What is preventing me from simply constructing a hash that's lower than the current target? The 2019 Stack Overflow Developer Survey Results Are InWhat values are hashed in the SHA-256 algorithm, and what would be the next iteration until a possible header is found?Why change the nonce instead of just rehashing?How is a block header hash compared to the target (bits)?How does mining process takes Approximately 10 minutes?Why check for multiple nonces despite finding a golden nonce?if a Bitcoin mining nounce is just 32 bits long how come is it increasingly difficult to find the winning hash?With the current hashrate, how does it still take 10min to solve a bitcoin block?Why the nonce is difficult to find in Bitcoin?Calculating the target from the hash leading off bitsWhat is the exact input for the hash function?
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What is preventing me from simply constructing a hash that's lower than the current target?
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What is preventing me from simply constructing a hash that's lower than the current target?
The 2019 Stack Overflow Developer Survey Results Are InWhat values are hashed in the SHA-256 algorithm, and what would be the next iteration until a possible header is found?Why change the nonce instead of just rehashing?How is a block header hash compared to the target (bits)?How does mining process takes Approximately 10 minutes?Why check for multiple nonces despite finding a golden nonce?if a Bitcoin mining nounce is just 32 bits long how come is it increasingly difficult to find the winning hash?With the current hashrate, how does it still take 10min to solve a bitcoin block?Why the nonce is difficult to find in Bitcoin?Calculating the target from the hash leading off bitsWhat is the exact input for the hash function?
I just started learning about Bitcoin, and something I can figure out is why miners have to use a random process (hashing a nonce) to get lower than the target. For example, if the target is
00000000000001ae00000000000000
why not just produce
000000000000000000000000000001
to become the winner? I have no practical experience mining, I'm guessing my ignorance lies in the requirements of how a hash is produced. If so, where can I find about those requirements? Thanks.
EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? Rather than in the sense of just constructing something that looks like a valid hash.
mining-theory hash
New contributor
add a comment |
I just started learning about Bitcoin, and something I can figure out is why miners have to use a random process (hashing a nonce) to get lower than the target. For example, if the target is
00000000000001ae00000000000000
why not just produce
000000000000000000000000000001
to become the winner? I have no practical experience mining, I'm guessing my ignorance lies in the requirements of how a hash is produced. If so, where can I find about those requirements? Thanks.
EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? Rather than in the sense of just constructing something that looks like a valid hash.
mining-theory hash
New contributor
add a comment |
I just started learning about Bitcoin, and something I can figure out is why miners have to use a random process (hashing a nonce) to get lower than the target. For example, if the target is
00000000000001ae00000000000000
why not just produce
000000000000000000000000000001
to become the winner? I have no practical experience mining, I'm guessing my ignorance lies in the requirements of how a hash is produced. If so, where can I find about those requirements? Thanks.
EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? Rather than in the sense of just constructing something that looks like a valid hash.
mining-theory hash
New contributor
I just started learning about Bitcoin, and something I can figure out is why miners have to use a random process (hashing a nonce) to get lower than the target. For example, if the target is
00000000000001ae00000000000000
why not just produce
000000000000000000000000000001
to become the winner? I have no practical experience mining, I'm guessing my ignorance lies in the requirements of how a hash is produced. If so, where can I find about those requirements? Thanks.
EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? Rather than in the sense of just constructing something that looks like a valid hash.
mining-theory hash
mining-theory hash
New contributor
New contributor
edited 1 hour ago
Zduff
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asked 8 hours ago
ZduffZduff
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2 Answers
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EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? As opposed, to just constructing something that looks like a valid hash.
When determining whether or not a block is valid, each and every bitcoin node on the network will take the header of that block, and run it through a hashing algorithm to see what the output is. If the output is lower than the target value, then the block is valid (assuming that the rest of the block is also valid, of course).
Notice something important: the hash value itself is not explicitly stored in the block. So you cannot just append some fabricated value that falls below the target value onto the block in lieu of a valid PoW. To create a valid block, you must construct it such that all other network nodes can independently verify it as being valid, and to do so, they use a hash function.
As Pieter mentioned, hash functions are unpredictable 'one-way' functions. The only way to find a valid output is by trying a huge number of possible inputs, and 'getting lucky', so to speak.
It's not quite that simple. The hash needs to be resistant to pre-image attacks.
– jpmc26
3 hours ago
@jpmc26 Any useful cryptographic hash function should be.
– immibis
41 mins ago
add a comment |
Hash functions are unpredictable.
You can't simply find an input to the hash function that produces such an output. The only way to accomplish that is by trying lots and lots of candidate blocks as input. If the target is 1000 times smaller, it requires 1000 times as many tries.
Deleted comment. Please see edit to question.
– Zduff
8 hours ago
add a comment |
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2 Answers
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2 Answers
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EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? As opposed, to just constructing something that looks like a valid hash.
When determining whether or not a block is valid, each and every bitcoin node on the network will take the header of that block, and run it through a hashing algorithm to see what the output is. If the output is lower than the target value, then the block is valid (assuming that the rest of the block is also valid, of course).
Notice something important: the hash value itself is not explicitly stored in the block. So you cannot just append some fabricated value that falls below the target value onto the block in lieu of a valid PoW. To create a valid block, you must construct it such that all other network nodes can independently verify it as being valid, and to do so, they use a hash function.
As Pieter mentioned, hash functions are unpredictable 'one-way' functions. The only way to find a valid output is by trying a huge number of possible inputs, and 'getting lucky', so to speak.
It's not quite that simple. The hash needs to be resistant to pre-image attacks.
– jpmc26
3 hours ago
@jpmc26 Any useful cryptographic hash function should be.
– immibis
41 mins ago
add a comment |
EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? As opposed, to just constructing something that looks like a valid hash.
When determining whether or not a block is valid, each and every bitcoin node on the network will take the header of that block, and run it through a hashing algorithm to see what the output is. If the output is lower than the target value, then the block is valid (assuming that the rest of the block is also valid, of course).
Notice something important: the hash value itself is not explicitly stored in the block. So you cannot just append some fabricated value that falls below the target value onto the block in lieu of a valid PoW. To create a valid block, you must construct it such that all other network nodes can independently verify it as being valid, and to do so, they use a hash function.
As Pieter mentioned, hash functions are unpredictable 'one-way' functions. The only way to find a valid output is by trying a huge number of possible inputs, and 'getting lucky', so to speak.
It's not quite that simple. The hash needs to be resistant to pre-image attacks.
– jpmc26
3 hours ago
@jpmc26 Any useful cryptographic hash function should be.
– immibis
41 mins ago
add a comment |
EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? As opposed, to just constructing something that looks like a valid hash.
When determining whether or not a block is valid, each and every bitcoin node on the network will take the header of that block, and run it through a hashing algorithm to see what the output is. If the output is lower than the target value, then the block is valid (assuming that the rest of the block is also valid, of course).
Notice something important: the hash value itself is not explicitly stored in the block. So you cannot just append some fabricated value that falls below the target value onto the block in lieu of a valid PoW. To create a valid block, you must construct it such that all other network nodes can independently verify it as being valid, and to do so, they use a hash function.
As Pieter mentioned, hash functions are unpredictable 'one-way' functions. The only way to find a valid output is by trying a huge number of possible inputs, and 'getting lucky', so to speak.
EDIT: For clarity, I mean this in the sense of what part of the technology requires me to use a hash function? As opposed, to just constructing something that looks like a valid hash.
When determining whether or not a block is valid, each and every bitcoin node on the network will take the header of that block, and run it through a hashing algorithm to see what the output is. If the output is lower than the target value, then the block is valid (assuming that the rest of the block is also valid, of course).
Notice something important: the hash value itself is not explicitly stored in the block. So you cannot just append some fabricated value that falls below the target value onto the block in lieu of a valid PoW. To create a valid block, you must construct it such that all other network nodes can independently verify it as being valid, and to do so, they use a hash function.
As Pieter mentioned, hash functions are unpredictable 'one-way' functions. The only way to find a valid output is by trying a huge number of possible inputs, and 'getting lucky', so to speak.
answered 7 hours ago
chytrikchytrik
7,4022628
7,4022628
It's not quite that simple. The hash needs to be resistant to pre-image attacks.
– jpmc26
3 hours ago
@jpmc26 Any useful cryptographic hash function should be.
– immibis
41 mins ago
add a comment |
It's not quite that simple. The hash needs to be resistant to pre-image attacks.
– jpmc26
3 hours ago
@jpmc26 Any useful cryptographic hash function should be.
– immibis
41 mins ago
It's not quite that simple. The hash needs to be resistant to pre-image attacks.
– jpmc26
3 hours ago
It's not quite that simple. The hash needs to be resistant to pre-image attacks.
– jpmc26
3 hours ago
@jpmc26 Any useful cryptographic hash function should be.
– immibis
41 mins ago
@jpmc26 Any useful cryptographic hash function should be.
– immibis
41 mins ago
add a comment |
Hash functions are unpredictable.
You can't simply find an input to the hash function that produces such an output. The only way to accomplish that is by trying lots and lots of candidate blocks as input. If the target is 1000 times smaller, it requires 1000 times as many tries.
Deleted comment. Please see edit to question.
– Zduff
8 hours ago
add a comment |
Hash functions are unpredictable.
You can't simply find an input to the hash function that produces such an output. The only way to accomplish that is by trying lots and lots of candidate blocks as input. If the target is 1000 times smaller, it requires 1000 times as many tries.
Deleted comment. Please see edit to question.
– Zduff
8 hours ago
add a comment |
Hash functions are unpredictable.
You can't simply find an input to the hash function that produces such an output. The only way to accomplish that is by trying lots and lots of candidate blocks as input. If the target is 1000 times smaller, it requires 1000 times as many tries.
Hash functions are unpredictable.
You can't simply find an input to the hash function that produces such an output. The only way to accomplish that is by trying lots and lots of candidate blocks as input. If the target is 1000 times smaller, it requires 1000 times as many tries.
answered 8 hours ago
Pieter WuillePieter Wuille
48.2k3100162
48.2k3100162
Deleted comment. Please see edit to question.
– Zduff
8 hours ago
add a comment |
Deleted comment. Please see edit to question.
– Zduff
8 hours ago
Deleted comment. Please see edit to question.
– Zduff
8 hours ago
Deleted comment. Please see edit to question.
– Zduff
8 hours ago
add a comment |
Zduff is a new contributor. Be nice, and check out our Code of Conduct.
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