For those of you still confused, this is a visual representation.
The red sloped area represents the area under the curve, or integral, of the equation y=1/x from 1 to infinity.
The purple bars represent the integral of the "floor" version of the same function in the same bounds. Each bar has a width of 1 and a height of 1/floor(x), meaning that if its width is between 1 and 2, its height is 1/1=1, and if it's between 2 and 3, its height is 1/2, and so on, from 1 all the way to infinity.
γ (the lower-case form of the Greek letter Gamma) represents the "Euler-Mascheroni constant" mentioned in the original comment, and it's equal to the area of the purple bars minus the integral of the red slope. Once again, it's not possible to get an exact value of it, but it's possible to estimate it as being equal to approximately 0.577.
If you want to see it for yourself in terms of the equation in OP's meme, take a look at this graph at https://www.desmos.com/calculator/hkipf0g4rd
Zoom out super far, then drag your mouse/finger across the line towards the right. You'll see that the y-value will get increasingly close to 0.577.