Lottery math cameo
Picking 6 unique numbers from 49 has 13,983,816 possible sets. Toggle Unique here and you’re playing with the exact combinatorics lottery statisticians obsess over.
When enabled, values are chosen from the grid: min + k·step, staying within your bounds.
Build number sets for simulations, homework, QA sampling, or quick lottery-style picks. Choose a range, decide if you want unique values, optionally pin the numbers to a fixed grid (step), sort, and export in your preferred format.
Picking 6 unique numbers from 49 has 13,983,816 possible sets. Toggle Unique here and you’re playing with the exact combinatorics lottery statisticians obsess over.
Set a step like 0.5 or 7 and you’re effectively working inside a modular lattice: every value is min + k·step. That’s how digital audio grids tempos and how engineers quantize resistor values.
If you ask for more unique values than exist on your grid, the tool errors out thanks to the Pigeonhole Principle—a 1740s idea that still guards modern random generators.
Leave sorting on “None” to see the exact draw order (great for simulations), or flip to ascending to turn the same values into a clean histogram-ready list. One toggle, two narratives.
Limiting to 15 decimal places sounds precise, but it also caps the universe to 10^15 possibilities per unit interval—more than enough for experiments, yet still enumerable.
A number set is a collection of values that follow simple rules: a range (minimum and maximum), a format (integers or decimals), and optionally a structure like a step/grid (e.g., 0.5 or 2.5). With this generator you can produce unique values (no repeats) or allow repeats, sort the results, and export them in common formats. Because everything runs in your browser, these random number sets are fast, private, and reproducible when you keep the same inputs.
min + k·step inside your
bounds—perfect for halves, quarters, millimeter increments, or currency ticks.The generator uses the Web Crypto API (when available) to draw high-quality random values, then applies your rounding and step rules. That’s great for analytics, testing, education, and creative tasks. However, it’s not intended for cryptographic secrets like passwords or keys. Your inputs and outputs are computed locally—no data is uploaded—so classroom work, QA jobs, and internal experiments remain private.
Tip: If you request more unique values than exist on your chosen grid or within your rounded interval, the tool will tell you. Widen the range, reduce the count, or increase the step size to proceed.