So...

I rent out half a room in a house occupied by 6 other people. They used to live in L.A. but moved to San Antonio in 2000. 12423 Bret Springs.

Polo - the "man of the house", personal rent collector($150/mo.)

Mary - polo's wife. Mary & Polo had a daughter named Noahna, and her children are Joey, Phillip and Margie. Noahna is in jail and all of her children were adopted by Polo & Mary as a direct result of her drug use.

Joey - Margie and Phillip's half-brother, 28 yrs old, works full time and willingly pays child support for his daughter who resides in Nebraska only because his ex decided to take of after Addison(the daughter) was born.

Phillip - Joey and Margie's half-brother, 19 yrs old, works with Joey part-time at CVS and is currently training to be a fire fighter.

Isaac - When they moved from LA to SA Isaac asked if he could tag along. Not related, just a close friend of the family. He was on probation when i moved in but he sold the best cush i have ever tasted.

Margie - Joey and Phillip's half-sister. A mutual friend i met while i was living at Mandon's. Mandon was dating her for about a week. She is the only one in the house i actually met before moving in.

This is just a record to help me keep track and where I've been in detail.

"Line of Best Fit"

Though it is most commonly used describing a algebraic expression, the line of best fit refers to the approach of modeling the relationship between two or more variables for purposes of predicting values that may not be displayed on the plot. The straight line connecting the two variables is called the "line of best fit."
My interpretation of this expression applies to any relationship between two or more people(variables) in any situation whether it may be with a friend, co-worker, relative or significant other. The line of best fit represents the most comfortable connection between the two(or more) people and is used to determine the values that both parties share comfortably. Say you're holding on to a relationship solely built on what little you both have in common. The best way to determine whether or not the two variables will co-exist happily relies on the amount of good compared to the amount of bad.