diff options
| author | Marshall Lochbaum <mwlochbaum@gmail.com> | 2021-03-25 22:38:49 -0400 |
|---|---|---|
| committer | Marshall Lochbaum <mwlochbaum@gmail.com> | 2021-03-25 22:38:49 -0400 |
| commit | 7be65886036969a93efd06d77f59730a157c0498 (patch) | |
| tree | 5c18760cd84f6d6797cc796a81005802cb42062c /docs | |
| parent | c273d7e00774cc145e639d4302f7167fb43faf19 (diff) | |
Use characters for glyph searches
Diffstat (limited to 'docs')
| -rwxr-xr-x | docs/bqn.js | 6 |
1 files changed, 3 insertions, 3 deletions
diff --git a/docs/bqn.js b/docs/bqn.js index 753cef44..629b6f53 100755 --- a/docs/bqn.js +++ b/docs/bqn.js @@ -242,9 +242,9 @@ let provide = [ ]; let [runtime,setPrims] = run( - 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- ,provide.concat([0,1,2,32,3,8,-1,5,-Infinity,Infinity,4,-2,str("Β΄: π© must be a list"),str("Mapping: Equal-rank argument shapes don\'t agree"),str("Mapping: Argument shape prefixes don\'t agree"),str("βπ©: π© must have rank at least 1"),str("/: Replication argument must have rank 1"),str("/: Amounts to replicate must be natural numbers"),str("β½π©: π© must have rank at least 1"),str("π¨β½π©: π¨ must consist of integers"),str("βπ©: π© must have rank at least 1"),str("βπ©: π© must have rank at least 1"),str("βπ©: π© must have rank at least 1"),str("βπ©: π© cannot have length 0"),str("π¨βπ©: π¨ must be an array"),str("π¨βπ©: Indices in π¨ must be integers"),str("π¨βπ©: Indices out of range"),str("βΎ: Incompatible result elements in structural Under"),str(">π©: Elements of π© must have matching shapes"),str("βΎπ©: Elements of π© must all have the same rank"),str("βΎπ©: π© element rank must be at least argument rank"),str("βΎπ©: π© element shapes must be compatible"),str("βΎπ©: π© element trailing shapes must match"),str("βΎπ©: empty π© fill rank must be at least argument rank"),str("βΎπ©: π© must be an array"),str("π¨"),str("π©: π¨ must "),str("have rank at most 1"),str("consist of integers"),str("β"),str("β"),str("Β« or Β»: π© must have rank at least 1"),str("Β« or Β»: π¨ must not have higher rank than π©"),str("Β« or Β»: Rank of π¨ must be at least rank of π© minus 1"),str("Β« or Β»: π¨ must share π©\'s major cell shape"),str("π¨βπ©: π¨ must have rank at most 1"),str("π¨βπ©: Length of π¨ must be at most rank of π©"),str("π¨βπ©: π¨ must consist of natural numbers"),str("π¨βπ©: Window length π¨ must be at most axis length plus one"),str("First-axis primitive: π© must have rank at least 1"),str("Multi-axis primitive: π¨ must have rank at most 1"),str("Multi-axis primitive: Length of π¨ must be at most rank of π©"),str("β₯: No monadic form"),str("β€: No monadic form"),str("Β΄: Identity not found"),str("π¨β₯π©: π¨ must have rank at most 1"),str("π¨β₯π©: π¨ must consist of natural numbers"),str("π¨β₯π©: Can\'t compute axis length when rest of shape is empty"),str("π¨β₯π©: π¨ must consist of natural numbers or β β β½ β"),str("π¨β₯π©: Shape must be exact when reshaping with β"),str("βπ©: π© must consist of natural numbers"),str("βπ©: π© must be a number or list"),str("β or β: π½ result must have rank at most 1"),str("β or β: π½ result must have 1 to 3 elements"),str("β or β: π½ result must consist of integers"),str("Λ: π© must have rank at least 1"),str("Λ: Identity does not exist"),str("π¨βΎπ©: Rank of π¨ and π© must differ by at most 1"),str("π¨βΎπ©: Cell shapes of π¨ and π© must match"),str("π¨/π©: Lengths of components of π¨ must match π©"),str("β: Grouping argument must consist of integers"),str("β: Grouping argument values cannot be less than Β―1"),str("βπ©: π© must be a list"),str("π¨βπ©: π© must be an array"),str("π¨βπ©: Compound π¨ must be a list"),str("π¨βπ©: Total rank of π¨ must be at most rank of π©"),str("π¨βπ©: Lengths of π¨ must equal to π©, or one more only in a rank-1 component"),str("π¨βπ©: Indices in compound π¨ must be lists"),str("π¨βπ©: Index length in π¨ must match rank of π©"),str("π¨βπ©: Indices in π¨ must consist of integers"),str("π¨βπ©: Index out of range"),str("β or β: Rank of π¨ must be at least 1"),str("β or β: Rank of π© must be at least cell rank of π¨"),str("β or β: π¨ must be sorted"),str("pβπ© or π¨βp: p must have rank at least 1"),str("pβn or nβp: Rank of n must be at least cell rank of p"),str("βπ© or βπ©: π© must have rank at least 1"),str("β·π©: Rank of π¨ cannot exceed rank of π©"),str("π¨βπ©: π¨ must have rank at most 1"),str("π¨βπ©: Length of π¨ must not exceed rank of π©"),str("π¨βπ©: π¨ must consist of natural numbers"),str("π¨βπ©: Skipped result axis"),str("β: Rank of π¨ must be at least 1"),str("β: Rank of π© must be at least cell rank of π¨"),str("β: Repetition numbers in π¨ must be integers"),str("βΌ: Inverse failed"),str("βΌ: Inverse does not exist"),str("βΌ: Inverse not found"),str("Cannot currently invert blocks"),str("Cannot invert modifier")]) - 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+ ,provide.concat([0,1,2,32,3,8,-1,5,-Infinity,4,Infinity,-2,'+','-','Γ','Γ·','β','Β¬','β','β','β¨','β§','β ','=','>','β₯','β','<','β’','β£','βΎ','β','β','β','β','β½','β','/','β','Λ','Β¨','β','Λ','`','β','β','βΎ','β','β','βΈ','β','βΆ','β’','Β»','Β«','β₯','β','β',str("Β΄: π© must be a list"),str("Mapping: Equal-rank argument shapes don\'t agree"),str("Mapping: Argument shape prefixes don\'t agree"),str("βπ©: π© must have rank at least 1"),str("/: Replication argument must have rank 1"),str("/: Amounts to replicate must be natural numbers"),str("β½π©: π© must have rank at least 1"),str("π¨β½π©: π¨ must consist of integers"),str("βπ©: π© must have rank at least 1"),str("βπ©: π© must have rank at least 1"),str("βπ©: π© must have rank at least 1"),str("βπ©: π© cannot have length 0"),str("π¨βπ©: π¨ must be an array"),str("π¨βπ©: Indices in π¨ must be integers"),str("π¨βπ©: Indices out of range"),str("βΎ: Incompatible result elements in structural Under"),str(">π©: Elements of π© must have matching shapes"),str("βΎπ©: Elements of π© must all have the same rank"),str("βΎπ©: π© element rank must be at least argument rank"),str("βΎπ©: π© element shapes must be compatible"),str("βΎπ©: π© element trailing shapes must match"),str("βΎπ©: empty π© fill rank must be at least argument rank"),str("βΎπ©: π© must be an array"),str("π¨"),str("π©: π¨ must "),str("have rank at most 1"),str("consist of integers"),str("β"),str("β"),str("Β« or Β»: π© must have rank at least 1"),str("Β« or Β»: π¨ must not have higher rank than π©"),str("Β« or Β»: Rank of π¨ must be at least rank of π© minus 1"),str("Β« or Β»: π¨ must share π©\'s major cell shape"),str("π¨βπ©: π¨ must have rank at most 1"),str("π¨βπ©: Length of π¨ must be at most rank of π©"),str("π¨βπ©: π¨ must consist of natural numbers"),str("π¨βπ©: Window length π¨ must be at most axis length plus one"),str("First-axis primitive: π© must have rank at least 1"),str("Multi-axis primitive: π¨ must have rank at most 1"),str("Multi-axis 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list"),str("π¨βπ©: π© must be an array"),str("π¨βπ©: Compound π¨ must be a list"),str("π¨βπ©: Total rank of π¨ must be at most rank of π©"),str("π¨βπ©: Lengths of π¨ must equal to π©, or one more only in a rank-1 component"),str("π¨βπ©: Indices in compound π¨ must be lists"),str("π¨βπ©: Index length in π¨ must match rank of π©"),str("π¨βπ©: Indices in π¨ must consist of integers"),str("π¨βπ©: Index out of range"),str("β or β: Rank of π¨ must be at least 1"),str("β or β: Rank of π© must be at least cell rank of π¨"),str("β or β: π¨ must be sorted"),str("pβπ© or π¨βp: p must have rank at least 1"),str("pβn or nβp: Rank of n must be at least cell rank of p"),str("βπ© or βπ©: π© must have rank at least 1"),str("β·π©: Rank of π¨ cannot exceed rank of π©"),str("π¨βπ©: π¨ must have rank at most 1"),str("π¨βπ©: Length of π¨ must not exceed rank of π©"),str("π¨βπ©: π¨ must consist of natural numbers"),str("π¨βπ©: Skipped result axis"),str("β: Rank of π¨ must be at least 1"),str("β: Rank of π© must be at least cell rank of π¨"),str("β: Repetition numbers in π¨ must be integers"),str("Β΄: Identity not found"),str("βΌ: Inverse failed"),str("βΌ: Inverse does not exist"),str("βΌ: Inverse not found"),str("Cannot currently invert blocks"),str("Cannot invert modifier")]) + ,[[0,1,0,181],[0,0,4059,3],[0,0,4067,3],[0,0,4077,3],[2,0,4090,6],[0,0,4117,3],[0,0,4121,3],[0,0,4125,3],[1,0,4129,5],[1,0,4137,5],[2,0,4155,6],[2,0,4170,6],[2,0,4189,6],[2,0,4211,6],[2,0,4233,6],[0,0,4265,3],[0,0,4277,3],[0,0,4286,3],[0,0,4292,3],[0,0,4309,3],[0,0,4318,3],[1,0,4327,9],[0,0,4440,3],[0,0,4480,4],[0,0,4556,5],[0,0,4631,3],[1,1,4648,4],[1,1,4721,3],[0,0,4799,3],[0,0,4810,5],[2,0,4894,12],[0,0,5105,4],[0,0,5159,6],[0,0,5249,3],[0,0,5274,7],[0,0,5403,4],[0,0,5464,4],[0,0,5566,3],[0,0,5634,4],[1,1,5711,2],[0,0,5744,3],[0,0,5794,4],[0,0,5936,4],[2,1,6037,3],[1,0,6080,5],[0,0,6118,3],[2,0,6122,11],[0,0,6253,3],[0,0,6261,6],[0,0,6288,5],[0,0,6309,6],[1,0,6336,19],[0,0,6845,3],[0,0,6872,3],[0,0,6898,3],[2,1,6937,3],[0,0,7006,4],[0,0,7103,7],[0,0,7150,14],[0,0,7384,5],[1,1,7481,8],[1,0,7534,6],[1,1,7642,2],[0,0,7700,5],[0,0,7862,5],[0,0,7999,7],[0,0,8168,3],[0,0,8227,4],[1,0,8294,5],[2,1,8311,4],[0,0,8354,3],[0,0,8381,3],[0,0,8403,3],[0,0,8425,3],[0,0,8444,9],[0,0,8601,5],[0,0,8635,3],[1,1,8730,2],[2,0,8799,10],[2,0,8858,8],[1,0,9051,7],[0,0,9118,8],[0,0,9354,5],[0,0,9444,3],[1,0,9478,9],[0,0,9629,4],[0,0,9748,10],[0,0,10206,4],[0,0,10419,3],[0,0,10437,4],[1,0,10509,9],[1,1,10578,3],[1,0,10602,14],[1,1,11045,4],[1,0,11099,6],[0,0,11243,4],[0,0,11351,3],[0,0,11425,3],[0,0,11480,4],[0,0,11609,4],[0,0,11729,4],[2,0,11850,6],[1,1,11878,2],[2,0,11886,14],[2,1,12073,3],[2,1,12119,4],[0,0,12183,3],[2,0,12190,7],[0,0,12231,6],[0,0,12381,3],[0,0,12451,3],[0,0,12489,5],[0,0,12633,3],[0,0,12680,3],[0,0,12706,3],[1,0,12793,5],[2,0,12821,6],[0,0,12836,3],[0,0,12844,3],[1,1,12865,2],[0,0,12894,3],[0,0,12930,3],[0,0,12978,3],[0,0,13032,3],[0,0,13044,3],[0,0,13124,3],[1,1,13132,2],[1,1,13165,2],[0,0,13195,4],[0,0,13232,3],[0,0,13247,3],[0,0,13276,3],[0,0,13291,3],[0,0,13309,3],[0,0,13324,3],[0,0,13334,3],[0,0,13391,7],[0,0,13470,3],[0,0,13478,3],[1,1,13503,2],[0,0,13586,3],[1,1,13627,2],[1,1,13631,2],[0,0,13635,3],[0,0,13647,3],[0,0,13670,3],[1,0,13691,6],[1,0,13808,11],[1,0,14029,5],[0,0,14044,3],[0,0,14058,3],[0,0,14072,3],[1,0,14117,8],[0,0,14255,8],[0,0,14422,3],[0,0,14448,3],[0,0,14458,3],[0,0,14475,9],[0,0,14658,6],[0,0,14733,3],[2,0,14741,11],[1,0,14818,5],[0,0,14849,3],[0,0,14859,3],[1,0,14869,5],[0,0,14902,4],[0,0,14913,4],[0,0,14924,3],[0,0,14932,3],[0,0,14944,3],[0,0,14952,3],[1,0,14996,7],[0,0,15022,9],[1,0,15308,5],[0,0,15324,7],[0,0,15491,11],[0,0,15733,8],[0,0,16045,3],[0,0,16073,5],[0,0,16168,8],[0,0,16423,3],[0,0,16470,3],[0,0,16490,3],[1,0,16556,6],[0,0,16709,7],[0,0,16847,5],[0,0,16924,3],[0,0,16947,3],[0,0,16958,3],[0,0,16979,3],[0,0,17011,3],[0,0,17042,3],[0,0,17080,6],[0,0,17185,6],[0,0,17234,4],[0,0,17263,3],[0,0,17282,4],[1,1,17459,2],[0,0,17463,3],[0,0,17506,3],[0,0,17517,3],[0,0,17525,3],[0,0,17547,3],[0,0,17555,3],[0,0,17563,3],[0,0,17575,3],[0,0,17586,3],[0,0,17605,3],[0,0,17630,3],[0,0,17657,3],[1,0,17675,5],[1,0,17686,5],[0,0,17697,14],[0,0,17867,3],[0,0,17887,3],[0,0,17902,3],[0,0,17910,8],[0,0,17981,3],[0,0,18003,5],[0,0,18032,11],[2,0,18244,6],[0,0,18283,3],[0,0,18354,3],[0,0,18386,3],[1,0,18397,5],[1,1,18408,2],[2,1,18427,3],[0,0,18449,3],[0,0,18478,4],[0,0,18501,3],[1,0,18534,5],[0,0,18560,3],[0,0,18630,3],[0,0,18644,3],[0,0,18655,5],[0,0,18791,3],[0,0,18821,3],[0,0,18841,3],[0,0,18895,3],[0,0,18930,3],[0,0,18954,3],[0,0,18969,3],[0,0,19012,3],[0,0,19029,5],[0,0,19139,3],[0,0,19194,3],[0,0,19217,5],[1,0,19346,5],[2,0,19357,6],[0,0,19372,3],[0,0,19411,3],[0,0,19494,3],[0,0,19528,3],[0,0,19557,3],[0,0,19575,3],[0,0,19592,3],[0,0,19621,4],[0,0,19682,3],[0,0,19695,4],[0,0,19727,3],[0,0,19737,3],[0,0,19755,3],[0,0,19787,3],[0,0,19830,6],[0,0,19909,3],[0,0,19936,3],[0,0,19976,3]] ); let rtAssert = runtime[42] = assertFn("!"); |
