lo.logic – A question related to the conjectures of ABC and Goldbach

Consider the even number $ 128 = $ 2 ^ 7 that would satisfy the ABC-Conjecture requirements according to the two distinct examples below:

  • $ (1) $ $ 3 + 5 ^ 3 = $ 2 ^ 7
  • $ (2) $ $ 31 + 97 = $ 2 ^ 7

But in $ (1) $, $ rad (abc) <c $ in $ (2) $, $ rad (abc)> c $. (Note that $ 128 is an even number which is not a counterexample of Goldbach's conjecture, and there is always an infinite number of such non-counterexamples).

It seems then in general, if we only know that $ c $ is same and that it exists $ a $ and $ b $ such as $ (a, b, c) $ would form an ABC-Conjecture triplet, then it would be impossible so invalid to claim $ rad (abc) <c $, or $ rad (abc)> c $.

Would it be true?

Check which numbers meet the condition [A*B*C = A! + B! + C!]

#understand 
#understand 
using namespace std;
int s = 1; //Serial number.

Should I use recursion for factorial function?

int Factorial (int n)
{
int k = 1;
for (int i = 1; i <= n; ++ i)
{
k = k * i;
}
returns k;
}

How can I do this in one loop instead of the 3 while loops?

int main ()
{
int a = 1;
int b = 1;
int c = 1;
int Fact1;
int Fact2;
int Fact3;
while (a <11)
{
Fact1 = Factorial (a);
while (b <11)
{
Fact2 = Factorial (b);
as long as (c <11)
{
Fact3 = Factorial (c);
cost << s << ":";
int LHS = Fact1 + Fact2 + Fact3;
if (LHS == a * b * c)
{
cost << "Pass:" << "" << << << << << << << << c << endl;
}
other
{
cost << "Fail" / * << "" << Fact1 << "" << Fact2 << "" << Fact3 * / << endl;
}
c ++;
s ++;
}
c = 1;
b ++;
}
b = 1;
a ++;
}
returns 0;
}

Also, I would like some variable naming tips.

ABC is a triangle. AM, CE are the altitude of the triangle. FC = FG. FE = FH How can I prove that HMGA is a cyclic quadrilateral?

Figure: The required triangle and the given conditions

The cleanest way to take a[b[c]]has a[b][c]

As stated in the title, I'm looking for the fastest way to transform a[b[c]] in a[b][c]. I am sure that there must be a convenient way that I have neglected.

In my case a, b, and c can be any expression with any complicated internal structure that they like.

bitcoinabc – Import / Export Portfolio vi bitcoin-cli. Bitcoin abc node

I would like to move my bitcoin money wallet from one server to the other with the help of the cli.

Server 1: bitcoin abc: 0.17.2.
Server 2: bitcoin abc: 0.18.0

I did the following:

  1. ran the command: backupwwallet "myfile.dat" on server 1 successfully.
  2. copy the "myfile.dat" on the server 2.
  3. Enter the command: importwallet "myfile.dat".

The following error message is displayed when I try to import the wallet:

error code: -8
Error message:
Can not open the dump file of the wallet.

I've also tried replacing the stop node on server 2 and copy the wallet.dat file to the other server and then restarting the wallet on server 2.
I get the following error in the logs:

CDBEnv :: Open: LogDir = /home/cryptodaemon/ .bitcoincash / database ErrorFile = / home / cryptodaemon / .bitcoincash / db.log
2018-09-09 07:48:21 Failed to change the name of wallet.dat to wallet.dat.1536479301.bak.

How can I move the portfolio from one server to another?
Could someone give me some guidance in this regard?

The triangle ABC has a perimeter of 22cm. AB = 8 BC = 5cm By calculation, we take deduct if ABC is a triangle on the right

The triangle ABC has a perimeter of 22cm. AB = 8 BC = 5cm Deduce, by calculation, if ABC is a right triangle

What is the difference between Bitcoin Cash and Bitcoin Cash ABC? It's so confusing for noobs

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lo.logic – Is this $ abc $ conjecture true of natural numbers?

Here, the notation $ abc $ is identical to $ (abc) $ and is the name of a conjecture that is (so to speak) a reduction from the familiar $ abc $ conjecture. This $ abc $ the conjecture would be described below.

Let $ P $ be the set of prime numbers defined by the following:

  1. If there is an even number $ e $ more than two and is do not a sum of two prime numbers, then the prime number $ p $ which is the greatest number less than $ e $ is called a first$ & $ number. For example, if $ 10 $ were not a sum of two prime numbers then the first $ 7 $ would have to be a first$ & $ number.

  2. $ P = {p | text {$ p $ is a prime number but not a prime number & # 39; $ number} } $

    Naturally $ P $ is not empty since, for example, $ 2, 3, 5, 7 in $ $ P $.

the $ abc $ the conjecture is then defined as being the familiar $ abc $ conjecture, except that all the prime numbers concerned must necessarily be in $ P $.

Is $ abc $ true guess of natural numbers?

BCH ABC tap testnet?

I want a Testnet tap from the ABC chain (BCHABC) in bitcoin silver.
Since November 15, existing BCH faucets no longer work. Even the questions that arise here are not at the rendezvous https://github.com/Bitcoin-ABC/bitcoin-abc/issues?utf8=%E2%9C%93&q=faucet

Virus warning in Bitcoin [cash] ABC client?

I've tried to download Bitcoin Cash's ABC wallet from the Bitcoincash official website.

If I download zip on my computer and download it to the VirusTotal site, it says 11/62 positives.
If I go to the VirusTotal site and that I enter the zip URL to scan, it means that it is clean.
The sum SHA-256 is also different.

Is this normal?
Maybe someone else can test? : /

https://download.bitcoinabc.org/0.17.2/win/bitcoin-abc-0.17.2-win64.zip

edit: the SHA256 is identical, I originally thought that it was different, maybe I compared too much at once, the main problem (warnings) remains.

clean, of url
not clean, from the downloaded zip