To achieve maximum efficiency, you will need to calculate the exact processing speeds of your operators to ensure your belts never bottleneck. Balancing the ratios between extractor output, operator processing time, and belt speed becomes the ultimate puzzle.
You will eventually run out of low-level nodes. You must spend your generated points to "unlock" or "mine" higher-level nodes (
: Players build machines that act as mathematical operators: Adders : Combine two inputs ( Subtractors : Calculate the difference between inputs ( Multipliers : Rapidly scale numbers (e.g., beltmatic
Instead of smelters or assemblers, the structures in Beltmatic are arithmetic operators. Players feed two conveyor belts into a processor to yield a single output:
If you enjoy the satisfaction of seeing a chaotic mess of belts transform into a streamlined, humming machine—and if you don't mind doing some mental (or written) math— is an incredibly rewarding experience. It is a brilliant blend of logistics and arithmetic that offers a refreshing, brainy twist on the automation genre. Ready to start optimizing? The numbers are waiting. To achieve maximum efficiency, you will need to
The map is infinite, and number nodes never run out. Your only constraint is your own layout efficiency.
As your target numbers jump from two digits to five digits, a messy factory will quickly bottleneck. To keep your belts moving smoothly, implement these structural design principles. Build Modular Math Labs You must spend your generated points to "unlock"
An Assembler is a logic gate. You tell it a target number and an operation (Addition, Subtraction, Multiplication, or Division). If you feed it a belt of 1 and a belt of 2 , set to "Addition," it outputs a belt of 3 . If you feed it 4 and 2 set to "Division," it outputs 2 .
Marta thought of the lives that had passed through this object: young lovers dancing in small apartments, a teenager practicing scaling riffs into the night, an elderly neighbor teaching a child the names of artists long gone. Objects accumulate memory the way varnish accumulates sheen. The Beltmatic carried all of those histories but was not weighed down by them; it made them available, audible, and immediate.
Players must work out how to generate the requested number. For instance, to produce a large number, you might need to multiply the output of two different adder systems, requiring a deep understanding of arithmetic operations.
Balancing the layout so that belts don't cross (or using clever under/over passes if the game allows) requires genuine architectural thought. You aren't just coding a spreadsheet; you are building a silicon wafer out of conveyor belts.