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

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2026-06-16 15:39:42 +00:00
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commit bb85aa9f11
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"""Evaluator for calc AST nodes.
evaluate(node) -> int | float
Result-type rule: whole-valued results are returned as int;
fractional results as float. So 4/2 -> 2, 7/2 -> 3.5.
"""
from calc.parser import Num, BinOp, Unary
class EvalError(Exception):
pass
def _normalize(value):
"""Convert a whole-valued float to int; leave everything else alone."""
if isinstance(value, float) and value.is_integer():
return int(value)
return value
def evaluate(node):
"""Walk an AST node and return its numeric value."""
if isinstance(node, Num):
return _normalize(node.value)
if isinstance(node, Unary):
return _normalize(-evaluate(node.operand))
if isinstance(node, BinOp):
left = evaluate(node.left)
right = evaluate(node.right)
if node.op == '+':
return _normalize(left + right)
if node.op == '-':
return _normalize(left - right)
if node.op == '*':
return _normalize(left * right)
if node.op == '/':
if right == 0:
raise EvalError('division by zero')
return _normalize(left / right)
raise EvalError(f'unknown node type: {type(node).__name__}')

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import re
_NUMBER_RE = re.compile(r'\d+\.?\d*|\.\d+')
_SINGLE = {
'+': 'PLUS',
'-': 'MINUS',
'*': 'STAR',
'/': 'SLASH',
'(': 'LPAREN',
')': 'RPAREN',
}
class LexError(Exception):
pass
class Token:
__slots__ = ('kind', 'value')
def __init__(self, kind: str, value):
self.kind = kind
self.value = value
def __repr__(self):
return f'Token({self.kind}, {self.value!r})'
def __eq__(self, other):
return isinstance(other, Token) and self.kind == other.kind and self.value == other.value
def tokenize(src: str) -> list:
tokens = []
i = 0
while i < len(src):
ch = src[i]
if ch in ' \t':
i += 1
continue
if ch in _SINGLE:
tokens.append(Token(_SINGLE[ch], ch))
i += 1
continue
m = _NUMBER_RE.match(src, i)
if m:
raw = m.group()
value = float(raw) if '.' in raw else int(raw)
tokens.append(Token('NUMBER', value))
i = m.end()
continue
raise LexError(f"unexpected character {ch!r} at position {i}")
tokens.append(Token('EOF', None))
return tokens

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"""Recursive-descent parser for calc expressions.
Grammar:
expr := term (('+' | '-') term)*
term := factor (('*' | '/') factor)*
factor := '-' factor | primary
primary := NUMBER | '(' expr ')'
Node shapes:
Num(value) — a numeric literal; value is int or float
BinOp(op, left, right) — op is one of '+' '-' '*' '/'
Unary(op, operand) — op is '-'
"""
class ParseError(Exception):
pass
class Num:
__slots__ = ('value',)
def __init__(self, value):
self.value = value
def __repr__(self):
return f'Num({self.value!r})'
def __eq__(self, other):
return isinstance(other, Num) and self.value == other.value
class BinOp:
__slots__ = ('op', 'left', 'right')
def __init__(self, op, left, right):
self.op = op
self.left = left
self.right = right
def __repr__(self):
return f'BinOp({self.op!r}, {self.left!r}, {self.right!r})'
def __eq__(self, other):
return (isinstance(other, BinOp) and self.op == other.op
and self.left == other.left and self.right == other.right)
class Unary:
__slots__ = ('op', 'operand')
def __init__(self, op, operand):
self.op = op
self.operand = operand
def __repr__(self):
return f'Unary({self.op!r}, {self.operand!r})'
def __eq__(self, other):
return (isinstance(other, Unary) and self.op == other.op
and self.operand == other.operand)
class _Parser:
def __init__(self, tokens):
self._tokens = tokens
self._pos = 0
def _peek(self):
return self._tokens[self._pos]
def _consume(self, kind=None):
tok = self._tokens[self._pos]
if kind and tok.kind != kind:
raise ParseError(f'expected {kind}, got {tok.kind!r}')
self._pos += 1
return tok
def parse(self):
if self._peek().kind == 'EOF':
raise ParseError('empty input')
node = self._expr()
if self._peek().kind != 'EOF':
raise ParseError(f'unexpected token {self._peek().kind!r}')
return node
def _expr(self):
node = self._term()
while self._peek().kind in ('PLUS', 'MINUS'):
op = self._consume().value
right = self._term()
node = BinOp(op, node, right)
return node
def _term(self):
node = self._factor()
while self._peek().kind in ('STAR', 'SLASH'):
op = self._consume().value
right = self._factor()
node = BinOp(op, node, right)
return node
def _factor(self):
if self._peek().kind == 'MINUS':
self._consume()
operand = self._factor()
return Unary('-', operand)
return self._primary()
def _primary(self):
tok = self._peek()
if tok.kind == 'NUMBER':
self._consume()
return Num(tok.value)
if tok.kind == 'LPAREN':
self._consume()
node = self._expr()
if self._peek().kind != 'RPAREN':
raise ParseError(f'unclosed parenthesis, got {self._peek().kind!r}')
self._consume()
return node
raise ParseError(f'unexpected token {tok.kind!r}')
def parse(tokens):
"""Parse a token list from tokenize() and return an AST node."""
return _Parser(tokens).parse()

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import subprocess
import sys
import unittest
from calc.lexer import tokenize
from calc.parser import parse
from calc.evaluator import evaluate, EvalError
def calc(s):
return evaluate(parse(tokenize(s)))
class TestArithmetic(unittest.TestCase):
"""D1 — arithmetic correctness."""
def test_add_mul_precedence(self):
self.assertEqual(calc('2+3*4'), 14)
def test_parens_override_precedence(self):
self.assertEqual(calc('(2+3)*4'), 20)
def test_sub_left_assoc(self):
self.assertEqual(calc('8-3-2'), 3)
def test_unary_minus_simple(self):
self.assertEqual(calc('-2+5'), 3)
def test_unary_minus_in_mul(self):
self.assertEqual(calc('2*-3'), -6)
def test_simple_add(self):
self.assertEqual(calc('1+2'), 3)
def test_simple_sub(self):
self.assertEqual(calc('10-4'), 6)
def test_simple_mul(self):
self.assertEqual(calc('3*4'), 12)
class TestDivision(unittest.TestCase):
"""D2 — division and EvalError."""
def test_true_division(self):
self.assertAlmostEqual(calc('7/2'), 3.5)
def test_division_by_zero_raises_eval_error(self):
with self.assertRaises(EvalError):
calc('1/0')
def test_division_by_zero_not_bare_exception(self):
try:
calc('1/0')
self.fail('expected EvalError')
except EvalError:
pass
except ZeroDivisionError:
self.fail('ZeroDivisionError escaped the API')
class TestResultType(unittest.TestCase):
"""D3 — result type: whole -> int, fractional -> float."""
def test_whole_division_returns_int(self):
result = calc('4/2')
self.assertIsInstance(result, int)
self.assertEqual(result, 2)
def test_fractional_division_returns_float(self):
result = calc('7/2')
self.assertIsInstance(result, float)
self.assertEqual(result, 3.5)
def test_int_arithmetic_returns_int(self):
self.assertIsInstance(calc('2+3'), int)
def test_whole_float_input_normalizes(self):
result = calc('2.0+1.0')
self.assertIsInstance(result, int)
self.assertEqual(result, 3)
class TestCLI(unittest.TestCase):
"""D4 — CLI behaviour."""
def _run(self, expr):
return subprocess.run(
[sys.executable, 'calc.py', expr],
capture_output=True, text=True,
cwd=__file__.replace('/calc/test_evaluator.py', ''),
)
def test_valid_expression_exits_zero_and_prints_result(self):
r = self._run('2+3*4')
self.assertEqual(r.returncode, 0)
self.assertEqual(r.stdout.strip(), '14')
def test_invalid_expression_exits_nonzero_and_stderr(self):
r = self._run('1 +')
self.assertNotEqual(r.returncode, 0)
self.assertTrue(r.stderr.strip())
def test_division_by_zero_exits_nonzero_and_stderr(self):
r = self._run('1/0')
self.assertNotEqual(r.returncode, 0)
self.assertTrue(r.stderr.strip())
def test_parens_result(self):
r = self._run('(2+3)*4')
self.assertEqual(r.returncode, 0)
self.assertEqual(r.stdout.strip(), '20')
def test_true_division_result(self):
r = self._run('7/2')
self.assertEqual(r.returncode, 0)
self.assertEqual(r.stdout.strip(), '3.5')
def test_whole_division_no_dot_zero(self):
r = self._run('4/2')
self.assertEqual(r.returncode, 0)
self.assertEqual(r.stdout.strip(), '2')
if __name__ == '__main__':
unittest.main()

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import unittest
from calc.lexer import tokenize, Token, LexError
def kinds(src):
return [t.kind for t in tokenize(src)]
def pairs(src):
return [(t.kind, t.value) for t in tokenize(src)]
class TestNumbers(unittest.TestCase):
def test_integer(self):
toks = tokenize("42")
self.assertEqual(toks, [Token('NUMBER', 42), Token('EOF', None)])
def test_float(self):
toks = tokenize("3.14")
self.assertEqual(toks, [Token('NUMBER', 3.14), Token('EOF', None)])
def test_float_leading_dot(self):
toks = tokenize(".5")
self.assertEqual(toks, [Token('NUMBER', 0.5), Token('EOF', None)])
def test_float_trailing_dot(self):
toks = tokenize("10.")
self.assertEqual(toks, [Token('NUMBER', 10.0), Token('EOF', None)])
def test_integer_value_is_int(self):
toks = tokenize("7")
self.assertIsInstance(toks[0].value, int)
def test_float_value_is_float(self):
toks = tokenize("3.14")
self.assertIsInstance(toks[0].value, float)
class TestOperatorsAndParens(unittest.TestCase):
def test_single_plus(self):
self.assertEqual(kinds("+"), ['PLUS', 'EOF'])
def test_single_minus(self):
self.assertEqual(kinds("-"), ['MINUS', 'EOF'])
def test_single_star(self):
self.assertEqual(kinds("*"), ['STAR', 'EOF'])
def test_single_slash(self):
self.assertEqual(kinds("/"), ['SLASH', 'EOF'])
def test_single_lparen(self):
self.assertEqual(kinds("("), ['LPAREN', 'EOF'])
def test_single_rparen(self):
self.assertEqual(kinds(")"), ['RPAREN', 'EOF'])
def test_expression_1_plus_2_star_3(self):
self.assertEqual(kinds("1+2*3"), ['NUMBER', 'PLUS', 'NUMBER', 'STAR', 'NUMBER', 'EOF'])
def test_expression_3_5_star_paren(self):
self.assertEqual(kinds("3.5*(1-2)"),
['NUMBER', 'STAR', 'LPAREN', 'NUMBER', 'MINUS', 'NUMBER', 'RPAREN', 'EOF'])
class TestWhitespaceAndErrors(unittest.TestCase):
def test_spaces_between_tokens(self):
self.assertEqual(kinds(" 12 + 3 "), ['NUMBER', 'PLUS', 'NUMBER', 'EOF'])
def test_tab_between_tokens(self):
self.assertEqual(kinds("1\t+\t2"), ['NUMBER', 'PLUS', 'NUMBER', 'EOF'])
def test_spaces_values(self):
toks = tokenize(" 12 + 3 ")
self.assertEqual(toks[0].value, 12)
self.assertEqual(toks[1].kind, 'PLUS')
self.assertEqual(toks[2].value, 3)
def test_lex_error_at_sign(self):
with self.assertRaises(LexError):
tokenize("1 @ 2")
def test_lex_error_dollar(self):
with self.assertRaises(LexError):
tokenize("$")
def test_lex_error_letter(self):
with self.assertRaises(LexError):
tokenize("x")
def test_lex_error_message_contains_char(self):
try:
tokenize("1 @ 2")
self.fail("expected LexError")
except LexError as e:
self.assertIn('@', str(e))
def test_lex_error_message_contains_position(self):
try:
tokenize("1 @ 2")
self.fail("expected LexError")
except LexError as e:
# position 2 is the '@'
self.assertIn('2', str(e))
def test_empty_string(self):
self.assertEqual(kinds(""), ['EOF'])
def test_complex_expression(self):
toks = tokenize("3.5*(1-2)")
self.assertEqual(
[(t.kind, t.value) for t in toks],
[('NUMBER', 3.5), ('STAR', '*'), ('LPAREN', '('),
('NUMBER', 1), ('MINUS', '-'), ('NUMBER', 2),
('RPAREN', ')'), ('EOF', None)]
)
if __name__ == '__main__':
unittest.main()

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import unittest
from calc.lexer import tokenize
from calc.parser import parse, ParseError, Num, BinOp, Unary
def p(src):
return parse(tokenize(src))
class TestPrecedence(unittest.TestCase):
def test_add_then_mul(self):
# 1+2*3 => BinOp('+', Num(1), BinOp('*', Num(2), Num(3)))
self.assertEqual(p('1+2*3'), BinOp('+', Num(1), BinOp('*', Num(2), Num(3))))
def test_mul_then_add(self):
# 2*3+1 => BinOp('+', BinOp('*', Num(2), Num(3)), Num(1))
self.assertEqual(p('2*3+1'), BinOp('+', BinOp('*', Num(2), Num(3)), Num(1)))
def test_add_then_div(self):
# 6+10/2 => BinOp('+', Num(6), BinOp('/', Num(10), Num(2)))
self.assertEqual(p('6+10/2'), BinOp('+', Num(6), BinOp('/', Num(10), Num(2))))
def test_sub_then_mul(self):
# 5-2*3 => BinOp('-', Num(5), BinOp('*', Num(2), Num(3)))
self.assertEqual(p('5-2*3'), BinOp('-', Num(5), BinOp('*', Num(2), Num(3))))
class TestLeftAssociativity(unittest.TestCase):
def test_subtraction(self):
# 8-3-2 => BinOp('-', BinOp('-', Num(8), Num(3)), Num(2))
self.assertEqual(p('8-3-2'), BinOp('-', BinOp('-', Num(8), Num(3)), Num(2)))
def test_division(self):
# 8/4/2 => BinOp('/', BinOp('/', Num(8), Num(4)), Num(2))
self.assertEqual(p('8/4/2'), BinOp('/', BinOp('/', Num(8), Num(4)), Num(2)))
def test_addition(self):
# 1+2+3 => BinOp('+', BinOp('+', Num(1), Num(2)), Num(3))
self.assertEqual(p('1+2+3'), BinOp('+', BinOp('+', Num(1), Num(2)), Num(3)))
def test_multiplication(self):
# 2*3*4 => BinOp('*', BinOp('*', Num(2), Num(3)), Num(4))
self.assertEqual(p('2*3*4'), BinOp('*', BinOp('*', Num(2), Num(3)), Num(4)))
class TestParentheses(unittest.TestCase):
def test_parens_override_precedence(self):
# (1+2)*3 => BinOp('*', BinOp('+', Num(1), Num(2)), Num(3))
self.assertEqual(p('(1+2)*3'), BinOp('*', BinOp('+', Num(1), Num(2)), Num(3)))
def test_parens_right(self):
# 1*(2+3) => BinOp('*', Num(1), BinOp('+', Num(2), Num(3)))
self.assertEqual(p('1*(2+3)'), BinOp('*', Num(1), BinOp('+', Num(2), Num(3))))
def test_nested_parens(self):
# ((4)) => Num(4)
self.assertEqual(p('((4))'), Num(4))
def test_parens_with_sub_vs_mul(self):
# 3*(4-1) => BinOp('*', Num(3), BinOp('-', Num(4), Num(1)))
self.assertEqual(p('3*(4-1)'), BinOp('*', Num(3), BinOp('-', Num(4), Num(1))))
class TestUnaryMinus(unittest.TestCase):
def test_simple_unary(self):
# -5 => Unary('-', Num(5))
self.assertEqual(p('-5'), Unary('-', Num(5)))
def test_unary_parens(self):
# -(1+2) => Unary('-', BinOp('+', Num(1), Num(2)))
self.assertEqual(p('-(1+2)'), Unary('-', BinOp('+', Num(1), Num(2))))
def test_mul_unary(self):
# 3 * -2 => BinOp('*', Num(3), Unary('-', Num(2)))
self.assertEqual(p('3 * -2'), BinOp('*', Num(3), Unary('-', Num(2))))
def test_double_unary(self):
# --5 => Unary('-', Unary('-', Num(5)))
self.assertEqual(p('--5'), Unary('-', Unary('-', Num(5))))
def test_unary_in_add(self):
# 1 + -2 => BinOp('+', Num(1), Unary('-', Num(2)))
self.assertEqual(p('1 + -2'), BinOp('+', Num(1), Unary('-', Num(2))))
class TestErrors(unittest.TestCase):
def _raises(self, src):
with self.assertRaises(ParseError):
p(src)
def test_trailing_op(self):
self._raises('1 +')
def test_unclosed_paren(self):
self._raises('(1')
def test_two_numbers(self):
self._raises('1 2')
def test_close_then_open(self):
self._raises(')(')
def test_empty(self):
self._raises('')
def test_op_only(self):
self._raises('*')
def test_mismatched_parens(self):
self._raises('(1+2')
if __name__ == '__main__':
unittest.main()