~~ like this ~~ Click source to see how I did it <| sep |> if fox news started announceing stupid creationists claims and showing how bad they actualy are , then there are hope . because theres alot of tv slaves in usa . <| sep |> So ' s this guy . Absolute doll . Wound a little tight , but so cute . He ' d prob chill a bit once he got out of the shelter . He ' s been there way too long . <| sep |> Algebra means you are studying a set A that has at least one binary operation with nice properties . A binary operation is a function from A x A A . Classic example the real numbers R with addition , . Given any two real numbers x and y there is a unique number called their sum , xy . So is a function taking R x R R . maps x , y to xy . The function is nice in that it is associative , commutative , there is an identity element , 0 , and every x has an additive inverse . You can google all this . A set with an operation like this is called an Abelian group . If you drop commutative , it ' s called a group . A ring is a set with two nice binary operations that cooperate in a way . You can google that too . Everything becomes even better when you define nice functions between two sets that have an algebraic structure . That ' s called a homomorphism . Such a function f A B between groups produces subgroups by looking at its image subgroup of B and its kernel subgroup of A . Topology is not algebra . Topology has to do with a set that has a nice family of subsets , called the open sets . Analysis works primarily with concepts of limit , continuity , and completeness , though an underlying algebraic structure is usually assumed .