Created
August 2, 2014 01:02
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working dict up to n=64
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0: | |
(2, -1, -1) ('[]', '0') | |
1: | |
(4, -1, -1) ('[[]]', '1') | |
2: | |
(6, -1, -1) ('[[[]]]', '2') | |
3: | |
(8, -1, -1) ('[[[[]]]]', '3') | |
4: | |
(10, -1, -1) ('[[[[[]]]]]', '4') | |
(13, 1, 1) ('[[[]]] [[[]]]', '2*2') | |
(14, 2, 2) ('[[[]]] [[[]]]', '2^2') | |
5: | |
(12, -1, -1) ('[[[[[[]]]]]]', '5') | |
6: | |
(14, -1, -1) ('[[[[[[[]]]]]]]', '6') | |
(15, 1, 1) ('[[[[]]]] [[[]]]', '3*2') | |
7: | |
(16, -1, -1) ('[[[[[[[[]]]]]]]]', '7') | |
8: | |
(16, 2, 2) ('[[[]]] [[[[]]]]', '2^3') | |
(17, 1, 1) ('[[[[[]]]]] [[[]]]', '4*2') | |
(18, -1, -1) ('[[[[[[[[[]]]]]]]]]', '8') | |
9: | |
(16, 2, 2) ('[[[[]]]] [[[]]]', '3^2') | |
(17, 1, 1) ('[[[[]]]] [[[[]]]]', '3*3') | |
(18, -1, -1) ('[[[[]]] [[[[]]]]]', '(2^3+1)') | |
10: | |
(18, -1, -1) ('[[[[[]]]] [[[]]]]', '(3^2+1)') | |
(19, 1, 1) ('[[[[[[]]]]]] [[[]]]', '5*2') | |
11: | |
(21, -1, -1) ('[[[[[[[]]]]]] [[[]]]]', '(5*2+1)') | |
12: | |
(19, 1, 1) ('[[[[[]]]]] [[[[]]]]', '4*3') | |
(26, -1, -1) ('[[[[[[[[[[[[[]]]]]]]]]]]]]', '12') | |
13: | |
(21, -1, -1) ('[[[[[[]]]]] [[[[]]]]]', '(4*3+1)') | |
14: | |
(23, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]]', '7*2') | |
(30, -1, -1) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]]', '14') | |
15: | |
(21, 1, 1) ('[[[[[[]]]]]] [[[[]]]]', '5*3') | |
(25, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]]]', '(7*2+1)') | |
16: | |
(17, 3, 3) ('[[[]]] [[[[]]]]', '2^^3') | |
(18, 2, 2) ('[[[[[]]]]] [[[]]]', '4^2') | |
(21, 1, 1) ('[[[[[]]]]] [[[[[]]]]]', '4*4') | |
(23, -1, -1) ('[[[[[[[]]]]]] [[[[]]]]]', '(5*3+1)') | |
(23, 1, 2) ('[[[]]] [[[[]]]] [[[]]]', '2^3*2') | |
17: | |
(20, -1, -1) ('[[[[[[]]]]] [[[]]]]', '(4^2+1)') | |
18: | |
(23, 1, 1) ('[[[[[[[]]]]]]] [[[[]]]]', '6*3') | |
(23, 1, 2) ('[[[[]]]] [[[]]] [[[]]]', '3^2*2') | |
19: | |
(25, -1, -1) ('[[[[[[[[]]]]]]] [[[[]]]]]', '(6*3+1)') | |
20: | |
(23, 1, 1) ('[[[[[[]]]]]] [[[[[]]]]]', '5*4') | |
21: | |
(25, -1, -1) ('[[[[[[[]]]]]] [[[[[]]]]]]', '(5*4+1)') | |
(25, 1, 1) ('[[[[[[[[]]]]]]]] [[[[]]]]', '7*3') | |
22: | |
(27, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[]]]]]', '(7*3+1)') | |
(28, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[]]]', '(5*2+1)*2') | |
23: | |
(30, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[]]]]', '((5*2+1)*2+1)') | |
24: | |
(25, 1, 1) ('[[[[[[[]]]]]]] [[[[[]]]]]', '6*4') | |
(25, 1, 2) ('[[[]]] [[[[]]]] [[[[]]]]', '2^3*3') | |
25: | |
(20, 2, 2) ('[[[[[[]]]]]] [[[]]]', '5^2') | |
(25, 1, 1) ('[[[[[[]]]]]] [[[[[[]]]]]]', '5*5') | |
(27, -1, -1) ('[[[[[[[[]]]]]]] [[[[[]]]]]]', '(6*4+1)') | |
26: | |
(22, -1, -1) ('[[[[[[[]]]]]] [[[]]]]', '(5^2+1)') | |
(28, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[]]]', '(4*3+1)*2') | |
27: | |
(17, 3, 3) ('[[[[]]]] [[[]]]', '3^^2') | |
(18, 2, 2) ('[[[[]]]] [[[[]]]]', '3^3') | |
(25, 1, 2) ('[[[[]]]] [[[]]] [[[[]]]]', '3^2*3') | |
(30, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[]]]]', '((4*3+1)*2+1)') | |
28: | |
(20, -1, -1) ('[[[[[]]]] [[[[]]]]]', '(3^3+1)') | |
(27, 1, 1) ('[[[[[[[[]]]]]]]] [[[[[]]]]]', '7*4') | |
29: | |
(29, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[]]]]]]', '(7*4+1)') | |
30: | |
(27, 1, 1) ('[[[[[[[]]]]]]] [[[[[[]]]]]]', '6*5') | |
31: | |
(29, -1, -1) ('[[[[[[[[]]]]]]] [[[[[[]]]]]]]', '(6*5+1)') | |
32: | |
(20, 2, 2) ('[[[]]] [[[[[[]]]]]]', '2^5') | |
(24, 1, 3) ('[[[]]] [[[[]]]] [[[]]]', '2^^3*2') | |
(27, 1, 2) ('[[[]]] [[[[]]]] [[[[[]]]]]', '2^3*4') | |
33: | |
(22, -1, -1) ('[[[[]]] [[[[[[]]]]]]]', '(2^5+1)') | |
(30, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[[]]]]', '(5*2+1)*3') | |
34: | |
(32, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[]]]]]', '((5*2+1)*3+1)') | |
35: | |
(29, 1, 1) ('[[[[[[[[]]]]]]]] [[[[[[]]]]]]', '7*5') | |
36: | |
(22, 2, 2) ('[[[[[[[]]]]]]] [[[]]]', '6^2') | |
(27, 1, 2) ('[[[[]]]] [[[]]] [[[[[]]]]]', '3^2*4') | |
(28, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[]]]]', '4*3*3') | |
(31, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[[]]]]]]]', '(7*5+1)') | |
37: | |
(24, -1, -1) ('[[[[[[[[]]]]]]] [[[]]]]', '(6^2+1)') | |
39: | |
(30, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[]]]]', '(4*3+1)*3') | |
40: | |
(29, 1, 1) ('[[[[[]]]] [[[]]]] [[[[[]]]]]', '(3^2+1)*4') | |
(29, 1, 2) ('[[[]]] [[[[]]]] [[[[[[]]]]]]', '2^3*5') | |
(32, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[]]]]]', '((4*3+1)*3+1)') | |
41: | |
(31, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[]]]]]]]', '(2^3*5+1)') | |
42: | |
(31, 1, 1) ('[[[[[[[[]]]]]]]] [[[[[[[]]]]]]]', '7*6') | |
43: | |
(33, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[[[]]]]]]]]', '(7*6+1)') | |
44: | |
(32, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[[[]]]]]', '(5*2+1)*4') | |
45: | |
(29, 1, 2) ('[[[[]]]] [[[]]] [[[[[[]]]]]]', '3^2*5') | |
(30, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[]]]]', '5*3*3') | |
(34, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[]]]]]]', '((5*2+1)*4+1)') | |
46: | |
(31, -1, -1) ('[[[[[]]]] [[[]]] [[[[[[]]]]]]]', '(3^2*5+1)') | |
48: | |
(26, 1, 3) ('[[[]]] [[[[]]]] [[[[]]]]', '2^^3*3') | |
(30, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[[]]]]]', '4*3*4') | |
(31, 1, 2) ('[[[]]] [[[[]]]] [[[[[[[]]]]]]]', '2^3*6') | |
49: | |
(24, 2, 2) ('[[[[[[[[]]]]]]]] [[[]]]', '7^2') | |
(28, -1, -1) ('[[[[]]] [[[[]]]] [[[[]]]]]', '(2^^3*3+1)') | |
(33, 1, 1) ('[[[[[[[[]]]]]]]] [[[[[[[[]]]]]]]]', '7*7') | |
50: | |
(26, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]]]', '(7^2+1)') | |
(31, 1, 1) ('[[[[[]]]] [[[]]]] [[[[[[]]]]]]', '(3^2+1)*5') | |
51: | |
(33, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[[[]]]]]]]', '((3^2+1)*5+1)') | |
52: | |
(32, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[]]]]]', '(4*3+1)*4') | |
53: | |
(34, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[]]]]]]', '((4*3+1)*4+1)') | |
54: | |
(31, 1, 2) ('[[[[]]]] [[[]]] [[[[[[[]]]]]]]', '3^2*6') | |
55: | |
(33, -1, -1) ('[[[[[]]]] [[[]]] [[[[[[[]]]]]]]]', '(3^2*6+1)') | |
(34, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[[[[]]]]]]', '(5*2+1)*5') | |
56: | |
(33, 1, 2) ('[[[]]] [[[[]]]] [[[[[[[[]]]]]]]]', '2^3*7') | |
(34, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]] [[[[[]]]]]', '7*2*4') | |
(36, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[[]]]]]]]', '((5*2+1)*5+1)') | |
57: | |
(35, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[[[]]]]]]]]]', '(2^3*7+1)') | |
60: | |
(32, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[[[]]]]]]', '4*3*5') | |
61: | |
(34, -1, -1) ('[[[[[[]]]]] [[[[]]]] [[[[[[]]]]]]]', '(4*3*5+1)') | |
63: | |
(33, 1, 2) ('[[[[]]]] [[[]]] [[[[[[[[]]]]]]]]', '3^2*7') | |
64: | |
(20, 2, 2) ('[[[[[]]]]] [[[[]]]]', '4^3') | |
(28, 1, 3) ('[[[]]] [[[[]]]] [[[[[]]]]]', '2^^3*4') | |
(33, 1, 2) ('[[[]]] [[[[]]]] [[[]]] [[[[]]]]', '2^3*2^3') | |
(35, -1, -1) ('[[[[[]]]] [[[]]] [[[[[[[[]]]]]]]]]', '(3^2*7+1)') | |
65: | |
(22, -1, -1) ('[[[[[[]]]]] [[[[]]]]]', '(4^3+1)') | |
(34, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[[]]]]]]', '(4*3+1)*5') | |
66: | |
(36, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[]]]]]]]', '((4*3+1)*5+1)') | |
(36, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[[[[[]]]]]]]', '(5*2+1)*6') | |
67: | |
(38, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[[[]]]]]]]]', '((5*2+1)*6+1)') | |
70: | |
(35, 1, 1) ('[[[[[]]]] [[[]]]] [[[[[[[[]]]]]]]]', '(3^2+1)*7') | |
71: | |
(37, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[[[[[]]]]]]]]]', '((3^2+1)*7+1)') | |
72: | |
(33, 1, 2) ('[[[[]]]] [[[]]] [[[]]] [[[[]]]]', '3^2*2^3') | |
(34, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[[[[]]]]]]]', '4*3*6') | |
73: | |
(35, -1, -1) ('[[[[[]]]] [[[]]] [[[]]] [[[[]]]]]', '(3^2*2^3+1)') | |
75: | |
(34, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[[]]]]]]', '5*3*5') | |
76: | |
(36, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[[[]]]]]]]', '(5*3*5+1)') | |
77: | |
(38, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[[[[[[]]]]]]]]', '(5*2+1)*7') | |
78: | |
(36, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[[[]]]]]]]', '(4*3+1)*6') | |
(40, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[[[[]]]]]]]]]', '((5*2+1)*7+1)') | |
79: | |
(38, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[[]]]]]]]]', '((4*3+1)*6+1)') | |
80: | |
(30, 1, 3) ('[[[]]] [[[[]]]] [[[[[[]]]]]]', '2^^3*5') | |
(35, 1, 2) ('[[[[[]]]] [[[]]]] [[[]]] [[[[]]]]', '(3^2+1)*2^3') | |
81: | |
(20, 2, 2) ('[[[[]]]] [[[[[]]]]]', '3^4') | |
(32, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[]]]]]]]', '(2^^3*5+1)') | |
(33, 1, 2) ('[[[[]]]] [[[]]] [[[[]]]] [[[]]]', '3^2*3^2') | |
82: | |
(22, -1, -1) ('[[[[[]]]] [[[[[]]]]]]', '(3^4+1)') | |
84: | |
(36, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[[[[[]]]]]]]]', '4*3*7') | |
85: | |
(38, -1, -1) ('[[[[[[]]]]] [[[[]]]] [[[[[[[[]]]]]]]]]', '(4*3*7+1)') | |
88: | |
(38, 1, 2) ('[[[[[[[]]]]]] [[[]]]] [[[]]] [[[[]]]]', '(5*2+1)*2^3') | |
89: | |
(40, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[]]] [[[[]]]]]', '((5*2+1)*2^3+1)') | |
90: | |
(35, 1, 2) ('[[[[[]]]] [[[]]]] [[[[]]]] [[[]]]', '(3^2+1)*3^2') | |
(36, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[[[]]]]]]]', '5*3*6') | |
91: | |
(37, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[]]]] [[[]]]]', '((3^2+1)*3^2+1)') | |
(38, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[[[[]]]]]]]]', '(4*3+1)*7') | |
92: | |
(40, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[[[]]]]]]]]]', '((4*3+1)*7+1)') | |
96: | |
(32, 1, 3) ('[[[]]] [[[[]]]] [[[[[[[]]]]]]]', '2^^3*6') | |
(36, 1, 2) ('[[[[[]]]]] [[[[]]]] [[[]]] [[[[]]]]', '4*3*2^3') | |
97: | |
(34, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[[]]]]]]]]', '(2^^3*6+1)') | |
98: | |
(40, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]] [[[[[[[[]]]]]]]]', '7*2*7') | |
99: | |
(38, 1, 2) ('[[[[[[[]]]]]] [[[]]]] [[[[]]]] [[[]]]', '(5*2+1)*3^2') | |
(42, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]] [[[[[[[[]]]]]]]]]', '(7*2*7+1)') | |
100: | |
(26, 2, 2) ('[[[[[]]]] [[[]]]] [[[]]]', '(3^2+1)^2') | |
(37, 1, 1) ('[[[[[]]]] [[[]]]] [[[[[]]]] [[[]]]]', '(3^2+1)*(3^2+1)') | |
(40, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[]]]] [[[]]]]', '((5*2+1)*3^2+1)') | |
101: | |
(28, -1, -1) ('[[[[[[]]]] [[[]]]] [[[]]]]', '((3^2+1)^2+1)') | |
104: | |
(38, 1, 2) ('[[[[[[]]]]] [[[[]]]]] [[[]]] [[[[]]]]', '(4*3+1)*2^3') | |
105: | |
(38, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[[[[]]]]]]]]', '5*3*7') | |
(40, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[]]] [[[[]]]]]', '((4*3+1)*2^3+1)') | |
106: | |
(40, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[[[[[]]]]]]]]]', '(5*3*7+1)') | |
108: | |
(36, 1, 2) ('[[[[[]]]]] [[[[]]]] [[[[]]]] [[[]]]', '4*3*3^2') | |
109: | |
(38, -1, -1) ('[[[[[[]]]]] [[[[]]]] [[[[]]]] [[[]]]]', '(4*3*3^2+1)') | |
110: | |
(40, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[[[]]]] [[[]]]]', '(5*2+1)*(3^2+1)') | |
111: | |
(42, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[]]]] [[[]]]]]', '((5*2+1)*(3^2+1)+1)') | |
112: | |
(34, 1, 3) ('[[[]]] [[[[]]]] [[[[[[[[]]]]]]]]', '2^^3*7') | |
(40, 1, 2) ('[[[[[[[[]]]]]]]] [[[]]] [[[]]] [[[[]]]]', '7*2*2^3') | |
113: | |
(36, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[[[]]]]]]]]]', '(2^^3*7+1)') | |
117: | |
(38, 1, 2) ('[[[[[[]]]]] [[[[]]]]] [[[[]]]] [[[]]]', '(4*3+1)*3^2') | |
118: | |
(40, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[]]]] [[[]]]]', '((4*3+1)*3^2+1)') | |
120: | |
(38, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[[]]]] [[[]]]]', '4*3*(3^2+1)') | |
(38, 1, 2) ('[[[[[[]]]]]] [[[[]]]] [[[]]] [[[[]]]]', '5*3*2^3') | |
121: | |
(29, 2, 2) ('[[[[[[[]]]]]] [[[]]]] [[[]]]', '(5*2+1)^2') | |
(40, -1, -1) ('[[[[[[]]]]] [[[[]]]] [[[[[]]]] [[[]]]]]', '(4*3*(3^2+1)+1)') | |
(43, 1, 1) ('[[[[[[[]]]]]] [[[]]]] [[[[[[[]]]]]] [[[]]]]', '(5*2+1)*(5*2+1)') | |
122: | |
(31, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[]]]]', '((5*2+1)^2+1)') | |
125: | |
(22, 2, 2) ('[[[[[[]]]]]] [[[[]]]]', '5^3') | |
126: | |
(24, -1, -1) ('[[[[[[[]]]]]] [[[[]]]]]', '(5^3+1)') | |
(40, 1, 2) ('[[[[[[[[]]]]]]]] [[[]]] [[[[]]]] [[[]]]', '7*2*3^2') | |
127: | |
(42, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]] [[[[]]]] [[[]]]]', '(7*2*3^2+1)') | |
128: | |
(24, 2, 2) ('[[[]]] [[[[[[[[]]]]]]]]', '2^7') | |
(34, 1, 3) ('[[[]]] [[[[]]]] [[[]]] [[[[]]]]', '2^^3*2^3') | |
129: | |
(26, -1, -1) ('[[[[]]] [[[[[[[[]]]]]]]]]', '(2^7+1)') | |
130: | |
(40, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[]]]] [[[]]]]', '(4*3+1)*(3^2+1)') | |
131: | |
(42, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[]]]] [[[]]]]]', '((4*3+1)*(3^2+1)+1)') | |
132: | |
(41, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[[[[]]]]]] [[[]]]]', '4*3*(5*2+1)') | |
133: | |
(43, -1, -1) ('[[[[[[]]]]] [[[[]]]] [[[[[[[]]]]]] [[[]]]]]', '(4*3*(5*2+1)+1)') | |
135: | |
(38, 1, 2) ('[[[[[[]]]]]] [[[[]]]] [[[[]]]] [[[]]]', '5*3*3^2') | |
136: | |
(40, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[]]]] [[[]]]]', '(5*3*3^2+1)') | |
140: | |
(42, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]] [[[[[]]]] [[[]]]]', '7*2*(3^2+1)') | |
141: | |
(44, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]] [[[[[]]]] [[[]]]]]', '(7*2*(3^2+1)+1)') | |
143: | |
(43, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[[[]]]]]] [[[]]]]', '(4*3+1)*(5*2+1)') | |
144: | |
(34, 1, 3) ('[[[]]] [[[[]]]] [[[[]]]] [[[]]]', '2^^3*3^2') | |
(34, 2, 2) ('[[[[[[[[[[[[[]]]]]]]]]]]]] [[[]]]', '12^2') | |
(39, 1, 1) ('[[[[[]]]]] [[[[]]]] [[[[[]]]]] [[[[]]]]', '4*3*4*3') | |
(45, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[[]]]]]] [[[]]]]]', '((4*3+1)*(5*2+1)+1)') | |
145: | |
(36, -1, -1) ('[[[[[[[[[[[[[[]]]]]]]]]]]]] [[[]]]]', '(12^2+1)') | |
150: | |
(40, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[]]]] [[[]]]]', '5*3*(3^2+1)') | |
151: | |
(42, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[[]]]] [[[]]]]]', '(5*3*(3^2+1)+1)') | |
154: | |
(45, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]] [[[[[[[]]]]]] [[[]]]]', '7*2*(5*2+1)') | |
155: | |
(47, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]] [[[[[[[]]]]]] [[[]]]]]', '(7*2*(5*2+1)+1)') | |
156: | |
(41, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[]]]]] [[[[]]]]', '(4*3+1)*4*3') | |
157: | |
(43, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[]]]]] [[[[]]]]]', '((4*3+1)*4*3+1)') | |
160: | |
(36, 1, 3) ('[[[]]] [[[[]]]] [[[[[]]]] [[[]]]]', '2^^3*(3^2+1)') | |
161: | |
(38, -1, -1) ('[[[[]]] [[[[]]]] [[[[[]]]] [[[]]]]]', '(2^^3*(3^2+1)+1)') | |
165: | |
(43, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[[[]]]]]] [[[]]]]', '5*3*(5*2+1)') | |
166: | |
(45, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[[[[]]]]]] [[[]]]]]', '(5*3*(5*2+1)+1)') | |
168: | |
(43, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]] [[[[[]]]]] [[[[]]]]', '7*2*4*3') | |
169: | |
(29, 2, 2) ('[[[[[[]]]]] [[[[]]]]] [[[]]]', '(4*3+1)^2') | |
(43, 1, 1) ('[[[[[[]]]]] [[[[]]]]] [[[[[[]]]]] [[[[]]]]]', '(4*3+1)*(4*3+1)') | |
(45, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]] [[[[[]]]]] [[[[]]]]]', '(7*2*4*3+1)') | |
170: | |
(31, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[]]]]', '((4*3+1)^2+1)') | |
176: | |
(39, 1, 3) ('[[[]]] [[[[]]]] [[[[[[[]]]]]] [[[]]]]', '2^^3*(5*2+1)') | |
177: | |
(41, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[[]]]]]] [[[]]]]]', '(2^^3*(5*2+1)+1)') | |
180: | |
(41, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[]]]]] [[[[]]]]', '5*3*4*3') | |
181: | |
(43, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[[]]]]] [[[[]]]]]', '(5*3*4*3+1)') | |
182: | |
(45, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]] [[[[[[]]]]] [[[[]]]]]', '7*2*(4*3+1)') | |
183: | |
(47, -1, -1) ('[[[[[[[[[]]]]]]]] [[[]]] [[[[[[]]]]] [[[[]]]]]]', '(7*2*(4*3+1)+1)') | |
192: | |
(37, 1, 3) ('[[[]]] [[[[]]]] [[[[[]]]]] [[[[]]]]', '2^^3*4*3') | |
193: | |
(39, -1, -1) ('[[[[]]] [[[[]]]] [[[[[]]]]] [[[[]]]]]', '(2^^3*4*3+1)') | |
195: | |
(43, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[[]]]]] [[[[]]]]]', '5*3*(4*3+1)') | |
196: | |
(38, 2, 2) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[]]]', '14^2') | |
(45, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[[[]]]]] [[[[]]]]]]', '(5*3*(4*3+1)+1)') | |
(47, 1, 1) ('[[[[[[[[]]]]]]]] [[[]]] [[[[[[[[]]]]]]]] [[[]]]', '7*2*7*2') | |
197: | |
(40, -1, -1) ('[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[]]]]', '(14^2+1)') | |
208: | |
(39, 1, 3) ('[[[]]] [[[[]]]] [[[[[[]]]]] [[[[]]]]]', '2^^3*(4*3+1)') | |
209: | |
(41, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[]]]]] [[[[]]]]]]', '(2^^3*(4*3+1)+1)') | |
210: | |
(45, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[[[[]]]]]]]] [[[]]]', '5*3*7*2') | |
211: | |
(47, -1, -1) ('[[[[[[[]]]]]] [[[[]]]] [[[[[[[[]]]]]]]] [[[]]]]', '(5*3*7*2+1)') | |
216: | |
(24, 2, 2) ('[[[[[[[]]]]]]] [[[[]]]]', '6^3') | |
217: | |
(26, -1, -1) ('[[[[[[[[]]]]]]] [[[[]]]]]', '(6^3+1)') | |
224: | |
(41, 1, 3) ('[[[]]] [[[[]]]] [[[[[[[[]]]]]]]] [[[]]]', '2^^3*7*2') | |
225: | |
(33, 2, 2) ('[[[[[[[[[]]]]]]]] [[[]]]] [[[]]]', '(7*2+1)^2') | |
(43, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[[[]]]]]]]] [[[]]]]', '(2^^3*7*2+1)') | |
(43, 1, 1) ('[[[[[[]]]]]] [[[[]]]] [[[[[[]]]]]] [[[[]]]]', '5*3*5*3') | |
226: | |
(35, -1, -1) ('[[[[[[[[[[]]]]]]]] [[[]]]] [[[]]]]', '((7*2+1)^2+1)') | |
240: | |
(39, 1, 3) ('[[[]]] [[[[]]]] [[[[[[]]]]]] [[[[]]]]', '2^^3*5*3') | |
241: | |
(41, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[]]]]]] [[[[]]]]]', '(2^^3*5*3+1)') | |
243: | |
(22, 2, 2) ('[[[[]]]] [[[[[[]]]]]]', '3^5') | |
244: | |
(24, -1, -1) ('[[[[[]]]] [[[[[[]]]]]]]', '(3^5+1)') | |
256: | |
(19, 3, 3) ('[[[[[]]]]] [[[]]]', '4^^2') | |
(22, 2, 2) ('[[[[[]]]]] [[[[[]]]]]', '4^4') | |
(25, 2, 3) ('[[[]]] [[[[]]]] [[[]]]', '2^^3^2') | |
(35, 1, 3) ('[[[]]] [[[[]]]] [[[]]] [[[[]]]]', '2^^3*2^^3') | |
257: | |
(24, -1, -1) ('[[[[[[]]]]] [[[[[]]]]]]', '(4^4+1)') | |
343: | |
(26, 2, 2) ('[[[[[[[[]]]]]]]] [[[[]]]]', '7^3') | |
344: | |
(28, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[]]]]]', '(7^3+1)') | |
512: | |
(26, 2, 2) ('[[[]]] [[[[]]] [[[[]]]]]', '2^(2^3+1)') | |
513: | |
(28, -1, -1) ('[[[[]]] [[[[]]] [[[[]]]]]]', '(2^(2^3+1)+1)') | |
625: | |
(24, 2, 2) ('[[[[[[]]]]]] [[[[[]]]]]', '5^4') | |
626: | |
(26, -1, -1) ('[[[[[[[]]]]]] [[[[[]]]]]]', '(5^4+1)') | |
729: | |
(24, 2, 2) ('[[[[]]]] [[[[[[[]]]]]]]', '3^6') | |
730: | |
(26, -1, -1) ('[[[[[]]]] [[[[[[[]]]]]]]]', '(3^6+1)') | |
1000: | |
(28, 2, 2) ('[[[[[]]]] [[[]]]] [[[[]]]]', '(3^2+1)^3') | |
1001: | |
(30, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[]]]]]', '((3^2+1)^3+1)') | |
1024: | |
(24, 2, 2) ('[[[[[]]]]] [[[[[[]]]]]]', '4^5') | |
1025: | |
(26, -1, -1) ('[[[[[[]]]]] [[[[[[]]]]]]]', '(4^5+1)') | |
1296: | |
(26, 2, 2) ('[[[[[[[]]]]]]] [[[[[]]]]]', '6^4') | |
1297: | |
(28, -1, -1) ('[[[[[[[[]]]]]]] [[[[[]]]]]]', '(6^4+1)') | |
1331: | |
(31, 2, 2) ('[[[[[[[]]]]]] [[[]]]] [[[[]]]]', '(5*2+1)^3') | |
1332: | |
(33, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[]]]]]', '((5*2+1)^3+1)') | |
1728: | |
(36, 2, 2) ('[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[]]]]', '12^3') | |
1729: | |
(38, -1, -1) ('[[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[]]]]]', '(12^3+1)') | |
2048: | |
(29, 2, 2) ('[[[]]] [[[[[[[]]]]]] [[[]]]]', '2^(5*2+1)') | |
2049: | |
(31, -1, -1) ('[[[[]]] [[[[[[[]]]]]] [[[]]]]]', '(2^(5*2+1)+1)') | |
2187: | |
(26, 2, 2) ('[[[[]]]] [[[[[[[[]]]]]]]]', '3^7') | |
2188: | |
(28, -1, -1) ('[[[[[]]]] [[[[[[[[]]]]]]]]]', '(3^7+1)') | |
2197: | |
(31, 2, 2) ('[[[[[[]]]]] [[[[]]]]] [[[[]]]]', '(4*3+1)^3') | |
2198: | |
(33, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[]]]]]', '((4*3+1)^3+1)') | |
2401: | |
(28, 2, 2) ('[[[[[[[[]]]]]]]] [[[[[]]]]]', '7^4') | |
2402: | |
(30, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[]]]]]]', '(7^4+1)') | |
2744: | |
(40, 2, 2) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[]]]]', '14^3') | |
2745: | |
(42, -1, -1) ('[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[]]]]]', '(14^3+1)') | |
3125: | |
(21, 3, 3) ('[[[[[[]]]]]] [[[]]]', '5^^2') | |
(26, 2, 2) ('[[[[[[]]]]]] [[[[[[]]]]]]', '5^5') | |
3126: | |
(28, -1, -1) ('[[[[[[[]]]]]] [[[[[[]]]]]]]', '(5^5+1)') | |
3375: | |
(35, 2, 2) ('[[[[[[[[[]]]]]]]] [[[]]]] [[[[]]]]', '(7*2+1)^3') | |
3376: | |
(37, -1, -1) ('[[[[[[[[[[]]]]]]]] [[[]]]] [[[[]]]]]', '((7*2+1)^3+1)') | |
4096: | |
(26, 2, 2) ('[[[[[]]]]] [[[[[[[]]]]]]]', '4^6') | |
(27, 2, 3) ('[[[]]] [[[[]]]] [[[[]]]]', '2^^3^3') | |
4097: | |
(28, -1, -1) ('[[[[[[]]]]] [[[[[[[]]]]]]]]', '(4^6+1)') | |
6561: | |
(28, 2, 2) ('[[[[]]]] [[[[[[[[[]]]]]]]]]', '3^8') | |
6562: | |
(30, -1, -1) ('[[[[[]]]] [[[[[[[[[]]]]]]]]]]', '(3^8+1)') | |
7776: | |
(28, 2, 2) ('[[[[[[[]]]]]]] [[[[[[]]]]]]', '6^5') | |
7777: | |
(30, -1, -1) ('[[[[[[[[]]]]]]] [[[[[[]]]]]]]', '(6^5+1)') | |
8192: | |
(29, 2, 2) ('[[[]]] [[[[[[]]]]] [[[[]]]]]', '2^(4*3+1)') | |
8193: | |
(31, -1, -1) ('[[[[]]] [[[[[[]]]]] [[[[]]]]]]', '(2^(4*3+1)+1)') | |
10000: | |
(30, 2, 2) ('[[[[[]]]] [[[]]]] [[[[[]]]]]', '(3^2+1)^4') | |
10001: | |
(32, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[[]]]]]]', '((3^2+1)^4+1)') | |
14641: | |
(33, 2, 2) ('[[[[[[[]]]]]] [[[]]]] [[[[[]]]]]', '(5*2+1)^4') | |
14642: | |
(35, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[]]]]]]', '((5*2+1)^4+1)') | |
15625: | |
(28, 2, 2) ('[[[[[[]]]]]] [[[[[[[]]]]]]]', '5^6') | |
15626: | |
(30, -1, -1) ('[[[[[[[]]]]]] [[[[[[[]]]]]]]]', '(5^6+1)') | |
16384: | |
(28, 2, 2) ('[[[[[]]]]] [[[[[[[[]]]]]]]]', '4^7') | |
16385: | |
(30, -1, -1) ('[[[[[[]]]]] [[[[[[[[]]]]]]]]]', '(4^7+1)') | |
16807: | |
(30, 2, 2) ('[[[[[[[[]]]]]]]] [[[[[[]]]]]]', '7^5') | |
16808: | |
(32, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[[]]]]]]]', '(7^5+1)') | |
19683: | |
(28, 2, 2) ('[[[[]]]] [[[[]]] [[[[]]]]]', '3^(2^3+1)') | |
19684: | |
(30, -1, -1) ('[[[[[]]]] [[[[]]] [[[[]]]]]]', '(3^(2^3+1)+1)') | |
20736: | |
(38, 2, 2) ('[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[]]]]]', '12^4') | |
20737: | |
(40, -1, -1) ('[[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[]]]]]]', '(12^4+1)') | |
28561: | |
(33, 2, 2) ('[[[[[[]]]]] [[[[]]]]] [[[[[]]]]]', '(4*3+1)^4') | |
28562: | |
(35, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[]]]]]]', '((4*3+1)^4+1)') | |
32768: | |
(32, 2, 2) ('[[[[[[[[[]]]]]]]]] [[[[[[]]]]]]', '8^5') | |
32769: | |
(34, -1, -1) ('[[[[[[[[[[]]]]]]]]] [[[[[[]]]]]]]', '(8^5+1)') | |
38416: | |
(42, 2, 2) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[]]]]]', '14^4') | |
38417: | |
(44, -1, -1) ('[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[]]]]]]', '(14^4+1)') | |
46656: | |
(23, 3, 3) ('[[[[[[[]]]]]]] [[[]]]', '6^^2') | |
(30, 2, 2) ('[[[[[[[]]]]]]] [[[[[[[]]]]]]]', '6^6') | |
46657: | |
(32, -1, -1) ('[[[[[[[[]]]]]]] [[[[[[[]]]]]]]]', '(6^6+1)') | |
50625: | |
(37, 2, 2) ('[[[[[[[[[]]]]]]]] [[[]]]] [[[[[]]]]]', '(7*2+1)^4') | |
50626: | |
(39, -1, -1) ('[[[[[[[[[[]]]]]]]] [[[]]]] [[[[[]]]]]]', '((7*2+1)^4+1)') | |
59049: | |
(28, 2, 2) ('[[[[]]]] [[[[[]]]] [[[]]]]', '3^(3^2+1)') | |
59050: | |
(30, -1, -1) ('[[[[[]]]] [[[[[]]]] [[[]]]]]', '(3^(3^2+1)+1)') | |
65536: | |
(18, 4, 4) ('[[[]]] [[[[]]]]', '2^^^3') | |
(25, 2, 3) ('[[[]]] [[[]]] [[[[]]]]', '2^2^^3') | |
(30, 2, 2) ('[[[[[]]]]] [[[[[[[[[]]]]]]]]]', '4^8') | |
65537: | |
(27, -1, -1) ('[[[[]]] [[[]]] [[[[]]]]]', '(2^2^^3+1)') | |
78125: | |
(30, 2, 2) ('[[[[[[]]]]]] [[[[[[[[]]]]]]]]', '5^7') | |
78126: | |
(32, -1, -1) ('[[[[[[[]]]]]] [[[[[[[[]]]]]]]]]', '(5^7+1)') | |
100000: | |
(32, 2, 2) ('[[[[[]]]] [[[]]]] [[[[[[]]]]]]', '(3^2+1)^5') | |
100001: | |
(34, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[[[]]]]]]]', '((3^2+1)^5+1)') | |
117649: | |
(32, 2, 2) ('[[[[[[[[]]]]]]]] [[[[[[[]]]]]]]', '7^6') | |
117650: | |
(34, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[[[]]]]]]]]', '(7^6+1)') | |
161051: | |
(35, 2, 2) ('[[[[[[[]]]]]] [[[]]]] [[[[[[]]]]]]', '(5*2+1)^5') | |
161052: | |
(37, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[[]]]]]]]', '((5*2+1)^5+1)') | |
177147: | |
(31, 2, 2) ('[[[[]]]] [[[[[[[]]]]]] [[[]]]]', '3^(5*2+1)') | |
177148: | |
(33, -1, -1) ('[[[[[]]]] [[[[[[[]]]]]] [[[]]]]]', '(3^(5*2+1)+1)') | |
248832: | |
(40, 2, 2) ('[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[]]]]]]', '12^5') | |
248833: | |
(42, -1, -1) ('[[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[]]]]]]]', '(12^5+1)') | |
262144: | |
(30, 2, 2) ('[[[[[]]]]] [[[[]]] [[[[]]]]]', '4^(2^3+1)') | |
262145: | |
(32, -1, -1) ('[[[[[[]]]]] [[[[]]] [[[[]]]]]]', '(4^(2^3+1)+1)') | |
279936: | |
(32, 2, 2) ('[[[[[[[]]]]]]] [[[[[[[[]]]]]]]]', '6^7') | |
279937: | |
(34, -1, -1) ('[[[[[[[[]]]]]]] [[[[[[[[]]]]]]]]]', '(6^7+1)') | |
371293: | |
(35, 2, 2) ('[[[[[[]]]]] [[[[]]]]] [[[[[[]]]]]]', '(4*3+1)^5') | |
371294: | |
(37, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[]]]]]]]', '((4*3+1)^5+1)') | |
390625: | |
(32, 2, 2) ('[[[[[[]]]]]] [[[[[[[[[]]]]]]]]]', '5^8') | |
390626: | |
(34, -1, -1) ('[[[[[[[]]]]]] [[[[[[[[[]]]]]]]]]]', '(5^8+1)') | |
531441: | |
(34, 2, 2) ('[[[[]]] [[[[]]]]] [[[[[[[]]]]]]]', '(2^3+1)^6') | |
531442: | |
(36, -1, -1) ('[[[[[]]] [[[[]]]]] [[[[[[[]]]]]]]]', '((2^3+1)^6+1)') | |
537824: | |
(44, 2, 2) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[]]]]]]', '14^5') | |
537825: | |
(46, -1, -1) ('[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[]]]]]]]', '(14^5+1)') | |
759375: | |
(39, 2, 2) ('[[[[[[[[[]]]]]]]] [[[]]]] [[[[[[]]]]]]', '(7*2+1)^5') | |
759376: | |
(41, -1, -1) ('[[[[[[[[[[]]]]]]]] [[[]]]] [[[[[[]]]]]]]', '((7*2+1)^5+1)') | |
823543: | |
(25, 3, 3) ('[[[[[[[[]]]]]]]] [[[]]]', '7^^2') | |
(34, 2, 2) ('[[[[[[[[]]]]]]]] [[[[[[[[]]]]]]]]', '7^7') | |
823544: | |
(36, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[[[[]]]]]]]]]', '(7^7+1)') | |
1000000: | |
(34, 2, 2) ('[[[[[]]]] [[[]]]] [[[[[[[]]]]]]]', '(3^2+1)^6') | |
1000001: | |
(36, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[[[[]]]]]]]]', '((3^2+1)^6+1)') | |
1048576: | |
(30, 2, 2) ('[[[[[]]]]] [[[[[]]]] [[[]]]]', '4^(3^2+1)') | |
(31, 2, 3) ('[[[]]] [[[[]]]] [[[[[[]]]]]]', '2^^3^5') | |
1048577: | |
(32, -1, -1) ('[[[[[[]]]]] [[[[[]]]] [[[]]]]]', '(4^(3^2+1)+1)') | |
1594323: | |
(31, 2, 2) ('[[[[]]]] [[[[[[]]]]] [[[[]]]]]', '3^(4*3+1)') | |
1594324: | |
(33, -1, -1) ('[[[[[]]]] [[[[[[]]]]] [[[[]]]]]]', '(3^(4*3+1)+1)') | |
1679616: | |
(34, 2, 2) ('[[[[[[[]]]]]]] [[[[[[[[[]]]]]]]]]', '6^8') | |
1679617: | |
(36, -1, -1) ('[[[[[[[[]]]]]]] [[[[[[[[[]]]]]]]]]]', '(6^8+1)') | |
1771561: | |
(37, 2, 2) ('[[[[[[[]]]]]] [[[]]]] [[[[[[[]]]]]]]', '(5*2+1)^6') | |
1771562: | |
(39, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[[[]]]]]]]]', '((5*2+1)^6+1)') | |
1953125: | |
(32, 2, 2) ('[[[[[[]]]]]] [[[[]]] [[[[]]]]]', '5^(2^3+1)') | |
1953126: | |
(34, -1, -1) ('[[[[[[[]]]]]] [[[[]]] [[[[]]]]]]', '(5^(2^3+1)+1)') | |
2097152: | |
(36, 2, 2) ('[[[[[[[[[]]]]]]]]] [[[[[[[[]]]]]]]]', '8^7') | |
2097153: | |
(38, -1, -1) ('[[[[[[[[[[]]]]]]]]] [[[[[[[[]]]]]]]]]', '(8^7+1)') | |
2985984: | |
(42, 2, 2) ('[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[[]]]]]]]', '12^6') | |
2985985: | |
(44, -1, -1) ('[[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[[]]]]]]]]', '(12^6+1)') | |
4194304: | |
(33, 2, 2) ('[[[[[]]]]] [[[[[[[]]]]]] [[[]]]]', '4^(5*2+1)') | |
4194305: | |
(35, -1, -1) ('[[[[[[]]]]] [[[[[[[]]]]]] [[[]]]]]', '(4^(5*2+1)+1)') | |
4782969: | |
(36, 2, 2) ('[[[[]]] [[[[]]]]] [[[[[[[[]]]]]]]]', '(2^3+1)^7') | |
4782970: | |
(38, -1, -1) ('[[[[[]]] [[[[]]]]] [[[[[[[[]]]]]]]]]', '((2^3+1)^7+1)') | |
4826809: | |
(37, 2, 2) ('[[[[[[]]]]] [[[[]]]]] [[[[[[[]]]]]]]', '(4*3+1)^6') | |
4826810: | |
(39, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[[]]]]]]]]', '((4*3+1)^6+1)') | |
5764801: | |
(36, 2, 2) ('[[[[[[[[]]]]]]]] [[[[[[[[[]]]]]]]]]', '7^8') | |
5764802: | |
(38, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[[[[[]]]]]]]]]]', '(7^8+1)') | |
7529536: | |
(46, 2, 2) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[[]]]]]]]', '14^6') | |
7529537: | |
(48, -1, -1) ('[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[[]]]]]]]]', '(14^6+1)') | |
9765625: | |
(32, 2, 2) ('[[[[[[]]]]]] [[[[[]]]] [[[]]]]', '5^(3^2+1)') | |
9765626: | |
(34, -1, -1) ('[[[[[[[]]]]]] [[[[[]]]] [[[]]]]]', '(5^(3^2+1)+1)') | |
10000000: | |
(36, 2, 2) ('[[[[[]]]] [[[]]]] [[[[[[[[]]]]]]]]', '(3^2+1)^7') | |
10000001: | |
(38, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[[[[[]]]]]]]]]', '((3^2+1)^7+1)') | |
10077696: | |
(34, 2, 2) ('[[[[[[[]]]]]]] [[[[]]] [[[[]]]]]', '6^(2^3+1)') | |
10077697: | |
(36, -1, -1) ('[[[[[[[[]]]]]]] [[[[]]] [[[[]]]]]]', '(6^(2^3+1)+1)') | |
11390625: | |
(41, 2, 2) ('[[[[[[[[[]]]]]]]] [[[]]]] [[[[[[[]]]]]]]', '(7*2+1)^6') | |
11390626: | |
(43, -1, -1) ('[[[[[[[[[[]]]]]]]] [[[]]]] [[[[[[[]]]]]]]]', '((7*2+1)^6+1)') | |
14348907: | |
(35, 2, 2) ('[[[[]]]] [[[[[[[[[]]]]]]]] [[[]]]]', '3^(7*2+1)') | |
14348908: | |
(37, -1, -1) ('[[[[[]]]] [[[[[[[[[]]]]]]]] [[[]]]]]', '(3^(7*2+1)+1)') | |
16777216: | |
(27, 3, 3) ('[[[[[[[[[]]]]]]]]] [[[]]]', '8^^2') | |
(33, 2, 3) ('[[[]]] [[[[]]]] [[[[[[[]]]]]]]', '2^^3^6') | |
(38, 2, 2) ('[[[[[[[[[]]]]]]]]] [[[[[[[[[]]]]]]]]]', '8^8') | |
16777217: | |
(35, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[[]]]]]]]]', '(2^^3^6+1)') | |
19487171: | |
(39, 2, 2) ('[[[[[[[]]]]]] [[[]]]] [[[[[[[[]]]]]]]]', '(5*2+1)^7') | |
19487172: | |
(41, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[[[[]]]]]]]]]', '((5*2+1)^7+1)') | |
35831808: | |
(44, 2, 2) ('[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[[[]]]]]]]]', '12^7') | |
35831809: | |
(46, -1, -1) ('[[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[[[]]]]]]]]]', '(12^7+1)') | |
40353607: | |
(36, 2, 2) ('[[[[[[[[]]]]]]]] [[[[]]] [[[[]]]]]', '7^(2^3+1)') | |
40353608: | |
(38, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[]]] [[[[]]]]]]', '(7^(2^3+1)+1)') | |
43046721: | |
(27, 2, 3) ('[[[[]]]] [[[]]] [[[[]]]]', '3^2^^3') | |
(38, 2, 2) ('[[[[]]] [[[[]]]]] [[[[[[[[[]]]]]]]]]', '(2^3+1)^8') | |
43046722: | |
(29, -1, -1) ('[[[[[]]]] [[[]]] [[[[]]]]]', '(3^2^^3+1)') | |
48828125: | |
(35, 2, 2) ('[[[[[[]]]]]] [[[[[[[]]]]]] [[[]]]]', '5^(5*2+1)') | |
48828126: | |
(37, -1, -1) ('[[[[[[[]]]]]] [[[[[[[]]]]]] [[[]]]]]', '(5^(5*2+1)+1)') | |
60466176: | |
(34, 2, 2) ('[[[[[[[]]]]]]] [[[[[]]]] [[[]]]]', '6^(3^2+1)') | |
60466177: | |
(36, -1, -1) ('[[[[[[[[]]]]]]] [[[[[]]]] [[[]]]]]', '(6^(3^2+1)+1)') | |
62748517: | |
(39, 2, 2) ('[[[[[[]]]]] [[[[]]]]] [[[[[[[[]]]]]]]]', '(4*3+1)^7') | |
62748518: | |
(41, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[[[]]]]]]]]]', '((4*3+1)^7+1)') | |
67108864: | |
(33, 2, 2) ('[[[[[]]]]] [[[[[[]]]]] [[[[]]]]]', '4^(4*3+1)') | |
67108865: | |
(35, -1, -1) ('[[[[[[]]]]] [[[[[[]]]]] [[[[]]]]]]', '(4^(4*3+1)+1)') | |
100000000: | |
(38, 2, 2) ('[[[[[]]]] [[[]]]] [[[[[[[[[]]]]]]]]]', '(3^2+1)^8') | |
100000001: | |
(40, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[[[[[[]]]]]]]]]]', '((3^2+1)^8+1)') | |
105413504: | |
(48, 2, 2) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[[[]]]]]]]]', '14^7') | |
105413505: | |
(50, -1, -1) ('[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[[[]]]]]]]]]', '(14^7+1)') | |
134217728: | |
(38, 2, 2) ('[[[[[[[[[]]]]]]]]] [[[[]]] [[[[]]]]]', '8^(2^3+1)') | |
134217729: | |
(40, -1, -1) ('[[[[[[[[[[]]]]]]]]] [[[[]]] [[[[]]]]]]', '(8^(2^3+1)+1)') | |
170859375: | |
(43, 2, 2) ('[[[[[[[[[]]]]]]]] [[[]]]] [[[[[[[[]]]]]]]]', '(7*2+1)^7') | |
170859376: | |
(45, -1, -1) ('[[[[[[[[[[]]]]]]]] [[[]]]] [[[[[[[[]]]]]]]]]', '((7*2+1)^7+1)') | |
214358881: | |
(41, 2, 2) ('[[[[[[[]]]]]] [[[]]]] [[[[[[[[[]]]]]]]]]', '(5*2+1)^8') | |
214358882: | |
(43, -1, -1) ('[[[[[[[[]]]]]] [[[]]]] [[[[[[[[[]]]]]]]]]]', '((5*2+1)^8+1)') | |
244140625: | |
(40, 2, 2) ('[[[[[[]]]]]] [[[[[[[[[[[[[]]]]]]]]]]]]]', '5^12') | |
244140626: | |
(42, -1, -1) ('[[[[[[[]]]]]] [[[[[[[[[[[[[]]]]]]]]]]]]]]', '(5^12+1)') | |
268435456: | |
(35, 2, 3) ('[[[]]] [[[[]]]] [[[[[[[[]]]]]]]]', '2^^3^7') | |
(42, 2, 2) ('[[[[[]]]]] [[[[[[[[[[[[[[[]]]]]]]]]]]]]]]', '4^14') | |
268435457: | |
(37, -1, -1) ('[[[[]]] [[[[]]]] [[[[[[[[]]]]]]]]]', '(2^^3^7+1)') | |
282475249: | |
(36, 2, 2) ('[[[[[[[[]]]]]]]] [[[[[]]]] [[[]]]]', '7^(3^2+1)') | |
282475250: | |
(38, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[]]]] [[[]]]]]', '(7^(3^2+1)+1)') | |
362797056: | |
(37, 2, 2) ('[[[[[[[]]]]]]] [[[[[[[]]]]]] [[[]]]]', '6^(5*2+1)') | |
362797057: | |
(39, -1, -1) ('[[[[[[[[]]]]]]] [[[[[[[]]]]]] [[[]]]]]', '(6^(5*2+1)+1)') | |
387420489: | |
(29, 3, 3) ('[[[[[[[[[[]]]]]]]]]] [[[]]]', '9^^2') | |
(38, 2, 2) ('[[[[]]] [[[[]]]]] [[[[]]] [[[[]]]]]', '(2^3+1)^(2^3+1)') | |
387420490: | |
(40, -1, -1) ('[[[[[]]] [[[[]]]]] [[[[]]] [[[[]]]]]]', '((2^3+1)^(2^3+1)+1)') | |
429981696: | |
(46, 2, 2) ('[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[[[[]]]]]]]]]', '12^8') | |
429981697: | |
(48, -1, -1) ('[[[[[[[[[[[[[[]]]]]]]]]]]]] [[[[[[[[[]]]]]]]]]]', '(12^8+1)') | |
815730721: | |
(41, 2, 2) ('[[[[[[]]]]] [[[[]]]]] [[[[[[[[[]]]]]]]]]', '(4*3+1)^8') | |
815730722: | |
(43, -1, -1) ('[[[[[[[]]]]] [[[[]]]]] [[[[[[[[[]]]]]]]]]]', '((4*3+1)^8+1)') | |
1000000000: | |
(38, 2, 2) ('[[[[[]]]] [[[]]]] [[[[]]] [[[[]]]]]', '(3^2+1)^(2^3+1)') | |
1000000001: | |
(40, -1, -1) ('[[[[[[]]]] [[[]]]] [[[[]]] [[[[]]]]]]', '((3^2+1)^(2^3+1)+1)') | |
1073741824: | |
(37, 2, 2) ('[[[[[]]]]] [[[[[[[[[]]]]]]]] [[[]]]]', '4^(7*2+1)') | |
1073741825: | |
(39, -1, -1) ('[[[[[[]]]]] [[[[[[[[[]]]]]]]] [[[]]]]]', '(4^(7*2+1)+1)') | |
1220703125: | |
(35, 2, 2) ('[[[[[[]]]]]] [[[[[[]]]]] [[[[]]]]]', '5^(4*3+1)') | |
1220703126: | |
(37, -1, -1) ('[[[[[[[]]]]]] [[[[[[]]]]] [[[[]]]]]]', '(5^(4*3+1)+1)') | |
1475789056: | |
(50, 2, 2) ('[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[[[[]]]]]]]]]', '14^8') | |
1475789057: | |
(52, -1, -1) ('[[[[[[[[[[[[[[[[]]]]]]]]]]]]]]] [[[[[[[[[]]]]]]]]]]', '(14^8+1)') | |
1977326743: | |
(39, 2, 2) ('[[[[[[[[]]]]]]]] [[[[[[[]]]]]] [[[]]]]', '7^(5*2+1)') | |
1977326744: | |
(41, -1, -1) ('[[[[[[[[[]]]]]]]] [[[[[[[]]]]]] [[[]]]]]', '(7^(5*2+1)+1)') |
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