id stringlengths 21 23 | group stringclasses 1
value | question stringlengths 23 41 | answer stringclasses 2
values | freeform_answer stringlengths 55 579 | structural_type stringclasses 0
values |
|---|---|---|---|---|---|
boolean_expressions#0 | boolean_expressions | not ( True ) and ( True ) is | False | not(True) = False. Then False and True = False.
Answer: False | null |
boolean_expressions#1 | boolean_expressions | True and not not ( not False ) is | True | Start from the innermost expression:
- `not False` = True
- `not not (not False)` = `not not True` = `not False` = True
- `True and True` = True
Answer: True | null |
boolean_expressions#10 | boolean_expressions | False or ( False ) and not False is | False | Evaluate step by step using operator precedence (not > and > or):
1. `not False` = True
2. `(False) and True` = False
3. `False or False` = False
Answer: False | null |
boolean_expressions#100 | boolean_expressions | False or not False or not not True is | True | Evaluate each term:
- "False" = False
- "not False" = True
- "not not True" = not False = True
Now combine left to right:
False or True = True
True or True = True
Answer: True | null |
boolean_expressions#101 | boolean_expressions | ( True or not False ) or False is | True | "not False" = True. "True or True" = True. Then "True or False" = True.
Answer: True | null |
boolean_expressions#103 | boolean_expressions | not False and not True and not False is | False | Evaluate left to right:
- `not False` = True
- `not True` = False
- `not False` = True
Now combine with `and`:
- `True and False` = False
- `False and True` = False
Answer: False | null |
boolean_expressions#104 | boolean_expressions | False and ( True and not False ) is | False | Start with the innermost expression: not False = True. Then True and True = True. Finally, False and True = False.
Answer: False | null |
boolean_expressions#105 | boolean_expressions | not False or ( False ) or True is | True | Evaluate step by step:
1. `not False` = `True`
2. `True or (False)` = `True` (short-circuit: once True is found, result is True)
3. `True or True` = `True`
Answer: True | null |
boolean_expressions#106 | boolean_expressions | False and not ( False and True ) is | False | Start with the inner expression: False and True = False. Then not (False) = True. Finally, False and True = False.
Answer: False | null |
boolean_expressions#107 | boolean_expressions | ( True or not not not False ) is | True | Start with `False`.
`not False` = True
`not not False` = not True = False
`not not not False` = not False = True
Now evaluate: `True or True` = True
Answer: True | null |
boolean_expressions#108 | boolean_expressions | False and ( False or not False ) is | False | Start with the innermost expression: not False = True. Then False or True = True. Finally, False and True = False.
Answer: False | null |
boolean_expressions#109 | boolean_expressions | False or not True or True and False is | False | Evaluate using standard operator precedence (NOT > AND > OR):
1. `not True` = False
2. `True and False` = False
3. Now: `False or False or False`
- `False or False` = False
- `False or False` = False
Answer: False | null |
boolean_expressions#11 | boolean_expressions | not False or True and False and False is | True | Applying Python operator precedence: `not` binds tightest, then `and`, then `or`.
1. `not False` = `True`
2. `True and False` = `False` (leftmost `and`)
3. `False and False` = `False` (next `and`)
4. `True or False` = `True` (the `or`)
So the full expression: `(not False) or (True and False and False)` = `True or Fal... | null |
boolean_expressions#110 | boolean_expressions | True and not True or True and True is | True | Evaluate using standard precedence (NOT > AND > OR):
1. `not True` = False
2. `True and False` = False (left side of OR)
3. `True and True` = True (right side of OR)
4. `False or True` = True
Answer: True | null |
boolean_expressions#111 | boolean_expressions | ( not False or ( True ) ) is | True | "not False" = True. So the expression is (True or True) = True.
Answer: True | null |
boolean_expressions#112 | boolean_expressions | ( ( not ( True ) ) ) is | False | Start with True. Apply `not`: not(True) = False. The extra parentheses don't change the value.
Answer: False | null |
boolean_expressions#113 | boolean_expressions | False and False and not ( False ) is | False | Evaluate step by step:
1. `not(False)` = True
2. `False and False` = False
3. `False and True` = False
Answer: False | null |
boolean_expressions#114 | boolean_expressions | not True and not True and not True is | False | Evaluate each part: "not True" = False. So the expression is False and False and False. Any AND with False yields False. Therefore the entire expression is False.
Answer: False | null |
boolean_expressions#115 | boolean_expressions | not ( True or False ) or True is | True | Step 1: Evaluate the inner expression: True or False = True.
Step 2: Apply not: not True = False.
Step 3: Evaluate: False or True = True.
Answer: True | null |
boolean_expressions#116 | boolean_expressions | False or ( True ) or not True is | True | Evaluate step by step:
1. `not True` = False
2. `True` (the parenthesized term) = True
3. `False or True or False`
Left to right: `False or True` = True, then `True or False` = True.
Answer: True | null |
boolean_expressions#117 | boolean_expressions | False or False and False or not True is | False | Evaluate step by step using standard operator precedence (not > and > or):
1. `not True` = False
2. `False and False` = False
3. Now: `False or False or False`
- `False or False` = False
- `False or False` = False
Answer: False | null |
boolean_expressions#118 | boolean_expressions | True or False or not True or False is | True | Evaluate left to right with standard operator precedence (NOT binds tighter than AND/OR, but here we parse the expression):
"True or False or not True or False"
- "not True" = False
- So the expression becomes: True or False or False or False
- True or False = True
- True or False = True
- True or False = True
Answe... | null |
boolean_expressions#12 | boolean_expressions | not True or False or not not True is | True | Evaluate step by step:
1. `not True` = False
2. `not not True` = `not False` = True
3. Now combine: `False or False or True`
- `False or False` = False
- `False or True` = True
Answer: True | null |
boolean_expressions#120 | boolean_expressions | not True and True or True and False is | False | Evaluate step by step using standard precedence (NOT > AND > OR):
1. `not True` = False
2. `False and True` = False
3. `True and False` = False
4. `False or False` = False
Answer: False | null |
boolean_expressions#121 | boolean_expressions | not False or ( True or True ) is | True | "not False" evaluates to True. Since the first operand of `or` is True, the entire expression is True regardless of the second operand (short-circuit evaluation). The second part `(True or True)` is also True, but it doesn't matter. True or True = True.
Answer: True | null |
boolean_expressions#122 | boolean_expressions | not ( False or ( False ) ) is | True | Start inside: False or False = False. Then not(False) = True.
Answer: True | null |
boolean_expressions#123 | boolean_expressions | not ( True or True ) and True is | False | Evaluate step by step:
1. `True or True` = `True`
2. `not True` = `False`
3. `False and True` = `False`
Answer: False | null |
boolean_expressions#124 | boolean_expressions | False or not False or True or True is | True | Evaluate left to right:
- "not False" = True
- "False or True" = True
- "True or True" = True
- "True or True" = True
Answer: True | null |
boolean_expressions#125 | boolean_expressions | False or False and not not not False is | False | Evaluate step by step:
1. `not False` = True
2. `not True` = False
3. `not False` = True (this is `not not not False`)
4. `False and True` = False (this is `False and not not not False`)
5. `False or False` = False (this is `False or False and not not not False`, where `and` binds tighter than `or`)
So the full expre... | null |
boolean_expressions#126 | boolean_expressions | not ( True or False or True ) is | False | Evaluate inside the parentheses first: True or False = True, then True or True = True. Apply not: not(True) = False.
Answer: False | null |
boolean_expressions#127 | boolean_expressions | ( False ) or not True and False is | False | Evaluate step by step using operator precedence (not > and > or):
1. `not True` = False
2. `False and False` = False (the `and` binds `not True` with the right `False`)
3. `False or False` = False
Answer: False | null |
boolean_expressions#128 | boolean_expressions | True and True and not not not False is | True | Evaluate step by step:
1. `not False` = True
2. `not not False` = `not True` = False
3. `not not not False` = `not False` = True
4. `True and True` = True
5. `True and True` (result from step 4) `and` True (from step 3) = True
Answer: True | null |
boolean_expressions#129 | boolean_expressions | ( True ) or True and not True is | True | Evaluate step by step:
1. `not True` = False
2. `True and False` = False
3. `(True) or False` = True
Answer: True | null |
boolean_expressions#13 | boolean_expressions | True and True and False and not True is | False | Evaluate left to right:
- True and True = True
- True and False = False
- False and (not True) = False and False = False
Answer: False | null |
boolean_expressions#130 | boolean_expressions | False and False and not True and False is | False | Evaluate left to right:
- `False and False` → False
- `False and (not True)` = `False and False` → False
- `False and False` → False
Answer: False | null |
boolean_expressions#131 | boolean_expressions | ( True ) and not True or True is | True | Evaluate step by step using operator precedence (not > and > or):
1. `not True` = False
2. `True and False` = False (the `and` binds `True` with `not True`)
3. `False or True` = True
Answer: True | null |
boolean_expressions#132 | boolean_expressions | not not not True and False and False is | False | Step by step:
1. `not True` = False
2. `not False` = True
3. `not True` = False
So `not not not True` = False
4. `False and False` = False
5. `False and False` = False
Answer: False | null |
boolean_expressions#133 | boolean_expressions | False and False and not not not True is | False | Evaluate step by step:
1. `not True` = False
2. `not not True` = `not False` = True
3. `not not not True` = `not True` = False
4. `False and False` = False
5. `False and False` = False (the full expression: `False and False and False`)
So: False and False = False, then False and False = False.
Answer: False | null |
boolean_expressions#134 | boolean_expressions | False and False or False or not True is | False | Evaluate step by step using standard operator precedence (not > and > or):
1. `not True` = False
2. `False and False` = False
3. Now: `False or False or False`
4. `False or False` = False
5. `False or False` = False
Answer: False | null |
boolean_expressions#135 | boolean_expressions | False or ( not ( False ) ) is | True | not(False) = True. Then False or True = True.
Answer: True | null |
boolean_expressions#136 | boolean_expressions | not True and True and not not False is | False | Evaluate step by step:
- "not True" = False
- "not not False" = "not True" = False
- Expression: False and True and False
- False and True = False
- False and False = False
Answer: False | null |
boolean_expressions#137 | boolean_expressions | ( False ) and ( not False ) is | False | Evaluate step by step:
1. `not False` = True
2. `False and True`: the `and` operator requires both operands to be True. Since the left operand is False, the result is False.
Answer: False | null |
boolean_expressions#138 | boolean_expressions | ( not True ) and True or True is | True | Evaluate step by step using standard operator precedence (not > and > or):
1. `not True` = `False`
2. `False and True` = `False`
3. `False or True` = `True`
Answer: True | null |
boolean_expressions#139 | boolean_expressions | False and True and ( not False ) is | False | Evaluate left to right:
1. `not False` = True
2. `False and True` = False (short-circuit: first operand is False, so result is False)
3. `False and True` = False (the result from step 2 `and` the result of `not False`=True → False and True = False)
Answer: False | null |
boolean_expressions#14 | boolean_expressions | not not True and not True or True is | True | Evaluate step by step using Python operator precedence (not > and > or):
1. `not not True` = `not False` = `True`
2. `not True` = `False`
3. `True and False` = `False` (the `and` binds `not not True` with `not True`)
4. `False or True` = `True`
Answer: True | null |
boolean_expressions#140 | boolean_expressions | ( ( True ) ) or not False is | True | Evaluate step by step:
1. `( ( True ) )` = True (parentheses don't change the value)
2. `not False` = True
3. `True or True` = True
Answer: True | null |
boolean_expressions#141 | boolean_expressions | not True and False or False or True is | True | Evaluate step by step using standard precedence (not > and > or):
1. `not True` = False
2. `False and False` = False
3. Now: `False or False or True`
4. `False or False` = False
5. `False or True` = True
Answer: True | null |
boolean_expressions#15 | boolean_expressions | not not not ( True and False ) is | True | Start inside: True and False = False.
Then apply three "not"s:
not False = True,
not True = False,
not False = True.
Answer: True | null |
boolean_expressions#153 | boolean_expressions | False or ( True and not True ) is | False | Start with the innermost expression: not True = False. Then True and False = False. Finally, False or False = False.
Answer: False | null |
boolean_expressions#155 | boolean_expressions | ( False or not not not False ) is | True | Start with the innermost: `not False` = True, `not True` = False, `not False` = True. So the expression becomes `False or True` = True.
Answer: True | null |
boolean_expressions#156 | boolean_expressions | ( not False ) or True and False is | True | Evaluate step by step using Python/standard operator precedence (not > and > or):
1. `not False` = `True`
2. `True and False` = `False`
3. `True or False` = `True`
Answer: True | null |
boolean_expressions#159 | boolean_expressions | ( False ) and False or not False is | True | Evaluate step by step using operator precedence (not > and > or):
1. `not False` = True
2. `(False) and False` = False (False AND anything = False)
3. `False or True` = True
Answer: True | null |
boolean_expressions#16 | boolean_expressions | not not False and not not not False is | False | Step by step:
1. `not not False` = `not True` = `False`
2. `not not not False` = `not not True` = `not False` = `True`
3. `False and True` = `False`
Answer: False | null |
boolean_expressions#160 | boolean_expressions | not False and True or ( True ) is | True | Evaluate step by step:
1. `not False` = `True`
2. `True and True` = `True`
3. `(True)` = `True`
4. `True or True` = `True`
Answer: True | null |
boolean_expressions#161 | boolean_expressions | True or not not ( not False ) is | True | Start from the innermost expression:
- `not False` = True
- `not ( not False )` = `not True` = False
- `not not ( not False )` = `not False` = True
- `True or True` = True
Answer: True | null |
boolean_expressions#162 | boolean_expressions | False and not True and False and True is | False | Evaluate left to right:
- `False and not True` → `False and False` → `False`
- `False and False` → `False`
- `False and True` → `False`
Answer: False | null |
boolean_expressions#164 | boolean_expressions | not False or not ( not False ) is | True | not False = True
not (not False) = not True = False
True or False = True
Answer: True | null |
boolean_expressions#165 | boolean_expressions | not not ( True ) or not True is | True | Evaluate step by step:
1. `not True` = False
2. `not not (True)` = `not (not True)` = `not False` = True
3. `True or not True` = `True or False` = True
Answer: True | null |
boolean_expressions#166 | boolean_expressions | ( True and not True and True ) is | False | Evaluate left to right:
- `not True` = False
- `True and False` = False
- `False and True` = False
Answer: False | null |
boolean_expressions#168 | boolean_expressions | not True or True and False and False is | False | Evaluate using Python-style operator precedence (not > and > or):
1. `not True` = False
2. `True and False` = False
3. `False and False` = False (step 2 result AND False)
4. `False or False` = False (step 1 result OR step 3 result)
Answer: False | null |
boolean_expressions#169 | boolean_expressions | True and not not not not not True is | False | Start with the innermost: "not True" = False. Then apply the remaining "not"s one by one:
- not not not not not True
- = not not not not False
- = not not not True
- = not not False
- = not True
- = False
So the full expression is "True and False" = False.
Answer: False | null |
boolean_expressions#17 | boolean_expressions | ( True and not True and False ) is | False | Evaluate left to right:
- `not True` = False
- `True and False` = False
- `False and False` = False
Answer: False | null |
boolean_expressions#170 | boolean_expressions | not True and ( False ) and False is | False | "not True" = False. Now evaluate: False and (False) and False. Since the first operand is False, short-circuit evaluation stops immediately — the entire expression is False regardless of remaining operands.
Answer: False | null |
boolean_expressions#171 | boolean_expressions | False and False or not True and False is | False | Evaluate step by step using Python-like operator precedence (not > and > or):
1. `not True` = False
2. `False and False` = False (leftmost `and`)
3. `False and False` = False (`not True and False`)
4. Now: `False or False` = False
Full expression: `(False and False) or (not True and False)`
= `False or (False and Fal... | null |
boolean_expressions#173 | boolean_expressions | not ( False or False or True ) is | False | Evaluate the inner expression first: False or False = False, then False or True = True. Apply not: not(True) = False.
Answer: False | null |
boolean_expressions#174 | boolean_expressions | not False or True or True and False is | True | Evaluate using Python operator precedence: `not` > `and` > `or`.
1. `not False` = `True`
2. `True and False` = `False`
Expression becomes: `True or True or False`
3. `True or True` = `True`
4. `True or False` = `True`
Answer: True | null |
boolean_expressions#175 | boolean_expressions | not False and False or False or False is | False | Evaluate step by step using standard precedence (not > and > or):
1. `not False` = True
2. `True and False` = False
3. `False or False` = False
4. `False or False` = False
Answer: False | null |
boolean_expressions#176 | boolean_expressions | ( not True ) and ( False ) is | False | "not True" evaluates to False. Then False AND False: both operands must be True for AND to return True; since both are False, the result is False.
Answer: False | null |
boolean_expressions#177 | boolean_expressions | True and not not False and not False is | False | Evaluate step by step:
1. `not False` = True
2. `not not False` = `not True` = False
3. `True and False` = False (left part: `True and not not False`)
4. `not False` = True
5. `False and True` = False
Answer: False | null |
boolean_expressions#179 | boolean_expressions | not ( not False ) and not False is | False | Step through the expression:
1. `not False` = True
2. `not (not False)` = `not True` = False
3. `not False` = True
4. `False and True` = False
Answer: False | null |
boolean_expressions#18 | boolean_expressions | False and False and False or not False is | True | Evaluate step by step using standard operator precedence (not > and > or):
1. `not False` = True
2. `False and False` = False
3. `False and False` (result) `and False` = False
4. `False or True` = True
Answer: True | null |
boolean_expressions#181 | boolean_expressions | ( not not not True and True ) is | False | Start inside: `not True` = False, `not False` = True, `not True` = False. So `not not not True` = False. Then `False and True` = False.
Answer: False | null |
boolean_expressions#182 | boolean_expressions | False and not ( True ) or True is | True | Evaluate step by step using standard precedence (not > and > or):
1. `not (True)` = `False`
2. `False and False` = `False` (the "and" binds "False" with the result of not)
3. `False or True` = `True`
Answer: True | null |
boolean_expressions#183 | boolean_expressions | ( not True and False or True ) is | True | Evaluate step by step:
1. `not True` = False
2. `False and False` = False (left to right: `not True and False`)
3. `False or True` = True
Answer: True | null |
boolean_expressions#184 | boolean_expressions | not ( not not True ) or False is | False | Start with the innermost: `not True` = False. Then `not False` = True. So `not not True` = True. Then `not (not not True)` = `not True` = False. Finally, `False or False` = False.
Answer: False | null |
boolean_expressions#185 | boolean_expressions | ( not False ) or ( False ) is | True | "not False" evaluates to True. Then we have True or False. Since at least one operand is True, the OR expression is True.
Answer: True | null |
boolean_expressions#186 | boolean_expressions | not not not False and True and False is | False | Step through the expression left to right with standard precedence (not binds tightest, then and):
1. `not False` = True
2. `not True` = False
3. `not False` = True
4. `True and True` = True (first `and` with the trailing `True`)
5. `True and False` = False (second `and` with `False`)
Answer: False | null |
boolean_expressions#187 | boolean_expressions | True or not True or not not True is | True | Evaluate left to right with standard precedence (not binds tightest, then or):
1. `not not True` = `not False` = `True`
2. `not True` = `False`
3. Expression becomes: `True or False or True`
4. `True or False` = `True`
5. `True or True` = `True`
Answer: True | null |
boolean_expressions#188 | boolean_expressions | not False or not not False and False is | True | Evaluate step by step using Python operator precedence (not > and > or):
1. `not False` = True
2. `not not False` = `not True` = False
3. `False and False` = False (step 2's result `and` False)
4. `True or False` = True (step 1's result `or` step 3's result)
Answer: True | null |
boolean_expressions#189 | boolean_expressions | not False and ( False or False ) is | False | Evaluate step by step:
1. `False or False` = False
2. `not False` = True
3. `True and False` = False
Answer: False | null |
boolean_expressions#19 | boolean_expressions | False or ( False and not False ) is | False | Evaluate step by step:
1. `not False` = True
2. `False and True` = False
3. `False or False` = False
Answer: False | null |
boolean_expressions#190 | boolean_expressions | False and True or ( not False ) is | True | Evaluate step by step using standard operator precedence (not > and > or):
1. `not False` = True
2. `False and True` = False (and before or)
3. `False or True` = True
Answer: True | null |
boolean_expressions#191 | boolean_expressions | False and not False and ( False ) is | False | Evaluate left to right:
1. `False and not False` → `False and True` → `False`
2. `False and (False)` → `False and False` → `False`
Answer: False | null |
boolean_expressions#192 | boolean_expressions | not ( ( False and True ) ) is | True | First, evaluate the inner expression: False and True = False. Then apply not: not(False) = True.
Answer: True | null |
boolean_expressions#193 | boolean_expressions | False or ( not False ) and False is | False | Evaluate step by step using standard operator precedence (not > and > or):
1. `not False` = True
2. `True and False` = False
3. `False or False` = False
Answer: False | null |
boolean_expressions#194 | boolean_expressions | False and not False or False and True is | False | Evaluate step by step using standard precedence (not > and > or):
1. `not False` = True
2. `False and True` = False (left side of `and`)
3. `False and not False` = `False and True` = False
4. `False and True` = False (right side)
5. `False or False` = False
So the full expression: `(False and (not False)) or (False a... | null |
boolean_expressions#195 | boolean_expressions | not False and not not True and True is | True | Evaluate step by step:
- `not False` = True
- `not not True` = `not False` = True
- The expression: `True and True and True`
- `True and True` = True
- `True and True` = True
Answer: True | null |
boolean_expressions#196 | boolean_expressions | True and True or False and not True is | True | Evaluate step by step using standard precedence (not > and > or):
1. `not True` = False
2. `True and True` = True
3. `False and False` = False (i.e., `False and not True`)
4. `True or False` = True
So the full expression: `(True and True) or (False and not True)` = `True or False` = True.
Answer: True | null |
boolean_expressions#197 | boolean_expressions | not True or False and True or False is | False | Evaluate using Python-style operator precedence: `not` > `and` > `or`.
Expression: `not True or False and True or False`
Step 1: `not True` = `False`
Expression becomes: `False or False and True or False`
Step 2: `False and True` = `False`
Expression becomes: `False or False or False`
Step 3: `False or False` = `... | null |
boolean_expressions#198 | boolean_expressions | True or False or not True and True is | True | Evaluate step by step using standard operator precedence (not > and > or):
1. `not True` = False
2. `False or not True` → wait, let me re-parse: `True or False or not True and True`
Expression: `True or False or not True and True`
Precedence: `not` first, then `and`, then `or`.
1. `not True` = False
2. `False and T... | null |
boolean_expressions#199 | boolean_expressions | False or False or not True or False is | False | Evaluate each term:
- False = False
- False = False
- not True = False
- False = False
Now combine left to right:
False or False = False
False or False = False
False or False = False
Answer: False | null |
boolean_expressions#2 | boolean_expressions | not True or False or ( False ) is | False | Evaluate step by step:
1. `not True` = `False`
2. `(False)` = `False`
3. `False or False or False`
First: `False or False` = `False`
Then: `False or False` = `False`
Answer: False | null |
boolean_expressions#20 | boolean_expressions | True and False or ( not True ) is | False | Evaluate step by step:
1. `not True` = False
2. `True and False` = False (AND requires both operands to be True)
3. `False or False` = False (OR requires at least one operand to be True)
Answer: False | null |
boolean_expressions#200 | boolean_expressions | False or False or True and not False is | True | Evaluate step by step using standard precedence (not > and > or):
1. `not False` = True
2. `True and True` = True (the "True and not False" part)
3. `False or False or True` = `False or True` = True
So the full expression: `False or False or True and not False`
= `False or False or (True and True)`
= `False or False ... | null |
boolean_expressions#201 | boolean_expressions | ( not ( True or False ) ) is | False | True or False = True. not(True) = False.
Answer: False | null |
boolean_expressions#202 | boolean_expressions | not False and False or True and True is | True | Evaluate step by step using Python operator precedence (not > and > or):
1. `not False` = True
2. `True and False` = False
3. `True and True` = True
4. `False or True` = True
Answer: True | null |
boolean_expressions#203 | boolean_expressions | True and False or ( not False ) is | True | Evaluate step by step using operator precedence (not > and > or):
1. `not False` = `True`
2. `True and False` = `False`
3. `False or True` = `True`
Answer: True | null |
boolean_expressions#204 | boolean_expressions | not False or not not not not True is | True | Evaluate step by step:
1. `not False` = True
2. `not not not not True`: apply four negations to True → not True = False → not False = True → not True = False → not False = True
3. `True or True` = True
Answer: True | null |
boolean_expressions#205 | boolean_expressions | True and ( not ( True ) ) is | False | Start with the innermost expression: not(True) = False. Then evaluate: True AND False = False.
Answer: False | null |
boolean_expressions#206 | boolean_expressions | True and False and not True or False is | False | Evaluate step by step using standard operator precedence (not > and > or):
1. `not True` = False
2. `True and False` = False
3. `False and False` (result of step 1 applied: actually, `True and False and not True` = `True and False and False` = False)
4. Now: `False or False` = False
More carefully: `(True and False a... | null |
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