View Full Version : Pushing back
rebel
10-18-2008, 05:31 PM
If, you get used to rolling over and giving up when things get hard. Will you have it in you to push back and make a stand when you need to? I think it would be better to start now and every day push a little more. Then you're used to the resistance. Push yourself, your community and your government.
Examples of how, when and where would be appropriate. Push back against what? Against who? And how do you suggest one go about pushing back?
rebel
10-18-2008, 05:41 PM
It just happened. I knew you would not approve of my hallway Bible thread. However, I made a point. That is, to push back. Thanks.
I'm it? You pushed back against me? (sniff) Whad I ever do? (wipes tear)
DOGMAN
10-18-2008, 05:50 PM
Energy is what makes the world go around- and personal energy is what keeps us going. People with good energy are vibrant and healthy and contribute to the world, their community, your happiness and everything around them. There are givers and there are takers of life's energy. Being balanced is being in control of your energy.
To me that is when it is time to push back. When someone or something controls your personal energy- be it a boss, spouse, child, pet, friend, government etc...
rebel
10-18-2008, 05:50 PM
I actually think your great person!
BraggSurvivor
10-18-2008, 06:24 PM
Energy is what makes the world go around- and personal energy is what keeps us going. People with good energy are vibrant and healthy and contribute to the world, their community, your happiness and everything around them. There are givers and there are takers of life's energy. Being balanced is being in control of your energy.
To me that is when it is time to push back. When someone or something controls your personal energy- be it a boss, spouse, child, pet, friend, government etc...
Very well said JM.
rebel
10-18-2008, 06:29 PM
Very well said JM.
I went looking for you on other sites. What could we do w/o our prophet?
BraggSurvivor
10-18-2008, 07:14 PM
Nope, don't dabble anywhere but here. Post a bit at a Harley owners site, atv riders club and a motorhome owners forum. That's it.
wareagle69
10-18-2008, 08:21 PM
gosh we're so lucky
Tony uk
10-18-2008, 08:26 PM
http://www.bmsc.washington.edu/people/merritt/bc530/bragg/index_files/BigBragg.gif
rebel
10-18-2008, 08:37 PM
Many have pushed back. Signers of the Declaration of Independence, Geronimo, Lincoln, Jesus and many more.
BraggSurvivor
10-18-2008, 08:55 PM
gosh we're so lucky
<index fingers in ears>
LA LA LA LA LA LA
:D
BraggSurvivor
10-18-2008, 08:56 PM
http://www.bmsc.washington.edu/people/merritt/bc530/bragg/index_files/BigBragg.gif
I have come up with a general method for constructing these sorts of problems. Just follow these steps:
1) Choose four Natural numbers from the set {1, 2, 3, ...} and call them A,B,C,D. Ensure that AD - BC = 1. This may take some time, but I found it easier just to think of two non prime numbers that differ by one.
2) Create a triangle of base A and height B and another of base C and height D.
3) Placing triangle AB at the lower left and CD at the upper right will create a rectangular area at the lower right of area BC.
4) Placing triangle CD at the lower left and AB at the upper right will create a rectangular area at the lower right of area AD.
5) Note that the difference in areas between these two rectangular areas is exactly 1 (as AD - BC = 1 by design).
6) Design a tiled rectangle of dimensions B and C such that it may be reassembled into a rectangle of dimensions A and D such that there is a single square of length 1 on either side empty somewhere inside it. This is the trickiest part and the one for which I did not create a specific set of steps, short of cutting the rectangle into BC little 1x1 squares that may be reassembled at whim with a hole anywhere you desire - this techniques will always work, although you can typically do it with fewer pieces (like two in the original problem). It is not however always possible to do this with two pieces.
7) The problem is now trivial, just assemble with the triangles in the two different positions, with the rectangle and rectangle with hole assembled at the bottom right.
The original example has A=8, B=3, C=5 and D=2. Note that AD-BC does indeed equal 1. The '1' is significant in that it is the difference in area between the two rectangular areas - the size of the hole.
I worked out an example specifically for you Tony. I just thought that it was an excellent illustration of what is going on here. This particular example has A=2, B=1, C=1 and D=1. This is the smallest set of natural numbers which satisfies the constraint AD - BC = 1
Got it?
rebel
10-18-2008, 09:00 PM
[QUOTE=BraggSurvivor;78098]I have come up with a general method for constructing these sorts of problems. Just follow these steps:
"a hole anywhere you desire - this techniques will always work"
Interesting theory.
Tony uk
10-18-2008, 09:06 PM
Bragg its 2 in the morning dudeee come on man, Enough of the brain phyzz
BraggSurvivor
10-18-2008, 09:28 PM
The reason that we can see what is going on here is that the furthest point of the crooked "hypotenuse" is actually 1/sqrt((A+C)^2+(B+D)^2)) away from the true hypotenuse. For the above example, this works out to be 1/sqrt(13), which is approximately 0.277 units, which is 0.092 of the length of the total base of length 3. The original problem has a distance of 1/sqrt(194), which is approximately 0.072, which is 0.0055 of the length of the total base of length 13 - proportionally more than sixteen times smaller than my example, thus much less noticeable.
As I mentioned previously, the significance of the "1" is the area left in a hole. If we were to substitute "2" instead, we could make a larger hole. I created a sample here with A=6, B=4, C=10 and D=7.
:D
Tony uk
10-18-2008, 09:31 PM
The reason that we can see what is going on here is that the furthest point of the crooked "hypotenuse" is actually 1/sqrt((A+C)^2+(B+D)^2)) away from the true hypotenuse. For the above example, this works out to be 1/sqrt(13), which is approximately 0.277 units, which is 0.092 of the length of the total base of length 3. The original problem has a distance of 1/sqrt(194), which is approximately 0.072, which is 0.0055 of the length of the total base of length 13 - proportionally more than sixteen times smaller than my example, thus much less noticeable.
As I mentioned previously, the significance of the "1" is the area left in a hole. If we were to substitute "2" instead, we could make a larger hole. I created a sample here with A=6, B=4, C=10 and D=7.
:D
*Looks at post* BOOM! *Brain explodes sideways*
Damm you bragg :p
sigh...poor tony, he actually took to reading that stuff that bragg posts.
crashdive123
10-20-2008, 01:43 PM
What?!?!?! Somebody actually reads that stuff?:eek::D:D:eek:
Not me, brother. If it don't have pictures I don't read it.
bulrush
10-22-2008, 09:12 AM
To me that is when it is time to push back. When someone or something controls your personal energy- be it a boss, spouse, child, pet, friend, government etc...
I have already been tested several times in my life and I have pushed back, and been happier for it.
I admire and truly enjoy people who push back....it makes me feel so much more justified when I coldcock 'em (whoops did I say that out loud:confused:)
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01-22-2026, 01:11 PM
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