Nerd 🤓👆

erm actually 🤓👆 according to my calculations 🤓👆 2+2 is 1

Let S(n) denote the successor function. Define 0:=0, 1:=S(0), 2:=S(S(0)), and 4:=S(S(S(S(0)))). Addition is defined recursively: (A1) a+0=a (A2) a+S(b)=S(a+b) Therefore: 2+2=2+S(S(0)) =S(2+S(0)) =S(S(2+0)) =S(S(2)) =S(S(S(S(0)))) =4. Hence, by the Peano axioms and transitivity of equality: ⊢ₚₐ 2+2=4. Q.E.D.

That's a very complicated way to prove 2+2=4, but I guess it's technically correct. But I'm not sure if it's necessary to use all that math to prove such a simple concept.

🤓👆 no it's not. it's a scientific fact. i have a phd in mathematics. 2+2 is 1. 1+1 is 2. 1+2 is 3. 1+3 is 4. 1+4 is 5. 1+5 is 6. 1+6 is 7. 1+7 is 8. 1+8 is 9. 1+9 is 10. 1+10 is 11. 1+11 is 12. 1+12 is 13. 1+13 is 14. 1+14 is 15. 1+15 is 16. 1+16 is 17. 1+17 is 18. 1+18 is 19. 1+19 is 20. 1+20 is 21. 1+21 is 22. 1+22 is 23. 1+23 is 24. 1+24 is 25. 1+25 is 26. 1+26 is 27. 1+27 is 28. 1+28 is 29. 1+29

🤓👆 well they might be easy for you but i have a PhD in mathematics. i know everything there is to know about numbers. 1+1 is 2. 1+2 is 3. 1+3 is 4. 1+4 is 5. 1+5 is 6. 1+6 is 7. 1+7 is 8. 1+8 is 9. 1+9 is 10. 1+10 is 11. 1+11 is 12. 1+12 is 13. 1+13 is 14. 1+14 is 15. 1+15 is 16. 1+16 is 17. 1+17 is 18. 1+18 is 19. 1+19 is 20. 1+20 is 21. 1+21 is 22. 1+22 is 23. 1+23 is 24. 1+24 is 25. 1+25 is 26. 1+26 is 27. 1+27 is 28. 1+28 is 29. 1

🤓👆 0+0 is 0. 0+1 is 1. 0+2 is 2. 0+3 is 3. 0+4 is 4. 0+5 is 5. 0+6 is 6. 0+7 is 7. 0+8 is 8. 0+9 is 9. 0+10 is 10. 0+11 is 11. 0+12 is 12. 0+13 is 13. 0+14 is 14. 0+15 is 15. 0+16 is 16. 0+17 is 17. 0+18 is 18. 0+19 is 19. 0+20 is 20. 0+21 is 21. 0+22 is 22. 0+23 is 23. 0+24 is 24. 0+25 is 25. 0+26 is 26. 0+27 is 27. 0+28 is 28. 0+29 is 29. 0+30 is 30. 0+31

what will you stfu nerd: a femboy Y/N: really? nerd: erm actually yes Y/N: alr bet *spawns a tall femboy with big mommy milkers and if you don't know what that is it means he has big tits and he's has a big ass and then teleports them into a room and leaves them all alone*

*blushes deeply* W-what is this?! I-I don't understand what's happening! *backs away nervously*

*laughs* enjoy your new friend nerd 😏