Logiweb(TM)

Logiweb dictionary of frozen

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0 0 frozen
1 0 numeral zero
2 0 numeral one
3 0 numeral two
4 0 numeral three
5 0 numeral four
6 0 numeral five
7 0 numeral six
8 0 numeral seven
9 0 numeral eight
10 0 numeral nine
11 0 rule div
12 0 rule r
13 0 rule r one
14 0 rule r two
15 0 rule r three
16 0 rule r four
17 0 rule r five
18 0 rule r six
19 0 conjel1
20 0 conjel2
21 0 conjin
22 0 disjin1
23 0 disjin2
24 0 t one
25 0 t zero
26 0 h zero a
27 0 h zero b
28 0 h one
29 0 h two
30 0 axiom s ten
31 0 prop three two
32 0 prop three two i
33 0 prop three two j one
34 0 prop three two j two
35 0 prop three two j
36 0 prop three two k one
37 0 prop three two k two
38 0 prop three two k
39 0 prop three two l one
40 0 prop three two l two
41 0 prop three two l
42 0 prop three two m one
43 0 prop three two m two
44 0 prop three two m
45 0 prop three two n one
46 0 prop three two n two
47 0 prop three two n
48 0 prop three two o
49 0 prop three four
50 0 prop three four a one
51 0 prop three four a two
52 0 prop three four a
53 0 prop three four b
54 0 prop three four c one
55 0 prop three four c two
56 0 prop three four c
57 0 prop three four d one
58 0 prop three four d two
59 0 prop three four d
60 0 prop three five
61 0 prop three five a
62 0 prop three five b
63 0 prop three five c
64 0 prop three five d one
65 0 prop three five d two
66 0 prop three five d
67 0 prop three five e one
68 0 prop three five e two
69 0 prop three five e
70 0 prop three five f one
71 0 prop three five f two
72 0 prop three five f
73 0 prop three five g one
74 0 prop three five g two
75 0 prop three five g
76 0 prop three five h one
77 0 prop three five h two
78 0 prop three five h
79 0 prop three five i one
80 0 prop three five i two
81 0 prop three five i
82 0 prop three five j one
83 0 prop three five j two
84 0 prop three five j
85 0 prop three seven
86 0 prop three seven a
87 0 prop three seven b
88 0 prop three seven c
89 0 prop three seven d
90 0 prop three seven e
91 0 prop three seven f
92 0 prop three seven g
93 0 prop three seven g mark
94 0 prop three seven h
95 0 prop three seven i
96 0 prop three seven j
97 0 prop three seven k
98 0 prop three seven k mark
99 0 prop three seven l
100 0 prop three seven l mark
101 0 prop three seven m
102 0 prop three seven n
103 0 prop three seven o
104 0 prop three seven p
105 0 prop three seven q
106 0 prop three seven r
107 0 prop three seven s
108 0 prop three seven t
109 0 prop three seven u
110 0 prop three seven u mark
111 0 prop three seven v
112 0 prop three seven w
113 0 prop three seven x
114 0 prop three seven x mark
115 0 prop three seven y
116 0 prop three seven y mark
117 0 prop three seven z
118 0 prop three seven z mark
119 0 prop three ten
120 0 prop three ten a
121 0 prop three ten b
122 0 prop three ten c
123 0 prop three ten d
124 0 prop three ten e
125 0 prop three ten f
126 0 prop three ten g
127 0 prop three ten h
128 0 prop three eleven
129 2 {MissingArg} ist {MissingArg}
130 2 {MissingArg} istq {MissingArg}
131 2 {MissingArg} inst {MissingArg}
132 2 {MissingArg} igt {MissingArg}
133 2 {MissingArg} igtq {MissingArg}
134 2 {MissingArg} ingt {MissingArg}
135 2 {MissingArg} neq {MissingArg}
136 2 {MissingArg} and1 {MissingArg}
137 2 {MissingArg} or1 {MissingArg}
138 2 exists {MissingArg} indeed {MissingArg}
139 2 {MissingArg} divides {MissingArg}
140 1 {MissingArg} ldots

The pyk compiler, version 0.grue.20060417+ by Klaus Grue,
GRD-2006-06-26.UTC:09:52:11.033905 = MJD-53912.TAI:09:52:44.033905 = LGT-4658032364033905e-6