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![]() ![]() 0 Ĭomments are closed.UFC Undisputed 2010 Save Editor (Hacking Tool) This is a video of what the updated UFC Undisputed 2010 Hacking Tool is capable of. In this video you will see: - A Maxed out CAF, and Max stats (Credits, fame, sparing points.) Here is what the Save Editor can edit: - Training Stats (Up to 100) - Sparing Stats (Up to 255) - Fame - Records - Credits - Sparing points - Stop stat Decays - Conditioning and Exhaustion No more retired CAF or corrupted save when using the editor. ![]() Tutorial: - Once you get the UFC 2010 HT.rar, extract EVERYTHING in one folder. Transfer your UFC 2010 CAF Fighter save to your HDD or USB (configured by your xbox).ĭownload Velamma Full Episodes Pdf here. #Ufc undisputed 3 caf max stats download pdf# Set your CAF who is good at submissions to use the Sambo style. UFC Undisputed 3 Getting A Leg Up Trophy / Achievement Guide - All Leg Submissions. Then use a program (horizon/Xtafgui/modio ect.) to transfert you CAF file to your P.C. Open the tool and Enter the paypal email you paid with. (You will have to do this only one time) - Make a backup, and Load your CAF File in the UFC 2010 Hacking tool, mod, then click Save, Rehash/Resign.
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![]() #V_"primitive cell" = overbrace(sqrt(3)/color(red)(cancel(color(black)(2))) * a^2)^(color(green)("area of the rhombus")) xx overbrace((color(red)(cancel(color(black)(2)))sqrt(6))/3 * a)^(color(blue)("height of the cell"))# ![]() The volume of the primitive unit cell will thus be SIDE NOTE This will of course be equivalent to Now the area of a rhombus can be expressed using the length of its side and an interior angle. The volume of this primitive unit cell will thus be equal to the area of the rhombus that makes up its base and the height of the cell. More specifically, you can use the fact that Mind you, I will not derive this relationship here! Now, to get the volume of this primitive cell, you must use a known relationship that exists between the length of the cell and it height, usually given as #c#. Here #r# represents the radius of an atom. If you take #a# to be the length of this primitive unit cell, you can say that you have This primitive unit cell will contain #2# atoms. Projecting this primitive cell here will get you #3 xx "1 atom" + 2 xx 1/2color(white)(a)"atoms" + 12 xx 1/6color(white)(a)"atoms" = "6 atoms"#Īt this point, it would be easier to work with a primitive unit cell, which is equivalent to #1/3"rd"# of a unit cell. The total number of atoms that can fit in a HCP unit cell will thus be
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