Bokmal Mathspeak Embellished Symbols tests.

Bokmal Mathspeak Embellished Symbols tests. Locale: nb, Style: Verbose.

0	$a +_{2} b$	a plus Subscript 2 Baseline b	a pluss Subskript 2 Grunnlinje b
1	$a +^{2} b$	a plus Superscript 2 Baseline b	a pluss Superskript 2 Grunnlinje b
2	$a +^{3} b$	a plus Superscript 3 Baseline b	a pluss Superskript 3 Grunnlinje b
3	$a +^{n} b$	a plus Superscript n Baseline b	a pluss Superskript n Grunnlinje b
4	$a +^{'} b$	a plus prime b	a pluss apostrof b
5	$a +_{m}^{2} b$	a plus Subscript m Superscript 2 Baseline b	a pluss Subskript m Superskript 2 Grunnlinje b
6	$a +_{m}^{3} b$	a plus Subscript m Superscript 3 Baseline b	a pluss Subskript m Superskript 3 Grunnlinje b
7	$a +_{m}^{n} b$	a plus Subscript m Superscript n Baseline b	a pluss Subskript m Superskript n Grunnlinje b
8	$a +_{m}^{'} b$	a plus prime Subscript m Baseline b	a pluss apostrof Subskript m Grunnlinje b
9	$a +_{m}^{'} b +_{m}^{'} c$	a plus prime Subscript m Baseline b plus prime Subscript m Baseline c	a pluss apostrof Subskript m Grunnlinje b pluss apostrof Subskript m Grunnlinje c
10	$a +_{m}^{2} b$	a plus Subscript m Superscript 2 Baseline b	a pluss Subskript m Superskript 2 Grunnlinje b
11	$a {}^{3}+_{m}^{2} b$	a Superscript 3 Baseline plus Subscript m Superscript 2 Baseline b	a Superskript 3 Grunnlinje pluss Subskript m Superskript 2 Grunnlinje b
12	$a {}_{3}+_{m}^{2} b$	a Subscript 3 Baseline plus Subscript m Superscript 2 Baseline b	a Subskript 3 Grunnlinje pluss Subskript m Superskript 2 Grunnlinje b
13	$a {}_{3}^{n}+_{m}^{2} b$	a Subscript 3 Superscript n Baseline plus Subscript m Superscript 2 Baseline b	a Subskript 3 Superskript n Grunnlinje pluss Subskript m Superskript 2 Grunnlinje b
14	$a =_{2} b$	a equals Subscript 2 Baseline b	a er lik Subskript 2 Grunnlinje b
15	$a =^{2} b$	a equals Superscript 2 Baseline b	a er lik Superskript 2 Grunnlinje b
16	$a =^{3} b$	a equals Superscript 3 Baseline b	a er lik Superskript 3 Grunnlinje b
17	$a =^{n} b$	a equals Superscript n Baseline b	a er lik Superskript n Grunnlinje b
18	$a =^{'} b$	a equals prime b	a er lik apostrof b
19	$a =_{m}^{2} b$	a equals Subscript m Superscript 2 Baseline b	a er lik Subskript m Superskript 2 Grunnlinje b
20	$a =_{m}^{3} b$	a equals Subscript m Superscript 3 Baseline b	a er lik Subskript m Superskript 3 Grunnlinje b
21	$a =_{m}^{n} b$	a equals Subscript m Superscript n Baseline b	a er lik Subskript m Superskript n Grunnlinje b
22	$a =_{m}^{'} b$	a equals prime Subscript m Baseline b	a er lik apostrof Subskript m Grunnlinje b
23	$a =_{m}^{2} b$	a equals Subscript m Superscript 2 Baseline b	a er lik Subskript m Superskript 2 Grunnlinje b
24	$a {}^{3}=_{m}^{2} b$	a Superscript 3 Baseline equals Subscript m Superscript 2 Baseline b	a Superskript 3 Grunnlinje er lik Subskript m Superskript 2 Grunnlinje b
25	$a {}_{3}=_{m}^{2} b$	a Subscript 3 Baseline equals Subscript m Superscript 2 Baseline b	a Subskript 3 Grunnlinje er lik Subskript m Superskript 2 Grunnlinje b
26	$a {}_{3}^{n}=_{m}^{2} b$	a Subscript 3 Superscript n Baseline equals Subscript m Superscript 2 Baseline b	a Subskript 3 Superskript n Grunnlinje er lik Subskript m Superskript 2 Grunnlinje b
27	$a =_{2} b = c$	a equals Subscript 2 Baseline b equals c	a er lik Subskript 2 Grunnlinje b er lik c
28	$a :_{2} b$	a colon Subscript 2 Baseline b	a kolon Subskript 2 Grunnlinje b
29	$a :^{2} b$	a colon Superscript 2 Baseline b	a kolon Superskript 2 Grunnlinje b
30	$a :^{3} b$	a colon Superscript 3 Baseline b	a kolon Superskript 3 Grunnlinje b
31	$a :^{n} b$	a colon Superscript n Baseline b	a kolon Superskript n Grunnlinje b
32	$a :^{'} b$	a colon prime b	a kolon apostrof b
33	$a :_{m}^{2} b$	a colon Subscript m Superscript 2 Baseline b	a kolon Subskript m Superskript 2 Grunnlinje b
34	$a :_{m}^{3} b$	a colon Subscript m Superscript 3 Baseline b	a kolon Subskript m Superskript 3 Grunnlinje b
35	$a :_{m}^{n} b$	a colon Subscript m Superscript n Baseline b	a kolon Subskript m Superskript n Grunnlinje b
36	$a :_{m}^{'} b$	a colon prime Subscript m Baseline b	a kolon apostrof Subskript m Grunnlinje b
37	$a :_{m}^{2} b$	a colon Subscript m Superscript 2 Baseline b	a kolon Subskript m Superskript 2 Grunnlinje b
38	$a {}^{3}:_{m}^{2} b$	a Superscript 3 Baseline colon Subscript m Superscript 2 Baseline b	a Superskript 3 Grunnlinje kolon Subskript m Superskript 2 Grunnlinje b
39	$a {}_{3}:_{m}^{2} b$	a Subscript 3 Baseline colon Subscript m Superscript 2 Baseline b	a Subskript 3 Grunnlinje kolon Subskript m Superskript 2 Grunnlinje b
40	$a {}_{3}^{n}:_{m}^{2} b$	a Subscript 3 Superscript n Baseline colon Subscript m Superscript 2 Baseline b	a Subskript 3 Superskript n Grunnlinje kolon Subskript m Superskript 2 Grunnlinje b
41	$a :_{2} b : c$	a colon Subscript 2 Baseline b colon c	a kolon Subskript 2 Grunnlinje b kolon c
42
43	$a$	a	a
44	$a + b$	a plus b	a pluss b
45	$a + b$	a plus b	a pluss b
46
47	$a$	a	a
48	$a$	a	a
49	$a + b$	a plus b	a pluss b
50	$a + b$	a plus b	a pluss b
51		something	something
52	$a$	a something	a something
53	$a$	a	a
54	$a + b$	a plus b	a pluss b
55	$a + b$	a plus b	a pluss b

Bokmal Mathspeak Embellished Symbols tests. Locale: nb, Style: Brief.

0	$a +_{2} b$	a plus Sub 2 Base b	a pluss Sub 2 Basis b
1	$a +^{2} b$	a plus Sup 2 Base b	a pluss Sub 2 Basis b
2	$a +^{3} b$	a plus Sup 3 Base b	a pluss Sub 3 Basis b
3	$a +^{n} b$	a plus Sup n Base b	a pluss Sub n Basis b
4	$a +^{'} b$	a plus prime b	a pluss apostrof b
5	$a +_{m}^{2} b$	a plus Sub m Sup 2 Base b	a pluss Sub m Sub 2 Basis b
6	$a +_{m}^{3} b$	a plus Sub m Sup 3 Base b	a pluss Sub m Sub 3 Basis b
7	$a +_{m}^{n} b$	a plus Sub m Sup n Base b	a pluss Sub m Sub n Basis b
8	$a +_{m}^{'} b$	a plus prime Sub m Base b	a pluss apostrof Sub m Basis b
9	$a +_{m}^{'} b +_{m}^{'} c$	a plus prime Sub m Base b plus prime Sub m Base c	a pluss apostrof Sub m Basis b pluss apostrof Sub m Basis c
10	$a +_{m}^{2} b$	a plus Sub m Sup 2 Base b	a pluss Sub m Sub 2 Basis b
11	$a {}^{3}+_{m}^{2} b$	a Sup 3 Base plus Sub m Sup 2 Base b	a Sub 3 Basis pluss Sub m Sub 2 Basis b
12	$a {}_{3}+_{m}^{2} b$	a Sub 3 Base plus Sub m Sup 2 Base b	a Sub 3 Basis pluss Sub m Sub 2 Basis b
13	$a {}_{3}^{n}+_{m}^{2} b$	a Sub 3 Sup n Base plus Sub m Sup 2 Base b	a Sub 3 Sub n Basis pluss Sub m Sub 2 Basis b
14	$a =_{2} b$	a equals Sub 2 Base b	a er lik Sub 2 Basis b
15	$a =^{2} b$	a equals Sup 2 Base b	a er lik Sub 2 Basis b
16	$a =^{3} b$	a equals Sup 3 Base b	a er lik Sub 3 Basis b
17	$a =^{n} b$	a equals Sup n Base b	a er lik Sub n Basis b
18	$a =^{'} b$	a equals prime b	a er lik apostrof b
19	$a =_{m}^{2} b$	a equals Sub m Sup 2 Base b	a er lik Sub m Sub 2 Basis b
20	$a =_{m}^{3} b$	a equals Sub m Sup 3 Base b	a er lik Sub m Sub 3 Basis b
21	$a =_{m}^{n} b$	a equals Sub m Sup n Base b	a er lik Sub m Sub n Basis b
22	$a =_{m}^{'} b$	a equals prime Sub m Base b	a er lik apostrof Sub m Basis b
23	$a =_{m}^{2} b$	a equals Sub m Sup 2 Base b	a er lik Sub m Sub 2 Basis b
24	$a {}^{3}=_{m}^{2} b$	a Sup 3 Base equals Sub m Sup 2 Base b	a Sub 3 Basis er lik Sub m Sub 2 Basis b
25	$a {}_{3}=_{m}^{2} b$	a Sub 3 Base equals Sub m Sup 2 Base b	a Sub 3 Basis er lik Sub m Sub 2 Basis b
26	$a {}_{3}^{n}=_{m}^{2} b$	a Sub 3 Sup n Base equals Sub m Sup 2 Base b	a Sub 3 Sub n Basis er lik Sub m Sub 2 Basis b
27	$a =_{2} b = c$	a equals Sub 2 Base b equals c	a er lik Sub 2 Basis b er lik c
28	$a :_{2} b$	a colon Sub 2 Base b	a kolon Sub 2 Basis b
29	$a :^{2} b$	a colon Sup 2 Base b	a kolon Sub 2 Basis b
30	$a :^{3} b$	a colon Sup 3 Base b	a kolon Sub 3 Basis b
31	$a :^{n} b$	a colon Sup n Base b	a kolon Sub n Basis b
32	$a :^{'} b$	a colon prime b	a kolon apostrof b
33	$a :_{m}^{2} b$	a colon Sub m Sup 2 Base b	a kolon Sub m Sub 2 Basis b
34	$a :_{m}^{3} b$	a colon Sub m Sup 3 Base b	a kolon Sub m Sub 3 Basis b
35	$a :_{m}^{n} b$	a colon Sub m Sup n Base b	a kolon Sub m Sub n Basis b
36	$a :_{m}^{'} b$	a colon prime Sub m Base b	a kolon apostrof Sub m Basis b
37	$a :_{m}^{2} b$	a colon Sub m Sup 2 Base b	a kolon Sub m Sub 2 Basis b
38	$a {}^{3}:_{m}^{2} b$	a Sup 3 Base colon Sub m Sup 2 Base b	a Sub 3 Basis kolon Sub m Sub 2 Basis b
39	$a {}_{3}:_{m}^{2} b$	a Sub 3 Base colon Sub m Sup 2 Base b	a Sub 3 Basis kolon Sub m Sub 2 Basis b
40	$a {}_{3}^{n}:_{m}^{2} b$	a Sub 3 Sup n Base colon Sub m Sup 2 Base b	a Sub 3 Sub n Basis kolon Sub m Sub 2 Basis b
41	$a :_{2} b : c$	a colon Sub 2 Base b colon c	a kolon Sub 2 Basis b kolon c
42
43	$a$	a	a
44	$a + b$	a plus b	a pluss b
45	$a + b$	a plus b	a pluss b
46
47	$a$	a	a
48	$a$	a	a
49	$a + b$	a plus b	a pluss b
50	$a + b$	a plus b	a pluss b
51		something	something
52	$a$	a something	a something
53	$a$	a	a
54	$a + b$	a plus b	a pluss b
55	$a + b$	a plus b	a pluss b

Bokmal Mathspeak Embellished Symbols tests. Locale: nb, Style: Superbrief.

0	$a +_{2} b$	a plus Sub 2 Base b	a pluss Sub 2 Basis b
1	$a +^{2} b$	a plus Sup 2 Base b	a pluss Sub 2 Basis b
2	$a +^{3} b$	a plus Sup 3 Base b	a pluss Sub 3 Basis b
3	$a +^{n} b$	a plus Sup n Base b	a pluss Sub n Basis b
4	$a +^{'} b$	a plus prime b	a pluss apostrof b
5	$a +_{m}^{2} b$	a plus Sub m Sup 2 Base b	a pluss Sub m Sub 2 Basis b
6	$a +_{m}^{3} b$	a plus Sub m Sup 3 Base b	a pluss Sub m Sub 3 Basis b
7	$a +_{m}^{n} b$	a plus Sub m Sup n Base b	a pluss Sub m Sub n Basis b
8	$a +_{m}^{'} b$	a plus prime Sub m Base b	a pluss apostrof Sub m Basis b
9	$a +_{m}^{'} b +_{m}^{'} c$	a plus prime Sub m Base b plus prime Sub m Base c	a pluss apostrof Sub m Basis b pluss apostrof Sub m Basis c
10	$a +_{m}^{2} b$	a plus Sub m Sup 2 Base b	a pluss Sub m Sub 2 Basis b
11	$a {}^{3}+_{m}^{2} b$	a Sup 3 Base plus Sub m Sup 2 Base b	a Sub 3 Basis pluss Sub m Sub 2 Basis b
12	$a {}_{3}+_{m}^{2} b$	a Sub 3 Base plus Sub m Sup 2 Base b	a Sub 3 Basis pluss Sub m Sub 2 Basis b
13	$a {}_{3}^{n}+_{m}^{2} b$	a Sub 3 Sup n Base plus Sub m Sup 2 Base b	a Sub 3 Sub n Basis pluss Sub m Sub 2 Basis b
14	$a =_{2} b$	a equals Sub 2 Base b	a er lik Sub 2 Basis b
15	$a =^{2} b$	a equals Sup 2 Base b	a er lik Sub 2 Basis b
16	$a =^{3} b$	a equals Sup 3 Base b	a er lik Sub 3 Basis b
17	$a =^{n} b$	a equals Sup n Base b	a er lik Sub n Basis b
18	$a =^{'} b$	a equals prime b	a er lik apostrof b
19	$a =_{m}^{2} b$	a equals Sub m Sup 2 Base b	a er lik Sub m Sub 2 Basis b
20	$a =_{m}^{3} b$	a equals Sub m Sup 3 Base b	a er lik Sub m Sub 3 Basis b
21	$a =_{m}^{n} b$	a equals Sub m Sup n Base b	a er lik Sub m Sub n Basis b
22	$a =_{m}^{'} b$	a equals prime Sub m Base b	a er lik apostrof Sub m Basis b
23	$a =_{m}^{2} b$	a equals Sub m Sup 2 Base b	a er lik Sub m Sub 2 Basis b
24	$a {}^{3}=_{m}^{2} b$	a Sup 3 Base equals Sub m Sup 2 Base b	a Sub 3 Basis er lik Sub m Sub 2 Basis b
25	$a {}_{3}=_{m}^{2} b$	a Sub 3 Base equals Sub m Sup 2 Base b	a Sub 3 Basis er lik Sub m Sub 2 Basis b
26	$a {}_{3}^{n}=_{m}^{2} b$	a Sub 3 Sup n Base equals Sub m Sup 2 Base b	a Sub 3 Sub n Basis er lik Sub m Sub 2 Basis b
27	$a =_{2} b = c$	a equals Sub 2 Base b equals c	a er lik Sub 2 Basis b er lik c
28	$a :_{2} b$	a colon Sub 2 Base b	a kolon Sub 2 Basis b
29	$a :^{2} b$	a colon Sup 2 Base b	a kolon Sub 2 Basis b
30	$a :^{3} b$	a colon Sup 3 Base b	a kolon Sub 3 Basis b
31	$a :^{n} b$	a colon Sup n Base b	a kolon Sub n Basis b
32	$a :^{'} b$	a colon prime b	a kolon apostrof b
33	$a :_{m}^{2} b$	a colon Sub m Sup 2 Base b	a kolon Sub m Sub 2 Basis b
34	$a :_{m}^{3} b$	a colon Sub m Sup 3 Base b	a kolon Sub m Sub 3 Basis b
35	$a :_{m}^{n} b$	a colon Sub m Sup n Base b	a kolon Sub m Sub n Basis b
36	$a :_{m}^{'} b$	a colon prime Sub m Base b	a kolon apostrof Sub m Basis b
37	$a :_{m}^{2} b$	a colon Sub m Sup 2 Base b	a kolon Sub m Sub 2 Basis b
38	$a {}^{3}:_{m}^{2} b$	a Sup 3 Base colon Sub m Sup 2 Base b	a Sub 3 Basis kolon Sub m Sub 2 Basis b
39	$a {}_{3}:_{m}^{2} b$	a Sub 3 Base colon Sub m Sup 2 Base b	a Sub 3 Basis kolon Sub m Sub 2 Basis b
40	$a {}_{3}^{n}:_{m}^{2} b$	a Sub 3 Sup n Base colon Sub m Sup 2 Base b	a Sub 3 Sub n Basis kolon Sub m Sub 2 Basis b
41	$a :_{2} b : c$	a colon Sub 2 Base b colon c	a kolon Sub 2 Basis b kolon c
42
43	$a$	a	a
44	$a + b$	a plus b	a pluss b
45	$a + b$	a plus b	a pluss b
46
47	$a$	a	a
48	$a$	a	a
49	$a + b$	a plus b	a pluss b
50	$a + b$	a plus b	a pluss b
51		something	something
52	$a$	a something	a something
53	$a$	a	a
54	$a + b$	a plus b	a pluss b
55	$a + b$	a plus b	a pluss b