Update for 02-11-21 16:00

index.wiki

@@ -51,6 +51,8 @@ _Ideas.md and Classes.md are encrypted, so these links will not work_
 
 == [[math/index|Math]] ==
 
+See [[math/index|Math]]
+
 == [[botany/index|Botany]] ==
 
 * [[botany/vegies|Vegies]]

math/index.wiki

@@ -5,3 +5,7 @@ The purest study of them all
 == Topics ==
 
 * [[proofs]] 
+
+=== Number Theory ===
+
+* [[prime]]

math/prime.wiki

@@ -0,0 +1,23 @@
+= Primes =
+
+A Prime is a natural number that is only divisible by one and itself.
+
+== Prime factorization ==
+
+Everynumber is either a Prime or a product of several primes together. This is
+called prime factorization.
+
+== Euclid's Proof ==
+
+Euclid Prooved that that are infinitely many primes in existance. The proof is
+as follows
+
+1) Let p,,1,, , p,,2,, , p,,3,, , etc be an infinite list of primes
+2) Let P be the product of all of those primes, and q be P + 1
+3) If q is a prime then there is at least one more prime that is not in the
+   list, namely, q 
+4) If q is not prime, then some prime factor p divides into q. If this factor p
+   were in the list, then it would divide P; However p also divided P+1=q. If p
+   divides P and also q, then p must also divide the difference of the two
+   numbers, which is (P+1)-P, or 1. Since no prime divides 1, p cannot be on
+   the list. This means at least one more prime exists beyond those in the list