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"-++++0--+-0++--0++-0-+-+0++0+-0+0000++--+-++0-0+-0+00+-0++++---+00--+++-0+-0+-+-+++-0++0+00+-0+-+-0+---0++0-+++-++--0+-0+++0--00", "accumulates": 0, "draws": 128, "term": "bound", "state_hash": "09e31c519317ab3f" } }, { "chain": "9521134827581757141", "start": "-+-+0-0-+0-+-0++-0+-0+000+++00-+-0-+0+-0+0++0+0-+----+--+-++0---0---++-+--00-+0-00000-0-00000-+-0+0--+0-+000-+++-++-0++--+++++--", "expect": { "state": "0-+--+0-0+-0--0+000000-00+++0+000-0--0----000-+0+++0+0+-++0--0--0--+00+--0+-+++--+000000--+0+-+-0-0----++0-+00-0--0-+00+000---+0", "accumulates": 0, "draws": 128, "term": "bound", "state_hash": "946472afe6d7d450" } }, { "chain": "2868902296044425396", "start": "++---++-0++000--0-0---0+0-0-0000++-+-0+++-00-0+--0+0++0-0-0+00--+-0000-+0-000+0+0------++-++----0-+00+-+0-0++00-0+0--0-0++0+0+-0", "expect": { "state": "++--0++0+0000--0-00+---00--+0-0+00000-0++0+-0-00-+0+0000--0-0+-0-+00-+---0+0-++0+0-00--+--00--0000+0+--+++-0-+-0+++000-+----0+++", "accumulates": 0, "draws": 128, "term": "bound", "state_hash": "af98befb54f4da13" } }, { "chain": "10685194766232772244", "start": "+0-++++-0+0-00++++-0-+-++0+-++-+--0----00+-+0+00-0++0-0+000-+--+0+--+++0-0+-+0-00++00-+++0++-00+0-----+0-+0-00-00-+0++000+-+0+--", "expect": { "state": "00+-+0--0+-0++--00+++000+0-+0++-0+++00--+++++00+00-0000-+0+-----0++0--00++---------0-0+--++++-00+++000+0+++++0++-00+0+0++-------", "accumulates": 0, "draws": 128, "term": "bound", "state_hash": "c95b132979247dd4" } }, { "chain": "15881697996574989635", "start": "+0+++0++00++00-++++0+0-00-00-0++0--0+000-0------+-000---+0+-+-00--0-0-+0--++00+000--+++++++-00-0-00++0+000--0+00++---+--+-++0--+", "expect": { "state": "000--0+--++-+-0---+++++++---++0--++-+++0++0-00+00--000000+-00+-0-00-+0+000++-0-+0+++0000+-00000--0-0++0++----++---0-+-+0-+--++++", "accumulates": 0, "draws": 128, "term": "bound", "state_hash": "3487c7e16685162e" } } ], "held": [ { "temperature": 1.0, "temperature_bits": "3ff0000000000000", "sweeps": 1 } ] }, { "name": 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} }, { "chain": "10283542806791360001", "start": "0-+00", "expect": { "state": "++00+", "accumulates": 24, "draws": 15, "term": "bound", "state_hash": "3569573ec751184f" } }, { "chain": "11192945628045636651", "start": "0++--", "expect": { "state": "+--00", "accumulates": 24, "draws": 15, "term": "bound", "state_hash": "fe16b12e1fc7dc9f" } }, { "chain": "1397226789297177968", "start": "0--0+", "expect": { "state": "++000", "accumulates": 24, "draws": 15, "term": "bound", "state_hash": "3569583ec7511a02" } }, { "chain": "17251110125614244469", "start": "-00+0", "expect": { "state": "+0-00", "accumulates": 24, "draws": 15, "term": "bound", "state_hash": "5e22cf25c997e2fa" } }, { "chain": "3882525348760934407", "start": "+00--", "expect": { "state": "++-00", "accumulates": 24, "draws": 15, "term": "bound", "state_hash": "3e0c093ecc3355c1" } }, { "chain": "3246376524827696731", "start": "0++--", "expect": { "state": "00-0+", "accumulates": 24, "draws": 15, "term": "bound", "state_hash": 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Talks that share an audience must not be in the same room. Talks in a series belong in the same room. Every talk that runs takes a slot, so a talk with little reason to run stays out.\n#! item talk\n#! plus room A\n#! minus room B\n#! zero left out\n#! expect works\n#\n# Three states per variable: + is room A, - is room B, 0 is left out.\n# `agree I J` talks I and J form a series: the same room.\n# `oppose I J` talks I and J share an audience: different rooms.\n# `cost 1` each talk that runs costs 1.\nvars 12\ncost 1\nagree 0 1\nagree 0 2\nagree 0 3\nagree 1 2\nagree 1 3\nagree 2 3\nagree 4 5\nagree 4 6\nagree 4 7\nagree 5 6\nagree 5 7\nagree 6 7\noppose 0 4\noppose 1 5\noppose 2 6\noppose 3 7\noppose 8 0\noppose 8 1\nagree 9 4\nagree 9 5\noppose 10 11\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "----++++++00", "energy": -10, "verdict": "solved", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 13440, "draws": 3744, "replay": "6c40700b29e6193abe0a54d8424f2c65f6658a55849176b21f2e2cce4bca05fc" } }, { "name": "clusters", "request": { "program": "#! title Eight people, two teams, one quarrel\n#! about Eight people split into two teams, or sit out. Some pairs get on and want the same team; some do not. People 0, 1 and 2 all quarrel with each other, so no split can keep all three apart: the lowest energy says how few links have to break.\n#! item person\n#! plus team one\n#! minus team two\n#! zero sits out\n#! expect works\nvars 8\ncost 1\noppose 0 1\noppose 1 2\noppose 0 2\nagree 3 4\nagree 4 5\nagree 3 5\noppose 5 6\noppose 3 6\nagree 6 7\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "000---+0", "energy": -1, "verdict": "solved", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 5760, "draws": 2496, "replay": "d9fba6c150822aeeaa220f3cc7e0c65050fdee3ec415db7fd9b66e1b0c0e5190" } }, { "name": "selection", "request": { "program": "#! title Six of fourteen that belong together\n#! about Fourteen items, six of which belong together, each on one of two sides. The links say which of the six agree and which oppose. Every item chosen costs 1, so the eight that do not belong should be left out. The check compares the answer with the hidden six.\n#! item item\n#! plus side one\n#! minus side two\n#! zero left out\n#! expect works\n#! check matches 0+00+0-00+0-0+\nvars 14\ncost 1\nagree 1 4\noppose 1 6\nagree 1 9\noppose 1 11\nagree 1 13\noppose 4 6\nagree 4 9\noppose 4 11\nagree 4 13\noppose 6 9\nagree 6 11\noppose 6 13\noppose 9 11\nagree 9 13\noppose 11 13\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "0+00+0-00+0-0+", "energy": -9, "verdict": "solved", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 9600, "draws": 4368, "replay": "5c488cd7527064bcadafeca74e3dbaabdbb2e61e4b98d90c9317d9bbff7a583e" } }, { "name": "chain", "request": { "program": "#! title A chain with one end held\n#! about Variable 0 is held at +. Each link passes the sign along, or flips it. With one end held, the deterministic mode has one answer, and it gets there in a few sweeps.\n#! expect works\n#! check matches +++--++-\nvars 8\npin 0 +\nagree 0 1\nagree 1 2\noppose 2 3\nagree 3 4\noppose 4 5\nagree 5 6\noppose 6 7\nminimize\n", "seed": "1" }, "expect": { "state": "+++--++-", "energy": -10, "verdict": "solved", "mode": "settle", "restarts": 1, "sweeps": 60, "accumulates": 126, "draws": 0, "replay": "aa1a20cdf831dc2facfe3964bae8d25d29c16d338b9c0f79e4c5f7f152ef254d" } }, { "name": "assign-2x2", "request": { "program": "#! title Two workers, two jobs\n#! about A 2×2 grid: row r is a worker, column c a job, and + means worker r takes job c. Each row and each column must hold exactly one +. This is the exact construction: within a row or a column, cells oppose; each cell has field 2; the cost is 1. At 2×2 its lowest states are exactly the two assignments.\n#! expect works\n#! check permutation 2\nvars 4\ncost 1\noppose 0 1\noppose 2 3\noppose 0 2\noppose 1 3\nfield 0 2\nfield 1 2\nfield 2 2\nfield 3 2\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "+00+", "energy": -2, "verdict": "solved", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 2560, "draws": 1248, "replay": "6215b47c9b0f73bcb1d19654924473cd6514536370cf662b0fe829bc15645f80" } }, { "name": "blocks", "request": { "program": "#! title Sixty-four variables in eight blocks\n#! about Eight blocks of eight. Inside a block, links agree; between neighbouring blocks, links oppose. There are too many arrangements to check them all, about 3 to the 64th power, so the answer is graded against the pattern the links were built from. This program asks for 200 sweeps a start: with the default 40, some runs stop short of the pattern.\n#! expect works\n#! check matches ++++++++--------++++++++--------++++++++--------++++++++--------\nvars 64\ncost 1\nagree 0 1\nagree 0 2\nagree 1 2\nagree 1 3\nagree 2 3\nagree 2 4\nagree 3 4\nagree 3 5\nagree 4 5\nagree 4 6\nagree 5 6\nagree 5 7\nagree 6 7\noppose 7 8\noppose 3 12\nagree 8 9\nagree 8 10\nagree 9 10\nagree 9 11\nagree 10 11\nagree 10 12\nagree 11 12\nagree 11 13\nagree 12 13\nagree 12 14\nagree 13 14\nagree 13 15\nagree 14 15\noppose 15 16\noppose 11 20\nagree 16 17\nagree 16 18\nagree 17 18\nagree 17 19\nagree 18 19\nagree 18 20\nagree 19 20\nagree 19 21\nagree 20 21\nagree 20 22\nagree 21 22\nagree 21 23\nagree 22 23\noppose 23 24\noppose 19 28\nagree 24 25\nagree 24 26\nagree 25 26\nagree 25 27\nagree 26 27\nagree 26 28\nagree 27 28\nagree 27 29\nagree 28 29\nagree 28 30\nagree 29 30\nagree 29 31\nagree 30 31\noppose 31 32\noppose 27 36\nagree 32 33\nagree 32 34\nagree 33 34\nagree 33 35\nagree 34 35\nagree 34 36\nagree 35 36\nagree 35 37\nagree 36 37\nagree 36 38\nagree 37 38\nagree 37 39\nagree 38 39\noppose 39 40\noppose 35 44\nagree 40 41\nagree 40 42\nagree 41 42\nagree 41 43\nagree 42 43\nagree 42 44\nagree 43 44\nagree 43 45\nagree 44 45\nagree 44 46\nagree 45 46\nagree 45 47\nagree 46 47\noppose 47 48\noppose 43 52\nagree 48 49\nagree 48 50\nagree 49 50\nagree 49 51\nagree 50 51\nagree 50 52\nagree 51 52\nagree 51 53\nagree 52 53\nagree 52 54\nagree 53 54\nagree 53 55\nagree 54 55\noppose 55 56\noppose 51 60\nagree 56 57\nagree 56 58\nagree 57 58\nagree 57 59\nagree 58 59\nagree 58 60\nagree 59 60\nagree 59 61\nagree 60 61\nagree 60 62\nagree 61 62\nagree 61 63\nagree 62 63\noppose 63 0\noppose 59 4\nsolve restarts=8 steps=200\n", "seed": "1" }, "expect": { "state": "++++++++--------++++++++--------++++++++--------++++++++--------", "energy": -56, "verdict": "solved", "mode": "sample", "restarts": 8, "sweeps": 200, "accumulates": 384000, "draws": 101888, "replay": "68bf7df08c806e2e9cab499b663322f02f9b7ded072b56305529dbc0488ccbcb" } }, { "name": "assign-3x3", "request": { "program": "#! title Three workers, three jobs: this fails\n#! about The same exact construction on a 3×3 grid. A row can now sum to 1 with three choices in it, + and + and -, so the lowest energy no longer means one choice per row and column. The check catches it. This is why assignment above 2×2 does not run on this model.\n#! expect fails\n#! check permutation 3\nvars 9\ncost 1\noppose 0 1\noppose 0 2\noppose 1 2\noppose 3 4\noppose 3 5\noppose 4 5\noppose 6 7\noppose 6 8\noppose 7 8\noppose 0 3\noppose 0 6\noppose 3 6\noppose 1 4\noppose 1 7\noppose 4 7\noppose 2 5\noppose 2 8\noppose 5 8\nfield 0 2\nfield 1 2\nfield 2 2\nfield 3 2\nfield 4 2\nfield 5 2\nfield 6 2\nfield 7 2\nfield 8 2\nsolve restarts=8 steps=60\n", "seed": "1" }, "expect": { "state": "++--+++-+", "energy": -3, "verdict": "failed", "mode": "sample", "restarts": 8, "sweeps": 60, "accumulates": 17280, "draws": 4248, "replay": "1f6807ec622e0647603186bf74e2af543a434f80f39e947403f220ff5f998b40" } }, { "name": "colour-six", "request": { "program": "#! title Three colours, six regions: this fails\n#! about Six regions, two rows of three, each touching the ones beside and across from it. Give neighbours different colours, with +, - and 0 as the three colours. There are twelve good ways to colour it. But the model's 0 is special: two neighbouring 0s cost nothing, so the lowest energy never colours it properly. Problems that need three interchangeable options do not run on this model.\n#! expect fails\n#! check different 0-1 1-2 0-2 3-4 4-5 3-5 0-3 1-4 2-5\nvars 6\noppose 0 1\noppose 1 2\noppose 0 2\noppose 3 4\noppose 4 5\noppose 3 5\noppose 0 3\noppose 1 4\noppose 2 5\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "+-+-+-", "energy": -5, "verdict": "failed", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 5760, "draws": 1872, "replay": "548d29873c61711734c496ac5ce95fab34bca3a1bd69e48968a49b75d1aa0d0a" } }, { "name": "colour-four", "request": { "program": "#! title Three colours, four regions: this fails\n#! about Four regions, two triangles sharing a side. There are six good ways to colour it, and none of them has the lowest energy, for the same reason: 0 is not just a third colour.\n#! expect fails\n#! check different 0-1 0-2 1-2 1-3 2-3\nvars 4\noppose 0 1\noppose 0 2\noppose 1 2\noppose 1 3\noppose 2 3\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "+--+", "energy": -3, "verdict": "failed", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 3200, "draws": 1248, "replay": "e9187c8742fde9836a0a4d97504ff0f02c52b86bccaaf6ca14f10068c1505fe5" } }, { "name": "piles", "request": { "program": "#! title Two equal piles: this fails\n#! about Split eight numbers, 2 7 3 9 4 1 6 8, into two piles of equal sum. A split exists: 9, 7 and 4 against the rest. The weights hold the sizes of the numbers, and the machine's couplings keep only signs, so the sizes are lost before anything runs. The compile warning says so first.\n#! expect fails\n#! check balance 2 7 3 9 4 1 6 8\n#\n# `weight I J W` is a real-valued coupling. It goes through quantisation to signs.\n# For equal piles, the weight between numbers a and b is -a×b.\nvars 8\nweight 0 1 -14\nweight 0 2 -6\nweight 0 3 -18\nweight 0 4 -8\nweight 0 5 -2\nweight 0 6 -12\nweight 0 7 -16\nweight 1 2 -21\nweight 1 3 -63\nweight 1 4 -28\nweight 1 5 -7\nweight 1 6 -42\nweight 1 7 -56\nweight 2 3 -27\nweight 2 4 -12\nweight 2 5 -3\nweight 2 6 -18\nweight 2 7 -24\nweight 3 4 -36\nweight 3 5 -9\nweight 3 6 -54\nweight 3 7 -72\nweight 4 5 -4\nweight 4 6 -24\nweight 4 7 -32\nweight 5 6 -6\nweight 5 7 -8\nweight 6 7 -48\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "+0+-+0--", "energy": -5, "verdict": "failed", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 12160, "draws": 2496, "replay": "2c5cd343ab581a4f2ffe582b2e194f27ef7046196f5002b8ef873873bd3adb4e" } }, { "name": "cold-constraint", "request": { "program": "#! title Two workers, two jobs, deterministic: this fails\n#! about The 2×2 assignment again, at temperature 0. Every cell starts at 0, sees field 2, and turns on; then each sees its row and column full, and turns off; and so on. It never comes to rest. Constraint problems need the temperature.\n#! expect fails\n#! check permutation 2\nvars 4\ncost 1\noppose 0 1\noppose 2 3\noppose 0 2\noppose 1 3\nfield 0 2\nfield 1 2\nfield 2 2\nfield 3 2\nminimize\n", "seed": "1" }, "expect": { "state": "0000", "energy": 0, "verdict": "failed", "mode": "settle", "restarts": 1, "sweeps": 60, "accumulates": 16, "draws": 0, "replay": "1b4633b6e578f54cb838a68d2fb565b43a86a65e5676d7ea07906f820f40d6a9" } }, { "name": "cold-start", "request": { "program": "#! title Twelve talks, deterministic: this fails\n#! about The talks problem at temperature 0, from every talk left out. Nothing pushes any talk in, so nothing moves, and it stops at the first state it was given.\n#! item talk\n#! plus room A\n#! minus room B\n#! zero left out\n#! expect fails\nvars 12\ncost 1\nagree 0 1\nagree 0 2\nagree 0 3\nagree 1 2\nagree 1 3\nagree 2 3\nagree 4 5\nagree 4 6\nagree 4 7\nagree 5 6\nagree 5 7\nagree 6 7\noppose 0 4\noppose 1 5\noppose 2 6\noppose 3 7\noppose 8 0\noppose 8 1\nagree 9 4\nagree 9 5\noppose 10 11\nminimize\n", "seed": "1" }, "expect": { "state": "000000000000", "energy": 0, "verdict": "missed", "mode": "settle", "restarts": 1, "sweeps": 60, "accumulates": 42, "draws": 0, "replay": "6f25ae294b7662a19e036bbd83c7b4b906beee0e14e42090791a6a8ec5d61a30" } }, { "name": "too-costly", "request": { "program": "#! title The six of fourteen, at too high a cost: this fails\n#! about The same hidden six, with every chosen item costing 3. Each of the six has five links, so choosing them all is no longer cheaper than choosing nothing. The lowest energy is to leave everything out, and that does not find the six. The compile warning says the cost is high.\n#! expect fails\n#! check matches 0+00+0-00+0-0+\nvars 14\ncost 3\nagree 1 4\noppose 1 6\nagree 1 9\noppose 1 11\nagree 1 13\noppose 4 6\nagree 4 9\noppose 4 11\nagree 4 13\noppose 6 9\nagree 6 11\noppose 6 13\noppose 9 11\nagree 9 13\noppose 11 13\nsolve restarts=8 steps=40\n", "seed": "1" }, "expect": { "state": "00000000000000", "energy": 0, "verdict": "failed", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 9600, "draws": 4368, "replay": "2c7e893ef98c2605c132dac67b64b8cb8a13bcb236bcd9030077f52fce93bd7c" } }, { "name": "typo", "request": { "program": "#! title A typing mistake: this fails\n#! about A misspelt statement. The emulator refuses it, and says which line and what it expected.\n#! expect fails\nvars 3\nagree 0 1\noppos 1 2\nsolve\n", "seed": "1" }, "expect": { "refused": "Line 6: `oppos` is not a statement epuML knows. Did you mean `oppose`?", "line": 6 } }, { "name": "minimize-above-zero", "request": { "program": "#! title A chain with one end held\n#! about Variable 0 is held at +. Each link passes the sign along, or flips it. With one end held, the deterministic mode has one answer, and it gets there in a few sweeps.\n#! expect works\n#! check matches +++--++-\nvars 8\npin 0 +\nagree 0 1\nagree 1 2\noppose 2 3\nagree 3 4\noppose 4 5\nagree 5 6\noppose 6 7\nminimize\n", "seed": "1", "temperature": "0.5" }, "expect": { "state": "+++--++-", "energy": -10, "verdict": "solved", "mode": "sample", "restarts": 8, "sweeps": 60, "accumulates": 6720, "draws": 3776, "replay": "92d9d9e2f9422d3cf33518a03379632b902cb6a0dca3931b46579e0ae43c073f" } }, { "name": "a-temperature-in-text", "request": { "program": "#! title Twelve talks, two rooms\n#! about Twelve talks go into room A or room B, or are left out. Talks that share an audience must not be in the same room. Talks in a series belong in the same room. Every talk that runs takes a slot, so a talk with little reason to run stays out.\n#! item talk\n#! plus room A\n#! minus room B\n#! zero left out\n#! expect works\n#\n# Three states per variable: + is room A, - is room B, 0 is left out.\n# `agree I J` talks I and J form a series: the same room.\n# `oppose I J` talks I and J share an audience: different rooms.\n# `cost 1` each talk that runs costs 1.\nvars 12\ncost 1\nagree 0 1\nagree 0 2\nagree 0 3\nagree 1 2\nagree 1 3\nagree 2 3\nagree 4 5\nagree 4 6\nagree 4 7\nagree 5 6\nagree 5 7\nagree 6 7\noppose 0 4\noppose 1 5\noppose 2 6\noppose 3 7\noppose 8 0\noppose 8 1\nagree 9 4\nagree 9 5\noppose 10 11\nsolve restarts=8 steps=40\n", "seed": "1", "temperature": "1.8708286933869707" }, "expect": { "state": "----++++++00", "energy": -10, "verdict": "solved", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 13440, "draws": 3744, "replay": "6c40700b29e6193abe0a54d8424f2c65f6658a55849176b21f2e2cce4bca05fc" } }, { "name": "pin-size", "request": { "program": "vars 3\nagree 0 1\nagree 1 2\nfield 1 2\ncost 1\npin 0 -\nminimize\n", "seed": "1" }, "expect": { "state": "-00", "energy": -5, "verdict": "solved", "mode": "settle", "restarts": 1, "sweeps": 60, "accumulates": 12, "draws": 0, "replay": "3bd29a7e0ed78774b1f96fe6517ff685be95d8403f4d41225974c7a63afe62a2" } }, { "name": "weights-rescaled", "request": { "program": "vars 3\nfield 0 3\ncost 1\nweight 0 1 2.5\nweight 1 2 -0.5\nweight 0 2 1.0\nsolve\n", "seed": "1" }, "expect": { "state": "+00", "energy": -1, "verdict": "failed", "mode": "sample", "restarts": 8, "sweeps": 40, "accumulates": 1280, "draws": 936, "replay": "8098576a231093e748533367ddde2ede8db8e3adc959da66ae36f7e36acbfa2f" } }, { "name": "two-cycle-state", "request": { "program": "vars 2\nagree 0 1\nfield 0 1\nfield 1 -1\nminimize\n", "seed": "1" }, "expect": { "state": "00", "energy": 0, "verdict": "failed", "mode": "settle", "restarts": 1, "sweeps": 60, "accumulates": 4, "draws": 0, "replay": "fb56e3535b84e868e489212a35f20b5c59f5a0c03b732f9c781e1d2c4f6a52c5" } }, { "name": "settle-digest", "request": { "program": "vars 3\nagree 0 1\noppose 1 2\nfield 0 1\nminimize steps=5\n", "seed": "9" }, "expect": { "state": "++-", "energy": -3, "verdict": "solved", "mode": "settle", "restarts": 1, "sweeps": 5, "accumulates": 16, "draws": 0, "replay": "0a3489b1677a38bba189d405a053c79f82ce6088c7eb10bf93632c349278f3d0" } }, { "name": "leading-zeros", "request": { "program": "vars 02\nfield 01 -007\nsolve t0=0.50 restarts=003\n", "seed": "1" }, "expect": { "state": "0-", "energy": -7, "verdict": "solved", "mode": "sample", "restarts": 3, "sweeps": 40, "accumulates": 0, "draws": 234, "replay": "72d9bc1aa0dbbf198700f5e32673796a21f581892e09396fe62312d9355751bb" } }, { "name": "a-plus-sign", "request": { "program": "vars +3\nsolve\n", "seed": "1" }, "expect": { "refused": "Line 1: `vars` takes one whole number.", "line": 1 } }, { "name": "an-exponent-temperature", "request": { "program": "vars 2\nsolve t0=1e-3\n", "seed": "1" }, "expect": { "refused": "Line 2: `t0=` takes a number like 0.5, not `1e-3`.", "line": 2 } }, { "name": "a-byte-order-mark", "request": { "program": "vars 2\nsolve\n", "seed": "1" }, "expect": { "refused": "Line 1: `vars` is not a statement epuML knows. Did you mean `vars`?", "line": 1 } }, { "name": "a-no-break-space", "request": { "program": "vars 2\nsolve\n", "seed": "1" }, "expect": { "refused": "Line 1: `vars 2` is not a statement epuML knows. Did you mean `vars`?", "line": 1 } }, { "name": "no-steps", "request": { "program": "vars 1\nsolve steps=0\n", "seed": "1" }, "expect": { "refused": "Line 2: `steps=` must be between 1 and 1,000,000.", "line": 2 } }, { "name": "too-many-restarts", "request": { "program": "vars 1\nsolve restarts=100001\n", "seed": "1" }, "expect": { "refused": "Line 2: `restarts=` must be between 1 and 100,000.", "line": 2 } }, { "name": "the-most-negative-field", "request": { "program": "vars 1\nfield 0 -9223372036854775808\nsolve\n", "seed": "1" }, "expect": { "refused": "Line 2: That `field` is too large to run here.", "line": 2 } }, { "name": "a-tiny-weight", "request": { "program": "vars 2\ncost 1\nweight 0 1 1e-300\nsolve\n", "seed": "1" }, "expect": { "refused": "Quantising the weights divides the cost by their mean size, about 1e-300, and that gives a number above 1099511627776: the weights are too small beside the fields and the cost.", "line": null } }, { "name": "a-pin-too-large", "request": { "program": "vars 2\nfield 1 1099511627776\npin 0 +\nminimize\n", "seed": "1" }, "expect": { "refused": "Line 3: A `pin` here needs a field of 1,099,511,627,778, above 1099511627776: the other fields or the cost are too large beside it.", "line": 3 } }, { "name": "a-temperature-string-with-an-exponent", "request": { "program": "vars 1\nsolve\n", "seed": "1", "temperature": "1e-400" }, "expect": { "refused": "A temperature is a number, or a decimal like \"0.5\" in a string.", "line": null } } ] }