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Actually, more often than you might think. Mining blocks is a Poisson process, and so the probability of finding a block within the next x seconds can be given by the equation: From real data, it's what I get.1-e(-x/600) I you set x to be 2 minutes (120 seconds), then you'll find that 18.1% of blocks, almost one fifth, are found within 2 minutes of the last block. To drop below the "1% of blocks" range, you have to lower your time limit to only 6 seconds.
Details All time Code: Summary for variables: blocktime_diff 2020 Code: Summary for variables: blocktime_diff 2021 Code: blocktime_cat | N mean sd p50 p25 p75 min max Best secure tx method with full wallet control is Grin s tx style ,even prevents rookie users to send wrong adress. https://medium.com/@brandonarvanaghi/grin-transactions-explained-step-by-step-fdceb905a853 As you know, each Bitcoin transaction usually takes a few seconds, and confirmation of the same transaction starts ten minutes after that. During this time, interaction is permitted and may also be reversible. Deceptive users try to cheat. If you can't wait for approval, request a small transaction fee or use the Unsafe Interactions Detection System, which can enhance security. For higher amounts, e.g. US$1,000, it makes sense to wait for 6 confirmations or more. Any confirmation can reduce the risk of reverse transactions exponentially. Do you mean zero-confirmation transactions when you say 'instant' transactions? They are indeed unsafe and can be manipulated, but I think they're also the future of true global adoption (we just need to set a reasonable max limit for a transaction like this, and prosecute the cheaters when possible). That's because you don't need to wait, and you don't have to pay crazy fees, and these two are essential if we're dreaming of a future where you can pay with BTC at a supermarket. That being said, I've never seen anyone accept such transactions so far (at least one confirmation is a requirement for local exchanges I use, for instance). -snip- Your numbers are wrong and also irrelevant.It doesn't matter who controls what hash power, as long as the total hash power is roughly the same as it was at the last difficulty retarget and so the average block time is still close to 600 seconds. If this is not the case, then you can adjust the numbers in the equation I gave above. We are considering the entire network here, not individual miners. As I stated above, bitcoin mining is a Poisson process. You can read about this here: https://en.wikipedia.org/wiki/Poisson_point_process You can model the distribution using the equation (as given on the linked page above): P{N = n} = Λn * e-Λ / n! If you take n to equal 0 (i.e. you won't find a block), and take lambda (Λ) to equal the number of blocks you would expect to find in a given time frame, then you can simplify that equation to P = Λ0 * e-Λ / 0! P = 1 * e-Λ / 1 P = e-Λ Therefore, the probability of not finding a block when you would expect to find Λ blocks is equal to e-Λ. For example, the probability of not finding a block in 10 minutes, when you would ordinarily expect to find 1 block in 10 minutes, is e-1 = 36.8% Given the equation P = e-Λ, then we can take the inverse to find the probability of finding a block: 1-P = 1-e-Λ. So the probability of finding a block in 10 minutes is 1-e-1 = 63.2%. So, as I said above, the probability of finding a block in 2 minutes is therefore 1-e-0.2 = 18.1%.
Programmers and excutives of this currency haven't made stricter securities as a matter of fact . you could only safely purchase these coins but that doesn't guarantee them being 100% secured for now
Some times, in a same 14D period, two blocks can be found within seconds or a few minutes shorter than 10 mins. However, it does not happen too often. Actually, more often than you might think. Mining blocks is a Poisson process, and so the probability of finding a block within the next x seconds can be given by the equation:1-e(-x/600) I you set x to be 2 minutes (120 seconds), then you'll find that 18.1% of blocks, almost one fifth, are found within 2 minutes of the last block. To drop below the "1% of blocks" range, you have to lower your time limit to only 6 seconds. um no.. you really are going wrong alot this month what it is, is this imagine there are 20 pools one with 15exa nine with 5exa each ten with 3 exa each totalling 90exa the big pool(15exa) can go through the entire nonce sequence in 50 minutes the nine pools(5exa) each go through the nonce range in 150minutes each the ten pools(3exa) each go through the nonce range in 500minutes each the odds of big pool getting a block in 10 minutes is ~20% the odds of one of the nine (5xa) is ~6.6% the odds of one of the ten(3exa) is 4% and it plays out like this (using excel and rand function) block 1 pool 15exa 37 (rand*50) pool 5exa 147 (rand*150) pool 5exa 84 (rand*150) pool 5exa 127 (rand*150) pool 5exa 13 (rand*150) pool 5exa 49 (rand*150) pool 5exa 31 (rand*150) pool 5exa 113 (rand*150) pool 5exa 61 (rand*150) pool 5exa 93 (rand*150) pool 3exa 95 (rand*250) pool 3exa 28 (rand*250) pool 3exa 123 (rand*250) pool 3exa 21 (rand*250) pool 3exa 164 (rand*250) pool 3exa 224 (rand*250) pool 3exa 51 (rand*250) pool 3exa 82 (rand*250) pool 3exa 63 (rand*250) pool 3exa 211 (rand*250) block 2 pool 15exa 6 pool 5exa 52 pool 5exa 111 pool 5exa 109 pool 5exa 74 pool 5exa 59 pool 5exa 38 pool 5exa 22 pool 5exa 54 pool 5exa 128 pool 3exa 130 pool 3exa 172 pool 3exa 11 pool 3exa 64 pool 3exa 36 pool 3exa 140 pool 3exa 152 pool 3exa 225 pool 3exa 156 pool 3exa 50 and if you run it enough times you see that its no where even close to 18% of pools getting a block nearly at the same time. what you do work out is the 'fastest first' of each block if you add it all up and average it over 2016 times is that the average works out as a block ~ every 10 minutes. where by the big pool(15exa) gets more blocks on average than the other pools Some times, in a same 14D period, two blocks can be found within seconds or a few minutes shorter than 10 mins. However, it does not happen too often. Actually, more often than you might think. Mining blocks is a Poisson process, and so the probability of finding a block within the next x seconds can be given by the equation:1-e(-x/600) I you set x to be 2 minutes (120 seconds), then you'll find that 18.1% of blocks, almost one fifth, are found within 2 minutes of the last block. To drop below the "1% of blocks" range, you have to lower your time limit to only 6 seconds. As you know, each Bitcoin transaction usually takes a few seconds, and confirmation of the same transaction starts ten minutes after that. During this time, interaction is permitted and may also be reversible. Deceptive users try to cheat. If you can't wait for approval, request a small transaction fee or use the Unsafe Interactions Detection System, which can enhance security. For higher amounts, e.g. US$1,000, it makes sense to wait for 6 confirmations or more. Any confirmation can reduce the risk of reverse transactions exponentially. Double spend attacks are no longer easy to carry out, and most sites already can detect the moment the spender tries to doublespend the coins. Even with RBF flagged sites will invalidate the original transactin. I think these days even 1 confirmation is enough but most sites require just 3, I haven't seen 6 confirmations in a very long time now:) Jump to:
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