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Selling Verified Paypal Bet365 Skrill Neteller

Hi i am selling Full Verified Bet365 Accounts with Paypal or skrill Neteller… With all Details and Documents… Also provide all kind of support
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Link submit its ok and no link verified ?

hello,
I’m submitting links but I can’t get the links I want, can you help me?

blockchain – verified transaction in a block is verfied by one node?

As per my comment, I will anyhow try to provide a short, general answer:
@Preet has already given good info.
So the bitcoin network consists of miners (which also run a full node), and thousands of full nodes not running mining software. The miners have one and only one task, to make sure valid transactions are assembled into a new block. When the block is then sent to the network, each full node verifies this block, to be sure the miner was not misbehaving (provided a faulty tx).

The full node would verify the block and each tx inside, based on these rules. You may also read about protocol rules in this webpage. This second set of checks by full nodes is required, for consistency. Two main reasons come to my mind: as a merchant, I want to know, that there is only valid tx in the blockchain, and if a miner sends wrong blocks, it’s IP address will be added to the list of misbehaving hosts, and eventually be banned (no more tx sent to this host). If a misbehaving miner doesn’t receive tx, he is out of business, loosing all his invest into mining hardware.

This is one of the most important things to understand in bitcoin concept: it is more beneficial to play the game, as trying to play against the system.

functions – Why the solution I obtain by Solve is not verified in the original equation?

I have this equation
$$x^2 left(sqrt{1-y^2} sin (x)-sin (4 x)right)+2 x y=0$$
I want to solve this equation and find $y$ in terms of $x$. I use Solve

Solve( (Sqrt(1 - y^2) Sin(x) - Sin(4 x)) x^2 + 2 x  y == 0, y)

and I obtain two solutions

y -> (-Sqrt(2) Sqrt(
   8 x^2 Sin(x)^2 - x^4 Cos(2 x) Sin(x)^2 + x^4 Cos(8 x) Sin(x)^2) + 
  4 x Sin(4 x))/(2 (4 + x^2 Sin(x)^2))

and

y -> (Sqrt(2) Sqrt(
   8 x^2 Sin(x)^2 - x^4 Cos(2 x) Sin(x)^2 + x^4 Cos(8 x) Sin(x)^2) + 
  4 x Sin(4 x))/(2 (4 + x^2 Sin(x)^2))

Then, when I substitute these solutions in the original equation, they are not verified. Can please someone guide where I am doing wrong?