 abc_to_the_abc | |
3 5 0 abc_to_the_abc | |
14 0 0 scaleskin(skindata, 2) | |
18 10 0 abc_to_the_abc | |
282 1 0 'TX' | |
8 5 0 abc_to_the_abc | |
13 5 0 abc_to_the_abc | |
5 6 0 abc_to_the_abc | |
4 2 0 abc | |
384 1 0 'NJ' | |
13 3 0 sdsq = skindata * skindata | |
[attributes] | |
[] [] [] [] [(4, 2)] 0 'frozen' True | |
[] [] [] [] [(4, 2)] 0 'frozen' False | |
[] [] [] [] [(8, 0)] 0 'frozen' True | |
[] [] [] [] [(12, 3)] 0 'frozen' True | |
[] [] [] [] [(14, 0)] 0 'frozen' True | |
[] [] [] [] [(12, 3)] 0 'frozen' False | |
[] [] [] [] [(12, 3)] 0 'frozen' True | |
[] [] [] [] [(8, 0)] 0 'frozen' False | |
[] [] [] [] [(8, 0)] 0 'frozen' True | |
[] [] [] [] [(18, 3)] 0 'frozen' True | |
[(18, 2)] [(18, 3)] [] [] [] 0 'fontweight' 92 | |
[] [] [] [] [(18, 3)] 0 'bgcolor' 15066597 | |
[] [] [] [] [(18, 3)] 0 'frozen' False | |
[] [] [] [] [(18, 3)] 0 'frozen' True | |
[] [] [] [] [(13, 3)] 0 'frozen' True | |
[] [] [] [] [(1, 3)] 0 'frozen' True | |
[] [] [] [] [(2, 0)] 0 'frozen' True | |
[] [] [] [] [(0, 0)] 0 'frozen' True | |
[] [] [] [] [(0, 0)] 0 'frozen' False | |
[] [] [] [] [(8, 0)] 0 'textcolor' 15066597 | |
[] [] [] [] [(8, 0)] 0 'textcolor' 0 | |
[] [] [] [] [(8, 0)] 0 'bgcolor' 15066597 | |
[] [] [] [] [(10, 3)] 0 'frozen' True | |
[] [] [] [] [(9, 2)] 0 'frozen' True | |
[] [] [] [] [(8, 0)] 0 'bgcolor' 16777215 | |
[] [] [] [] [(4, 0)] 0 'frozen' True | |
[] [] [] [] [(18, 3)] 0 'frozen' False | |
[row_heights] | |
18 0 25.0 | |
0 0 56.0 | |
7 0 25.0 | |
21 0 25.0 | |
12 0 25.0 | |
17 0 25.0 | |
8 0 25.0 | |
11 0 25.0 | |
2 0 25.0 | |
16 0 25.0 | |
14 0 25.0 | |
5 0 25.0 | |
19 0 25.0 | |
10 0 25.0 | |
1 0 25.0 | |
22 0 25.0 | |
13 0 25.0 | |
4 0 25.0 | |
[col_widths] | |
0 0 106.0 | |
3 0 174.0 | |
6 0 54.0 | |
2 0 138.0 | |
5 0 60.0 | |
1 0 161.0 | |
4 0 51.0 |
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