Min_number = ( 0 ) ; Max_number = ( 10 )
In original model number_of_states = ( 110 ); number_of_transition = ( 193 ) 

Original Transition
0 --- 1  -> (p1)
0 --- 83  -> ((-1)*p1+1)
1 --- 2  -> (1/2)
1 --- 27  -> (1/2)
2 --- 3  -> (7/10)
2 --- 108  -> (3/10)
3 --- 4  -> (7/10)
3 --- 26  -> (3/10)
4 --- 5  -> (3/5)
4 --- 13  -> (2/5)
5 --- 6  -> (4/5)
5 --- 24  -> (1/5)
6 --- 7  -> (4/5)
6 --- 12  -> (1/5)
7 --- 8  -> (4/5)
7 --- 11  -> (1/5)
8 --- 9  -> (399/400)
8 --- 109  -> (1/400)
9 --- 10  -> (4993/5000)
9 --- 109  -> (7/5000)
10 --- 7  -> (1)
11 --- 6  -> (1)
12 --- 5  -> (1)
13 --- 14  -> (3/5)
13 --- 18  -> (2/5)
14 --- 15  -> (4/5)
14 --- 24  -> (1/5)
15 --- 16  -> (9913/10000)
15 --- 109  -> (87/10000)
16 --- 17  -> (2477/2500)
16 --- 109  -> (23/2500)
17 --- 14  -> (1)
18 --- 19  -> (249/250)
18 --- 109  -> (1/250)
19 --- 20  -> (2479/2500)
19 --- 109  -> (21/2500)
20 --- 21  -> (9931/10000)
20 --- 109  -> (69/10000)
21 --- 22  -> (9967/10000)
21 --- 109  -> (33/10000)
22 --- 23  -> (2483/2500)
22 --- 109  -> (17/2500)
23 --- 24  -> (9971/10000)
23 --- 109  -> (29/10000)
24 --- 25  -> (1)
25 --- 3  -> (1)
26 --- 2  -> (1)
27 --- 28  -> (1)
28 --- 29  -> (3/5)
28 --- 39  -> (2/5)
29 --- 30  -> (3/5)
29 --- 37  -> (2/5)
30 --- 31  -> (3/5)
30 --- 33  -> (2/5)
31 --- 32  -> (4989/5000)
31 --- 109  -> (11/5000)
32 --- 41  -> (1983/2000)
32 --- 109  -> (17/2000)
33 --- 34  -> (9981/10000)
33 --- 109  -> (19/10000)
34 --- 35  -> (1239/1250)
34 --- 109  -> (11/1250)
35 --- 36  -> (2479/2500)
35 --- 109  -> (21/2500)
36 --- 41  -> (2481/2500)
36 --- 109  -> (19/2500)
37 --- 38  -> (9963/10000)
37 --- 109  -> (37/10000)
38 --- 41  -> (4959/5000)
38 --- 109  -> (41/5000)
39 --- 40  -> (9909/10000)
39 --- 109  -> (91/10000)
40 --- 41  -> (2481/2500)
40 --- 109  -> (19/2500)
41 --- 42  -> (3/5)
41 --- 47  -> (2/5)
42 --- 43  -> (3/5)
42 --- 45  -> (2/5)
43 --- 44  -> (199/200)
43 --- 109  -> (1/200)
44 --- 54  -> (9969/10000)
44 --- 109  -> (31/10000)
45 --- 46  -> (9997/10000)
45 --- 109  -> (3/10000)
46 --- 54  -> (9949/10000)
46 --- 109  -> (51/10000)
47 --- 48  -> (9971/10000)
47 --- 109  -> (29/10000)
48 --- 49  -> (2491/2500)
48 --- 109  -> (9/2500)
49 --- 50  -> (3/5)
49 --- 52  -> (2/5)
50 --- 51  -> (4967/5000)
50 --- 109  -> (33/5000)
51 --- 54  -> (2483/2500)
51 --- 109  -> (17/2500)
52 --- 53  -> (9947/10000)
52 --- 109  -> (53/10000)
53 --- 54  -> (9971/10000)
53 --- 109  -> (29/10000)
54 --- 55  -> (7/10)
54 --- 59  -> (3/10)
55 --- 56  -> (7/10)
55 --- 58  -> (3/10)
56 --- 57  -> (1)
57 --- 55  -> (1)
58 --- 54  -> (1)
59 --- 60  -> (2/3)
59 --- 63  -> (1/3)
60 --- 61  -> (2/3)
60 --- 62  -> (1/3)
61 --- 82  -> (1)
62 --- 82  -> (1)
63 --- 64  -> (4/5)
63 --- 67  -> (1/5)
64 --- 65  -> (4957/5000)
64 --- 109  -> (43/5000)
65 --- 66  -> (1)
66 --- 63  -> (1)
67 --- 68  -> (4/5)
67 --- 82  -> (1/5)
68 --- 69  -> (1989/2000)
68 --- 109  -> (11/2000)
69 --- 70  -> (9969/10000)
69 --- 109  -> (31/10000)
70 --- 71  -> (4/5)
70 --- 74  -> (1/5)
71 --- 72  -> (4987/5000)
71 --- 109  -> (13/5000)
72 --- 73  -> (997/1000)
72 --- 109  -> (3/1000)
73 --- 70  -> (1)
74 --- 75  -> (4/5)
74 --- 81  -> (1/5)
75 --- 76  -> (3/5)
75 --- 78  -> (2/5)
76 --- 77  -> (4979/5000)
76 --- 109  -> (21/5000)
77 --- 80  -> (9961/10000)
77 --- 109  -> (39/10000)
78 --- 79  -> (9981/10000)
78 --- 109  -> (19/10000)
79 --- 80  -> (1981/2000)
79 --- 109  -> (19/2000)
80 --- 74  -> (1)
81 --- 67  -> (1)
82 --- 108  -> (1)
83 --- 84  -> (1/2)
83 --- 85  -> (1/2)
84 --- 108  -> (1)
85 --- 86  -> (7/10)
85 --- 88  -> (3/10)
86 --- 87  -> (1)
87 --- 85  -> (1)
88 --- 89  -> (3/5)
88 --- 99  -> (2/5)
89 --- 90  -> (3/5)
89 --- 95  -> (2/5)
90 --- 91  -> (3/5)
90 --- 93  -> (2/5)
91 --- 92  -> (4999/5000)
91 --- 109  -> (1/5000)
92 --- 108  -> (9927/10000)
92 --- 109  -> (73/10000)
93 --- 94  -> (623/625)
93 --- 109  -> (2/625)
94 --- 108  -> (4963/5000)
94 --- 109  -> (37/5000)
95 --- 96  -> (4/5)
95 --- 108  -> (1/5)
96 --- 97  -> (9979/10000)
96 --- 109  -> (21/10000)
97 --- 98  -> (1997/2000)
97 --- 109  -> (3/2000)
98 --- 95  -> (1)
99 --- 100  -> (4/5)
99 --- 108  -> (1/5)
100 --- 101  -> (4/5)
100 --- 107  -> (1/5)
101 --- 102  -> (3/5)
101 --- 104  -> (2/5)
102 --- 103  -> (624/625)
102 --- 109  -> (1/625)
103 --- 106  -> (621/625)
103 --- 109  -> (4/625)
104 --- 105  -> (9989/10000)
104 --- 109  -> (11/10000)
105 --- 106  -> (9901/10000)
105 --- 109  -> (99/10000)
106 --- 100  -> (1)
107 --- 99  -> (1)
108 --- 108  -> (1)
109 --- 109  -> (1)


In New Model number of states = ( 161 ); number of transition = ( 244 ) 

New transition
0 --- 1  -> (p1)
0 --- 83  -> ((-1)*p1+1)
1 --- 2  -> (1/2)
1 --- 27  -> (1/2)
2 --- 3  -> (7/10)
3 --- 4  -> (7/10)
3 --- 26  -> (3/10)
4 --- 5  -> (3/5)
4 --- 13  -> (2/5)
6 --- 7  -> (4/5)
6 --- 12  -> (1/5)
7 --- 8  -> (4/5)
7 --- 11  -> (1/5)
8 --- 9  -> (399/400)
9 --- 10  -> (4993/5000)
9 --- 109  -> (7/5000)
10 --- 7  -> (1)
11 --- 6  -> (1)
12 --- 5  -> (1)
13 --- 14  -> (3/5)
14 --- 15  -> (4/5)
15 --- 16  -> (9913/10000)
16 --- 17  -> (2477/2500)
17 --- 14  -> (1)
18 --- 19  -> (249/250)
19 --- 20  -> (2479/2500)
19 --- 109  -> (21/2500)
20 --- 21  -> (9931/10000)
20 --- 109  -> (69/10000)
21 --- 22  -> (9967/10000)
21 --- 109  -> (33/10000)
22 --- 23  -> (2483/2500)
23 --- 24  -> (9971/10000)
24 --- 25  -> (1)
25 --- 3  -> (1)
26 --- 2  -> (1)
27 --- 28  -> (1)
28 --- 29  -> (3/5)
28 --- 39  -> (2/5)
29 --- 30  -> (3/5)
29 --- 37  -> (2/5)
30 --- 31  -> (3/5)
30 --- 33  -> (2/5)
31 --- 32  -> (4989/5000)
32 --- 41  -> (1983/2000)
32 --- 109  -> (17/2000)
33 --- 34  -> (9981/10000)
34 --- 35  -> (1239/1250)
34 --- 109  -> (11/1250)
35 --- 36  -> (2479/2500)
36 --- 41  -> (2481/2500)
36 --- 109  -> (19/2500)
37 --- 38  -> (9963/10000)
37 --- 109  -> (37/10000)
39 --- 40  -> (9909/10000)
40 --- 41  -> (2481/2500)
40 --- 109  -> (19/2500)
41 --- 42  -> (3/5)
41 --- 47  -> (2/5)
42 --- 43  -> (3/5)
42 --- 45  -> (2/5)
43 --- 44  -> (199/200)
43 --- 109  -> (1/200)
45 --- 46  -> (9997/10000)
45 --- 109  -> (3/10000)
46 --- 54  -> (9949/10000)
46 --- 109  -> (51/10000)
47 --- 48  -> (9971/10000)
47 --- 109  -> (29/10000)
48 --- 49  -> (2491/2500)
48 --- 109  -> (9/2500)
49 --- 50  -> (3/5)
49 --- 52  -> (2/5)
50 --- 51  -> (4967/5000)
52 --- 53  -> (9947/10000)
54 --- 55  -> (7/10)
54 --- 59  -> (3/10)
55 --- 56  -> (7/10)
55 --- 58  -> (3/10)
56 --- 57  -> (1)
57 --- 55  -> (1)
58 --- 54  -> (1)
59 --- 60  -> (2/3)
59 --- 63  -> (1/3)
60 --- 61  -> (2/3)
60 --- 62  -> (1/3)
63 --- 64  -> (4/5)
63 --- 67  -> (1/5)
64 --- 65  -> (4957/5000)
65 --- 66  -> (1)
66 --- 63  -> (1)
67 --- 68  -> (4/5)
67 --- 82  -> (1/5)
68 --- 69  -> (1989/2000)
69 --- 70  -> (9969/10000)
70 --- 71  -> (4/5)
70 --- 74  -> (1/5)
71 --- 72  -> (4987/5000)
72 --- 73  -> (997/1000)
73 --- 70  -> (1)
74 --- 75  -> (4/5)
74 --- 81  -> (1/5)
75 --- 76  -> (3/5)
75 --- 78  -> (2/5)
76 --- 77  -> (4979/5000)
77 --- 80  -> (9961/10000)
78 --- 79  -> (9981/10000)
79 --- 80  -> (1981/2000)
80 --- 74  -> (1)
81 --- 67  -> (1)
82 --- 108  -> (1)
83 --- 84  -> (1/2)
83 --- 85  -> (1/2)
84 --- 108  -> (1)
85 --- 86  -> (7/10)
85 --- 88  -> (3/10)
86 --- 87  -> (1)
87 --- 85  -> (1)
88 --- 89  -> (3/5)
88 --- 99  -> (2/5)
89 --- 90  -> (3/5)
89 --- 95  -> (2/5)
90 --- 91  -> (3/5)
90 --- 93  -> (2/5)
91 --- 92  -> (4999/5000)
92 --- 108  -> (9927/10000)
92 --- 109  -> (73/10000)
93 --- 94  -> (623/625)
94 --- 108  -> (4963/5000)
94 --- 109  -> (37/5000)
95 --- 96  -> (4/5)
96 --- 97  -> (9979/10000)
97 --- 98  -> (1997/2000)
98 --- 95  -> (1)
99 --- 100  -> (4/5)
100 --- 101  -> (4/5)
100 --- 107  -> (1/5)
101 --- 102  -> (3/5)
101 --- 104  -> (2/5)
102 --- 103  -> (624/625)
103 --- 106  -> (621/625)
104 --- 105  -> (9989/10000)
105 --- 106  -> (9901/10000)
106 --- 100  -> (1)
107 --- 99  -> (1)
108 --- 108  -> (1)
109 --- 109  -> (1)
2 --- 110  -> (3/10)
110 --- 108  -> 1
111 --- 18  -> 1
23 --- 112  -> (29/10000)
112 --- 109  -> 1
113 --- 109  -> 1
22 --- 114  -> (17/2500)
114 --- 109  -> 1
115 --- 109  -> 1
116 --- 111  -> 1
117 --- 113  -> 1
118 --- 115  -> 1
13 --- 119  -> (2/5)
119 --- 116  -> 1
16 --- 120  -> (23/2500)
120 --- 117  -> 1
121 --- 118  -> 1
5 --- 122  -> (4/5)
122 --- 6  -> 1
5 --- 123  -> (1/5)
123 --- 24  -> 1
8 --- 124  -> (1/400)
124 --- 109  -> 1
14 --- 125  -> (1/5)
125 --- 24  -> 1
15 --- 126  -> (87/10000)
126 --- 121  -> 1
18 --- 127  -> (1/250)
127 --- 109  -> 1
31 --- 128  -> (11/5000)
128 --- 109  -> 1
33 --- 129  -> (19/10000)
129 --- 109  -> 1
35 --- 130  -> (21/2500)
130 --- 109  -> 1
38 --- 131  -> (41/5000)
131 --- 109  -> 1
38 --- 132  -> (4959/5000)
132 --- 41  -> 1
39 --- 133  -> (91/10000)
133 --- 109  -> 1
44 --- 134  -> (31/10000)
134 --- 109  -> 1
51 --- 135  -> (17/2500)
135 --- 109  -> 1
53 --- 136  -> (29/10000)
136 --- 109  -> 1
52 --- 137  -> (53/10000)
137 --- 109  -> 1
50 --- 138  -> (33/5000)
138 --- 109  -> 1
44 --- 139  -> (9969/10000)
139 --- 54  -> 1
51 --- 140  -> (2483/2500)
140 --- 54  -> 1
53 --- 141  -> (9971/10000)
141 --- 54  -> 1
61 --- 108  -> ( (1) ) * ( (1) )
62 --- 108  -> ( (1) ) * ( (1) )
69 --- 142  -> (31/10000)
142 --- 109  -> 1
72 --- 143  -> (3/1000)
143 --- 109  -> 1
76 --- 144  -> (21/5000)
144 --- 109  -> 1
77 --- 145  -> (39/10000)
145 --- 109  -> 1
78 --- 146  -> (19/10000)
146 --- 109  -> 1
79 --- 147  -> (19/2000)
147 --- 109  -> 1
64 --- 148  -> (43/5000)
148 --- 109  -> 1
68 --- 149  -> (11/2000)
149 --- 109  -> 1
71 --- 150  -> (13/5000)
150 --- 109  -> 1
95 --- 151  -> (1/5)
151 --- 108  -> 1
97 --- 152  -> (3/2000)
152 --- 109  -> 1
96 --- 153  -> (21/10000)
153 --- 109  -> 1
91 --- 154  -> (1/5000)
154 --- 109  -> 1
93 --- 155  -> (2/625)
155 --- 109  -> 1
99 --- 156  -> (1/5)
156 --- 108  -> 1
103 --- 157  -> (4/625)
157 --- 109  -> 1
105 --- 158  -> (99/10000)
158 --- 109  -> 1
102 --- 159  -> (1/625)
159 --- 109  -> 1
104 --- 160  -> (11/10000)
160 --- 109  -> 1


State--Fragment Number--visited--startingPoint--endingPoint
   0          1          true        true          false
   1          1          true        false          true
   2          50          true        true          true
   3          5          true        true          false
   4          5          true        false          true
   5          7          true        true          false
   6          51          true        true          true
   7          52          true        true          true
   8          8          true        true          false
   9          8          true        false          true
   10          53          true        true          true
   11          54          true        true          true
   12          9          true        true          true
   13          10          true        true          false
   14          10          true        false          false
   15          10          true        false          false
   16          10          true        false          false
   17          10          true        false          false
   18          11          true        true          false
   19          11          true        false          true
   20          55          true        true          true
   21          56          true        true          true
   22          57          true        true          true
   23          58          true        true          true
   24          59          true        true          true
   25          12          true        true          true
   26          5          true        false          true
   27          13          true        true          false
   28          13          true        false          true
   29          14          true        true          false
   30          14          true        false          true
   31          15          true        true          false
   32          15          true        false          true
   33          16          true        true          false
   34          16          true        false          true
   35          17          true        true          false
   36          17          true        false          true
   37          14          true        false          true
   38          19          true        true          false
   39          20          true        true          false
   40          20          true        false          true
   41          60          true        true          true
   42          21          true        true          false
   43          21          true        false          true
   44          24          true        true          false
   45          21          true        false          true
   46          61          true        true          true
   47          62          true        true          true
   48          63          true        true          true
   49          25          true        true          false
   50          25          true        false          true
   51          26          true        true          false
   52          25          true        false          true
   53          27          true        true          false
   54          64          true        true          true
   55          28          true        true          false
   56          28          true        false          true
   57          29          true        true          true
   58          28          true        false          true
   59          30          true        true          false
   60          30          true        false          true
   61          31          true        true          true
   62          32          true        true          true
   63          30          true        false          false
   64          30          true        false          false
   65          30          true        false          false
   66          30          true        false          false
   67          30          true        false          false
   68          30          true        false          false
   69          30          true        false          false
   70          30          true        false          false
   71          30          true        false          false
   72          30          true        false          false
   73          30          true        false          false
   74          30          true        false          false
   75          30          true        false          false
   76          30          true        false          false
   77          30          true        false          false
   78          30          true        false          false
   79          30          true        false          false
   80          30          true        false          false
   81          30          true        false          false
   82          30          true        false          true
   83          1          true        false          true
   84          33          true        true          true
   85          34          true        true          false
   86          34          true        false          true
   87          35          true        true          true
   88          34          true        false          true
   89          36          true        true          false
   90          36          true        false          true
   91          37          true        true          false
   92          37          true        false          true
   93          38          true        true          false
   94          38          true        false          true
   95          36          true        false          false
   96          36          true        false          false
   97          36          true        false          false
   98          36          true        false          false
   99          39          true        true          false
   100          39          true        false          false
   101          39          true        false          false
   102          39          true        false          false
   103          39          true        false          false
   104          39          true        false          false
   105          39          true        false          false
   106          39          true        false          false
   107          39          true        false          false
   108          65          true        true          true
   109          66          true        true          true
   110          40          true        true          true
   111          41          true        true          true
   112          42          true        true          true
   113          67          true        true          true
   114          68          true        true          true
   115          43          true        true          true
   116          44          true        true          true
   117          45          true        true          true
   118          46          true        true          true
   119          10          true        false          true
   120          10          true        false          true
   121          47          true        true          true
   122          7          true        false          true
   123          7          true        false          true
   124          8          true        false          true
   125          10          true        false          true
   126          10          true        false          true
   127          11          true        false          true
   128          15          true        false          true
   129          16          true        false          true
   130          17          true        false          true
   131          19          true        false          true
   132          19          true        false          true
   133          20          true        false          true
   134          24          true        false          true
   135          26          true        false          true
   136          27          true        false          true
   137          48          true        true          true
   138          49          true        true          true
   139          24          true        false          true
   140          26          true        false          true
   141          27          true        false          true
   142          30          true        false          true
   143          30          true        false          true
   144          30          true        false          true
   145          30          true        false          true
   146          30          true        false          true
   147          30          true        false          true
   148          30          true        false          true
   149          30          true        false          true
   150          30          true        false          true
   151          36          true        false          true
   152          36          true        false          true
   153          36          true        false          true
   154          37          true        false          true
   155          38          true        false          true
   156          39          true        false          true
   157          39          true        false          true
   158          39          true        false          true
   159          39          true        false          true
   160          39          true        false          true

This is transition in Fragment (1) 
    [0, 1]  (p1)
    [0, 83]  ((-1)*p1+1)
    [1, 1]  1
    [83, 83]  1

This is transition in Fragment (2) 

This is transition in Fragment (3) 

This is transition in Fragment (4) 

This is transition in Fragment (5) 
    [3, 4]  (7/10)
    [3, 26]  (3/10)
    [4, 4]  1
    [26, 26]  1

This is transition in Fragment (6) 

This is transition in Fragment (7) 
    [5, 122]  (4/5)
    [5, 123]  (1/5)
    [122, 122]  1
    [123, 123]  1

This is transition in Fragment (8) 
    [8, 9]  (399/400)
    [8, 124]  (1/400)
    [9, 9]  1
    [124, 124]  1

This is transition in Fragment (9) 
    [12, 12]  1

This is transition in Fragment (10) 
    [13, 14]  (3/5)
    [14, 15]  (4/5)
    [15, 16]  (9913/10000)
    [16, 17]  (2477/2500)
    [17, 14]  (1)
    [13, 119]  (2/5)
    [16, 120]  (23/2500)
    [14, 125]  (1/5)
    [15, 126]  (87/10000)
    [119, 119]  1
    [120, 120]  1
    [125, 125]  1
    [126, 126]  1

This is transition in Fragment (11) 
    [18, 19]  (249/250)
    [18, 127]  (1/250)
    [19, 19]  1
    [127, 127]  1

This is transition in Fragment (12) 
    [25, 25]  1

This is transition in Fragment (13) 
    [27, 28]  (1)
    [28, 28]  1

This is transition in Fragment (14) 
    [29, 30]  (3/5)
    [29, 37]  (2/5)
    [30, 30]  1
    [37, 37]  1

This is transition in Fragment (15) 
    [31, 32]  (4989/5000)
    [31, 128]  (11/5000)
    [32, 32]  1
    [128, 128]  1

This is transition in Fragment (16) 
    [33, 34]  (9981/10000)
    [33, 129]  (19/10000)
    [34, 34]  1
    [129, 129]  1

This is transition in Fragment (17) 
    [35, 36]  (2479/2500)
    [35, 130]  (21/2500)
    [36, 36]  1
    [130, 130]  1

This is transition in Fragment (18) 

This is transition in Fragment (19) 
    [38, 131]  (41/5000)
    [38, 132]  (4959/5000)
    [131, 131]  1
    [132, 132]  1

This is transition in Fragment (20) 
    [39, 40]  (9909/10000)
    [39, 133]  (91/10000)
    [40, 40]  1
    [133, 133]  1

This is transition in Fragment (21) 
    [42, 43]  (3/5)
    [42, 45]  (2/5)
    [43, 43]  1
    [45, 45]  1

This is transition in Fragment (22) 

This is transition in Fragment (23) 

This is transition in Fragment (24) 
    [44, 134]  (31/10000)
    [44, 139]  (9969/10000)
    [134, 134]  1
    [139, 139]  1

This is transition in Fragment (25) 
    [49, 50]  (3/5)
    [49, 52]  (2/5)
    [50, 50]  1
    [52, 52]  1

This is transition in Fragment (26) 
    [51, 135]  (17/2500)
    [51, 140]  (2483/2500)
    [135, 135]  1
    [140, 140]  1

This is transition in Fragment (27) 
    [53, 136]  (29/10000)
    [53, 141]  (9971/10000)
    [136, 136]  1
    [141, 141]  1

This is transition in Fragment (28) 
    [55, 56]  (7/10)
    [55, 58]  (3/10)
    [56, 56]  1
    [58, 58]  1

This is transition in Fragment (29) 
    [57, 57]  1

This is transition in Fragment (30) 
    [59, 60]  (2/3)
    [59, 63]  (1/3)
    [63, 64]  (4/5)
    [63, 67]  (1/5)
    [64, 65]  (4957/5000)
    [65, 66]  (1)
    [66, 63]  (1)
    [67, 68]  (4/5)
    [67, 82]  (1/5)
    [68, 69]  (1989/2000)
    [69, 70]  (9969/10000)
    [70, 71]  (4/5)
    [70, 74]  (1/5)
    [71, 72]  (4987/5000)
    [72, 73]  (997/1000)
    [73, 70]  (1)
    [74, 75]  (4/5)
    [74, 81]  (1/5)
    [75, 76]  (3/5)
    [75, 78]  (2/5)
    [76, 77]  (4979/5000)
    [77, 80]  (9961/10000)
    [78, 79]  (9981/10000)
    [79, 80]  (1981/2000)
    [80, 74]  (1)
    [81, 67]  (1)
    [69, 142]  (31/10000)
    [72, 143]  (3/1000)
    [76, 144]  (21/5000)
    [77, 145]  (39/10000)
    [78, 146]  (19/10000)
    [79, 147]  (19/2000)
    [64, 148]  (43/5000)
    [68, 149]  (11/2000)
    [71, 150]  (13/5000)
    [60, 60]  1
    [82, 82]  1
    [142, 142]  1
    [143, 143]  1
    [144, 144]  1
    [145, 145]  1
    [146, 146]  1
    [147, 147]  1
    [148, 148]  1
    [149, 149]  1
    [150, 150]  1

This is transition in Fragment (31) 
    [61, 61]  1

This is transition in Fragment (32) 
    [62, 62]  1

This is transition in Fragment (33) 
    [84, 84]  1

This is transition in Fragment (34) 
    [85, 86]  (7/10)
    [85, 88]  (3/10)
    [86, 86]  1
    [88, 88]  1

This is transition in Fragment (35) 
    [87, 87]  1

This is transition in Fragment (36) 
    [89, 90]  (3/5)
    [89, 95]  (2/5)
    [95, 96]  (4/5)
    [96, 97]  (9979/10000)
    [97, 98]  (1997/2000)
    [98, 95]  (1)
    [95, 151]  (1/5)
    [97, 152]  (3/2000)
    [96, 153]  (21/10000)
    [90, 90]  1
    [151, 151]  1
    [152, 152]  1
    [153, 153]  1

This is transition in Fragment (37) 
    [91, 92]  (4999/5000)
    [91, 154]  (1/5000)
    [92, 92]  1
    [154, 154]  1

This is transition in Fragment (38) 
    [93, 94]  (623/625)
    [93, 155]  (2/625)
    [94, 94]  1
    [155, 155]  1

This is transition in Fragment (39) 
    [99, 100]  (4/5)
    [100, 101]  (4/5)
    [100, 107]  (1/5)
    [101, 102]  (3/5)
    [101, 104]  (2/5)
    [102, 103]  (624/625)
    [103, 106]  (621/625)
    [104, 105]  (9989/10000)
    [105, 106]  (9901/10000)
    [106, 100]  (1)
    [107, 99]  (1)
    [99, 156]  (1/5)
    [103, 157]  (4/625)
    [105, 158]  (99/10000)
    [102, 159]  (1/625)
    [104, 160]  (11/10000)
    [156, 156]  1
    [157, 157]  1
    [158, 158]  1
    [159, 159]  1
    [160, 160]  1

This is transition in Fragment (40) 
    [110, 110]  1

This is transition in Fragment (41) 
    [111, 111]  1

This is transition in Fragment (42) 
    [112, 112]  1

This is transition in Fragment (43) 
    [115, 115]  1

This is transition in Fragment (44) 
    [116, 116]  1

This is transition in Fragment (45) 
    [117, 117]  1

This is transition in Fragment (46) 
    [118, 118]  1

This is transition in Fragment (47) 
    [121, 121]  1

This is transition in Fragment (48) 
    [137, 137]  1

This is transition in Fragment (49) 
    [138, 138]  1

This is transition in Fragment (50) 
    [2, 2]  1

This is transition in Fragment (51) 
    [6, 6]  1

This is transition in Fragment (52) 
    [7, 7]  1

This is transition in Fragment (53) 
    [10, 10]  1

This is transition in Fragment (54) 
    [11, 11]  1

This is transition in Fragment (55) 
    [20, 20]  1

This is transition in Fragment (56) 
    [21, 21]  1

This is transition in Fragment (57) 
    [22, 22]  1

This is transition in Fragment (58) 
    [23, 23]  1

This is transition in Fragment (59) 
    [24, 24]  1

This is transition in Fragment (60) 
    [41, 41]  1

This is transition in Fragment (61) 
    [46, 46]  1

This is transition for abstract model 
    [1, 2]  ( (1/2) ) * ( prob_f1_s1 )
    [1, 27]  ( (1/2) ) * ( prob_f1_s1 )
    [2, 3]  (7/10)
    [4, 5]  ( (3/5) ) * ( prob_f5_s4 )
    [4, 13]  ( (2/5) ) * ( prob_f5_s4 )
    [6, 7]  (4/5)
    [6, 12]  (1/5)
    [7, 8]  (4/5)
    [7, 11]  (1/5)
    [9, 10]  ( (4993/5000) ) * ( prob_f8_s9 )
    [9, 109]  ( (7/5000) ) * ( prob_f8_s9 )
    [10, 7]  (1)
    [11, 6]  (1)
    [12, 5]  (1)
    [19, 20]  ( (2479/2500) ) * ( prob_f11_s19 )
    [19, 109]  ( (21/2500) ) * ( prob_f11_s19 )
    [20, 21]  (9931/10000)
    [20, 109]  (69/10000)
    [21, 22]  (9967/10000)
    [21, 109]  (33/10000)
    [22, 23]  (2483/2500)
    [23, 24]  (9971/10000)
    [24, 25]  (1)
    [25, 3]  (1)
    [26, 2]  ( (1) ) * ( prob_f5_s26 )
    [28, 29]  ( (3/5) ) * ( prob_f13_s28 )
    [28, 39]  ( (2/5) ) * ( prob_f13_s28 )
    [30, 31]  ( (3/5) ) * ( prob_f14_s30 )
    [30, 33]  ( (2/5) ) * ( prob_f14_s30 )
    [32, 41]  ( (1983/2000) ) * ( prob_f15_s32 )
    [32, 109]  ( (17/2000) ) * ( prob_f15_s32 )
    [34, 35]  ( (1239/1250) ) * ( prob_f16_s34 )
    [34, 109]  ( (11/1250) ) * ( prob_f16_s34 )
    [36, 41]  ( (2481/2500) ) * ( prob_f17_s36 )
    [36, 109]  ( (19/2500) ) * ( prob_f17_s36 )
    [37, 38]  ( (9963/10000) ) * ( prob_f14_s37 )
    [37, 109]  ( (37/10000) ) * ( prob_f14_s37 )
    [40, 41]  ( (2481/2500) ) * ( prob_f20_s40 )
    [40, 109]  ( (19/2500) ) * ( prob_f20_s40 )
    [41, 42]  (3/5)
    [41, 47]  (2/5)
    [43, 44]  ( (199/200) ) * ( prob_f21_s43 )
    [43, 109]  ( (1/200) ) * ( prob_f21_s43 )
    [45, 46]  ( (9997/10000) ) * ( prob_f21_s45 )
    [45, 109]  ( (3/10000) ) * ( prob_f21_s45 )
    [46, 54]  (9949/10000)
    [46, 109]  (51/10000)
    [47, 48]  (9971/10000)
    [47, 109]  (29/10000)
    [48, 49]  (2491/2500)
    [48, 109]  (9/2500)
    [50, 51]  ( (4967/5000) ) * ( prob_f25_s50 )
    [52, 53]  ( (9947/10000) ) * ( prob_f25_s52 )
    [54, 55]  (7/10)
    [54, 59]  (3/10)
    [56, 57]  ( (1) ) * ( prob_f28_s56 )
    [57, 55]  (1)
    [58, 54]  ( (1) ) * ( prob_f28_s58 )
    [60, 61]  ( (2/3) ) * ( prob_f30_s60 )
    [60, 62]  ( (1/3) ) * ( prob_f30_s60 )
    [82, 108]  ( (1) ) * ( prob_f30_s82 )
    [83, 84]  ( (1/2) ) * ( prob_f1_s83 )
    [83, 85]  ( (1/2) ) * ( prob_f1_s83 )
    [84, 108]  (1)
    [86, 87]  ( (1) ) * ( prob_f34_s86 )
    [87, 85]  (1)
    [88, 89]  ( (3/5) ) * ( prob_f34_s88 )
    [88, 99]  ( (2/5) ) * ( prob_f34_s88 )
    [90, 91]  ( (3/5) ) * ( prob_f36_s90 )
    [90, 93]  ( (2/5) ) * ( prob_f36_s90 )
    [92, 108]  ( (9927/10000) ) * ( prob_f37_s92 )
    [92, 109]  ( (73/10000) ) * ( prob_f37_s92 )
    [94, 108]  ( (4963/5000) ) * ( prob_f38_s94 )
    [94, 109]  ( (37/5000) ) * ( prob_f38_s94 )
    [108, 108]  (1)
    [109, 109]  (1)
    [2, 110]  (3/10)
    [110, 108]  1
    [111, 18]  1
    [23, 112]  (29/10000)
    [112, 109]  1
    [113, 109]  1
    [22, 114]  (17/2500)
    [114, 109]  1
    [115, 109]  1
    [116, 111]  1
    [117, 113]  1
    [118, 115]  1
    [119, 116]  ( 1 ) * ( prob_f10_s119 )
    [120, 117]  ( 1 ) * ( prob_f10_s120 )
    [121, 118]  1
    [122, 6]  ( 1 ) * ( prob_f7_s122 )
    [123, 24]  ( 1 ) * ( prob_f7_s123 )
    [124, 109]  ( 1 ) * ( prob_f8_s124 )
    [125, 24]  ( 1 ) * ( prob_f10_s125 )
    [126, 121]  ( 1 ) * ( prob_f10_s126 )
    [127, 109]  ( 1 ) * ( prob_f11_s127 )
    [128, 109]  ( 1 ) * ( prob_f15_s128 )
    [129, 109]  ( 1 ) * ( prob_f16_s129 )
    [130, 109]  ( 1 ) * ( prob_f17_s130 )
    [131, 109]  ( 1 ) * ( prob_f19_s131 )
    [132, 41]  ( 1 ) * ( prob_f19_s132 )
    [133, 109]  ( 1 ) * ( prob_f20_s133 )
    [134, 109]  ( 1 ) * ( prob_f24_s134 )
    [135, 109]  ( 1 ) * ( prob_f26_s135 )
    [136, 109]  ( 1 ) * ( prob_f27_s136 )
    [52, 137]  ( (53/10000) ) * ( prob_f25_s52 )
    [137, 109]  1
    [50, 138]  ( (33/5000) ) * ( prob_f25_s50 )
    [138, 109]  1
    [139, 54]  ( 1 ) * ( prob_f24_s139 )
    [140, 54]  ( 1 ) * ( prob_f26_s140 )
    [141, 54]  ( 1 ) * ( prob_f27_s141 )
    [61, 108]  ( (1) ) * ( (1) )
    [62, 108]  ( (1) ) * ( (1) )
    [142, 109]  ( 1 ) * ( prob_f30_s142 )
    [143, 109]  ( 1 ) * ( prob_f30_s143 )
    [144, 109]  ( 1 ) * ( prob_f30_s144 )
    [145, 109]  ( 1 ) * ( prob_f30_s145 )
    [146, 109]  ( 1 ) * ( prob_f30_s146 )
    [147, 109]  ( 1 ) * ( prob_f30_s147 )
    [148, 109]  ( 1 ) * ( prob_f30_s148 )
    [149, 109]  ( 1 ) * ( prob_f30_s149 )
    [150, 109]  ( 1 ) * ( prob_f30_s150 )
    [151, 108]  ( 1 ) * ( prob_f36_s151 )
    [152, 109]  ( 1 ) * ( prob_f36_s152 )
    [153, 109]  ( 1 ) * ( prob_f36_s153 )
    [154, 109]  ( 1 ) * ( prob_f37_s154 )
    [155, 109]  ( 1 ) * ( prob_f38_s155 )
    [156, 108]  ( 1 ) * ( prob_f39_s156 )
    [157, 109]  ( 1 ) * ( prob_f39_s157 )
    [158, 109]  ( 1 ) * ( prob_f39_s158 )
    [159, 109]  ( 1 ) * ( prob_f39_s159 )
    [160, 109]  ( 1 ) * ( prob_f39_s160 )
P1_0_1 = ((p1)); 
P1_0_2 = (((-1)*p1+1)); 

prob_f1_s1 =( (P1_0_1)/(1)); 
prob_f1_s83 =( (P1_0_2)/(1)); 
P5_3_1 = ((7/10)); 
P5_3_2 = ((3/10)); 

prob_f5_s4 =( 7/10); 
prob_f5_s26 =( 3/10); 
P7_5_1 = ((4/5)); 
P7_5_2 = ((1/5)); 

prob_f7_s122 =( 4/5); 
prob_f7_s123 =( 1/5); 
P8_8_1 = ((399/400)); 
P8_8_2 = ((1/400)); 

prob_f8_s9 =( 399/400); 
prob_f8_s124 =( 1/400); 
P10_13_1 = ((3/5)); 
P10_13_6 = ((2/5)); 
P10_14_2 = ((4/5)); 
P10_14_8 = ((1/5)); 
P10_15_3 = ((9913/10000)); 
P10_15_9 = ((87/10000)); 
P10_16_4 = ((2477/2500)); 
P10_16_7 = ((23/2500)); 
P10_17_5 = ((1)); 

prob_f10_s119 =( 2/5); 
prob_f10_s120 =( 227999/11159165); 
prob_f10_s125 =( 1250000/2231833); 
prob_f10_s126 =( 43500/2231833); 
P11_18_1 = ((249/250)); 
P11_18_2 = ((1/250)); 

prob_f11_s19 =( 249/250); 
prob_f11_s127 =( 1/250); 
P13_27_1 = ((1)); 

prob_f13_s28 =( 1); 
P14_29_1 = ((3/5)); 
P14_29_2 = ((2/5)); 

prob_f14_s30 =( 3/5); 
prob_f14_s37 =( 2/5); 
P15_31_1 = ((4989/5000)); 
P15_31_2 = ((11/5000)); 

prob_f15_s32 =( 4989/5000); 
prob_f15_s128 =( 11/5000); 
P16_33_1 = ((9981/10000)); 
P16_33_2 = ((19/10000)); 

prob_f16_s34 =( 9981/10000); 
prob_f16_s129 =( 19/10000); 
P17_35_1 = ((2479/2500)); 
P17_35_2 = ((21/2500)); 

prob_f17_s36 =( 2479/2500); 
prob_f17_s130 =( 21/2500); 
P19_38_1 = ((41/5000)); 
P19_38_2 = ((4959/5000)); 

prob_f19_s131 =( 41/5000); 
prob_f19_s132 =( 4959/5000); 
P20_39_1 = ((9909/10000)); 
P20_39_2 = ((91/10000)); 

prob_f20_s40 =( 9909/10000); 
prob_f20_s133 =( 91/10000); 
P21_42_1 = ((3/5)); 
P21_42_2 = ((2/5)); 

prob_f21_s43 =( 3/5); 
prob_f21_s45 =( 2/5); 
P24_44_1 = ((31/10000)); 
P24_44_2 = ((9969/10000)); 

prob_f24_s134 =( 31/10000); 
prob_f24_s139 =( 9969/10000); 
P25_49_1 = ((3/5)); 
P25_49_2 = ((2/5)); 

prob_f25_s50 =( 3/5); 
prob_f25_s52 =( 2/5); 
P26_51_1 = ((17/2500)); 
P26_51_2 = ((2483/2500)); 

prob_f26_s135 =( 17/2500); 
prob_f26_s140 =( 2483/2500); 
P27_53_1 = ((29/10000)); 
P27_53_2 = ((9971/10000)); 

prob_f27_s136 =( 29/10000); 
prob_f27_s141 =( 9971/10000); 
P28_55_1 = ((7/10)); 
P28_55_2 = ((3/10)); 

prob_f28_s56 =( 7/10); 
prob_f28_s58 =( 3/10); 
P30_59_1 = ((2/3)); 
P30_59_2 = ((1/3)); 
P30_63_3 = ((4/5)); 
P30_63_4 = ((1/5)); 
P30_64_5 = ((4957/5000)); 
P30_64_33 = ((43/5000)); 
P30_65_6 = ((1)); 
P30_66_7 = ((1)); 
P30_67_8 = ((4/5)); 
P30_67_9 = ((1/5)); 
P30_68_10 = ((1989/2000)); 
P30_68_34 = ((11/2000)); 
P30_69_11 = ((9969/10000)); 
P30_69_27 = ((31/10000)); 
P30_70_12 = ((4/5)); 
P30_70_13 = ((1/5)); 
P30_71_14 = ((4987/5000)); 
P30_71_35 = ((13/5000)); 
P30_72_15 = ((997/1000)); 
P30_72_28 = ((3/1000)); 
P30_73_16 = ((1)); 
P30_74_17 = ((4/5)); 
P30_74_18 = ((1/5)); 
P30_75_19 = ((3/5)); 
P30_75_20 = ((2/5)); 
P30_76_21 = ((4979/5000)); 
P30_76_29 = ((21/5000)); 
P30_77_22 = ((9961/10000)); 
P30_77_30 = ((39/10000)); 
P30_78_23 = ((9981/10000)); 
P30_78_31 = ((19/10000)); 
P30_79_24 = ((1981/2000)); 
P30_79_32 = ((19/2000)); 
P30_80_25 = ((1)); 
P30_81_26 = ((1)); 

prob_f30_s60 =( 2/3); 
prob_f30_s82 =( 3453196416050750/13520350414880937); 
prob_f30_s142 =( 94631394585454753/30045223144179860000); 
prob_f30_s143 =( 356260903484174247/30045223144179860000); 
prob_f30_s144 =( 14458165312500/1502261157208993); 
prob_f30_s145 =( 53476209496125/6009044628835972); 
prob_f30_s146 =( 4360399062500/1502261157208993); 
prob_f30_s147 =( 87042286085625/6009044628835972); 
prob_f30_s148 =( 43/3879); 
prob_f30_s149 =( 151940642306233/27040700829761874); 
prob_f30_s150 =( 309564316910251/30045223144179860); 
P34_85_1 = ((7/10)); 
P34_85_2 = ((3/10)); 

prob_f34_s86 =( 7/10); 
prob_f34_s88 =( 3/10); 
P36_89_1 = ((3/5)); 
P36_89_2 = ((2/5)); 
P36_95_3 = ((4/5)); 
P36_95_7 = ((1/5)); 
P36_96_4 = ((9979/10000)); 
P36_96_9 = ((21/10000)); 
P36_97_5 = ((1997/2000)); 
P36_97_8 = ((3/2000)); 
P36_98_6 = ((1)); 

prob_f36_s90 =( 3/5); 
prob_f36_s151 =( 2000000/5071937); 
prob_f36_s152 =( 59874/25359685); 
prob_f36_s153 =( 16800/5071937); 
P37_91_1 = ((4999/5000)); 
P37_91_2 = ((1/5000)); 

prob_f37_s92 =( 4999/5000); 
prob_f37_s154 =( 1/5000); 
P38_93_1 = ((623/625)); 
P38_93_2 = ((2/625)); 

prob_f38_s94 =( 623/625); 
prob_f38_s155 =( 2/625); 
P39_99_1 = ((4/5)); 
P39_99_12 = ((1/5)); 
P39_100_2 = ((4/5)); 
P39_100_3 = ((1/5)); 
P39_101_4 = ((3/5)); 
P39_101_5 = ((2/5)); 
P39_102_6 = ((624/625)); 
P39_102_15 = ((1/625)); 
P39_103_7 = ((621/625)); 
P39_103_13 = ((4/625)); 
P39_104_8 = ((9989/10000)); 
P39_104_16 = ((11/10000)); 
P39_105_9 = ((9901/10000)); 
P39_105_14 = ((99/10000)); 
P39_106_10 = ((1)); 
P39_107_11 = ((1)); 

prob_f39_s156 =( 518379/591895); 
prob_f39_s157 =( 3833856/73986875); 
prob_f39_s158 =( 3955644/73986875); 
prob_f39_s159 =( 1536/118379); 
prob_f39_s160 =( 704/118379); 
PX_0_1 = (( (1/2) ) * ( prob_f1_s1 )); 
PX_0_2 = (( (1/2) ) * ( prob_f1_s1 ));
PX_0_61 = (( (1/2) ) * ( prob_f1_s83 ));
PX_0_62 = (( (1/2) ) * ( prob_f1_s83 ));
PX_4_4 = (( (3/5) ) * ( prob_f5_s4 )); 
PX_4_5 = (( (2/5) ) * ( prob_f5_s4 ));
PX_4_25 = (( (1) ) * ( prob_f5_s26 ));
PX_6_91 = (( 1 ) * ( prob_f7_s122 )); 
PX_6_92 = (( 1 ) * ( prob_f7_s123 ));
PX_7_10 = (( (4993/5000) ) * ( prob_f8_s9 )); 
PX_7_11 = ( ( (7/5000) ) * ( prob_f8_s9 ) + ( 1 ) * ( prob_f8_s124 ) );
PX_8_14 = ((1)); 
PX_9_88 = (( 1 ) * ( prob_f10_s119 )); 
PX_9_89 = (( 1 ) * ( prob_f10_s120 ));
PX_9_93 = (( 1 ) * ( prob_f10_s125 ));
PX_9_94 = (( 1 ) * ( prob_f10_s126 ));
PX_10_15 = (( (2479/2500) ) * ( prob_f11_s19 )); 
PX_10_16 = ( ( (21/2500) ) * ( prob_f11_s19 ) + ( 1 ) * ( prob_f11_s127 ) );
PX_11_24 = ((1)); 
PX_12_26 = (( (3/5) ) * ( prob_f13_s28 )); 
PX_12_27 = (( (2/5) ) * ( prob_f13_s28 ));
PX_13_28 = (( (3/5) ) * ( prob_f14_s30 )); 
PX_13_29 = (( (2/5) ) * ( prob_f14_s30 ));
PX_13_36 = (( (9963/10000) ) * ( prob_f14_s37 ));
PX_13_37 = (( (37/10000) ) * ( prob_f14_s37 ));
PX_14_30 = (( (1983/2000) ) * ( prob_f15_s32 )); 
PX_14_31 = ( ( (17/2000) ) * ( prob_f15_s32 ) + ( 1 ) * ( prob_f15_s128 ) );
PX_15_32 = (( (1239/1250) ) * ( prob_f16_s34 )); 
PX_15_33 = ( ( (11/1250) ) * ( prob_f16_s34 ) + ( 1 ) * ( prob_f16_s129 ) );
PX_16_34 = (( (2481/2500) ) * ( prob_f17_s36 )); 
PX_16_35 = ( ( (19/2500) ) * ( prob_f17_s36 ) + ( 1 ) * ( prob_f17_s130 ) );
PX_18_95 = (( 1 ) * ( prob_f19_s131 )); 
PX_18_96 = (( 1 ) * ( prob_f19_s132 ));
PX_19_38 = (( (2481/2500) ) * ( prob_f20_s40 )); 
PX_19_39 = ( ( (19/2500) ) * ( prob_f20_s40 ) + ( 1 ) * ( prob_f20_s133 ) );
PX_20_42 = (( (199/200) ) * ( prob_f21_s43 )); 
PX_20_43 = ( ( (1/200) ) * ( prob_f21_s43 ) + ( (3/10000) ) * ( prob_f21_s45 ) );
PX_20_44 = (( (9997/10000) ) * ( prob_f21_s45 ));
PX_23_97 = (( 1 ) * ( prob_f24_s134 )); 
PX_23_104 = (( 1 ) * ( prob_f24_s139 ));
PX_24_51 = (( (4967/5000) ) * ( prob_f25_s50 )); 
PX_24_52 = (( (9947/10000) ) * ( prob_f25_s52 ));
PX_24_100 = (( (53/10000) ) * ( prob_f25_s52 ));
PX_24_102 = (( (33/5000) ) * ( prob_f25_s50 ));
PX_25_98 = (( 1 ) * ( prob_f26_s135 )); 
PX_25_105 = (( 1 ) * ( prob_f26_s140 ));
PX_26_99 = (( 1 ) * ( prob_f27_s136 )); 
PX_26_106 = (( 1 ) * ( prob_f27_s141 ));
PX_27_55 = (( (1) ) * ( prob_f28_s56 )); 
PX_27_57 = (( (1) ) * ( prob_f28_s58 ));
PX_28_56 = ((1)); 
PX_29_58 = (( (2/3) ) * ( prob_f30_s60 )); 
PX_29_59 = (( (1/3) ) * ( prob_f30_s60 ));
PX_29_60 = (( (1) ) * ( prob_f30_s82 ));
PX_29_109 = (        ( 1 ) * ( prob_f30_s142 ) + ( 1 ) * ( prob_f30_s143 )  + ( 1 ) * ( prob_f30_s144 )  + ( 1 ) * ( prob_f30_s145 )  + ( 1 ) * ( prob_f30_s146 )  + ( 1 ) * ( prob_f30_s147 )  + ( 1 ) * ( prob_f30_s148 )  + ( 1 ) * ( prob_f30_s149 )  + ( 1 ) * ( prob_f30_s150 ) );
PX_30_107 = (( (1) ) * ( (1) )); 
PX_31_108 = (( (1) ) * ( (1) )); 
PX_32_63 = ((1)); 
PX_33_64 = (( (1) ) * ( prob_f34_s86 )); 
PX_33_66 = (( (3/5) ) * ( prob_f34_s88 ));
PX_33_67 = (( (2/5) ) * ( prob_f34_s88 ));
PX_34_65 = ((1)); 
PX_35_68 = (( (3/5) ) * ( prob_f36_s90 )); 
PX_35_69 = (( (2/5) ) * ( prob_f36_s90 ));
PX_35_110 = (( 1 ) * ( prob_f36_s151 ));
PX_35_111 = ( ( 1 ) * ( prob_f36_s152 ) + ( 1 ) * ( prob_f36_s153 ) );
PX_36_70 = (( (9927/10000) ) * ( prob_f37_s92 )); 
PX_36_71 = ( ( (73/10000) ) * ( prob_f37_s92 ) + ( 1 ) * ( prob_f37_s154 ) );
PX_37_72 = (( (4963/5000) ) * ( prob_f38_s94 )); 
PX_37_73 = ( ( (37/5000) ) * ( prob_f38_s94 ) + ( 1 ) * ( prob_f38_s155 ) );
PX_38_112 = (( 1 ) * ( prob_f39_s156 )); 
PX_38_113 = (   ( 1 ) * ( prob_f39_s157 ) + ( 1 ) * ( prob_f39_s158 )  + ( 1 ) * ( prob_f39_s159 )  + ( 1 ) * ( prob_f39_s160 ) );
PX_39_77 = (1); 
PX_40_78 = (1); 
PX_41_80 = (1); 
PX_42_84 = (1); 
PX_43_85 = (1); 
PX_44_86 = (1); 
PX_45_87 = (1); 
PX_46_90 = (1); 
PX_47_101 = (1); 
PX_48_103 = (1); 
PX_49_3 = ((7/10)); 
PX_49_76 = ((3/10));
PX_50_6 = ((4/5)); 
PX_50_7 = ((1/5));
PX_51_8 = ((4/5)); 
PX_51_9 = ((1/5));
PX_52_12 = ((1)); 
PX_53_13 = ((1)); 
PX_54_17 = ((9931/10000)); 
PX_54_18 = ((69/10000));
PX_55_19 = ((9967/10000)); 
PX_55_20 = ((33/10000));
PX_56_21 = ((2483/2500)); 
PX_56_82 = ((17/2500));
PX_57_22 = ((9971/10000)); 
PX_57_79 = ((29/10000));
PX_58_23 = ((1)); 
PX_59_40 = ((3/5)); 
PX_59_41 = ((2/5));
PX_60_45 = ((9949/10000)); 
PX_60_46 = ((51/10000));
PX_61_47 = ((9971/10000)); 
PX_61_48 = ((29/10000));
PX_62_49 = ((2491/2500)); 
PX_62_50 = ((9/2500));
PX_63_53 = ((7/10)); 
PX_63_54 = ((3/10));
PX_64_74 = ((1)); 
PX_65_75 = ((1)); 
PX_66_81 = (1); 
PX_67_83 = (1); 

Output_abstract_model =( 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