
Routine: Get_LegendreRoots():
 Read in quadrature of order: 14

Routine: Get_GaussLegendreWeights():
 Read in quadrature of order: 14

Routine: Get_GaussLegendreWeights():
 Read in quadrature of order: 27

Routine: Get_LegendreRoots():
 Read in quadrature of order: 27

Routine: Get_LegendreRoots():
 Read in quadrature of order: 14

Routine: Get_GaussLegendreWeights():
 Read in quadrature of order: 14

*W->H0[0][] = 

8.9920984506255055948142992072110610e-01
4.2828860236285058420113375055593740e-01
-6.8406625470218301351386997542150680e-02
-2.7607311233544800496795581270450140e-02
4.0126079789886367433143497452971250e-02
-1.4322520434993934627571945045265890e-02
-1.2564333441303702034338913288266790e-02
1.4301435922806898727744496353588770e-02
4.0265861826356283671541673598207470e-03
-9.3187395413121660355879736466937680e-03
-5.3980912002996394725048664939330830e-03
2.0831156418205894351779286674045620e-03
4.4720469818195172391937458309588150e-03
3.2914617857807029485689412044259730e-03

*W->H0[1][] = 

-2.1450081635045639692845689782151570e-01
5.9444506724744949892905990059233950e-01
7.5436717399972678963981913876969580e-01
1.0452894189794201943943164551987190e-01
-1.2089740960812721443512040060773890e-01
3.9171000932774067629727366659749110e-02
3.2647666640353209232940862647790210e-02
-3.6047571212626072552412650516164300e-02
-9.9542138582797162089901614932801670e-03
2.2742104198837165019244788531390770e-02
1.3059739850374798418529800082459750e-02
-5.0105508549024398682398190163480310e-03
-1.0717474811274231472700088934130420e-02
-7.8730779862724838967132734901723710e-03

*W->H0[2][] = 

1.2651381767621315661570544595572710e-01
-2.3481274354163488192348563083309820e-01
1.9590588188349580862809302194713400e-01
8.1516567752133536442503514696891400e-01
4.4892757486248704313362837820129510e-01
-9.5025542989582034205748409342345790e-02
-6.7681146821382658553152619538373770e-02
6.9002367111230771523478549384710420e-02
1.8187595230366323606456801564664280e-02
-4.0353022990041538423543042918084010e-02
-2.2734417805297670838743406852102750e-02
8.6143795517920511752547576810695300e-03
1.8284315605933857440393502052780410e-02
1.3377985593315210819209638810202620e-02

*W->H0[3][] = 

-8.8732806256827481464439905803204420e-02
1.5018709007800905589084718437662720e-01
-9.6685015790609267226859058230130340e-02
-1.1083485111788363700955663215257850e-01
5.7410761658638336535370550660049000e-01
7.4246654136951706237045381018362700e-01
1.7934530129308454380637424857383450e-01
-1.4091472326731655155129119421772950e-01
-3.2994994856678017138517258228887770e-02
6.8568389400230660654119585293676680e-02
3.7133303558594120056162801231519090e-02
-1.3728695532320422009328693172821600e-02
-2.8712064610824806037716762277418290e-02
-2.0849732414517300006644128861843950e-02

*W->H0[4][] = 

6.7003537322497049951200994287741010e-02
-1.0929876049157324109229361861712970e-01
6.4808048223687288520965543241394780e-02
6.2261730098635586807022293183121200e-02
-1.9655811232641665988845624655282780e-01
1.6837604736648658249494934667454890e-01
7.2719365511264288541071666474492120e-01
5.7916757059730549158121345807878160e-01
7.7245391882722870122861535321549380e-02
-1.3191070332308793313198351405527410e-01
-6.4815422316513441715827210262920200e-02
2.2696531252079546616048231706855460e-02
4.6032569335657135620896837678022010e-02
3.2925085389473798449211960025787300e-02

*W->H0[5][] = 

-5.2532354280097002006654153797796110e-02
8.4115899797900513758544629035088760e-02
-4.8020846566128012719841971727025240e-02
-4.3104725083377965282243898286504540e-02
1.2013670944054785199505754573828900e-01
-7.8922540536328081140959388396196040e-02
-1.3274283139278407553660566461177630e-01
3.4973543619954303014101817093884600e-01
6.9997547835853334000851714299497040e-01
5.1869806930449838096292247080674700e-01
1.5804417087493880303747847309177980e-01
-4.6250948285239652893170534399689260e-02
-8.6140617201521359908111355403459910e-02
-5.9277943554707236196957724007375970e-02

*W->H0[6][] = 

4.1965357956800074756069605710786030e-02
-6.6484963396702115705295208335663310e-02
3.7175259366929303403307433454565110e-02
3.2242816283466367395339696569208230e-02
-8.5075146829626872668715743563153100e-02
5.1105906541039102366350008777393150e-02
7.3347445990235094779878041443656190e-02
-1.3772893202923045992837942831107190e-01
-6.7399844792336175054971936814437930e-02
3.1084630120735086119763179175379670e-01
5.5867542297501312903444904486273720e-01
5.2136523631102118172693044412790370e-01
3.5424106993519241870407485201431690e-01
1.9186934468888311715232143589846970e-01

*W->H0[7][] = 

-3.3729655886050007329322078985281930e-02
5.3085328428896607729008113916485290e-02
-2.9311609973665264278575883160847710e-02
-2.4921200794374721738089502455818550e-02
6.3836817627152904463044891175397790e-02
-3.6717772051327323090601919803622740e-02
-4.9406153370965189054399257404979210e-02
8.4004907951553106337080661370342390e-02
3.4923114185487007024138930441684550e-02
-1.1914798372754674237256220152104920e-01
-1.0205133548894176074776772165094560e-01
5.8062386784373710350926550611882210e-02
1.7799146764623393874468399093989030e-01
1.6896753531074449399896164961333050e-01

*W->H0[8][] = 

2.6982848576713689814870631064189640e-02
-4.2283435806248256930110930830718350e-02
2.3158537534460431211642005840786550e-02
1.9445044879766470318846714635856100e-02
-4.8926894814873711513761158038155220e-02
2.7454331437202061465331917015155150e-02
3.5713976943206565787868242040089460e-02
-5.7990286517101700707814941552714250e-02
-2.2638692343951937691843929138733540e-02
7.0888723979298754610641563286609880e-02
5.4100792667605001773779929166503360e-02
-2.6542262158736975812208076241647630e-02
-6.8770227205360299715275425490265600e-02
-5.6783645137503033728089621516635870e-02

*W->H0[9][] = 

-2.1228281770419933496153147449021540e-02
3.3168542801391795607063819708010200e-02
-1.8067977573817751379440549690883610e-02
-1.5046500908572781419249789310192350e-02
3.7427856662937146837440756940396180e-02
-2.0682528812061807160401716553634860e-02
-2.6372725117938704434070316339094440e-02
4.1741150036406602462511933375317180e-02
1.5780046741678601692099160502329660e-02
-4.7510174221133139915411988259469190e-02
-3.4636481687219765390960572165524990e-02
1.6177884317524887544379411145681750e-02
4.0054094409927164455850583513327300e-02
3.2060115179000856339962983172586870e-02

*W->H0[10][] = 

1.6149891606506761737786689182933850e-02
-2.5183305978541019498445912136263500e-02
1.3667722302229364059323588824174230e-02
1.1319470028419322803417286116914060e-02
-2.7944715072278586477937692640071500e-02
1.5290196199038318730263738360779090e-02
1.9254117775392820573479740092231320e-02
-3.0006734110919392804037329065116160e-02
-1.1135423781316910588393811075469250e-02
3.2815196550204496130359137200516300e-02
2.3369424794640164655018928068718780e-02
-1.0662488597789997052733864661292490e-02
-2.5870338747711410142734695321733100e-02
-2.0437748684425535344713850841541710e-02

*W->H0[11][] = 

-1.1532867666456623741139624215724470e-02
1.7959582320152541550522701965967990e-02
-9.7231848574123248365120551601375460e-03
-8.0231794777742516436713510112232900e-03
1.9708813275767454957552367314293280e-02
-1.0714975085293829725569368677015120e-02
-1.3385703340997261590806228174924080e-02
2.0661505946721710361695767504671780e-02
7.5818826669290203494211764784122430e-03
-2.2064313548497172232947719897586930e-02
-1.5506337275618739810688961123736630e-02
6.9850533842123844090023787310286360e-03
1.6768042574595582589208319099646490e-02
1.3157983268192472500877364869392430e-02

*W->H0[12][] = 

7.2230830675583398794472640216069180e-03
-1.1238601464229378145122212441166220e-02
6.0750474097220055094992251409343780e-03
5.0013759663059930479286378305369340e-03
-1.2247823135870050256682726234179640e-02
6.6324351493808111229672730042935470e-03
8.2454223682121658823657650252051200e-03
-1.2653887115444592531285737772713480e-02
-4.6127252688468405897313667501878210e-03
1.3326177876111095152963888392599390e-02
9.2950672240352715512550800391909700e-03
-4.1573902339741777827134284535463690e-03
-9.9220138515093406988797913302145720e-03
-7.7576182894791866367346725310943280e-03

*W->H0[13][] = 

-3.1154829846109827840673762900057430e-03
4.8453049805974226855649031483780060e-03
-2.6170060274196957880956624452810140e-03
-2.1519038033077881415151728435415960e-03
5.2612914750654142275827742534629210e-03
-2.8432673250121878049723149339825410e-03
-3.5259189337671501617500295799286590e-03
5.3951426205141771465300541528303640e-03
1.9601087255255252043185787757781150e-03
-5.6421540146169186383766548715858630e-03
-3.9207883539384251349382451246547870e-03
1.7475462399200447966746099377175340e-03
4.1589141238256257285036005852099850e-03
3.2460037104309169501341347189328960e-03

*W->G0[0][] = 

2.0119916447398372192728560970265890e-01
-3.0833933615773693590394459138663170e-01
1.6221592840757785737572325197084170e-01
1.2847510279565347902596577575317580e-01
-2.9934881658205965952122089190714290e-01
1.5267463383858393783945628781305470e-01
1.7719130283428619148120313652201130e-01
-2.5210720817743599334067234797929140e-01
-8.4844464994345240396394852508559290e-02
2.2617159370795541358619537763321690e-01
1.4616500291151110268953801506901450e-01
-6.1159188852914481501954222425961270e-02
-1.3868217100770523338849973119019070e-01
-1.0517727154704438335953248319578810e-01

*W->G0[1][] = 

1.7251760277285011077386435173079190e-01
-3.0279516181581287406934997831980350e-01
2.5487635524965585875809087750985820e-01
-4.0386807102460743470054369658467380e-02
-2.0878502325333739946284255637028070e-01
2.9014023339076725525051245133840170e-01
-8.9637792428532949806415201408264340e-02
-2.1422108321891611132771992120164520e-01
2.0570566249829568395887469483910960e-01
1.5025339879502316444171727463175480e-01
-1.4613452817773122797273624199257770e-01
-1.9184230809917278161068334339331910e-01
-8.4178087669904753125692110218169660e-02
-1.1222450162301756566094551473313190e-02

*W->G0[2][] = 

1.4131170911521793958369391389474890e-01
-2.7532600146486553232028517459183670e-01
3.0333011439257585519097414702505130e-01
-1.9668631469761353083732036501270390e-01
-1.6735168925935145778308176014304470e-02
2.2974686553748220162301052883754460e-01
-2.7636489427429799882842595991488290e-01
6.1026003850224931839511100941801200e-02
2.2496287034920693663184523679563650e-01
-1.5349308881622869347856138276456700e-01
-1.9176673349750579374501439613974590e-01
2.7962523973512853242204880485927260e-02
1.3271771118691150139314344781002400e-01
1.0501294217880041216903939323550570e-01

*W->G0[3][] = 

1.0822897200610947599898607015833740e-01
-2.2833246285319008469997117080624100e-01
2.9973766595662465260906050085911230e-01
-2.9209571532565874155142865084080380e-01
1.8427428561229464083405385101316570e-01
1.1959474761829454775962817954204200e-02
-2.1568694312523425472619237967104270e-01
2.6789746642486620718673344423249770e-01
-5.1808754420828163326457114644758580e-02
-2.2547880859163524567427604426425220e-01
8.6869728508519181032603400078439590e-02
1.9628191657174926948179835380447430e-01
9.4040355149775646379972847793526510e-02
1.2525188047824486629134869209287680e-02

*W->G0[4][] = 

7.4596557225250465507632798911340380e-02
-1.6711253780130830026010243491609120e-01
2.4756115020165824382350228975996050e-01
-3.0028641450920891409283308079618760e-01
3.0065730156599340460483795143179280e-01
-2.1873684087124143830774432403550020e-01
4.1579414923565589040185236612031850e-02
1.7468382988887581387701984202397660e-01
-2.5759707795506103651882001528858340e-01
4.0976931298378209327784644233495540e-02
2.2281542703871780421951128654443180e-01
3.7221302915050412730426263382157340e-03
-1.2506252286520620664590772728987040e-01
-1.0597087310715825377334245977845500e-01

*W->G0[5][] = 

-4.3343315181359072813962680153050700e-02
1.0170746495145987511566373877902980e-01
-1.6464863674264325779807964422775360e-01
2.3054748642739397378385068003216520e-01
-2.9042764926336372458581597314414930e-01
3.2127817072368268974757680115509780e-01
-2.8165442338221210426380587476630050e-01
1.2777685599039465842619611195550130e-01
1.1436514823692741645058926012356080e-01
-2.3988975753116921384957767435499180e-01
7.6950161167922633395891215244445320e-03
2.0790609253249958948699789459908020e-01
1.0053688932947407296993548773646770e-01
1.6531918958382716419342145818790560e-02

*W->G0[6][] = 

1.8828814089434292645431852530505810e-02
-4.6054339154789317293232895465495830e-02
8.0477610649100241476478335669670630e-02
-1.2650335524569942442613159553846120e-01
1.8781790459930807019535674205090120e-01
-2.6289383807259894003887879876891250e-01
3.3401245594031686611332638616163510e-01
-3.4985636142426578659817146800118790e-01
2.2623708965781306870207443043117250e-01
5.3454619235535337822622813901854140e-02
-2.1736598150360203494489140095022350e-01
-6.3532758508115457175986611553213520e-02
1.4019474390551840988860538233565140e-01
1.0822492583506819353198895819275790e-01

*W->G0[7][] = 

-4.1735277841603543340420700802687430e-03
1.0974731733346484504263733479467010e-02
-2.1643318500348509590576770155246930e-02
3.9909585355596364639223901975907640e-02
-7.1852063819340413591324241663256580e-02
1.2640187247010477500249100447142690e-01
-2.1251796599552378263913868101262210e-01
3.2487503962886246945699497170944200e-01
-4.0676771415557156985803646338749920e-01
3.1737822612214864410582743012683910e-01
1.8878735891980999690949282951969950e-02
-1.8358250221453352799807147510235450e-01
-1.6013640218366061222837895701978410e-01
-7.8471789918428227631093232941843240e-03

*W->G0[8][] = 

-1.4885811810799599889203087432828820e-03
3.2199934375789184801437709877861850e-03
-4.2781559281514546589421879393808750e-03
3.4886870563725116080231890246263470e-03
1.9458952992087503352414309182044990e-03
-1.8383542084893744123593240949956630e-02
5.8941941230832526473227209108829340e-02
-1.4540682987680976916104696509202060e-01
2.9429397411698547175666703976769660e-01
-4.5016298987866012555623258159055940e-01
3.8512409830909655893786975974461630e-01
3.7198438496295558673248800817916290e-02
-9.6691752050930629724343888859864050e-02
-1.6336661830411338256226283370053010e-01

*W->G0[9][] = 

-2.0923084235696200561384579390645620e-03
5.0033454699489073213727209830512000e-03
-8.4132480554014030227948828538310730e-03
1.2551023171627076297636736626921680e-02
-1.7394090375482450068916515186826680e-02
2.1843824878528277194608783829719230e-02
-2.1222595891893061181175603747574490e-02
8.6326689581041913926593465250128550e-04
7.4826102911971171536248939137977000e-02
-2.5643014772980827789407918565652210e-01
4.9427504306541464823516948477481650e-01
-4.0770686832047022109441049629841390e-01
-1.0967498555941744214021546095978430e-01
-6.7784581657253984871202586736549000e-02

*W->G0[10][] = 

-1.2139444420945559673185664125531020e-03
2.9530077166935441454572898356771700e-03
-5.1453142987297862181528299940613940e-03
8.1839170183714208511329967697323810e-03
-1.2699805147722755502321149275460710e-02
1.9646236926488093636038205804166140e-02
-3.0032036351640022624770146137878660e-02
4.2750536770718739350566051710250770e-02
-4.5259536220297000456491824383574270e-02
-1.2337638533606239682704389875542760e-02
2.3350281406072518398990607916714280e-01
-5.6109768460465987211841820002518540e-01
3.2906824981488990447516373718264090e-01
1.2953313177277335871548290308193190e-01

*W->G0[11][] = 

4.7129230174973334323047500170084050e-04
-1.1483694988926781700007429774813400e-03
2.0113086101199708686371783241867890e-03
-3.2420275052343988710504082321164210e-03
5.1861778706226935233621960435032550e-03
-8.5483730539217064047817010696418410e-03
1.4802523007582453412583385077300740e-02
-2.6821015147759634465763205311201180e-02
4.8333076606090489881815946058040160e-02
-7.3156924439705352513037837972773350e-02
3.4797816630805422261374369050287120e-02
2.5794656597919587620261291906757480e-01
-6.4707440261353030248444285224394110e-01
6.9316859526340941532620805822670180e-02

*W->G0[12][] = 

-1.2852196589252251659484129429448600e-04
3.1062488369223816081848217959330960e-04
-5.3635922066839698188405695812689330e-04
8.4852793403384626879359055247473900e-04
-1.3327143357353573614498581609750570e-03
2.1838291669710938099740808276454020e-03
-3.9001406717535750782020866514239360e-03
7.8594902434313828320003306515806710e-03
-1.7879753481884677733510424102277300e-02
4.2718239835549196092867487211704110e-02
-8.6987774500549541204416133556792530e-02
5.8917994170091861109916289458776980e-02
3.8798038969214537164036313793403540e-01
-5.7983086504382064267703523569649670e-01

*W->G0[13][] = 

-2.2267809817882337542314303168983870e-05
5.2916560852384537922729110932033670e-05
-8.8416336324677697889010174893189540e-05
1.3263883241660922314879841423022120e-04
-1.9256750886119378091495014668316750e-04
2.8411553975751430937488927790740210e-04
-4.5510820951257144992405102609007630e-04
8.8529662629714332507555339423297060e-04
-2.3390057772813824386370922368831160e-03
8.0924772365702714078887127842094760e-03
-2.9959632439706799366236570302203030e-02
8.6223326948561417916896728302272320e-02
-4.3347348880412546469663054628644860e-02
-6.9979773444844612745240038932807700e-01

Checking the orthogonality conditions on the filters:
(see: Alpert, Beylkin, Gines, Vozovoi).
OBS: These filters should really be computed using extended precision.

The matrix identity: Id = (H0^T)H0+(G0^T)G0, has righthand side equal:

1e+00   -7e-21   8e-21   -7e-21   8e-21   -1e-20   2e-20   -2e-20   1e-20   2e-21   4e-20   2e-20   3e-20   9e-21   
-7e-21   1e+00   -1e-20   8e-21   -9e-21   1e-20   -3e-20   3e-20   -2e-20   -1e-20   -7e-20   -5e-20   -5e-20   -2e-20   
8e-21   -1e-20   1e+00   1e-21   -3e-21   -4e-21   2e-20   -2e-20   6e-21   4e-20   1e-19   9e-20   7e-20   4e-20   
-7e-21   8e-21   1e-21   1e+00   3e-20   -2e-20   -4e-21   8e-22   2e-20   -8e-20   -1e-19   -1e-19   -9e-20   -6e-20   
8e-21   -9e-21   -3e-21   3e-20   1e+00   3e-20   -5e-23   4e-21   -3e-20   1e-19   1e-19   2e-19   1e-19   7e-20   
-1e-20   1e-20   -4e-21   -2e-20   3e-20   1e+00   -1e-20   1e-20   2e-20   -1e-19   -2e-19   -2e-19   -1e-19   -8e-20   
2e-20   -3e-20   2e-20   -4e-21   -5e-23   -1e-20   1e+00   -5e-20   2e-20   7e-20   2e-19   2e-19   1e-19   7e-20   
-2e-20   3e-20   -2e-20   8e-22   4e-21   1e-20   -5e-20   1e+00   -1e-20   -8e-20   -2e-19   -2e-19   -1e-19   -8e-20   
1e-20   -2e-20   6e-21   2e-20   -3e-20   2e-20   2e-20   -1e-20   1e+00   1e-19   2e-19   2e-19   1e-19   8e-20   
2e-21   -1e-20   4e-20   -8e-20   1e-19   -1e-19   7e-20   -8e-20   1e-19   1e+00   -9e-20   -2e-19   -8e-20   -9e-20   
4e-20   -7e-20   1e-19   -1e-19   1e-19   -2e-19   2e-19   -2e-19   2e-19   -9e-20   1e+00   3e-20   2e-19   3e-20   
2e-20   -5e-20   9e-20   -1e-19   2e-19   -2e-19   2e-19   -2e-19   2e-19   -2e-19   3e-20   1e+00   -9e-21   -8e-20   
3e-20   -5e-20   7e-20   -9e-20   1e-19   -1e-19   1e-19   -1e-19   1e-19   -8e-20   2e-19   -9e-21   1e+00   8e-21   
9e-21   -2e-20   4e-20   -6e-20   7e-20   -8e-20   7e-20   -8e-20   8e-20   -9e-20   3e-20   -8e-20   8e-21   1e+00   

The matrix identity: Id = (H1^T)H1+(G1^T)G1, has righthand side equal:

1e+00   -1e-20   5e-20   -5e-20   6e-20   -7e-20   8e-20   -7e-20   7e-20   -7e-20   6e-20   -5e-20   3e-20   -1e-20   
-1e-20   1e+00   3e-20   -6e-20   8e-20   -8e-20   8e-20   -9e-20   9e-20   -8e-20   7e-20   -5e-20   4e-20   -2e-20   
5e-20   3e-20   1e+00   -4e-20   3e-20   -6e-20   7e-20   -6e-20   6e-20   -5e-20   5e-20   -4e-20   3e-20   -1e-20   
-5e-20   -6e-20   -4e-20   1e+00   3e-20   3e-21   -7e-21   -6e-21   1e-20   -8e-21   2e-21   8e-22   2e-22   4e-22   
6e-20   8e-20   3e-20   3e-20   1e+00   2e-20   -2e-20   3e-20   -4e-20   3e-20   -2e-20   1e-20   -1e-20   4e-21   
-7e-20   -8e-20   -6e-20   3e-21   2e-20   1e+00   -3e-20   9e-21   -3e-22   5e-21   -1e-20   1e-20   -7e-21   4e-21   
8e-20   8e-20   7e-20   -7e-21   -2e-20   -3e-20   1e+00   -2e-20   7e-21   -1e-20   2e-20   -2e-20   1e-20   -5e-21   
-7e-20   -9e-20   -6e-20   -6e-21   3e-20   9e-21   -2e-20   1e+00   1e-20   -7e-21   -5e-22   5e-21   -3e-21   2e-21   
7e-20   9e-20   6e-20   1e-20   -4e-20   -3e-22   7e-21   1e-20   1e+00   2e-20   -7e-21   1e-21   -1e-21   1e-23   
-7e-20   -8e-20   -5e-20   -8e-21   3e-20   5e-21   -1e-20   -7e-21   2e-20   1e+00   3e-21   2e-21   -7e-22   9e-22   
6e-20   7e-20   5e-20   2e-21   -2e-20   -1e-20   2e-20   -5e-22   -7e-21   3e-21   1e+00   -5e-21   3e-21   -2e-21   
-5e-20   -5e-20   -4e-20   8e-22   1e-20   1e-20   -2e-20   5e-21   1e-21   2e-21   -5e-21   1e+00   -5e-21   2e-21   
3e-20   4e-20   3e-20   2e-22   -1e-20   -7e-21   1e-20   -3e-21   -1e-21   -7e-22   3e-21   -5e-21   1e+00   -2e-21   
-1e-20   -2e-20   -1e-20   4e-22   4e-21   4e-21   -5e-21   2e-21   1e-23   9e-22   -2e-21   2e-21   -2e-21   1e+00   

The matrix identity: 0 = (H0^T)H1+(G0^T)G1, has righthand side equal:

1e-20   9e-21   2e-20   -8e-21   6e-21   -1e-20   2e-20   -1e-20   1e-20   -1e-20   1e-20   -9e-21   6e-21   -3e-21   
-3e-20   -2e-20   -3e-20   1e-20   -5e-21   2e-20   -2e-20   2e-20   -1e-20   2e-20   -2e-20   1e-20   -9e-21   4e-21   
4e-20   4e-20   4e-20   -4e-21   -9e-21   -1e-20   2e-20   -8e-21   3e-21   -5e-21   8e-21   -9e-21   5e-21   -3e-21   
-5e-20   -7e-20   -4e-20   -1e-20   3e-20   -6e-21   2e-21   -2e-20   2e-20   -2e-20   1e-20   -4e-21   3e-21   -1e-21   
6e-20   8e-20   4e-20   2e-20   -4e-20   1e-20   -6e-21   2e-20   -3e-20   2e-20   -2e-20   8e-21   -6e-21   2e-21   
-7e-20   -9e-20   -5e-20   -1e-20   4e-20   1e-21   -8e-21   -1e-20   2e-20   -1e-20   6e-21   -1e-22   5e-22   5e-22   
8e-20   8e-20   8e-20   -1e-20   -1e-20   -3e-20   4e-20   -2e-20   1e-20   -2e-20   2e-20   -2e-20   1e-20   -7e-21   
-8e-20   -8e-20   -7e-20   1e-20   1e-20   3e-20   -4e-20   2e-20   -1e-20   1e-20   -2e-20   2e-20   -1e-20   7e-21   
7e-20   9e-20   6e-20   1e-20   -4e-20   -4e-21   1e-20   9e-21   -2e-20   1e-20   -4e-21   -2e-21   1e-21   -1e-21   
-5e-20   -1e-19   -8e-21   -7e-20   1e-19   -8e-20   8e-20   -1e-19   1e-19   -9e-20   7e-20   -5e-20   3e-20   -1e-20   
8e-20   1e-20   1e-19   -1e-19   1e-19   -2e-19   2e-19   -2e-19   2e-19   -2e-19   1e-19   -1e-19   7e-20   -3e-20   
-2e-20   -1e-19   5e-20   -1e-19   2e-19   -2e-19   2e-19   -2e-19   2e-19   -2e-19   1e-19   -1e-19   7e-20   -3e-20   
5e-20   -8e-21   9e-20   -9e-20   1e-19   -1e-19   1e-19   -1e-19   1e-19   -1e-19   1e-19   -8e-20   6e-20   -3e-20   
-2e-21   -4e-20   3e-20   -5e-20   7e-20   -7e-20   8e-20   -8e-20   8e-20   -7e-20   6e-20   -5e-20   3e-20   -1e-20   
The size of double is: 8 bytes.
The size of long double is: 16 bytes.
