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COMPUTING & AIINTERNATIONAL / OTHER✓ VERIFIED · LAST CHECKED 22 SEPT 2026

ACSL Elementary Division 2026–27

Rated Beginner, ACSL Elementary Division is a four-contest online computer science series built around short, non-programming problems in a different topic each round. Students in grades 3–6 join through an adult adviser and compete on a registered school, organisation or local-group team. The main challenge is learning unfamiliar computer science ideas and applying them accurately during a compact six-question timed test.

Verified information

Competition details can change. Always confirm dates, eligibility and entry requirements on the official organiser's website.

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OVERALL COMPETITION LEVEL

Beginner Level

6 evaluation dimensions have source-backed automatic scores; 0 dimensions need conflict review.

01

Competition overview

Key information

School level

Grades 3–6

Registration method

School Only

Competition stages

Four online 30-minute contests followed by an invitational online Finals

Fee

$125 for the first Elementary team; $100 for each additional team

Online / in-person

Online

02

Dates

Competition timeline

Registration opens

1 Sept 2026

Registration closes

31 Dec 2026

Competition starts

Not yet announced by the organiser

Competition ends

Not yet announced by the organiser

03

Editorial perspective

Our Take

ACSL Elementary occupies a useful space between a classroom puzzle club and formal computer science. It does not ask young students to arrive with a programming language already in hand. Instead, it gives them compact problems in number systems, symbolic notation, Boolean logic and graph thinking. That choice makes the event unusually revealing: students cannot hide behind a memorised coding recipe, but they can make real headway by learning how a new system works. From an editor’s perspective, the strongest feature is restraint. Six questions leave little room for busywork, and the change of topic between papers prevents one narrow strength from defining the whole experience. The right preparation is therefore not a giant workbook. It is a sequence of small encounters in which a student learns the rule, explains it aloud, tests it on an unfamiliar example and notices exactly where a careless assumption entered the solution.

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Source information

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