Copyright June 1st, 2009 by Justin M Coslor
2x2of4x4prime_exponent_font.txt
ALL RIGHTS RESERVED
(I do want this to get used, so lets negotiate its use wisely.)
1^1 |	2^1	3^1	5^1	7^1	|
----|-----------------------------------|
    |					|
2^1 |	2^2	2^3	2^5	2^7	|
    |					|
    |					|
3^1 |	3^2	3^3	3^5	3^7	|
    |					|
    |					|
5^1 |	5^2	5^3	5^5	5^7	|
    |					|
    |					|
7^1 |	7^2	7^3	7^5	7^7	|
----------------------------------------|
This is the basic four pixel by four pixel (16 pixel) display for creating
new symbols in PICVis for the PICForm language using Godel Numbering where
each prime base is the X axis columns and their prime exponents are the Y
axis rows. Here is eight by eight pixel (64 pixel) PICForm PicVis font
that is like a square made out of four of the prime number pixel squares
listed above. I will start out with a blank pictogram template, followed
by numbers, tally marks, some basic mathematical operators, followed by
some English language syntax symbols, and then followed by an all
uppercase English language alphabet by which semantics can be structured
out of.
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
1
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
2
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
3
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	[2^3]	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
4
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	[5^2]	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	[7^2]	7^3	7^5	7^7


[2^2]	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	[2^7]


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
5
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	[2^7]


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	[5^5]	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	[2^3]	2^5	2^7


[3^2]	3^3	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	[7^5]	[7^7]	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
6
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	[2^5]	2^7


3^2	3^3	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	7^3	7^5	7^7


2^2	2^3	[2^5]	2^7	2^2	[2^3]	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	[3^7]


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	[7^5]	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
7
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	[2^7]


3^2	3^3	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
8
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	[2^5]	[2^7]	[2^2]	[2^3]	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


[5^2]	5^3	5^5	5^7	5^2	5^3	5^5	[5^7]


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	[7^7]


2^2	[2^3]	[2^5]	[2^7]	[2^2]	2^3]	[2^5]	2^7


[3^2]	3^3	3^5	3^7	3^2	3^3	3^5	[3^7]


[5^2]	5^3	5^5	5^7	5^2	5^3	5^5	[5^7]


7^2	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
9
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	[7^5]	7^7	7^2	[7^3]	7^5	7^7


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
0
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	[5^3]	[5^5]	5^7


[7^2]	7^3	7^5	7^7	[7^2]	7^3	7^5	[7^7]


[2^2]	2^3	2^5	[2^7]	2^2	2^3	2^5	[2^7]


3^2	[3^3]	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	[5^5]	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
|
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	2^5	2^7	2^2	2^3	2^5	2^7


[3^2]	3^3	3^5	3^7	3^2	3^3	3^5	3^7


[5^2]	5^3	5^5	5^7	5^2	5^3	5^5	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	7^7


[2^2]	2^3	2^5	2^7	2^2	2^3	2^5	2^7


[3^2]	3^3	3^5	3^7	3^2	3^3	3^5	3^7


[5^2]	5^3	5^5	5^7	5^2	5^3	5^5	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
||
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	[2^5]	2^7	2^2	2^3	2^5	2^7


[3^2]	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


[5^2]	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


[7^2]	7^3	[7^5]	7^7	7^2	7^3	7^5	7^7


[2^2]	2^3	[2^5]	2^7	2^2	2^3	2^5	2^7


[3^2]	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


[5^2]	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


[7^2]	7^3	[7^5]	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
|||
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	[2^5]	2^7	[2^2]	2^3	2^5	2^7


[3^2]	3^3	[3^5]	3^7	[3^2]	3^3	3^5	3^7


[5^2]	5^3	[5^5]	5^7	[5^2]	5^3	5^5	5^7


[7^2]	7^3	[7^5]	7^7	[7^2]	7^3	7^5	7^7


[2^2]	2^3	[2^5]	2^7	[2^2]	2^3	2^5	2^7


[3^2]	3^3	[3^5]	3^7	[3^2]	3^3	3^5	3^7


[5^2]	5^3	[5^5]	5^7	[5^2]	5^3	5^5	5^7


[7^2]	7^3	[7^5]	7^7	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
||||
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	[2^5]	2^7	[2^2]	2^3	[2^5]	2^7


[3^2]	3^3	[3^5]	3^7	[3^2]	3^3	[3^5]	3^7


[5^2]	5^3	[5^5]	5^7	[5^2]	5^3	[5^5]	5^7


[7^2]	7^3	[7^5]	7^7	[7^2]	7^3	[7^5]	7^7


[2^2]	2^3	[2^5]	2^7	[2^2]	2^3	[2^5]	2^7


[3^2]	3^3	[3^5]	3^7	[3^2]	3^3	[3^5]	3^7


[5^2]	5^3	[5^5]	5^7	[5^2]	5^3	[5^5]	5^7


[7^2]	7^3	[7^5]	7^7	[7^2]	7^3	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
|||| with a diagonal slash through it. Two of them in a row
would equal the number 10. So put two in a row in brackets
and then use the carat exponent symbol to do exponential
powers of 10, and they could be also used with the other
basic mathematical operators too.
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	[2^5]	2^7	[2^2]	2^3	[2^5]	[2^7]


[3^2]	3^3	[3^5]	3^7	[3^2]	3^3	[3^5]	3^7


[5^2]	5^3	[5^5]	5^7	[5^2]	[5^3]	[5^5]	5^7


[7^2]	7^3	[7^5]	7^7	[7^2]	7^3	[7^5]	7^7


[2^2]	2^3	[2^5]	[2^7]	[2^2]	2^3	[2^5]	2^7


[3^2]	3^3	[3^5]	3^7	[3^2]	3^3	[3^5]	3^7


[5^2]	[5^3]	[5^5]	5^7	[5^2]	5^3	[5^5]	5^7


[7^2]	7^3	[7^5]	7^7	[7^2]	7^3	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
+
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


[7^2]	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	[7^7]


[2^2]	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	[2^7]


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
-
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


[7^2]	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	[7^7]


[2^2]	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	[2^7]


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
*
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	2^5	[2^7]	[2^2]	2^3	2^5	[2^7]


3^2	[3^3]	3^5	[3^7]	[3^2]	3^3	[3^5]	3^7


5^2	5^3	[5^5]	[5^7]	[5^2]	[5^3]	5^5	5^7


[7^2]	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	[7^7]


[2^2]	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	[2^7]


3^2	3^3	[3^5]	[3^7]	[3^2]	[3^3]	3^5	3^7


5^2	[5^3]	5^5	[5^7]	[5^2]	5^3	[5^5]	5^7


[7^2]	7^3	7^5	[7^7]	[7^2]	7^3	7^5	[7^7]


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
/
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	[2^7]


3^2	3^3	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
^
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	[3^3]	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
=
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2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	[3^5]	[3^7]	[3^2]	[3^3]	[3^5]	3^7


5^2	[5^3]	[5^5]	[5^7]	[5^2]	[5^3]	[5^5]	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	[3^5]	[3^7]	[3^2]	[3^3]	[3^5]	3^7


5^2	[5^3]	[5^5]	[5^7]	[5^2]	[5^3]	[5^5]	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
.
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2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	[3^5]	[3^7]	3^2	3^3	3^5	3^7


5^2	[5^3]	[5^5]	[5^7]	5^2	5^3	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
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2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	[7^5]	7^7	7^2	7^3	7^5	[7^7]


2^2	[2^3]	2^5	[2^7]	2^2	2^3	[2^5]	2^7


[3^2]	3^3	3^5	3^7	[3^2]	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
%
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	[2^7]


3^2	3^3	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	[5^3]	5^5	[5^7]	5^2	[5^3]	5^5	5^7


7^2	7^3	[7^5]	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	[2^3]	2^5	2^7


3^2	3^3	[3^5]	3^7	[3^2]	3^3	[3^5]	3^7


5^2	[5^3]	5^5	5^7	5^2	[5^3]	5^5	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
#
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2^2	2^3	[2^5]	2^7	2^2	[2^3]	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


[5^2]	[5^3]	[5^5]	[5^7]	[5^2]	[5^3]	[5^5]	[5^7]


7^2	7^3	[7^5]	7^7	7^2	[7^3]	7^5	7^7


2^2	2^3	[2^5]	2^7	2^2	[2^3]	2^5	2^7


[3^2]	[3^3]	[3^5]	[3^7]	[3^2]	[3^3]	[3^5]	[3^7]


5^2	5^3	[5^5]	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	[7^5]	7^7	7^2	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
;
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
:
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2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
::
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	[3^5]	3^7	3^2	[3^3]	[3^5]	3^7


5^2	[5^3]	[5^5]	5^7	5^2	[5^3]	[5^5]	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	[3^5]	3^7	3^2	[3^3]	[3^5]	3^7


5^2	[5^3]	[5^5]	5^7	5^2	[5^3]	[5^5]	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


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2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	7^2	[7^3]	7^5	7^7


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
'
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
"
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	[2^5]	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
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$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	[2^5]	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
>
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	[7^5]	7^7


2^2	2^3	2^5	2^7	2^2	[2^3]	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
\
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	[7^7]


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
{
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	[7^5]	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
}
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	[7^3]	7^5	7^7


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
[
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	[2^5]	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	7^3	[7^5]	7^7	7^2	7^3	7^5	7^7


2^2	2^3	[2^5]	2^7	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	7^3	[7^5]	[7^7]	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
]
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	[2^3]	2^5	2^7


3^2	3^3	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	7^2	[7^3]	7^5	7^7


2^2	2^3	2^5	2^7	2^2	[2^3]	2^5	2^7


3^2	3^3	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
(
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	7^3	[7^5]	7^7	7^2	7^3	7^5	7^7


2^2	2^3	[2^5]	2^7	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


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$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	7^2	[7^3]	7^5	7^7


2^2	2^3	2^5	2^7	2^2	[2^3]	2^5	2^7


3^2	3^3	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
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$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	7^2	7^3	7^5	7^7


2^2	2^3	[2^5]	2^7	[2^2]	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	[5^2]	5^3	[5^5]	5^7


7^2	7^3	[7^5]	[7^7]	7^2	7^3	7^5	[7^7]


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
$
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	[3^7]	[3^2]	[3^3]	3^5	3^7


5^2	[5^3]	5^5	[5^7]	5^2	[5^3]	5^5	5^7


7^2	7^3	[7^5]	[7^7]	7^2	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	[3^3]	3^5	[3^7]	3^2	[3^3]	3^5	3^7


5^2	5^3	[5^5]	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
@
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	[2^3]	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	[5^3]	5^5	[5^7]	[5^2]	5^3	5^5	[5^7]


[7^2]	7^3	[7^5]	7^7	7^2	[7^3]	7^5	[7^7]


[2^2]	2^3	2^5	[2^7]	[2^2]	2^3	2^5	[2^7]


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	[5^5]	[5^7]	[5^2]	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


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!
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2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
`
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
 
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$

$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	5^3	5^5	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
A
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	[5^3]	5^5	5^7


7^2	7^3	[7^5]	7^7	7^2	7^3	[7^5]	7^7


2^2	2^3	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	[3^7]


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	[5^7]


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	[7^7]


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
B
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	[2^5]	[2^7]	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	[7^3]	7^5	7^7


2^2	[2^3]	[2^5]	[2^7]	[2^2]	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
C
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	[2^5]	[2^7]	[2^2]	[2^3]	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


[5^2]	5^3	5^5	5^7	5^2	5^3	5^5	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	7^7


[2^2]	2^3	2^5	2^7	2^2	2^3	2^5	2^7


[3^2]	3^3	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	[7^5]	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
D
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	[2^5]	[2^7]	[2^2]	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	[7^5]	7^7


2^2	[2^3]	2^5	2^7	2^2	2^3	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	[5^3]	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
E
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	7^7


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
F
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	7^3	7^5	7^7


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
G
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	7^7


2^2	[2^3]	2^5	2^7	2^2	[2^3]	[2^5]	[2^7]


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	7^5	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
H
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	7^7


2^2	[2^3]	2^5	2^7	2^2	2^3	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
I
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
J
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


[3^2]	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


[5^2]	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	[7^3]	[7^5]	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
K
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	[7^3]	7^5	[7^7]	7^2	7^3	7^5	7^7


2^2	[2^3]	[2^5]	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
L
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	7^7


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
M
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	2^5	2^7	2^2	2^3	[2^5]	2^7


[3^2]	[3^3]	3^5	3^7	3^2	[3^3]	[3^5]	3^7


[5^2]	5^3	[5^5]	5^7	[5^2]	5^3	[5^5]	5^7


[7^2]	7^3	7^5	[7^7]	7^2	7^3	[7^5]	7^7


[2^2]	2^3	2^5	[2^7]	2^2	2^3	[2^5]	2^7


[3^2]	3^3	3^5	[3^7]	3^2	3^3	[3^5]	3^7


[5^2]	5^3	5^5	[5^7]	5^2	5^3	[5^5]	5^7


[7^2]	7^3	7^5	[7^7]	7^2	7^3	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
N
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	[3^7]


5^2	[5^3]	[5^5]	5^7	5^2	5^3	5^5	[5^7]


7^2	[7^3]	7^5	[7^7]	7^2	7^3	7^5	[7^7]


2^2	[2^3]	2^5	2^7	[2^2]	2^3	2^5	[2^7]


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	[3^7]


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	[5^7]


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	[7^7]


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
O
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	2^7	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	[3^7]	[3^2]	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	7^5	[7^7]


[2^2]	2^3	2^5	2^7	2^2	2^3	2^5	[2^7]


[3^2]	3^3	3^5	3^7	3^2	3^3	3^5	[3^7]


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	[7^5]	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
P
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	[2^5]	[2^7]	[2^2]	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	[5^5]	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	[7^5]	7^7


2^2	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
Q
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	[2^5]	[2^7]	[2^2]	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


[5^2]	5^3	5^5	5^7	5^2	5^3	[5^5]	5^7


[7^2]	7^3	7^5	[7^7]	7^2	7^3	[7^5]	7^7


[2^2]	2^3	2^5	2^7	[2^2]	2^3	[2^5]	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	5^3	[5^5]	[5^7]	[5^2]	5^3	[5^5]	5^7


7^2	7^3	7^5	7^7	7^2	7^3	7^5	[7^7]


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
R
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	[2^5]	[2^7]	[2^2]	2^3	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	[3^3]	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	[7^3]	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	[2^3]	[2^5]	[2^7]	2^2	2^3	2^5	2^7


3^2	[3^3]	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	[7^3]	7^5	7^7	7^2	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
S
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	2^3	2^5	[2^7]	[2^2]	[2^3]	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	2^7	2^2	[2^3]	2^5	2^7


3^2	[3^3]	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	7^5	[7^7]	[7^2]	[7^3]	7^5	7^7


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T
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[2^2]	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	7^2	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	3^3	3^5	3^7


5^2	5^3	5^5	[5^7]	5^2	5^3	5^5	5^7


7^2	7^3	7^5	[7^7]	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
U
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	[2^7]


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	[3^7]


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	[5^7]


7^2	[7^3]	7^5	7^7	7^2	7^3	7^5	[7^7]


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	[2^7]


3^2	[3^3]	3^5	3^7	3^2	3^3	3^5	[3^7]


5^2	5^3	[5^5]	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	7^5	[7^7]	[7^2]	[7^3]	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
V
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	[2^7]


3^2	3^3	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	[5^5]	5^7	5^2	5^3	[5^5]	5^7


7^2	7^3	[7^5]	7^7	7^2	7^3	[7^5]	7^7


2^2	2^3	2^5	[2^7]	2^2	[2^3]	2^5	2^7


3^2	3^3	3^5	[3^7]	3^2	[3^3]	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
W
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	2^3	2^5	2^7	2^2	2^3	[2^5]	2^7


[3^2]	3^3	3^5	3^7	3^2	3^3	[3^5]	3^7


[5^2]	5^3	5^5	[5^7]	5^2	5^3	[5^5]	5^7


[7^2]	7^3	7^5	[7^7]	7^2	7^3	[7^5]	7^7


[2^2]	2^3	2^5	[2^7]	2^2	2^3	[2^5]	2^7


[3^2]	3^3	[3^5]	3^7	[3^2]	3^3	[3^5]	3^7


[5^2]	[5^3]	5^5	5^7	5^2	[5^3]	[5^5]	5^7


[7^2]	7^3	7^5	7^7	7^2	7^3	[7^5]	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
X
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	[2^7]


3^2	3^3	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	5^5	[5^7]	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	[2^3]	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	[5^7]


7^2	7^3	7^5	7^7	7^2	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
Y
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


2^2	[2^3]	2^5	2^7	2^2	2^3	2^5	[2^7]


3^2	3^3	[3^5]	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	5^5	[5^7]	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	2^7	[2^2]	2^3	2^5	2^7


3^2	3^3	3^5	3^7	[3^2]	3^3	3^5	3^7


5^2	5^3	5^5	5^7	[5^2]	5^3	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$
Z
$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$


[2^2]	[2^3]	[2^5]	[2^7]	[2^2]	[2^3]	[2^5]	[2^7]


3^2	3^3	3^5	3^7	3^2	3^3	[3^5]	3^7


5^2	5^3	5^5	5^7	5^2	[5^3]	5^5	5^7


7^2	7^3	7^5	7^7	[7^2]	7^3	7^5	7^7


2^2	2^3	2^5	[2^7]	2^2	2^3	2^5	2^7


3^2	3^3	[3^5]	3^7	3^2	3^3	3^5	3^7


5^2	[5^3]	5^5	5^7	5^2	5^3	5^5	5^7


[7^2]	[7^3]	[7^5]	[7^7]	[7^2]	[7^3]	[7^5]	[7^7]


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