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def q: sub("\\\\";"\\\\";"g")|sub("'"; "\\'"; "g")|sub("^";"'")|sub("$";"'"); | |
def slength: sub("\\\\";".";"g")|length; | |
def towp: | |
if "null"==type then "N;" | |
elif "boolean"==type then if . then "b:1;" else "b:0;" end | |
elif "number"==type then if .==(.|floor) and .<9e15 then "i:"+(.|tostring)+";" else "d:"+(.|tostring)+";" end | |
elif "string"==type then "s:"+(.|slength|tostring)+":\""+.+"\";" | |
else "a:"+(.|length|tostring)+":{"+(.|[to_entries|map(to_entries)[]|map(.value|towp)|add]|add)+"}" |
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a:10:{s:14:"cooked_version";s:5:"1.4.1";s:16:"difficulty_level";s:1:"0";s:9:"prep_time";s:1:"5";s:9:"cook_time";s:0:"";s:7:"content";s:941:"<div class="recipe-content margin-40-bottom">\r\n<div class="image-container">[cooked-image]</div>\r\n<div class="recipe-meta-container clearfix">[cooked-info left="servings,prep_time,cook_time,total_time"]</div>\r\n[cooked-info left="author,difficulty" right="print,fullscreen"]\r\n<div class="recipe-summary margin-8-bottom">\r\n<div class="margin-0-auto">[cooked-excerpt]</div>\r\n</div>\r\n<div class="clearfix recipe-ingredients-instructions">\r\n<div class="sidebar padded-mobile padding-8 grid-item grid-7-of-16">\r\n<div class="partial recipe-ingredients">\r\n<h2>Ingredients</h2>\r\n<p>[cooked-ingredients]</p>\r\n</div>\r\n<div class="partial recipe-ingredients">[cooked-nutrition]</div>\r\n</div>\r\n<div class="recipe-steps padded-mobile padding-8-top float-left grid-item grid-9-of-16">\r\n<div class="recipe-instructions margin-0-auto">\r\n<h2 class="margin-0-auto">How |
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; switch(cnt){ case 0: r = fp(); break; case 1: r = fp(d[0]); break; case 2: r = fp(d[0], d[1]); break; case 3: r = fp(d[0], d[1], d[2]); break; case 4: r = fp(d[0], d[1], d[2], d[3]); break; case 5: r = fp(d[0], d[1], d[2], d[3], d[4]); break; case 6: r = fp(d[0], d[1], d[2], d[3], d[4], d[5]); break; case 7: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6]); break; case 8: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6], d[7]); break; case 9: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6], d[7], d[8]); break; case 10: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6], d[7], d[8], d[9]); break; case 11: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6], d[7], d[8], d[9], d[10]); break; case 12: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6], d[7], d[8], d[9], d[10],d[11]); break; case 13: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6], d[7], d[8], d[9], d[10],d[11],d[12]); break; case 14: r = fp(d[0], d[1], d[2], d[3], d[4], d[5], d[6], d[7], d[8], d[9], d[10],d[11],d[12],d[13]); break; case 15: r = fp(d[0], d |
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NB. Mike Day | |
NB. 6/25/15 | |
load'viewmat' | |
'BLACK BLUE GREEN CYAN RED MAGENTA YELLOW WHITE'=:#:i.8 | |
msc=:mysquarecolours =: 3 : 0 | |
: |
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gl3lab_run'' | |
get_pixels 10 10 |
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### Keybase proof | |
I hereby claim: | |
* I am rdm on github. | |
* I am rdm (https://keybase.io/rdm) on keybase. | |
* I have a public key whose fingerprint is D3CE 2BCC 07BC 89E2 B49B 8822 6C88 FCF8 618C C6E0 | |
To claim this, I am signing this object: |
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NB. roughly patterened after http://rpmfind.net/linux/RPM/sourceforge/p/py/pyffi/OldFiles/PyFFI-0.0-1.noarch.html | |
NB. you should not expect to read this any faster than you read the whole of PyFFI | |
NB. and if you are new to J you should also expect to spend some time learning the language | |
NB. recommendation: take breaks occasionally, play with this, try to make it fun | |
require '~user/nifxml.ijs' | |
coinsert 'nifxml' NB. for cond expressions | |
NB. FIXME: do not inherit from nifxml - factor out the expr support | |
NB. FIXME: most of this nif.ijs should be factored out into readnif.ijs which inherits from nif.ijs |
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require 'csv' | |
stordir=: <'c:\voxtst\' NB. note < and trailing \ | |
NB. Convert the csv file to a boxed J array | |
csvdata=: readcsv 'c:\voxtst\prophecy.csv' | |
NB. filenames | |
sourcefnames=: }. 0 {"1 csvdata | |
targetfnames=: stordir,each (}. 2 {"1 csvdata),each <'.wav' | |
assert (-: ~.) targetnames NB. unique file names |
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cocurrent 'CurveFp' | |
Help=: 'Elliptic Curve over the field of integers modulo a prime.' | |
create=:3 :0 | |
NB. The curve of points satisfying y^2 = x^3 + a*x + b (mod p). | |
'P A B'=: x:&> y | |
poly=: B,A,0,1 | |
) | |
p=:3 :'P' | |
a=:3 :'A' |
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filename=: 'name'&extract_fromxmlfile_ | |
directory=: 'hash'&extract_fromxmlfile_ | |
sosgatetime=: ('utterance';'startofspeechgate';'time')&extract_fromxmlfile_ | |
sosgatevalue=: ('utterance';'startofspeechgate';'value')&extract_fromxmlfile_ | |
sostime=: ('utterance';'startofspeech';'time')&extract_fromxmlfile_ | |
sosvalue=: ('utterance';'startofspeech';'value')&extract_fromxmlfile_ | |
eostime=: ('utterance';'endofspeech';'time')&extract_fromxmlfile_ | |
eosvalue=: ('utterance';'endofspeech';'value')&extract_fromxmlfile_ | |
finalresult=: ('utterance';'finalresult';'value')&extract_fromxmlfile_ | |
confidence=: ('utterance';'finalresult';'confidence')&extract_fromxmlfile_ |