🐊 Free · Open · Interactive

Digital logic, decoded by a hungry gator.

Master logic gates, Boolean algebra, combinational circuits, and flip-flops — from zero to building your own CPU, one chomp at a time.

Logitosaur the alligator mascot
12Free Courses
180+Lessons
100%Free Forever

What the gator teaches

A structured path from basic binary all the way to sequential circuit design. No prior experience needed — just curiosity.

🔢

Binary & Number Systems

Understand how computers count. Decimal to binary, hex, two's complement, and why bits matter.

Beginner 12 lessons

Logic Gates

AND, OR, NOT, XOR, NAND, NOR — the building blocks of every digital system. Interactive truth tables included.

Beginner 18 lessons
📐

Boolean Algebra

Learn to simplify logic expressions using laws, De Morgan's theorem, and Karnaugh maps.

Intermediate 15 lessons
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Combinational Circuits

Build adders, multiplexers, decoders, and encoders from scratch using the gates you know.

Intermediate 20 lessons
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Flip-Flops & Latches

How do computers remember? SR, D, JK, T flip-flops explained with timing diagrams.

Intermediate 14 lessons
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Sequential Logic

Registers, counters, state machines — circuits that respond to sequences of inputs over time.

Advanced 22 lessons
AND

Play with a logic gate

The AND gate outputs 1 only when both inputs are 1. Toggle the switches below and watch the output bulb light up.

Output = A · B
INPUT A
0
INPUT B
0
OUTPUT
💡
0

From 0 to circuits, step by step

Follow the learning path at your own pace. Click any step to explore that topic.

01

Binary Foundations

Numbers, bits, bytes, hexadecimal. How digital systems count everything.

02

Logic Gates

The six basic gates and their truth tables. Your first circuit blocks.

03

Boolean Algebra & Simplification

Karnaugh maps, De Morgan's theorems, and reducing gate count.

04

Combinational Circuits

Adders, multiplexers, decoders — circuits that produce outputs based only on current inputs.

05

Memory Elements & Flip-Flops

Latches, D flip-flops, registers. Circuits that remember state over time.

06

Finite State Machines

Mealy vs Moore models. Design state diagrams and implement them in hardware.

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