Bashno

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Bashno
bashno@nostrcheck.me
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Btc, history, art Designer 🧡 Bitcoiner You can see everything in the account because it is valid for all times .. Enjoy Zap if you can appreciate this content, so it doesn't disappear and vanish. 🧡

Notes (20)

The true definition of a terrorist is someone who kills innocent people. Israel embodies both the word and the meaning.
2025-12-07 00:41:47 from 1 relay(s) View Thread →
The traitors are still falling. Yasser Abu Shabab and his aide have been eliminated in Rafah. This is the exposing war.
2025-12-05 09:14:17 from 1 relay(s) View Thread →
The one nicknamed the Bitcoin Queen is stupid.
2025-11-14 15:39:43 from 1 relay(s) View Thread →
Globally, the world before October 7, 2023, is not the same as after it, on every level and in every direction. We are living through a transitional period on this planet... the times ahead are dark.
2025-11-10 22:33:02 from 1 relay(s) View Thread →
Buying 10 units of Bitcoin in 2010 cost only $3.48. An old screenshot of a webpage that once allowed purchasing Bitcoin via PayPal showed that 10 Bitcoins were sold for just $3.48 USD. The same amount of Bitcoin from 2010, once worth $3.48, is now valued at over $1,022,500 USD. This indicates that an investor who made such a small purchase more than a decade ago could have turned it into a fortune worth over a million dollars assuming they still held onto it. Source: Bitcoin Magazine image
2025-11-10 05:58:42 from 1 relay(s) View Thread →
Whether we like it or not, #Nostr brings together thinkers from all fields, and the golden rule is no social censorship and genuine freedom ,no restrictions.
2025-11-05 22:32:50 from 1 relay(s) View Thread →
Zahran Mamdani in his victory speech: Thank you to the Yemeni shopkeepers, the Mexican grandmothers, and the aunts from Ethiopia… New York is your city, and its democracy is your democracy too.
2025-11-05 17:28:21 from 1 relay(s) View Thread →
The enemy will not leave him alone, but what’s new is that the enemy is no longer alone. The era of narrative monopoly is over and will never return. Every action has a reaction and the reaction, after eight decades of silence, is coming with a force that will deafen ears. Mamdani did not win solely because of his stance in support of Palestine, but he would not have won without it.
2025-11-05 17:26:03 from 1 relay(s) View Thread →
Zahran Mamdani, the summit suits you
2025-11-05 17:08:14 from 1 relay(s) View Thread →
Bitcoin will never die
2025-11-04 03:53:07 from 1 relay(s) View Thread →
Hahaha A trader will never win, Glory to the stackers. image
2025-10-31 12:50:58 from 1 relay(s) View Thread →
The Middle East will not find peace until Israel ceases to exist
2025-10-31 10:26:12 from 1 relay(s) View Thread →
Humanity is indivisible
2025-10-31 10:25:30 from 1 relay(s) View Thread →
250,000 people have died of hunger in El Fasher, Sudan, over the past two years.
2025-10-31 10:24:12 from 1 relay(s) View Thread →
Who are the Rapid Support Forces and what are they doing in Sudan?? They are: A tribal militia in composition, funded by the UAE, under international Zionist protection, supported by thousands of mercenaries from neighboring countries and Latin America. They are working to change Sudan’s demographics through genocide and ethnic cleansing, occupying citizens’ homes, and the systematic destruction of state institutions.
2025-10-31 08:16:15 from 1 relay(s) View Thread →
And whoever doesn't love Gaza and hasn't fallen in love with the steadfastness and bravery of its people, yes, it was an incomplete victory because of the massacre, but al Qassam rubbed the Zionists' noses in the mud.
2025-10-30 22:44:32 from 1 relay(s) View Thread →
Humanity a fierce fire against tyranny
2025-10-30 15:33:45 from 1 relay(s) View Thread →
Written by the creative Dr. Alaa Al-Luqta #sudan image
2025-10-30 15:30:33 from 1 relay(s) View Thread →
You probably know this story everyone studied it at some point, either in physics or mathematics. One of the most amusing stories that illustrates the difference between exponential growth and linear growth is the story about the origin of the game of chess. When the game was first invented by Sissa ibn Dahir, he presented it to one of the ancient Persian kings. The king was overjoyed and decided to reward the inventor generously. As we know, a chessboard has 64 squares 8 across and 8 down. Sissa asked for a reward that seemed extremely modest and simple: a quantity of rice to be determined by the chessboard as follows: On square number 1 place one grain of rice. On square number 2 double that, two grains. On square number 3 four grains. On square number 4 eight grains. And so on, with each square containing double the number of grains as the previous one, until reaching square number 64. Before we continue, let’s take a quick look at what linear growth would look like. In that case, square 1 would have 1 grain, square 2 would have 2 grains, square 3 would have 3, square 4 would have 4, and so on up to 64 grains on the 64th square. If you add all those numbers (64 + 63 + 62 … + 3 + 2 + 1), the total would be around 1,000 grains of rice. And since one kilogram of rice contains about 10,000 grains, that’s just a small bag of rice. But in Sissa’s case, with one grain on the first square, two on the second, four on the third, and so on by the 8th square, the total would already reach 128 grains. By the 11th square, it would exceed 1,000 grains. By the end of the second row, there would be a square that alone would need an entire bag of rice and the next square would need two! By the third row, there would be a square requiring an amount of rice the size of a small house. By the fifth row, one square alone would need enough rice to fill a football stadium. And finally, the 64th square would require billions of billions of grains to be exact, 2⁶⁴, which equals 18,446,744,073,709,551,615 grains of rice! That’s more rice than exists on the entire planet Sissa effectively asked for all the rice produced on Earth for over two thousand years. This is what’s known as exponential growth. And if you compare the number of grains in the linear case to the exponential case, you’ll see that exponential growth increases at an absolutely mind boggling rate. image
2025-10-30 09:09:28 from 1 relay(s) View Thread →