OtjJ#HddlmZddlmZdZdZdZdZdZdZ d Z d S) interval)raisescLtddtdddkdksJtddtdddkdksJtddtdddkdksJtddtdd kd ksJtd dtd d kd ksJtd dtdd kd ksJtdd tdd kd ksJtdd td d kd ksJtdd tddkdksJtdd dtddkdksJtdd dtdd kdksJtdddkd ksJtdddkdksJtdd dtdd kdksJtdd dtdd kdksJtdd}t|tddkdksJ|jdksJd |vsJd|vsJd|vsJtd d |vsJtdd |vsJd|vsJd|vsJttd td}d |vsJ||vsJtd td|vsJttd d|vsJtdd|vsJtddd tdd kdksJttddS)NTis_validTTFTFTN?NTrFT)NN ig333333g333333@infgd~Qgd~QJc$tdddS)Nrrrrq/var/www/html/CA-Chatbot/venv/lib/python3.11/site-packages/sympy/plotting/intervalmath/tests/test_intervalmath.pyztest_interval..(sx1a00r)rwidthfloatr ValueError)interinterbs r test_intervalr$s QNNhq!d;;; ; L L L L QNNhq!e<<< < N N N N QNNhq!d;;; ; L L L L Q  A .< ? ? ? ? QNNhq!nn , > > > > QNNhq!nn , = = = = QNNhq!nn , > > > > QNNhq!nn , = = = = QNNhr2.. .< ? ? ? ?A&&&(2r*:*::} M M M M QD ) ) )Xb!__ < M M M M QNNa M 1 1 1 1 QNNa L 0 0 0 0 QE * * *hq!nn < N N N N QD ) ) )Xa^^ ; L L L L ROOE UOOxA .< ? ? ? ? ;"     :::: ;;;; :::: Aq>>U " " " " B??% ' ' ' '      e     uU||mU5\\ 2 2F :::: F???? AuU|| $ $ . . . . U5\\M1 % % / / / / E4 F * * * * "b5 ) ) ))Xa^^;  N N N N :0011111rc&tddtddztddkdksJdtddztddkdksJtdddztddkdksJdtdtdztdtdk}|dksJdtddd z}|jdusJdtddd z}|jJtddd tddd z}|jdusJtddtd dd z}|jJtddd dz}|jdusJdS) Nrrrrr rrFrrrr r )compareas rtest_interval_addr)+s QNNXa^^ +x1~~ =, N N N N A (1a.. 0\ A A A A QNNQ (1a.. 0\ A A A A8AuU||,,,E%LL0I0IIG l " " " " HQE * * **A :     HQD ) ) ))A :   A&&&!Q)F)F)FFA :    A"a$7777A :   A&&&*A :      rcTtddtddz tddkdksJtdddz tddkdksJdtddz tddkdksJdtddd z }|jdusJtdd d dz }|jJtdd d tdd z }|jdusJtdd d tdd z }|jJdS) Nrrrr rrFrrrrr r(s rtest_interval_subr.=sG QNNXa^^ +xA >< O O O O QNNQ (1a.. 0\ A A A A A (2q// 1l B B B B HQE * * **A :    A%%%)A :   A&&&!Q7A :    A%%%A6A :     rc& tddtddkdksJtddtddkdksJtddtddkd ksJtddtddkdksJtddtd d kdksJtddtddkdksJtddtdd kd ksJtddd tddkdksJtddd tddkdksJtddd kdksJtdddkdksJtdddkd ksJtddtddkdksJtddtddkdksJtddtddkd ksJtdddkdksJtdddkd ksJtdddkdksJtdddkdksJtdddkdksJtdddkd ksJtdddkdksJtdddkdksJtdddkd ksJtddtddkdksJtddtdd kdksJtddtddkd ksJtdddkdksJtdddkdksJtdddkd ksJdtddkdksJtddd tddd k}|dksJtddd tddd k}|dksJtddd tddd k}|dksJtddd tddd k}|dksJtddd tddd k}|dksJtddd tddd k}|dksJdS)Nrrrrr rrrrr Fr)FF)FNrg@rg333333?r r rrr-s rtest_interval_inequalityr2Ks QNNXa^^ + < < < < QNNXa^^ + < < < < QNNXb!__ , > > > > QNNhq!nn , = = = = QNNhsA.. .< ? ? ? ? QNNhq!nn , = = = = QNNhq#.. .= @ @ @ @A&&&(2q//9n M M M M QD ) ) )Xb!__ < N N N N QNNc !l 2 2 2 2 QNNa L 0 0 0 0 QNNa M 1 1 1 1 QNNXa^^ + < < < < QNNXa^^ + < < < < QNNXc1-- -- ? ? ? ? ROOq \ 1 1 1 1 ROOq ] 2 2 2 2 ROOq \ 1 1 1 1 ROOq \ 1 1 1 1 QNNQ < / / / / QNNQ = 0 0 0 0 QNNQ < / / / / QNNQ < / / / / QNNQ = 0 0 0 0 QNNhq!nn , = = = = QNNhq#.. .< ? ? ? ? QNNhq!nn , > > > > QNNa L 0 0 0 0 QNNc !l 2 2 2 2 QNNa M 1 1 1 1 A < / / / /Q'''(1a$*G*G*GGA    Q&&&!Q)G)G)GGA    Q&&&!Q)F)F)FFA    Q'''(2rD*I*I*IIA    Q&&&"b5)I)I)IIA    Q&&&"b4)H)H)HHA      rctddtddztddkdksJtddtddztddk}|dksJtddtd d ztd dk}|dksJtdd dztdd kdksJd tddztd d kdksJd tddd z}|jd usJd tdddz}|jJtddd tdddz}|jd usJdS)Nrrrr2r rirrr0rFrr,r-s rtest_interval_mulr5|sA!R(HQOO;  M M M MQ(1b//)Xc2->->>A    Q(2q//)Xb!__s !Q!Q & & &'''"d  "d  $  rN) sympy.plotting.intervalmathrsympy.testing.pytestrr$r)r.r2r5r;r>rrrrAs000000''''''#2#2#2L$   ...b,444l     r