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paramount.
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March 18, 2008 at 1:22 PM #172894March 18, 2008 at 4:25 PM #172588
Ren
ParticipantI just signed a lease on a house in Penasquitos. 4 bedrooms, 1700 sf, big backyard, for $2100/month. Why would anybody pay almost as much for a 4br in Temecula?
Because they live in Temecula, I guess. I think people who live paycheck to paycheck tend to stay where they are.
March 18, 2008 at 4:25 PM #172924Ren
ParticipantI just signed a lease on a house in Penasquitos. 4 bedrooms, 1700 sf, big backyard, for $2100/month. Why would anybody pay almost as much for a 4br in Temecula?
Because they live in Temecula, I guess. I think people who live paycheck to paycheck tend to stay where they are.
March 18, 2008 at 4:25 PM #172931Ren
ParticipantI just signed a lease on a house in Penasquitos. 4 bedrooms, 1700 sf, big backyard, for $2100/month. Why would anybody pay almost as much for a 4br in Temecula?
Because they live in Temecula, I guess. I think people who live paycheck to paycheck tend to stay where they are.
March 18, 2008 at 4:25 PM #172950Ren
ParticipantI just signed a lease on a house in Penasquitos. 4 bedrooms, 1700 sf, big backyard, for $2100/month. Why would anybody pay almost as much for a 4br in Temecula?
Because they live in Temecula, I guess. I think people who live paycheck to paycheck tend to stay where they are.
March 18, 2008 at 4:25 PM #173032Ren
ParticipantI just signed a lease on a house in Penasquitos. 4 bedrooms, 1700 sf, big backyard, for $2100/month. Why would anybody pay almost as much for a 4br in Temecula?
Because they live in Temecula, I guess. I think people who live paycheck to paycheck tend to stay where they are.
March 18, 2008 at 10:53 PM #172773paramount
ParticipantMost people stay where they are, and I don’t think living paycheck to paycheck is the primary reason.
Also, if I recall my calculus, ODE, PDE, Linear Algebra and numerical analysis classes correctly, ratio’s by theorem always approach 1 from below and cannot exceed 1. However, it is possible in the case I outlined for the ratio to exceed 1.
Whatever…
March 18, 2008 at 10:53 PM #173110paramount
ParticipantMost people stay where they are, and I don’t think living paycheck to paycheck is the primary reason.
Also, if I recall my calculus, ODE, PDE, Linear Algebra and numerical analysis classes correctly, ratio’s by theorem always approach 1 from below and cannot exceed 1. However, it is possible in the case I outlined for the ratio to exceed 1.
Whatever…
March 18, 2008 at 10:53 PM #173114paramount
ParticipantMost people stay where they are, and I don’t think living paycheck to paycheck is the primary reason.
Also, if I recall my calculus, ODE, PDE, Linear Algebra and numerical analysis classes correctly, ratio’s by theorem always approach 1 from below and cannot exceed 1. However, it is possible in the case I outlined for the ratio to exceed 1.
Whatever…
March 18, 2008 at 10:53 PM #173136paramount
ParticipantMost people stay where they are, and I don’t think living paycheck to paycheck is the primary reason.
Also, if I recall my calculus, ODE, PDE, Linear Algebra and numerical analysis classes correctly, ratio’s by theorem always approach 1 from below and cannot exceed 1. However, it is possible in the case I outlined for the ratio to exceed 1.
Whatever…
March 18, 2008 at 10:53 PM #173216paramount
ParticipantMost people stay where they are, and I don’t think living paycheck to paycheck is the primary reason.
Also, if I recall my calculus, ODE, PDE, Linear Algebra and numerical analysis classes correctly, ratio’s by theorem always approach 1 from below and cannot exceed 1. However, it is possible in the case I outlined for the ratio to exceed 1.
Whatever…
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