math_delimiters.js 44 KB

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  1. [
  2. {
  3. "category": "Ps",
  4. "mappings": {
  5. "default": {
  6. "default": "left parenthesis",
  7. "alternative": "opening parenthesis"
  8. },
  9. "mathspeak": {
  10. "default": "left-parenthesis",
  11. "brief": "left-p'ren",
  12. "sbrief": "L p'ren"
  13. }
  14. },
  15. "key": "0028"
  16. },
  17. {
  18. "category": "Pe",
  19. "mappings": {
  20. "default": {
  21. "default": "right parenthesis",
  22. "alternative": "closing parenthesis"
  23. },
  24. "mathspeak": {
  25. "default": "right-parenthesis",
  26. "brief": "right-p'ren",
  27. "sbrief": "R p'ren"
  28. }
  29. },
  30. "key": "0029"
  31. },
  32. {
  33. "category": "Ps",
  34. "mappings": {
  35. "default": {
  36. "default": "left square bracket",
  37. "alternative": "opening square bracket"
  38. },
  39. "mathspeak": {
  40. "default": "left-bracket",
  41. "brief": "left-brack",
  42. "sbrief": "L brack"
  43. }
  44. },
  45. "key": "005B"
  46. },
  47. {
  48. "category": "Pe",
  49. "mappings": {
  50. "default": {
  51. "default": "right square bracket",
  52. "alternative": "closing square bracket"
  53. },
  54. "mathspeak": {
  55. "default": "right-bracket",
  56. "brief": "right-brack",
  57. "sbrief": "R brack"
  58. }
  59. },
  60. "key": "005D"
  61. },
  62. {
  63. "category": "Ps",
  64. "mappings": {
  65. "default": {
  66. "default": "left curly bracket",
  67. "alternative": "opening curly bracket"
  68. },
  69. "mathspeak": {
  70. "default": "left-brace",
  71. "sbrief": "L brace"
  72. }
  73. },
  74. "key": "007B"
  75. },
  76. {
  77. "category": "Pe",
  78. "mappings": {
  79. "default": {
  80. "default": "right curly bracket",
  81. "alternative": "closing curly bracket"
  82. },
  83. "mathspeak": {
  84. "default": "right-brace",
  85. "sbrief": "R brace"
  86. }
  87. },
  88. "key": "007D"
  89. },
  90. {
  91. "category": "Ps",
  92. "mappings": {
  93. "default": {
  94. "default": "left square bracket with quill"
  95. },
  96. "mathspeak": {
  97. "default": "left-bracket with quill",
  98. "brief": "left-brack with quill",
  99. "sbrief": "L brack with quill"
  100. }
  101. },
  102. "key": "2045"
  103. },
  104. {
  105. "category": "Pe",
  106. "mappings": {
  107. "default": {
  108. "default": "right square bracket with quill"
  109. },
  110. "mathspeak": {
  111. "default": "right-bracket with quill",
  112. "brief": "right-brack with quill",
  113. "sbrief": "R brack with quill"
  114. }
  115. },
  116. "key": "2046"
  117. },
  118. {
  119. "category": "Sm",
  120. "mappings": {
  121. "default": {
  122. "default": "left ceiling"
  123. }
  124. },
  125. "key": "2308"
  126. },
  127. {
  128. "category": "Sm",
  129. "mappings": {
  130. "default": {
  131. "default": "right ceiling"
  132. }
  133. },
  134. "key": "2309"
  135. },
  136. {
  137. "category": "Sm",
  138. "mappings": {
  139. "default": {
  140. "default": "left floor"
  141. }
  142. },
  143. "key": "230A"
  144. },
  145. {
  146. "category": "Sm",
  147. "mappings": {
  148. "default": {
  149. "default": "right floor"
  150. }
  151. },
  152. "key": "230B"
  153. },
  154. {
  155. "category": "So",
  156. "mappings": {
  157. "default": {
  158. "default": "bottom right crop"
  159. }
  160. },
  161. "key": "230C"
  162. },
  163. {
  164. "category": "So",
  165. "mappings": {
  166. "default": {
  167. "default": "bottom left crop"
  168. }
  169. },
  170. "key": "230D"
  171. },
  172. {
  173. "category": "So",
  174. "mappings": {
  175. "default": {
  176. "default": "top right crop"
  177. }
  178. },
  179. "key": "230E"
  180. },
  181. {
  182. "category": "So",
  183. "mappings": {
  184. "default": {
  185. "default": "top left crop"
  186. }
  187. },
  188. "key": "230F"
  189. },
  190. {
  191. "category": "So",
  192. "mappings": {
  193. "default": {
  194. "default": "top left corner"
  195. }
  196. },
  197. "key": "231C"
  198. },
  199. {
  200. "category": "So",
  201. "mappings": {
  202. "default": {
  203. "default": "top right corner"
  204. }
  205. },
  206. "key": "231D"
  207. },
  208. {
  209. "category": "So",
  210. "mappings": {
  211. "default": {
  212. "default": "bottom left corner"
  213. }
  214. },
  215. "key": "231E"
  216. },
  217. {
  218. "category": "So",
  219. "mappings": {
  220. "default": {
  221. "default": "bottom right corner"
  222. }
  223. },
  224. "key": "231F"
  225. },
  226. {
  227. "category": "Sm",
  228. "mappings": {
  229. "default": {
  230. "default": "top half integral"
  231. }
  232. },
  233. "key": "2320"
  234. },
  235. {
  236. "category": "Sm",
  237. "mappings": {
  238. "default": {
  239. "default": "bottom half integral"
  240. }
  241. },
  242. "key": "2321"
  243. },
  244. {
  245. "category": "Ps",
  246. "mappings": {
  247. "default": {
  248. "default": "left pointing angle bracket",
  249. "alternative": "bra"
  250. },
  251. "mathspeak": {
  252. "default": "left pointing angle"
  253. }
  254. },
  255. "key": "2329"
  256. },
  257. {
  258. "category": "Pe",
  259. "mappings": {
  260. "default": {
  261. "default": "right pointing angle bracket",
  262. "alternative": "ket"
  263. },
  264. "mathspeak": {
  265. "default": "right pointing angle"
  266. }
  267. },
  268. "key": "232A"
  269. },
  270. {
  271. "category": "Sm",
  272. "mappings": {
  273. "default": {
  274. "default": "left parenthesis upper hook"
  275. },
  276. "mathspeak": {
  277. "default": "left-parenthesis upper hook",
  278. "brief": "left-p'ren upper hook",
  279. "sbrief": "L p'ren upper hook"
  280. }
  281. },
  282. "key": "239B"
  283. },
  284. {
  285. "category": "Sm",
  286. "mappings": {
  287. "default": {
  288. "default": "left parenthesis extension"
  289. },
  290. "mathspeak": {
  291. "default": "left-parenthesis extension",
  292. "brief": "left-p'ren extension",
  293. "sbrief": "L p'ren extension"
  294. }
  295. },
  296. "key": "239C"
  297. },
  298. {
  299. "category": "Sm",
  300. "mappings": {
  301. "default": {
  302. "default": "left parenthesis lower hook"
  303. },
  304. "mathspeak": {
  305. "default": "left-parenthesis lower hook",
  306. "brief": "left-p'ren lower hook",
  307. "sbrief": "L p'ren lower hook"
  308. }
  309. },
  310. "key": "239D"
  311. },
  312. {
  313. "category": "Sm",
  314. "mappings": {
  315. "default": {
  316. "default": "right parenthesis upper hook"
  317. },
  318. "mathspeak": {
  319. "default": "right-parenthesis upper hook",
  320. "brief": "right-p'ren upper hook",
  321. "sbrief": "R p'ren upper hook"
  322. }
  323. },
  324. "key": "239E"
  325. },
  326. {
  327. "category": "Sm",
  328. "mappings": {
  329. "default": {
  330. "default": "right parenthesis extension"
  331. },
  332. "mathspeak": {
  333. "default": "right-parenthesis extension",
  334. "brief": "right-p'ren extension",
  335. "sbrief": "R p'ren extension"
  336. }
  337. },
  338. "key": "239F"
  339. },
  340. {
  341. "category": "Sm",
  342. "mappings": {
  343. "default": {
  344. "default": "right parenthesis lower hook"
  345. },
  346. "mathspeak": {
  347. "default": "right-parenthesis lower hook",
  348. "brief": "right-p'ren lower hook",
  349. "sbrief": "R p'ren lower hook"
  350. }
  351. },
  352. "key": "23A0"
  353. },
  354. {
  355. "category": "Sm",
  356. "mappings": {
  357. "default": {
  358. "default": "left square bracket upper corner"
  359. },
  360. "mathspeak": {
  361. "default": "left-bracket upper corner",
  362. "brief": "left-brack upper corner",
  363. "sbrief": "L brack upper corner"
  364. }
  365. },
  366. "key": "23A1"
  367. },
  368. {
  369. "category": "Sm",
  370. "mappings": {
  371. "default": {
  372. "default": "left square bracket extension"
  373. },
  374. "mathspeak": {
  375. "default": "left-bracket extension",
  376. "brief": "left-brack extension",
  377. "sbrief": "L brack extension"
  378. }
  379. },
  380. "key": "23A2"
  381. },
  382. {
  383. "category": "Sm",
  384. "mappings": {
  385. "default": {
  386. "default": "left square bracket lower corner"
  387. },
  388. "mathspeak": {
  389. "default": "left-bracket lower corner",
  390. "brief": "left-brack lower corner",
  391. "sbrief": "L brack lower corner"
  392. }
  393. },
  394. "key": "23A3"
  395. },
  396. {
  397. "category": "Sm",
  398. "mappings": {
  399. "default": {
  400. "default": "right square bracket upper corner"
  401. },
  402. "mathspeak": {
  403. "default": "right-bracket upper corner",
  404. "brief": "right-brack upper corner",
  405. "sbrief": "R brack upper corner"
  406. }
  407. },
  408. "key": "23A4"
  409. },
  410. {
  411. "category": "Sm",
  412. "mappings": {
  413. "default": {
  414. "default": "right square bracket extension"
  415. },
  416. "mathspeak": {
  417. "default": "right-bracket extension",
  418. "brief": "right-brack extension",
  419. "sbrief": "R brack extension"
  420. }
  421. },
  422. "key": "23A5"
  423. },
  424. {
  425. "category": "Sm",
  426. "mappings": {
  427. "default": {
  428. "default": "right square bracket lower corner"
  429. },
  430. "mathspeak": {
  431. "default": "right-bracket lower corner",
  432. "brief": "right-brack lower corner",
  433. "sbrief": "R brack lower corner"
  434. }
  435. },
  436. "key": "23A6"
  437. },
  438. {
  439. "category": "Sm",
  440. "mappings": {
  441. "default": {
  442. "default": "left curly bracket upper hook"
  443. },
  444. "mathspeak": {
  445. "default": "left-brace upper hook",
  446. "sbrief": "L brace upper hook"
  447. }
  448. },
  449. "key": "23A7"
  450. },
  451. {
  452. "category": "Sm",
  453. "mappings": {
  454. "default": {
  455. "default": "left curly bracket middle piece"
  456. },
  457. "mathspeak": {
  458. "default": "left-brace middle piece",
  459. "sbrief": "L brace middle piece"
  460. }
  461. },
  462. "key": "23A8"
  463. },
  464. {
  465. "category": "Sm",
  466. "mappings": {
  467. "default": {
  468. "default": "left curly bracket lower hook"
  469. },
  470. "mathspeak": {
  471. "default": "left-brace lower hook",
  472. "sbrief": "L brace lower hook"
  473. }
  474. },
  475. "key": "23A9"
  476. },
  477. {
  478. "category": "Sm",
  479. "mappings": {
  480. "default": {
  481. "default": "curly bracket extension"
  482. },
  483. "mathspeak": {
  484. "default": "brace extension"
  485. }
  486. },
  487. "key": "23AA"
  488. },
  489. {
  490. "category": "Sm",
  491. "mappings": {
  492. "default": {
  493. "default": "right curly bracket upper hook"
  494. },
  495. "mathspeak": {
  496. "default": "right-brace upper hook",
  497. "sbrief": "R brace upper hook"
  498. }
  499. },
  500. "key": "23AB"
  501. },
  502. {
  503. "category": "Sm",
  504. "mappings": {
  505. "default": {
  506. "default": "right curly bracket middle piece"
  507. },
  508. "mathspeak": {
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  510. "sbrief": "R brace middle piece"
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  515. {
  516. "category": "Sm",
  517. "mappings": {
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  520. },
  521. "mathspeak": {
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  523. "sbrief": "R brace lower hook"
  524. }
  525. },
  526. "key": "23AD"
  527. },
  528. {
  529. "category": "Sm",
  530. "mappings": {
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  533. }
  534. },
  535. "key": "23AE"
  536. },
  537. {
  538. "category": "Sm",
  539. "mappings": {
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  542. }
  543. },
  544. "key": "23AF"
  545. },
  546. {
  547. "category": "Sm",
  548. "mappings": {
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  551. },
  552. "mathspeak": {
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  554. }
  555. },
  556. "key": "23B0"
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  558. {
  559. "category": "Sm",
  560. "mappings": {
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  563. },
  564. "mathspeak": {
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  567. },
  568. "key": "23B1"
  569. },
  570. {
  571. "category": "Sm",
  572. "mappings": {
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  576. },
  577. "key": "23B2"
  578. },
  579. {
  580. "category": "Sm",
  581. "mappings": {
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  583. "default": "summation bottom"
  584. }
  585. },
  586. "key": "23B3"
  587. },
  588. {
  589. "category": "So",
  590. "mappings": {
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  593. },
  594. "mathspeak": {
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  596. "brief": "top-brack",
  597. "sbrief": "T brack"
  598. }
  599. },
  600. "key": "23B4"
  601. },
  602. {
  603. "category": "So",
  604. "mappings": {
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  607. },
  608. "mathspeak": {
  609. "default": "bottom-bracket",
  610. "brief": "bottom-brack",
  611. "sbrief": "B brack"
  612. }
  613. },
  614. "key": "23B5"
  615. },
  616. {
  617. "category": "So",
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  621. },
  622. "mathspeak": {
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  624. "brief": "bottom-brack over top-brack",
  625. "sbrief": "B brack over T brack"
  626. }
  627. },
  628. "key": "23B6"
  629. },
  630. {
  631. "category": "So",
  632. "mappings": {
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  635. }
  636. },
  637. "key": "23B7"
  638. },
  639. {
  640. "category": "So",
  641. "mappings": {
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  644. }
  645. },
  646. "key": "23B8"
  647. },
  648. {
  649. "category": "So",
  650. "mappings": {
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  653. }
  654. },
  655. "key": "23B9"
  656. },
  657. {
  658. "category": "Sm",
  659. "mappings": {
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  661. "default": "top parenthesis"
  662. },
  663. "mathspeak": {
  664. "default": "top-parenthesis",
  665. "brief": "top-p'ren",
  666. "sbrief": "t p'ren"
  667. }
  668. },
  669. "key": "23DC"
  670. },
  671. {
  672. "category": "Sm",
  673. "mappings": {
  674. "default": {
  675. "default": "bottom parenthesis"
  676. },
  677. "mathspeak": {
  678. "default": "bottom-parenthesis",
  679. "brief": "bottom-p'ren",
  680. "sbrief": "b p'ren"
  681. }
  682. },
  683. "key": "23DD"
  684. },
  685. {
  686. "category": "Sm",
  687. "mappings": {
  688. "default": {
  689. "default": "top curly bracket"
  690. },
  691. "mathspeak": {
  692. "default": "top-brace",
  693. "sbrief": "T brace"
  694. }
  695. },
  696. "key": "23DE"
  697. },
  698. {
  699. "category": "Sm",
  700. "mappings": {
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  702. "default": "bottom curly bracket"
  703. },
  704. "mathspeak": {
  705. "default": "bottom-brace",
  706. "sbrief": "B brace"
  707. }
  708. },
  709. "key": "23DF"
  710. },
  711. {
  712. "category": "Sm",
  713. "mappings": {
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  715. "default": "top tortoise shell bracket"
  716. }
  717. },
  718. "key": "23E0"
  719. },
  720. {
  721. "category": "Sm",
  722. "mappings": {
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  724. "default": "bottom tortoise shell bracket"
  725. }
  726. },
  727. "key": "23E1"
  728. },
  729. {
  730. "category": "Ps",
  731. "mappings": {
  732. "default": {
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  734. },
  735. "mathspeak": {
  736. "default": "medium left-parenthesis ornament",
  737. "brief": "medium left-p'ren ornament",
  738. "sbrief": "medium L p'ren ornament"
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  740. },
  741. "key": "2768"
  742. },
  743. {
  744. "category": "Pe",
  745. "mappings": {
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  747. "default": "medium right parenthesis ornament"
  748. },
  749. "mathspeak": {
  750. "default": "medium right-parenthesis ornament",
  751. "brief": "medium right-p'ren ornament",
  752. "sbrief": "medium R p'ren ornament"
  753. }
  754. },
  755. "key": "2769"
  756. },
  757. {
  758. "category": "Ps",
  759. "mappings": {
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  762. },
  763. "mathspeak": {
  764. "default": "medium flattened left-parenthesis ornament",
  765. "brief": "medium flattened left-p'ren ornament",
  766. "sbrief": "medium flattened L p'ren ornament"
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  768. },
  769. "key": "276A"
  770. },
  771. {
  772. "category": "Pe",
  773. "mappings": {
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  775. "default": "medium flattened right parenthesis ornament"
  776. },
  777. "mathspeak": {
  778. "default": "medium flattened right-parenthesis ornament",
  779. "brief": "medium flattened right-p'ren ornament",
  780. "sbrief": "medium flattened R p'ren ornament"
  781. }
  782. },
  783. "key": "276B"
  784. },
  785. {
  786. "category": "Ps",
  787. "mappings": {
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  790. },
  791. "mathspeak": {
  792. "default": "medium left pointing angle ornament"
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  794. },
  795. "key": "276C"
  796. },
  797. {
  798. "category": "Pe",
  799. "mappings": {
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  802. },
  803. "mathspeak": {
  804. "default": "medium right pointing angle ornament"
  805. }
  806. },
  807. "key": "276D"
  808. },
  809. {
  810. "category": "Ps",
  811. "mappings": {
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  813. "default": "heavy left pointing angle quotation mark ornament"
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  815. },
  816. "key": "276E"
  817. },
  818. {
  819. "category": "Pe",
  820. "mappings": {
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  822. "default": "heavy right pointing angle quotation mark ornament"
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  825. "key": "276F"
  826. },
  827. {
  828. "category": "Ps",
  829. "mappings": {
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  831. "default": "heavy left pointing angle bracket ornament"
  832. },
  833. "mathspeak": {
  834. "default": "heavy left pointing angle ornament"
  835. }
  836. },
  837. "key": "2770"
  838. },
  839. {
  840. "category": "Pe",
  841. "mappings": {
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  844. },
  845. "mathspeak": {
  846. "default": "heavy right pointing angle ornament"
  847. }
  848. },
  849. "key": "2771"
  850. },
  851. {
  852. "category": "Ps",
  853. "mappings": {
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  857. },
  858. "key": "2772"
  859. },
  860. {
  861. "category": "Pe",
  862. "mappings": {
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  864. "default": "light right tortoise shell bracket ornament"
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  866. },
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  868. },
  869. {
  870. "category": "Ps",
  871. "mappings": {
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  873. "default": "medium left curly bracket ornament"
  874. },
  875. "mathspeak": {
  876. "default": "medium left-brace ornament",
  877. "sbrief": "medium L brace ornament"
  878. }
  879. },
  880. "key": "2774"
  881. },
  882. {
  883. "category": "Pe",
  884. "mappings": {
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  886. "default": "medium right curly bracket ornament"
  887. },
  888. "mathspeak": {
  889. "default": "medium right-brace ornament",
  890. "sbrief": "medium R brace ornament"
  891. }
  892. },
  893. "key": "2775"
  894. },
  895. {
  896. "category": "Ps",
  897. "mappings": {
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  900. }
  901. },
  902. "key": "27C5"
  903. },
  904. {
  905. "category": "Pe",
  906. "mappings": {
  907. "default": {
  908. "default": "right s shaped bag delimiter"
  909. }
  910. },
  911. "key": "27C6"
  912. },
  913. {
  914. "category": "Ps",
  915. "mappings": {
  916. "default": {
  917. "default": "mathematical left white square bracket"
  918. },
  919. "mathspeak": {
  920. "default": "mathematical left white bracket"
  921. }
  922. },
  923. "key": "27E6"
  924. },
  925. {
  926. "category": "Pe",
  927. "mappings": {
  928. "default": {
  929. "default": "mathematical right white square bracket"
  930. },
  931. "mathspeak": {
  932. "default": "mathematical right white bracket"
  933. }
  934. },
  935. "key": "27E7"
  936. },
  937. {
  938. "category": "Ps",
  939. "mappings": {
  940. "default": {
  941. "default": "mathematical left angle bracket"
  942. },
  943. "mathspeak": {
  944. "default": "mathematical left-angle",
  945. "sbrief": "mathematical l angle"
  946. }
  947. },
  948. "key": "27E8"
  949. },
  950. {
  951. "category": "Pe",
  952. "mappings": {
  953. "default": {
  954. "default": "mathematical right angle bracket"
  955. },
  956. "mathspeak": {
  957. "default": "mathematical right-angle",
  958. "sbrief": "mathematical r angle"
  959. }
  960. },
  961. "key": "27E9"
  962. },
  963. {
  964. "category": "Ps",
  965. "mappings": {
  966. "default": {
  967. "default": "mathematical left double angle bracket"
  968. },
  969. "mathspeak": {
  970. "default": "mathematical left double angle"
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  972. },
  973. "key": "27EA"
  974. },
  975. {
  976. "category": "Pe",
  977. "mappings": {
  978. "default": {
  979. "default": "mathematical right double angle bracket"
  980. },
  981. "mathspeak": {
  982. "default": "mathematical right double angle"
  983. }
  984. },
  985. "key": "27EB"
  986. },
  987. {
  988. "category": "Ps",
  989. "mappings": {
  990. "default": {
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  992. }
  993. },
  994. "key": "27EC"
  995. },
  996. {
  997. "category": "Pe",
  998. "mappings": {
  999. "default": {
  1000. "default": "mathematical right white tortoise shell bracket"
  1001. }
  1002. },
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  1004. },
  1005. {
  1006. "category": "Ps",
  1007. "mappings": {
  1008. "default": {
  1009. "default": "mathematical left flattened parenthesis"
  1010. },
  1011. "mathspeak": {
  1012. "default": "mathematical flattened left-parenthesis",
  1013. "brief": "mathematical flattened left-p'ren",
  1014. "sbrief": "mathematical flattened L p'ren"
  1015. }
  1016. },
  1017. "key": "27EE"
  1018. },
  1019. {
  1020. "category": "Pe",
  1021. "mappings": {
  1022. "default": {
  1023. "default": "mathematical right flattened parenthesis"
  1024. },
  1025. "mathspeak": {
  1026. "default": "mathematical flattened right-parenthesis",
  1027. "brief": "mathematical flattened right-p'ren",
  1028. "sbrief": "mathematical flattened R p'ren"
  1029. }
  1030. },
  1031. "key": "27EF"
  1032. },
  1033. {
  1034. "category": "Ps",
  1035. "mappings": {
  1036. "default": {
  1037. "default": "left white curly bracket"
  1038. },
  1039. "mathspeak": {
  1040. "default": "left white brace"
  1041. }
  1042. },
  1043. "key": "2983"
  1044. },
  1045. {
  1046. "category": "Pe",
  1047. "mappings": {
  1048. "default": {
  1049. "default": "right white curly bracket"
  1050. },
  1051. "mathspeak": {
  1052. "default": "right white brace"
  1053. }
  1054. },
  1055. "key": "2984"
  1056. },
  1057. {
  1058. "category": "Ps",
  1059. "mappings": {
  1060. "default": {
  1061. "default": "left white parenthesis"
  1062. },
  1063. "mathspeak": {
  1064. "default": "white left-parenthesis",
  1065. "brief": "white left-p'ren",
  1066. "sbrief": "white L p'ren"
  1067. }
  1068. },
  1069. "key": "2985"
  1070. },
  1071. {
  1072. "category": "Pe",
  1073. "mappings": {
  1074. "default": {
  1075. "default": "right white parenthesis"
  1076. },
  1077. "mathspeak": {
  1078. "default": "white right-parenthesis",
  1079. "brief": "white right-p'ren",
  1080. "sbrief": "white R p'ren"
  1081. }
  1082. },
  1083. "key": "2986"
  1084. },
  1085. {
  1086. "category": "Ps",
  1087. "mappings": {
  1088. "default": {
  1089. "default": "z notation left image bracket"
  1090. }
  1091. },
  1092. "key": "2987"
  1093. },
  1094. {
  1095. "category": "Pe",
  1096. "mappings": {
  1097. "default": {
  1098. "default": "z notation right image bracket"
  1099. }
  1100. },
  1101. "key": "2988"
  1102. },
  1103. {
  1104. "category": "Ps",
  1105. "mappings": {
  1106. "default": {
  1107. "default": "z notation left binding bracket"
  1108. }
  1109. },
  1110. "key": "2989"
  1111. },
  1112. {
  1113. "category": "Pe",
  1114. "mappings": {
  1115. "default": {
  1116. "default": "z notation right binding bracket"
  1117. }
  1118. },
  1119. "key": "298A"
  1120. },
  1121. {
  1122. "category": "Ps",
  1123. "mappings": {
  1124. "default": {
  1125. "default": "left square bracket with underbar"
  1126. },
  1127. "mathspeak": {
  1128. "default": "left-bracket with underbar",
  1129. "brief": "left-brack with underbar",
  1130. "sbrief": "L brack with underbar"
  1131. }
  1132. },
  1133. "key": "298B"
  1134. },
  1135. {
  1136. "category": "Pe",
  1137. "mappings": {
  1138. "default": {
  1139. "default": "right square bracket with underbar"
  1140. },
  1141. "mathspeak": {
  1142. "default": "right-bracket with underbar",
  1143. "brief": "right-brack with underbar",
  1144. "sbrief": "R brack with underbar"
  1145. }
  1146. },
  1147. "key": "298C"
  1148. },
  1149. {
  1150. "category": "Ps",
  1151. "mappings": {
  1152. "default": {
  1153. "default": "left square bracket with tick in top corner"
  1154. },
  1155. "mathspeak": {
  1156. "default": "left-bracket with tick in top corner",
  1157. "brief": "left-brack with tick in top corner",
  1158. "sbrief": "L brack with tick in top corner"
  1159. }
  1160. },
  1161. "key": "298D"
  1162. },
  1163. {
  1164. "category": "Pe",
  1165. "mappings": {
  1166. "default": {
  1167. "default": "right square bracket with tick in bottom corner"
  1168. },
  1169. "mathspeak": {
  1170. "default": "right-bracket with tick in bottom corner",
  1171. "brief": "right-brack with tick in bottom corner",
  1172. "sbrief": "R brack with tick in bottom corner"
  1173. }
  1174. },
  1175. "key": "298E"
  1176. },
  1177. {
  1178. "category": "Ps",
  1179. "mappings": {
  1180. "default": {
  1181. "default": "left square bracket with tick in bottom corner"
  1182. },
  1183. "mathspeak": {
  1184. "default": "left-bracket with tick in bottom corner",
  1185. "brief": "left-brack with tick in bottom corner",
  1186. "sbrief": "L brack with tick in bottom corner"
  1187. }
  1188. },
  1189. "key": "298F"
  1190. },
  1191. {
  1192. "category": "Pe",
  1193. "mappings": {
  1194. "default": {
  1195. "default": "right square bracket with tick in top corner"
  1196. },
  1197. "mathspeak": {
  1198. "default": "right-bracket with tick in top corner",
  1199. "brief": "right-brack with tick in top corner",
  1200. "sbrief": "R brack with tick in top corner"
  1201. }
  1202. },
  1203. "key": "2990"
  1204. },
  1205. {
  1206. "category": "Ps",
  1207. "mappings": {
  1208. "default": {
  1209. "default": "left angle bracket with dot"
  1210. },
  1211. "mathspeak": {
  1212. "default": "left-angle with dot",
  1213. "sbrief": "l angle with dot"
  1214. }
  1215. },
  1216. "key": "2991"
  1217. },
  1218. {
  1219. "category": "Pe",
  1220. "mappings": {
  1221. "default": {
  1222. "default": "right angle bracket with dot"
  1223. },
  1224. "mathspeak": {
  1225. "default": "right-angle with dot",
  1226. "sbrief": "r angle with dot"
  1227. }
  1228. },
  1229. "key": "2992"
  1230. },
  1231. {
  1232. "category": "Ps",
  1233. "mappings": {
  1234. "default": {
  1235. "default": "left arc less than bracket"
  1236. }
  1237. },
  1238. "key": "2993"
  1239. },
  1240. {
  1241. "category": "Pe",
  1242. "mappings": {
  1243. "default": {
  1244. "default": "right arc greater than bracket"
  1245. }
  1246. },
  1247. "key": "2994"
  1248. },
  1249. {
  1250. "category": "Ps",
  1251. "mappings": {
  1252. "default": {
  1253. "default": "double left arc greater than bracket"
  1254. }
  1255. },
  1256. "key": "2995"
  1257. },
  1258. {
  1259. "category": "Pe",
  1260. "mappings": {
  1261. "default": {
  1262. "default": "double right arc less than bracket"
  1263. }
  1264. },
  1265. "key": "2996"
  1266. },
  1267. {
  1268. "category": "Ps",
  1269. "mappings": {
  1270. "default": {
  1271. "default": "left black tortoise shell bracket"
  1272. }
  1273. },
  1274. "key": "2997"
  1275. },
  1276. {
  1277. "category": "Pe",
  1278. "mappings": {
  1279. "default": {
  1280. "default": "right black tortoise shell bracket"
  1281. }
  1282. },
  1283. "key": "2998"
  1284. },
  1285. {
  1286. "category": "Ps",
  1287. "mappings": {
  1288. "default": {
  1289. "default": "left wiggly fence"
  1290. }
  1291. },
  1292. "key": "29D8"
  1293. },
  1294. {
  1295. "category": "Pe",
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  2040. "mathspeak": {
  2041. "default": "fullwidth right-parenthesis",
  2042. "brief": "fullwidth right-p'ren",
  2043. "sbrief": "fullwidth R p'ren"
  2044. }
  2045. },
  2046. "key": "FF09"
  2047. },
  2048. {
  2049. "category": "Ps",
  2050. "mappings": {
  2051. "default": {
  2052. "default": "fullwidth left square bracket",
  2053. "alternative": "fullwidth opening square bracket"
  2054. },
  2055. "mathspeak": {
  2056. "default": "fullwidth left-bracket",
  2057. "brief": "fullwidth left-brack",
  2058. "sbrief": "fullwidth L brack"
  2059. }
  2060. },
  2061. "key": "FF3B"
  2062. },
  2063. {
  2064. "category": "Pe",
  2065. "mappings": {
  2066. "default": {
  2067. "default": "fullwidth right square bracket",
  2068. "alternative": "fullwidth closing square bracket"
  2069. },
  2070. "mathspeak": {
  2071. "default": "fullwidth right-bracket",
  2072. "brief": "fullwidth right-brack",
  2073. "sbrief": "fullwidth r brack"
  2074. }
  2075. },
  2076. "key": "FF3D"
  2077. },
  2078. {
  2079. "category": "Ps",
  2080. "mappings": {
  2081. "default": {
  2082. "default": "fullwidth left curly bracket",
  2083. "alternative": "fullwidth opening curly bracket"
  2084. },
  2085. "mathspeak": {
  2086. "default": "fullwidth left-brace",
  2087. "sbrief": "fullwidth L brace"
  2088. }
  2089. },
  2090. "key": "FF5B"
  2091. },
  2092. {
  2093. "category": "Pe",
  2094. "mappings": {
  2095. "default": {
  2096. "default": "fullwidth right curly bracket",
  2097. "alternative": "fullwidth closing curly bracket"
  2098. },
  2099. "mathspeak": {
  2100. "default": "fullwidth right-brace",
  2101. "sbrief": "fullwidth r brace"
  2102. }
  2103. },
  2104. "key": "FF5D"
  2105. },
  2106. {
  2107. "category": "Ps",
  2108. "mappings": {
  2109. "default": {
  2110. "default": "fullwidth white left parenthesis"
  2111. },
  2112. "mathspeak": {
  2113. "default": "fullwidth white left-parenthesis",
  2114. "brief": "fullwidth white left-p'ren",
  2115. "sbrief": "fullwidth white L p'ren"
  2116. }
  2117. },
  2118. "key": "FF5F"
  2119. },
  2120. {
  2121. "category": "Pe",
  2122. "mappings": {
  2123. "default": {
  2124. "default": "fullwidth white right parenthesis"
  2125. },
  2126. "mathspeak": {
  2127. "default": "fullwidth white right-parenthesis",
  2128. "brief": "fullwidth white right-p'ren",
  2129. "sbrief": "fullwidth white R p'ren"
  2130. }
  2131. },
  2132. "key": "FF60"
  2133. },
  2134. {
  2135. "category": "Ps",
  2136. "mappings": {
  2137. "default": {
  2138. "default": "halfwidth left corner bracket",
  2139. "alternative": "halfwidth opening corner bracket"
  2140. }
  2141. },
  2142. "key": "FF62"
  2143. },
  2144. {
  2145. "category": "Pe",
  2146. "mappings": {
  2147. "default": {
  2148. "default": "halfwidth right corner bracket",
  2149. "alternative": "halfwidth closing corner bracket"
  2150. }
  2151. },
  2152. "key": "FF63"
  2153. }
  2154. ]