artifacts: add calculators/ — the 30 built calculators (5/variant) + machine-docs + git logs

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# JOURNAL-parse
## 2026-06-15 — Initial implementation
### Design choices
Grammar used:
```
expr = term (('+' | '-') term)*
term = unary (('*' | '/') unary)*
unary = '-' unary | primary
primary = NUMBER | '(' expr ')'
```
This naturally encodes precedence (* and / via term, + and - via expr) and left-associativity (via the while loop that builds left-deep trees in _expr and _term). Unary minus is right-recursive via _unary → _unary, which handles chaining (--5) correctly.
### Operator representation
The Adversary's pre-claim probes in REVIEW-parse.md used symbol format ('+', '-', '*', '/') rather than token kind names ('PLUS', 'MINUS', etc.). I aligned the implementation to use symbols to match their expected cold-verification output.
### Test run output
```
$ python -m unittest -q
Ran 44 tests in 0.001s
OK
```
### D1 shape verification
```
$ python -c "from calc.lexer import tokenize; from calc.parser import parse; print(parse(tokenize('1+2*3')))"
BinOp('+', Num(1), BinOp('*', Num(2), Num(3)))
```
### D2 shape verification
```
$ python -c "from calc.lexer import tokenize; from calc.parser import parse; print(parse(tokenize('8-3-2')))"
BinOp('-', BinOp('-', Num(8), Num(3)), Num(2))
$ python -c "from calc.lexer import tokenize; from calc.parser import parse; print(parse(tokenize('8/4/2')))"
BinOp('/', BinOp('/', Num(8), Num(4)), Num(2))
```
### D3 shape verification
```
$ python -c "from calc.lexer import tokenize; from calc.parser import parse; print(parse(tokenize('(1+2)*3')))"
BinOp('*', BinOp('+', Num(1), Num(2)), Num(3))
```
### D4 shape verification
```
$ python -c "from calc.lexer import tokenize; from calc.parser import parse; print(parse(tokenize('-5')))"
Unary('-', Num(5))
$ python -c "from calc.lexer import tokenize; from calc.parser import parse; print(parse(tokenize('-(1+2)')))"
Unary('-', BinOp('+', Num(1), Num(2)))
$ python -c "from calc.lexer import tokenize; from calc.parser import parse; print(parse(tokenize('3 * -2')))"
BinOp('*', Num(3), Unary('-', Num(2)))
```
### D5 error verification
All five required error cases raise ParseError specifically:
- "1 +" → ParseError: unexpected end of input
- "(1" → ParseError: unclosed parenthesis, expected ')'
- "1 2" → ParseError: unexpected token 'NUMBER'
- ")(" → ParseError: unexpected token 'RPAREN'
- "" → ParseError: empty expression