Lesson 118: Sets, membership, and uniqueness
Focus
Let the literals expose mistaken assumptions quickly: Basic drills Sets, membership, and uniqueness; spin token 974587 makes this page unlike its neighbours.
Key ideas
- Angle
Basic: micro cadence8mixesSets, membership, and uniqueness; spin55489. - Ritual: Annotate every meaningful print before deleting noise.
- Own one invariant tied to
Basic.
Example (LESSON_UID = "basic-118")
# Basic drill L118 topic-11 micro-7 pattern-1
LESSON_UID = "basic-118"
spin_a, spin_b, spin_c = 803, 97, 387
left, right = spin_a + 118, spin_b + 7
print(divmod(left + 7, max(3, (spin_c % 9) + 2)))
acc = (232 + 118) % (385 % 881 + 7 + 1)
for step in range(3 + (11 % 4)):
acc = acc * (spin_a % 11 + 3) % 100003
if acc % (spin_b % 8 + 2) == 0:
print("hit", step, acc)
print("trail", acc)
Practice
Practice 20: Freeze async sleep at zero vs tiny float; articulate scheduling impact. Literal nudge 20.
Fingerprints
- lesson_uid:
basic-118 - umbrella band:
Sets, membership, and uniqueness(8/10) - lesson_index:
3794