LaurenThompsonFinal.mw

Lauren Thompson 

 

> with(plots); -1
 

> with(plottools); -1
 

> macro(shade1 = RGB(`*`(238, `/`(1, 255)), 0, `*`(238, `/`(1, 255)))); 1
 

shade1 (1)
 

> macro(shade2 = RGB(`/`(73, 255), `/`(52, 255), `/`(163, 255))); 1
 

shade1, shade2 (2)
 

> macro(shade3 = RGB(`*`(255, `/`(1, 255)), `*`(51, `/`(1, 255)), `*`(51, `/`(1, 255)))); 1
 

shade1, shade2, shade3 (3)
 

> macro(shade4 = RGB(`*`(255, `/`(1, 255)), `*`(102, `/`(1, 255)), `*`(51, `/`(1, 255)))); 1
 

shade1, shade2, shade3, shade4 (4)
 

> macro(shade5 = RGB(`*`(255, `/`(1, 255)), `*`(255, `/`(1, 255)), `*`(102, `/`(1, 255)))); 1
 

shade1, shade2, shade3, shade4, shade5 (5)
 

> macro(shade6 = RGB(`*`(255, `/`(1, 255)), `*`(204, `/`(1, 255)), `*`(153, `/`(1, 255)))); 1
 

shade1, shade2, shade3, shade4, shade5, shade6 (6)
 

> macro(shade7 = RGB(`*`(255, `/`(1, 255)), `*`(204, `/`(1, 255)), `*`(204, `/`(1, 255)))); 1
 

shade1, shade2, shade3, shade4, shade5, shade6, shade7 (7)
 

> macro(shade8 = RGB(`*`(102, `/`(1, 255)), `*`(51, `/`(1, 255)), `*`(102, `/`(1, 255)))); 1
 

shade1, shade2, shade3, shade4, shade5, shade6, shade7, shade8 (8)
 

> macro(shade9 = RGB(`*`(102, `/`(1, 255)), `*`(102, `/`(1, 255)), `*`(153, `/`(1, 255)))); 1
 

shade1, shade2, shade3, shade4, shade5, shade6, shade7, shade8, shade9 (9)
 

> macro(shade9 = RGB(`*`(102, `/`(1, 255)), `*`(51, `/`(1, 255)), `*`(102, `/`(1, 255)))); 1
 

shade1, shade2, shade3, shade4, shade5, shade6, shade7, shade8, shade9 (10)
 

>
 

Loading plottools  

>
 

Loading plots  

> `assign`(p1, plot(`+`(`^`(`+`(`*`(25, `*`(x))), `/`(1, 2)), .1), x = 0 .. 5, color = green, scaling = constrained, view = [-5 .. 5, 0 .. 5]))
 

PLOT(CURVES([[0., .100000000000000], [0.262880251256281e-1, .910679115396902], [0.491610952261307e-1, 1.20861507325729], [0.748842547738694e-1, 1.46824938127036], [.100777924120603, 1.68727694590928],... (11)
 

> `assign`(p2, plot(`+`(`^`(`*`(25, `+`(x, .1)), `/`(2.5)), .13), x = -.1 .. 1.848, color = green))
 

PLOT(CURVES([[-.100000000000000, .130000000000000], [-0.948790927055276e-1, .569455363101391], [-0.897581854110553e-1, .709864828043860], [-0.853025113554774e-1, .799997615088324], [-0.808468372998995... (12)
 

> `assign`(p3, plot(`+`(`^`(`*`(30, `+`(`-`(x), .1)), `/`(2.5)), .13), x = -1 .. 4.5, color = green))
 

PLOT(CURVES([[-1., 4.17953890729569], [-.971083172400000, 4.13661654783025], [-.945922795300000, 4.09870074965645], [-.917627319800000, 4.05540078510932], [-.889144283500000, 4.01107790171365], [-.860... (13)
 

> `assign`(p4a, plot(`+`(`*`(`^`(`*`(1000, `+`(`-`(x), .133)), `/`(1, 4))), .21), x = -1 .. -.108, color = green))
 

PLOT(CURVES([[-1., 6.01172951449942], [-.995310216317588, 6.00571645340201], [-.991229660611658, 6.00046925165903], [-.986640648948342, 5.99455113188792], [-.982021218336884, 5.98857538084831], [-.977... (14)
 

> `assign`(p4b, plot(`+`(`*`(`^`(`*`(1000, `+`(`-`(x), .133)), `/`(1, 4))), .21), x = 0.73e-1 .. 4, color = green))
 

PLOT(CURVES([[0.730000000000000e-1, 2.99315768371374], [0.781616537000000e-1, 2.93126657584863], [0.833233074500000e-1, 2.86483887397011], [0.884849612000000e-1, 2.79301357769578], [0.936466149300000e... (15)
 

> `assign`(p5, plot(`+`(`^`(`+`(`*`(3000, `*`(x))), `/`(1, 6)), `-`(arccos(`+`(`*`(2, `*`(x))))), 1), x = 0 .. 1.5, color = green))
 

PLOT(CURVES([[0., -.570796326794897], [0.246450235500000e-3, .380611684413726], [0.492900471000000e-3, .497555597251254], [0.739350706500000e-3, .572671472853104], [0.985800942000000e-3, .629253241022... (16)
 

> `assign`(p6, plot(`+`(`*`(`^`(`*`(3000, `+`(.25, `-`(x))), `/`(1, 6))), `-`(arccos(`*`(2, `+`(.25, `-`(x))))), .5), x = -5 .. 2, color = green, scaling = constrained))
 

PLOT(CURVES([[-.249568765300000, 3.84134070735350], [-.248440114400000, 3.80258975611122], [-.247311463600000, 3.77657495714419], [-.245054161900000, 3.73699210180252], [-.242796860200000, 3.705242713... (17)
 

> `assign`(p7, plot([`+`(`+`(1.848, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.873, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 0 .. `+`(`*`(2, `*`(Pi)))], color = green))
 

PLOT(CURVES([[1.97800000000000, 4.87300000000000], [1.97733967033275, 4.87298908919841], [1.97676680389617, 4.87296185948557], [1.97612628025015, 4.87291157814964], [1.97548745812365, 4.87284004822884... (18)
 

> `assign`(p8, plot([`+`(`+`(1.848, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.873, `*`(0.18e-1, `*`(t, `*`(sin(t))))), t = Pi .. `+`(`*`(2, `*`(Pi)))], color = green))
 

PLOT(CURVES([[2.04083185308000, 4.87299999997680], [2.04115358239732, 4.87206110324503], [2.04141936275940, 4.87123638428137], [2.04170229881606, 4.87030046696430], [2.04196980765477, 4.86934957178542... (19)
 

> `assign`(p9, plot([`+`(`+`(1.799, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.814, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 0 .. `+`(`*`(2, `*`(Pi)))], color = green, scaling = constrained)...
`assign`(p9, plot([`+`(`+`(1.799, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.814, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 0 .. `+`(`*`(2, `*`(Pi)))], color = green, scaling = constrained)...
 

PLOT(CURVES([[1.92900000000000, 4.81400000000000], [1.92833967033275, 4.81398908919841], [1.92776680389618, 4.81396185948557], [1.92712628025015, 4.81391157814964], [1.92648745812365, 4.81384004822884... (20)
 

> `assign`(p10, plot([`+`(`+`(1.799, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.814, `*`(0.1e-1, `*`(t, `*`(sin(t))))), t = Pi .. `+`(`*`(2, `*`(Pi)))], color = green))
 

PLOT(CURVES([[1.99183185308000, 4.81399999998711], [1.99215358239732, 4.81347839069169], [1.99241936275940, 4.81302021348965], [1.99270229881606, 4.81250025942461], [1.99296980765477, 4.81197198432523... (21)
 

> `assign`(p11, plot([`+`(`+`(1.71, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.728, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 1 .. `*`(`+`(`*`(15, `*`(Pi))), `/`(1, 8))], color = green, scali...
`assign`(p11, plot([`+`(`+`(1.71, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.728, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 1 .. `*`(`+`(`*`(15, `*`(Pi))), `/`(1, 8))], color = green, scali...
 

PLOT(CURVES([[1.82919395388264, 4.71958529015192], [1.82936356938080, 4.71922930180281], [1.82953525884239, 4.71891867989855], [1.82975532722208, 4.71856883060523], [1.83000587382810, 4.71821659062383... (22)
 

> `assign`(p12, plot([`+`(`+`(1.71, .13), `-`(`*`(0.174e-1, `*`(t, `*`(cos(t)))))), `+`(4.728, `*`(0.1e-1, `*`(t, `*`(sin(t))))), t = `*`(`*`(8.5, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(16.9, `*`(Pi))), `/...
 

PLOT(CURVES([[1.89696419954110, 4.72148799780470], [1.89705403612100, 4.72088444632398], [1.89711644218128, 4.72035625073665], [1.89716893325429, 4.71975902685494], [1.89720268130050, 4.71915459932022... (23)
 

> `assign`(p13, plot([`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), 1.789), `+`(`+`(`+`(`-`(`*`(0.1e-1, `*`(t, `*`(sin(t))))), `-`(0.2e-1)), 0.985e-1), 4.803), t = `*`(`+`(`*`(12.3, `*`(Pi))), `/`(1, 8)) ....
`assign`(p13, plot([`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), 1.789), `+`(`+`(`+`(`-`(`*`(0.1e-1, `*`(t, `*`(sin(t))))), `-`(0.2e-1)), 0.985e-1), 4.803), t = `*`(`+`(`*`(12.3, `*`(Pi))), `/`(1, 8)) ....
 

PLOT(CURVES([[1.78445816807671, 4.92946717975125], [1.78383175276489, 4.92952842487728], [1.78328450844109, 4.92957129332118], [1.78266676938138, 4.92960783991487], [1.78204262528362, 4.92963207717834... (24)
 

> `assign`(p14, plot([`+`(`-`(`*`(0.17e-1, `*`(t, `*`(cos(t))))), 1.789), `+`(`+`(`*`(0.21e-1, `*`(t, `*`(sin(t)))), 0.985e-1), 4.803), t = `+`(`*`(`/`(1, 8), `*`(Pi))) .. `*`(`+`(`*`(12, `*`(Pi))), `/`...
 

PLOT(CURVES([[1.78283228705037, 4.90465586808348], [1.78253864006421, 4.90502054951246], [1.78229159027177, 4.90535251816514], [1.78202358900284, 4.90574180711420], [1.78176478057592, 4.90615035421297... (25)
 

>
 

> `assign`(p15, plot([`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), 1.789), `+`(`+`(`+`(`-`(`*`(0.1e-1, `*`(t, `*`(sin(t))))), `-`(0.2e-1)), 0.985e-1), 4.803), t = `*`(`+`(`*`(12.3, `*`(Pi))), `/`(1, 8)) ....
`assign`(p15, plot([`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), 1.789), `+`(`+`(`+`(`-`(`*`(0.1e-1, `*`(t, `*`(sin(t))))), `-`(0.2e-1)), 0.985e-1), 4.803), t = `*`(`+`(`*`(12.3, `*`(Pi))), `/`(1, 8)) ....
 

PLOT(CURVES([[1.78445816807671, 4.92946717975125], [1.78383175276489, 4.92952842487728], [1.78328450844109, 4.92957129332118], [1.78266676938138, 4.92960783991487], [1.78204262528362, 4.92963207717834... (26)
 

> `assign`(p16, plot([`+`(`-`(`*`(0.17e-1, `*`(t, `*`(cos(t))))), 1.789), `+`(`+`(`*`(0.21e-1, `*`(t, `*`(sin(t)))), 0.985e-1), 4.803), t = `+`(`*`(`/`(1, 8), `*`(Pi))) .. `*`(`+`(`*`(12, `*`(Pi))), `/`...
 

PLOT(CURVES([[1.78283228705037, 4.90465586808348], [1.78253864006421, 4.90502054951246], [1.78229159027177, 4.90535251816514], [1.78202358900284, 4.90574180711420], [1.78176478057592, 4.90615035421297... (27)
 

>
 

> `assign`(p17, plot([`+`(`+`(`+`(`+`(`+`(1.799, .13), `-`(`*`(0.3e-1, `*`(t, `*`(cos(`+`(`*`(1.001, `*`(t)))))))), `-`(1.869)), 1.824), `-`(1.545)), 1.372), `+`(`+`(`+`(`+`(`+`(4.814, `-`(`*`(0.2e-1, `...
`assign`(p17, plot([`+`(`+`(`+`(`+`(`+`(1.799, .13), `-`(`*`(0.3e-1, `*`(t, `*`(cos(`+`(`*`(1.001, `*`(t)))))))), `-`(1.869)), 1.824), `-`(1.545)), 1.372), `+`(`+`(`+`(`+`(`+`(4.814, `-`(`*`(0.2e-1, `...
 

PLOT(CURVES([[1.74435487317966, 4.35683825096650], [1.74545468596769, 4.35692543250680], [1.74641486974885, 4.35701280441423], [1.74749795935002, 4.35712395544081], [1.74859134927416, 4.35724971940160... (28)
 

> `assign`(p18, plot([`+`(`+`(`+`(`+`(`+`(1.799, .13), `-`(`*`(0.1e-1, `*`(t, `*`(cos(t))))), `-`(1.869)), 1.824), `-`(1.545)), 1.372), `+`(`+`(`+`(`+`(`+`(4.814, `*`(0.15e-1, `*`(t, `*`(sin(`+`(`*`(1.1...
`assign`(p18, plot([`+`(`+`(`+`(`+`(`+`(1.799, .13), `-`(`*`(0.1e-1, `*`(t, `*`(cos(t))))), `-`(1.869)), 1.824), `-`(1.545)), 1.372), `+`(`+`(`+`(`+`(`+`(4.814, `*`(0.15e-1, `*`(t, `*`(sin(`+`(`*`(1.1...
 

PLOT(CURVES([[1.70544639632715, 4.40195832173431], [1.70540844201148, 4.40258784403608], [1.70539169141122, 4.40314287068411], [1.70539132309468, 4.40377372263325], [1.70541107209142, 4.40441433524630... (29)
 

> `assign`(p19, plot([`+`(`+`(`+`(`+`(`+`(`+`(0.6e-1, `*`(.3, `*`(t, `*`(cos(t))))), 1.5), 1.5), -1.01), `-`(1.545)), 1.372), `+`(`+`(`+`(`+`(`+`(`+`(`-`(0.93e-1), `*`(.9, `*`(t, `*`(sin(t))))), 2.5), 4...
`assign`(p19, plot([`+`(`+`(`+`(`+`(`+`(`+`(0.6e-1, `*`(.3, `*`(t, `*`(cos(t))))), 1.5), 1.5), -1.01), `-`(1.545)), 1.372), `+`(`+`(`+`(`+`(`+`(`+`(`-`(0.93e-1), `*`(.9, `*`(t, `*`(sin(t))))), 2.5), 4...
 

PLOT(CURVES([[1.65158085095966, 4.48662989815704], [1.65021951152552, 4.48694545270861], [1.64903388275857, 4.48721195147182], [1.64769926462531, 4.48750267940143], [1.64635446555713, 4.48778572092210... (30)
 

> `assign`(p20, plot([`+`(`+`(`+`(`-`(`*`(0.177e-1, `*`(t, `*`(cos(t))))), `-`(0.2e-1)), .132), 1.799), `+`(`+`(`+`(`*`(0.1e-1, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(1.1, `*`(t))))))), `-`(0.2e-1)), -0.64e-1...
`assign`(p20, plot([`+`(`+`(`+`(`-`(`*`(0.177e-1, `*`(t, `*`(cos(t))))), `-`(0.2e-1)), .132), 1.799), `+`(`+`(`+`(`*`(0.1e-1, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(1.1, `*`(t))))))), `-`(0.2e-1)), -0.64e-1...
 

PLOT(CURVES([[1.92429972979338, 4.58898873170223], [1.92522827619718, 4.58894231787160], [1.92604454674474, 4.58888248435514], [1.92697118534088, 4.58879319250502], [1.92791254658466, 4.58867939672056... (31)
 

> `assign`(p21, plot([`+`(`+`(`-`(`*`(0.21e-1, `*`(t, `*`(cos(t))))), .132), 1.799), `+`(`+`(`-`(`*`(0.1e-1, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(.9, `*`(t)))))))), `-`(0.64e-1)), 4.653), t = `*`(`+`(`*`(5....
`assign`(p21, plot([`+`(`+`(`-`(`*`(0.21e-1, `*`(t, `*`(cos(t))))), .132), 1.799), `+`(`+`(`-`(`*`(0.1e-1, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(.9, `*`(t)))))))), `-`(0.64e-1)), 4.653), t = `*`(`+`(`*`(5....
 

PLOT(CURVES([[1.96206358604415, 4.56312619811844], [1.96311682770971, 4.56307726191061], [1.96403299825933, 4.56304673649049], [1.96506242319537, 4.56302603549746], [1.96609703234031, 4.56302000521369... (32)
 

> `assign`(p22, plot([`+`(`+`(`*`(.3, `*`(t, `*`(cos(t)))), .5), 1.5), `+`(`+`(`+`(`+`(`+`(`*`(1.1, `*`(t, `*`(sin(t)))), 2.5), 4.5), `-`(4.01)), -4.821), 4.5), t = `*`(`+`(`*`(4.9, `*`(Pi))), `/`(1, 8)...
`assign`(p22, plot([`+`(`+`(`*`(.3, `*`(t, `*`(cos(t)))), .5), 1.5), `+`(`+`(`+`(`+`(`+`(`*`(1.1, `*`(t, `*`(sin(t)))), 2.5), 4.5), `-`(4.01)), -4.821), 4.5), t = `*`(`+`(`*`(4.9, `*`(Pi))), `/`(1, 8)...
 

PLOT(CURVES([[1.80019781936588, 4.65482086224380], [1.79899787487681, 4.65537246369609], [1.79795279380644, 4.65584467976421], [1.79677636632302, 4.65636713050135], [1.79559094340581, 4.65688382951364... (33)
 

>
 

> `assign`(p23, plot([`+`(`+`(`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), `-`(0.55e-2)), 0.56e-1), 1.69), `+`(`+`(`*`(0.75e-2, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(1.05, `*`(t))))))), `-`(0.28e-1)), 4.555), ...
`assign`(p23, plot([`+`(`+`(`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), `-`(0.55e-2)), 0.56e-1), 1.69), `+`(`+`(`*`(0.75e-2, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(1.05, `*`(t))))))), `-`(0.28e-1)), 4.555), ...
 

PLOT(CURVES([[1.74651117730774, 4.54290120126725], [1.74691618217896, 4.54293061107741], [1.74727209784901, 4.54294408653759], [1.74767602606135, 4.54294549494616], [1.74808627493868, 4.54293192770481... (34)
 

> `assign`(p24, plot([`+`(`+`(`-`(`*`(0.89e-2, `*`(t, `*`(cos(t))))), 0.56e-1), 1.69), `+`(`+`(`-`(`*`(0.85e-2, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(.95, `*`(t)))))))), `-`(0.28e-1)), 4.555), t = `*`(`+`(`*...
`assign`(p24, plot([`+`(`+`(`-`(`*`(0.89e-2, `*`(t, `*`(cos(t))))), 0.56e-1), 1.69), `+`(`+`(`-`(`*`(0.85e-2, `*`(`^`(t, 1.3), `*`(sin(`+`(`*`(.95, `*`(t)))))))), `-`(0.28e-1)), 4.555), t = `*`(`+`(`*...
 

PLOT(CURVES([[1.76566797351712, 4.50858071661787], [1.76604716756119, 4.50882894697167], [1.76637372719028, 4.50905640898298], [1.76673700736081, 4.50932502480586], [1.76709821878929, 4.50960916655744... (35)
 

> `assign`(p25, plot([`+`(`+`(`*`(.3, `*`(t, `*`(cos(t)))), .5), 1.39), `+`(`+`(`+`(`+`(`+`(`*`(1.1, `*`(t, `*`(sin(t)))), 2.5), 4.5), `-`(4.01)), -4.821), 4.4), t = `*`(`+`(`*`(4.9, `*`(Pi))), `/`(1, 8...
`assign`(p25, plot([`+`(`+`(`*`(.3, `*`(t, `*`(cos(t)))), .5), 1.39), `+`(`+`(`+`(`+`(`+`(`*`(1.1, `*`(t, `*`(sin(t)))), 2.5), 4.5), `-`(4.01)), -4.821), 4.4), t = `*`(`+`(`*`(4.9, `*`(Pi))), `/`(1, 8...
 

PLOT(CURVES([[1.69019781936588, 4.55482086224380], [1.68939799534306, 4.55518965148168], [1.68870162064445, 4.55550709947815], [1.68791797327575, 4.55586028208696], [1.68712859700003, 4.55621171647430... (36)
 

> `assign`(p26, plot([`+`(`+`(1.431, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.425, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 0 .. `+`(`*`(2, `*`(Pi)))], color = green))
 

PLOT(CURVES([[1.56100000000000, 4.42500000000000], [1.56033967033275, 4.42498908919841], [1.55976680389617, 4.42496185948557], [1.55912628025015, 4.42491157814964], [1.55848745812365, 4.42484004822884... (37)
 

> `assign`(p27, plot([`+`(`+`(1.431, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.425, `*`(0.18e-1, `*`(t, `*`(sin(t))))), t = Pi .. `+`(`*`(2, `*`(Pi)))], color = green))
 

PLOT(CURVES([[1.62383185308000, 4.42499999997680], [1.62415358239732, 4.42406110324503], [1.62441936275940, 4.42323638428137], [1.62470229881606, 4.42230046696430], [1.62496980765477, 4.42134957178542... (38)
 

> `assign`(p28, plot([`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), 1.492), `+`(`+`(`+`(`-`(`*`(0.1e-1, `*`(t, `*`(sin(t))))), `-`(0.2e-1)), 0.985e-1), 4.493), t = `*`(`+`(`*`(12.3, `*`(Pi))), `/`(1, 8)) ....
`assign`(p28, plot([`+`(`-`(`*`(0.8e-2, `*`(t, `*`(cos(t))))), 1.492), `+`(`+`(`+`(`-`(`*`(0.1e-1, `*`(t, `*`(sin(t))))), `-`(0.2e-1)), 0.985e-1), 4.493), t = `*`(`+`(`*`(12.3, `*`(Pi))), `/`(1, 8)) ....
 

PLOT(CURVES([[1.48745816807671, 4.61946717975125], [1.48683175276489, 4.61952842487728], [1.48628450844109, 4.61957129332118], [1.48566676938138, 4.61960783991487], [1.48504262528362, 4.61963207717834... (39)
 

> `assign`(p29, plot([`+`(`-`(`*`(0.17e-1, `*`(t, `*`(cos(t))))), 1.492), `+`(`+`(`*`(0.21e-1, `*`(t, `*`(sin(t)))), 0.985e-1), 4.493), t = `+`(`*`(`/`(1, 8), `*`(Pi))) .. `*`(`+`(`*`(12, `*`(Pi))), `/`...
 

PLOT(CURVES([[1.48583228705037, 4.59465586808348], [1.48553864006421, 4.59502054951246], [1.48529159027177, 4.59535251816514], [1.48502358900284, 4.59574180711420], [1.48476478057592, 4.59615035421297... (40)
 

> `assign`(p30, plot([`+`(1.456, `-`(`*`(0.6e-2, `*`(t, `*`(cos(t)))))), `+`(`+`(4.453, 0.55e-1), `-`(0.7e-2), `-`(`*`(0.998e-2, `*`(t, `*`(sin(t)))))), t = `*`(`+`(`*`(11, `*`(Pi))), `/`(1, 8)) .. `*`(...
`assign`(p30, plot([`+`(1.456, `-`(`*`(0.6e-2, `*`(t, `*`(cos(t)))))), `+`(`+`(4.453, 0.55e-1), `-`(0.7e-2), `-`(`*`(0.998e-2, `*`(t, `*`(sin(t)))))), t = `*`(`+`(`*`(11, `*`(Pi))), `/`(1, 8)) .. `*`(...
 

PLOT(CURVES([[1.46591844253629, 4.54082891338831], [1.46551255222297, 4.54130119824107], [1.46515357536183, 4.54170286859600], [1.46474350381442, 4.54214405273239], [1.46432401734062, 4.54257664402708... (41)
 

> `assign`(p31, plot([`+`(1.456, `-`(`*`(0.14e-1, `*`(t, `*`(cos(t)))))), `+`(`+`(4.453, 0.55e-1), `*`(0.18e-1, `*`(t, `*`(sin(t))))), t = `+`(`*`(`/`(1, 8), `*`(Pi))) .. `*`(`+`(`*`(12, `*`(Pi))), `/`(...
 

PLOT(CURVES([[1.45092070698266, 4.51070502978584], [1.45067888005288, 4.51101761386783], [1.45047542728263, 4.51130215842726], [1.45025472035528, 4.51163583466932], [1.45004158400370, 4.51198601789683... (42)
 

> `assign`(p32, plot([`+`(1.553, `-`(`*`(0.6e-2, `*`(t, `*`(cos(t)))))), `+`(`+`(4.558, 0.55e-1), `-`(0.7e-2), `-`(`*`(0.998e-2, `*`(t, `*`(sin(t)))))), t = `*`(`+`(`*`(11, `*`(Pi))), `/`(1, 8)) .. `*`(...
`assign`(p32, plot([`+`(1.553, `-`(`*`(0.6e-2, `*`(t, `*`(cos(t)))))), `+`(`+`(4.558, 0.55e-1), `-`(0.7e-2), `-`(`*`(0.998e-2, `*`(t, `*`(sin(t)))))), t = `*`(`+`(`*`(11, `*`(Pi))), `/`(1, 8)) .. `*`(...
 

PLOT(CURVES([[1.56291844253629, 4.64582891338831], [1.56251255222297, 4.64630119824107], [1.56215357536183, 4.64670286859599], [1.56174350381442, 4.64714405273239], [1.56132401734062, 4.64757664402708... (43)
 

> `assign`(p33, plot([`+`(1.553, `-`(`*`(0.14e-1, `*`(t, `*`(cos(t)))))), `+`(`+`(4.558, 0.55e-1), `*`(0.18e-1, `*`(t, `*`(sin(t))))), t = `+`(`*`(`/`(1, 8), `*`(Pi))) .. `*`(`+`(`*`(12, `*`(Pi))), `/`(...
 

PLOT(CURVES([[1.54792070698266, 4.61570502978584], [1.54767888005288, 4.61601761386783], [1.54747542728263, 4.61630215842726], [1.54725472035528, 4.61663583466932], [1.54704158400370, 4.61698601789683... (44)
 

> `assign`(p34, plot([`+`(`+`(1.510, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.513, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 1 .. `*`(`+`(`*`(15, `*`(Pi))), `/`(1, 8))], color = green, scal...
`assign`(p34, plot([`+`(`+`(1.510, .13), `-`(`*`(0.2e-1, `*`(t, `*`(cos(t)))))), `+`(4.513, `-`(`*`(0.1e-1, `*`(t, `*`(sin(t)))))), t = 1 .. `*`(`+`(`*`(15, `*`(Pi))), `/`(1, 8))], color = green, scal...
 

PLOT(CURVES([[1.62919395388264, 4.50458529015192], [1.62936356938080, 4.50422930180281], [1.62953525884239, 4.50391867989855], [1.62975532722208, 4.50356883060523], [1.63000587382810, 4.50321659062383... (45)
 

> `assign`(p35, plot([`+`(`+`(1.510, .13), `-`(`*`(0.174e-1, `*`(t, `*`(cos(t)))))), `+`(4.513, `*`(0.1e-1, `*`(t, `*`(sin(t))))), t = `*`(`*`(8.5, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(16.9, `*`(Pi))), `...
 

PLOT(CURVES([[1.69696419954110, 4.50648799780470], [1.69705403612100, 4.50588444632398], [1.69711644218128, 4.50535625073665], [1.69716893325429, 4.50475902685494], [1.69720268130050, 4.50415459932022... (46)
 

> `assign`(p36, plot([`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), .565), `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))), 3.616), t = `+`(`*`(`/`(1, 8), `*`(`*`(0, Pi)))) .. `*`(`+`(`*`(...
`assign`(p36, plot([`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), .565), `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))), 3.616), t = `+`(`*`(`/`(1, 8), `*`(`*`(0, Pi)))) .. `*`(`+`(`*`(...
 

PLOT(CURVES([[.565000000000000, 3.61600000000000], [.564483863337151, 3.61597869239917], [.564034904027229, 3.61592553808130], [.563530286806713, 3.61582746924785], [.563022779471107, 3.61568814494864... (47)
 

> `assign`(p37, plot([`+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))), .565), `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 3.616), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(11.5, `*`(Pi))), `/`(1, 8)...
`assign`(p37, plot([`+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))), .565), `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 3.616), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(11.5, `*`(Pi))), `/`(1, 8)...
 

PLOT(CURVES([[.554514629920788, 3.62374799813812], [.554371353523889, 3.62415841642201], [.554258676383993, 3.62451985906667], [.554145548593188, 3.62493078490477], [.554046472112403, 3.62534879096391... (48)
 

> `assign`(p38, plot([`+`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1), .565), `+`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t)))))))), `-`(0.27e-1)), -0.1e-1),...
`assign`(p38, plot([`+`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1), .565), `+`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t)))))))), `-`(0.27e-1)), -0.1e-1),...
 

PLOT(CURVES([[.553092109666725, 3.60601545586178], [.553222360243068, 3.60642399851608], [.553335373242635, 3.60677861297925], [.553462112207551, 3.60717635849306], [.553589307275012, 3.60757550209773... (49)
 

> `assign`(p39, plot([`+`(`+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1), .565), `+`(`+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1), 3.616), t = `+`(`*`(`/`(1, 8), `*`(Pi))) .. `*`(`+`(`*`(9.95, `*`(...
`assign`(p39, plot([`+`(`+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1), .565), `+`(`+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1), 3.616), t = `+`(`*`(`/`(1, 8), `*`(Pi))) .. `*`(`+`(`*`(9.95, `*`(...
 

PLOT(CURVES([[.617932764234553, 3.63688419932287], [.618200048937764, 3.63730719167791], [.618440417920293, 3.63766544934731], [.618719137116601, 3.63805705122362], [.619008382329432, 3.63843873286093... (50)
 

> `assign`(p40, plot([`+`(`+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1)), .565), `+`(`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(0...
`assign`(p40, plot([`+`(`+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1)), .565), `+`(`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(0...
 

PLOT(CURVES([[.520000000000000, 3.55600000000000], [.519987968982785, 3.55499884232668], [.519957938518924, 3.55412867807932], [.519902466332274, 3.55315216377322], [.519823508967927, 3.55217249493970... (51)
 

> `assign`(p41, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11)), .565), `+`(`+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3)))))), 0.3e-1), 3.616), t =...
`assign`(p41, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11)), .565), `+`(`+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3)))))), 0.3e-1), 3.616), t =...
 

PLOT(CURVES([[.455000000000000, 3.64600000000000], [.454562749784198, 3.64568476151625], [.454187397852860, 3.64539398581293], [.453771061029994, 3.64504873734537], [.453358276163850, 3.64468179585451... (52)
 

> `assign`(p42, plot([`+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))), .565), `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))), 3.616), t = `+`(`*`(`/`(1, 8), `...
`assign`(p42, plot([`+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))), .565), `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))), 3.616), t = `+`(`*`(`/`(1, 8), `...
 

PLOT(CURVES([[.565000000000000, 3.61600000000000], [.565330322467643, 3.61599997746884], [.565617628957522, 3.61599985264182], [.565940502029318, 3.61599947918783], [.566265142745003, 3.61599873057876... (53)
 

> `assign`(p43, plot([`+`(`+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1)), .565), `+`(`+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1), 3.616), t = `*`(`*`(1.5, `/`(1, 8)), `*`(Pi)) .. `*`(`+`...
`assign`(p43, plot([`+`(`+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1)), .565), `+`(`+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1), 3.616), t = `*`(`*`(1.5, `/`(1, 8)), `*`(Pi)) .. `*`(`+`...
 

PLOT(CURVES([[.545679580439965, 3.66069328089531], [.545238002978731, 3.66092171319704], [.544848645472966, 3.66111091574108], [.544405319691545, 3.66131286998821], [.543953506295234, 3.66150438011886... (54)
 

> `assign`(p44, plot([`+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))), .565), `+`(`+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1)), 3.616), t = `*`(`*`(6, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(13, `*`(Pi...
`assign`(p44, plot([`+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))), .565), `+`(`+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1)), 3.616), t = `*`(`*`(6, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(13, `*`(Pi...
 

PLOT(CURVES([[.551223961210559, 3.56600351339188], [.551307149411640, 3.56579789030264], [.551384345302491, 3.56561928908763], [.551476578879614, 3.56541883760555], [.551575286351579, 3.56521755290825... (55)
 

> `assign`(p45, plot([`+`(`+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1), .565), `+`(`+`(`*`(0.2e-1, `*`(t, `*`(cos(t)))), `-`(0.6e-1)), 3....
`assign`(p45, plot([`+`(`+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1), .565), `+`(`+`(`*`(0.2e-1, `*`(t, `*`(cos(t)))), `-`(0.6e-1)), 3....
 

PLOT(CURVES([[.537997105140922, 3.54097205673064], [.537853133930486, 3.54033483139496], [.537737185963859, 3.53977679905601], [.537617403119466, 3.53914540355013], [.537508444033528, 3.53850589678064... (56)
 

> `assign`(p46, plot([`+`(`+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1), .565), `+`(`+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8))))))), 0.5e-1), 3.616), ...
`assign`(p46, plot([`+`(`+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1), .565), `+`(`+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8))))))), 0.5e-1), 3.616), ...
 

PLOT(CURVES([[.622679399075811, 3.66474264301383], [.624325674650571, 3.66460883165790], [.625748652608909, 3.66448524700433], [.627338116044146, 3.66433809752031], [.628926191120199, 3.66418102039663... (57)
 

> `assign`(p47, plot([`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), .565), `+`(`+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1), 3.616), t = `+`(`*`(`/`(3, 8), `*`(Pi))) .. `*`(`+`(`*`(10.6, `*`(Pi))),...
`assign`(p47, plot([`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), .565), `+`(`+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1), 3.616), t = `+`(`*`(`/`(3, 8), `*`(Pi))) .. `*`(`+`(`*`(10.6, `*`(Pi))),...
 

PLOT(CURVES([[.542458085125943, 3.67330260536382], [.543025934878855, 3.67405603946250], [.543543044125857, 3.67470842344585], [.544150179826890, 3.67543837377592], [.544788686225355, 3.67616897820241... (58)
 

> `assign`(p48, plot([`+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))), .565), `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))), 3.616), t = `*`(`+`(`*`(1.5, `*`(Pi))), `/`(1, 8)) .. `*`(`+`(`*`(4.1,...
`assign`(p48, plot([`+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))), .565), `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))), 3.616), t = `*`(`+`(`*`(1.5, `*`(Pi))), `/`(1, 8)) .. `*`(`+`(`*`(4.1,...
 

PLOT(CURVES([[.442555992539105, 3.55979172279853], [.441885107427184, 3.56005927506030], [.441310822071850, 3.56031571955094], [.440675552801077, 3.56063034785123], [.440047454281884, 3.56097502663948... (59)
 

> `assign`(p49, plot([`+`(`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1), .565), `+`(`+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7e-1), 3.616), t = `*`(`*`(...
`assign`(p49, plot([`+`(`+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1), .565), `+`(`+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7e-1), 3.616), t = `*`(`*`(...
 

PLOT(CURVES([[.570545567499860, 3.72987018785567], [.571051821028095, 3.73109077582598], [.571529372269656, 3.73215038101336], [.572107807907008, 3.73333874466205], [.572734483637680, 3.73453088472891... (60)
 

> `assign`(p50, plot([`+`(`+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1), .565), `+`(`+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`(0.8e-1)), 3.616), t = `+`...
`assign`(p50, plot([`+`(`+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1), .565), `+`(`+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`(0.8e-1)), 3.616), t = `+`...
 

PLOT(CURVES([[.653413395149412, 3.47279869850763], [.652749317753145, 3.47172547745370], [.652130834923422, 3.47079843223417], [.651390008103617, 3.46976372646964], [.650595815042456, 3.46873092212766... (61)
 

> `assign`(p51, plot([`+`(`+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1)), .565), `+`(`+`(`*`(0.7e-1, `*`(t, `*`(sin(sin(`+`(t, .3)))))), .1), 3....
`assign`(p51, plot([`+`(`+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1)), .565), `+`(`+`(`*`(0.7e-1, `*`(t, `*`(sin(sin(`+`(t, .3)))))), .1), 3....
 

PLOT(CURVES([[.508977439272903, 3.73968786683812], [.508577135262650, 3.74085908974977], [.508267361944260, 3.74188831659946], [.507962536123122, 3.74305624134631], [.507702986788171, 3.74424221073669... (62)
 

> .5
 

.5 (63)
 

> .5
 

.5 (64)
 

> 1.981
 

1.981 (65)
 

> -2.662
 

-2.662 (66)
 

> `assign`(r1, `*`(`+`(`*`(3, `*`(Pi))), `/`(1, 4)))
 

`+`(`*`(`/`(3, 4), `*`(Pi))) (67)
 

> `assign`(p36a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(2.662)), t = `+`(`*`(`/`(1, 8)...
`assign`(p36a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(2.662)), t = `+`(`*`(`/`(1, 8)...
 

PLOT(CURVES([[1.98100000000000, -2.66200000000000], [1.98074193166858, -2.66201065380042], [1.98051745201361, -2.66203723095935], [1.98026514340336, -2.66208626537607], [1.98001138973555, -2.662155927... (68)
 

>
 

> `assign`(p37a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))))), `-`(2.662)), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)) .. `*`...
`assign`(p37a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))))), `-`(2.662)), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)) .. `*`...
 

PLOT(CURVES([[1.97575731496039, -2.65812600093094], [1.97568567676194, -2.65792079178900], [1.97562933819200, -2.65774007046666], [1.97557277429659, -2.65753460754761], [1.97552323605620, -2.657325604... (69)
 

> `assign`(p38a, plot([`+`(`*`(.5, `*`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1))), 1.981), `+`(`*`(.5, `*`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))...
`assign`(p38a, plot([`+`(`*`(.5, `*`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1))), 1.981), `+`(`*`(.5, `*`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))...
 

PLOT(CURVES([[1.97504605483336, -2.66699227206911], [1.97511118012153, -2.66678800074196], [1.97516768662132, -2.66661069351037], [1.97523105610378, -2.66641182075347], [1.97529465363751, -2.666212248... (70)
 

> `assign`(p39a, plot([`+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1)), 1.981), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1)), `-`(2.662)), t = `+`(`*`(`/`(1, 8), `*`(Pi))) ...
`assign`(p39a, plot([`+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1)), 1.981), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1)), `-`(2.662)), t = `+`(`*`(`/`(1, 8), `*`(Pi))) ...
 

PLOT(CURVES([[2.00746638211728, -2.65155790033856], [2.00760002446888, -2.65134640416104], [2.00772020896015, -2.65116727532635], [2.00785956855830, -2.65097147438819], [2.00800419116472, -2.650780633... (71)
 

> `assign`(p40a, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*...
`assign`(p40a, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*...
 

PLOT(CURVES([[1.95850000000000, -2.69200000000000], [1.95849398449139, -2.69250057883666], [1.95847896925946, -2.69293566096034], [1.95845123316614, -2.69342391811339], [1.95841175448396, -2.693913752... (72)
 

> `assign`(p41a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3)))))), 0...
`assign`(p41a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3)))))), 0...
 

PLOT(CURVES([[1.92600000000000, -2.64700000000000], [1.92578137489210, -2.64715761924187], [1.92559369892643, -2.64730300709354], [1.92538553051500, -2.64747563132731], [1.92517913808192, -2.647659102... (73)
 

> `assign`(p42a, plot([`+`(`*`(.5, `+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))))), `-...
`assign`(p42a, plot([`+`(`*`(.5, `+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))))), `-...
 

PLOT(CURVES([[1.98100000000000, -2.66200000000000], [1.98116516123382, -2.66200001126558], [1.98130881447876, -2.66200007367909], [1.98147025101466, -2.66200026040609], [1.98163257137250, -2.662000634... (74)
 

> `assign`(p43a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1))), 1.981), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1)), `-`(2.662)), t = `*`(`*`(1.5, `/`(1,...
`assign`(p43a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1))), 1.981), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1)), `-`(2.662)), t = `*`(`*`(1.5, `/`(1,...
 

PLOT(CURVES([[1.97133979021998, -2.63965335955235], [1.97111900148937, -2.63953914340148], [1.97092432273648, -2.63944454212946], [1.97070265984577, -2.63934356500590], [1.97047675314762, -2.639247809... (75)
 

> `assign`(p44a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))))), 1.981), `+`(`*`(.5, `+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1))), `-`(2.662)), t = `*`(`*`(6, `/`(1, 8)), `*`(...
`assign`(p44a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))))), 1.981), `+`(`*`(.5, `+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1))), `-`(2.662)), t = `*`(`*`(6, `/`(1, 8)), `*`(...
 

PLOT(CURVES([[1.97411198060528, -2.68699824330406], [1.97415357470582, -2.68710105484868], [1.97419217265125, -2.68719035545619], [1.97423828943981, -2.68729058119723], [1.97428764317579, -2.687391223... (76)
 

> `assign`(p45a, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1)), 1.981), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(cos(t)))...
`assign`(p45a, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1)), 1.981), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(cos(t)))...
 

PLOT(CURVES([[1.96749855257046, -2.69951397163468], [1.96742656696524, -2.69983258430252], [1.96736859298193, -2.70011160047200], [1.96730870155973, -2.70042729822493], [1.96725422201676, -2.700747051... (77)
 

> `assign`(p46a, plot([`+`(`*`(.5, `+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1)), 1.981), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8)))))))...
`assign`(p46a, plot([`+`(`*`(.5, `+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1)), 1.981), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8)))))))...
 

PLOT(CURVES([[2.00983969953791, -2.63762867849309], [2.01066283732529, -2.63769558417105], [2.01137432630445, -2.63775737649784], [2.01216905802207, -2.63783095123984], [2.01296309556010, -2.637909489... (78)
 

> `assign`(p47a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1)), `-`(2.662)), t = `+`(`*`(`/`(3, 8), `*`(Pi))) ....
`assign`(p47a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1)), `-`(2.662)), t = `+`(`*`(`/`(3, 8), `*`(Pi))) ....
 

PLOT(CURVES([[1.96972904256297, -2.63334869731809], [1.97001296743943, -2.63297198026875], [1.97027152206293, -2.63264578827707], [1.97057508991345, -2.63228081311204], [1.97089434311268, -2.631915510... (79)
 

> `assign`(p48a, plot([`+`(`*`(.5, `+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(2.662)), t = `*`(`+`(`*`(1.5, `*`(Pi...
`assign`(p48a, plot([`+`(`*`(.5, `+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))))), 1.981), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(2.662)), t = `*`(`+`(`*`(1.5, `*`(Pi...
 

PLOT(CURVES([[1.91977799626955, -2.69010413860073], [1.91944255371359, -2.68997036246985], [1.91915541103593, -2.68984214022453], [1.91883777640054, -2.68968482607439], [1.91852372714094, -2.689512486... (80)
 

> `assign`(p49a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1)), 1.981), `+`(`*`(.5, `+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7e-1)), ...
`assign`(p49a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1)), 1.981), `+`(`*`(.5, `+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7e-1)), ...
 

PLOT(CURVES([[1.98377278374993, -2.60506490607216], [1.98402591051405, -2.60445461208701], [1.98426468613483, -2.60392480949332], [1.98455390395350, -2.60333062766897], [1.98486724181884, -2.602734557... (81)
 

> `assign`(p50a, plot([`+`(`*`(.5, `+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1)), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`(0.8e-1...
`assign`(p50a, plot([`+`(`*`(.5, `+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1)), 1.981), `+`(`*`(.5, `+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`(0.8e-1...
 

PLOT(CURVES([[2.02520669757471, -2.73360065074618], [2.02487465887657, -2.73413726127315], [2.02456541746171, -2.73460078388291], [2.02419500405181, -2.73511813676518], [2.02379790752123, -2.735634538... (82)
 

> `assign`(p51a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1))), 1.981), `+`(`*`(.5, `+`(`*`(0.7e-1, `*`(t, `*`(sin(sin(`+`(t...
`assign`(p51a, plot([`+`(`*`(.5, `+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1))), 1.981), `+`(`*`(.5, `+`(`*`(0.7e-1, `*`(t, `*`(sin(sin(`+`(t...
 

PLOT(CURVES([[1.95298871963645, -2.60015606658094], [1.95278856763133, -2.59957045512512], [1.95263368097213, -2.59905584170027], [1.95248126806156, -2.59847187932685], [1.95235149339409, -2.597878894... (83)
 

> .55
 

.55 (84)
 

> .5
 

.5 (85)
 

> 2.1738
 

2.1738 (86)
 

> -3.1692
 

-3.1692 (87)
 

> `assign`(p36b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(3.1692)), t = `+`(`*`(`/`(1,...
`assign`(p36b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(3.1692)), t = `+`(`*`(`/`(1,...
 

PLOT(CURVES([[2.17380000000000, -3.16920000000000], [2.17351612483543, -3.16921065380042], [2.17326919721498, -3.16923723095935], [2.17299165774369, -3.16928626537607], [2.17271252870911, -3.169355927... (88)
 

>
 

> `assign`(p37b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))))), `-`(3.1692)), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)) .. ...
`assign`(p37b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))))), `-`(3.1692)), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)) .. ...
 

PLOT(CURVES([[2.16803304645643, -3.16532600093094], [2.16795424443814, -3.16512079178900], [2.16789227201120, -3.16494007046666], [2.16783005172625, -3.16473460754761], [2.16777555966182, -3.164525604... (89)
 

> `assign`(p38b, plot([`+`(`*`(.55, `*`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1))), 2.1738), `+`(`*`(.5, `*`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))...
`assign`(p38b, plot([`+`(`*`(.55, `*`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1))), 2.1738), `+`(`*`(.5, `*`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))...
 

PLOT(CURVES([[2.16725066031670, -3.17419227206911], [2.16732229813369, -3.17398800074196], [2.16738445528345, -3.17381069351037], [2.16745416171415, -3.17361182075347], [2.16752411900126, -3.173412248... (90)
 

> `assign`(p39b, plot([`+`(`*`(.55, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1)), 2.1738), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1)), `-`(3.1692)), t = `+`(`*`(`/`(1, 8), `*`(Pi)...
`assign`(p39b, plot([`+`(`*`(.55, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1)), 2.1738), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1)), `-`(3.1692)), t = `+`(`*`(`/`(1, 8), `*`(Pi)...
 

PLOT(CURVES([[2.20291302032900, -3.15875790033856], [2.20306002691577, -3.15854640416104], [2.20319222985616, -3.15836727532635], [2.20334552541413, -3.15817147438819], [2.20350461028119, -3.157980633... (91)
 

> `assign`(p40b, plot([`+`(`*`(.55, `+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, ...
`assign`(p40b, plot([`+`(`*`(.55, `+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, ...
 

PLOT(CURVES([[2.14905000000000, -3.19920000000000], [2.14904338294053, -3.19970057883666], [2.14902686618541, -3.20013566096034], [2.14899635648275, -3.20062391811339], [2.14895292993236, -3.201113752... (92)
 

> `assign`(p41b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3)))))),...
`assign`(p41b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3)))))),...
 

PLOT(CURVES([[2.11330000000000, -3.15420000000000], [2.11305951238131, -3.15435761924187], [2.11285306881907, -3.15450300709354], [2.11262408356650, -3.15467563132731], [2.11239705189012, -3.154859102... (93)
 

> `assign`(p42b, plot([`+`(`*`(.55, `+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))))), ...
`assign`(p42b, plot([`+`(`*`(.55, `+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))))), ...
 

PLOT(CURVES([[2.17380000000000, -3.16920000000000], [2.17398167735720, -3.16920001126558], [2.17413969592664, -3.16920007367909], [2.17431727611613, -3.16920026040609], [2.17449582850975, -3.169200634... (94)
 

> `assign`(p43b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1))), 2.1738), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1)), `-`(3.1692)), t = `*`(`*`(1.5, `/`...
`assign`(p43b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1))), 2.1738), `+`(`*`(.5, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1)), `-`(3.1692)), t = `*`(`*`(1.5, `/`...
 

PLOT(CURVES([[2.16317376924198, -3.14685335955235], [2.16293090163830, -3.14673914340148], [2.16271675501013, -3.14664454212946], [2.16247292583035, -3.14654356500590], [2.16222442846238, -3.146447809... (95)
 

> `assign`(p44b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))))), 2.1738), `+`(`*`(.5, `+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1))), `-`(3.1692)), t = `*`(`*`(6, `/`(1, 8)), `...
`assign`(p44b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))))), 2.1738), `+`(`*`(.5, `+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1))), `-`(3.1692)), t = `*`(`*`(6, `/`(1, 8)), `...
 

PLOT(CURVES([[2.16622317866581, -3.19419824330406], [2.16626893217640, -3.19430105484868], [2.16631138991637, -3.19439035545619], [2.16636211838379, -3.19449058119723], [2.16641640749337, -3.194591223... (96)
 

> `assign`(p45b, plot([`+`(`*`(.55, `+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1)), 2.1738), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(cos(t)...
`assign`(p45b, plot([`+`(`*`(.55, `+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1)), 2.1738), `+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(cos(t)...
 

PLOT(CURVES([[2.15894840782751, -3.20671397163468], [2.15886922366177, -3.20703258430252], [2.15880545228012, -3.20731160047200], [2.15873957171571, -3.20762729822493], [2.15867964421844, -3.207947051... (97)
 

> `assign`(p46b, plot([`+`(`*`(.55, `+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1)), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8)))))...
`assign`(p46b, plot([`+`(`*`(.55, `+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1)), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8)))))...
 

PLOT(CURVES([[2.20552366949170, -3.14482867849309], [2.20642912105781, -3.14489558417105], [2.20721175893490, -3.14495737649784], [2.20808596382428, -3.14503095123984], [2.20895940511611, -3.145109489... (98)
 

> `assign`(p47b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1)), `-`(3.1692)), t = `+`(`*`(`/`(3, 8), `*`(Pi))...
`assign`(p47b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1)), `-`(3.1692)), t = `+`(`*`(`/`(3, 8), `*`(Pi))...
 

PLOT(CURVES([[2.16140194681927, -3.14054869731809], [2.16171426418337, -3.14017198026875], [2.16199867426922, -3.13984578827707], [2.16233259890479, -3.13948081311204], [2.16268377742395, -3.139115510... (99)
 

> `assign`(p48b, plot([`+`(`*`(.55, `+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(3.1692)), t = `*`(`+`(`*`(1.5, `*`...
`assign`(p48b, plot([`+`(`*`(.55, `+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))))), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(3.1692)), t = `*`(`+`(`*`(1.5, `*`...
 

PLOT(CURVES([[2.10645579589651, -3.19730413860073], [2.10608680908495, -3.19717036246985], [2.10577095213952, -3.19704214022453], [2.10542155404059, -3.19688482607439], [2.10507609985504, -3.196712486... (100)
 

> `assign`(p49b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1)), 2.1738), `+`(`*`(.5, `+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7e-1))...
`assign`(p49b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1)), 2.1738), `+`(`*`(.5, `+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7e-1))...
 

PLOT(CURVES([[2.17685006212492, -3.11226490607216], [2.17712850156545, -3.11165461208701], [2.17739115474831, -3.11112480949332], [2.17770929434885, -3.11053062766897], [2.17805396600072, -3.109934557... (101)
 

> `assign`(p50b, plot([`+`(`*`(.55, `+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1)), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`(0.8e...
`assign`(p50b, plot([`+`(`*`(.55, `+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1)), 2.1738), `+`(`*`(.5, `+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`(0.8e...
 

PLOT(CURVES([[2.22242736733218, -3.24080065074618], [2.22206212476423, -3.24133726127315], [2.22172195920788, -3.24180078388291], [2.22131450445699, -3.24231813676518], [2.22087769827335, -3.242834538... (102)
 

> `assign`(p51b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1))), 2.1738), `+`(`*`(.5, `+`(`*`(0.7e-1, `*`(t, `*`(sin(sin(`+`...
`assign`(p51b, plot([`+`(`*`(.55, `+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1))), 2.1738), `+`(`*`(.5, `+`(`*`(0.7e-1, `*`(t, `*`(sin(sin(`+`...
 

PLOT(CURVES([[2.14298759160010, -3.10735606658094], [2.14276742439446, -3.10677045512512], [2.14259704906934, -3.10625584170027], [2.14242939486772, -3.10567187932685], [2.14228664273349, -3.105078894... (103)
 

> .5
 

.5 (104)
 

> .55
 

.55 (105)
 

> 3.347000000
 

3.347000000 (106)
 

> -.65700
 

-.65700 (107)
 

> `assign`(r2, `*`(`+`(`*`(2, `*`(Pi))), `/`(1, 4)))
 

`+`(`*`(`/`(1, 2), `*`(Pi))) (108)
 

> `assign`(p36c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(.65700)), t = `+`(`*`(`...
`assign`(p36c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(.65700)), t = `+`(`*`(`...
 

PLOT(CURVES([[3.34700000000000, -.657000000000000], [3.34674193166858, -.657011719180457], [3.34651745201361, -.657040954055283], [3.34626514340336, -.657094891913682], [3.34601138973555, -.6571715202... (109)
 

>
 

> `assign`(p37c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.65700)), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)...
`assign`(p37c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.2e-1, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.65700)), t = `*`(`*`(1.7, `/`(1, 8)), `*`(Pi)...
 

PLOT(CURVES([[3.34175731496039, -.652738601024032], [3.34168567676194, -.652512870967896], [3.34162933819200, -.652314077513330], [3.34157277429659, -.652088068302375], [3.34152323605620, -.6518581649... (110)
 

> `assign`(p38c, plot([`+`(`*`(.5, `*`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1))), 3.347000000), `+`(`*`(.55, `*`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(...
`assign`(p38c, plot([`+`(`*`(.5, `*`(`+`(`+`(`*`(0.5e-1, `*`(t, `*`(cos(t)))), `-`(0.14e-1)), -0.12e-1))), 3.347000000), `+`(`*`(.55, `*`(`+`(`+`(`*`(`*`(0.5e-1, 2), `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(...
 

PLOT(CURVES([[3.34104605483336, -.662491499276020], [3.34111118012153, -.662266800816155], [3.34116768662132, -.662071762861410], [3.34123105610378, -.661853002828816], [3.34129465363751, -.6616334738... (111)
 

> `assign`(p39c, plot([`+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1)), 3.347000000), `+`(`*`(.55, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1)), `-`(.65700)), t = `+`(`*`(`/`(1, 8), `*...
`assign`(p39c, plot([`+`(`*`(.5, `+`(`*`(0.2e-1, `*`(t, `*`(sin(sin(t))))), 0.5e-1)), 3.347000000), `+`(`*`(.55, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.1e-1)), `-`(.65700)), t = `+`(`*`(`/`(1, 8), `*...
 

PLOT(CURVES([[3.37346638211728, -.645513690372420], [3.37360002446888, -.645281044577150], [3.37372020896015, -.645084002858980], [3.37385956855830, -.644868621827009], [3.37400419116472, -.6446586969... (112)
 

> `assign`(p40c, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*...
`assign`(p40c, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.6e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t))))))), `-`(0.45e-1))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.5e-1, `*...
 

PLOT(CURVES([[3.32450000000000, -.690000000000000], [3.32449398449139, -.690550636720328], [3.32447896925946, -.691029227056377], [3.32445123316614, -.691566309924731], [3.32441175448396, -.6921051277... (113)
 

> `assign`(p41c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3))...
`assign`(p41c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.6e-1, `*`(t, `*`(cos(`+`(t, .5)))))), `*`(0.1e-1, `*`(t, `*`(cos(t)))), `-`(.11))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(.1, `*`(t, `*`(sin(`+`(t, .3))...
 

PLOT(CURVES([[3.29200000000000, -.640500000000000], [3.29178137489210, -.640673381166060], [3.29159369892643, -.640833307802889], [3.29138553051500, -.641023194460044], [3.29117913808192, -.6412250122... (114)
 

> `assign`(p42c, plot([`+`(`*`(.5, `+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))...
`assign`(p42c, plot([`+`(`*`(.5, `+`(`*`(0.4e-1, `*`(t, `*`(`^`(cos(t), 2)))), `-`(`*`(0.1e-5, `*`(`^`(sin(t), 2)))))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.4e-1, `*`(t, `*`(sin(`*`(`^`(t, 2))))))...
 

PLOT(CURVES([[3.34700000000000, -.657000000000000], [3.34716516123382, -.657000012392136], [3.34730881447876, -.657000081047000], [3.34747025101466, -.657000286446694], [3.34763257137250, -.6570006981... (115)
 

> `assign`(p43c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1)), `-`(.65700)), t = `*`(`*`(1.5...
`assign`(p43c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.3e-1, `*`(t, `*`(sin(sin(t)))))), `-`(0.1e-1))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.3e-1, `*`(t, `*`(cos(t)))), 0.3e-1)), `-`(.65700)), t = `*`(`*`(1.5...
 

PLOT(CURVES([[3.33733979021998, -.632418695507581], [3.33711900148937, -.632293057741627], [3.33692432273648, -.632188996342407], [3.33670265984577, -.632077921506485], [3.33647675314762, -.6319725909... (116)
 

> `assign`(p44c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1))), `-`(.65700)), t = `*`(`*`(6, `/`(1, 8...
`assign`(p44c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.9e-2, `*`(t, `*`(sin(sin(t)))))))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.6e-2, `*`(t, `*`(cos(t)))), `-`(0.4e-1))), `-`(.65700)), t = `*`(`*`(6, `/`(1, 8...
 

PLOT(CURVES([[3.34011198060528, -.684498067634465], [3.34015357470582, -.684611160333548], [3.34019217265125, -.684709391001804], [3.34023828943981, -.684819639316948], [3.34028764317579, -.6849303459... (117)
 

> `assign`(p45c, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1)), 3.347000000), `+`(`*`(.55, `+`(`*`(0.2e-1, `*`(t, `*`(c...
`assign`(p45c, plot([`+`(`*`(.5, `+`(`+`(`+`(`-`(`*`(0.7e-1, `*`(t, `*`(sin(sin(t))))))), `+`(`*`(0.4e-1, `*`(t, `*`(sin(sin(t))))))), 0.2e-1)), 3.347000000), `+`(`*`(.55, `+`(`*`(0.2e-1, `*`(t, `*`(c...
 

PLOT(CURVES([[3.33349855257046, -.698265368798146], [3.33342656696524, -.698615842732773], [3.33336859298193, -.698922760519196], [3.33330870155973, -.699270028047426], [3.33325422201676, -.6996217567... (118)
 

> `assign`(p46c, plot([`+`(`*`(.5, `+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1)), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8...
`assign`(p46c, plot([`+`(`*`(.5, `+`(`*`(.25, `*`(t, `*`(`^`(cos(t), 1.5)))), `-`(`*`(0.1e-6, `*`(`^`(sin(t), 2)))), 0.1e-1)), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`*`(`^`(t, 1.8...
 

PLOT(CURVES([[3.37583969953791, -.630191546342395], [3.37666283732529, -.630265142588157], [3.37737432630445, -.630333114147619], [3.37816905802207, -.630414046363828], [3.37896309556010, -.6305004387... (119)
 

> `assign`(p47c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1)), `-`(.65700)), t = `+`(`*`(`/`(3, 8), `*`...
`assign`(p47c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.45e-1, `*`(t, `*`(sin(sin(t))))), 0.15e-1)), `-`(.65700)), t = `+`(`*`(`/`(3, 8), `*`...
 

PLOT(CURVES([[3.33572904256297, -.625483567049897], [3.33601296743943, -.625069178295623], [3.33627152206293, -.624710367104781], [3.33657508991344, -.624308894423247], [3.33689434311268, -.6239070619... (120)
 

> `assign`(p48c, plot([`+`(`*`(.5, `+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(.65700)), t = `*`(`+`(`*`(1.5...
`assign`(p48c, plot([`+`(`*`(.5, `+`(`-`(`*`(.25, `*`(t, `*`(cos(t))))))), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(.12, `*`(t, `*`(sin(`+`(`*`(4, `*`(sin(t))))))))))), `-`(.65700)), t = `*`(`+`(`*`(1.5...
 

PLOT(CURVES([[3.28577799626955, -.687914552460806], [3.28544255371359, -.687767398716834], [3.28515541103592, -.687626354246984], [3.28483777640054, -.687453308681825], [3.28452372714094, -.6872637353... (121)
 

> `assign`(p49c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1)), 3.347000000), `+`(`*`(.55, `+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7...
`assign`(p49c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.5e-1, `*`(t, `*`(cos(t))))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.45e-1)), 3.347000000), `+`(`*`(.55, `+`(`*`(0.6e-1, `*`(t, `*`(sin(sin(`+`(t, 19)))))), 0.7...
 

PLOT(CURVES([[3.34977278374993, -.594371396679382], [3.35002591051405, -.593700073295711], [3.35026468613483, -.593117290442651], [3.35055390395350, -.592463690435871], [3.35086724181884, -.5918080133... (122)
 

> `assign`(p50c, plot([`+`(`*`(.5, `+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1)), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`...
`assign`(p50c, plot([`+`(`*`(.5, `+`(`*`(0.8e-1, `*`(t, `*`(cos(t)))), `-`(`*`(0.2e-1, `*`(cos(t)))), 0.6e-1)), 3.347000000), `+`(`*`(.55, `+`(`-`(`*`(0.65e-1, `*`(t, `*`(sin(sin(`+`(t, 19))))))), `-`...
 

PLOT(CURVES([[3.39120669757471, -.735760715820803], [3.39087465887657, -.736350987400464], [3.39056541746171, -.736860862271206], [3.39019500405181, -.737429950441698], [3.38979790752123, -.7379979928... (123)
 

> `assign`(p51c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.7e-1, `*`(t, `*`(sin(si...
`assign`(p51c, plot([`+`(`*`(.5, `+`(`-`(`*`(0.8e-1, `*`(t, `*`(cos(`+`(t, 19)))))), `-`(`*`(0.2e-1, `*`(cos(`+`(t, .3))))), `-`(0.1e-1))), 3.347000000), `+`(`*`(.55, `+`(`*`(0.7e-1, `*`(t, `*`(sin(si...
 

PLOT(CURVES([[3.31898871963645, -.588971673239034], [3.31878856763133, -.588327500637629], [3.31863368097213, -.587761425870294], [3.31848126806156, -.587119067259530], [3.31835149339409, -.5864667840... (124)
 

>
 

>
 

>
 

> `assign`(p52, plot([`+`(`*`(2, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .155), `+`(`*`(2, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi))...
`assign`(p52, plot([`+`(`*`(2, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .155), `+`(`*`(2, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi))...
 

PLOT(CURVES([[.155000000000000, 2.76300000000000], [.155021817635929, 2.76308727053794], [.155076232578972, 2.76330493006920], [.155176583585927, 2.76370633126845], [.155319053679261, 2.76427619649974... (125)
 

> `assign`(p53, plot([`+`(`*`(2, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .155), `+`(`*`(2, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p53, plot([`+`(`*`(2, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .155), `+`(`*`(2, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[.155000000000000, 2.76300000000000], [.154971637073292, 2.76286909419308], [.154900897647336, 2.76254260489620], [.154770441338295, 2.76194050309733], [.154585230216961, 2.76108570525040... (126)
 

> `assign`(p54, plot([`+`(`*`(2, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .155), `+`(`*`(2, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p54, plot([`+`(`*`(2, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .155), `+`(`*`(2, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[.155000000000000, 2.76300000000000], [.154973818836885, 2.76313090580692], [.154908520905234, 2.76345739510380], [.154788099696888, 2.76405949690267], [.154617135584887, 2.76491429474960... (127)
 

> `assign`(p55, plot([`+`(`*`(2, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .155), `+`(`*`(2, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.763), t = `*...
`assign`(p55, plot([`+`(`*`(2, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .155), `+`(`*`(2, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.763), t = `*...
 

PLOT(CURVES([[0.150000000000000e-1, 2.76300000000000], [0.150654707635445e-1, 2.76222749353133], [0.152289158955990e-1, 2.76155767771240], [0.155309229479050e-1, 2.76080956847410], [0.159609953416629e... (128)
 

> `assign`(p56, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .17), `+`(`+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1)), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(16,...
`assign`(p56, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .17), `+`(`+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1)), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(16,...
 

PLOT(CURVES([[.170000000000000, 2.94700000000000], [.170013090581558, 2.94696727354827], [.170045739547383, 2.94688565122405], [.170105950151556, 2.94673512577433], [.170191432207556, 2.94652142631260... (129)
 

> `assign`(p57, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .17), `+`(`+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(16, `*...
`assign`(p57, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .17), `+`(`+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(16, `*...
 

PLOT(CURVES([[.170000000000000, 2.94700000000000], [.170010908817965, 2.94704363526897], [.170038116289486, 2.94715246503460], [.170088291792963, 2.94735316563422], [.170159526839630, 2.94763809824987... (130)
 

> `assign`(p58, plot([`+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))), .17), `+`(`+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1)), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(...
`assign`(p58, plot([`+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))), .17), `+`(`+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1)), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(...
 

PLOT(CURVES([[.170000000000000, 2.94700000000000], [.169985818536646, 2.94693454709654], [.169950448823668, 2.94677130244810], [.169885220669148, 2.94647025154866], [.169792615108481, 2.94604285262520... (131)
 

> `assign`(p59, plot([`+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))), .17), `+`(`+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(...
`assign`(p59, plot([`+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))), .17), `+`(`+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1), 2.947), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(...
 

PLOT(CURVES([[.170000000000000, 2.94700000000000], [.169986909418442, 2.94706545290346], [.169954260452617, 2.94722869755190], [.169894049848444, 2.94752974845134], [.169808567792444, 2.94795714737480... (132)
 

> `assign`(p60, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1)), .17), `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))), 2.947), t = `*`(`*`(0, `/`(1, 8)), `...
`assign`(p60, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1)), .17), `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))), 2.947), t = `*`(`*`(0, `/`(1, 8)), `...
 

PLOT(CURVES([[.100000000000000, 2.94700000000000], [.100032735381772, 2.94661374676567], [.100114457947799, 2.94627883885620], [.100265461473953, 2.94590478423705], [.100480497670831, 2.94553236922808... (133)
 

> `assign`(p61, plot([`+`(`*`(1.5, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .288), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.812), t = `*`(`*`(0, `/`(1, 8)), `...
`assign`(p61, plot([`+`(`*`(1.5, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .288), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.812), t = `*`(`*`(0, `/`(1, 8)), `...
 

PLOT(CURVES([[.288000000000000, 2.81200000000000], [.288019635872336, 2.81195091032241], [.288068609321075, 2.81182847683607], [.288158925227334, 2.81160268866150], [.288287148311335, 2.81128213946890... (134)
 

> `assign`(p62, plot([`+`(`*`(1.5, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .288), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.812), t = `*`(`*`(0, `/`(1, 8)), `*`(...
`assign`(p62, plot([`+`(`*`(1.5, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .288), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.812), t = `*`(`*`(0, `/`(1, 8)), `*`(...
 

PLOT(CURVES([[.288000000000000, 2.81200000000000], [.288016363226947, 2.81206545290346], [.288057174434229, 2.81222869755190], [.288132437689445, 2.81252974845134], [.288239290259445, 2.81295714737480... (135)
 

> `assign`(p63, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .288), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.812), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p63, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .288), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.812), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[.288000000000000, 2.81200000000000], [.287978727804969, 2.81190182064481], [.287925673235502, 2.81165695367215], [.287827831003721, 2.81120537732300], [.287688922662721, 2.81056427893780... (136)
 

> `assign`(p64, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .288), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.812), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p64, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .288), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.812), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[.288000000000000, 2.81200000000000], [.287980364127664, 2.81209817935519], [.287931390678925, 2.81234304632785], [.287841074772666, 2.81279462267700], [.287712851688665, 2.81343572106220... (137)
 

> `assign`(p65, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .288), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.812), t ...
`assign`(p65, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .288), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.812), t ...
 

PLOT(CURVES([[.183000000000000, 2.81200000000000], [.183049103072658, 2.81142062014850], [.183171686921699, 2.81091825828430], [.183398192210929, 2.81035717635558], [.183720746506247, 2.80979855384213... (138)
 

> `assign`(p66, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .23), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.975), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`...
`assign`(p66, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .23), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.975), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`...
 

PLOT(CURVES([[.230000000000000, 2.97500000000000], [.230013090581558, 2.97495091032241], [.230045739547383, 2.97482847683607], [.230105950151556, 2.97460268866150], [.230191432207556, 2.97428213946890... (139)
 

> `assign`(p67, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .23), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.975), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(...
`assign`(p67, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .23), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.975), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(...
 

PLOT(CURVES([[.230000000000000, 2.97500000000000], [.230010908817965, 2.97506545290346], [.230038116289486, 2.97522869755190], [.230088291792963, 2.97552974845134], [.230159526839630, 2.97595714737480... (140)
 

> `assign`(p68, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .23), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.975), t = `*`(`*`(0, `/`(1, 8)), `...
`assign`(p68, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .23), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.975), t = `*`(`*`(0, `/`(1, 8)), `...
 

PLOT(CURVES([[.230000000000000, 2.97500000000000], [.229985818536646, 2.97490182064481], [.229950448823668, 2.97465695367215], [.229885220669148, 2.97420537732300], [.229792615108481, 2.97356427893780... (141)
 

> `assign`(p69, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .23), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.975), t = `*`(`*`(0, `/`(1, 8)), `...
`assign`(p69, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .23), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.975), t = `*`(`*`(0, `/`(1, 8)), `...
 

PLOT(CURVES([[.230000000000000, 2.97500000000000], [.229986909418442, 2.97509817935519], [.229954260452617, 2.97534304632785], [.229894049848444, 2.97579462267700], [.229808567792444, 2.97643572106220... (142)
 

> `assign`(p70, plot([`+`(`+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1), .23), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.975), t = `*`(`*`(0, `/`(1, 8...
`assign`(p70, plot([`+`(`+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1), .23), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.975), t = `*`(`*`(0, `/`(1, 8...
 

PLOT(CURVES([[.300000000000000, 2.97500000000000], [.299967264618228, 2.97442062014850], [.299885542052200, 2.97391825828430], [.299734538526047, 2.97335717635558], [.299519502329169, 2.97279855384213... (143)
 

> `assign`(p71, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .298), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.639), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(...
`assign`(p71, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .298), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.639), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(...
 

PLOT(CURVES([[.298000000000000, 2.63900000000000], [.298013090581558, 2.63895091032241], [.298045739547383, 2.63882847683607], [.298105950151556, 2.63860268866150], [.298191432207556, 2.63828213946890... (144)
 

> `assign`(p72, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .298), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.639), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`...
`assign`(p72, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .298), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.639), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`...
 

PLOT(CURVES([[.298000000000000, 2.63900000000000], [.298010908817965, 2.63906545290346], [.298038116289486, 2.63922869755190], [.298088291792963, 2.63952974845134], [.298159526839630, 2.63995714737480... (145)
 

> `assign`(p73, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .298), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.639), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p73, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .298), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.639), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.298000000000000, 2.63900000000000], [.297985818536646, 2.63890182064481], [.297950448823668, 2.63865695367215], [.297885220669148, 2.63820537732300], [.297792615108481, 2.63756427893780... (146)
 

> `assign`(p74, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .298), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.639), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p74, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .298), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.639), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.298000000000000, 2.63900000000000], [.297986909418442, 2.63909817935519], [.297954260452617, 2.63934304632785], [.297894049848444, 2.63979462267700], [.297808567792444, 2.64043572106220... (147)
 

> `assign`(p75, plot([`+`(`+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1), .298), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.639), t = `*`(`*`(0, `/`(1, ...
`assign`(p75, plot([`+`(`+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1), .298), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.639), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[.368000000000000, 2.63900000000000], [.367967264618228, 2.63842062014850], [.367885542052200, 2.63791825828430], [.367734538526047, 2.63735717635558], [.367519502329169, 2.63679855384213... (148)
 

> `assign`(p76, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .212), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.621), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(...
`assign`(p76, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), .212), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.621), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(...
 

PLOT(CURVES([[.212000000000000, 2.62100000000000], [.212013090581558, 2.62095091032241], [.212045739547383, 2.62082847683607], [.212105950151556, 2.62060268866150], [.212191432207556, 2.62028213946890... (149)
 

> `assign`(p77, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .212), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.621), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`...
`assign`(p77, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), .212), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.621), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`...
 

PLOT(CURVES([[.212000000000000, 2.62100000000000], [.212010908817965, 2.62106545290346], [.212038116289486, 2.62122869755190], [.212088291792963, 2.62152974845134], [.212159526839630, 2.62195714737480... (150)
 

> `assign`(p78, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .212), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.621), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p78, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .212), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.621), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.212000000000000, 2.62100000000000], [.211985818536646, 2.62090182064481], [.211950448823668, 2.62065695367215], [.211885220669148, 2.62020537732300], [.211792615108481, 2.61956427893780... (151)
 

> `assign`(p79, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .212), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.621), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p79, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .212), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.621), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.212000000000000, 2.62100000000000], [.211986909418442, 2.62109817935519], [.211954260452617, 2.62134304632785], [.211894049848444, 2.62179462267700], [.211808567792444, 2.62243572106220... (152)
 

> `assign`(p80, plot([`+`(`+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1), .212), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.621), t = `*`(`*`(0, `/`(1, ...
`assign`(p80, plot([`+`(`+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1), .212), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.621), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[.282000000000000, 2.62100000000000], [.281967264618228, 2.62042062014850], [.281885542052201, 2.61991825828430], [.281734538526047, 2.61935717635558], [.281519502329169, 2.61879855384213... (153)
 

> `assign`(p81, plot([`+`(`*`(2, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .155), `+`(`*`(2, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
`assign`(p81, plot([`+`(`*`(2, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .155), `+`(`*`(2, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.763), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
 

PLOT(CURVES([[.155000000000000, 2.76300000000000], [.155026181163115, 2.76293454709654], [.155091479094766, 2.76277130244810], [.155211900303112, 2.76247025154866], [.155382864415113, 2.76204285262520... (154)
 

> 1
 

1 (155)
 

> 1.5
 

1.5 (156)
 

> 2.9246
 

2.9246 (157)
 

> -2.1311
 

-2.1311 (158)
 

> `assign`(ra, `*`(`+`(`*`(3, `*`(Pi))), `/`(1, 4)))
 

`+`(`*`(`/`(3, 4), `*`(Pi))) (159)
 

> `assign`(p77a, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), 2.9246), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), `-`(2.1311)), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)...
`assign`(p77a, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), 2.9246), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), `-`(2.1311)), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)...
 

PLOT(CURVES([[2.92460000000000, -2.13110000000000], [2.92461309058156, -2.13114908967759], [2.92464573954738, -2.13127152316393], [2.92470595015156, -2.13149731133850], [2.92479143220756, -2.131817860... (160)
 

> `assign`(p78a, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), 2.9246), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), `-`(2.1311)), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) ....
`assign`(p78a, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), 2.9246), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), `-`(2.1311)), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) ....
 

PLOT(CURVES([[2.92460000000000, -2.13110000000000], [2.92461090881796, -2.13103454709654], [2.92463811628949, -2.13087130244810], [2.92468829179296, -2.13057025154866], [2.92475952683963, -2.130142852... (161)
 

> `assign`(p79a, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 2.9246), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), `-`(2.1311)), t = `*`(`*`(0, `/`...
`assign`(p79a, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 2.9246), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), `-`(2.1311)), t = `*`(`*`(0, `/`...
 

PLOT(CURVES([[2.92460000000000, -2.13110000000000], [2.92458581853665, -2.13119817935519], [2.92455044882367, -2.13144304632785], [2.92448522066915, -2.13189462267700], [2.92439261510848, -2.132535721... (162)
 

> `assign`(p80a, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 2.9246), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), `-`(2.1311)), t = `*`(`*`(0, `/`...
`assign`(p80a, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 2.9246), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), `-`(2.1311)), t = `*`(`*`(0, `/`...
 

PLOT(CURVES([[2.92460000000000, -2.13110000000000], [2.92458690941844, -2.13100182064481], [2.92455426045262, -2.13075695367215], [2.92449404984844, -2.13030537732300], [2.92440856779244, -2.129664278... (163)
 

> `assign`(p81a, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1)), 2.9246), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), `-`(2.1311)), t =...
`assign`(p81a, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1)), 2.9246), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), `-`(2.1311)), t =...
 

PLOT(CURVES([[2.85460000000000, -2.13110000000000], [2.85463273538177, -2.13167937985150], [2.85471445794780, -2.13218174171570], [2.85486546147395, -2.13274282364442], [2.85508049767083, -2.133301446... (164)
 

> 1.5
 

1.5 (165)
 

> 1.5
 

1.5 (166)
 

> 2.8270
 

2.8270 (167)
 

> -1.9687
 

-1.9687 (168)
 

> `assign`(ra, `*`(`+`(`*`(3, `*`(Pi))), `/`(1, 4)))
 

`+`(`*`(`/`(3, 4), `*`(Pi))) (169)
 

> `assign`(p77b, plot([`+`(`*`(1.5, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 2.8270), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), `-`(1.9687)), t = `*`(`*`(0, `/`(...
`assign`(p77b, plot([`+`(`*`(1.5, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 2.8270), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), `-`(1.9687)), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[2.82700000000000, -1.96870000000000], [2.82701963587234, -1.96874908967759], [2.82706860932107, -1.96887152316393], [2.82715892522733, -1.96909731133850], [2.82728714831133, -1.969417860... (170)
 

> `assign`(p78b, plot([`+`(`*`(1.5, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 2.8270), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), `-`(1.9687)), t = `*`(`*`(0, `/`(1, ...
`assign`(p78b, plot([`+`(`*`(1.5, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 2.8270), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), `-`(1.9687)), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[2.82700000000000, -1.96870000000000], [2.82701636322695, -1.96863454709654], [2.82705717443423, -1.96847130244810], [2.82713243768944, -1.96817025154866], [2.82723929025945, -1.967742852... (171)
 

> `assign`(p79b, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 2.8270), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), `-`(1.9687)), t = `*`(`*`(0, `...
`assign`(p79b, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 2.8270), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), `-`(1.9687)), t = `*`(`*`(0, `...
 

PLOT(CURVES([[2.82700000000000, -1.96870000000000], [2.82697872780497, -1.96879817935519], [2.82692567323550, -1.96904304632785], [2.82682783100372, -1.96949462267700], [2.82668892266272, -1.970135721... (172)
 

> `assign`(p80b, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 2.8270), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), `-`(1.9687)), t = `*`(`*`(0, `...
`assign`(p80b, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 2.8270), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), `-`(1.9687)), t = `*`(`*`(0, `...
 

PLOT(CURVES([[2.82700000000000, -1.96870000000000], [2.82698036412766, -1.96860182064481], [2.82693139067893, -1.96835695367215], [2.82684107477267, -1.96790537732300], [2.82671285168867, -1.967264278... (173)
 

> `assign`(p81b, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), 2.8270), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), `-`(1.9...
`assign`(p81b, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), 2.8270), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), `-`(1.9...
 

PLOT(CURVES([[2.72200000000000, -1.96870000000000], [2.72204910307266, -1.96927937985150], [2.72217168692170, -1.96978174171570], [2.72239819221093, -1.97034282364442], [2.72272074650625, -1.970901446... (174)
 

> 1.5
 

1.5 (175)
 

> 1.5
 

1.5 (176)
 

> 1.9523
 

1.9523 (177)
 

> -1.6696
 

-1.6696 (178)
 

> `assign`(ra, `*`(`+`(`*`(3, `*`(Pi))), `/`(1, 4)))
 

`+`(`*`(`/`(3, 4), `*`(Pi))) (179)
 

> `assign`(p77c, plot([`+`(`*`(1.5, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 1.9523), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), `-`(1.6696)), t = `*`(`*`(0, `/`(...
`assign`(p77c, plot([`+`(`*`(1.5, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 1.9523), `+`(`*`(1.5, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), `-`(1.6696)), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[1.95230000000000, -1.66960000000000], [1.95231963587234, -1.66964908967759], [1.95236860932107, -1.66977152316393], [1.95245892522733, -1.66999731133850], [1.95258714831133, -1.670317860... (180)
 

> `assign`(p78c, plot([`+`(`*`(1.5, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 1.9523), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), `-`(1.6696)), t = `*`(`*`(0, `/`(1, ...
`assign`(p78c, plot([`+`(`*`(1.5, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 1.9523), `+`(`*`(1.5, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), `-`(1.6696)), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[1.95230000000000, -1.66960000000000], [1.95231636322695, -1.66953454709654], [1.95235717443423, -1.66937130244810], [1.95243243768945, -1.66907025154866], [1.95253929025945, -1.668642852... (181)
 

> `assign`(p79c, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.9523), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), `-`(1.6696)), t = `*`(`*`(0, `...
`assign`(p79c, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.9523), `+`(`*`(1.5, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), `-`(1.6696)), t = `*`(`*`(0, `...
 

PLOT(CURVES([[1.95230000000000, -1.66960000000000], [1.95227872780497, -1.66969817935519], [1.95222567323550, -1.66994304632785], [1.95212783100372, -1.67039462267700], [1.95198892266272, -1.671035721... (182)
 

> `assign`(p80c, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.9523), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), `-`(1.6696)), t = `*`(`*`(0, `...
`assign`(p80c, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.9523), `+`(`*`(1.5, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), `-`(1.6696)), t = `*`(`*`(0, `...
 

PLOT(CURVES([[1.95230000000000, -1.66960000000000], [1.95228036412766, -1.66950182064481], [1.95223139067893, -1.66925695367215], [1.95214107477267, -1.66880537732300], [1.95201285168867, -1.668164278... (183)
 

> `assign`(p81c, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), 1.9523), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), `-`(1.6...
`assign`(p81c, plot([`+`(`*`(1.5, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), 1.9523), `+`(`*`(1.5, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), `-`(1.6...
 

PLOT(CURVES([[1.84730000000000, -1.66960000000000], [1.84734910307266, -1.67017937985150], [1.84747168692170, -1.67068174171570], [1.84769819221093, -1.67124282364442], [1.84802074650625, -1.671801446... (184)
 

> 1.8
 

1.8 (185)
 

> 1.7
 

1.7 (186)
 

> .33
 

.33 (187)
 

> 4.098
 

4.098 (188)
 

> 0
 

0 (189)
 

> `assign`(p77d, plot([`+`(`*`(1.8, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .33), `+`(`*`(1.7, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.098), t = `*`(`*`(0, `/`(1, 8)), `...
`assign`(p77d, plot([`+`(`*`(1.8, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .33), `+`(`*`(1.7, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.098), t = `*`(`*`(0, `/`(1, 8)), `...
 

PLOT(CURVES([[.330000000000000, 4.09800000000000], [.330023563046804, 4.09794436503206], [.330082331185290, 4.09780560708088], [.330190710272801, 4.09754971381636], [.330344577973602, 4.09718642473142... (190)
 

> `assign`(p78d, plot([`+`(`*`(1.8, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .33), `+`(`*`(1.7, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.098), t = `*`(`*`(0, `/`(1, 8)), `*`(...
`assign`(p78d, plot([`+`(`*`(1.8, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .33), `+`(`*`(1.7, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.098), t = `*`(`*`(0, `/`(1, 8)), `*`(...
 

PLOT(CURVES([[.330000000000000, 4.09800000000000], [.330019635872336, 4.09807417995725], [.330068609321075, 4.09825919055882], [.330158925227334, 4.09860038157818], [.330287148311335, 4.09908476702477... (191)
 

> `assign`(p79d, plot([`+`(`*`(1.8, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .33), `+`(`*`(1.7, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.098), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p79d, plot([`+`(`*`(1.8, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .33), `+`(`*`(1.7, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.098), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[.330000000000000, 4.09800000000000], [.329974473365963, 4.09788873006412], [.329910807882603, 4.09761121416177], [.329793397204466, 4.09709942763273], [.329626707195265, 4.09637284946284... (192)
 

> `assign`(p80d, plot([`+`(`*`(1.8, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .33), `+`(`*`(1.7, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.098), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p80d, plot([`+`(`*`(1.8, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .33), `+`(`*`(1.7, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.098), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[.330000000000000, 4.09800000000000], [.329976436953197, 4.09811126993588], [.329917668814710, 4.09838878583823], [.329809289727199, 4.09890057236727], [.329655422026399, 4.09962715053716... (193)
 

> `assign`(p81d, plot([`+`(`*`(1.8, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .33), `+`(`*`(1.7, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.098), t ...
`assign`(p81d, plot([`+`(`*`(1.8, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .33), `+`(`*`(1.7, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.098), t ...
 

PLOT(CURVES([[.204000000000000, 4.09800000000000], [.204058923687190, 4.09734336950163], [.204206024306039, 4.09677402605554], [.204477830653115, 4.09613813320299], [.204864895807497, 4.09550502768774... (194)
 

> 1.1
 

1.1 (195)
 

> 1
 

1 (196)
 

> -.714
 

-.714 (197)
 

> 3.683
 

3.683 (198)
 

> 0
 

0 (199)
 

> `assign`(p77e, plot([`+`(`*`(1.1, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.714)), `+`(`+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1)), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
`assign`(p77e, plot([`+`(`*`(1.1, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.714)), `+`(`+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1)), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
 

PLOT(CURVES([[-.714000000000000, 3.68300000000000], [-.713985600360287, 3.68296727354827], [-.713949686497878, 3.68288565122405], [-.713883454833288, 3.68273512577433], [-.713789424571688, 3.682521426... (200)
 

> `assign`(p78e, plot([`+`(`*`(1.1, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.714)), `+`(`+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi))...
`assign`(p78e, plot([`+`(`*`(1.1, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.714)), `+`(`+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi))...
 

PLOT(CURVES([[-.714000000000000, 3.68300000000000], [-.713988000300239, 3.68304363526897], [-.713958072081565, 3.68315246503460], [-.713902879027740, 3.68335316563422], [-.713824520476407, 3.683638098... (201)
 

> `assign`(p79e, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.714)), `+`(`+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1)), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p79e, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.714)), `+`(`+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1)), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[-.714000000000000, 3.68300000000000], [-.714015599609689, 3.68293454709654], [-.714054506293965, 3.68277130244810], [-.714126257263938, 3.68247025154866], [-.714228123380671, 3.682042852... (202)
 

> `assign`(p80e, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.714)), `+`(`+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p80e, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.714)), `+`(`+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1), 3.683), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[-.714000000000000, 3.68300000000000], [-.714014399639713, 3.68306545290346], [-.714050313502121, 3.68322869755190], [-.714116545166712, 3.68352974845134], [-.714210575428312, 3.683957147... (203)
 

> `assign`(p81e, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), `-`(.714)), `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))), 3.683), t = `*`(`*`...
`assign`(p81e, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), `-`(.714)), `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))), 3.683), t = `*`(`*`...
 

PLOT(CURVES([[-.791000000000000, 3.68300000000000], [-.790963991080051, 3.68261374676566], [-.790874096257421, 3.68227883885620], [-.790707992378652, 3.68190478423705], [-.790471452562085, 3.681532369... (204)
 

> 1.6
 

1.6 (205)
 

> 1.7
 

1.7 (206)
 

> -.315
 

-.315 (207)
 

> 2.717
 

2.717 (208)
 

> 0
 

0 (209)
 

> `assign`(p77f, plot([`+`(`*`(1.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.315)), `+`(`*`(1.7, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.717), t = `*`(`*`(0, `/`(1, ...
`assign`(p77f, plot([`+`(`*`(1.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.315)), `+`(`*`(1.7, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.717), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[-.315000000000000, 2.71700000000000], [-.314979055069508, 2.71694436503206], [-.314926816724187, 2.71680560708088], [-.314830479757510, 2.71654971381636], [-.314693708467910, 2.716186424... (210)
 

> `assign`(p78f, plot([`+`(`*`(1.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.315)), `+`(`*`(1.7, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.717), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p78f, plot([`+`(`*`(1.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.315)), `+`(`*`(1.7, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.717), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[-.315000000000000, 2.71700000000000], [-.314982545891257, 2.71707417995725], [-.314939013936822, 2.71725919055882], [-.314858733131259, 2.71760038157818], [-.314744757056591, 2.718084767... (211)
 

> `assign`(p79f, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.315)), `+`(`*`(1.7, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.717), t = `*`(`*`(0, `/`(...
`assign`(p79f, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.315)), `+`(`*`(1.7, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.717), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.315000000000000, 2.71700000000000], [-.315022690341366, 2.71688873006412], [-.315079281882131, 2.71661121416177], [-.315183646929364, 2.71609942763273], [-.315331815826431, 2.715372849... (212)
 

> `assign`(p80f, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.315)), `+`(`*`(1.7, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.717), t = `*`(`*`(0, `/`(...
`assign`(p80f, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.315)), `+`(`*`(1.7, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.717), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.315000000000000, 2.71700000000000], [-.315020944930492, 2.71711126993588], [-.315073183275813, 2.71738878583823], [-.315169520242490, 2.71790057236727], [-.315306291532090, 2.718627150... (213)
 

> `assign`(p81f, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), `-`(.315)), `+`(`*`(1.7, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.71...
`assign`(p81f, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), `-`(.315)), `+`(`*`(1.7, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.71...
 

PLOT(CURVES([[-.427000000000000, 2.71700000000000], [-.426947623389164, 2.71634336950163], [-.426816867283521, 2.71577402605554], [-.426575261641676, 2.71513813320299], [-.426231203726670, 2.714505027... (214)
 

> 1.1
 

1.1 (215)
 

> 1.2
 

1.2 (216)
 

> .169
 

.169 (217)
 

> 4.228
 

4.228 (218)
 

> 0
 

0 (219)
 

> `assign`(p77g, plot([`+`(`*`(1.1, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .169), `+`(`*`(1.2, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.228), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p77g, plot([`+`(`*`(1.1, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .169), `+`(`*`(1.2, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.228), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.169000000000000, 4.22800000000000], [.169014399639713, 4.22796072825793], [.169050313502122, 4.22786278146886], [.169116545166712, 4.22768215092920], [.169210575428312, 4.22742571157512... (220)
 

> `assign`(p78g, plot([`+`(`*`(1.1, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .169), `+`(`*`(1.2, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.228), t = `*`(`*`(0, `/`(1, 8)), `*`...
`assign`(p78g, plot([`+`(`*`(1.1, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .169), `+`(`*`(1.2, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.228), t = `*`(`*`(0, `/`(1, 8)), `*`...
 

PLOT(CURVES([[.169000000000000, 4.22800000000000], [.169011999699761, 4.22805236232277], [.169041927918435, 4.22818295804152], [.169097120972260, 4.22842379876107], [.169175479523593, 4.22876571789984... (221)
 

> `assign`(p79g, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .169), `+`(`*`(1.2, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.228), t = `*`(`*`(0, `/`(1, 8)...
`assign`(p79g, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .169), `+`(`*`(1.2, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.228), t = `*`(`*`(0, `/`(1, 8)...
 

PLOT(CURVES([[.169000000000000, 4.22800000000000], [.168984400390311, 4.22792145651585], [.168945493706035, 4.22772556293772], [.168873742736062, 4.22736430185840], [.168771876619329, 4.22685142315024... (222)
 

> `assign`(p80g, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .169), `+`(`*`(1.2, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.228), t = `*`(`*`(0, `/`(1, 8)...
`assign`(p80g, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .169), `+`(`*`(1.2, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.228), t = `*`(`*`(0, `/`(1, 8)...
 

PLOT(CURVES([[.169000000000000, 4.22800000000000], [.168985600360287, 4.22807854348415], [.168949686497879, 4.22827443706228], [.168883454833288, 4.22863569814160], [.168789424571688, 4.22914857684976... (223)
 

> `assign`(p81g, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .169), `+`(`*`(1.2, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.228), t...
`assign`(p81g, plot([`+`(`*`(1.1, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), .169), `+`(`*`(1.2, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.228), t...
 

PLOT(CURVES([[0.920000000000000e-1, 4.22800000000000], [0.920360089199495e-1, 4.22753649611880], [0.921259037425794e-1, 4.22713460662744], [0.922920076213478e-1, 4.22668574108446], [0.925285474379146e... (224)
 

> 1.2
 

1.2 (225)
 

> 1.3
 

1.3 (226)
 

> -.445
 

-.445 (227)
 

> 3.391
 

3.391 (228)
 

> 0
 

0 (229)
 

> `assign`(p77h, plot([`+`(`*`(1.2, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.445)), `+`(`*`(1.3, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.391), t = `*`(`*`(0, `/`(1, ...
`assign`(p77h, plot([`+`(`*`(1.2, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.445)), `+`(`*`(1.3, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.391), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[-.445000000000000, 3.39100000000000], [-.444984291302131, 3.39095745561275], [-.444945112543140, 3.39085134659126], [-.444872859818133, 3.39065566350663], [-.444770281350932, 3.390377854... (230)
 

> `assign`(p78h, plot([`+`(`*`(1.2, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.445)), `+`(`*`(1.3, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.391), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p78h, plot([`+`(`*`(1.2, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.445)), `+`(`*`(1.3, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.391), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[-.445000000000000, 3.39100000000000], [-.444986909418442, 3.39105672584966], [-.444954260452617, 3.39119820454498], [-.444894049848444, 3.39145911532449], [-.444808567792444, 3.391829527... (231)
 

> `assign`(p79h, plot([`+`(`*`(1.2, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.445)), `+`(`*`(1.3, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.391), t = `*`(`*`(0, `/`(...
`assign`(p79h, plot([`+`(`*`(1.2, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.445)), `+`(`*`(1.3, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.391), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.445000000000000, 3.39100000000000], [-.445017017756025, 3.39091491122551], [-.445059461411598, 3.39070269318253], [-.445137735197023, 3.39031132701326], [-.445248861869823, 3.389755708... (232)
 

> `assign`(p80h, plot([`+`(`*`(1.2, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.445)), `+`(`*`(1.3, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.391), t = `*`(`*`(0, `/`(...
`assign`(p80h, plot([`+`(`*`(1.2, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.445)), `+`(`*`(1.3, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.391), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.445000000000000, 3.39100000000000], [-.445015708697869, 3.39108508877449], [-.445054887456860, 3.39129730681747], [-.445127140181867, 3.39168867298674], [-.445229718649068, 3.392244291... (233)
 

> `assign`(p81h, plot([`+`(`*`(1.2, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.445)), `+`(`*`(1.3, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.391), t = `*...
`assign`(p81h, plot([`+`(`*`(1.2, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.445)), `+`(`*`(1.3, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.391), t = `*...
 

PLOT(CURVES([[-.361000000000000, 3.39100000000000], [-.361039282458127, 3.39049787079536], [-.361137349537359, 3.39006249051306], [-.361318553768743, 3.38957621950817], [-.361576597204998, 3.389092079... (234)
 

> 1.0
 

1.0 (235)
 

> 1.3
 

1.3 (236)
 

> -.189
 

-.189 (237)
 

> 2.7
 

2.7 (238)
 

> 0
 

0 (239)
 

> `assign`(p77i, plot([`+`(`*`(1.0, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.189)), `+`(`*`(1.3, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.7), t = `*`(`*`(0, `/`(1, 8)...
`assign`(p77i, plot([`+`(`*`(1.0, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.189)), `+`(`*`(1.3, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.7), t = `*`(`*`(0, `/`(1, 8)...
 

PLOT(CURVES([[-.189000000000000, 2.70000000000000], [-.188986909418442, 2.69995745561275], [-.188954260452617, 2.69985134659126], [-.188894049848444, 2.69965566350663], [-.188808567792444, 2.699377854... (240)
 

> `assign`(p78i, plot([`+`(`*`(1.0, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.189)), `+`(`*`(1.3, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.7), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p78i, plot([`+`(`*`(1.0, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.189)), `+`(`*`(1.3, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.7), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[-.189000000000000, 2.70000000000000], [-.188989091182035, 2.70005672584966], [-.188961883710514, 2.70019820454498], [-.188911708207037, 2.70045911532449], [-.188840473160370, 2.700829527... (241)
 

> `assign`(p79i, plot([`+`(`*`(1.0, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.189)), `+`(`*`(1.3, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.7), t = `*`(`*`(0, `/`(1,...
`assign`(p79i, plot([`+`(`*`(1.0, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.189)), `+`(`*`(1.3, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.7), t = `*`(`*`(0, `/`(1,...
 

PLOT(CURVES([[-.189000000000000, 2.70000000000000], [-.189014181463354, 2.69991491122551], [-.189049551176332, 2.69970269318253], [-.189114779330852, 2.69931132701326], [-.189207384891519, 2.698755708... (242)
 

> `assign`(p80i, plot([`+`(`*`(1.0, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.189)), `+`(`*`(1.3, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.7), t = `*`(`*`(0, `/`(1,...
`assign`(p80i, plot([`+`(`*`(1.0, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.189)), `+`(`*`(1.3, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.7), t = `*`(`*`(0, `/`(1,...
 

PLOT(CURVES([[-.189000000000000, 2.70000000000000], [-.189013090581558, 2.70008508877449], [-.189045739547383, 2.70029730681747], [-.189105950151556, 2.70068867298674], [-.189191432207556, 2.701244291... (243)
 

> `assign`(p81i, plot([`+`(`*`(1.0, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.189)), `+`(`*`(1.3, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.7), t = `*`(...
`assign`(p81i, plot([`+`(`*`(1.0, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.189)), `+`(`*`(1.3, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.7), t = `*`(...
 

PLOT(CURVES([[-.119000000000000, 2.70000000000000], [-.119032735381772, 2.69949787079536], [-.119114457947799, 2.69906249051306], [-.119265461473953, 2.69857621950817], [-.119480497670831, 2.698092079... (244)
 

> .6
 

.6 (245)
 

> .6
 

.6 (246)
 

> -.3
 

-.3 (247)
 

> 2.899
 

2.899 (248)
 

> 0
 

0 (249)
 

> `assign`(p77j, plot([`+`(`*`(.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.3)), `+`(`*`(.6, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.899), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p77j, plot([`+`(`*`(.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.3)), `+`(`*`(.6, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 2.899), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[-.300000000000000, 2.89900000000000], [-.299992145651065, 2.89898036412896], [-.299972556271570, 2.89893139073443], [-.299936429909066, 2.89884107546460], [-.299885140675466, 2.898712855... (250)
 

> `assign`(p78j, plot([`+`(`*`(.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.3)), `+`(`*`(.6, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.899), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p78j, plot([`+`(`*`(.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.3)), `+`(`*`(.6, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 2.899), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[-.300000000000000, 2.89900000000000], [-.299993454709221, 2.89902618116138], [-.299977130226308, 2.89909147902076], [-.299947024924222, 2.89921189938053], [-.299904283896222, 2.899382858... (251)
 

> `assign`(p79j, plot([`+`(`*`(.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.3)), `+`(`*`(.6, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.899), t = `*`(`*`(0, `/`(1, 8...
`assign`(p79j, plot([`+`(`*`(.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.3)), `+`(`*`(.6, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 2.899), t = `*`(`*`(0, `/`(1, 8...
 

PLOT(CURVES([[-.300000000000000, 2.89900000000000], [-.300008508878012, 2.89896072825793], [-.300029730705799, 2.89886278146886], [-.300068867598511, 2.89868215092920], [-.300124430934912, 2.898425711... (252)
 

> `assign`(p80j, plot([`+`(`*`(.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.3)), `+`(`*`(.6, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.899), t = `*`(`*`(0, `/`(1, 8...
`assign`(p80j, plot([`+`(`*`(.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.3)), `+`(`*`(.6, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 2.899), t = `*`(`*`(0, `/`(1, 8...
 

PLOT(CURVES([[-.300000000000000, 2.89900000000000], [-.300007854348935, 2.89903927174207], [-.300027443728430, 2.89913721853114], [-.300063570090934, 2.89931784907080], [-.300114859324534, 2.899574288... (253)
 

> `assign`(p81j, plot([`+`(`*`(.6, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.3)), `+`(`*`(.6, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.899), t = `*`(`*...
`assign`(p81j, plot([`+`(`*`(.6, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.3)), `+`(`*`(.6, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 2.899), t = `*`(`*...
 

PLOT(CURVES([[-.258000000000000, 2.89900000000000], [-.258019641229063, 2.89876824805940], [-.258068674768680, 2.89856730331372], [-.258159276884372, 2.89834287054223], [-.258288298602499, 2.898119421... (254)
 

> .6
 

.6 (255)
 

> .6
 

.6 (256)
 

> .407
 

.407 (257)
 

> 3.99
 

3.99 (258)
 

> 0
 

0 (259)
 

> `assign`(p77k, plot([`+`(`*`(.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .407), `+`(`*`(.6, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.99), t = `*`(`*`(0, `/`(1, 8)), `*`...
`assign`(p77k, plot([`+`(`*`(.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .407), `+`(`*`(.6, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.99), t = `*`(`*`(0, `/`(1, 8)), `*`...
 

PLOT(CURVES([[.407000000000000, 3.99000000000000], [.407007854348934, 3.98998036412896], [.407027443728430, 3.98993139073443], [.407063570090934, 3.98984107546460], [.407114859324534, 3.98971285578756... (260)
 

> `assign`(p78k, plot([`+`(`*`(.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .407), `+`(`*`(.6, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.99), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi...
`assign`(p78k, plot([`+`(`*`(.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .407), `+`(`*`(.6, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.99), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi...
 

PLOT(CURVES([[.407000000000000, 3.99000000000000], [.407006545290779, 3.99002618116138], [.407022869773692, 3.99009147902076], [.407052975075778, 3.99021189938053], [.407095716103778, 3.99038285894992... (261)
 

> `assign`(p79k, plot([`+`(`*`(.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .407), `+`(`*`(.6, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.99), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p79k, plot([`+`(`*`(.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .407), `+`(`*`(.6, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.99), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.407000000000000, 3.99000000000000], [.406991491121988, 3.98996072825793], [.406970269294201, 3.98986278146886], [.406931132401489, 3.98968215092920], [.406875569065088, 3.98942571157512... (262)
 

> `assign`(p80k, plot([`+`(`*`(.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .407), `+`(`*`(.6, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.99), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p80k, plot([`+`(`*`(.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .407), `+`(`*`(.6, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.99), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.407000000000000, 3.99000000000000], [.406992145651065, 3.99003927174207], [.406972556271570, 3.99013721853114], [.406936429909066, 3.99031784907080], [.406885140675466, 3.99057428842488... (263)
 

> `assign`(p81k, plot([`+`(`*`(.6, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), .407), `+`(`*`(.6, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.99), t = `*`(`*`(0,...
`assign`(p81k, plot([`+`(`*`(.6, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), .407), `+`(`*`(.6, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.99), t = `*`(`*`(0,...
 

PLOT(CURVES([[.449000000000000, 3.99000000000000], [.448980358770937, 3.98976824805940], [.448931325231320, 3.98956730331372], [.448840723115628, 3.98934287054223], [.448711701397501, 3.98911942153685... (264)
 

> .9
 

.9 (265)
 

> .8
 

.8 (266)
 

> .146
 

.146 (267)
 

> 4.075
 

4.075 (268)
 

> 0
 

0 (269)
 

> `assign`(p77l, plot([`+`(`*`(.9, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .146), `+`(`*`(.8, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.075), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p77l, plot([`+`(`*`(.9, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .146), `+`(`*`(.8, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.075), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[.146000000000000, 4.07500000000000], [.146011781523402, 4.07497381883862], [.146041165592645, 4.07490852097924], [.146095355136400, 4.07478810061947], [.146172288986801, 4.07461714105008... (270)
 

> `assign`(p78l, plot([`+`(`*`(.9, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .146), `+`(`*`(.8, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.075), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
`assign`(p78l, plot([`+`(`*`(.9, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .146), `+`(`*`(.8, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.075), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
 

PLOT(CURVES([[.146000000000000, 4.07500000000000], [.146009817936168, 4.07503490821518], [.146034304660537, 4.07512197202768], [.146079462613667, 4.07528253250738], [.146143574155667, 4.07551047859989... (271)
 

> `assign`(p79l, plot([`+`(`*`(.9, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .146), `+`(`*`(.8, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.075), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p79l, plot([`+`(`*`(.9, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .146), `+`(`*`(.8, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.075), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[.146000000000000, 4.07500000000000], [.145987236682981, 4.07494763767723], [.145955403941301, 4.07481704195848], [.145896698602233, 4.07457620123893], [.145813353597633, 4.07423428210016... (272)
 

> `assign`(p80l, plot([`+`(`*`(.9, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .146), `+`(`*`(.8, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.075), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p80l, plot([`+`(`*`(.9, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .146), `+`(`*`(.8, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.075), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[.146000000000000, 4.07500000000000], [.145988218476598, 4.07505236232277], [.145958834407355, 4.07518295804152], [.145904644863599, 4.07542379876107], [.145827711013199, 4.07576571789984... (273)
 

> `assign`(p81l, plot([`+`(`*`(.9, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), .146), `+`(`*`(.8, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.075), t = `*`(`*`(0...
`assign`(p81l, plot([`+`(`*`(.9, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), .146), `+`(`*`(.8, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.075), t = `*`(`*`(0...
 

PLOT(CURVES([[.209000000000000, 4.07500000000000], [.208970538156405, 4.07469099741253], [.208896987846980, 4.07442307108496], [.208761084673443, 4.07412382738964], [.208567552096252, 4.07382589538247... (274)
 

> 1.6
 

1.6 (275)
 

> 1.6
 

1.6 (276)
 

> .284
 

.284 (277)
 

> 3.913
 

3.913 (278)
 

> 0
 

0 (279)
 

> `assign`(p77m, plot([`+`(`*`(1.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .284), `+`(`*`(1.6, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.913), t = `*`(`*`(0, `/`(1, 8)), ...
`assign`(p77m, plot([`+`(`*`(1.6, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), .284), `+`(`*`(1.6, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.913), t = `*`(`*`(0, `/`(1, 8)), ...
 

PLOT(CURVES([[.284000000000000, 3.91300000000000], [.284020944930492, 3.91294763767723], [.284073183275813, 3.91281704195848], [.284169520242490, 3.91257620123893], [.284306291532090, 3.91223428210016... (280)
 

> `assign`(p78m, plot([`+`(`*`(1.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .284), `+`(`*`(1.6, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.913), t = `*`(`*`(0, `/`(1, 8)), `*`...
`assign`(p78m, plot([`+`(`*`(1.6, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), .284), `+`(`*`(1.6, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.913), t = `*`(`*`(0, `/`(1, 8)), `*`...
 

PLOT(CURVES([[.284000000000000, 3.91300000000000], [.284017454108743, 3.91306981643035], [.284060986063178, 3.91324394405536], [.284141266868741, 3.91356506501476], [.284255242943408, 3.91402095719979... (281)
 

> `assign`(p79m, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .284), `+`(`*`(1.6, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.913), t = `*`(`*`(0, `/`(1, 8)...
`assign`(p79m, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), .284), `+`(`*`(1.6, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.913), t = `*`(`*`(0, `/`(1, 8)...
 

PLOT(CURVES([[.284000000000000, 3.91300000000000], [.283977309658634, 3.91289527535447], [.283920718117869, 3.91263408391696], [.283816353070636, 3.91215240247786], [.283668184173569, 3.91146856420032... (282)
 

> `assign`(p80m, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .284), `+`(`*`(1.6, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.913), t = `*`(`*`(0, `/`(1, 8)...
`assign`(p80m, plot([`+`(`*`(1.6, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), .284), `+`(`*`(1.6, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.913), t = `*`(`*`(0, `/`(1, 8)...
 

PLOT(CURVES([[.284000000000000, 3.91300000000000], [.283979055069508, 3.91310472464553], [.283926816724187, 3.91336591608304], [.283830479757510, 3.91384759752214], [.283693708467910, 3.91453143579968... (283)
 

> `assign`(p81m, plot([`+`(`*`(1.6, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), .284), `+`(`*`(1.6, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.913), t = `*`(`*`...
`assign`(p81m, plot([`+`(`*`(1.6, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), .284), `+`(`*`(1.6, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.913), t = `*`(`*`...
 

PLOT(CURVES([[.396000000000000, 3.91300000000000], [.395947623389164, 3.91238199482506], [.395816867283521, 3.91184614216992], [.395575261641676, 3.91124765477928], [.395231203726670, 3.91065179076493... (284)
 

> 2.1
 

2.1 (285)
 

> 1.9
 

1.9 (286)
 

> 1.144
 

1.144 (287)
 

> 4.182
 

4.182 (288)
 

> 0
 

0 (289)
 

> `assign`(p77n, plot([`+`(`*`(2.1, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 1.144), `+`(`*`(1.9, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.182), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p77n, plot([`+`(`*`(2.1, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 1.144), `+`(`*`(1.9, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.182), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[1.14400000000000, 4.18200000000000], [1.14402749022127, 4.18193781974172], [1.14409605304950, 4.18178273732569], [1.14422249531827, 4.18149673897123], [1.14440200763587, 4.18109070999394... (290)
 

> `assign`(p78n, plot([`+`(`*`(2.1, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 1.144), `+`(`*`(1.9, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.182), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p78n, plot([`+`(`*`(2.1, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 1.144), `+`(`*`(1.9, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.182), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[1.14400000000000, 4.18200000000000], [1.14402290851773, 4.18208290701105], [1.14408004420792, 4.18228968356574], [1.14418541276522, 4.18267101470502], [1.14433500636322, 4.18321238667475... (291)
 

> `assign`(p79n, plot([`+`(`*`(2.1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.144), `+`(`*`(1.9, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.182), t = `*`(`*`(0, `/`(1, 8...
`assign`(p79n, plot([`+`(`*`(2.1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.144), `+`(`*`(1.9, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.182), t = `*`(`*`(0, `/`(1, 8...
 

PLOT(CURVES([[1.14400000000000, 4.18200000000000], [1.14397021892696, 4.18187563948343], [1.14389594252970, 4.18156547465139], [1.14375896340521, 4.18099347794246], [1.14356449172781, 4.18018141998788... (292)
 

> `assign`(p80n, plot([`+`(`*`(2.1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.144), `+`(`*`(1.9, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.182), t = `*`(`*`(0, `/`(1, 8...
`assign`(p80n, plot([`+`(`*`(2.1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.144), `+`(`*`(1.9, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.182), t = `*`(`*`(0, `/`(1, 8...
 

PLOT(CURVES([[1.14400000000000, 4.18200000000000], [1.14397250977873, 4.18212436051657], [1.14390394695050, 4.18243452534861], [1.14377750468173, 4.18300652205754], [1.14359799236413, 4.18381858001212... (293)
 

> `assign`(p81n, plot([`+`(`*`(2.1, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), 1.144), `+`(`*`(1.9, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.182), t = `*`(`*...
`assign`(p81n, plot([`+`(`*`(2.1, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), 1.144), `+`(`*`(1.9, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.182), t = `*`(`*...
 

PLOT(CURVES([[1.29100000000000, 4.18200000000000], [1.29093125569828, 4.18126611885476], [1.29075963830962, 4.18062979382678], [1.29044253090470, 4.17991909005040], [1.28999095489125, 4.17921150153336... (294)
 

> 1.9
 

1.9 (295)
 

> 1.9
 

1.9 (296)
 

> -.184
 

-.184 (297)
 

> 3.706
 

3.706 (298)
 

> 0
 

0 (299)
 

> `assign`(p77o, plot([`+`(`*`(1.9, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.184)), `+`(`*`(1.9, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.706), t = `*`(`*`(0, `/`(1, ...
`assign`(p77o, plot([`+`(`*`(1.9, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.184)), `+`(`*`(1.9, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 3.706), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[-.184000000000000, 3.70600000000000], [-.183975127895041, 3.70593781974172], [-.183913094859972, 3.70578273732569], [-.183798694712043, 3.70549673897123], [-.183636278805643, 3.705090709... (300)
 

> `assign`(p78o, plot([`+`(`*`(1.9, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.184)), `+`(`*`(1.9, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.706), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p78o, plot([`+`(`*`(1.9, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.184)), `+`(`*`(1.9, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 3.706), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[-.184000000000000, 3.70600000000000], [-.183979273245867, 3.70608290701105], [-.183927579049977, 3.70628968356574], [-.183832245593370, 3.70667101470503], [-.183696899004702, 3.707212386... (301)
 

> `assign`(p79o, plot([`+`(`*`(1.9, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.184)), `+`(`*`(1.9, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.706), t = `*`(`*`(0, `/`(...
`assign`(p79o, plot([`+`(`*`(1.9, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.184)), `+`(`*`(1.9, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 3.706), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.184000000000000, 3.70600000000000], [-.184026944780373, 3.70587563948343], [-.184094147235030, 3.70556547465139], [-.184218080728620, 3.70499347794246], [-.184394031293887, 3.704181419... (302)
 

> `assign`(p80o, plot([`+`(`*`(1.9, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.184)), `+`(`*`(1.9, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.706), t = `*`(`*`(0, `/`(...
`assign`(p80o, plot([`+`(`*`(1.9, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.184)), `+`(`*`(1.9, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 3.706), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.184000000000000, 3.70600000000000], [-.184024872104959, 3.70612436051657], [-.184086905140028, 3.70643452534861], [-.184201305287957, 3.70700652205754], [-.184363721194357, 3.707818580... (303)
 

> `assign`(p81o, plot([`+`(`*`(1.9, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.184)), `+`(`*`(1.9, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.706), t = `*...
`assign`(p81o, plot([`+`(`*`(1.9, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.184)), `+`(`*`(1.9, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 3.706), t = `*...
 

PLOT(CURVES([[-0.510000000000000e-1, 3.70600000000000], [-0.510621972253672e-1, 3.70526611885476], [-0.512174701008190e-1, 3.70462979382678], [-0.515043768005098e-1, 3.70391909005040], [-0.51912945574... (304)
 

> 1.3
 

1.3 (305)
 

> 1.4
 

1.4 (306)
 

> -.238
 

-.238 (307)
 

> 4.005
 

4.005 (308)
 

> 0
 

0 (309)
 

> `assign`(p77p, plot([`+`(`*`(1.3, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.238)), `+`(`*`(1.4, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.005), t = `*`(`*`(0, `/`(1, ...
`assign`(p77p, plot([`+`(`*`(1.3, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.238)), `+`(`*`(1.4, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.005), t = `*`(`*`(0, `/`(1, ...
 

PLOT(CURVES([[-.238000000000000, 4.00500000000000], [-.237982982243975, 4.00495418296758], [-.237940538588402, 4.00483991171367], [-.237862264802977, 4.00462917608407], [-.237751138130177, 4.004329996... (310)
 

> `assign`(p78p, plot([`+`(`*`(1.3, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.238)), `+`(`*`(1.4, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.005), t = `*`(`*`(0, `/`(1, 8))...
`assign`(p78p, plot([`+`(`*`(1.3, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), `-`(.238)), `+`(`*`(1.4, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.005), t = `*`(`*`(0, `/`(1, 8))...
 

PLOT(CURVES([[-.238000000000000, 4.00500000000000], [-.237985818536646, 4.00506108937656], [-.237950448823668, 4.00521345104844], [-.237885220669148, 4.00549443188791], [-.237792615108481, 4.005893337... (311)
 

> `assign`(p79p, plot([`+`(`*`(1.3, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.238)), `+`(`*`(1.4, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.005), t = `*`(`*`(0, `/`(...
`assign`(p79p, plot([`+`(`*`(1.3, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.238)), `+`(`*`(1.4, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.005), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.238000000000000, 4.00500000000000], [-.238018435902360, 4.00490836593516], [-.238064416529231, 4.00467982342734], [-.238149213130108, 4.00425835216813], [-.238269600358975, 4.003659993... (312)
 

> `assign`(p80p, plot([`+`(`*`(1.3, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.238)), `+`(`*`(1.4, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.005), t = `*`(`*`(0, `/`(...
`assign`(p80p, plot([`+`(`*`(1.3, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), `-`(.238)), `+`(`*`(1.4, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.005), t = `*`(`*`(0, `/`(...
 

PLOT(CURVES([[-.238000000000000, 4.00500000000000], [-.238017017756025, 4.00509163406484], [-.238059461411598, 4.00532017657266], [-.238137735197023, 4.00574164783187], [-.238248861869823, 4.006340006... (313)
 

> `assign`(p81p, plot([`+`(`*`(1.3, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.238)), `+`(`*`(1.4, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.005), t = `*...
`assign`(p81p, plot([`+`(`*`(1.3, `+`(`*`(0.6e-1, `*`(cos(t))), 0.1e-1)), `-`(.238)), `+`(`*`(1.4, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.005), t = `*...
 

PLOT(CURVES([[-.147000000000000, 4.00500000000000], [-.147042555996304, 4.00445924547193], [-.147148795332139, 4.00399037439868], [-.147345099916138, 4.00346669793187], [-.147624646972081, 4.002945316... (314)
 

> 1
 

1 (315)
 

> .9
 

.9 (316)
 

> 1.006
 

1.006 (317)
 

> 4.005
 

4.005 (318)
 

> 0
 

0 (319)
 

> `assign`(p77q, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), 1.006), `+`(`*`(.9, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.005), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`...
`assign`(p77q, plot([`+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))), 1.006), `+`(`*`(.9, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.005), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`...
 

PLOT(CURVES([[1.00600000000000, 4.00500000000000], [1.00601309058156, 4.00497054619344], [1.00604573954738, 4.00489708610164], [1.00610595015156, 4.00476161319690], [1.00619143220756, 4.00456928368134... (320)
 

> `assign`(p78q, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), 1.006), `+`(`*`(.9, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.005), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+...
`assign`(p78q, plot([`+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))), 1.006), `+`(`*`(.9, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.005), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+...
 

PLOT(CURVES([[1.00600000000000, 4.00500000000000], [1.00601090881796, 4.00503927174207], [1.00603811628949, 4.00513721853114], [1.00608829179296, 4.00531784907080], [1.00615952683963, 4.00557428842488... (321)
 

> `assign`(p79q, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.006), `+`(`*`(.9, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.005), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p79q, plot([`+`(`*`(1, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.006), `+`(`*`(.9, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.005), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[1.00600000000000, 4.00500000000000], [1.00598581853665, 4.00494109238689], [1.00595044882367, 4.00479417220329], [1.00588522066915, 4.00452322639380], [1.00579261510848, 4.00413856736268... (322)
 

> `assign`(p80q, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.006), `+`(`*`(.9, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.005), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p80q, plot([`+`(`*`(1, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.006), `+`(`*`(.9, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.005), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[1.00600000000000, 4.00500000000000], [1.00598690941844, 4.00505890761311], [1.00595426045262, 4.00520582779671], [1.00589404984844, 4.00547677360620], [1.00580856779244, 4.00586143263732... (323)
 

> `assign`(p81q, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1)), 1.006), `+`(`*`(.9, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.005), t = `*`(`*`...
`assign`(p81q, plot([`+`(`+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1)), 1.006), `+`(`*`(.9, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.005), t = `*`(`*`...
 

PLOT(CURVES([[.936000000000000, 4.00500000000000], [.936032735381772, 4.00465237208910], [.936114457947799, 4.00435095497058], [.936265461473953, 4.00401430581335], [.936480497670831, 4.00367913230528... (324)
 

> .7
 

.7 (325)
 

> .7
 

.7 (326)
 

> 1.12
 

1.12 (327)
 

> 4.443
 

4.443 (328)
 

> 0
 

0 (329)
 

> `assign`(p77r, plot([`+`(`*`(.7, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 1.12), `+`(`*`(.7, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.443), t = `*`(`*`(0, `/`(1, 8)), `*...
`assign`(p77r, plot([`+`(`*`(.7, `+`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t))))))), 1.12), `+`(`*`(.7, `+`(`*`(0.15e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.15e-1))), 4.443), t = `*`(`*`(0, `/`(1, 8)), `*...
 

PLOT(CURVES([[1.12000000000000, 4.44300000000000], [1.12000916340709, 4.44297709148379], [1.12003201768317, 4.44291995585683], [1.12007416510609, 4.44281458804203], [1.12013400254529, 4.44266499841882... (330)
 

> `assign`(p78r, plot([`+`(`*`(.7, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 1.12), `+`(`*`(.7, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.443), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
`assign`(p78r, plot([`+`(`*`(.7, `+`(`*`(0.1e-1, `*`(t, `*`(sin(sin(t))))))), 1.12), `+`(`*`(.7, `+`(`-`(`*`(0.2e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.2e-1)), 4.443), t = `*`(`*`(0, `/`(1, 8)), `*`(P...
 

PLOT(CURVES([[1.12000000000000, 4.44300000000000], [1.12000763617258, 4.44303054468828], [1.12002668140264, 4.44310672552422], [1.12006180425507, 4.44324721594396], [1.12011166878774, 4.44344666877491... (331)
 

> `assign`(p79r, plot([`+`(`*`(.7, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.12), `+`(`*`(.7, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.443), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p79r, plot([`+`(`*`(.7, `+`(`-`(`*`(0.13e-1, `*`(t, `*`(sin(sin(t)))))))), 1.12), `+`(`*`(.7, `+`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t)))))), `-`(0.3e-1))), 4.443), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[1.12000000000000, 4.44300000000000], [1.11999007297565, 4.44295418296758], [1.11996531417657, 4.44283991171367], [1.11991965446840, 4.44262917608406], [1.11985483057594, 4.44232999683764... (332)
 

> `assign`(p80r, plot([`+`(`*`(.7, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.12), `+`(`*`(.7, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.443), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p80r, plot([`+`(`*`(.7, `+`(`-`(`*`(0.12e-1, `*`(t, `*`(sin(sin(t)))))))), 1.12), `+`(`*`(.7, `+`(`-`(`*`(0.3e-1, `*`(cos(`+`(`*`(2, `*`(t))))))), 0.3e-1)), 4.443), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[1.12000000000000, 4.44300000000000], [1.11999083659291, 4.44304581703242], [1.11996798231683, 4.44316008828633], [1.11992583489391, 4.44337082391594], [1.11986599745471, 4.44367000316236... (333)
 

> `assign`(p81r, plot([`+`(`*`(.7, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), 1.12), `+`(`*`(.7, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.443), t =...
`assign`(p81r, plot([`+`(`*`(.7, `+`(`-`(`*`(0.6e-1, `*`(cos(t)))), `-`(0.1e-1))), 1.12), `+`(`*`(.7, `+`(`-`(`*`(0.5e-2, `*`(sin(`+`(`*`(2, `*`(t))))))), `-`(`*`(0.17e-2, `*`(sin(t)))))), 4.443), t =...
 

PLOT(CURVES([[1.07100000000000, 4.44300000000000], [1.07102291476724, 4.44272962273596], [1.07108012056346, 4.44249518719934], [1.07118582303177, 4.44223334896594], [1.07133634836958, 4.44197265845966... (334)
 

>
 

> `assign`(p82, plot([`+`(`*`(.5, `*`(`^`(t, 2))), 0.55e-1), `+`(`*`(.5, `*`(`^`(t, `/`(1, 2)))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(2.65, `*`(Pi))), `/`(1, 8))], color =
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.550149677816042e-1, 3.59798425396594], [0.550523461342555e-1, 3.61157648660376], [0.551214569971779e-1, 3.62342134729334], [0.552199744962923e... (335)
 

>
 

> `assign`(p83, plot([`+`(`*`(.5, `+`(`*`(.6, `*`(`^`(t, 2))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.8, `*`(`^`(t, 3))), `-`(`*`(.5, `*`(`^`(t, 2)))))), 3.561), t = `*`(`*`(2.35, `/`(1, 8)), `*`(Pi)) .. `*`(...
`assign`(p83, plot([`+`(`*`(.5, `+`(`*`(.6, `*`(`^`(t, 2))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.8, `*`(`^`(t, 3))), `-`(`*`(.5, `*`(`^`(t, 2)))))), 3.561), t = `*`(`*`(2.35, `/`(1, 8)), `*`(Pi)) .. `*`(...
 

PLOT(CURVES([[.310491673364562, 3.66246182150371], [.311693456072094, 3.66368105540388], [.312741414950180, 3.66474848015936], [.313922504700634, 3.66595624220341], [.315114150351253, 3.66717987098813... (336)
 

> `assign`(p84, plot([`+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 2)))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, `/`(1, 2))))))), 3.561), t = `*`(`*`(1.43, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(3.26...
`assign`(p84, plot([`+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 2)))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, `/`(1, 2))))))), 3.561), t = `*`(`*`(1.43, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(3.26...
 

PLOT(CURVES([[-0.553722486829291e-1, 3.29871949816037], [-0.568624723889764e-1, 3.29783863115272], [-0.581672381694935e-1, 3.29707458534949], [-0.596436218453058e-1, 3.29621796981535], [-0.61139455460... (337)
 

> `assign`(p85, plot([`+`(`*`(.5, `+`(`-`(`*`(`*`(1.5, .7), `*`(`^`(t, 1.7)))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 3)))))), 3.561), t = `*`(`*`(1.75, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(...
`assign`(p85, plot([`+`(`*`(.5, `+`(`-`(`*`(`*`(1.5, .7), `*`(`^`(t, 1.7)))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 3)))))), 3.561), t = `*`(`*`(1.75, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(...
 

PLOT(CURVES([[-.222476234335520, 3.44740431159859], [-.223767100658062, 3.44647006569403], [-.224892282932387, 3.44565302776138], [-.226159896817784, 3.44472955152178], [-.227438294399932, 3.443794989... (338)
 

> `assign`(p86, plot([`+`(`*`(.5, `+`(`-`(`*`(1.2, `*`(`^`(t, 2)))), `*`(.8, `*`(`^`(t, 6))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(`^`(t, `/`(1, 2))), `*`(`^`(t, 1.3)))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `...
`assign`(p86, plot([`+`(`*`(.5, `+`(`-`(`*`(1.2, `*`(`^`(t, 2)))), `*`(.8, `*`(`^`(t, 6))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(`^`(t, `/`(1, 2))), `*`(`^`(t, 1.3)))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.549927811918671e-1, 3.59076459317839], [0.549747539943278e-1, 3.60198536140887], [0.549414225316267e-1, 3.61193747439509], [0.548939085502507e... (339)
 

> `assign`(p87, plot([`+`(`*`(.5, `+`(`-`(`*`(1.5, `*`(`^`(t, 2)))), `*`(.9, `*`(`^`(t, 3))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.7, `*`(`^`(t, 2))), `-`(`*`(0.1e-1, `*`(`^`(t, 3)))))), 3.561), t = `*`(`*`...
`assign`(p87, plot([`+`(`*`(.5, `+`(`-`(`*`(1.5, `*`(`^`(t, 2)))), `*`(.9, `*`(`^`(t, 3))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.7, `*`(`^`(t, 2))), `-`(`*`(0.1e-1, `*`(`^`(t, 3)))))), 3.561), t = `*`(`*`...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.549580615042130e-1, 3.56101965759932], [0.548539068879339e-1, 3.56106874121295], [0.546625292092257e-1, 3.56115948124049], [0.543915386630651e... (340)
 

> `assign`(p88, plot([`+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 2)))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.3, `*`(sin(`+`(`*`(2, `*`(t)))))))), 3.561), t = `*`(`*`(1.9, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(3.5...
`assign`(p88, plot([`+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 2)))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.3, `*`(sin(`+`(`*`(2, `*`(t)))))))), 3.561), t = `*`(`*`(1.9, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(3.5...
 

PLOT(CURVES([[-.139847580674958, 3.71053760006167], [-.141620085989749, 3.71061387011336], [-.143168862910478, 3.71067465008649], [-.144917883298567, 3.71073679514477], [-.146686258378034, 3.710792711... (341)
 

> `assign`(p89, plot([`+`(`*`(.5, `+`(`-`(`*`(.5, `*`(`^`(t, 1.7)))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.259, `*`(sin(`+`(`*`(2, `*`(t))))))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(...
`assign`(p89, plot([`+`(`*`(.5, `+`(`-`(`*`(.5, `*`(`^`(t, 1.7)))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.259, `*`(sin(`+`(`*`(2, `*`(t))))))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.549108387207576e-1, 3.55857239501747], [0.547415691289876e-1, 3.55646081296901], [0.544714919245495e-1, 3.55408758881389], [0.541243935522325e... (342)
 

> `assign`(p90, plot([`+`(`*`(.5, `+`(`*`(.25, `*`(sin(`+`(`*`(2, `*`(`^`(t, 2))))))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.8, `*`(`^`(t, 2)))))), 3.561), t = `*`(`*`(1.8, `/`(1, 8)), `*`(Pi)) .. `*`(`+...
`assign`(p90, plot([`+`(`*`(.5, `+`(`*`(.25, `*`(sin(`+`(`*`(2, `*`(`^`(t, 2))))))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.8, `*`(`^`(t, 2)))))), 3.561), t = `*`(`*`(1.8, `/`(1, 8)), `*`(Pi)) .. `*`(`+...
 

PLOT(CURVES([[.160136398204031, 3.36114051079747], [.160725682002017, 3.35938537051273], [.161233848130703, 3.35785198969576], [.161800126287664, 3.35612060276055], [.162364449467366, 3.35437031901273... (343)
 

> `assign`(p91, plot([`+`(`*`(.5, `+`(`-`(`*`(.23, `*`(sin(`+`(`*`(2, `*`(t))))))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 1.7)))))), 3.561), t = `*`(`*`(1.35, `/`(1, 8)), `*`(Pi)) .. `*`(`+...
`assign`(p91, plot([`+`(`*`(.5, `+`(`-`(`*`(.23, `*`(sin(`+`(`*`(2, `*`(t))))))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.7, `*`(`^`(t, 1.7)))))), 3.561), t = `*`(`*`(1.35, `/`(1, 8)), `*`(Pi)) .. `*`(`+...
 

PLOT(CURVES([[-0.453370408253654e-1, 3.44200265914810], [-0.458821432078322e-1, 3.44012944186966], [-0.463485749545022e-1, 3.43848977638195], [-0.468643455117611e-1, 3.43663494682891], [-0.47374100514... (344)
 

> `assign`(p92, plot([`+`(`*`(.5, `+`(`*`(.8, `*`(`^`(t, 2))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(1.1, `*`(`^`(t, 3)))), `*`(1.2, `*`(`^`(t, 2))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`...
`assign`(p92, plot([`+`(`*`(.5, `+`(`*`(.8, `*`(`^`(t, 2))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(1.1, `*`(`^`(t, 3)))), `*`(1.2, `*`(`^`(t, 2))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.550169190815785e-1, 3.56102522732273], [0.550591703259178e-1, 3.56108776595961], [0.551372909424972e-1, 3.56120243909245], [0.552486518407588e... (345)
 

> `assign`(p93, plot([`+`(`*`(.5, `+`(`*`(.7, `*`(`^`(t, 1.7))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(1.3, `*`(t))), `*`(1.9, `*`(sin(`+`(`*`(.5, `*`(`^`(t, 2))))))))), 3.561), t = `*`(`*`(0, `/`(1, 8)),...
`assign`(p93, plot([`+`(`*`(.5, `+`(`*`(.7, `*`(`^`(t, 1.7))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(1.3, `*`(t))), `*`(1.9, `*`(sin(`+`(`*`(.5, `*`(`^`(t, 2))))))))), 3.561), t = `*`(`*`(0, `/`(1, 8)),...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.550821670276466e-1, 3.55626132270777], [0.552381582756958e-1, 3.55217974672529], [0.554870492888388e-1, 3.54763574671394], [0.558069195486263e... (346)
 

>
 

> `assign`(p94, plot([`+`(`*`(.5, `+`(`*`(1.8, `*`(t)))), 0.55e-1), `+`(`*`(.5, `+`(`*`(2.5, `*`(t)), `-`(`*`(1.9, `*`(`^`(t, 2)))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `+`(`*`(`/`(1, 8), `...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.568581909992505e-1, 3.56357677116550], [0.584749930520051e-1, 3.56581221652547], [0.602932560563756e-1, 3.56831888324905], [0.621235716882168e... (347)
 

> `assign`(p95, plot([`+`(`*`(.5, `+`(`-`(`*`(1.8, `*`(t))))), 0.55e-1), `+`(`-`(`*`(.5, `+`(`*`(2.3, `*`(`^`(t, 1.1))), `-`(`*`(1.9, `*`(`^`(t, 2))))))), 3.561), t = `*`(`*`(.4, `/`(1, 8)), `*`(Pi)) .....
`assign`(p95, plot([`+`(`*`(.5, `+`(`-`(`*`(1.8, `*`(t))))), 0.55e-1), `+`(`-`(`*`(.5, `+`(`*`(2.3, `*`(`^`(t, 1.1))), `-`(`*`(1.9, `*`(`^`(t, 2))))))), 3.561), t = `*`(`*`(.4, `/`(1, 8)), `*`(Pi)) .....
 

PLOT(CURVES([[-0.863716694300000e-1, 3.43432336975919], [-0.874865840296450e-1, 3.43339176330940], [-0.884566652613800e-1, 3.43258271978270], [-0.895476230640950e-1, 3.43167458635859], [-0.90645812443... (348)
 

> `assign`(p96, plot([`+`(`*`(.5, `+`(`-`(`*`(.8, `*`(`^`(t, 2)))), `*`(.4, `*`(`^`(t, 3))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.8, `*`(`^`(t, 2))), `-`(`*`(0.8e-1, `*`(`^`(t, 3)))))), 3.561), t = `*`(`*`(...
`assign`(p96, plot([`+`(`*`(.5, `+`(`-`(`*`(.8, `*`(`^`(t, 2)))), `*`(.4, `*`(`^`(t, 3))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.8, `*`(`^`(t, 2))), `-`(`*`(0.8e-1, `*`(`^`(t, 3)))))), 3.561), t = `*`(`*`(...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.549885043075601e-1, 3.56101152044292], [0.549598907863312e-1, 3.56104027108663], [0.549071815780041e-1, 3.56109339053419], [0.548323415682980e... (349)
 

> `assign`(p97, plot([`+`(`*`(.5, `+`(`-`(`*`(1.2, `*`(t))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.1, `*`(sin(`+`(`*`(2, `*`(t)))))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(1.5, `*`(Pi)...
`assign`(p97, plot([`+`(`*`(.5, `+`(`-`(`*`(1.2, `*`(t))))), 0.55e-1), `+`(`*`(.5, `+`(`*`(.1, `*`(sin(`+`(`*`(2, `*`(t)))))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(1.5, `*`(Pi)...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.531418090010649e-1, 3.56130969651955], [0.515250069485848e-1, 3.56157915255725], [0.497067439445230e-1, 3.56188216356878], [0.478764283129926e... (350)
 

> `assign`(p98, plot([`+`(`*`(.5, `+`(`*`(0.6e-1, `*`(sin(`+`(`*`(2, `*`(`^`(t, 2))))))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.8, `*`(`^`(t, 2)))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`...
`assign`(p98, plot([`+`(`*`(.5, `+`(`*`(0.6e-1, `*`(sin(`+`(`*`(2, `*`(`^`(t, 2))))))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(.8, `*`(`^`(t, 2)))))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.550017289945793e-1, 3.56098847336946], [0.550060467331902e-1, 3.56095968844513], [0.550140300338252e-1, 3.56090646643776], [0.550254102228678e... (351)
 

> `assign`(p99, plot([`+`(`*`(.5, `+`(`*`(2.0, `*`(`^`(t, 1.7))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(1.3, `*`(t))), `*`(2, `*`(sin(`+`(`*`(.5, `*`(`^`(t, 1.5))))))), `*`(.15, `*`(`^`(sin(`+`(`*`(2.4, `...
`assign`(p99, plot([`+`(`*`(.5, `+`(`*`(2.0, `*`(`^`(t, 1.7))))), 0.55e-1), `+`(`*`(.5, `+`(`-`(`*`(1.3, `*`(t))), `*`(2, `*`(sin(`+`(`*`(.5, `*`(`^`(t, 1.5))))))), `*`(.15, `*`(`^`(sin(`+`(`*`(2.4, `...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.550482679654299e-1, 3.55920247407120], [0.551399030212896e-1, 3.55769773254631], [0.552861108513925e-1, 3.55605079406789], [0.554740145286181e... (352)
 

> `assign`(p100, plot([`+`(`-`(`*`(.7, `*`(`^`(t, 5)))), `*`(.3, `*`(`^`(t, 3))), 0.55e-1), `+`(`*`(.4, `*`(`^`(t, 3))), `*`(.2, `*`(`^`(t, 7))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`...
`assign`(p100, plot([`+`(`-`(`*`(.7, `*`(`^`(t, 5)))), `*`(.3, `*`(`^`(t, 3))), 0.55e-1), `+`(`*`(.4, `*`(`^`(t, 3))), `*`(.2, `*`(`^`(t, 7))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.550000292791112e-1, 3.56100003904075], [0.550001914674724e-1, 3.56100025533413], [0.550006765543269e-1, 3.56100090243466], [0.550016484883913e... (353)
 

> `assign`(p101, plot([`+`(`-`(`*`(.5, `*`(`^`(t, 1.7)))), 0.55e-1), `+`(`*`(.4, `*`(t)), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(2, `*`(Pi))), `/`(1, 8))], color = gold, thickness = ...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.549557450015989e-1, 3.56265172533246], [0.548717284242597e-1, 3.56408888271250], [0.547376762173810e-1, 3.56570511649396], [0.545653947287974e... (354)
 

> `assign`(p102, plot([`+`(`-`(`*`(`^`(t, 2))), 0.55e-1), `+`(`*`(`^`(t, 5)), `-`(`*`(.2, `*`(`^`(t, 3)))), 3.561), t = `*`(`*`(0, `/`(1, 8)), `*`(Pi)) .. `*`(`+`(`*`(1.6, `*`(Pi))), `/`(1, 8))], color ...
 

PLOT(CURVES([[0.550000000000000e-1, 3.56100000000000], [0.549890872137045e-1, 3.56099999279042], [0.549618352143537e-1, 3.56099995285438], [0.549114475151132e-1, 3.56099983341389], [0.548396198760794e... (355)
 

> `assign`(p103, ellipse([`+`(-.164, 0.55e-1), `+`(0.5e-2, 3.561)], .18, .135, color = white, filled = true, color = white))
 

POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
POLYGONS([[0.71e-1, 3.566], [0.695806462e-1, 3.582919987], [0.653449690e-1, 3.599573135], [0.583597675e-1, 3.615696815], [0.487352024e-1, 3.631036746], [0.366230590e-1, 3.645351009], [0.222143529e-1, ...
(356)
 

> `assign`(p104, ellipse([`+`(`+`(-.24, -0.55e-1), 0.55e-1), `+`(`+`(3.596, -3.561), 3.561)], .22, .105, color = white, filled = true, color = white))
 

POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
POLYGONS([[-0.20e-1, 3.596], [-0.217347657e-1, 3.609159990], [-0.269117046e-1, 3.622112438], [-0.354491731e-1, 3.634653078], [-0.472125304e-1, 3.646584136], [-0.620162613e-1, 3.657717452], [-0.7962690...
(357)
 

> `assign`(p105, ellipse([`+`(`+`(-.464, -0.55e-1), 0.55e-1), `+`(`+`(3.609, -3.561), 3.561)], .11, 0.35e-1, color = white, filled = true, color = white))
 

POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
POLYGONS([[-.354, 3.609], [-.3548673829, 3.613386663], [-.3574558523, 3.617704146], [-.3617245866, 3.621884359], [-.3676062652, 3.625861379], [-.3750081306, 3.629572484], [-.3838134510, 3.632959149], ...
(358)
 

> `assign`(p106, ellipse([0.55e-1, 3.561], .32, .16, color = white, filled = true, color = white))
 

POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
POLYGONS([[.375, 3.561], [.3724767044, 3.581053317], [.3649466116, 3.600790382], [.3525284755, 3.619899928], [.3354181376, 3.638080588], [.3138854382, 3.655045640], [.2882699607, 3.670527537], [.25897...
(359)
 

> `assign`(p107, ellipse([`+`(`+`(-0.84e-1, -0.55e-1), 0.55e-1), `+`(`+`(3.85, -3.561), 3.561)], .1, .16, color = white, filled = true, color = white))
 

POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
POLYGONS([[0.16e-1, 3.850], [0.1521147013e-1, 3.870053317], [0.1285831611e-1, 3.889790382], [0.897764859e-2, 3.908899928], [0.363066800e-2, 3.927080588], [-0.309830057e-2, 3.944045640], [-0.1110313727...
(360)
 

> `assign`(p108, ellipse([`+`(`+`(-.16, -0.55e-1), 0.55e-1), `+`(`+`(3.996, -3.561), 3.561)], 0.8e-1, .21, color = white, filled = true, color = white))
 

POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
POLYGONS([[-0.80e-1, 3.996], [-0.8063082390e-1, 4.022319979], [-0.8251334711e-1, 4.048224876], [-0.8561788113e-1, 4.073306156], [-0.8989546560e-1, 4.097168272], [-0.9527864046e-1, 4.119434903], [-.101...
(361)
 

> `assign`(p109, ellipse([`+`(`+`(.23, -0.55e-1), 0.55e-1), `+`(`+`(3.78, -3.561), 3.561)], .14, .135, color = white, filled = true, color = white))
 

POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
POLYGONS([[.370, 3.780], [.3688960582, 3.796919987], [.3656016426, 3.813573135], [.3601687080, 3.829696815], [.3526829352, 3.845036746], [.3432623792, 3.859351009], [.3320556078, 3.872413859], [.31923...
(362)
 

> `assign`(p110, ellipse([`+`(`+`(.372, -0.55e-1), 0.55e-1), `+`(`+`(3.904, -3.561), 3.561)], .11, 0.9e-1, color = white, filled = true, color = white))
 

POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
POLYGONS([[.482, 3.904], [.4811326171, 3.915279991], [.4785441477, 3.926382090], [.4742754134, 3.937131210], [.4683937348, 3.947357831], [.4609918694, 3.956900673], [.4521865490, 3.965609240], [.44211...
(363)
 

> `assign`(p111, ellipse([`+`(`+`(.489, -0.55e-1), 0.55e-1), `+`(`+`(3.992, -3.561), 3.561)], 0.5e-1, 0.5e-1, color = white, filled = true, color = white))
 

POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
POLYGONS([[.539, 3.992], [.5386057351, 3.998266662], [.5374291581, 4.004434494], [.5354888243, 4.010406228], [.5328153340, 4.016087684], [.5294508497, 4.021389263], [.5254484314, 4.026227355], [.52087...
(364)
 

> `assign`(p112, ellipse([`+`(`+`(.3, -0.55e-1), 0.55e-1), `+`(`+`(3.501, -3.561), 3.561)], .23, .151, color = white, filled = true, color = white))
 

POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
POLYGONS([[.530, 3.501], [.5281863813, 3.519925318], [.5227741271, 3.538552173], [.5138485918, 3.556586807], [.5015505364, 3.573744805], [.4860739087, 3.589755573], [.4676627843, 3.604366613], [.44660...
(365)
 

> `assign`(p113, ellipse([`+`(`+`(.548, -0.55e-1), 0.55e-1), `+`(`+`(3.47, -3.561), 3.561)], 0.7e-1, 0.5e-1, color = white, filled = true, color = white))
 

POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
POLYGONS([[.618, 3.470], [.6174480291, 3.476266662], [.6158008213, 3.482434494], [.6130843540, 3.488406228], [.6093414676, 3.494087684], [.6046311896, 3.499389263], [.5990278039, 3.504227355], [.59261...
(366)
 

> `assign`(p114, ellipse([`+`(`+`(0.6e-1, -0.55e-1), 0.55e-1), `+`(`+`(3.238, -3.561), 3.561)], .11, .24, color = white, filled = true, color = white))
 

POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
POLYGONS([[.170, 3.238], [.1691326171, 3.268079976], [.1665441477, 3.297685573], [.1622754134, 3.326349893], [.1563937348, 3.353620882], [.1489918694, 3.379068461], [.1401865490, 3.402291305], [.13011...
(367)
 

> `assign`(p115, ellipse([`+`(`+`(0.39e-1, -0.55e-1), 0.55e-1), `+`(`+`(2.972, -3.561), 3.561)], 0.3e-1, 0.5e-1, color = white, filled = true, color = white))
 

POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
POLYGONS([[0.69e-1, 2.972], [0.6876344104e-1, 2.978266662], [0.6805749483e-1, 2.984434494], [0.6689329458e-1, 2.990406228], [0.6528920040e-1, 2.996087684], [0.6327050983e-1, 3.001389263], [0.608690588...
(368)
 

> `assign`(p116, ellipse([`+`(`+`(-.171, -0.55e-1), 0.55e-1), `+`(`+`(3.353, -3.561), 3.561)], .13, 0.9e-1, color = white, filled = true, color = white))
 

POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
POLYGONS([[-0.41e-1, 3.353], [-0.420250888e-1, 3.364279991], [-0.450841891e-1, 3.375382090], [-0.501290568e-1, 3.386131210], [-0.570801316e-1, 3.396357831], [-0.658277907e-1, 3.405900673], [-0.7623407...
(369)
 

> `assign`(p117, ellipse([`+`(`+`(-.317, -0.55e-1), 0.55e-1), `+`(`+`(3.275, -3.561), 3.561)], 0.8e-1, 0.6e-1, color = white, filled = true, color = white))
 

POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
POLYGONS([[-.237, 3.275], [-.2376308239, 3.282519994], [-.2395133471, 3.289921393], [-.2426178811, 3.297087473], [-.2468954656, 3.303905220], [-.2522786405, 3.310267115], [-.2586825098, 3.316072826], ...
(370)
 

> `assign`(p118, ellipse([`+`(`+`(-.413, -0.55e-1), 0.55e-1), `+`(`+`(3.215, -3.561), 3.561)], 0.5e-1, 0.3e-1, color = white, filled = true, color = white))
 

POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
POLYGONS([[-.363, 3.215], [-.3633942649, 3.218759997], [-.3645708419, 3.222460697], [-.3665111757, 3.226043737], [-.3691846660, 3.229452610], [-.3725491503, 3.232633558], [-.3765515686, 3.235536413], ...
(371)
 

>
 

>
 

>
 

>
 

>
 

>
 

> display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
display(p1, p2, p3, p4a, p4b, p5, p6, p7, p8, p9, p10, p11, p12, p13, p14, p15, p16, p17, p18, p19, p20, p21, p22, p23, p24, p25, p26, p27, p28, p29, p30, p31, p32, p33, p34, p35, p36, p37, p38, p39, ...
 

Plot_2d
 

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