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Sunday, August 9, 2009


some architecture were diggin

http://www.troppoarchitects.com.au/index.php?mode=projects&projectID=11

http://www.stutchburyandpape.com.au/

http://www.grosebradley.com/pages/house_at_springs_beach.html

http://www.jlma.com.au/

http://www.archmedia.com.au/aa/aaissue.php?issueid=200401&article=11&typeon=2

http://www.caseybrown.com.au/casey_brown_architecture.htm


http://books.google.com.au/books?id=sfT0nZ0qzbUC&dq=prefab&printsec=frontcover&source=bl&ots=MT-SyBqb0b&sig=nJ0pcoKGvPLVJdimcLza9NJPWNs&hl=en&ei=-px-SqCYM4_0sQOB4qjvCg&sa=X&oi=book_result&ct=result&resnum=8#v=onepage&q=&f=false


http://www.richardcolearchitecture.com.au/rca/residential.php

the list could go on and on ad infinitum, an indeterminate equation, in mathematics, is an equation for which there is an infinite set of solutions; for example, 2x = y is a simple indeterminate equation. Indeterminate equations cannot be directly solved from the given information. For example, the equations
\ ax + by = c
\ x^2 - Py^2 = 1
where a, b, c, and P are given integers (provided that P is not a square number), are indeterminate equations. Equations of the second form are named Pell's equations.

we love you gerling
blood to the head

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