What is Blockchain and What is mining

If you have heard of Bitcoin or any of the other cryptocurrencies, then you have probably heard the word blockchain or the term “blockchain technology”. But what is it? How does it apply to digital currencies? Does it have other uses? How does it work? Please, let me explain!

The biggest global business problem is trust. When two parties want to do business, the top question is, can one trust the other? As a result of this trust issue every country has institutions and laws which govern how business is done. Banking and financial regulation laws; consumer rights and consumer courts; contract law and arbitration; all these things exist to generate trust and to punish those who break that trust.

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When thinking about money specifically, financial institutions, like banks, are the guardians of trust. Without trust, or at least the perception of trust, no financial systems can exist. What cryptocurrencies have done is remove the need for a bank, or a financial institution, or a government to provide that trust. They do this with blockchains.

Now before I go on, I just want to mention that when I talk about trust, I am talking about the trust needed at a transaction level. If person X is paid by person Y, will that transaction actually occur? Will it be recorded somewhere? Is there an institution who will oversee that transaction?

I am not talking about the value of money or the value of stocks and shares, or the value of property. The value of something is also partly due to trust, but it’s a different side of trust: trust in the stability of a company, trust in the growth of an economy, trust in the prosperity of a region, and so on.

What is a blockchain?

First things first, what is a blockchain?

A blockchain is a big long list of records that is publicly available for anyone to browse, verify and, to an extent, add to. These records, known as blocks, hold details of transactions and the blockchain grows when new blocks are added to it. To make sure that the blockchain is valid, each block has a special and unique number, called a hash, and the next block in the chain has the hash of the previous block embedded into it. This means that one block is inextricably linked to another: thus forms the chain. A break in the chain is easy to spot and any attempts to fraudulently manipulate the chain are impossible, as it would require the whole chain to be rebuilt from zero.

A blockchain is a big long list of records that is publicly available for anyone to browse, verify and (to some extent) add to.
What is a hash?

A hash is basically a way of reducing a large amount of data into a more manageable chunk for reference, sorting, and comparison. Hashes come in two flavors, unique hashes and non-unique hashes. Take, for example, these two chunks of data, which are actually sentences, but they could be any data:

“Above all else, guard your heart, for everything you do flows from it.”
“Speak up for those who cannot speak for themselves, for the rights of all who are destitute.”
A non-unique hash could be the length of data, 70 for the first and 92 for the second. A quick way to compare to see if the data is the same is to compare this non-unique hash. Is 70 equal to 92? No. Therefore the strings are not the same. Or another non-unique hash could be the first letter, ‘A’ and ‘S’. Are they the same? No. Therefore the strings are different. Non-unique hashes have lots of uses in software engineering, however because they aren’t guaranteed to be unique then there are lots of occasions when you get a hash clash, where the hash you have generated is the same for both strings.

Hashes come in two flavors, unique hashes and non-unique hashes.

For example, this sentence, “Accept that some data will have the same length but will not be equal.” has a length of 70 and also begins with ‘A’. So it generates the same non-unique hashes as the first hash above. Using a unique hash system will avoid this by generating a unique value for any data. Even the slightest change will generate a different hash.

The most commonly used hashes of this type are from the Secure Hash Algorithms family. Until recently SHA-1 (the first hash in that family) was the favorite, however now SHA-256, a variant of SHA-2, is the flavor of the month.

Here are the SHA-256 hashes for our two example sentences:

732ad8cdeb3ae98c2b0fde562ea8bec7575598124d23c7210fc18d6160ddcf11
d6528063a9ff5e594f80d3fe5ea05f836c6fcc7bc417cb0819a5cf03e339635c
The first thing to notice is that they are both the same length. This is a key characteristic of the SHA family of hashes. No matter what size of data you put in, the length of the hash will always be the same. The second thing to know is that the hash is always the same for the same data. So every time our first sentence is hashed, the same hash will result. The third thing to notice is just how different the two hashes are, they don’t look even remotely alike. This uniqueness also applies to even the smallest of changes.

If we altered our first sentence so that the word “heart” started with a capital ‘H’ then the SHA-256 becomes:

876e261f40b13f1e5a1b8e45db976a54db628d61f14a1f66697996049c48e587
The new result is clearly very different to the first one. Even small changes cause the hash to be completely unrecognizable to something similar at the source.

Unique hashes are always the same length and a hash is always the same for the same data.
The role of hashes in a blockchain

The way a blockchain maintains its integrity is that a unique hash is generated for each block. That hash is then embedded in the next block. This means the hash for block 101 is part of the data used to generate the hash for block 102, the hash for block 102 is part of the data used to generate the hash for block 103, and so on. If block 101 is changed then its hash will change which will also mean that the hash for 102 will change. This causes a chain reaction and every block becomes invalid.

This all sounds good, but the problem is that calculating a hash doesn’t take long. On a single core Raspberry Pi Zero, it takes less than 0.02 seconds. Even a small computer can calculate thousands of hashes in 1 second. This means it wouldn’t be very hard to recalculate all the hashes in a blockchain in just a few seconds, even if the blockchain was tens of thousands of blocks in length.

So to get around this the hash of a block needs to be hard to calculate. That way the effort needed to recalculate all the hashes would be impossible. To do that the hashes in a blockchain need to be special. The simplest way to make them special is to insist that the hashes start in a certain way, for example with some leading zeros.

The problem with requiring a special hash is that the hash generated for any fixed piece of data is always the same. You can run that hash function a million times and you will always get the same hash. So how is it possible to generate a hash with leading zeros? The answer is to change the data! Built into each block is a special field called a nonce. A nonce is a small counter that is altered on each iteration in an attempt to generate a hash with leading zeros.

For example, if you added a nonce of 62 to our test string like this, “Above all else, guard your heart, for everything you do flows from it.62” we get the hash: de55b08984e800bbe28fb903cc142c650d137455b1e98e9924ff1a1851e44f26.

Did you notice the “62” at the end of the sentence?

If we make the nonce 63 instead, “Above all else, guard your heart, for everything you do flows from it.63” we get 00501a8b6e96e47ee1f76a2735fa19775224981317f39c24835d06b9e5f77422, a hash with two leading zeros.

Even with two leading zeros, the Pi only took 0.2 seconds to find the hash. What about with three leading zeros? That needs a 1811 at the end, but still only took 0.3 seconds to find. Four leading zeros takes around 3.2 seconds, and five leading zeros needs about 12 seconds. All of these calculations are based on a very affordable Raspberry Pi, so to make sure this is secure we are clearly going to need more zeros!

Calculating a hash with just six leading zeros takes my humb” height=”481″ />