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Author Topic: what makes one share more difficult than another?  (Read 367 times)
Eli0t (OP)
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May 07, 2013, 06:14:41 PM
 #1

so when mining, what makes one share more difficult than another?

for some reason i thought it was the number of 0s but now im not so sure

LTC:  LKpJf3uk7KsHU73kxq8iFJrP1AAKN7Yni7  DGC:  DKXGvEbj3Rwgrm2QQbRyNPDDZDYoq4Y44d  XPM:  AWV5AKfLFyoBaMjg9C77rGUBhuFxz5DGGL
DannyHamilton
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May 07, 2013, 08:39:02 PM
 #2

It's not shares the are more difficult, it's blocks.

Blocks are made more difficult by reducing the target value for the hash.

Miners repeatedly calculate a SHA-256 hash of the block header (modifying a piece of data in the header each time so the resulting hash will have a different value) until the value of the resulting hash is less than a target value.  Increasing the number of leading zeros increases the difficulty by resulting in a lower target value.

As an analogy using base 10 numbers:

000543 is less than 473543, so when choosing a random number between 0 and 999999, it you are more likely (it is easier) to pick a number less than 473543 than to pick one less than 000543.
Eli0t (OP)
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May 08, 2013, 01:46:33 AM
 #3

interesting thanks

LTC:  LKpJf3uk7KsHU73kxq8iFJrP1AAKN7Yni7  DGC:  DKXGvEbj3Rwgrm2QQbRyNPDDZDYoq4Y44d  XPM:  AWV5AKfLFyoBaMjg9C77rGUBhuFxz5DGGL
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