B·B·R | Bit·Block·Rithm | Don’t trust, verify.
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BBR

Bit·Block·Rithm
Blockchain
create account or login
"Test" | psw Test ->
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[ keys ]
generation of a private key:
- with visualization of jumps on the ECC251 curve
- or numerical value
  A = a * G | B = b* G

[ wallet ]
obtaining the first coins:
- mining
- receiving from someone

working with the coins
- sending
- tracking UTXO

[ mining ]
- empty block
- transaction

[ consider the vulnerabilities and attack vectors ]
- limited number of private keys
- address collisions
- low bit depth from 24-bit hashing
- centralized database on a single server
- …
test
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[ blockchain math ]

Formula for transaction root:
tx_root = ash24(TX1|TX2|TX3)

Formula for block identification:
block_hash = ash24(block_ID|timestamp|TX_ROOT)

Current Network Difficulty: 1 (k)
Hash Algorithm: ASH24-ECC
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agamapoint.com/bitcoin
/matematika_bitcoinu
github//agama-point/the_mathematics_of_Bitcoin
agamapoint.com/bit%c2%b7block%c2%b7rithm
github.com/agama-point/Bit-Block-Rithm


Tests & Examples

multi_inv * modular inverse 1–256
simple_ecc * jumps for different mod
donut * test_donut


ECC17 | ESS251
tests_examples/simple_ecc251ec jumps on curve 251
tests_examples/simple_ecc17add.html op. on curve 17
tests_examples/simple_ecc251script.html P2PK script

ASH24
ash24_visual.html hash24
test_ash24 hash24
demo_24mining ash24 fast mining



Others

s_bbr
donio.cz