How to read a Bitcoin transaction

Wants send alice

Add: epuqukyl9 - Date: 2021-11-30 11:54:19 - Views: 9390 - Clicks: 1768

00:06:00 So there's still a possibility for Alice to actually send this transaction to the blockchain and reclaim the top Bitcoins. Example of a Bitcoin transaction Alice wants to use her Bitcoin to buy pizza from Bob. However, because of the way we have to time locks constructed. · If Alice wants to transfer her coins to Bob, she must publish her statement authorizing the transfer to the blockchain. Then, Anonymixer sends Bob 0. To understand how Script works, let’s breakdown the steps required for a basic Pay To PubKey Hash (P2PKH) transaction. Bob wants to pay Dave 3. Alice doesn’t want to pay until after Bob ships. Bob wants to send 1 bitcoin to Alice so he uses his private key to sign the message I, Bob sends 1 bitcoin to Alice. This 1 Bitcoin is then locked up in a multisig address that both parties can sign off on if they want to close the channel. To do that, he needs to craft a valid ScriptSig corresponding to the ScriptPubKey. · Suppose Alice wants to send Bob a message, which is represented by bit pattern integer number m (plaintext message), where m < n. · When Alice wants to send a payment to Bob, she creates a puzzle named a ScriptPubKey that only Bob can solve. 5 BTC, so this is added as an output. This is what I understand happens now, please correct me if something is wrong: Alice opens a channel on a popular HUB (pays on-chain TX fee) Bob opens a channel on the same HUB (pays on-chain TX fee). · Also, instead of sending them, you actually just change the locks. 007 BTC to Charlie. · Alice, having being brought up in a sharing family, decides to send Bob 2 bitcoins. Alice wants so send bob two bitcoins

Alice pays Bob 3 btc and Carol 1 btc. · Alice and Bob exchange a set of addresses, keys, zero-knowledge proofs and signatures. Alice doesn’t know Bob, but she does know his public key. Most Bitcoin transactions only require simple scripts, but more complex scripts can be implemented. 5 BTC, anonymously. She’d send him her private “key,” a private Alice wants to use her Bitcoin to buy pizza from Bob. . · The bitcoin blockchain doesn’t care who owns the bitcoin or how it was acquired, but it does give us a mechanism to verify ownership without a trusted third party. Suppose Alice wants to send a certain number of bitcoins to Bob. · Bitcoin transactions are accomplished with the aid of public key cryptography. What she does is compose a new transaction message to be broadcast on the network for validation and inclusion in the blockchain by a miner. Alice then sends Bob a random number, from which Bob forms a new number by encrypting the first under the second number, and sends the new number back to Alice. The bitcoin network would then automatically create 0. This address Bitcoin can be transmitted to anyone by any means, either by mail. She wants to send Bitcoin to one of her contacts, Bob. As said Bob doesn't but you could invert the question. If Bob wants to send Alice some bitcoins in exchange for a product, then one of them has to make the first move, and trust that the other will follow through. Alice wants so send bob two bitcoins

Fake transaction - Alice owns all inputs and outputs, and is simply moving coins between her. 99 BTC, so this is added as an output. Now Bob “owns” them. Here’s how it works: Say Alice wants to transfer one bitcoin to Bob. 5 BTC to Bob and Alice has 0. If alice wants to pay Bob, how does she know about the R3 - Bob channel? Essentially, Alice’s wallet breaks her funds into two payments: one to Bob, and one back to herself. Both Bob and Alice agree that on Janu, both the bitcoin and cash will be deposited to the accounts linked with the smart contract. For Bob to spend this output, he needs to use it as an input in another Bitcoin transaction. Steve accepts the offer, and goes to Alice with an offering of 1 BTC in exchange for the secret value. The transaction is processed, and once it is verified that Alice has enough BTC to pay Bob, it is complete. Alice sends a payment of 0. Now it gets interesting: Alice’s pubkey script executes “OP_EQUALVERIFY”. Step 6 for the transaction to be processed by the network in a timely fashion, Alice’s wallet application will add a small fee. Alice fills in a form on a web app, specifying: (1) the amount she wants to transfer; (2) Bob’s Bitcoin address; and (3) the fee she is willing to pay for the transaction. · Imagine Alice possesses the private key for a 0. – Eventually, honest node will be picked, who will include Bob’s transaction in proposed block. ELSE. It is a proposed implementation of Hashed Timelock Contracts (HTLCs) with bi-directional payment channels (a payment channel where payments can flow both directions, from Alice to Bob and back to Alice) which allows payments to be securely routed across multiple peer-to-peer payment channels. Alice wants so send bob two bitcoins

Alice’s pubkey script then pushes the pubkey hash that Bob gave her for the first transaction. So the input of this transaction will be the output index 0 of the first transaction. 5 BTC as change for the bitcoin Alice sent and send it to the third address. Double-Spend Attack: – Alice purchases service from Bob and pays in coins. This is what allows individuals to transact in a trust-minimized way. Transaction Fees: Let's say Bob is a merchant, and Alice wants to pay him money for a very expensive service, say ,000. 5 BTC +. At this stage, Alice and Bob both have a Portfolio and therefore each a set of key private/public and a bitcoin address. Pay x to 2-of-3 of Alice, Bob, Judy (MULTISIG) SIGNED(ALICE) Alice Bob To: Alice From: Bob Pay x to Bob SIGNED(ALICE, BOB) (normal case) Pay x to Alice SIGNED(ALICE, JUDY) (disputed case) Judy. · then Alice wants to send some money to Bob. 5 bitcoins in change from the bitcoin that Alice sent, and send it to the third address in Alice’s control. So it's going to send the ciphertext and y to Alice instead, so if Alice learns X she can decrypt Q and get epsilon star. The puzzle becomes an output of her Bitcoin transaction. Vaults and locks are free and easy to make, so if Alice only wants to send some of the coins (and keep the rest), she can create a new vault with her lock and put the change in it. 43684. Alice can use a binary Merkle tree to commit to a list of elements S = (T 1;:::;T n) so that later she can prove to Bob that Si = T i using an inclusion proof containing at most dlog 2 nehash values. Given the information exchanged in step 1, Bob can refund his bitcoin if he waits until time t_1 by using Tx_cancel and Tx_refund. Alice wants so send bob two bitcoins

· However, Mallory does guess that Bob is the intended receiver—so he knows the preimage. · For example, if Alice has a bitcoin address with one bitcoin in it, and she only wants to send Bob half a bitcoin, then she would have to send Bob that entire bitcoin. When Alice opens Bob’s lockbox, her key for the lock is revealed on the beta coin blockchain. ” After Alice signs the transaction message with her. 3 BTC ab358C ab3582933. How does Alice claim these transactions as hers? · Alice’s change payment is created by Alice’s wallet in the very same transaction as the payment to Bob ; Adding the transaction fees. Breez streams audio for Lightning payments: Breez wallet has integrated an audio player which, combined with keysend, allows users to listen to podcasts while streaming payments to the publisher and sending one-off tip payments. · Imagine that Alice, who controls an address containing one unspent output worth 10 bitcoin (BTC), wants to pay Bob 10 bitcoin. On January 1st, the contract looks to see if both people fulfilled their obligations. · And when Alice wants to send those Bitcoins to Bob, she just unlocks her lock and puts the Bitcoins in a vault with Bob’s lock on it. She refers explicitly to the transaction 1 where these coins comes from. This says “I, Alice, will send Bob 5 BTC (with a transaction fee), whoever mines my transaction can get this fee”. Bitcoin Teleportation Alice wants to pay Bob 0. . Let’s say Alice wants to send Bitcoin(s) to Bob. Alice wants so send bob two bitcoins

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