b2KIT

Local Blockchain Simulator

Interactive blockchain simulator: mine blocks, add transactions, visualize hashing, and demonstrate proof-of-work concepts.

Tested tool guide Tested browser tools Checked August 16, 2026

What Local Blockchain Simulator does, with a checked example

The Local Blockchain Simulator is a miniature blockchain you build in your browser. You add transactions, gather them into blocks, and mine each block by finding a nonce whose hash satisfies the current difficulty. Because every block stores the hash of the block before it, the chain is tamper-evident: change one transaction and every later block stops validating. The surprise for most users is that mining is pure trial and error, not skill: the simulator hashes the block repeatedly, varying only the nonce, until the hash happens to meet the target. Nothing here touches a real network, wallet, or currency, and nothing is uploaded.

Worked example

A concrete input and expected output from the current implementation.

Input

Add a transaction: Alice pays Bob 5 coins. Then mine a block.

Expected output

The newly mined block lists the Alice-to-Bob transaction and is appended to the chain. The block also records the previous block's hash, which is what ties it to everything mined before.

A block is a bundle of transactions plus a reference to the block that came before it. Adding a transaction puts it into the next block the simulator mines, and the stored previous-hash link is what makes the chain.

How the result is produced

1

Mining is a brute-force search

To mine a block, the simulator hashes the block's contents with a number called a nonce, then checks whether the resulting hash meets the difficulty target, usually a required number of leading zeros. If it does not, the nonce increments and the block is hashed again. Difficulty sets how many zeros are required, so raising it makes the average number of attempts grow quickly, and lowering it makes blocks easier.

2

Tampering breaks the chain

Each new block stores the hash of the block before it, so the blocks form a chain. Change any transaction, and that block's hash changes, which no longer matches the link stored in the next block, so every following block is flagged invalid. Repairing the chain means re-mining the altered block and each block after it, which is why rewriting a long chain costs more work than a short one.

Good uses

  • Learning how Bitcoin-style mining works before touching real cryptocurrency: raise and lower the difficulty and watch how the average mining time responds.
  • Teaching or presenting the tamper-evidence idea: edit a transaction inside an old block and show that every later block turns invalid.
  • Checking the avalanche property of hashing: change one character in a transaction and watch the new block's hash come out completely different from the old one.

Limits and checks

  • It is a simulation: the coins, addresses, and mining speeds are toy values computed in your browser. Do not treat the timing as a benchmark of real hardware, and do not expect the coins to exist anywhere.
  • Mining time is random: difficulty sets the expected number of attempts, but any single block can come far sooner or much later than average. A fast block is not proof the difficulty is weak, and a slow one is not a bug.
  • You cannot reproduce a displayed block hash by hashing the transaction text alone: the hash covers the whole block, including the previous block's hash and the nonce. If you try to verify one and fail, check what else was in the header.

Common questions

Can I use this to mine real cryptocurrency?

No. Everything happens in your browser with made-up coins; there is no wallet, no network, and no value attached. It exists to show how hashing, proof of work, and block chaining work, so the numbers you see illustrate the mechanism rather than real balances.

Why does mining sometimes complete instantly and other times take many attempts?

Each nonce trial is an independent lottery. Difficulty only sets the average number of tries needed, so a given block can be solved on the first attempt or after hundreds. That variance is normal and is exactly why real networks adjust difficulty to keep block times steady.

References and verification

The example and behavioral notes were checked against the browser implementation. Standards and primary references below define the relevant format, formula, or platform behavior.

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