Someone please explain this to me. How is this possible?

@SHEAYI Easy, 4 corners with 2 each being counted twice deceives u to think they are 20 yet it's 16...to maintain balance, he adds more in the middle n subtracts from the corners... But the time he is done u have actual 20 with cnrs being counted twice coz the corners have 1 each.

I still don’t get it 😩

@SHEAYI Please... today is not the day I will run mad ohh.

😂😂😂

@SHEAYI 2 sets in 4 places Vs 2 sets in 8 places Q.E.D

Bro it's not magic, it's basic Nigerian budgeting; The 4 in the center are fixed salary, the corners are the side hustles getting counted TWICE (by two different 'rows'), and when he moves one almond it's just relocating that extra income from overlap to single count territory. End result? Still exactly 20 almonds the whole time no juju, no extra nuts appearing, just your brain paying double tax on the corners. Count the total pile before and after, not the 'lines' same 20 every single move. The illusion is strong, but math is stronger! "

@SHEAYI He's just confusing people, he is counting the numbers on the sides, then shifts one almond. He makes us counts on the sides, so we are adding all cells on each sides, that's not maths. Count the total number of almonds b4 and after each shifts, they are the same in number

@SHEAYI The column fix explains it all

@SHEAYI There's no any mystery here, they are 20 pieces in numbers, and after all the movement, they still remain 20 pieces

@SHEAYI Basic replacement method and it won't work if no line overlap

@SHEAYI At first, 2 were at the edges, which made those two count for both vertical and horizontal axis

@SHEAYI Placement is the key

@SHEAYI Total almond is 24. The trick is you counted 4 almonds twice. when you count each row, make sure you don't count any almond again from that particular row that you already counted.

@SHEAYI A 2 on the Corner serves 2 adjacent sides . If you move the 2 from the corner to a side, it only serves a side now and the other adjacent side will need 1 piece to balance.

@SHEAYI I think I understand it. It's the positioning of each seed that makes the difference in counting, not the total number of the seeds

@SHEAYI @Happy_0x If you did sets in math you will understand what is happening. He is simply eliminating intersections

@SHEAYI I got it,the 2 on the right is been counted twice, on both sides,first count all the seeds and you will see it remains the same.

@SHEAYI Fucking simple

@SHEAYI It’s eaay to explain, not a rocket science at all. It’s just about creating balance in the rows.

@SHEAYI You are an idiot, if this is a puzzle to you, and you can’t explain what’s happening here, you have a rock for a brain, go be a statue.

@SHEAYI This is easy now. Initially those four corners which carried two each were shared by two rows

@SHEAYI Nothing to explain there

@SHEAYI I'll be waiting too.

@SHEAYI How can people be so bad at math???

@SHEAYI Possible

@SHEAYI Ode oDe.....2 each at the 4 edges! I see what you did badt guy!!

@SHEAYI As he is moving the camera closer a lady removes one b4 he takes the camera back to the initial position

@SHEAYI both the mumu wey say "watch this" and all them there saying wow...all of them na dusa....

@SHEAYI 😂 abeg not possible

@SHEAYI I'm not getting it, I no wan begin reason this one, plenty things dey my head now

@SHEAYI @grok how can I get the original video use for this demonstration

@SHEAYI Complementary logic

@SHEAYI There's nothing genius here nau😂. This is pure quantitative. The 4 seeds in the middle box, if you add one to any of the sides box then take one seed from any twos in that same role and add it to one seed in another next role. Repeat.

@SHEAYI Simply, fill the inside/middle edges with 2 almond seeds and leave only one at each vertices. That’s the trick/summary of the game.