Limited Express !! iPhone master into !!

Try to brush the version.

The tutorial is as follows. iphone 3gs

iphone 3g

iPhone generation.

Hope you succeed.

Did you get it? There is no crack.

The crack patch is for.

You have only one way: restore, re-jailbreak, unlock, if you need to activate it, you need the original SIM card, and the unlocked version doesn't use the original card, and you don't need to activate it.

Obviously, just brush the machine again.

My answer is similar to the answer of the master below!

(1) Let half a = third b = quarter c = 201120122013 = k, then a = 2k, b = 3k, c = 4k

If m = 4a + 3b - 4 parts of 4c + 4b + c, then m = (6k + 12k + 4k) (8k + 9k - 16k) = 22k k

Divide 22 into the sum of several integers so that their product is maximized.

22 should be divided into several sums of 2s as much as possible.

i.e., 22 2 2 ......2 (sum of 11 2's) then, n 2 2 ......2 (product of 11 2's) 2 to the 11th power (3) 1/2x4 + 1/4x6 + 1/6x6 + 1/6x8. nx(n+2) one.

1/2)×(1/2-1/4+1/4-1/6+1/6-1/8+……1/n-1/(n+2))

1/2)×(1/2－1/(n+2))

n/4(n+2)

2 to the 11th power) 4 (2 to the 11th power + 2) (2 to the 8th power) (1 + 2 to the 10th power).

(1) A 2 = B 3 = C 4 = 201120122013 = K then A = 2K, B = 3K, C = 4K

If m=(3a+4b+c) (4a+3b-4c) (there should be parentheses, right?) Then m=(6k+12k+4k) (8k+9k-16k)=22kk

Divide 22 into the sum of several integers so that their product is maximized.

Then 22 should be divided into 6 3's and 1 4, and their product size should be n=3 6x4=2916

3）1/(2x4)+1/(4x6)+1/(6x8)..1 [n(n+2)] (There should be parentheses, right?) )

1/2)(1/2－1/(n+2))

1/2)[(n+2)-2]/[2(n+2)]＝1/2)n/[2(n+2)]

n/[4(n+2)]

2916/(4x2918)

This is equivalent to 4 more undersides, divided by 4.

A :2 2Degree * degree = degree degree degree 12 * 2 = 60 degrees 60 degrees * degree = degree degree = degree = 6 degrees * degree = two.

Thank you for the trouble to adopt!

Because AD bisects BAC, the angle EAD is equal to the angle DAC, and because, C=90° ed BC

So ed parallel ac

So the angle DAC is equal to the angle EDA (inner wrong angle).

So the angle EDA is equal to the angle EAD

So ed=ae (equiangular to equisome).

Because df ab, ed parallel ac

So the parallelogram aedf

and because ed=ae (the flat four of the marginal equities is diamond-shaped).

So it's diamond-shaped.

The diamond diagonal is bisected perpendicular to each other.

Finished...