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fortran-system/forlib.rel
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@ " #S- 2 R 9LQ :G X Y Y Z Z ; 2 D" LA$5C X>
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3 F H @@ @@ @@ 5$ 7 " ,> C<V, ,^ + A " U* ;H + >H+ > + AD 4D D + l @ + W D + R D*T D + O 5( G( 3(=+ I3h=2*>+ j
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!+ 1$ + Y D + %+ ,4D, @LDL@ DL *U* *HLD 4 f+ M6 + /6 + 0+ 06 + 0+ f+ M5D2 + Y *U*U* 26 + 56 + 6+ 66 + 6+ M+ f6 + :" @ " @ @ *P"U* ;+ B D + G D + ? + @ + Y4@E4$M+ f5@, D (*U C+ FD + + Y5DI + Y5DI + Y DLHLD *(E L + YU 7@ + U 5DR5FR@ 7 " , ]+ 7 7 " 7 "
U* T" + X 7 " 7 " , b+ 7 2`A+ \2 A2bA+ f7 + s *
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+ , h+ a, m *"" e+ c, r@ @ + 76$ + j[* @ $ ,> C<V, ,^ 6$ (T(U* n+ p[* @ ,> C<V, l,^ + ~3 @+ w3`@ *U(Q
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C, % Y& CEXP3: (0,0)**(0,0) is indeterminate, result = (0,0) ,>B, C% KY& CEXP3: (0,0)**(negative,any) is indeterminate, result = (infinity,infinity) "D* Tp x x
,>B, J% Y& CEXP3: Both parts indeterminat "@ \e ,>B, X% Y& CEXP3: Real part overflow ,>B, ]% Y& CEXP3: Bot ( eh parts overflow x ,>B, b% Y& CEXP3: imaginary part underflow * m,>B, h% Y& CEXP3: real part underflow ,>B, n% Y& CEXP3: real an
@ vd imaginary parts underflow x ,>B, s% Y& CEXP3: imaginary part ove P ~rflow ,>B, z% Y& CEXP3: real part overflow ` D"/U x)[ G J 1 J 7 J :A B D"B GB @C F-h4 0F #-q! ,-vB 0Q- c1 @ D"c @rq ArD A XD Y XE h XE s XF oU u = D"ud >v I tyE {4XN} %7GnG 7H
4 6e D 27HB 6` < D"
GG
GG" w( W1 ``2v `d^Z `f& aR8 `q{ q D"f
q `,R |^,, X VwY .M WJ> \ WJD M/%! U/%! R D"/IG fc(J"
Nu 7(TI< ;X&P8 6X&Pi 2X&Pi 4 %q & D d^1N &&4 -
{@ " &HI / 5 w6;
t < A*y W*z R*z O*{ \ D" 3W= q+ D"ME wSx dSy h D :O! ;b- jb2 p!* D"4P8 &4Pi "4Pi $ 77G
). 5!
5! I5B 7 7; D" 7c} 7e>
7eD 8G e9@> 7p4 E @ =`/2 pZY D"pZZ pZZ pZ[ L! Y Z Z [ KV= gSQ $LB *gh$e 5h2A . D"mc#
i7. >pz
n ?pz
o ?F%K@ C/$ 2 C/% 1 +LA$5C @ \ ' G
( ( ?< 0 ?< H ( ?< `#kX ?<`#k ( #k 0 #k H @T PE( G2|s@p 4B H4@ N,> ,> # # A VA V/ 2& V+ 13& W+ :,> ,> Q # #
@ B ,> C< ], ,^ 2( + * (Dr/$ @4d /$ ( " H J (D + B 2b Z+ 3" Y+ 5D ! W (E W X+ # (Hr/( @" B . 2" Y+ !B .$ " "@
" W W
Z [ [ J 5D * + . * @b h H \ , @ ,^ ,^ ,^ ,^ ,~ #F ,> ( 3C< _, ,^ Y5& 6" + E + ED+ E + F #D "A(" ;,> C< _, 3,^ @ 5$ @ X5& @" + D + EF+ E *TE" D+ F5B F, `5@ F, e,^ ,^ ,~ 4@ T5 J" X B @ ,> C< _, < "E L,^ ,~ Y5 P" " @ B ,> C< _, L,^ ,~ , j UU ,~ ?` @ |@ 0 P Y~j 9~j P'M 6P'M s!hh yI^ *Vh _/Qg^5p * ] x ,> _, % Y& CLOG: Imaginary part underflow ,> _ ( P f, `% Y& CLOG: Real part underflow ,> _, f% Y& entry CLOG; arg is ( n0.0,0.0); result=(+infinity,0.0) D"`K Rb 4N N 1#k U1 XL- .c(J" k^
@ ('( ! D" : Z : [ ; [ ?
W -?. V#G[ # D .W @M W
$B 6 7:3 *5}~ F D" 7~B J 3Y ZF"U Y# :R < ` 0 - X Y Y " Z Z [ @ @ @` X =^ E =^ DLA$5C* DB &3< T D< Nb": P F< H ( ( r j( 0 j( H ( j( `1 RX j(`1 R ( " 0 " H ( " `"vX "`"v ( "v 1 R 0 1 R H @
I "@(D
2d I+ ! I H H G + #"
U* " B 1& " + )+ C + )+ C, T# "DT( *1@ + 5 @ ,> C< S, ,^ F3` G+ 1, [U + 4 @ ,> C< S (E(P
3, ,^ 7 " 7B + C @ #B ,> C< S, -,^ F3b G+ = (Q U
;, `U"+ @ B ,> C< S, 3,^ F 5$ C" + C ,^ D,^ ,^ ,^ ,~ p _iho !v yO U*U* QDu rjWR.} 0 '~j " J ,> J, % Y& CSIN or CCOS: ABS(REAL(arg)) too large; result = (0.0,0.0) " Sx ,> C,> T, K% Y& CSIN or CCOS: imaginary part overflow ,> J ( [, U% Y& CSIN or CCOS: real part overflow ,> J, [% Y& CSIN or CCOS: i dmaginary part overflow D"`K 8 u
* #"v M>H 1M?! =` Rv 1 R 1 A D"1 A C V J o5 '` ~Z >c(J" a "; 5 "W{ ! zkG ) D"
9Y) 4 9Y* @ U X Y Y " Z Z [ pz
F CEM GLA$5C X> gKg ( ( f 1O 0 1O H (1O bO@ajX1O bO@aj ( O@aj 0 O@aj H @ \ GO-C#p ,> 4B ,4@ 2# ,> ,> ,> ,>
# @
2d ( A 9
* + +: & F ,> C< :, ,^ 4L @#@ ,> *( C< :, C< :, ,^ @ # + 8B+ 8+ ' # " "F F ,> C< :, ,^ @ 1( * 1* " ,^ ,^ ,^
*,^ ,^ ,~ 4@ 7 #D ,> C< :, $,^ @ 5d 7* ,^ ,~ B (P 3#B ,> C< :, .,^ 5d 7" ,^ ,~ 1( , <, A 6P'M " :x @ 0 ,> ',> ;, % Y& CEXP: real part underflow ,> ',> ; ( B, =% Y& CEXP: imaginary part underflow D
O@aj L 7 ~ c(J" BP U P %u
@ 209 = 9`aj 4 X Y Y Z Z [ D ;-9 %: 8 C# LA$5C E kYG "D 23wG , ( ( G DGA]HGA]IGA]J E F G %[DKdMHKdMIKdMJ %[E %[F %[G 0 Sk H @D "D Q Gid* p , 6 ,~ G6id* p , 6 p ,~ Gid) *D p , 6 ,~ G6id) p , 6 p ,~ Gid( (D
p , 6 ,~ G6id( p , 6 p ,~ Gie@
"(D
p , 6
,~ G6ie@
p , 6 p ,~ Gie p (A"( ", 6 ,~ G6ie p , 6 p ,~ Gid@ p , 6 "A * ,~ G6id@ p , 6 p ,~ Gid p , 6,~ G6id *
U( 3 p , 6 p ,~ , < @ * "@ , < (U(" ; ,~ + @ + e ,~ 4@ U d + FF 5& H @ Q
Q D /" , q ,~ 4D CF 5& M+ C4D C @ + L@ ,~ *U
" L @ + D +P R + ,~ ,~ " U + \# 3& v+ X" ,~ D at $1L "@ w,> ,> q, r% CC Complex underflow at $1L D"T rI rI r] r] z < Sk 6D 0
GA]H D"
GA]I
GA]J E (F G %[D 3
KdMH
KdMI
KdMJ D"%[E ,%[F $%[G
g9 R`)i pc(J" x | C^bA D D l:
C FuC 5 @uC 5 euC 6 j > D I! LI, lU>uk HU>v M X Y Y Z <VC \ D" {& M' 0 ( H @ "D Q G!d* p , 6 ,~ Gid* p , 6 p ,~ G!d) *D p , 6 ,~ Gid) p , 6 p ,~ G!d( (D
p , 6 ,~ Gid( p , 6 p ,~ G!e@
"(D
p , 6
,~ Gie@
p , 6 p ,~ G!e p (A"( ", 6 ,~ Gie p , 6 p ,~ G!d@ p , 6 "A * ,~ Gid@ p , 6 p ,~ G!d p , 6,~ Gid *
U* 3 p , 6 p ,~ 4@ >4B ;6@ + A6@ + A@` + o *U*U( ; @ + o @ " + o + O + O + O *U"U* D @ + O + O + O + O @ + O (U*A( L+ OB + O + o H # # ( 3` + T* D " * * U# # 3` + X* D $( d + + $ D + * ] @ + 1H "( .( 6 " & 7@ " , p @ @ 3H)" ((U* f3H)" + + + , p5( m @ + m @ (E
U n7 ,~ # # # 3$(+ x3"(+ w3 (+ w + "U** w + u 2b(+ }2`(+ {3d(+ B + + 3`(+ {3d(+ { Q
D( B + B + B + @ + B + B * (( F F 7` " ,~ + " + D 4F"# 2"* (
+ kF @ @ + f Fd+ + k F D J "A A #
3*(+ #
2*(+ @ B + ! B @d+ ! D @d
*T*A !+ k @ B + & + k /" , ++ k 0 * ,> ,>*, % CC Complex underflow at $1L D"> : Y jD7}r pD8 * kEQ xER wD 3
F%=H
F%=I
D"
F%=J E ,F $G Sg 6M$ 0
G0H
G0I
G0J D"M% (M& M' HXi@ }>Z >d
j ;c(J" , & D D" " K YPyG AYU {\YEi T\YEi X\YEs O ( D" ! n 209 o !! !! `2 `2 vU= `2 Y Y Z Z [ ;-9 EG & { " P k ( ( 0 77G 0 77G H ( 77G `).*X 77G`).* ( ).* 0 ).* H @ e
mV @ _ H F^Z ` < p 4( 0 Q" H F2vF0,R ` F0_ X F0_J p /4H p K< f K Q[ p DJ " 8 v( P vv |R h DA x {( DR 4N ( Rm )r 0 c 0 ~Z H WFz P WG X WG" 0hK hMPlh x 7 N h U" ` x OD 0 OD H (OD b@mFXODb@mF ( @mF 0 @mF H @ $ C&lgC#p ,~
@mF LA$5C ( ( )S 0 )S H ()S bMfX)SbMf ( Mf 0 Mf H @ $ G>u)gp " ,~
Mf ( ( %l 0 %l H (%l bKibzX%l bKibz ( Kibz 0 Kibz H @ $ G7N p p ,~
Kibz ( ( Kic* 0 Kic* H @ , G7CQ p p ,~
Kic* ( ( Kic+ 0 Kic+ H @ d G7CR ,> ,> p , p , ,^ ,^ ,~ "
Kic+ X Y Y Z ( ( Kic- 0 Kic- H @ < G7CT p p ` b ,~
Kic- ( ( 0 (;I H P [h P [|Pb K
V;/ VK P @ g[@v g[Qg `r%H g[j] g[k g[l{ g[l| g[m g[m g\6 g\+ g\ g\)7 g\)8 `r'I g\2g g\7N g\B: ( B^ 0 B^ H (B^ bF
mVXB^bF
mV ( F
mV 0 F
mV H @4 G
,g,> ,> C%p 5 5$ $ 3` + * * 4D ` + * 3` + @ ,> C< , ,^ @ + ,^ ,^ ,~ 1@ + , ,^ ,^ ,~ 0 0 " x ,> ,> , % Y& CDABS: result overflow D HN
F
mV bguaj
c(J" G 24K Z ;-9 pz
1 LA$5C CZB ETB ( ( _ 0 _ H (_ bF^ZX_bF^Z ( F^Z 0 F^Z H @
* G/
,> ,> ,> C%p 5$ $ 3$ H+ 2D H+ 3f H+ , L * @ @ @ @ C)p ,^ ,^ ,^ ,~ ,> 2` J+ 2@ J+ * " 2" J+ @ @ @ @ + A,> C< U, ,^ ,> C< U, ,^ *U*Q 3h K+ <7@ + 53( I+ 2H I+ )2j I+ )H ,> C< V, ,^ "@U " D 5$ $$ U(O
h 2d + )2D + +3f + +U$O , W (E*Q" *+ +D 7 $ 3( I+ 02H I+ 52j I+ 5 @ 5 2 2` + 5 *P(@ 32@ + 73b + 7U O , _+ 7@ 7 C)p ,^ ,^ ,^ E* ;,^ ,~ ,> C< g, !,^ D + @ + 5D C7@ + C, h5@ D, o DC)p ,^ ,^ ,^ ,^ ,~ (9~j6t^" yObvW^ RX0>F9l!v yO " K ,> K, % Y& entry CDEXP; DIMAG(arg) too large in absolute value; result= ( T(0.0,0.0) x x ,> K, L% Y& entry CDEXP; DREAL(arg) too large; \DIMAG(result)=+infinity ,> K, W% Y& entry CDEXP; DREAL(arg) too large; DREAL ( e(result)=+infinity x ,> K, _% Y& entry CDEXP; underflow has occurred m; DIMAG(result)=0.0 ,> K, h% Y& entry CDEXP; underflow has occurred; DREAL(re vsult)=0.0 D" H <
F^Z +``2v `2u YY 7`d^Z =d^Y `,R D ,Q Y0 5 Y1 c(J" pP [h P [|P
8k !|A + D " 7 /P= J /P? J R 0 ) X Y Y Z Z [ D"@= I@? I K~ 2 ?fB $g[m g[m g\6 g\+ g\ g\)7 g\)8 `r'I g\2g g\7N g\B: ( ( w < 0 < H @
Gey`,> ,> ,> C%p 4D P4@ U,> 5 5$ $ *E(@
A dA d/ 2$ e+ :3$ e+ @,> C< r, ,^ C)p 2( ( + * *
(Br/" @4b /" " H D (B H D 2h h *U
+ !3( h+ !5B & B b bH cH + ( (Dr "/$ @" H . 2( h+ &H ." "B H ( c bh H (D(D
* nH mH l @ k j@ i` @ @ + d 5D 3 ( 3+ 7@ H qD p @p ,^ ,^ ,^ ,^ ,~ ,> C< t Q* ;, ,^ g7 $ h + K+ F,> C< u, ;,^ @ @ 7 f (TE* D7 $ h + J H + KH+ K + L5D K, v5@ L, {C)p
( L ,^ ,^ ,^ ,^ ,^ 4@ ]5 R f ,> C<, A,^ + Z "A
U g5 W $ ,> C<, S,^ C)p ,^ ,^ ,^ ,~ ( ], U O C)p ,^ ,^ ,^ ,~ 0 P ?` x f Y~j!40F 9~j!40F P'M 6P'M^| b)K<!01D5?Y _f]zI
J ."]'z ,?> v D" n AGb'P bd{t9wM/p x x ,> u, P w% Y& CDLOG: Imaginary part underflow ,> u, v% Y& CDLOG: Real part und erflow x ,> u, |% Y& CDLOG: arg is (0.0,0.0); result=(+infinity,0. 0)
D" \ i ] j ] k p l q m q n r o N :0j6Z D" p q < U1 fb\}N
8k ('( & ? 1 e -?. d#G[ ( .W ! D l @M b Y Z Z D" [ @ @ @ @ @` c =^ K =^ JLA$5C D" : &3< ] D< Ub": ETB W F< P ( ( 4( 0 4( H (4( bF0,RX4(bF0,R ( Q" 0 Q" H (Q" bF2vXQ"bF2v ( F2vF0,R 0 F0,R H @| " G |`,> * + G @,> @* ,> ,> ,> C%p 5& & 2f d+
*T 2F d+ 3h d+ , m@ @ @$ @ C)p ,^ ,^ ,^ ,^ ,~ "DA* ,> C< v, ,^ ,> C< v, ,^ 4J $ * * *E*U( 5d $ 3$ c+ 2D c+ :2f c+ :3d a+ [3$ e+ % ,> C< v @(P
", ,^ eh @+ 2$ ,> C< v, ",^ D lD *U*E * kD j @ i h@ g@ f` $ @ @ *
3 5( 4$ @ D + aC)p ,^ ,^ ,^ ,^ ,~ 4@ H5` < "
U( ; ,> C< v, ,^ b3 c+ D2@ c+ B3b c+ D, wU O *"U D+ G ,> C< v, ',^ 7 7H + Y
5( K( ,> C< v (*P( L, =,^ b3$ c+ S2D c+ Q3f c+ S, U$O + V ,> C< v ("* U, F,^ F 5( ]$ + ]@ @ + ] D + a C)p ] ,^ ,^ ,^ ,^ ,~ , P _iho .!J!v yObvW(9~jX,9r 0 f$u<Dj%P1U#VJpV) R :"<,8-yh "9w~ 5QZ/rL/4
cZD$Td;2{ " m ,> m, % Y& CDSIN or CDCOS; DABS(DREAL(arg)) too large; result = (0.0,0. T u0) x ,> m, n% Y& CDSIN or CDCOS; DABS(DIMAG(arg)) too large; DREAL( ~result) = infinity ,> m, w% Y& CDSIN or CDCOS; DABS(DIMAG(arg)) too large; D * IMAG(result) = infinity ,> ],> , % Y& CDSIN or CDCOS: imaginary part underflow D" u
M4 * 2
F2v
F0,R M>H DM?! S VS D"``2v `d^Z U`q{ L`,R o5 [ Y1
Y1 B Y2 Qc(J"
"P [h P [|P
8k "; H ym4 Y zkG a 4K : 3 f 3 g 3 h 3
i 9Y) G 9Y* V : U *B < X Y Y Z Z [ ;-9 ;rB K D"pz
1 a W1 c X c CZB ^^ 4 D ETB gKg hF# g[@v g[Qg `r%H g[j] g[k g[l{ g[l| g[m g[m g\6 g\+ g\ g\)7 g\)8 `r'I g\2g g\7N g\B: ( ( F0 0 F0 H *F0 bF0JZF0 bF0J ( F0J 0 F0J H @ d D G Z,> ,> C%p ,> ,> 4D 64@ < 5 ( ,> ,> ,> (@
5$
0 Z, 2( +
@
p + P + I ,> ("A
C< K, ,^ 4L I@ ,> C< K, ,^ ,> C< K, ,^ "(
@ + "1( + &@~H 5 @~+ ,> C< K, ,^ "(P "@ 5$ #$ d + FD+ F+ -@ 50 (0 P ,> C< K ( ( *, !,^ @h 6 + /* * 7 $ C)p ,^ ,^ "" 3,^ ,^ ,^ ,^ ,^ ,~ 4@ B 5 8 ,> C< K, *,^ 5h B* ""A ;* + B 5$ >$ D ,> C< K, 9,^ 5h B$ C)p (@ D,^ ,^ ,^ ,^ ,~ 7 , L, R@d + - 0 6P'L'yo " Kx ,> H,> L, % Y& CDSQRT: real part underflow ,> R, M S% Y& CDSQRT: imaginary part underflow D"
F0(J L Bbguaj @ \`
8k P U " P V P V 7 ~ / I 209 " Z D" [ ;-9 ~gR H%: FzF(
C# LA$5C X> ( CZB D" ;g E ETB
gKg kYG &"_D <3wG 6g[@v g[Qg `r%H g[j] g[k g[l{ g[l| g[m g[m g\6 g\+ g\ g\)7 g\)8 `r'I g\2g g\7N g\B: ( ( X 0 )! H P [h P [|Pb K
V;/ VK P @ g[@v g[Qg `r%H g[j] g[k g[l{ g[l| g[m g[m g\6 g\+ g\ g\)7 g\)8 `r'I g\2g g\7N g\B: ( /4H 0 /4H H b f */4H b fZ/4H ( K< 0 K< H ( K< `KX K<`K ( f K 0 K H @$ Q"( C2|t( p 4@ @ ,> C< #, ,^ ,~ C2|s@ p 5` 4@ , $" 3@ *U
@* + 2 !+ ) r. ! " @ (| QD h" B B (P ,~ , + ,~ ,~ {e^b 0 i/X3 s!hh yI^ *Vh `@ 6P'M P'M "]ox " "x ,> #, % Y& ALOG or ALOG10: negative arg; result=log(ABS(arg)) "@ + ,> #, $% Y& ALOG or ALOG10: zero arg; result overflow D"
f K /8 0J "c(J" , lX ; Q[ 0 Q[ H ( Q[ ` DJX Q[` DJ ( DJ 0 DJ H @, "U( C6|C@ #p #p 3` + @b D @ +
7D +
@@ @ D @ ?+ "@ &p + D DJ N i3 .'; <*9
v R 24K j
pX- X Y Y Z ( ( " 0 " H ( " `vvX "`vv ( ; v( 0 v( H ( v( `|RX v(`|R ( vv |R 0 |R H @, U C~3@,> * + CNMc@,> X* `p # 3` %+ 2` %+ #,> " @ D ,> @ ,> C< *, ,^ ,^ " @ + ,> 3 &+ ,> ,> ' ' & ) ) ,^ ,^ "T(U # 5j 2d % (5" !" + !4" " 3d % (+ ! (2d %B ,^ @ ",^ ,~ , +U ,^ ,~ 0 U<c\ rE`e:8 shQ Y~j 9~j [kc } " *x ,> +, % Y& ASIN or ACOS: ABS(arg) > 1.0; result = +infinity D"vv H |R DT v &, % R % U" U1 ( D W= ( Y0 #c(J" , +\P >;@
)D ) Z N (D N" # 3b w+ v v u e U (
7` " ,^ ,^ ,~ !"} B $ +
CR,> ,> p p + * @ # * " 2& x+ '@ 3f w+ x)D ) Z ,> #p #p A y N N A " #p N ,^ 7!p .$ +
"p p #@ $ 7!p $ +
"E"E *7Ap + .5@ 06!p , {" ]+ 16Ap + 0, @ + ]7!p " + L 3 ; D L :@ P?@ S@ X~@ | s}@ xz s o@ `@ 2\@ :) TH@ U u8 :rc( P3v6 Sj} XVbc ){J s.z we=J }Ke[ ? O n5N QA
{ Mq<dWu->Ztv] Y*y 1!ourD tygz.>`
U*X YLK3`-~-> "@ w } ;! 9.q!' + %` | ,> z,> z, % Y& ATAN2: result underf "@ low ,> z, |% Y& ATAN2: both arguments are zero, result=0.0 D"DR
4N 6q U 7D e z
aqD . av w VwY *c(J" D" tM ' t] -@ x -pQ w q ]AWD\ AXLh l/W[ 2 " 24: 0 Ng{@ 1 H @( @ @P H @( @ @ p ( ( Rm 0 Rm H ( Rm `)rX Rm`)r ( )r 0 )r H @4 (A G? @ p # 3b + 2b + B ,> C< , ,^ 2" + !" T
@,~ 3" +
, U ,~ B ,> C< , ,^ ,~ ! ,~ !v yH!v` A9 #p p " x ,> , % Y& COSH: result overflow D" R )r av ` ~Z ~U
c(J" lG ;-9 i6J CEM LA$5C #eM ( ( c 0 c H ( c ` ~ZX c` ~Z ( ~Z 0 ~Z H @| U @ Kc` p 3 + 3` + , U ,~ , # ,~ ,> ,> @ @ (A D D D d @ D 5$
Ql\ {s /Qg^X 1 Kzl " ,> , % Y& EXP: resultXoverflow ,> , % Y& EXP: result und W &erflow D" 0 ~Z ~I c(J" # "; "@B
5b `B 2D 1D + @ + $ +
D
`B $ +
(B5B ,^ ,~ 5" , U 6!p + p `B ! + " ,> , % Y& EXP1: result overflow D" 6 oiTK
B ; j o~*
WFz c(J" WG 0 WG H @\ (A Kc#@! #p 4B
,> 6Ep + +
+
`B +
(B5B 6!p + E !" B ,^ ,~ 6#p + + #p p 3$ " 4" , U 6!p + `B "D " + , @ + 0 ,> , % Y& EXP2: result overflow ,> ( , % Y& EXP2: result underflow D" <% p7dK p7fx
p942
B ; j pCK pL:
@ WG c(J" WG" 0 WG" H @
Kc3@ p p @@ 5` 4@
,> ,> ,> # @ )F /& <(D `d O@ U*P (D # 5D 2@ U+ + M, i+ 5b P4B , rU ,~ , x@ ,~ 3@ U (* " + P,> ,> ,> 3B U+ M5B U+ M,> (r/$ @ D A bG b "E
* 2d Y+ .* 2d, W+ .* 2d, V+ .* .& ( , U , U ( ( " ] H R R Q ( / *E* *d D~@f @ H + 03( P+ 3, U + M5H 2 U+ N4( 4+ / *D"* 32( Q+ 5, @ + M 5( 7 "/" >5" :@b , + FA
c5h ?( @ ;@ ( , 9" @ F " + B@ ( , <@ F
5& C.& (~ (D" D0* .& ( / U T T S S U U @ L@ ,^ 6@ " ,^ ,^ ,^ ,~ !` ]op |*G2 5*U( YN@ ` ^_o@ 5A[ SXj- U u1(b 0 R+t ,
f{t's b$0V9( PE$P'M*UA{ vZ o)IB?A N+9.ZV p x | ~ @ f` p x | ~ " i ,> i, % Y& EXP3: negative ** non-integer; ABS(base) used instead of bas "@
qe ,> i, j% Y& EXP3: 0.0 ** negative; result = infinity ,> i, r% zY& EXP3: 0.0 ** 0.0 is undefined; result = 0.0 ,> i, y% Y& EXP3: result ov P erflow ,> i, % Y& EXP3: result underflow 6 D" ] U Jh Z Ji Z Ji [ Jj [ Jj \ Jk \ Jk ] Jl ] D" E V E
V E
W E W E X E
X E
Y E] ^ D" E ^ E E E ` E ` E a E a 1D P R D" Y0 VwY 0 WG" c(J" (Ts/ B
NvU :
NvU ? l[$ D" -?. cfE bfE b ..E c>EH h>EI h ..E d ..F d D" ..F e ..G e ..G f ..H f ..H g ..I g 0B C 0I 0I D 0I 24: 2 24K / 5 A`B 7 (
2 Q X> E(O x@+: ( ( 0hK hMPlh 0 0h H @< ET g&(7#p A 1@ @ ,~ ep %
' B ! > ,~ g6(7 Ap ,~ %h D" R
R
j
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A_Cu ee_Fo;^KO9 p%rk57Bos9Ugm rGZgx _)-sb)} G"H?Jp"p Jd KG9aLe(P-v)Ie(*u,]5|oJm|-3] xoM Dq ?_QKp[Wh
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\|DR
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Ql\ | 0 0 _ih h 2Pl p ?R~ 3"PJK PEQ.4H< J
~g}2 TWC FS>gXa(*' " 8 ,> 8, % Y& DEXP: result#overflow ,> 8, 9% Y& DEXP:result un Aderflow ! ,~ D"; 0k!1 +0k" +a0
1 . XH 1 XI 2 XI 3 X\ 4 X] 5 X] 6 X^ 7 ( ( C =G 0 =G H @t H"D IFG,> ,> ,> # p 4H p 5D + DEXP2: result o P verflow ,> , % Y& DEXP2: result underflow D" B% XdK Xfx LtB L; Mj XK X:
=G c(J" Z ( ( =G" 0 =G" H @T ( IFg,> ,> p p @@ 5` 4@ ,> ,> ,> ,> 5( ( @
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c>f q{ uL fc +$ gG Dc(J" < #\ 1 q 3
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gevz e o5 $ Y7 @" c(J" ? !|H ? 3 3 4 3 5 @ 3
6N`g@ X Y Y Z Z [ ;-9 @" pfPY >pz
1 <LA$5C CZB d[1 ;d[ ; ( ( D _ 0 _ H (_ bguajX_ bguaj ( guaj 0 guaj H @< T IO-p 5` 4@ , ,> ,> ,> ,> (Fdf + . "@ &+
. &T H D & h D` @,^ ,^ ,^ ,^ ,~ ,> , % Y& DSQRT: negative arg; result = SQRT(ABS(arg)) > D"
guaj guaY guaZ
guaZ guae c(J" Z [ ( ( ^w( 0 ^w( H *^w( b^y2Z^w(b^y2 ( + i( 0 i( H ( i( ` tRX i(` tR ( ^y2 tR 0 tR H @ d "U I~H7,> ,> @@ p 5* + 3 L+ 2@ L+ 5B , RUU"5( ? * ,^ ,^ ,~ IR QU 3 H H GH FH EH P 6@ + ;aD + = + > " ;aD + > h + ?` ,^ ,^ ,^ ,^ ,~ `.6T1RKI 0
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^y2 M, = tR M L D" Y1 Y1 +$ (N 8c(J" Y FB +
b8K % $v N D" z #
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