# Involutions in the Automorphism Groups of Small Sporadic Simple Groups

Authors: Chris Bates; Peter Rowley; Paul Taylor
Journal: Algebra
 (2015)

---

## Abstract

For each of fifteen of the sporadic finite simple groups we determine the suborbits of its automorphism group in its conjugation action upon its involutions. Representatives are obtained as words in
standard generators.


---

## Body

## 1. Introduction

Groups permeate many areas of mathematics. Sometimes they have cameo roles; other times they are centre stage. Frequently it is involutions, elements of order two, that are in the spotlight. For instance, in the topological arena we have involutory maps on the3-sphere in connection with the Smith Conjecture (see, e.g., [1–3]), while in Banach spaces we encounter such things as involutive gradings and fixed points of involutions (see [4, 5]). In areas of algebra, such as associative rings and algebraic groups, there are many sightings of involutions (see [6–8]). Involutions can often have a considerable influence on the structure of the group to which they belong. Even their absence can be telling—witness the Feit Thompson theorem [9]. For a finite group of even order, Brauer and Fowler [10] establish many results concerning involutions and other properties of the group. For example, they bound the index of a proper normal subgroup in terms of the number of involutions the group possesses. In a similar vein, for a finite group with at least two conjugacy classes of involutions the Thompson order formula ([11], Theorem 35.1) gives its order using data closely associated with the involutions. In the case when we have a finite nonabelian simple group, more often than not, its involutions play a dominant role (see, e.g., [12]).This paper studies the involutions inAut
(
K
) where K is a small sporadic finite simple group. By small we mean that K is isomorphic to one of the following groups:M
11, M
12, J
1, M
22, J
2, M
23, H
S, J
3, M
24, M
c
L, H
e, R
u, S
u
z, C
o
3, C
o
2.The diminutive appellation aligns, more or less, with said group having a nontrivial permutation representation of degree at most 6156. Several of the larger sporadic groups have been studied individually in [13–16]. So for the remainder of this paper K is assumed to be a small sporadic simple group and G is a subgroup of Aut
(
K
) containing K. Also t will denote an involution of G. Put X
=
t
G, the G-conjugacy class of t. Our aim is to study the suborbits of G in its conjugation action on X, or, in other words, to determine the action of C
G
(
t
) on X
∖
{
t
}. This we do employing the services of the computational algebra packages Gap [17] and Magma [18] partnered by the electronic Atlas [19]. It goes without saying therefore that we use the Atlas notation and conventions as given in [20].


## 2. Calculating Orbit Representatives

As our starting point we take the smallest nontrivial permutation representation ofG as described in [19] with K being generated by standard generators denoted here, as in [19], by a and b. In the case when G
≠
K, the standard generators for G are, again as in [19], denoted by c and d. Having chosen a suitable element in X to play the role of t, we then forage for elements g
1
,
g
2
,
…
,
g
k
∈
G so that {
t
,
t
g
1
,
…
,
t
g
k
} is a complete set of representatives for the C
G
(
t
)-orbits of X. In doing this we make frequent use of the standard command IsConjugate(H,x,y)—this works effectively here since the degree of the permutation representation of G is no more than 6156. Also observe that we may write our conjugating element g
i as a word in a and b. Thus, our aim is to find g
i which have relatively “small” length relative to the generating set {
a
,
b
} for K. However we may not always achieve the minimum possible length. In more detail we proceed as follows: define D
0
(
a
,
b
)
=
{
1
} and for j
∈
N
(1)
D
j
a
,
b
=
x
a
,
x
b
∣
x
∈
D
j
-
1
a
,
b
.
For n
∈
N set
(2)
D
n
a
,
b
=
⋃
j
≤
n
D
j
a
,
b
.
The main purpose of D
[
n
]
(
a
,
b
) is to produce a colony of short words in a and b, a number of which may well yield the same element of G. To speed matters up we prune out these duplicates. We hunt through D
[
n
]
(
a
,
b
) for n typically at most 20, so as to ensnare suitable conjugating elements g
i. If this does not yield enough representatives for the C
G
(
t
)-orbits, then we recalculate D
[
n
]
(
a
,
b
) with a and b replaced by short words in a and b which are also generators for G. For example, we might try replacing a by a
b and keeping b the same, or try a more complicated substitution such as replacing b with (
a
b
)
5
a. Such a substitution was used to produce a g
i in the case when G
≅
M
24 and t
x in the class 3
A, starting from the word b
a
b
2
a
b
a
b
2
a
b. Some of the words for the g
i may be further simplified and this was done by hand.On a number of occasions this approach fails to deliver conjugating elements for some (often of small size)C
G
(
t
)-orbits. To deal with such elusive C
G
(
t
)-orbits, say O, we begin by finding an x in O, usually by a random search. Then we obtain an element h in G such that t
h
=
x. Now we run through some or all of the elements c in C
G
(
t
), seeking a c for which c
h has small “length” (i.e., the total number of symbols a
,
a
-
1
,
b
,
b
-
1 in the given expression for c
h). Sometimes we may also vary h. In somewhat more detail the Magma code employed is as shown in Algorithm 1.Algorithm 1
F
<a,b>:=FreeGroup(
2
);
phi:=hom< F->G
∣
<a,G.1>,<b,G.2>>;
r,h:=IsConjugate(G,t,x);
sh:=h@@phi;
lengthmin:=#sh;
hmin:=h;
Ct:=Centralizer(G,t);
for c in Ct do
sch:=(c*h)@@phi;
if #sch lt lengthmin then
lengthmin:=#(sch);
hmin:=c*h; shmin:=sch;
end if;
end for;We remark that this procedure is not usually as efficient as using the setD
[
n
]
(
a
,
b
) and moreover usually yields more complicated expressions for the conjugating elements.We say a few words about how we guarantee that we have a representative of everyC
G
(
t
) orbit. By using the IsConjugate(Ct,x,y) command, where t is a fixed involution of the G-conjugacy class and Ct denotes C
G
(
t
), we ensure that no two representatives are in the same C
G
(
t
)-orbit. We terminate our calculations for the G-conjugacy class of t when the sum of the C
G
(
t
)-orbit sizes equals the size of the conjugacy class.One may envision the information presented here to be useful in the following circumstances. SupposeH is a finite group with x
,
y
∈
H. Further suppose that we have identified the subgroup L
=
〈
x
,
y
〉 as being isomorphic to G via recognizing x and y as standard generators. (See [21] for a discussion of standard generators.) Then we may translate our information from G to L so that we see how L acts upon its involution conjugacy classes within the group H. Moreover, if H is large from a computational standpoint (e.g., H is large or H is a matrix group of large degree), then having the g
i as short words may be beneficial. To facilitate applications such as these, computer files containing the g
i as words in a and b are available on request from the second author.The following section gives the permutation ranks ofG on X and the elements g
i together with some additional information.


## 3. Orbit Representatives

Sot is a suitably chosen (and then fixed) involution of the conjugacy class X of G. For C a G-conjugacy class we define
(3)
X
C
=
x
∈
X
∣
t
x
∈
C
.
Since X
C is C
G
(
t
)-invariant, X
C will be a union of C
G
(
t
)-orbits for each G-conjugacy class C for which X
C
≠
∅. As is well known, X
C may be calculated for any G-conjugacy class using the complex character table (see, e.g., [22]), and this is easily carried out in Gap. As we proceed by breaking each X
C (for X
C
≠
0) into C
G
(
t
)-orbits this is useful information.Our first table gives an overview of the permutation ranks ofG in its action on X. The succeeding tables consider in turn the possibilities for K, with the first column identifying X
C and the second the size of the C
G
(
t
)-orbit O (contained in X
C) and the third supplies a group element g for which t
g
∈
O.We emphasize that the following tables give theC
K
(
t
)-orbits of X—in the case when K
<
G
=
Aut
(
K
) the tables are annotated so as to also yield the C
G
(
t
)-orbits of X. Before explaining how this is done, we remark that in all instances here when K
<
G
=
Aut
(
K
) we have C
K
(
t
)
<
C
G
(
t
). Thus X is a G-conjugacy class and G
=
K
C
G
(
t
). Now suppose that C
1 and C
2 are two K-conjugacy classes which fuse in G (so C
1
∪
C
2 is a G-conjugacy class). Then C
1
g
=
C
2 for some g
∈
C
G
(
t
) and consequently X
C
1
g
=
X
C
2. Hence, if O is a C
K
(
t
)-orbit contained in X
C
1, O
∪
O
g will be a C
G
(
t
)-orbit of X. In this circumstance a broken horizontal line indicates that C
1 and C
2 are fused in G
=
Aut
(
K
) and if O is obtained by using the ith listed conjugating element in X
C
1 then O
g is obtained using the ith listed conjugating element in X
C
2. When a K-conjugacy class C is also a G-conjugacy class, it may be the case that a C
G
(
t
)-orbit contained in X
C is the union of two C
K
(
t
)-orbits in X
C. A vertical line connecting two C
K
(
t
)-orbits in X
C signifies that their union is a C
G
(
t
)-orbit.


### 3.1. Permutation Ranks

See Table1.Table 1
G
2
A
2
B
2
C
2
D
M
11
8
M
12
10
11
13
J
1
22
M
22
13
5
10
J
2
6
31
14
M
23
9
H
S
9
27
5
32
J
3
27
17
M
24
14
26
M
c
L
6
28
H
e
12
34
41
R
u
22
42
S
u
z
9
66
15
41
C
o
3
7
61
C
o
2
5
13
178


### 3.2.K
≅
M
11

#### 3.2.1.X
=
2
A, t
=
a

See Table2.Table 2
X
C
|
O
|
g
2
A
12
b
a
b
3
a
b
3
A
24
b
2
8
b
3
a
b
4
A
24
b
a
b
5
A
48
b
a
b
a
b
6
A
24
b
24
b
3


### 3.3.K
≅
M
12

#### 3.3.1.X
=
2
A, t
=
(
(
a
b
)
2
a
b
2
)
3

See Table3.Table 3
X
C
|
O
|
g
2
A
10
10
b
2
a
b
a
b
2
a
b
a
b
b
2
a
b
2
a
b
a
b
2
a
b
2
B
15
a
3
B
60
a
b
4
A
30
a
b
2
a
b
a
4
B
30
b
a
b
a
b
a
b
2
a
5
A
120
b
a
6
A
60
60
b
b
2


#### 3.3.2.X
=
2
B, t
=
a

See Table4.Table 4
X
C
|
O
|
g
2
B
24
b
a
b
2
a
b
6
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
32
32
b
2
a
b
b
a
b
2
3
B
16
b
a
b
2
a
b
2
a
b
a
b
4
A
48
b
a
b
a
b
2
4
B
48
b
2
a
b
a
b
5
A
96
b
a
b
6
B
96
96
b
b
2


#### 3.3.3.X
=
2
C, t
=
c

See Table5.Table 5
X
C
|
O
|
g
2
A
15
b
a
b
2
a
b
a
b
a
b
1
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
B
15
b
a
b
a
b
2
3
A
20
20
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
a
3
B
60
b
a
b
2
5
A
60
a
b
a
b
2
a
60
a
b
6
A
60
b
a
b
a
6
B
60
60
b
2
a
b
a
10
A
60
b
a
b
2
a
b
a
60
b
a
b
a
b
11
A
120
b
11
B
120
b
a


### 3.4.K
≅
J
1

#### 3.4.1.X
=
2
A, t
=
a

See Table6.Table 6
X
C
|
O
|
g
2
A
15
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
15
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
60
b
a
b
2
a
b
a
b
a
b
2
a
b
12
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
5
A
60
b
a
b
a
b
2
a
b
2
a
b
a
b
20
b
2
a
b
a
b
a
b
2
a
b
2
a
b
5
B
60
b
a
b
a
b
2
a
b
a
b
2
a
b
a
b
20
b
2
a
b
a
b
2
a
b
a
b
6
A
60
b
a
b
2
a
b
a
b
60
b
a
b
a
b
2
a
b
7
A
120
b
a
b
2
a
b
2
a
b
a
b
10
A
60
b
2
a
b
a
b
a
b
60
b
a
b
a
b
a
b
2
10
B
60
b
2
a
b
a
b
60
b
a
b
a
b
2
11
A
120
b
a
b
a
b
2
a
b
a
b
15
A
120
b
2
a
b
2
a
b
a
b
15
B
120
b
a
b
19
A
120
b
19
B
120
b
2
a
b
19
C
120
b
2
a
b
a
b
2
a
b


### 3.5.K
≅
M
22

#### 3.5.1.X
=
2
A, t
=
a

See Table7.Table 7
X
C
|
O
|
g
2
A
24
b
a
b
3
a
b
12
(
b
a
)
2
b
2
a
b
a
b
8
b
2
a
b
a
b
2
(
a
b
)
3
6
b
3
(
a
b
)
2
(
a
b
3
)
2
a
b
3
A
192
b
a
b
4
A
48
b
a
b
2
a
b
48
b
3
a
b
a
b
48
b
a
b
a
b
3
4
B
96
b
2
a
b
a
b
96
b
a
b
a
b
2
5
A
384
b
2
6
A
192
b


#### 3.5.2.X
=
2
B, t
=
c

See Table8.Table 8
X
C
|
O
|
g
2
A
42
b
7
(
b
2
a
)
2
b
a
3
A
112
a
4
A
168
a
b
a
b
a


#### 3.5.3.X
=
2
C, t
=
(
c
d
c
d
2
)
5

See Table9.Table 9
X
C
|
O
|
g
2
A
20
b
2
5
b
a
b
2
a
b
3
3
A
80
b
4
A
80
b
a
b
a
b
a
4
B
40
b
a
b
2
a
40
b
a
b
2
a
b
5
A
320
a
b
6
A
80
80
a
a
b
2
a
11
A
320
b
2
a
11
B
320
b
a


### 3.6.K
≅
J
2

#### 3.6.1.X
=
2
A, t
=
(
b
a
b
2
(
a
b
)
2
b
(
a
b
)
3
)
5

See Table10.Table 10
X
C
|
O
|
g
2
A
10
b
a
3
B
160
b
4
A
80
a
5
A
32
a
b
2
a
b
a
5
B
32
b
a
b
2


#### 3.6.2.X
=
2
B, t
=
a

See Table11.Table 11
X
C
|
O
|
g
2
A
15
b
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
2
2
B
15
15
(
(
b
a
)
2
b
)
3
(
b
a
)
3
b
(
b
a
)
2
(
b
(
b
a
)
3
b
2
a
)
2
1
1
(
b
a
)
2
b
2
a
(
b
(
b
a
)
2
)
2
b
2
a
b
(
b
a
)
3
b
2
a
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
(
b
2
a
)
2
3
A
24
b
(
b
a
)
2
b
(
b
a
)
2
3
B
60
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
b
(
b
a
)
4
A
60
(
b
a
)
b
(
b
a
)
2
5
A
60
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
3
b
(
b
a
)
b
(
b
a
)
2
5
B
60
(
b
a
)
b
(
b
a
)
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
5
C
120
b
(
b
a
)
3
b
(
b
a
)
3
24
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
3
5
D
120
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
3
24
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
6
A
120
(
b
a
)
3
6
B
60
60
(
b
a
)
2
b
(
b
a
)
3
(
b
a
)
3
b
(
b
a
)
4
7
A
240
b
(
b
a
)
4
10
A
60
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
2
60
b
(
b
a
)
2
b
(
b
a
)
3
10
B
60
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
60
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
10
C
120
(
b
a
)
b
(
b
a
)
b
(
b
a
)
120
(
b
a
)
2
b
(
b
a
)
10
D
120
b
(
b
a
)
3
120
b
(
b
a
)
b
(
b
a
)
2
12
A
120
120
b
(
b
a
)
(
b
a
)
15
A
240
(
b
a
)
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
2
15
B
240
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
2


#### 3.6.3.X
=
2
C, t
=
c

See Table12.Table 12
X
C
|
O
|
g
2
A
21
b
a
b
2
a
2
b
a
3
2
B
28
b
a
b
2
3
A
14
14
a
b
3
a
b
2
2
a
b
b
2
a
b
a
2
b
a
b
3
B
168
b
a
b
a
4
A
84
a
b
a
b
2
a
b
42
b
2
a
b
a
b
6
A
84
84
b
2
b
42
42
a
b
a
b
a
b
a
a
b
a
b
2
a
b
a
b
6
B
168
a
b
7
A
336
b
a
b
8
A
168
a
b
2
a
168
a
b
a
12
A
168
168
b
a
a


### 3.7.K
≅
M
23

#### 3.7.1.X
=
2
A, t
=
a

See Table13.Table 13
X
C
|
O
|
g
2
A
84
b
a
b
3
a
b
14
b
3
a
b
2
a
b
3
A
448
b
2
4
A
336
b
a
b
a
b
336
b
a
b
a
b
a
b
336
b
a
b
a
b
a
b
2
5
A
896
b
a
b
6
A
1344
b


### 3.8.K
≅
H
S

#### 3.8.1.X
=
2
A, t
=
a

See Table14.Table 14
X
C
|
O
|
g
2
A
80
b
2
a
b
3
a
b
2
30
b
2
a
b
a
b
2
a
b
a
b
2
3
A
640
b
a
b
4
B
480
b
a
b
3
a
b
4
C
960
b
2
a
b
5
B
128
b
a
b
2
a
b
5
C
1536
b
6
B
1920
b
2


#### 3.8.2.X
=
2
B, t
=
(
(
a
b
)
2
a
)
5

See Tables15 and 16.Table 15
X
C
|
O
|
g
2
A
45
b
a
b
3
a
b
30
b
4
a
b
4
a
b
a
b
2
B
36
36
b
2
a
b
3
a
b
2
b
a
b
a
b
a
b
3
a
3
A
360
b
3
a
b
2
a
b
a
b
24
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
4
B
180
a
4
C
360
b
a
b
a
b
4
a
b
2
a
180
180
b
a
b
a
b
a
b
2
b
2
a
b
a
b
a
b
5
A
144
144
b
a
b
4
a
b
3
a
b
b
a
b
3
a
b
4
a
b
5
B
720
b
a
b
a
b
2
aTable 16
X
C
|
O
|
g
6
B
720
b
a
b
360
b
a
b
2
a
360
a
b
2
a
b
7
A
2880
b
8
B
720
b
4
a
b
2
a
720
a
b
3
a
b
8
C
720
b
a
b
3
a
720
a
b
2
a
b
4
10
A
720
720
b
2
b
3
10
B
720
720
a
b
a
b
a
15
A
2880
b
2
a


#### 3.8.3.X
=
2
C, t
=
c

See Table17.Table 17
X
C
|
O
|
g
2
A
105
a
2
B
28
b
a
3
A
336
b
2
4
B
630
b


#### 3.8.4.X
=
2
D, t
=
(
(
d
c
)
2
d
4
c
d
)
5

See Tables18 and 19.Table 18
X
C
|
O
|
g
2
A
60
a
b
3
a
b
a
b
2
a
5
a
b
3
a
b
2
a
2
B
60
b
2
a
3
A
240
a
160
a
b
3
a
b
a
b
2
a
b
a
4
A
120
b
a
b
3
a
b
a
4
B
240
a
b
120
b
a
b
2
a
b
a
b
30
a
b
2
a
4
C
120
a
b
2
a
b
2
a
120
a
b
3
a
b
a
5
A
192
a
b
a
b
3
192
b
a
b
2
a
b
3
5
B
320
b
4
a
b
5
C
1920
b
2
a
b
2
6
A
480
a
b
2
a
b
480
b
a
b
2
aTable 19
X
C
|
O
|
g
6
B
480
b
4
a
b
a
b
480
b
2
a
b
2
a
7
A
1920
b
8
A
480
b
a
b
a
b
2
480
b
a
b
2
a
b
2
a
b
10
A
960
b
2
a
b
2
a
b
2
a
960
b
a
b
10
B
960
a
b
2
11
A
1920
b
2
a
b
a
11
B
1920
b
a
b
a
b
12
A
960
b
a
960
b
3
15
A
1920
b
a
b
3
20
A
960
b
a
b
a
960
b
2
a
b
20
B
960
b
2
a
b
3
a
960
b
4
a
b
a


### 3.9.K
≅
J
3

#### 3.9.1.X
=
2
A, t
=
a

See Table20.Table 20
X
C
|
O
|
g
2
A
120
b
b
a
3
b
b
a
b
b
a
5
10
b
a
b
b
a
4
b
b
a
2
3
A
192
b
b
a
6
3
B
640
b
a
b
b
a
2
4
A
480
b
b
a
5
b
b
a
80
b
a
3
b
b
a
3
b
b
a
4
5
A
960
b
a
3
b
b
a
3
b
b
a
2
320
b
a
2
b
b
a
2
5
B
960
b
a
b
b
a
3
b
b
a
4
320
b
a
b
b
a
3
6
A
960
b
a
b
b
a
6
8
A
960
b
a
4
b
b
a
2
960
b
a
b
b
a
5
9
A
1920
b
b
a
2
b
b
a
2
9
B
1920
(
b
a
)
9
C
1920
b
b
a
2
10
A
960
b
a
4
b
b
a
960
b
b
a
4
b
b
a
b
b
a
10
B
960
b
b
a
b
b
a
b
b
a
b
b
a
2
960
b
b
a
5
12
A
960
960
b
a
2
b
b
a
4
b
a
6
15
A
1920
b
a
2
b
b
a
15
B
1920
b
b
a
3
17
A
1920
b
a
2
17
B
1920
b
a
2
b
b
a
3


#### 3.9.2.X
=
2
B, t
=
c

See Table21.Table 21
X
C
|
O
|
g
2
A
153
a
b
2
a
b
a
b
a
b
3
A
102
102
b
2
b
3
B
272
a
b
a
b
2
a
4
A
612
b
a
b
a
b
a
b
2
a
306
b
a
b
2
a
b
a
b
a
6
A
612
612
b
a
b
2
a
b
a
b
a
b
a
b
2
a
306
306
a
b
2
a
b
2
a
b
a
b
a
b
a
b
a
8
A
1224
a
b
a
b
a
b
1224
b
2
a
b
a
b
a
9
A
816
b
2
a
b
a
b
2
a
b
9
B
816
b
a
b
a
b
2
a
b
9
C
816
b
a
b
2
12
A
1224
1224
a
b
a
b
2
a
b
a
17
A
2448
b
a
17
B
2448
a
19
A
2448
a
b
2
a
b
19
B
2448
b
2
a
b
a


### 3.10.K
≅
M
24

#### 3.10.1.X
=
2
A, t
=
(
(
a
b
)
3
a
b
2
)
4

See Tables22 and 23.Table 22
X
C
|
O
|
g
2
A
168
b
2
a
b
a
b
a
b
2
a
b
14
a
b
a
14
a
b
a
b
2
a
b
2
B
84
b
2
a
b
3
A
896
b
3
B
128
b
2
a
b
2
a
b
a
b
2
a
b
a
bTable 23
X
C
|
O
|
g
4
A
112
b
a
b
a
b
a
b
112
b
2
a
b
2
a
b
2
a
b
2
4
B
1344
a
b
2
a
b
a
672
a
b
2
a
b
a
b
2
a
b
672
b
2
a
b
a
b
2
a
b
a
5
A
1792
b
a
b
a
6
A
5376
a


#### 3.10.2.X
=
2
B, t
=
a

See Table24.Table 24
X
C
|
O
|
g
2
A
60
b
2
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
15
b
a
b
2
a
b
2
a
b
a
b
a
b
2
2
B
120
b
a
b
2
a
b
a
b
2
a
b
a
b
2
80
b
2
a
b
a
b
2
a
b
a
b
2
a
b
2
b
a
8
b
2
a
2
b
a
b
2
a
b
2
a
b
2
2
a
b
3
a
b
2
a
b
2
b
3
A
320
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
3
B
960
b
2
a
b
a
b
2
a
b
4
A
120
b
a
b
2
a
b
2
120
b
a
b
a
b
2
4
B
480
b
2
a
b
a
b
a
b
2
a
b
240
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
240
b
2
a
b
a
b
a
b
a
b
a
b
a
b
4
C
960
b
a
b
2
a
b
960
b
2
a
b
a
b
2
160
b
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
2
160
b
2
a
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
5
A
1920
b
a
b
6
A
1920
b
a
b
a
b
a
b
2
6
B
1920
b
a
b
2
1920
b
2
a
b
10
A
1920
b
2
a
b
a
b
2
a
b
a
b
1920
b
2
a
b
a
b
a
b
a
b
2
11
A
7680
b
a
b
a
b
12
B
3840
b
3840
b
2


### 3.11.K
≅
M
c
L

#### 3.11.1.X
=
2
A, t
=
a

See Table25.Table 25
X
C
|
O
|
g
2
A
210
b
2
a
b
3
a
b
2
3
B
2240
b
a
b
a
b
2
4
A
5040
b
2
a
b
5
B
8064
b
6
B
6720
b
2


#### 3.11.2.X
=
2
B, t
=
c

See Table26.Table 26
X
C
|
O
|
g
2
A
165
a
b
2
a
b
a
b
2
a
b
3
A
220
b
2
a
b
3
a
b
2
a
b
a
b
2
a
3
B
660
a
b
2
a
b
2
220
b
2
a
b
a
b
a
b
3
4
A
1980
b
2
a
b
3
a
b
a
b
a
990
a
5
A
792
b
2
a
b
2
a
b
3
792
b
2
a
b
a
b
a
b
2
5
B
7920
b
2
6
A
1980
a
b
6
B
1980
b
a
b
2
a
b
a
b
1980
a
b
2
a
b
660
660
a
b
a
b
3
b
a
b
3
a
b
4
a
b
7
A
3960
b
a
b
a
b
2
a
3960
b
a
b
2
7
B
3960
b
a
b
3
a
3960
b
2
a
8
A
3960
b
2
a
b
2
a
3960
a
b
3
a
b
3
9
A
2640
b
2
a
b
a
9
B
2640
a
b
a
b
2
a
b
10
A
3960
b
a
b
a
b
3960
a
b
a
b
a
12
A
3960
3960
b
a
b
a
b
3
b
a
b
3
14
A
3960
a
b
2
a
b
3
3960
b
a
b
2
a
b
14
B
3960
b
a
b
a
b
a
3960
b
2
a
b
a
b
a
15
A
3960
b
a
b
3960
b
4
15
B
3960
a
b
a
b
3960
b
30
A
3960
b
a
3960
b
a
b
2
a
30
B
3960
b
4
a
b
2
a
3960
a
b
2


### 3.12.K
≅
H
e

#### 3.12.1.X
=
2
A, t
=
a

See Table27.Table 27
X
C
|
O
|
g
2
A
240
b
a
b
a
b
a
b
2
b
5
a
b
6
2
a
b
3
b
5
a
b
2
a
b
3
2
2
B
315
b
2
a
b
a
b
2
a
b
2
a
b
3
A
1344
b
2
a
b
3
B
960
b
a
b
4
a
b
4
A
480
b
3
a
b
a
b
2
a
b
480
b
2
a
b
a
b
3
a
b
4
B
2520
2520
b
2
a
b
a
b
b
4
a
b
5
A
2688
b
3
6
A
13440
b


#### 3.12.2.X
=
2
B, t
=
(
a
b
2
)
6

See Table28.Table 28
X
C
|
O
|
g
2
A
84
a
b
2
b
5
a
b
2
2
B
168
168
a
b
2
a
b
b
4
a
b
b
2
a
b
b
2
a
b
b
4
14
14
b
2
a
b
2
b
4
a
b
b
4
a
b
b
2
a
b
b
2
b
2
a
b
b
2
a
b
2
b
4
a
b
b
2
a
b
b
2
3
A
896
b
4
a
b
b
2
3
B
2688
b
2
4
B
1344
1344
b
2
a
b
b
2
a
b
b
2
a
b
b
2
b
2
a
b
b
4
a
b
2
b
4
112
112
a
b
b
2
a
b
4
b
4
a
b
2
a
b
3
b
4
a
b
4
b
2
4
C
1344
1344
a
b
b
4
a
b
b
4
b
4
a
b
b
2
a
b
b
2
a
b
3
b
2
672
672
b
2
a
b
2
b
2
a
b
3
b
2
a
b
4
b
2
a
b
2
672
672
b
2
a
b
b
2
a
b
4
b
2
a
b
2
a
b
4
b
a
b
2
5
A
5376
a
b
3
6
A
5376
a
b
b
2
a
b
b
2
a
b
4
6
B
5376
5376
b
2
a
b
2
b
2
a
b
a
b
b
2
a
b
7
C
3072
b
2
a
b
b
2
a
b
b
2
a
b
2
8
A
5376
5376
a
b
2
b
2
a
b
2
b
2
a
b
b
2
a
b
2
b
2
a
b
10
A
5376
5376
b
2
a
b
2
b
2
a
b
b
2
a
b
b
2
12
B
10752
10752
b
2
a
b
b
2
a
b
2
b
4
a
b
2
15
A
21504
b
2
a
b
3
17
A
21504
a
b
b
2
a
b
2
17
B
21504
(
a
b
)
21
A
21504
a
b
b
2
a
b
b
2
21
B
21504
b
2
a
b


#### 3.12.3.X
=
2
C, t
=
d
3

See Table29.Table 29
X
C
|
O
|
g
2
A
105
a
b
b
a
b
3
b
a
b
3
63
b
6
a
b
3
a
b
3
a
b
2
a
b
6
a
b
2
a
b
6
a
b
6
a
b
4
a
2
B
315
a
b
2
2
b
a
2
b
2
a
3
A
630
a
b
b
a
b
b
a
b
b
126
b
a
b
2
b
6
3
B
2520
a
b
b
6
4
A
1260
a
b
2
b
5
a
b
1260
a
b
b
a
b
b
3
4
B
945
945
a
b
2
b
2
a
b
b
b
a
b
b
a
b
b
2
a
b
b
315
315
b
a
b
5
b
b
a
b
3
b
2
a
b
b
4
C
1890
1890
b
3
a
b
2
a
b
b
2
a
b
2
b
5
A
2520
a
b
3
b
a
b
6
A
3780
a
b
3
b
2
a
b
2
1890
b
a
b
b
a
b
1890
b
a
b
b
a
b
b
a
b
3
1260
b
a
b
b
2
a
b
b
a
b
2
6
B
7560
(
a
b
)
7
A
1890
a
b
b
a
b
4
b
2
90
b
a
b
b
3
a
b
2
b
7
B
1890
b
5
a
b
b
a
b
90
b
5
a
b
b
5
a
b
b
2
a
b
b
5
7
C
2160
b
a
b
b
a
b
4
7
D
7560
a
b
b
a
b
4
1080
a
b
b
3
a
b
7
E
7560
a
b
3
b
a
b
2
1080
a
b
b
4
a
b
2
b
a
b
8
A
3780
3780
a
b
2
b
a
b
2
a
b
4
3780
3780
a
b
3
b
a
b
b
a
b
b
a
b
b
a
b
b
a
b
2
10
A
7560
a
b
3
12
A
7560
b
(
a
b
)
b
7560
b
a
b
b
2
12
B
7560
7560
b
a
b
2
b
b
14
A
3780
a
b
b
3
a
b
2
3780
a
b
2
b
2
a
b
1890
a
b
b
2
a
b
1890
b
a
b
3
b
14
B
3780
a
b
b
a
b
2
b
a
b
3780
a
b
b
4
1890
a
b
2
b
2
a
b
b
a
b
2
1890
b
a
b
b
a
b
2
14
C
7560
b
(
a
b
)
7560
b
a
b
3
14
D
7560
b
3
a
b
7560
b
a
b
2
15
A
15120
a
b
b
2
21
A
15120
a
b
4
b
a
b
21
B
15120
(
a
b
)
b
21
C
15120
a
b
3
b
21
D
15120
b
2
28
A
7560
b
2
a
b
b
2
7560
a
b
2
28
B
7560
b
4
a
b
3
7560
a
b
b
a
b
2


### 3.13.K
≅
R
u

#### 3.13.1.X
=
2
A, t
=
b
2

See Table30.Table 30
X
C
|
O
|
g
2
A
640
a
b
3
a
b
2
a
b
a
480
a
b
2
a
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
2
a
240
a
b
2
a
b
3
a
b
3
a
b
3
a
b
3
a
b
2
a
b
a
b
2
a
b
3
a
b
a
b
a
b
a
b
3
a
b
3
30
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
3
a
b
3
a
b
a
b
a
b
2
a
b
3
a
b
2
a
b
2
a
b
3
a
b
2
a
b
a
b
a
b
3
a
3
A
10240
a
b
3
a
b
a
b
a
b
a
b
a
b
2
a
4
A
5120
a
b
a
b
a
b
a
4
C
7680
a
b
a
b
2
a
b
2
a
b
2
a
b
a
3840
a
b
2
a
b
3
a
b
a
b
2
a
b
a
3840
a
b
a
b
2
a
b
a
b
3
a
b
2
a
4
D
15360
a
b
a
7680
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
5
A
12288
a
b
3
a
b
a
b
2
a
b
a
b
a
b
a
5
B
4096
a
b
a
b
a
6
A
61440
a
b
2
a
b
a
b
2
a
b
a
30720
a
b
a
b
a
b
a
b
a
b
a
7
A
61440
a
8
C
61440
a
b
a
b
2
a
b
2
a
61440
a
b
2
a
b
2
a
b
a
10
A
61440
a
b
2
a
b
2
a
b
a
b
a
b
a
12
A
122880
a
b
2
a
b
a
13
A
61440
a
b
3
a
b
a


#### 3.13.2.X
=
2
B, t
=
a

See Table31.Table 31
X
C
|
O
|
g
2
A
455
b
a
b
3
a
b
2
a
b
3
a
b
2
B
455
b
a
b
3
a
b
2
a
b
a
b
a
b
a
b
a
b
455
b
a
b
a
b
a
b
a
b
a
b
2
a
b
3
a
b
1
b
3
a
b
3
a
b
3
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
3
a
b
a
b
2
a
b
2
a
b
2
1
b
a
b
2
a
b
a
b
3
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
3
a
b
3
a
b
a
b
a
b
3
a
b
a
b
2
a
b
a
b
2
a
b
3
a
b
a
b
3
3
A
5824
b
2
a
b
a
b
a
b
a
b
a
b
4
A
3640
a
b
10
a
a
b
15
a
a
b
5
a
2
4
C
3640
b
3
a
b
a
b
a
b
2
a
b
2
4
D
3640
b
3
a
b
a
b
2
a
b
3
a
b
5
A
5824
b
3
a
b
a
b
2
a
b
a
b
2
5824
b
2
a
b
3
a
b
2
a
b
5
B
29120
b
2
a
b
a
b
6
A
29120
b
2
a
b
a
b
a
b
2
a
b
7
A
29120
b
2
a
b
2
29120
b
29120
b
2
10
A
29120
b
a
b
a
b
2
a
b
a
b
29120
b
a
b
a
b
10
B
29120
b
a
b
a
b
3
a
b
3
a
b
29120
b
a
b
3
a
b
3
a
b
a
b
12
A
58240
b
3
a
b
a
b
a
b
2
a
b
13
A
29120
b
a
b
29120
b
a
b
a
b
a
b
29120
b
3
a
b
2
a
b
14
A
29120
b
3
a
b
2
a
b
2
a
b
a
b
29120
b
a
b
2
a
b
2
a
b
a
b
a
b
14
B
29120
b
2
a
b
2
a
b
a
b
a
b
29120
b
a
b
a
b
a
b
2
a
b
2
14
C
29120
b
a
b
2
a
b
a
b
a
b
a
b
2
29120
b
2
a
b
a
b
a
b
a
b
2
a
b
15
A
116480
b
3
a
b
2
a
b
a
b
a
b
20
A
58240
b
3
a
b
a
b
2
58240
b
2
a
b
3
a
b
26
A
29120
b
a
b
2
29120
b
2
a
b
26
B
29120
b
a
b
2
a
b
2
29120
b
2
a
b
2
a
b
26
C
29120
b
3
a
b
a
b
a
b
29120
b
a
b
a
b
2
a
b
2
29
A
116480
b
a
b
2
a
b
29
B
116480
b
3
a
b
a
b


### 3.14.K
≅
S
u
z

#### 3.14.1.X
=
2
A, t
=
(
(
a
b
)
2
a
b
2
)
6

See Table32.Table 32
X
C
|
O
|
g
2
A
360
a
54
a
b
2
a
4
a
a
b
2
a
3
3
B
5120
b
2
a
b
2
a
b
a
b
a
b
a
b
a
b
a
3
C
9216
b
a
b
a
4
A
1728
b
2
a
b
2
a
b
2
a
b
a
b
a
b
4
C
17280
b
2
a
b
5
B
55296
b
2
a
b
a
b
a
6
D
46080
b


#### 3.14.2.X
=
2
B, t
=
a

See Table33.Table 33
X
C
|
O
|
g
2
A
315
b
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
2
B
630
b
2
a
b
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
560
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
2
b
a
b
2
a
2
b
2
a
2
b
a
b
2
a
2
2
b
2
a
b
a
2
b
2
a
2
b
2
a
b
a
2
b
a
b
2
a
b
2
3
A
224
b
a
b
2
a
3
b
b
a
3
b
2
a
2
b
a
5
b
b
a
4
b
2
a
2
b
3
B
2240
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
C
20160
b
a
b
2
a
b
a
b
2
a
b
4
A
2520
b
a
b
a
b
a
b
2
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
1260
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
4
B
2520
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
2520
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
1260
b
2
a
b
a
b
a
b
2
a
b
2
a
b
1260
b
2
a
b
2
a
b
a
b
2
a
b
a
b
4
C
5040
b
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2520
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2520
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
4
D
10080
b
a
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
10080
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
1120
a
b
4
a
b
4
a
4
a
a
b
8
a
b
4
a
2
1120
a
b
2
a
4
2
b
2
a
8
a
a
b
2
a
4
4
b
2
a
4
5
A
20160
b
a
b
a
b
5
B
40320
b
2
a
b
a
b
a
b
2
a
b
6
A
10080
b
a
b
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
6
D
20160
b
a
b
2
a
b
2
a
b
6
E
40320
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
40320
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
7
A
80640
b
2
a
b
a
b
a
b
a
b
8
A
20160
b
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
8
B
20160
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
20160
b
a
b
a
b
2
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
a
b
20160
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
a
b
2
a
b
10080
b
2
a
b
2
a
b
10080
b
2
a
b
a
b
8
C
20160
b
2
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
20160
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
10
A
40320
40320
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
b
a
b
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
10
B
40320
b
a
b
a
b
a
b
a
b
2
a
b
40320
b
a
b
2
a
b
a
b
a
b
a
b
11
A
161280
b
2
a
b
a
b
2
a
b
a
b
12
A
40320
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
20160
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
12
B
40320
40320
b
2
a
b
a
b
a
b
a
b
a
b
b
2
a
b
2
a
b
2
a
b
2
a
b
2
a
b
12
C
40320
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
12
D
80640
b
a
b
2
a
b
a
b
a
b
80640
b
a
b
a
b
a
b
2
a
b
13
A
161280
b
a
b
13
B
161280
b
2
a
b
2
a
b
a
b
14
A
80640
b
2
a
b
a
b
2
a
b
2
a
b
a
b
15
A
161280
b
15
B
161280
b
2
a
b
15
C
161280
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
20
A
80640
80640
b
a
b
2
a
b
2
a
b
2
a
b
a
b
b
a
b
a
b
2
a
b
2
a
b
2
a
b
21
A
161280
b
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
21
B
161280
b
a
b
2
a
b
2
a
b
2
a
b
24
A
80640
b
a
b
a
b
2
a
b
80640
b
a
b
2
a
b
a
b


#### 3.14.3.X
=
2
C, t
=
c

See Table34.Table 34
X
C
|
O
|
g
2
A
315
a
b
3
a
2
a
a
b
3
a
4
a
a
b
3
a
b
3
a
2
a
2
B
1800
a
b
a
b
a
b
2
3
A
200
b
2
a
b
2
a
b
a
b
2
a
b
a
b
3
C
16800
a
b
2
a
b
2
a
b
a
b
a
4
A
3150
b
a
b
2
a
b
a
b
2
a
630
b
a
b
2
a
b
a
b
a
b
a
b
a
b
2
a
4
C
12600
b
a
b
2
a
b
a
5
B
20160
a
b
a
6
A
12600
a
b
a
b
a
b
2
a
b
6
E
100800
b
a
7
A
100800
b
8
A
25200
a
b
a
b
a
b
25200
b
a
b
a
b
a
b
12
A
50400
a


#### 3.14.4.X
=
2
D, t
=
(
c
(
c
d
)
12
)
11

See Table35.Table 35
X
C
|
O
|
g
2
A
495
a
b
5
a
a
b
2
a
a
b
5
4
a
b
5
2
B
792
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
264
a
a
b
9
a
b
9
a
4
a
a
b
9
a
b
9
a
2
3
B
5280
a
a
b
6
a
b
3
a
4
1760
a
a
b
3
a
2
4
a
3
C
2640
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
4
A
2970
b
a
b
a
b
2
a
b
a
b
2
a
b
a
495
495
b
2
a
b
a
b
a
b
a
b
b
a
b
a
b
a
b
2
a
b
a
b
a
4
B
11880
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
4
C
11880
b
2
a
b
5
A
19008
b
a
b
a
5
B
47520
a
b
2
a
b
a
b
a
6
A
11880
a
b
a
3960
3960
a
b
a
b
a
b
2
a
a
b
a
b
2
a
b
2
a
6
B
15840
a
b
2
a
b
a
b
15840
a
b
2
a
b
a
b
a
b
a
b
a
b
6
C
15840
b
2
a
b
2
a
b
a
15840
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
2
6
D
47520
a
b
2
a
b
a
b
a
b
a
15840
a
b
2
a
b
a
b
a
b
2
a
b
a
6
E
15840
a
b
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
7
A
47520
b
a
b
2
a
b
a
8
B
47520
47520
b
2
a
b
a
b
a
b
a
b
a
a
b
a
b
a
b
9
A
95040
b
a
b
a
b
a
b
31680
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
9
B
95040
b
2
a
b
a
b
a
31680
a
b
2
a
b
a
b
a
b
a
b
a
b
a
10
A
95040
a
b
10
B
47520
b
a
b
a
b
2
a
b
2
a
47520
b
a
b
2
a
b
2
a
b
a
11
A
190080
a
12
A
47520
b
2
a
b
a
12
B
47520
47520
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
a
15840
15840
b
2
a
b
2
a
b
a
b
b
a
b
a
b
a
12
C
47520
47520
a
b
2
a
b
a
a
b
a
b
a
b
a
b
a
b
a
b
2
12
E
47520
b
2
a
b
2
a
47520
a
b
a
b
47520
b
a
b
a
b
a
b
a
b
47520
b
2
a
b
a
b
a
b
a
14
A
47520
47520
a
b
2
a
b
a
b
2
a
b
a
b
b
15
C
190080
a
b
a
b
a
18
A
95040
b
a
b
2
a
b
a
b
a
95040
a
b
2
a
b
2
a
b
a
b
18
B
95040
b
2
a
b
2
a
b
a
b
a
95040
b
a
b
a
b
a
b
2
a
20
A
95040
95040
b
a
b
a
b
2
a
b
a
b
a


### 3.15.K
≅
C
o
3

#### 3.15.1.X
=
2
A, t
=
b
2

See Tables36 and 37.Table 36
X
C
|
O
|
g
2
A
630
a
b
2
a
2
b
2
a
3
B
8960
a
b
2
a
2
3
C
1920
a
2
b
a
2Table 37
X
C
|
O
|
g
4
B
30240
a
b
2
a
5
B
48384
a
b
a
2
6
C
80640
a


#### 3.15.2.X
=
2
B, t
=
(
(
a
2
b
)
3
a
b
)
5

See Tables38 and 39.Table 38
X
C
|
O
|
g
2
A
495
b
a
b
a
2
b
a
2
b
a
b
2
a
b
2
B
396
a
b
3
a
b
2
a
2
b
a
396
a
2
b
3
a
b
2
a
2
b
a
2
3
A
1320
b
a
2
b
a
2
b
2
a
b
440
a
b
2
a
b
a
b
2
a
b
a
b
3
B
2640
a
2
b
2
a
b
a
b
3
a
1584
a
b
a
b
a
2
b
3
a
2
3
C
7920
b
a
b
2
a
b
2
a
b
4
A
2970
b
a
b
a
b
a
b
2
a
b
a
4
B
11880
a
2
b
5940
b
2
2970
b
a
b
a
b
2
a
b
5
A
9504
b
2
a
b
a
2
9504
b
a
2
b
3
a
2
b
a
5
B
47520
a
2
b
2
a
6
A
11880
b
a
2
b
2
a
b
2
a
3960
a
b
2
a
2
b
a
b
a
2
b
a
6
B
15840
a
2
15840
a
6
C
23760
b
a
b
a
b
3
a
23760
b
a
2
b
2
a
b
a
15840
b
a
b
3
a
b
a
6
E
23760
b
2
a
23760
a
2
b
2
7
A
95040
b
a
2
31680
b
a
b
2
a
b
a
8
A
23760
b
a
b
a
b
2
a
23760
b
2
a
b
a
b
a
b
8
B
23760
a
b
a
b
2
a
23760
b
2
a
2
b
aTable 39
X
C
|
O
|
g
8
C
23760
a
b
2
a
b
2
23760
b
2
a
2
b
2
a
2
23760
b
2
a
b
a
23760
b
a
2
b
a
b
3
9
A
31680
b
a
b
2
a
b
3
31680
a
b
a
b
a
b
a
b
9
B
63360
a
b
a
b
a
b
2
10
A
47520
a
b
a
2
b
2
47520
b
a
b
a
b
2
10
B
47520
a
b
a
47520
a
2
b
3
a
2
12
A
23760
a
2
b
a
2
23760
a
b
3
a
12
B
47520
b
47520
a
b
a
b
a
2
47520
b
a
b
2
a
b
14
A
95040
b
a
b
a
95040
a
b
2
a
b
a
15
A
95040
a
b
2
95040
a
b
a
b
15
B
190080
a
b
a
b
2
18
A
95040
a
b
2
a
b
95040
b
a
b
a
b
21
A
190080
b
a
2
b
a
2
24
A
95040
a
b
2
a
95040
a
2
b
2
a
2
24
B
95040
a
2
b
a
95040
b
a
30
A
95040
a
b
a
2
95040
a
b
3
a
2


### 3.16.K
≅
C
o
2

#### 3.16.1.X
=
2
A, t
=
a

See Table40.Table 40
X
C
|
O
|
g
2
B
1260
b
a
b
2
a
b
2
C
1008
b
3
a
b
a
b
3
3
B
14336
b
a
b
4
C
40320
b


#### 3.16.2.X
=
2
B, t
=
a
(
a
b
a
b
a
)
2
a
(
a
b
a
b
a
)
7

See Table41.Table 41
X
C
|
O
|
g
2
A
15
b
4
a
2
b
3
a
b
2
a
b
4
b
a
b
2
a
b
a
b
7
a
b
a
b
3
a
b
2
a
b
2
2
B
1680
b
3
a
b
a
b
3
210
b
4
a
b
4
a
b
a
b
2
C
2520
a
b
5
a
a
b
2
a
a
b
3
3
B
35840
b
2
a
b
4
A
1920
b
a
b
3
a
b
2
a
b
a
b
4
C
20160
b
a
b
2
a
b
4
E
161280
b
a
b
4
F
13440
b
a
b
a
b
a
b
a
b
13440
b
3
a
b
a
b
2
a
b
2
5
B
344064
b
2
6
E
430080
b


#### 3.16.3.X
=
2
C, t
=
(
b
-
1
(
a
b
2
)
2
a
b
-
1
(
a
b
2
)
4
)
5

See Table42.Table 42
X
C
|
O
|
g
2
A
240
a
b
4
a
b
2
a
b
a
b
4
a
b
3
a
b
3
a
b
4
a
b
3
a
b
a
45
a
b
2
a
b
4
a
b
3
a
b
a
b
3
a
b
4
a
b
4
a
b
4
a
b
2
a
2
B
720
b
2
a
240
b
4
a
b
4
a
b
3
a
b
4
a
b
4
a
b
2
a
b
3
a
b
2
a
180
a
b
2
a
b
3
a
b
2
a
b
a
b
3
a
b
3
a
b
2
30
a
b
a
b
4
a
2
C
1440
a
b
a
b
3
a
b
3
a
b
2
a
b
a
b
2
a
1440
a
b
3
a
b
4
a
b
3
a
b
2
a
b
2
a
b
4
a
1440
b
2
a
b
a
b
a
b
3
a
b
4
a
b
3
1152
a
b
a
b
3
a
b
3
a
b
3
a
b
4
a
b
2
a
360
a
b
a
b
a
b
3
a
b
2
a
b
a
b
3
a
b
3
a
b
2
3
A
10240
a
b
4
a
b
2
a
b
a
b
2
a
b
a
b
2
a
3
B
15360
a
b
3
a
b
2
a
7680
b
3
a
b
2
1024
a
b
2
a
b
2
a
b
3
a
b
3
a
4
A
3840
b
4
a
b
4
a
b
3
a
b
4
a
b
4
a
b
4
1440
a
b
a
b
2
a
b
2
a
b
4
a
b
2
4
B
11520
b
a
b
4
a
b
4
a
b
3
a
b
3
a
5760
a
b
2
a
b
a
b
2
a
b
a
b
3
a
5760
a
b
2
a
b
4
a
b
3
a
b
4
a
b
3
a
1440
a
b
4
a
b
a
b
2
a
b
4
a
b
2
a
b
a
b
3
a
1440
a
b
2
a
b
4
a
b
3
a
b
a
b
3
a
b
4
a
b
a
720
a
b
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
3
720
b
2
a
b
4
a
b
2
a
b
2
a
b
4
a
b
3
a
b
4
a
4
C
11520
a
b
2
a
b
3
a
11520
a
b
3
a
b
a
b
3
a
b
2
a
b
2
5760
b
3
a
b
4
a
b
2
a
5760
a
b
3
a
b
a
b
2
2880
a
b
a
b
4
a
b
2
a
1440
b
4
a
b
4
a
b
3
a
b
2
a
b
2
a
b
3
a
1440
a
b
2
a
b
3
a
b
3
a
b
2
a
b
a
b
720
a
b
a
b
a
b
a
b
2
a
b
a
b
3
a
720
a
b
3
a
b
4
a
b
2
a
4
D
23040
b
a
b
3
a
b
a
b
2
a
b
3
a
b
2
11520
a
b
a
b
3
a
b
3
a
b
a
b
3
5760
a
b
4
a
b
a
b
4
a
b
2
a
2880
a
b
a
b
a
b
4
a
b
2
a
b
4
a
b
4
a
b
3
a
2880
a
b
2
a
b
a
b
a
b
3
a
b
a
b
4
a
b
4
a
4
E
23040
b
a
b
a
b
a
b
2
23040
a
b
3
a
b
2
a
b
2
11520
a
b
3
a
b
2
a
b
4
a
b
2
11520
b
3
a
b
a
b
3
a
b
2
a
5760
b
3
a
b
4
a
5760
a
b
a
b
2
5760
b
4
a
b
3
a
b
2
a
b
a
b
3
a
4
F
23040
a
b
a
b
2
a
b
2
a
b
2
23040
b
3
a
b
3
a
b
3
a
b
4
a
11520
b
4
a
b
4
a
b
2
a
b
4
a
b
3
a
b
2
a
11520
a
b
3
a
b
4
a
b
3
a
b
2
a
b
2
a
b
2
5760
b
2
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
2
a
5760
b
2
a
b
2
a
b
3
a
b
3
a
b
4
a
b
2
a
b
3
a
5760
a
b
3
a
b
2
a
b
4
a
b
2
a
b
3
a
b
3
a
b
2
a
5760
a
b
4
a
b
a
b
a
b
3
a
b
2
a
b
2
a
b
3
5760
a
b
2
a
b
3
a
b
a
b
2
a
b
2
a
b
3
a
b
3
5760
b
4
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
2
a
2880
b
3
a
b
2
a
b
a
b
2
2880
b
3
a
b
4
a
b
3
a
b
2
1920
a
b
a
b
4
a
b
2
a
b
2
a
b
4
a
b
3
1920
b
a
b
3
a
b
3
a
b
a
b
2
a
b
4
4
G
46080
b
3
a
b
3
a
b
2
a
b
3
a
46080
a
b
2
a
b
3
a
b
2
a
b
2
23040
a
b
a
b
2
a
b
2
a
b
3
a
b
2
a
23040
a
b
3
a
b
2
a
b
3
a
b
3
a
b
4
a
5
A
73728
a
b
2
a
b
3
a
b
a
b
2
a
5
B
184320
b
2
a
b
2
a
122880
b
2
a
b
3
a
b
2
6
A
92160
b
a
b
3
a
b
4
a
b
3
a
b
2
a
6
B
122880
b
2
a
b
4
a
b
2
a
6
C
46080
b
2
a
b
3
a
b
3
a
b
2
a
46080
b
3
a
b
a
b
2
a
b
2
15360
b
4
a
b
2
a
b
3
a
b
3
a
15360
a
b
2
a
b
2
a
b
3
a
b
6
D
92160
b
4
a
b
a
b
2
a
b
4
a
23040
b
4
a
b
3
a
b
4
a
b
2
a
b
2
15360
a
b
2
a
b
2
a
b
a
15360
a
b
4
a
b
3
a
b
3
a
6
E
92160
b
a
b
a
b
2
92160
b
a
b
4
a
46080
b
3
a
b
2
a
b
3
a
b
2
a
46080
b
a
b
2
a
b
3
a
46080
b
2
a
b
a
b
4
a
46080
a
b
a
b
4
a
b
3
15360
a
b
2
a
b
a
b
4
a
b
a
b
2
a
6
F
92160
a
b
3
a
b
a
92160
a
b
4
a
b
2
a
46080
b
3
a
b
2
a
b
a
b
2
a
46080
a
b
4
a
b
4
a
b
3
a
b
3
46080
a
b
3
a
b
4
a
b
3
a
b
2
46080
b
2
a
b
2
a
b
a
b
a
7
A
737280
b
4
a
b
2
8
A
92160
b
2
a
b
a
92160
a
b
4
a
b
3
8
B
92160
a
b
4
a
b
2
a
b
2
a
b
a
92160
a
b
4
a
b
3
a
b
3
a
b
a
46080
a
b
a
b
3
a
b
2
a
46080
a
b
3
a
b
2
a
b
4
a
23040
b
a
b
3
a
b
3
a
b
a
b
3
23040
b
2
a
b
4
a
b
2
a
b
2
a
b
4
8
C
92160
b
3
a
b
3
a
b
3
a
b
4
92160
b
2
92160
b
3
92160
b
a
b
2
a
b
2
a
b
2
8
D
92160
b
3
a
b
3
a
b
2
92160
a
b
2
a
b
3
a
b
3
a
b
4
a
b
2
92160
b
4
a
b
3
a
b
3
a
92160
b
a
b
2
a
b
a
b
3
a
92160
b
3
a
b
2
a
b
2
8
E
92160
a
b
3
a
92160
a
b
2
a
46080
a
b
3
a
b
a
b
4
a
b
2
46080
b
3
a
b
a
b
4
a
b
2
a
46080
a
b
2
a
b
2
a
b
a
b
3
46080
b
2
a
b
a
b
a
46080
b
2
a
b
4
a
b
3
a
b
3
a
46080
b
2
a
b
2
a
b
3
a
b
3
a
46080
a
b
2
a
b
2
a
b
3
a
b
3
46080
a
b
4
a
b
4
a
b
3
23040
a
b
4
a
b
2
a
b
2
a
b
a
b
3
23040
b
4
a
b
4
a
b
2
a
b
4
a
b
3
8
F
184320
a
b
4
a
b
a
b
3
a
184320
a
b
2
a
b
4
a
b
a
92160
a
b
a
b
3
a
b
a
b
2
a
b
2
92160
b
3
a
b
4
a
b
4
a
b
3
a
b
2
a
9
A
737280
a
b
4
a
b
a
b
2
245760
b
2
a
b
4
a
b
2
10
A
368640
b
2
a
b
3
a
b
2
a
10
B
368640
a
b
2
a
b
2
368640
b
3
a
b
3
a
10
C
368640
a
b
4
368640
a
b
a
b
3
a
b
a
b
3
a
11
A
1474560
b
2
a
b
3
a
12
A
122880
b
a
b
2
a
b
a
b
4
a
122880
b
4
a
b
a
b
4
a
b
3
12
B
368640
b
2
a
b
a
b
3
a
b
2
184320
a
b
4
a
b
2
a
b
4
a
b
2
12
C
368640
a
b
2
a
b
2
a
b
3
a
b
2
184320
a
b
4
a
b
a
b
2
a
b
2
12
D
184320
b
4
a
b
a
b
2
a
b
2
184320
a
b
a
b
a
b
3
a
b
3
a
92160
a
b
4
a
b
2
a
b
3
a
92160
a
b
2
a
b
3
a
b
a
12
E
368640
b
3
a
b
2
a
b
4
368640
b
a
b
3
a
b
2
12
F
184320
b
2
a
b
a
b
2
a
184320
a
b
3
a
b
4
a
184320
a
b
a
b
3
a
b
3
184320
a
b
a
b
2
a
92160
a
b
2
a
b
a
92160
a
b
4
a
b
3
a
12
G
368640
b
a
b
4
a
b
2
a
12
H
184320
b
4
a
b
3
a
b
3
a
b
2
184320
a
b
3
a
b
2
a
b
3
a
184320
a
b
a
b
a
b
4
a
b
2
a
184320
a
b
4
a
b
3
a
b
4
a
b
2
a
184320
b
3
a
b
2
a
b
2
a
b
184320
a
b
2
a
b
3
a
b
2
a
14
A
737280
a
b
4
a
15
A
737280
b
4
a
737280
b
a
b
2
a
16
A
368640
a
b
3
a
b
2
368640
a
b
2
a
b
a
b
4
368640
b
3
a
b
2
a
368640
b
a
b
4
a
b
3
a
18
A
737280
b
3
a
b
3
20
A
737280
a
b
4
a
b
2
737280
b
3
a
b
a
20
B
737280
a
b
4
a
b
4
a
737280
a
b
a
b
a
24
A
737280
a
b
2
737280
b
3
a
24
B
737280
b
4
737280
b
28
A
737280
a
b
a
b
3
a
b
2
737280
a
b
4
a
b
2
a
b
2
30
A
737280
b
2
a
b
4
737280
b
a
b
3


## 3.1. Permutation Ranks

See Table1.Table 1
G
2
A
2
B
2
C
2
D
M
11
8
M
12
10
11
13
J
1
22
M
22
13
5
10
J
2
6
31
14
M
23
9
H
S
9
27
5
32
J
3
27
17
M
24
14
26
M
c
L
6
28
H
e
12
34
41
R
u
22
42
S
u
z
9
66
15
41
C
o
3
7
61
C
o
2
5
13
178


## 3.2.K
≅
M
11

### 3.2.1.X
=
2
A, t
=
a

See Table2.Table 2
X
C
|
O
|
g
2
A
12
b
a
b
3
a
b
3
A
24
b
2
8
b
3
a
b
4
A
24
b
a
b
5
A
48
b
a
b
a
b
6
A
24
b
24
b
3


## 3.2.1.X
=
2
A, t
=
a

See Table2.Table 2
X
C
|
O
|
g
2
A
12
b
a
b
3
a
b
3
A
24
b
2
8
b
3
a
b
4
A
24
b
a
b
5
A
48
b
a
b
a
b
6
A
24
b
24
b
3


## 3.3.K
≅
M
12

### 3.3.1.X
=
2
A, t
=
(
(
a
b
)
2
a
b
2
)
3

See Table3.Table 3
X
C
|
O
|
g
2
A
10
10
b
2
a
b
a
b
2
a
b
a
b
b
2
a
b
2
a
b
a
b
2
a
b
2
B
15
a
3
B
60
a
b
4
A
30
a
b
2
a
b
a
4
B
30
b
a
b
a
b
a
b
2
a
5
A
120
b
a
6
A
60
60
b
b
2


### 3.3.2.X
=
2
B, t
=
a

See Table4.Table 4
X
C
|
O
|
g
2
B
24
b
a
b
2
a
b
6
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
32
32
b
2
a
b
b
a
b
2
3
B
16
b
a
b
2
a
b
2
a
b
a
b
4
A
48
b
a
b
a
b
2
4
B
48
b
2
a
b
a
b
5
A
96
b
a
b
6
B
96
96
b
b
2


### 3.3.3.X
=
2
C, t
=
c

See Table5.Table 5
X
C
|
O
|
g
2
A
15
b
a
b
2
a
b
a
b
a
b
1
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
B
15
b
a
b
a
b
2
3
A
20
20
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
a
3
B
60
b
a
b
2
5
A
60
a
b
a
b
2
a
60
a
b
6
A
60
b
a
b
a
6
B
60
60
b
2
a
b
a
10
A
60
b
a
b
2
a
b
a
60
b
a
b
a
b
11
A
120
b
11
B
120
b
a


## 3.3.1.X
=
2
A, t
=
(
(
a
b
)
2
a
b
2
)
3

See Table3.Table 3
X
C
|
O
|
g
2
A
10
10
b
2
a
b
a
b
2
a
b
a
b
b
2
a
b
2
a
b
a
b
2
a
b
2
B
15
a
3
B
60
a
b
4
A
30
a
b
2
a
b
a
4
B
30
b
a
b
a
b
a
b
2
a
5
A
120
b
a
6
A
60
60
b
b
2


## 3.3.2.X
=
2
B, t
=
a

See Table4.Table 4
X
C
|
O
|
g
2
B
24
b
a
b
2
a
b
6
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
32
32
b
2
a
b
b
a
b
2
3
B
16
b
a
b
2
a
b
2
a
b
a
b
4
A
48
b
a
b
a
b
2
4
B
48
b
2
a
b
a
b
5
A
96
b
a
b
6
B
96
96
b
b
2


## 3.3.3.X
=
2
C, t
=
c

See Table5.Table 5
X
C
|
O
|
g
2
A
15
b
a
b
2
a
b
a
b
a
b
1
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
B
15
b
a
b
a
b
2
3
A
20
20
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
a
3
B
60
b
a
b
2
5
A
60
a
b
a
b
2
a
60
a
b
6
A
60
b
a
b
a
6
B
60
60
b
2
a
b
a
10
A
60
b
a
b
2
a
b
a
60
b
a
b
a
b
11
A
120
b
11
B
120
b
a


## 3.4.K
≅
J
1

### 3.4.1.X
=
2
A, t
=
a

See Table6.Table 6
X
C
|
O
|
g
2
A
15
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
15
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
60
b
a
b
2
a
b
a
b
a
b
2
a
b
12
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
5
A
60
b
a
b
a
b
2
a
b
2
a
b
a
b
20
b
2
a
b
a
b
a
b
2
a
b
2
a
b
5
B
60
b
a
b
a
b
2
a
b
a
b
2
a
b
a
b
20
b
2
a
b
a
b
2
a
b
a
b
6
A
60
b
a
b
2
a
b
a
b
60
b
a
b
a
b
2
a
b
7
A
120
b
a
b
2
a
b
2
a
b
a
b
10
A
60
b
2
a
b
a
b
a
b
60
b
a
b
a
b
a
b
2
10
B
60
b
2
a
b
a
b
60
b
a
b
a
b
2
11
A
120
b
a
b
a
b
2
a
b
a
b
15
A
120
b
2
a
b
2
a
b
a
b
15
B
120
b
a
b
19
A
120
b
19
B
120
b
2
a
b
19
C
120
b
2
a
b
a
b
2
a
b


## 3.4.1.X
=
2
A, t
=
a

See Table6.Table 6
X
C
|
O
|
g
2
A
15
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
15
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
60
b
a
b
2
a
b
a
b
a
b
2
a
b
12
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
5
A
60
b
a
b
a
b
2
a
b
2
a
b
a
b
20
b
2
a
b
a
b
a
b
2
a
b
2
a
b
5
B
60
b
a
b
a
b
2
a
b
a
b
2
a
b
a
b
20
b
2
a
b
a
b
2
a
b
a
b
6
A
60
b
a
b
2
a
b
a
b
60
b
a
b
a
b
2
a
b
7
A
120
b
a
b
2
a
b
2
a
b
a
b
10
A
60
b
2
a
b
a
b
a
b
60
b
a
b
a
b
a
b
2
10
B
60
b
2
a
b
a
b
60
b
a
b
a
b
2
11
A
120
b
a
b
a
b
2
a
b
a
b
15
A
120
b
2
a
b
2
a
b
a
b
15
B
120
b
a
b
19
A
120
b
19
B
120
b
2
a
b
19
C
120
b
2
a
b
a
b
2
a
b


## 3.5.K
≅
M
22

### 3.5.1.X
=
2
A, t
=
a

See Table7.Table 7
X
C
|
O
|
g
2
A
24
b
a
b
3
a
b
12
(
b
a
)
2
b
2
a
b
a
b
8
b
2
a
b
a
b
2
(
a
b
)
3
6
b
3
(
a
b
)
2
(
a
b
3
)
2
a
b
3
A
192
b
a
b
4
A
48
b
a
b
2
a
b
48
b
3
a
b
a
b
48
b
a
b
a
b
3
4
B
96
b
2
a
b
a
b
96
b
a
b
a
b
2
5
A
384
b
2
6
A
192
b


### 3.5.2.X
=
2
B, t
=
c

See Table8.Table 8
X
C
|
O
|
g
2
A
42
b
7
(
b
2
a
)
2
b
a
3
A
112
a
4
A
168
a
b
a
b
a


### 3.5.3.X
=
2
C, t
=
(
c
d
c
d
2
)
5

See Table9.Table 9
X
C
|
O
|
g
2
A
20
b
2
5
b
a
b
2
a
b
3
3
A
80
b
4
A
80
b
a
b
a
b
a
4
B
40
b
a
b
2
a
40
b
a
b
2
a
b
5
A
320
a
b
6
A
80
80
a
a
b
2
a
11
A
320
b
2
a
11
B
320
b
a


## 3.5.1.X
=
2
A, t
=
a

See Table7.Table 7
X
C
|
O
|
g
2
A
24
b
a
b
3
a
b
12
(
b
a
)
2
b
2
a
b
a
b
8
b
2
a
b
a
b
2
(
a
b
)
3
6
b
3
(
a
b
)
2
(
a
b
3
)
2
a
b
3
A
192
b
a
b
4
A
48
b
a
b
2
a
b
48
b
3
a
b
a
b
48
b
a
b
a
b
3
4
B
96
b
2
a
b
a
b
96
b
a
b
a
b
2
5
A
384
b
2
6
A
192
b


## 3.5.2.X
=
2
B, t
=
c

See Table8.Table 8
X
C
|
O
|
g
2
A
42
b
7
(
b
2
a
)
2
b
a
3
A
112
a
4
A
168
a
b
a
b
a


## 3.5.3.X
=
2
C, t
=
(
c
d
c
d
2
)
5

See Table9.Table 9
X
C
|
O
|
g
2
A
20
b
2
5
b
a
b
2
a
b
3
3
A
80
b
4
A
80
b
a
b
a
b
a
4
B
40
b
a
b
2
a
40
b
a
b
2
a
b
5
A
320
a
b
6
A
80
80
a
a
b
2
a
11
A
320
b
2
a
11
B
320
b
a


## 3.6.K
≅
J
2

### 3.6.1.X
=
2
A, t
=
(
b
a
b
2
(
a
b
)
2
b
(
a
b
)
3
)
5

See Table10.Table 10
X
C
|
O
|
g
2
A
10
b
a
3
B
160
b
4
A
80
a
5
A
32
a
b
2
a
b
a
5
B
32
b
a
b
2


### 3.6.2.X
=
2
B, t
=
a

See Table11.Table 11
X
C
|
O
|
g
2
A
15
b
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
2
2
B
15
15
(
(
b
a
)
2
b
)
3
(
b
a
)
3
b
(
b
a
)
2
(
b
(
b
a
)
3
b
2
a
)
2
1
1
(
b
a
)
2
b
2
a
(
b
(
b
a
)
2
)
2
b
2
a
b
(
b
a
)
3
b
2
a
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
(
b
2
a
)
2
3
A
24
b
(
b
a
)
2
b
(
b
a
)
2
3
B
60
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
b
(
b
a
)
4
A
60
(
b
a
)
b
(
b
a
)
2
5
A
60
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
3
b
(
b
a
)
b
(
b
a
)
2
5
B
60
(
b
a
)
b
(
b
a
)
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
5
C
120
b
(
b
a
)
3
b
(
b
a
)
3
24
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
3
5
D
120
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
3
24
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
6
A
120
(
b
a
)
3
6
B
60
60
(
b
a
)
2
b
(
b
a
)
3
(
b
a
)
3
b
(
b
a
)
4
7
A
240
b
(
b
a
)
4
10
A
60
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
2
60
b
(
b
a
)
2
b
(
b
a
)
3
10
B
60
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
60
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
10
C
120
(
b
a
)
b
(
b
a
)
b
(
b
a
)
120
(
b
a
)
2
b
(
b
a
)
10
D
120
b
(
b
a
)
3
120
b
(
b
a
)
b
(
b
a
)
2
12
A
120
120
b
(
b
a
)
(
b
a
)
15
A
240
(
b
a
)
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
2
15
B
240
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
2


### 3.6.3.X
=
2
C, t
=
c

See Table12.Table 12
X
C
|
O
|
g
2
A
21
b
a
b
2
a
2
b
a
3
2
B
28
b
a
b
2
3
A
14
14
a
b
3
a
b
2
2
a
b
b
2
a
b
a
2
b
a
b
3
B
168
b
a
b
a
4
A
84
a
b
a
b
2
a
b
42
b
2
a
b
a
b
6
A
84
84
b
2
b
42
42
a
b
a
b
a
b
a
a
b
a
b
2
a
b
a
b
6
B
168
a
b
7
A
336
b
a
b
8
A
168
a
b
2
a
168
a
b
a
12
A
168
168
b
a
a


## 3.6.1.X
=
2
A, t
=
(
b
a
b
2
(
a
b
)
2
b
(
a
b
)
3
)
5

See Table10.Table 10
X
C
|
O
|
g
2
A
10
b
a
3
B
160
b
4
A
80
a
5
A
32
a
b
2
a
b
a
5
B
32
b
a
b
2


## 3.6.2.X
=
2
B, t
=
a

See Table11.Table 11
X
C
|
O
|
g
2
A
15
b
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
2
2
B
15
15
(
(
b
a
)
2
b
)
3
(
b
a
)
3
b
(
b
a
)
2
(
b
(
b
a
)
3
b
2
a
)
2
1
1
(
b
a
)
2
b
2
a
(
b
(
b
a
)
2
)
2
b
2
a
b
(
b
a
)
3
b
2
a
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
(
b
2
a
)
2
3
A
24
b
(
b
a
)
2
b
(
b
a
)
2
3
B
60
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
b
(
b
a
)
4
A
60
(
b
a
)
b
(
b
a
)
2
5
A
60
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
3
b
(
b
a
)
b
(
b
a
)
2
5
B
60
(
b
a
)
b
(
b
a
)
b
(
b
a
)
3
b
(
b
a
)
2
b
(
b
a
)
3
5
C
120
b
(
b
a
)
3
b
(
b
a
)
3
24
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
3
5
D
120
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
3
24
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
6
A
120
(
b
a
)
3
6
B
60
60
(
b
a
)
2
b
(
b
a
)
3
(
b
a
)
3
b
(
b
a
)
4
7
A
240
b
(
b
a
)
4
10
A
60
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
2
60
b
(
b
a
)
2
b
(
b
a
)
3
10
B
60
(
b
a
)
2
b
(
b
a
)
2
b
(
b
a
)
60
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
10
C
120
(
b
a
)
b
(
b
a
)
b
(
b
a
)
120
(
b
a
)
2
b
(
b
a
)
10
D
120
b
(
b
a
)
3
120
b
(
b
a
)
b
(
b
a
)
2
12
A
120
120
b
(
b
a
)
(
b
a
)
15
A
240
(
b
a
)
b
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
2
15
B
240
(
b
a
)
b
(
b
a
)
2
b
(
b
a
)
b
(
b
a
)
2


## 3.6.3.X
=
2
C, t
=
c

See Table12.Table 12
X
C
|
O
|
g
2
A
21
b
a
b
2
a
2
b
a
3
2
B
28
b
a
b
2
3
A
14
14
a
b
3
a
b
2
2
a
b
b
2
a
b
a
2
b
a
b
3
B
168
b
a
b
a
4
A
84
a
b
a
b
2
a
b
42
b
2
a
b
a
b
6
A
84
84
b
2
b
42
42
a
b
a
b
a
b
a
a
b
a
b
2
a
b
a
b
6
B
168
a
b
7
A
336
b
a
b
8
A
168
a
b
2
a
168
a
b
a
12
A
168
168
b
a
a


## 3.7.K
≅
M
23

### 3.7.1.X
=
2
A, t
=
a

See Table13.Table 13
X
C
|
O
|
g
2
A
84
b
a
b
3
a
b
14
b
3
a
b
2
a
b
3
A
448
b
2
4
A
336
b
a
b
a
b
336
b
a
b
a
b
a
b
336
b
a
b
a
b
a
b
2
5
A
896
b
a
b
6
A
1344
b


## 3.7.1.X
=
2
A, t
=
a

See Table13.Table 13
X
C
|
O
|
g
2
A
84
b
a
b
3
a
b
14
b
3
a
b
2
a
b
3
A
448
b
2
4
A
336
b
a
b
a
b
336
b
a
b
a
b
a
b
336
b
a
b
a
b
a
b
2
5
A
896
b
a
b
6
A
1344
b


## 3.8.K
≅
H
S

### 3.8.1.X
=
2
A, t
=
a

See Table14.Table 14
X
C
|
O
|
g
2
A
80
b
2
a
b
3
a
b
2
30
b
2
a
b
a
b
2
a
b
a
b
2
3
A
640
b
a
b
4
B
480
b
a
b
3
a
b
4
C
960
b
2
a
b
5
B
128
b
a
b
2
a
b
5
C
1536
b
6
B
1920
b
2


### 3.8.2.X
=
2
B, t
=
(
(
a
b
)
2
a
)
5

See Tables15 and 16.Table 15
X
C
|
O
|
g
2
A
45
b
a
b
3
a
b
30
b
4
a
b
4
a
b
a
b
2
B
36
36
b
2
a
b
3
a
b
2
b
a
b
a
b
a
b
3
a
3
A
360
b
3
a
b
2
a
b
a
b
24
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
4
B
180
a
4
C
360
b
a
b
a
b
4
a
b
2
a
180
180
b
a
b
a
b
a
b
2
b
2
a
b
a
b
a
b
5
A
144
144
b
a
b
4
a
b
3
a
b
b
a
b
3
a
b
4
a
b
5
B
720
b
a
b
a
b
2
aTable 16
X
C
|
O
|
g
6
B
720
b
a
b
360
b
a
b
2
a
360
a
b
2
a
b
7
A
2880
b
8
B
720
b
4
a
b
2
a
720
a
b
3
a
b
8
C
720
b
a
b
3
a
720
a
b
2
a
b
4
10
A
720
720
b
2
b
3
10
B
720
720
a
b
a
b
a
15
A
2880
b
2
a


### 3.8.3.X
=
2
C, t
=
c

See Table17.Table 17
X
C
|
O
|
g
2
A
105
a
2
B
28
b
a
3
A
336
b
2
4
B
630
b


### 3.8.4.X
=
2
D, t
=
(
(
d
c
)
2
d
4
c
d
)
5

See Tables18 and 19.Table 18
X
C
|
O
|
g
2
A
60
a
b
3
a
b
a
b
2
a
5
a
b
3
a
b
2
a
2
B
60
b
2
a
3
A
240
a
160
a
b
3
a
b
a
b
2
a
b
a
4
A
120
b
a
b
3
a
b
a
4
B
240
a
b
120
b
a
b
2
a
b
a
b
30
a
b
2
a
4
C
120
a
b
2
a
b
2
a
120
a
b
3
a
b
a
5
A
192
a
b
a
b
3
192
b
a
b
2
a
b
3
5
B
320
b
4
a
b
5
C
1920
b
2
a
b
2
6
A
480
a
b
2
a
b
480
b
a
b
2
aTable 19
X
C
|
O
|
g
6
B
480
b
4
a
b
a
b
480
b
2
a
b
2
a
7
A
1920
b
8
A
480
b
a
b
a
b
2
480
b
a
b
2
a
b
2
a
b
10
A
960
b
2
a
b
2
a
b
2
a
960
b
a
b
10
B
960
a
b
2
11
A
1920
b
2
a
b
a
11
B
1920
b
a
b
a
b
12
A
960
b
a
960
b
3
15
A
1920
b
a
b
3
20
A
960
b
a
b
a
960
b
2
a
b
20
B
960
b
2
a
b
3
a
960
b
4
a
b
a


## 3.8.1.X
=
2
A, t
=
a

See Table14.Table 14
X
C
|
O
|
g
2
A
80
b
2
a
b
3
a
b
2
30
b
2
a
b
a
b
2
a
b
a
b
2
3
A
640
b
a
b
4
B
480
b
a
b
3
a
b
4
C
960
b
2
a
b
5
B
128
b
a
b
2
a
b
5
C
1536
b
6
B
1920
b
2


## 3.8.2.X
=
2
B, t
=
(
(
a
b
)
2
a
)
5

See Tables15 and 16.Table 15
X
C
|
O
|
g
2
A
45
b
a
b
3
a
b
30
b
4
a
b
4
a
b
a
b
2
B
36
36
b
2
a
b
3
a
b
2
b
a
b
a
b
a
b
3
a
3
A
360
b
3
a
b
2
a
b
a
b
24
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
4
B
180
a
4
C
360
b
a
b
a
b
4
a
b
2
a
180
180
b
a
b
a
b
a
b
2
b
2
a
b
a
b
a
b
5
A
144
144
b
a
b
4
a
b
3
a
b
b
a
b
3
a
b
4
a
b
5
B
720
b
a
b
a
b
2
aTable 16
X
C
|
O
|
g
6
B
720
b
a
b
360
b
a
b
2
a
360
a
b
2
a
b
7
A
2880
b
8
B
720
b
4
a
b
2
a
720
a
b
3
a
b
8
C
720
b
a
b
3
a
720
a
b
2
a
b
4
10
A
720
720
b
2
b
3
10
B
720
720
a
b
a
b
a
15
A
2880
b
2
a


## 3.8.3.X
=
2
C, t
=
c

See Table17.Table 17
X
C
|
O
|
g
2
A
105
a
2
B
28
b
a
3
A
336
b
2
4
B
630
b


## 3.8.4.X
=
2
D, t
=
(
(
d
c
)
2
d
4
c
d
)
5

See Tables18 and 19.Table 18
X
C
|
O
|
g
2
A
60
a
b
3
a
b
a
b
2
a
5
a
b
3
a
b
2
a
2
B
60
b
2
a
3
A
240
a
160
a
b
3
a
b
a
b
2
a
b
a
4
A
120
b
a
b
3
a
b
a
4
B
240
a
b
120
b
a
b
2
a
b
a
b
30
a
b
2
a
4
C
120
a
b
2
a
b
2
a
120
a
b
3
a
b
a
5
A
192
a
b
a
b
3
192
b
a
b
2
a
b
3
5
B
320
b
4
a
b
5
C
1920
b
2
a
b
2
6
A
480
a
b
2
a
b
480
b
a
b
2
aTable 19
X
C
|
O
|
g
6
B
480
b
4
a
b
a
b
480
b
2
a
b
2
a
7
A
1920
b
8
A
480
b
a
b
a
b
2
480
b
a
b
2
a
b
2
a
b
10
A
960
b
2
a
b
2
a
b
2
a
960
b
a
b
10
B
960
a
b
2
11
A
1920
b
2
a
b
a
11
B
1920
b
a
b
a
b
12
A
960
b
a
960
b
3
15
A
1920
b
a
b
3
20
A
960
b
a
b
a
960
b
2
a
b
20
B
960
b
2
a
b
3
a
960
b
4
a
b
a


## 3.9.K
≅
J
3

### 3.9.1.X
=
2
A, t
=
a

See Table20.Table 20
X
C
|
O
|
g
2
A
120
b
b
a
3
b
b
a
b
b
a
5
10
b
a
b
b
a
4
b
b
a
2
3
A
192
b
b
a
6
3
B
640
b
a
b
b
a
2
4
A
480
b
b
a
5
b
b
a
80
b
a
3
b
b
a
3
b
b
a
4
5
A
960
b
a
3
b
b
a
3
b
b
a
2
320
b
a
2
b
b
a
2
5
B
960
b
a
b
b
a
3
b
b
a
4
320
b
a
b
b
a
3
6
A
960
b
a
b
b
a
6
8
A
960
b
a
4
b
b
a
2
960
b
a
b
b
a
5
9
A
1920
b
b
a
2
b
b
a
2
9
B
1920
(
b
a
)
9
C
1920
b
b
a
2
10
A
960
b
a
4
b
b
a
960
b
b
a
4
b
b
a
b
b
a
10
B
960
b
b
a
b
b
a
b
b
a
b
b
a
2
960
b
b
a
5
12
A
960
960
b
a
2
b
b
a
4
b
a
6
15
A
1920
b
a
2
b
b
a
15
B
1920
b
b
a
3
17
A
1920
b
a
2
17
B
1920
b
a
2
b
b
a
3


### 3.9.2.X
=
2
B, t
=
c

See Table21.Table 21
X
C
|
O
|
g
2
A
153
a
b
2
a
b
a
b
a
b
3
A
102
102
b
2
b
3
B
272
a
b
a
b
2
a
4
A
612
b
a
b
a
b
a
b
2
a
306
b
a
b
2
a
b
a
b
a
6
A
612
612
b
a
b
2
a
b
a
b
a
b
a
b
2
a
306
306
a
b
2
a
b
2
a
b
a
b
a
b
a
b
a
8
A
1224
a
b
a
b
a
b
1224
b
2
a
b
a
b
a
9
A
816
b
2
a
b
a
b
2
a
b
9
B
816
b
a
b
a
b
2
a
b
9
C
816
b
a
b
2
12
A
1224
1224
a
b
a
b
2
a
b
a
17
A
2448
b
a
17
B
2448
a
19
A
2448
a
b
2
a
b
19
B
2448
b
2
a
b
a


## 3.9.1.X
=
2
A, t
=
a

See Table20.Table 20
X
C
|
O
|
g
2
A
120
b
b
a
3
b
b
a
b
b
a
5
10
b
a
b
b
a
4
b
b
a
2
3
A
192
b
b
a
6
3
B
640
b
a
b
b
a
2
4
A
480
b
b
a
5
b
b
a
80
b
a
3
b
b
a
3
b
b
a
4
5
A
960
b
a
3
b
b
a
3
b
b
a
2
320
b
a
2
b
b
a
2
5
B
960
b
a
b
b
a
3
b
b
a
4
320
b
a
b
b
a
3
6
A
960
b
a
b
b
a
6
8
A
960
b
a
4
b
b
a
2
960
b
a
b
b
a
5
9
A
1920
b
b
a
2
b
b
a
2
9
B
1920
(
b
a
)
9
C
1920
b
b
a
2
10
A
960
b
a
4
b
b
a
960
b
b
a
4
b
b
a
b
b
a
10
B
960
b
b
a
b
b
a
b
b
a
b
b
a
2
960
b
b
a
5
12
A
960
960
b
a
2
b
b
a
4
b
a
6
15
A
1920
b
a
2
b
b
a
15
B
1920
b
b
a
3
17
A
1920
b
a
2
17
B
1920
b
a
2
b
b
a
3


## 3.9.2.X
=
2
B, t
=
c

See Table21.Table 21
X
C
|
O
|
g
2
A
153
a
b
2
a
b
a
b
a
b
3
A
102
102
b
2
b
3
B
272
a
b
a
b
2
a
4
A
612
b
a
b
a
b
a
b
2
a
306
b
a
b
2
a
b
a
b
a
6
A
612
612
b
a
b
2
a
b
a
b
a
b
a
b
2
a
306
306
a
b
2
a
b
2
a
b
a
b
a
b
a
b
a
8
A
1224
a
b
a
b
a
b
1224
b
2
a
b
a
b
a
9
A
816
b
2
a
b
a
b
2
a
b
9
B
816
b
a
b
a
b
2
a
b
9
C
816
b
a
b
2
12
A
1224
1224
a
b
a
b
2
a
b
a
17
A
2448
b
a
17
B
2448
a
19
A
2448
a
b
2
a
b
19
B
2448
b
2
a
b
a


## 3.10.K
≅
M
24

### 3.10.1.X
=
2
A, t
=
(
(
a
b
)
3
a
b
2
)
4

See Tables22 and 23.Table 22
X
C
|
O
|
g
2
A
168
b
2
a
b
a
b
a
b
2
a
b
14
a
b
a
14
a
b
a
b
2
a
b
2
B
84
b
2
a
b
3
A
896
b
3
B
128
b
2
a
b
2
a
b
a
b
2
a
b
a
bTable 23
X
C
|
O
|
g
4
A
112
b
a
b
a
b
a
b
112
b
2
a
b
2
a
b
2
a
b
2
4
B
1344
a
b
2
a
b
a
672
a
b
2
a
b
a
b
2
a
b
672
b
2
a
b
a
b
2
a
b
a
5
A
1792
b
a
b
a
6
A
5376
a


### 3.10.2.X
=
2
B, t
=
a

See Table24.Table 24
X
C
|
O
|
g
2
A
60
b
2
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
15
b
a
b
2
a
b
2
a
b
a
b
a
b
2
2
B
120
b
a
b
2
a
b
a
b
2
a
b
a
b
2
80
b
2
a
b
a
b
2
a
b
a
b
2
a
b
2
b
a
8
b
2
a
2
b
a
b
2
a
b
2
a
b
2
2
a
b
3
a
b
2
a
b
2
b
3
A
320
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
3
B
960
b
2
a
b
a
b
2
a
b
4
A
120
b
a
b
2
a
b
2
120
b
a
b
a
b
2
4
B
480
b
2
a
b
a
b
a
b
2
a
b
240
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
240
b
2
a
b
a
b
a
b
a
b
a
b
a
b
4
C
960
b
a
b
2
a
b
960
b
2
a
b
a
b
2
160
b
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
2
160
b
2
a
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
5
A
1920
b
a
b
6
A
1920
b
a
b
a
b
a
b
2
6
B
1920
b
a
b
2
1920
b
2
a
b
10
A
1920
b
2
a
b
a
b
2
a
b
a
b
1920
b
2
a
b
a
b
a
b
a
b
2
11
A
7680
b
a
b
a
b
12
B
3840
b
3840
b
2


## 3.10.1.X
=
2
A, t
=
(
(
a
b
)
3
a
b
2
)
4

See Tables22 and 23.Table 22
X
C
|
O
|
g
2
A
168
b
2
a
b
a
b
a
b
2
a
b
14
a
b
a
14
a
b
a
b
2
a
b
2
B
84
b
2
a
b
3
A
896
b
3
B
128
b
2
a
b
2
a
b
a
b
2
a
b
a
bTable 23
X
C
|
O
|
g
4
A
112
b
a
b
a
b
a
b
112
b
2
a
b
2
a
b
2
a
b
2
4
B
1344
a
b
2
a
b
a
672
a
b
2
a
b
a
b
2
a
b
672
b
2
a
b
a
b
2
a
b
a
5
A
1792
b
a
b
a
6
A
5376
a


## 3.10.2.X
=
2
B, t
=
a

See Table24.Table 24
X
C
|
O
|
g
2
A
60
b
2
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
15
b
a
b
2
a
b
2
a
b
a
b
a
b
2
2
B
120
b
a
b
2
a
b
a
b
2
a
b
a
b
2
80
b
2
a
b
a
b
2
a
b
a
b
2
a
b
2
b
a
8
b
2
a
2
b
a
b
2
a
b
2
a
b
2
2
a
b
3
a
b
2
a
b
2
b
3
A
320
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
3
B
960
b
2
a
b
a
b
2
a
b
4
A
120
b
a
b
2
a
b
2
120
b
a
b
a
b
2
4
B
480
b
2
a
b
a
b
a
b
2
a
b
240
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
240
b
2
a
b
a
b
a
b
a
b
a
b
a
b
4
C
960
b
a
b
2
a
b
960
b
2
a
b
a
b
2
160
b
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
2
160
b
2
a
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
5
A
1920
b
a
b
6
A
1920
b
a
b
a
b
a
b
2
6
B
1920
b
a
b
2
1920
b
2
a
b
10
A
1920
b
2
a
b
a
b
2
a
b
a
b
1920
b
2
a
b
a
b
a
b
a
b
2
11
A
7680
b
a
b
a
b
12
B
3840
b
3840
b
2


## 3.11.K
≅
M
c
L

### 3.11.1.X
=
2
A, t
=
a

See Table25.Table 25
X
C
|
O
|
g
2
A
210
b
2
a
b
3
a
b
2
3
B
2240
b
a
b
a
b
2
4
A
5040
b
2
a
b
5
B
8064
b
6
B
6720
b
2


### 3.11.2.X
=
2
B, t
=
c

See Table26.Table 26
X
C
|
O
|
g
2
A
165
a
b
2
a
b
a
b
2
a
b
3
A
220
b
2
a
b
3
a
b
2
a
b
a
b
2
a
3
B
660
a
b
2
a
b
2
220
b
2
a
b
a
b
a
b
3
4
A
1980
b
2
a
b
3
a
b
a
b
a
990
a
5
A
792
b
2
a
b
2
a
b
3
792
b
2
a
b
a
b
a
b
2
5
B
7920
b
2
6
A
1980
a
b
6
B
1980
b
a
b
2
a
b
a
b
1980
a
b
2
a
b
660
660
a
b
a
b
3
b
a
b
3
a
b
4
a
b
7
A
3960
b
a
b
a
b
2
a
3960
b
a
b
2
7
B
3960
b
a
b
3
a
3960
b
2
a
8
A
3960
b
2
a
b
2
a
3960
a
b
3
a
b
3
9
A
2640
b
2
a
b
a
9
B
2640
a
b
a
b
2
a
b
10
A
3960
b
a
b
a
b
3960
a
b
a
b
a
12
A
3960
3960
b
a
b
a
b
3
b
a
b
3
14
A
3960
a
b
2
a
b
3
3960
b
a
b
2
a
b
14
B
3960
b
a
b
a
b
a
3960
b
2
a
b
a
b
a
15
A
3960
b
a
b
3960
b
4
15
B
3960
a
b
a
b
3960
b
30
A
3960
b
a
3960
b
a
b
2
a
30
B
3960
b
4
a
b
2
a
3960
a
b
2


## 3.11.1.X
=
2
A, t
=
a

See Table25.Table 25
X
C
|
O
|
g
2
A
210
b
2
a
b
3
a
b
2
3
B
2240
b
a
b
a
b
2
4
A
5040
b
2
a
b
5
B
8064
b
6
B
6720
b
2


## 3.11.2.X
=
2
B, t
=
c

See Table26.Table 26
X
C
|
O
|
g
2
A
165
a
b
2
a
b
a
b
2
a
b
3
A
220
b
2
a
b
3
a
b
2
a
b
a
b
2
a
3
B
660
a
b
2
a
b
2
220
b
2
a
b
a
b
a
b
3
4
A
1980
b
2
a
b
3
a
b
a
b
a
990
a
5
A
792
b
2
a
b
2
a
b
3
792
b
2
a
b
a
b
a
b
2
5
B
7920
b
2
6
A
1980
a
b
6
B
1980
b
a
b
2
a
b
a
b
1980
a
b
2
a
b
660
660
a
b
a
b
3
b
a
b
3
a
b
4
a
b
7
A
3960
b
a
b
a
b
2
a
3960
b
a
b
2
7
B
3960
b
a
b
3
a
3960
b
2
a
8
A
3960
b
2
a
b
2
a
3960
a
b
3
a
b
3
9
A
2640
b
2
a
b
a
9
B
2640
a
b
a
b
2
a
b
10
A
3960
b
a
b
a
b
3960
a
b
a
b
a
12
A
3960
3960
b
a
b
a
b
3
b
a
b
3
14
A
3960
a
b
2
a
b
3
3960
b
a
b
2
a
b
14
B
3960
b
a
b
a
b
a
3960
b
2
a
b
a
b
a
15
A
3960
b
a
b
3960
b
4
15
B
3960
a
b
a
b
3960
b
30
A
3960
b
a
3960
b
a
b
2
a
30
B
3960
b
4
a
b
2
a
3960
a
b
2


## 3.12.K
≅
H
e

### 3.12.1.X
=
2
A, t
=
a

See Table27.Table 27
X
C
|
O
|
g
2
A
240
b
a
b
a
b
a
b
2
b
5
a
b
6
2
a
b
3
b
5
a
b
2
a
b
3
2
2
B
315
b
2
a
b
a
b
2
a
b
2
a
b
3
A
1344
b
2
a
b
3
B
960
b
a
b
4
a
b
4
A
480
b
3
a
b
a
b
2
a
b
480
b
2
a
b
a
b
3
a
b
4
B
2520
2520
b
2
a
b
a
b
b
4
a
b
5
A
2688
b
3
6
A
13440
b


### 3.12.2.X
=
2
B, t
=
(
a
b
2
)
6

See Table28.Table 28
X
C
|
O
|
g
2
A
84
a
b
2
b
5
a
b
2
2
B
168
168
a
b
2
a
b
b
4
a
b
b
2
a
b
b
2
a
b
b
4
14
14
b
2
a
b
2
b
4
a
b
b
4
a
b
b
2
a
b
b
2
b
2
a
b
b
2
a
b
2
b
4
a
b
b
2
a
b
b
2
3
A
896
b
4
a
b
b
2
3
B
2688
b
2
4
B
1344
1344
b
2
a
b
b
2
a
b
b
2
a
b
b
2
b
2
a
b
b
4
a
b
2
b
4
112
112
a
b
b
2
a
b
4
b
4
a
b
2
a
b
3
b
4
a
b
4
b
2
4
C
1344
1344
a
b
b
4
a
b
b
4
b
4
a
b
b
2
a
b
b
2
a
b
3
b
2
672
672
b
2
a
b
2
b
2
a
b
3
b
2
a
b
4
b
2
a
b
2
672
672
b
2
a
b
b
2
a
b
4
b
2
a
b
2
a
b
4
b
a
b
2
5
A
5376
a
b
3
6
A
5376
a
b
b
2
a
b
b
2
a
b
4
6
B
5376
5376
b
2
a
b
2
b
2
a
b
a
b
b
2
a
b
7
C
3072
b
2
a
b
b
2
a
b
b
2
a
b
2
8
A
5376
5376
a
b
2
b
2
a
b
2
b
2
a
b
b
2
a
b
2
b
2
a
b
10
A
5376
5376
b
2
a
b
2
b
2
a
b
b
2
a
b
b
2
12
B
10752
10752
b
2
a
b
b
2
a
b
2
b
4
a
b
2
15
A
21504
b
2
a
b
3
17
A
21504
a
b
b
2
a
b
2
17
B
21504
(
a
b
)
21
A
21504
a
b
b
2
a
b
b
2
21
B
21504
b
2
a
b


### 3.12.3.X
=
2
C, t
=
d
3

See Table29.Table 29
X
C
|
O
|
g
2
A
105
a
b
b
a
b
3
b
a
b
3
63
b
6
a
b
3
a
b
3
a
b
2
a
b
6
a
b
2
a
b
6
a
b
6
a
b
4
a
2
B
315
a
b
2
2
b
a
2
b
2
a
3
A
630
a
b
b
a
b
b
a
b
b
126
b
a
b
2
b
6
3
B
2520
a
b
b
6
4
A
1260
a
b
2
b
5
a
b
1260
a
b
b
a
b
b
3
4
B
945
945
a
b
2
b
2
a
b
b
b
a
b
b
a
b
b
2
a
b
b
315
315
b
a
b
5
b
b
a
b
3
b
2
a
b
b
4
C
1890
1890
b
3
a
b
2
a
b
b
2
a
b
2
b
5
A
2520
a
b
3
b
a
b
6
A
3780
a
b
3
b
2
a
b
2
1890
b
a
b
b
a
b
1890
b
a
b
b
a
b
b
a
b
3
1260
b
a
b
b
2
a
b
b
a
b
2
6
B
7560
(
a
b
)
7
A
1890
a
b
b
a
b
4
b
2
90
b
a
b
b
3
a
b
2
b
7
B
1890
b
5
a
b
b
a
b
90
b
5
a
b
b
5
a
b
b
2
a
b
b
5
7
C
2160
b
a
b
b
a
b
4
7
D
7560
a
b
b
a
b
4
1080
a
b
b
3
a
b
7
E
7560
a
b
3
b
a
b
2
1080
a
b
b
4
a
b
2
b
a
b
8
A
3780
3780
a
b
2
b
a
b
2
a
b
4
3780
3780
a
b
3
b
a
b
b
a
b
b
a
b
b
a
b
b
a
b
2
10
A
7560
a
b
3
12
A
7560
b
(
a
b
)
b
7560
b
a
b
b
2
12
B
7560
7560
b
a
b
2
b
b
14
A
3780
a
b
b
3
a
b
2
3780
a
b
2
b
2
a
b
1890
a
b
b
2
a
b
1890
b
a
b
3
b
14
B
3780
a
b
b
a
b
2
b
a
b
3780
a
b
b
4
1890
a
b
2
b
2
a
b
b
a
b
2
1890
b
a
b
b
a
b
2
14
C
7560
b
(
a
b
)
7560
b
a
b
3
14
D
7560
b
3
a
b
7560
b
a
b
2
15
A
15120
a
b
b
2
21
A
15120
a
b
4
b
a
b
21
B
15120
(
a
b
)
b
21
C
15120
a
b
3
b
21
D
15120
b
2
28
A
7560
b
2
a
b
b
2
7560
a
b
2
28
B
7560
b
4
a
b
3
7560
a
b
b
a
b
2


## 3.12.1.X
=
2
A, t
=
a

See Table27.Table 27
X
C
|
O
|
g
2
A
240
b
a
b
a
b
a
b
2
b
5
a
b
6
2
a
b
3
b
5
a
b
2
a
b
3
2
2
B
315
b
2
a
b
a
b
2
a
b
2
a
b
3
A
1344
b
2
a
b
3
B
960
b
a
b
4
a
b
4
A
480
b
3
a
b
a
b
2
a
b
480
b
2
a
b
a
b
3
a
b
4
B
2520
2520
b
2
a
b
a
b
b
4
a
b
5
A
2688
b
3
6
A
13440
b


## 3.12.2.X
=
2
B, t
=
(
a
b
2
)
6

See Table28.Table 28
X
C
|
O
|
g
2
A
84
a
b
2
b
5
a
b
2
2
B
168
168
a
b
2
a
b
b
4
a
b
b
2
a
b
b
2
a
b
b
4
14
14
b
2
a
b
2
b
4
a
b
b
4
a
b
b
2
a
b
b
2
b
2
a
b
b
2
a
b
2
b
4
a
b
b
2
a
b
b
2
3
A
896
b
4
a
b
b
2
3
B
2688
b
2
4
B
1344
1344
b
2
a
b
b
2
a
b
b
2
a
b
b
2
b
2
a
b
b
4
a
b
2
b
4
112
112
a
b
b
2
a
b
4
b
4
a
b
2
a
b
3
b
4
a
b
4
b
2
4
C
1344
1344
a
b
b
4
a
b
b
4
b
4
a
b
b
2
a
b
b
2
a
b
3
b
2
672
672
b
2
a
b
2
b
2
a
b
3
b
2
a
b
4
b
2
a
b
2
672
672
b
2
a
b
b
2
a
b
4
b
2
a
b
2
a
b
4
b
a
b
2
5
A
5376
a
b
3
6
A
5376
a
b
b
2
a
b
b
2
a
b
4
6
B
5376
5376
b
2
a
b
2
b
2
a
b
a
b
b
2
a
b
7
C
3072
b
2
a
b
b
2
a
b
b
2
a
b
2
8
A
5376
5376
a
b
2
b
2
a
b
2
b
2
a
b
b
2
a
b
2
b
2
a
b
10
A
5376
5376
b
2
a
b
2
b
2
a
b
b
2
a
b
b
2
12
B
10752
10752
b
2
a
b
b
2
a
b
2
b
4
a
b
2
15
A
21504
b
2
a
b
3
17
A
21504
a
b
b
2
a
b
2
17
B
21504
(
a
b
)
21
A
21504
a
b
b
2
a
b
b
2
21
B
21504
b
2
a
b


## 3.12.3.X
=
2
C, t
=
d
3

See Table29.Table 29
X
C
|
O
|
g
2
A
105
a
b
b
a
b
3
b
a
b
3
63
b
6
a
b
3
a
b
3
a
b
2
a
b
6
a
b
2
a
b
6
a
b
6
a
b
4
a
2
B
315
a
b
2
2
b
a
2
b
2
a
3
A
630
a
b
b
a
b
b
a
b
b
126
b
a
b
2
b
6
3
B
2520
a
b
b
6
4
A
1260
a
b
2
b
5
a
b
1260
a
b
b
a
b
b
3
4
B
945
945
a
b
2
b
2
a
b
b
b
a
b
b
a
b
b
2
a
b
b
315
315
b
a
b
5
b
b
a
b
3
b
2
a
b
b
4
C
1890
1890
b
3
a
b
2
a
b
b
2
a
b
2
b
5
A
2520
a
b
3
b
a
b
6
A
3780
a
b
3
b
2
a
b
2
1890
b
a
b
b
a
b
1890
b
a
b
b
a
b
b
a
b
3
1260
b
a
b
b
2
a
b
b
a
b
2
6
B
7560
(
a
b
)
7
A
1890
a
b
b
a
b
4
b
2
90
b
a
b
b
3
a
b
2
b
7
B
1890
b
5
a
b
b
a
b
90
b
5
a
b
b
5
a
b
b
2
a
b
b
5
7
C
2160
b
a
b
b
a
b
4
7
D
7560
a
b
b
a
b
4
1080
a
b
b
3
a
b
7
E
7560
a
b
3
b
a
b
2
1080
a
b
b
4
a
b
2
b
a
b
8
A
3780
3780
a
b
2
b
a
b
2
a
b
4
3780
3780
a
b
3
b
a
b
b
a
b
b
a
b
b
a
b
b
a
b
2
10
A
7560
a
b
3
12
A
7560
b
(
a
b
)
b
7560
b
a
b
b
2
12
B
7560
7560
b
a
b
2
b
b
14
A
3780
a
b
b
3
a
b
2
3780
a
b
2
b
2
a
b
1890
a
b
b
2
a
b
1890
b
a
b
3
b
14
B
3780
a
b
b
a
b
2
b
a
b
3780
a
b
b
4
1890
a
b
2
b
2
a
b
b
a
b
2
1890
b
a
b
b
a
b
2
14
C
7560
b
(
a
b
)
7560
b
a
b
3
14
D
7560
b
3
a
b
7560
b
a
b
2
15
A
15120
a
b
b
2
21
A
15120
a
b
4
b
a
b
21
B
15120
(
a
b
)
b
21
C
15120
a
b
3
b
21
D
15120
b
2
28
A
7560
b
2
a
b
b
2
7560
a
b
2
28
B
7560
b
4
a
b
3
7560
a
b
b
a
b
2


## 3.13.K
≅
R
u

### 3.13.1.X
=
2
A, t
=
b
2

See Table30.Table 30
X
C
|
O
|
g
2
A
640
a
b
3
a
b
2
a
b
a
480
a
b
2
a
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
2
a
240
a
b
2
a
b
3
a
b
3
a
b
3
a
b
3
a
b
2
a
b
a
b
2
a
b
3
a
b
a
b
a
b
a
b
3
a
b
3
30
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
3
a
b
3
a
b
a
b
a
b
2
a
b
3
a
b
2
a
b
2
a
b
3
a
b
2
a
b
a
b
a
b
3
a
3
A
10240
a
b
3
a
b
a
b
a
b
a
b
a
b
2
a
4
A
5120
a
b
a
b
a
b
a
4
C
7680
a
b
a
b
2
a
b
2
a
b
2
a
b
a
3840
a
b
2
a
b
3
a
b
a
b
2
a
b
a
3840
a
b
a
b
2
a
b
a
b
3
a
b
2
a
4
D
15360
a
b
a
7680
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
5
A
12288
a
b
3
a
b
a
b
2
a
b
a
b
a
b
a
5
B
4096
a
b
a
b
a
6
A
61440
a
b
2
a
b
a
b
2
a
b
a
30720
a
b
a
b
a
b
a
b
a
b
a
7
A
61440
a
8
C
61440
a
b
a
b
2
a
b
2
a
61440
a
b
2
a
b
2
a
b
a
10
A
61440
a
b
2
a
b
2
a
b
a
b
a
b
a
12
A
122880
a
b
2
a
b
a
13
A
61440
a
b
3
a
b
a


### 3.13.2.X
=
2
B, t
=
a

See Table31.Table 31
X
C
|
O
|
g
2
A
455
b
a
b
3
a
b
2
a
b
3
a
b
2
B
455
b
a
b
3
a
b
2
a
b
a
b
a
b
a
b
a
b
455
b
a
b
a
b
a
b
a
b
a
b
2
a
b
3
a
b
1
b
3
a
b
3
a
b
3
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
3
a
b
a
b
2
a
b
2
a
b
2
1
b
a
b
2
a
b
a
b
3
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
3
a
b
3
a
b
a
b
a
b
3
a
b
a
b
2
a
b
a
b
2
a
b
3
a
b
a
b
3
3
A
5824
b
2
a
b
a
b
a
b
a
b
a
b
4
A
3640
a
b
10
a
a
b
15
a
a
b
5
a
2
4
C
3640
b
3
a
b
a
b
a
b
2
a
b
2
4
D
3640
b
3
a
b
a
b
2
a
b
3
a
b
5
A
5824
b
3
a
b
a
b
2
a
b
a
b
2
5824
b
2
a
b
3
a
b
2
a
b
5
B
29120
b
2
a
b
a
b
6
A
29120
b
2
a
b
a
b
a
b
2
a
b
7
A
29120
b
2
a
b
2
29120
b
29120
b
2
10
A
29120
b
a
b
a
b
2
a
b
a
b
29120
b
a
b
a
b
10
B
29120
b
a
b
a
b
3
a
b
3
a
b
29120
b
a
b
3
a
b
3
a
b
a
b
12
A
58240
b
3
a
b
a
b
a
b
2
a
b
13
A
29120
b
a
b
29120
b
a
b
a
b
a
b
29120
b
3
a
b
2
a
b
14
A
29120
b
3
a
b
2
a
b
2
a
b
a
b
29120
b
a
b
2
a
b
2
a
b
a
b
a
b
14
B
29120
b
2
a
b
2
a
b
a
b
a
b
29120
b
a
b
a
b
a
b
2
a
b
2
14
C
29120
b
a
b
2
a
b
a
b
a
b
a
b
2
29120
b
2
a
b
a
b
a
b
a
b
2
a
b
15
A
116480
b
3
a
b
2
a
b
a
b
a
b
20
A
58240
b
3
a
b
a
b
2
58240
b
2
a
b
3
a
b
26
A
29120
b
a
b
2
29120
b
2
a
b
26
B
29120
b
a
b
2
a
b
2
29120
b
2
a
b
2
a
b
26
C
29120
b
3
a
b
a
b
a
b
29120
b
a
b
a
b
2
a
b
2
29
A
116480
b
a
b
2
a
b
29
B
116480
b
3
a
b
a
b


## 3.13.1.X
=
2
A, t
=
b
2

See Table30.Table 30
X
C
|
O
|
g
2
A
640
a
b
3
a
b
2
a
b
a
480
a
b
2
a
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
2
a
240
a
b
2
a
b
3
a
b
3
a
b
3
a
b
3
a
b
2
a
b
a
b
2
a
b
3
a
b
a
b
a
b
a
b
3
a
b
3
30
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
3
a
b
3
a
b
a
b
a
b
2
a
b
3
a
b
2
a
b
2
a
b
3
a
b
2
a
b
a
b
a
b
3
a
3
A
10240
a
b
3
a
b
a
b
a
b
a
b
a
b
2
a
4
A
5120
a
b
a
b
a
b
a
4
C
7680
a
b
a
b
2
a
b
2
a
b
2
a
b
a
3840
a
b
2
a
b
3
a
b
a
b
2
a
b
a
3840
a
b
a
b
2
a
b
a
b
3
a
b
2
a
4
D
15360
a
b
a
7680
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
5
A
12288
a
b
3
a
b
a
b
2
a
b
a
b
a
b
a
5
B
4096
a
b
a
b
a
6
A
61440
a
b
2
a
b
a
b
2
a
b
a
30720
a
b
a
b
a
b
a
b
a
b
a
7
A
61440
a
8
C
61440
a
b
a
b
2
a
b
2
a
61440
a
b
2
a
b
2
a
b
a
10
A
61440
a
b
2
a
b
2
a
b
a
b
a
b
a
12
A
122880
a
b
2
a
b
a
13
A
61440
a
b
3
a
b
a


## 3.13.2.X
=
2
B, t
=
a

See Table31.Table 31
X
C
|
O
|
g
2
A
455
b
a
b
3
a
b
2
a
b
3
a
b
2
B
455
b
a
b
3
a
b
2
a
b
a
b
a
b
a
b
a
b
455
b
a
b
a
b
a
b
a
b
a
b
2
a
b
3
a
b
1
b
3
a
b
3
a
b
3
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
3
a
b
a
b
2
a
b
2
a
b
2
1
b
a
b
2
a
b
a
b
3
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
b
3
a
b
3
a
b
a
b
a
b
3
a
b
a
b
2
a
b
a
b
2
a
b
3
a
b
a
b
3
3
A
5824
b
2
a
b
a
b
a
b
a
b
a
b
4
A
3640
a
b
10
a
a
b
15
a
a
b
5
a
2
4
C
3640
b
3
a
b
a
b
a
b
2
a
b
2
4
D
3640
b
3
a
b
a
b
2
a
b
3
a
b
5
A
5824
b
3
a
b
a
b
2
a
b
a
b
2
5824
b
2
a
b
3
a
b
2
a
b
5
B
29120
b
2
a
b
a
b
6
A
29120
b
2
a
b
a
b
a
b
2
a
b
7
A
29120
b
2
a
b
2
29120
b
29120
b
2
10
A
29120
b
a
b
a
b
2
a
b
a
b
29120
b
a
b
a
b
10
B
29120
b
a
b
a
b
3
a
b
3
a
b
29120
b
a
b
3
a
b
3
a
b
a
b
12
A
58240
b
3
a
b
a
b
a
b
2
a
b
13
A
29120
b
a
b
29120
b
a
b
a
b
a
b
29120
b
3
a
b
2
a
b
14
A
29120
b
3
a
b
2
a
b
2
a
b
a
b
29120
b
a
b
2
a
b
2
a
b
a
b
a
b
14
B
29120
b
2
a
b
2
a
b
a
b
a
b
29120
b
a
b
a
b
a
b
2
a
b
2
14
C
29120
b
a
b
2
a
b
a
b
a
b
a
b
2
29120
b
2
a
b
a
b
a
b
a
b
2
a
b
15
A
116480
b
3
a
b
2
a
b
a
b
a
b
20
A
58240
b
3
a
b
a
b
2
58240
b
2
a
b
3
a
b
26
A
29120
b
a
b
2
29120
b
2
a
b
26
B
29120
b
a
b
2
a
b
2
29120
b
2
a
b
2
a
b
26
C
29120
b
3
a
b
a
b
a
b
29120
b
a
b
a
b
2
a
b
2
29
A
116480
b
a
b
2
a
b
29
B
116480
b
3
a
b
a
b


## 3.14.K
≅
S
u
z

### 3.14.1.X
=
2
A, t
=
(
(
a
b
)
2
a
b
2
)
6

See Table32.Table 32
X
C
|
O
|
g
2
A
360
a
54
a
b
2
a
4
a
a
b
2
a
3
3
B
5120
b
2
a
b
2
a
b
a
b
a
b
a
b
a
b
a
3
C
9216
b
a
b
a
4
A
1728
b
2
a
b
2
a
b
2
a
b
a
b
a
b
4
C
17280
b
2
a
b
5
B
55296
b
2
a
b
a
b
a
6
D
46080
b


### 3.14.2.X
=
2
B, t
=
a

See Table33.Table 33
X
C
|
O
|
g
2
A
315
b
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
2
B
630
b
2
a
b
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
560
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
2
b
a
b
2
a
2
b
2
a
2
b
a
b
2
a
2
2
b
2
a
b
a
2
b
2
a
2
b
2
a
b
a
2
b
a
b
2
a
b
2
3
A
224
b
a
b
2
a
3
b
b
a
3
b
2
a
2
b
a
5
b
b
a
4
b
2
a
2
b
3
B
2240
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
C
20160
b
a
b
2
a
b
a
b
2
a
b
4
A
2520
b
a
b
a
b
a
b
2
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
1260
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
4
B
2520
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
2520
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
1260
b
2
a
b
a
b
a
b
2
a
b
2
a
b
1260
b
2
a
b
2
a
b
a
b
2
a
b
a
b
4
C
5040
b
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2520
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2520
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
4
D
10080
b
a
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
10080
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
1120
a
b
4
a
b
4
a
4
a
a
b
8
a
b
4
a
2
1120
a
b
2
a
4
2
b
2
a
8
a
a
b
2
a
4
4
b
2
a
4
5
A
20160
b
a
b
a
b
5
B
40320
b
2
a
b
a
b
a
b
2
a
b
6
A
10080
b
a
b
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
6
D
20160
b
a
b
2
a
b
2
a
b
6
E
40320
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
40320
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
7
A
80640
b
2
a
b
a
b
a
b
a
b
8
A
20160
b
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
8
B
20160
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
20160
b
a
b
a
b
2
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
a
b
20160
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
a
b
2
a
b
10080
b
2
a
b
2
a
b
10080
b
2
a
b
a
b
8
C
20160
b
2
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
20160
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
10
A
40320
40320
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
b
a
b
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
10
B
40320
b
a
b
a
b
a
b
a
b
2
a
b
40320
b
a
b
2
a
b
a
b
a
b
a
b
11
A
161280
b
2
a
b
a
b
2
a
b
a
b
12
A
40320
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
20160
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
12
B
40320
40320
b
2
a
b
a
b
a
b
a
b
a
b
b
2
a
b
2
a
b
2
a
b
2
a
b
2
a
b
12
C
40320
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
12
D
80640
b
a
b
2
a
b
a
b
a
b
80640
b
a
b
a
b
a
b
2
a
b
13
A
161280
b
a
b
13
B
161280
b
2
a
b
2
a
b
a
b
14
A
80640
b
2
a
b
a
b
2
a
b
2
a
b
a
b
15
A
161280
b
15
B
161280
b
2
a
b
15
C
161280
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
20
A
80640
80640
b
a
b
2
a
b
2
a
b
2
a
b
a
b
b
a
b
a
b
2
a
b
2
a
b
2
a
b
21
A
161280
b
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
21
B
161280
b
a
b
2
a
b
2
a
b
2
a
b
24
A
80640
b
a
b
a
b
2
a
b
80640
b
a
b
2
a
b
a
b


### 3.14.3.X
=
2
C, t
=
c

See Table34.Table 34
X
C
|
O
|
g
2
A
315
a
b
3
a
2
a
a
b
3
a
4
a
a
b
3
a
b
3
a
2
a
2
B
1800
a
b
a
b
a
b
2
3
A
200
b
2
a
b
2
a
b
a
b
2
a
b
a
b
3
C
16800
a
b
2
a
b
2
a
b
a
b
a
4
A
3150
b
a
b
2
a
b
a
b
2
a
630
b
a
b
2
a
b
a
b
a
b
a
b
a
b
2
a
4
C
12600
b
a
b
2
a
b
a
5
B
20160
a
b
a
6
A
12600
a
b
a
b
a
b
2
a
b
6
E
100800
b
a
7
A
100800
b
8
A
25200
a
b
a
b
a
b
25200
b
a
b
a
b
a
b
12
A
50400
a


### 3.14.4.X
=
2
D, t
=
(
c
(
c
d
)
12
)
11

See Table35.Table 35
X
C
|
O
|
g
2
A
495
a
b
5
a
a
b
2
a
a
b
5
4
a
b
5
2
B
792
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
264
a
a
b
9
a
b
9
a
4
a
a
b
9
a
b
9
a
2
3
B
5280
a
a
b
6
a
b
3
a
4
1760
a
a
b
3
a
2
4
a
3
C
2640
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
4
A
2970
b
a
b
a
b
2
a
b
a
b
2
a
b
a
495
495
b
2
a
b
a
b
a
b
a
b
b
a
b
a
b
a
b
2
a
b
a
b
a
4
B
11880
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
4
C
11880
b
2
a
b
5
A
19008
b
a
b
a
5
B
47520
a
b
2
a
b
a
b
a
6
A
11880
a
b
a
3960
3960
a
b
a
b
a
b
2
a
a
b
a
b
2
a
b
2
a
6
B
15840
a
b
2
a
b
a
b
15840
a
b
2
a
b
a
b
a
b
a
b
a
b
6
C
15840
b
2
a
b
2
a
b
a
15840
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
2
6
D
47520
a
b
2
a
b
a
b
a
b
a
15840
a
b
2
a
b
a
b
a
b
2
a
b
a
6
E
15840
a
b
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
7
A
47520
b
a
b
2
a
b
a
8
B
47520
47520
b
2
a
b
a
b
a
b
a
b
a
a
b
a
b
a
b
9
A
95040
b
a
b
a
b
a
b
31680
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
9
B
95040
b
2
a
b
a
b
a
31680
a
b
2
a
b
a
b
a
b
a
b
a
b
a
10
A
95040
a
b
10
B
47520
b
a
b
a
b
2
a
b
2
a
47520
b
a
b
2
a
b
2
a
b
a
11
A
190080
a
12
A
47520
b
2
a
b
a
12
B
47520
47520
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
a
15840
15840
b
2
a
b
2
a
b
a
b
b
a
b
a
b
a
12
C
47520
47520
a
b
2
a
b
a
a
b
a
b
a
b
a
b
a
b
a
b
2
12
E
47520
b
2
a
b
2
a
47520
a
b
a
b
47520
b
a
b
a
b
a
b
a
b
47520
b
2
a
b
a
b
a
b
a
14
A
47520
47520
a
b
2
a
b
a
b
2
a
b
a
b
b
15
C
190080
a
b
a
b
a
18
A
95040
b
a
b
2
a
b
a
b
a
95040
a
b
2
a
b
2
a
b
a
b
18
B
95040
b
2
a
b
2
a
b
a
b
a
95040
b
a
b
a
b
a
b
2
a
20
A
95040
95040
b
a
b
a
b
2
a
b
a
b
a


## 3.14.1.X
=
2
A, t
=
(
(
a
b
)
2
a
b
2
)
6

See Table32.Table 32
X
C
|
O
|
g
2
A
360
a
54
a
b
2
a
4
a
a
b
2
a
3
3
B
5120
b
2
a
b
2
a
b
a
b
a
b
a
b
a
b
a
3
C
9216
b
a
b
a
4
A
1728
b
2
a
b
2
a
b
2
a
b
a
b
a
b
4
C
17280
b
2
a
b
5
B
55296
b
2
a
b
a
b
a
6
D
46080
b


## 3.14.2.X
=
2
B, t
=
a

See Table33.Table 33
X
C
|
O
|
g
2
A
315
b
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
2
B
630
b
2
a
b
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
560
b
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
2
b
a
b
2
a
2
b
2
a
2
b
a
b
2
a
2
2
b
2
a
b
a
2
b
2
a
2
b
2
a
b
a
2
b
a
b
2
a
b
2
3
A
224
b
a
b
2
a
3
b
b
a
3
b
2
a
2
b
a
5
b
b
a
4
b
2
a
2
b
3
B
2240
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
C
20160
b
a
b
2
a
b
a
b
2
a
b
4
A
2520
b
a
b
a
b
a
b
2
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
1260
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
4
B
2520
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
2520
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
1260
b
2
a
b
a
b
a
b
2
a
b
2
a
b
1260
b
2
a
b
2
a
b
a
b
2
a
b
a
b
4
C
5040
b
a
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2520
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2520
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
4
D
10080
b
a
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
10080
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
1120
a
b
4
a
b
4
a
4
a
a
b
8
a
b
4
a
2
1120
a
b
2
a
4
2
b
2
a
8
a
a
b
2
a
4
4
b
2
a
4
5
A
20160
b
a
b
a
b
5
B
40320
b
2
a
b
a
b
a
b
2
a
b
6
A
10080
b
a
b
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
6
D
20160
b
a
b
2
a
b
2
a
b
6
E
40320
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
40320
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
7
A
80640
b
2
a
b
a
b
a
b
a
b
8
A
20160
b
a
b
2
a
b
a
b
2
a
b
2
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
8
B
20160
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
b
20160
b
a
b
a
b
2
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
a
b
20160
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
a
b
2
a
b
10080
b
2
a
b
2
a
b
10080
b
2
a
b
a
b
8
C
20160
b
2
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
2
a
b
20160
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
20160
b
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
10
A
40320
40320
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
b
a
b
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
20160
b
2
a
b
2
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
10
B
40320
b
a
b
a
b
a
b
a
b
2
a
b
40320
b
a
b
2
a
b
a
b
a
b
a
b
11
A
161280
b
2
a
b
a
b
2
a
b
a
b
12
A
40320
b
2
a
b
2
a
b
a
b
2
a
b
a
b
2
a
b
a
b
20160
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
2
a
b
12
B
40320
40320
b
2
a
b
a
b
a
b
a
b
a
b
b
2
a
b
2
a
b
2
a
b
2
a
b
2
a
b
12
C
40320
b
a
b
2
a
b
a
b
2
a
b
2
a
b
a
b
a
b
12
D
80640
b
a
b
2
a
b
a
b
a
b
80640
b
a
b
a
b
a
b
2
a
b
13
A
161280
b
a
b
13
B
161280
b
2
a
b
2
a
b
a
b
14
A
80640
b
2
a
b
a
b
2
a
b
2
a
b
a
b
15
A
161280
b
15
B
161280
b
2
a
b
15
C
161280
b
2
a
b
2
a
b
a
b
2
a
b
a
b
a
b
20
A
80640
80640
b
a
b
2
a
b
2
a
b
2
a
b
a
b
b
a
b
a
b
2
a
b
2
a
b
2
a
b
21
A
161280
b
a
b
2
a
b
2
a
b
2
a
b
a
b
a
b
21
B
161280
b
a
b
2
a
b
2
a
b
2
a
b
24
A
80640
b
a
b
a
b
2
a
b
80640
b
a
b
2
a
b
a
b


## 3.14.3.X
=
2
C, t
=
c

See Table34.Table 34
X
C
|
O
|
g
2
A
315
a
b
3
a
2
a
a
b
3
a
4
a
a
b
3
a
b
3
a
2
a
2
B
1800
a
b
a
b
a
b
2
3
A
200
b
2
a
b
2
a
b
a
b
2
a
b
a
b
3
C
16800
a
b
2
a
b
2
a
b
a
b
a
4
A
3150
b
a
b
2
a
b
a
b
2
a
630
b
a
b
2
a
b
a
b
a
b
a
b
a
b
2
a
4
C
12600
b
a
b
2
a
b
a
5
B
20160
a
b
a
6
A
12600
a
b
a
b
a
b
2
a
b
6
E
100800
b
a
7
A
100800
b
8
A
25200
a
b
a
b
a
b
25200
b
a
b
a
b
a
b
12
A
50400
a


## 3.14.4.X
=
2
D, t
=
(
c
(
c
d
)
12
)
11

See Table35.Table 35
X
C
|
O
|
g
2
A
495
a
b
5
a
a
b
2
a
a
b
5
4
a
b
5
2
B
792
b
2
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
3
A
264
a
a
b
9
a
b
9
a
4
a
a
b
9
a
b
9
a
2
3
B
5280
a
a
b
6
a
b
3
a
4
1760
a
a
b
3
a
2
4
a
3
C
2640
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
2
a
4
A
2970
b
a
b
a
b
2
a
b
a
b
2
a
b
a
495
495
b
2
a
b
a
b
a
b
a
b
b
a
b
a
b
a
b
2
a
b
a
b
a
4
B
11880
b
a
b
2
a
b
2
a
b
a
b
2
a
b
a
4
C
11880
b
2
a
b
5
A
19008
b
a
b
a
5
B
47520
a
b
2
a
b
a
b
a
6
A
11880
a
b
a
3960
3960
a
b
a
b
a
b
2
a
a
b
a
b
2
a
b
2
a
6
B
15840
a
b
2
a
b
a
b
15840
a
b
2
a
b
a
b
a
b
a
b
a
b
6
C
15840
b
2
a
b
2
a
b
a
15840
b
2
a
b
a
b
a
b
a
b
a
b
2
a
b
2
6
D
47520
a
b
2
a
b
a
b
a
b
a
15840
a
b
2
a
b
a
b
a
b
2
a
b
a
6
E
15840
a
b
a
b
a
b
a
b
2
a
b
a
b
2
a
b
2
a
b
7
A
47520
b
a
b
2
a
b
a
8
B
47520
47520
b
2
a
b
a
b
a
b
a
b
a
a
b
a
b
a
b
9
A
95040
b
a
b
a
b
a
b
31680
b
a
b
a
b
2
a
b
2
a
b
a
b
2
a
9
B
95040
b
2
a
b
a
b
a
31680
a
b
2
a
b
a
b
a
b
a
b
a
b
a
10
A
95040
a
b
10
B
47520
b
a
b
a
b
2
a
b
2
a
47520
b
a
b
2
a
b
2
a
b
a
11
A
190080
a
12
A
47520
b
2
a
b
a
12
B
47520
47520
a
b
a
b
2
a
b
a
b
a
b
2
a
b
a
b
a
b
a
b
a
15840
15840
b
2
a
b
2
a
b
a
b
b
a
b
a
b
a
12
C
47520
47520
a
b
2
a
b
a
a
b
a
b
a
b
a
b
a
b
a
b
2
12
E
47520
b
2
a
b
2
a
47520
a
b
a
b
47520
b
a
b
a
b
a
b
a
b
47520
b
2
a
b
a
b
a
b
a
14
A
47520
47520
a
b
2
a
b
a
b
2
a
b
a
b
b
15
C
190080
a
b
a
b
a
18
A
95040
b
a
b
2
a
b
a
b
a
95040
a
b
2
a
b
2
a
b
a
b
18
B
95040
b
2
a
b
2
a
b
a
b
a
95040
b
a
b
a
b
a
b
2
a
20
A
95040
95040
b
a
b
a
b
2
a
b
a
b
a


## 3.15.K
≅
C
o
3

### 3.15.1.X
=
2
A, t
=
b
2

See Tables36 and 37.Table 36
X
C
|
O
|
g
2
A
630
a
b
2
a
2
b
2
a
3
B
8960
a
b
2
a
2
3
C
1920
a
2
b
a
2Table 37
X
C
|
O
|
g
4
B
30240
a
b
2
a
5
B
48384
a
b
a
2
6
C
80640
a


### 3.15.2.X
=
2
B, t
=
(
(
a
2
b
)
3
a
b
)
5

See Tables38 and 39.Table 38
X
C
|
O
|
g
2
A
495
b
a
b
a
2
b
a
2
b
a
b
2
a
b
2
B
396
a
b
3
a
b
2
a
2
b
a
396
a
2
b
3
a
b
2
a
2
b
a
2
3
A
1320
b
a
2
b
a
2
b
2
a
b
440
a
b
2
a
b
a
b
2
a
b
a
b
3
B
2640
a
2
b
2
a
b
a
b
3
a
1584
a
b
a
b
a
2
b
3
a
2
3
C
7920
b
a
b
2
a
b
2
a
b
4
A
2970
b
a
b
a
b
a
b
2
a
b
a
4
B
11880
a
2
b
5940
b
2
2970
b
a
b
a
b
2
a
b
5
A
9504
b
2
a
b
a
2
9504
b
a
2
b
3
a
2
b
a
5
B
47520
a
2
b
2
a
6
A
11880
b
a
2
b
2
a
b
2
a
3960
a
b
2
a
2
b
a
b
a
2
b
a
6
B
15840
a
2
15840
a
6
C
23760
b
a
b
a
b
3
a
23760
b
a
2
b
2
a
b
a
15840
b
a
b
3
a
b
a
6
E
23760
b
2
a
23760
a
2
b
2
7
A
95040
b
a
2
31680
b
a
b
2
a
b
a
8
A
23760
b
a
b
a
b
2
a
23760
b
2
a
b
a
b
a
b
8
B
23760
a
b
a
b
2
a
23760
b
2
a
2
b
aTable 39
X
C
|
O
|
g
8
C
23760
a
b
2
a
b
2
23760
b
2
a
2
b
2
a
2
23760
b
2
a
b
a
23760
b
a
2
b
a
b
3
9
A
31680
b
a
b
2
a
b
3
31680
a
b
a
b
a
b
a
b
9
B
63360
a
b
a
b
a
b
2
10
A
47520
a
b
a
2
b
2
47520
b
a
b
a
b
2
10
B
47520
a
b
a
47520
a
2
b
3
a
2
12
A
23760
a
2
b
a
2
23760
a
b
3
a
12
B
47520
b
47520
a
b
a
b
a
2
47520
b
a
b
2
a
b
14
A
95040
b
a
b
a
95040
a
b
2
a
b
a
15
A
95040
a
b
2
95040
a
b
a
b
15
B
190080
a
b
a
b
2
18
A
95040
a
b
2
a
b
95040
b
a
b
a
b
21
A
190080
b
a
2
b
a
2
24
A
95040
a
b
2
a
95040
a
2
b
2
a
2
24
B
95040
a
2
b
a
95040
b
a
30
A
95040
a
b
a
2
95040
a
b
3
a
2


## 3.15.1.X
=
2
A, t
=
b
2

See Tables36 and 37.Table 36
X
C
|
O
|
g
2
A
630
a
b
2
a
2
b
2
a
3
B
8960
a
b
2
a
2
3
C
1920
a
2
b
a
2Table 37
X
C
|
O
|
g
4
B
30240
a
b
2
a
5
B
48384
a
b
a
2
6
C
80640
a


## 3.15.2.X
=
2
B, t
=
(
(
a
2
b
)
3
a
b
)
5

See Tables38 and 39.Table 38
X
C
|
O
|
g
2
A
495
b
a
b
a
2
b
a
2
b
a
b
2
a
b
2
B
396
a
b
3
a
b
2
a
2
b
a
396
a
2
b
3
a
b
2
a
2
b
a
2
3
A
1320
b
a
2
b
a
2
b
2
a
b
440
a
b
2
a
b
a
b
2
a
b
a
b
3
B
2640
a
2
b
2
a
b
a
b
3
a
1584
a
b
a
b
a
2
b
3
a
2
3
C
7920
b
a
b
2
a
b
2
a
b
4
A
2970
b
a
b
a
b
a
b
2
a
b
a
4
B
11880
a
2
b
5940
b
2
2970
b
a
b
a
b
2
a
b
5
A
9504
b
2
a
b
a
2
9504
b
a
2
b
3
a
2
b
a
5
B
47520
a
2
b
2
a
6
A
11880
b
a
2
b
2
a
b
2
a
3960
a
b
2
a
2
b
a
b
a
2
b
a
6
B
15840
a
2
15840
a
6
C
23760
b
a
b
a
b
3
a
23760
b
a
2
b
2
a
b
a
15840
b
a
b
3
a
b
a
6
E
23760
b
2
a
23760
a
2
b
2
7
A
95040
b
a
2
31680
b
a
b
2
a
b
a
8
A
23760
b
a
b
a
b
2
a
23760
b
2
a
b
a
b
a
b
8
B
23760
a
b
a
b
2
a
23760
b
2
a
2
b
aTable 39
X
C
|
O
|
g
8
C
23760
a
b
2
a
b
2
23760
b
2
a
2
b
2
a
2
23760
b
2
a
b
a
23760
b
a
2
b
a
b
3
9
A
31680
b
a
b
2
a
b
3
31680
a
b
a
b
a
b
a
b
9
B
63360
a
b
a
b
a
b
2
10
A
47520
a
b
a
2
b
2
47520
b
a
b
a
b
2
10
B
47520
a
b
a
47520
a
2
b
3
a
2
12
A
23760
a
2
b
a
2
23760
a
b
3
a
12
B
47520
b
47520
a
b
a
b
a
2
47520
b
a
b
2
a
b
14
A
95040
b
a
b
a
95040
a
b
2
a
b
a
15
A
95040
a
b
2
95040
a
b
a
b
15
B
190080
a
b
a
b
2
18
A
95040
a
b
2
a
b
95040
b
a
b
a
b
21
A
190080
b
a
2
b
a
2
24
A
95040
a
b
2
a
95040
a
2
b
2
a
2
24
B
95040
a
2
b
a
95040
b
a
30
A
95040
a
b
a
2
95040
a
b
3
a
2


## 3.16.K
≅
C
o
2

### 3.16.1.X
=
2
A, t
=
a

See Table40.Table 40
X
C
|
O
|
g
2
B
1260
b
a
b
2
a
b
2
C
1008
b
3
a
b
a
b
3
3
B
14336
b
a
b
4
C
40320
b


### 3.16.2.X
=
2
B, t
=
a
(
a
b
a
b
a
)
2
a
(
a
b
a
b
a
)
7

See Table41.Table 41
X
C
|
O
|
g
2
A
15
b
4
a
2
b
3
a
b
2
a
b
4
b
a
b
2
a
b
a
b
7
a
b
a
b
3
a
b
2
a
b
2
2
B
1680
b
3
a
b
a
b
3
210
b
4
a
b
4
a
b
a
b
2
C
2520
a
b
5
a
a
b
2
a
a
b
3
3
B
35840
b
2
a
b
4
A
1920
b
a
b
3
a
b
2
a
b
a
b
4
C
20160
b
a
b
2
a
b
4
E
161280
b
a
b
4
F
13440
b
a
b
a
b
a
b
a
b
13440
b
3
a
b
a
b
2
a
b
2
5
B
344064
b
2
6
E
430080
b


### 3.16.3.X
=
2
C, t
=
(
b
-
1
(
a
b
2
)
2
a
b
-
1
(
a
b
2
)
4
)
5

See Table42.Table 42
X
C
|
O
|
g
2
A
240
a
b
4
a
b
2
a
b
a
b
4
a
b
3
a
b
3
a
b
4
a
b
3
a
b
a
45
a
b
2
a
b
4
a
b
3
a
b
a
b
3
a
b
4
a
b
4
a
b
4
a
b
2
a
2
B
720
b
2
a
240
b
4
a
b
4
a
b
3
a
b
4
a
b
4
a
b
2
a
b
3
a
b
2
a
180
a
b
2
a
b
3
a
b
2
a
b
a
b
3
a
b
3
a
b
2
30
a
b
a
b
4
a
2
C
1440
a
b
a
b
3
a
b
3
a
b
2
a
b
a
b
2
a
1440
a
b
3
a
b
4
a
b
3
a
b
2
a
b
2
a
b
4
a
1440
b
2
a
b
a
b
a
b
3
a
b
4
a
b
3
1152
a
b
a
b
3
a
b
3
a
b
3
a
b
4
a
b
2
a
360
a
b
a
b
a
b
3
a
b
2
a
b
a
b
3
a
b
3
a
b
2
3
A
10240
a
b
4
a
b
2
a
b
a
b
2
a
b
a
b
2
a
3
B
15360
a
b
3
a
b
2
a
7680
b
3
a
b
2
1024
a
b
2
a
b
2
a
b
3
a
b
3
a
4
A
3840
b
4
a
b
4
a
b
3
a
b
4
a
b
4
a
b
4
1440
a
b
a
b
2
a
b
2
a
b
4
a
b
2
4
B
11520
b
a
b
4
a
b
4
a
b
3
a
b
3
a
5760
a
b
2
a
b
a
b
2
a
b
a
b
3
a
5760
a
b
2
a
b
4
a
b
3
a
b
4
a
b
3
a
1440
a
b
4
a
b
a
b
2
a
b
4
a
b
2
a
b
a
b
3
a
1440
a
b
2
a
b
4
a
b
3
a
b
a
b
3
a
b
4
a
b
a
720
a
b
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
3
720
b
2
a
b
4
a
b
2
a
b
2
a
b
4
a
b
3
a
b
4
a
4
C
11520
a
b
2
a
b
3
a
11520
a
b
3
a
b
a
b
3
a
b
2
a
b
2
5760
b
3
a
b
4
a
b
2
a
5760
a
b
3
a
b
a
b
2
2880
a
b
a
b
4
a
b
2
a
1440
b
4
a
b
4
a
b
3
a
b
2
a
b
2
a
b
3
a
1440
a
b
2
a
b
3
a
b
3
a
b
2
a
b
a
b
720
a
b
a
b
a
b
a
b
2
a
b
a
b
3
a
720
a
b
3
a
b
4
a
b
2
a
4
D
23040
b
a
b
3
a
b
a
b
2
a
b
3
a
b
2
11520
a
b
a
b
3
a
b
3
a
b
a
b
3
5760
a
b
4
a
b
a
b
4
a
b
2
a
2880
a
b
a
b
a
b
4
a
b
2
a
b
4
a
b
4
a
b
3
a
2880
a
b
2
a
b
a
b
a
b
3
a
b
a
b
4
a
b
4
a
4
E
23040
b
a
b
a
b
a
b
2
23040
a
b
3
a
b
2
a
b
2
11520
a
b
3
a
b
2
a
b
4
a
b
2
11520
b
3
a
b
a
b
3
a
b
2
a
5760
b
3
a
b
4
a
5760
a
b
a
b
2
5760
b
4
a
b
3
a
b
2
a
b
a
b
3
a
4
F
23040
a
b
a
b
2
a
b
2
a
b
2
23040
b
3
a
b
3
a
b
3
a
b
4
a
11520
b
4
a
b
4
a
b
2
a
b
4
a
b
3
a
b
2
a
11520
a
b
3
a
b
4
a
b
3
a
b
2
a
b
2
a
b
2
5760
b
2
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
2
a
5760
b
2
a
b
2
a
b
3
a
b
3
a
b
4
a
b
2
a
b
3
a
5760
a
b
3
a
b
2
a
b
4
a
b
2
a
b
3
a
b
3
a
b
2
a
5760
a
b
4
a
b
a
b
a
b
3
a
b
2
a
b
2
a
b
3
5760
a
b
2
a
b
3
a
b
a
b
2
a
b
2
a
b
3
a
b
3
5760
b
4
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
2
a
2880
b
3
a
b
2
a
b
a
b
2
2880
b
3
a
b
4
a
b
3
a
b
2
1920
a
b
a
b
4
a
b
2
a
b
2
a
b
4
a
b
3
1920
b
a
b
3
a
b
3
a
b
a
b
2
a
b
4
4
G
46080
b
3
a
b
3
a
b
2
a
b
3
a
46080
a
b
2
a
b
3
a
b
2
a
b
2
23040
a
b
a
b
2
a
b
2
a
b
3
a
b
2
a
23040
a
b
3
a
b
2
a
b
3
a
b
3
a
b
4
a
5
A
73728
a
b
2
a
b
3
a
b
a
b
2
a
5
B
184320
b
2
a
b
2
a
122880
b
2
a
b
3
a
b
2
6
A
92160
b
a
b
3
a
b
4
a
b
3
a
b
2
a
6
B
122880
b
2
a
b
4
a
b
2
a
6
C
46080
b
2
a
b
3
a
b
3
a
b
2
a
46080
b
3
a
b
a
b
2
a
b
2
15360
b
4
a
b
2
a
b
3
a
b
3
a
15360
a
b
2
a
b
2
a
b
3
a
b
6
D
92160
b
4
a
b
a
b
2
a
b
4
a
23040
b
4
a
b
3
a
b
4
a
b
2
a
b
2
15360
a
b
2
a
b
2
a
b
a
15360
a
b
4
a
b
3
a
b
3
a
6
E
92160
b
a
b
a
b
2
92160
b
a
b
4
a
46080
b
3
a
b
2
a
b
3
a
b
2
a
46080
b
a
b
2
a
b
3
a
46080
b
2
a
b
a
b
4
a
46080
a
b
a
b
4
a
b
3
15360
a
b
2
a
b
a
b
4
a
b
a
b
2
a
6
F
92160
a
b
3
a
b
a
92160
a
b
4
a
b
2
a
46080
b
3
a
b
2
a
b
a
b
2
a
46080
a
b
4
a
b
4
a
b
3
a
b
3
46080
a
b
3
a
b
4
a
b
3
a
b
2
46080
b
2
a
b
2
a
b
a
b
a
7
A
737280
b
4
a
b
2
8
A
92160
b
2
a
b
a
92160
a
b
4
a
b
3
8
B
92160
a
b
4
a
b
2
a
b
2
a
b
a
92160
a
b
4
a
b
3
a
b
3
a
b
a
46080
a
b
a
b
3
a
b
2
a
46080
a
b
3
a
b
2
a
b
4
a
23040
b
a
b
3
a
b
3
a
b
a
b
3
23040
b
2
a
b
4
a
b
2
a
b
2
a
b
4
8
C
92160
b
3
a
b
3
a
b
3
a
b
4
92160
b
2
92160
b
3
92160
b
a
b
2
a
b
2
a
b
2
8
D
92160
b
3
a
b
3
a
b
2
92160
a
b
2
a
b
3
a
b
3
a
b
4
a
b
2
92160
b
4
a
b
3
a
b
3
a
92160
b
a
b
2
a
b
a
b
3
a
92160
b
3
a
b
2
a
b
2
8
E
92160
a
b
3
a
92160
a
b
2
a
46080
a
b
3
a
b
a
b
4
a
b
2
46080
b
3
a
b
a
b
4
a
b
2
a
46080
a
b
2
a
b
2
a
b
a
b
3
46080
b
2
a
b
a
b
a
46080
b
2
a
b
4
a
b
3
a
b
3
a
46080
b
2
a
b
2
a
b
3
a
b
3
a
46080
a
b
2
a
b
2
a
b
3
a
b
3
46080
a
b
4
a
b
4
a
b
3
23040
a
b
4
a
b
2
a
b
2
a
b
a
b
3
23040
b
4
a
b
4
a
b
2
a
b
4
a
b
3
8
F
184320
a
b
4
a
b
a
b
3
a
184320
a
b
2
a
b
4
a
b
a
92160
a
b
a
b
3
a
b
a
b
2
a
b
2
92160
b
3
a
b
4
a
b
4
a
b
3
a
b
2
a
9
A
737280
a
b
4
a
b
a
b
2
245760
b
2
a
b
4
a
b
2
10
A
368640
b
2
a
b
3
a
b
2
a
10
B
368640
a
b
2
a
b
2
368640
b
3
a
b
3
a
10
C
368640
a
b
4
368640
a
b
a
b
3
a
b
a
b
3
a
11
A
1474560
b
2
a
b
3
a
12
A
122880
b
a
b
2
a
b
a
b
4
a
122880
b
4
a
b
a
b
4
a
b
3
12
B
368640
b
2
a
b
a
b
3
a
b
2
184320
a
b
4
a
b
2
a
b
4
a
b
2
12
C
368640
a
b
2
a
b
2
a
b
3
a
b
2
184320
a
b
4
a
b
a
b
2
a
b
2
12
D
184320
b
4
a
b
a
b
2
a
b
2
184320
a
b
a
b
a
b
3
a
b
3
a
92160
a
b
4
a
b
2
a
b
3
a
92160
a
b
2
a
b
3
a
b
a
12
E
368640
b
3
a
b
2
a
b
4
368640
b
a
b
3
a
b
2
12
F
184320
b
2
a
b
a
b
2
a
184320
a
b
3
a
b
4
a
184320
a
b
a
b
3
a
b
3
184320
a
b
a
b
2
a
92160
a
b
2
a
b
a
92160
a
b
4
a
b
3
a
12
G
368640
b
a
b
4
a
b
2
a
12
H
184320
b
4
a
b
3
a
b
3
a
b
2
184320
a
b
3
a
b
2
a
b
3
a
184320
a
b
a
b
a
b
4
a
b
2
a
184320
a
b
4
a
b
3
a
b
4
a
b
2
a
184320
b
3
a
b
2
a
b
2
a
b
184320
a
b
2
a
b
3
a
b
2
a
14
A
737280
a
b
4
a
15
A
737280
b
4
a
737280
b
a
b
2
a
16
A
368640
a
b
3
a
b
2
368640
a
b
2
a
b
a
b
4
368640
b
3
a
b
2
a
368640
b
a
b
4
a
b
3
a
18
A
737280
b
3
a
b
3
20
A
737280
a
b
4
a
b
2
737280
b
3
a
b
a
20
B
737280
a
b
4
a
b
4
a
737280
a
b
a
b
a
24
A
737280
a
b
2
737280
b
3
a
24
B
737280
b
4
737280
b
28
A
737280
a
b
a
b
3
a
b
2
737280
a
b
4
a
b
2
a
b
2
30
A
737280
b
2
a
b
4
737280
b
a
b
3


## 3.16.1.X
=
2
A, t
=
a

See Table40.Table 40
X
C
|
O
|
g
2
B
1260
b
a
b
2
a
b
2
C
1008
b
3
a
b
a
b
3
3
B
14336
b
a
b
4
C
40320
b


## 3.16.2.X
=
2
B, t
=
a
(
a
b
a
b
a
)
2
a
(
a
b
a
b
a
)
7

See Table41.Table 41
X
C
|
O
|
g
2
A
15
b
4
a
2
b
3
a
b
2
a
b
4
b
a
b
2
a
b
a
b
7
a
b
a
b
3
a
b
2
a
b
2
2
B
1680
b
3
a
b
a
b
3
210
b
4
a
b
4
a
b
a
b
2
C
2520
a
b
5
a
a
b
2
a
a
b
3
3
B
35840
b
2
a
b
4
A
1920
b
a
b
3
a
b
2
a
b
a
b
4
C
20160
b
a
b
2
a
b
4
E
161280
b
a
b
4
F
13440
b
a
b
a
b
a
b
a
b
13440
b
3
a
b
a
b
2
a
b
2
5
B
344064
b
2
6
E
430080
b


## 3.16.3.X
=
2
C, t
=
(
b
-
1
(
a
b
2
)
2
a
b
-
1
(
a
b
2
)
4
)
5

See Table42.Table 42
X
C
|
O
|
g
2
A
240
a
b
4
a
b
2
a
b
a
b
4
a
b
3
a
b
3
a
b
4
a
b
3
a
b
a
45
a
b
2
a
b
4
a
b
3
a
b
a
b
3
a
b
4
a
b
4
a
b
4
a
b
2
a
2
B
720
b
2
a
240
b
4
a
b
4
a
b
3
a
b
4
a
b
4
a
b
2
a
b
3
a
b
2
a
180
a
b
2
a
b
3
a
b
2
a
b
a
b
3
a
b
3
a
b
2
30
a
b
a
b
4
a
2
C
1440
a
b
a
b
3
a
b
3
a
b
2
a
b
a
b
2
a
1440
a
b
3
a
b
4
a
b
3
a
b
2
a
b
2
a
b
4
a
1440
b
2
a
b
a
b
a
b
3
a
b
4
a
b
3
1152
a
b
a
b
3
a
b
3
a
b
3
a
b
4
a
b
2
a
360
a
b
a
b
a
b
3
a
b
2
a
b
a
b
3
a
b
3
a
b
2
3
A
10240
a
b
4
a
b
2
a
b
a
b
2
a
b
a
b
2
a
3
B
15360
a
b
3
a
b
2
a
7680
b
3
a
b
2
1024
a
b
2
a
b
2
a
b
3
a
b
3
a
4
A
3840
b
4
a
b
4
a
b
3
a
b
4
a
b
4
a
b
4
1440
a
b
a
b
2
a
b
2
a
b
4
a
b
2
4
B
11520
b
a
b
4
a
b
4
a
b
3
a
b
3
a
5760
a
b
2
a
b
a
b
2
a
b
a
b
3
a
5760
a
b
2
a
b
4
a
b
3
a
b
4
a
b
3
a
1440
a
b
4
a
b
a
b
2
a
b
4
a
b
2
a
b
a
b
3
a
1440
a
b
2
a
b
4
a
b
3
a
b
a
b
3
a
b
4
a
b
a
720
a
b
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
3
720
b
2
a
b
4
a
b
2
a
b
2
a
b
4
a
b
3
a
b
4
a
4
C
11520
a
b
2
a
b
3
a
11520
a
b
3
a
b
a
b
3
a
b
2
a
b
2
5760
b
3
a
b
4
a
b
2
a
5760
a
b
3
a
b
a
b
2
2880
a
b
a
b
4
a
b
2
a
1440
b
4
a
b
4
a
b
3
a
b
2
a
b
2
a
b
3
a
1440
a
b
2
a
b
3
a
b
3
a
b
2
a
b
a
b
720
a
b
a
b
a
b
a
b
2
a
b
a
b
3
a
720
a
b
3
a
b
4
a
b
2
a
4
D
23040
b
a
b
3
a
b
a
b
2
a
b
3
a
b
2
11520
a
b
a
b
3
a
b
3
a
b
a
b
3
5760
a
b
4
a
b
a
b
4
a
b
2
a
2880
a
b
a
b
a
b
4
a
b
2
a
b
4
a
b
4
a
b
3
a
2880
a
b
2
a
b
a
b
a
b
3
a
b
a
b
4
a
b
4
a
4
E
23040
b
a
b
a
b
a
b
2
23040
a
b
3
a
b
2
a
b
2
11520
a
b
3
a
b
2
a
b
4
a
b
2
11520
b
3
a
b
a
b
3
a
b
2
a
5760
b
3
a
b
4
a
5760
a
b
a
b
2
5760
b
4
a
b
3
a
b
2
a
b
a
b
3
a
4
F
23040
a
b
a
b
2
a
b
2
a
b
2
23040
b
3
a
b
3
a
b
3
a
b
4
a
11520
b
4
a
b
4
a
b
2
a
b
4
a
b
3
a
b
2
a
11520
a
b
3
a
b
4
a
b
3
a
b
2
a
b
2
a
b
2
5760
b
2
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
2
a
5760
b
2
a
b
2
a
b
3
a
b
3
a
b
4
a
b
2
a
b
3
a
5760
a
b
3
a
b
2
a
b
4
a
b
2
a
b
3
a
b
3
a
b
2
a
5760
a
b
4
a
b
a
b
a
b
3
a
b
2
a
b
2
a
b
3
5760
a
b
2
a
b
3
a
b
a
b
2
a
b
2
a
b
3
a
b
3
5760
b
4
a
b
4
a
b
2
a
b
2
a
b
2
a
b
3
a
b
2
a
2880
b
3
a
b
2
a
b
a
b
2
2880
b
3
a
b
4
a
b
3
a
b
2
1920
a
b
a
b
4
a
b
2
a
b
2
a
b
4
a
b
3
1920
b
a
b
3
a
b
3
a
b
a
b
2
a
b
4
4
G
46080
b
3
a
b
3
a
b
2
a
b
3
a
46080
a
b
2
a
b
3
a
b
2
a
b
2
23040
a
b
a
b
2
a
b
2
a
b
3
a
b
2
a
23040
a
b
3
a
b
2
a
b
3
a
b
3
a
b
4
a
5
A
73728
a
b
2
a
b
3
a
b
a
b
2
a
5
B
184320
b
2
a
b
2
a
122880
b
2
a
b
3
a
b
2
6
A
92160
b
a
b
3
a
b
4
a
b
3
a
b
2
a
6
B
122880
b
2
a
b
4
a
b
2
a
6
C
46080
b
2
a
b
3
a
b
3
a
b
2
a
46080
b
3
a
b
a
b
2
a
b
2
15360
b
4
a
b
2
a
b
3
a
b
3
a
15360
a
b
2
a
b
2
a
b
3
a
b
6
D
92160
b
4
a
b
a
b
2
a
b
4
a
23040
b
4
a
b
3
a
b
4
a
b
2
a
b
2
15360
a
b
2
a
b
2
a
b
a
15360
a
b
4
a
b
3
a
b
3
a
6
E
92160
b
a
b
a
b
2
92160
b
a
b
4
a
46080
b
3
a
b
2
a
b
3
a
b
2
a
46080
b
a
b
2
a
b
3
a
46080
b
2
a
b
a
b
4
a
46080
a
b
a
b
4
a
b
3
15360
a
b
2
a
b
a
b
4
a
b
a
b
2
a
6
F
92160
a
b
3
a
b
a
92160
a
b
4
a
b
2
a
46080
b
3
a
b
2
a
b
a
b
2
a
46080
a
b
4
a
b
4
a
b
3
a
b
3
46080
a
b
3
a
b
4
a
b
3
a
b
2
46080
b
2
a
b
2
a
b
a
b
a
7
A
737280
b
4
a
b
2
8
A
92160
b
2
a
b
a
92160
a
b
4
a
b
3
8
B
92160
a
b
4
a
b
2
a
b
2
a
b
a
92160
a
b
4
a
b
3
a
b
3
a
b
a
46080
a
b
a
b
3
a
b
2
a
46080
a
b
3
a
b
2
a
b
4
a
23040
b
a
b
3
a
b
3
a
b
a
b
3
23040
b
2
a
b
4
a
b
2
a
b
2
a
b
4
8
C
92160
b
3
a
b
3
a
b
3
a
b
4
92160
b
2
92160
b
3
92160
b
a
b
2
a
b
2
a
b
2
8
D
92160
b
3
a
b
3
a
b
2
92160
a
b
2
a
b
3
a
b
3
a
b
4
a
b
2
92160
b
4
a
b
3
a
b
3
a
92160
b
a
b
2
a
b
a
b
3
a
92160
b
3
a
b
2
a
b
2
8
E
92160
a
b
3
a
92160
a
b
2
a
46080
a
b
3
a
b
a
b
4
a
b
2
46080
b
3
a
b
a
b
4
a
b
2
a
46080
a
b
2
a
b
2
a
b
a
b
3
46080
b
2
a
b
a
b
a
46080
b
2
a
b
4
a
b
3
a
b
3
a
46080
b
2
a
b
2
a
b
3
a
b
3
a
46080
a
b
2
a
b
2
a
b
3
a
b
3
46080
a
b
4
a
b
4
a
b
3
23040
a
b
4
a
b
2
a
b
2
a
b
a
b
3
23040
b
4
a
b
4
a
b
2
a
b
4
a
b
3
8
F
184320
a
b
4
a
b
a
b
3
a
184320
a
b
2
a
b
4
a
b
a
92160
a
b
a
b
3
a
b
a
b
2
a
b
2
92160
b
3
a
b
4
a
b
4
a
b
3
a
b
2
a
9
A
737280
a
b
4
a
b
a
b
2
245760
b
2
a
b
4
a
b
2
10
A
368640
b
2
a
b
3
a
b
2
a
10
B
368640
a
b
2
a
b
2
368640
b
3
a
b
3
a
10
C
368640
a
b
4
368640
a
b
a
b
3
a
b
a
b
3
a
11
A
1474560
b
2
a
b
3
a
12
A
122880
b
a
b
2
a
b
a
b
4
a
122880
b
4
a
b
a
b
4
a
b
3
12
B
368640
b
2
a
b
a
b
3
a
b
2
184320
a
b
4
a
b
2
a
b
4
a
b
2
12
C
368640
a
b
2
a
b
2
a
b
3
a
b
2
184320
a
b
4
a
b
a
b
2
a
b
2
12
D
184320
b
4
a
b
a
b
2
a
b
2
184320
a
b
a
b
a
b
3
a
b
3
a
92160
a
b
4
a
b
2
a
b
3
a
92160
a
b
2
a
b
3
a
b
a
12
E
368640
b
3
a
b
2
a
b
4
368640
b
a
b
3
a
b
2
12
F
184320
b
2
a
b
a
b
2
a
184320
a
b
3
a
b
4
a
184320
a
b
a
b
3
a
b
3
184320
a
b
a
b
2
a
92160
a
b
2
a
b
a
92160
a
b
4
a
b
3
a
12
G
368640
b
a
b
4
a
b
2
a
12
H
184320
b
4
a
b
3
a
b
3
a
b
2
184320
a
b
3
a
b
2
a
b
3
a
184320
a
b
a
b
a
b
4
a
b
2
a
184320
a
b
4
a
b
3
a
b
4
a
b
2
a
184320
b
3
a
b
2
a
b
2
a
b
184320
a
b
2
a
b
3
a
b
2
a
14
A
737280
a
b
4
a
15
A
737280
b
4
a
737280
b
a
b
2
a
16
A
368640
a
b
3
a
b
2
368640
a
b
2
a
b
a
b
4
368640
b
3
a
b
2
a
368640
b
a
b
4
a
b
3
a
18
A
737280
b
3
a
b
3
20
A
737280
a
b
4
a
b
2
737280
b
3
a
b
a
20
B
737280
a
b
4
a
b
4
a
737280
a
b
a
b
a
24
A
737280
a
b
2
737280
b
3
a
24
B
737280
b
4
737280
b
28
A
737280
a
b
a
b
3
a
b
2
737280
a
b
4
a
b
2
a
b
2
30
A
737280
b
2
a
b
4
737280
b
a
b
3



---

*Source: 587629-2015-02-28.xml*