<span style="color:#444444;font-family:Tahoma, "font-size:14px;background-color:#FFFFFF;">ATP新手，点plotxy后出现The selected file contains no bytes,view LIS file如下，求大神解答; f( F3 R$ s, @2 I3 J
Alternative Transients Program (ATP), GNU Linux or DOS. All rights reserved by Can/Am user group of Portland, Oregon, USA." b. F9 N( y+ @9 G( e
Date (dd-mth-yy) and time of day (hh.mm.ss) = 02-May-19 23:52:54 Name of disk plot file is jjj1.pl4 * L4 ~- x q/ m2 q0 c/ OConsult the 860-page ATP Rule Book of the Can/Am EMTP User Group in Portland, Oregon, USA. Source code date is 19 September 2003. u' d! x* c- }0 d2 w1 F- XTotal size of LABCOM tables = 9872109 INTEGER words. 31 VARDIM List Sizes follow: 6002 10K 192K 900 420K 1200 15K J: H' a( t+ U. s' L 120K 2250 3800 720 1200 72800 510 90K 800 90 254 120K 100K 3K 15K 192K 120 30K 160K 600 210K 300 19 2009 e7 q6 B$ K" I7 F1 ~2 _* E5 V
--------------------------------------------------+-------------------------------------------------------------------------------- ( G) Y8 R: t8 U; ]8 B! B" ?Descriptive interpretation of input data cards. | Input data card images are shown below, all 80 columns, character by character . }+ H4 x, v% r$ T2 ^ 0 1 2 3 4 5 6 7 8 . [8 F- d+ d; K$ e% I4 M 012345678901234567890123456789012345678901234567890123456789012345678901234567890 + o, w5 g6 x: C# ^6 T--------------------------------------------------+--------------------------------------------------------------------------------+ A; L5 N2 l7 d; `5 Z' p
Comment card. KOMPAR > 0. |C data:JJJ1.ATP1 X! P! {7 A* H/ i; L0 ]/ r" D
Marker card preceding new EMTP data case. |BEGIN NEW DATA CASE + B% N! a, Z6 G4 V* j" r, {Comment card. KOMPAR > 0. |C --------------------------------------------------------/ T; z' U3 r: H+ Y0 T+ p9 j" _$ A
Comment card. KOMPAR > 0. |C Generated by ATPDRAW 五月, 星期四 2, 2019$ b7 k, E7 ~8 U6 \* q% h2 p
Comment card. KOMPAR > 0. |C A Bonneville Power Administration program! ?: a& C6 u0 b8 p4 M! o- t) Z' H
Comment card. KOMPAR > 0. |C by H. K. H鴌dalen at SEfAS/NTNU - NORWAY 1994-2015& j, O2 R3 e: e9 {( ]
Comment card. KOMPAR > 0. |C --------------------------------------------------------- v z/ G8 X% n& T. ?, U
Comment card. KOMPAR > 0. |C dT >< Tmax >< Xopt >< Copt ><Epsiln>2 C, M+ p: Q- j+ A
Misc. data. 1.000E-09 1.000E-03 0.000E+00 | 1.E-9 .001% H# _% a+ M& R4 U( d
Misc. data. 500 1 1 1 1 0 0 1 0 0 | 500 1 1 1 1 0 0 1 0 " g; O* }9 m: I3 jComment card. KOMPAR > 0. |C 1 2 3 4 5 6 7 8" y' u6 [+ Q1 G7 F: } m3 ~
Comment card. KOMPAR > 0. |C 345678901234567890123456789012345678901234567890123456789012345678901234567890 ) i9 a5 I; c9 j) b. b; C9 P' `% [Comment card. KOMPAR > 0. |C < n1 >< n2 ><ref1><ref2>< R >< L >< C > , y( K0 O2 d j1 A( g& mComment card. KOMPAR > 0. |C < n1 >< n2 ><ref1><ref2>< R >< A >< B ><Leng><><>0 8 `# y' Y& ?: v- ZSeries R-L-C. 0.000E+00 0.000E+00 2.500E-04 | XX0001 250. 0 ) }0 E0 S5 V0 v: m 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0001XX0003 4. 60. 3.E8 500. 1 0 0 # U( Y& D+ e8 M, d9 u/ ~9 gSeries R-L-C. 0.000E+00 1.000E-01 0.000E+00 | XX0002XX0001 100. 0! }# k) P+ ^% I' X9 m
4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0004XX0005 4. 60. 3.E8 500. 1 0 0& s; `6 W- |7 r7 v4 c8 C) x. |
4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0006XX0007 4. 60. 3.E8 500. 1 0 0( a1 a4 ]4 U b7 `
Series R-L-C. 2.000E+00 5.000E-07 0.000E+00 | XX0003XX0008 2. .0005 0 ( e5 l# X# ? T8 \, K8 o b$ ^, h* V 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0007XX0009 4. 60. 3.E8 500. 1 0 0 ; w% h& |' w6 Q' A! m3 v4 O 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0006XX0004 4. 60. 3.E8 500. 1 0 0 : V: ?; [% ?8 i2 L' r# A 4.000E+00 6.000E+01 3.000E+08 6.000E+01 1.667E-06|-1XX0010XX0006 4. 60. 3.E8 500. 1 0 0$ R c9 a0 Q( P" B9 B
Series R-L-C. 0.000E+00 0.000E+00 2.500E-04 | XX0004 250. 08 C3 S& c* V! E
Series R-L-C. 0.000E+00 0.000E+00 2.000E-03 | XX0005 2.E3 0 ! _- Z+ J1 \9 C: o# VSeries R-L-C. 0.000E+00 1.000E-01 0.000E+00 | XX0005XX0011 100. 0. p M4 U7 K1 Z' U
Blank card ending branches. IBR, NTOT = 12 12 |BLANK BRANCH. f. l, P C% d- r' l
Comment card. KOMPAR > 0. |C < n 1>< n 2>< Tclose ><Top/Tde >< Ie ><Vf/CLOP >< type >% s/ L( Z2 @. {2 W
Switch. 1.00E-04 1.00E+03 0.00E+00 0.00E+00 | XX0008XX0007 .0001 1.E3 0 # D" P) T* j% f: Y$ k; N* sBlank card ending switches. KSWTCH = 1. |BLANK SWITCH5 G( p. ?' a/ j
Comment card. KOMPAR > 0. |C < n 1><>< Ampl. >< Freq. ><Phase/T0>< A1 >< T1 >< TSTART >< TSTOP > - M' u6 Z: J% P$ iSource. -2.20E+05 5.00E+01 0.00E+00 -1.00E+00 |14XX0002 0 -2.2E5 50. -1. 1. ; w! l6 F, S2 K B6 K5 W: G$ g4 [Source. 2.20E+05 5.00E+01 0.00E+00 -1.00E+00 |14XX0011 0 2.2E5 50. -1. 1.: s. s/ o3 l9 q+ m" t( e
Blank card ends electric sources. KCONST = 2 |BLANK SOURCE- P4 B2 Z8 [# e* {
h- q% q- r: ?+ EList of input elements that are connected to each node. Only the physical connections of multi-phase lines are shown (capacitive 1 X/ n( g- V* h; jand inductive coupling are ignored). Repeated entries indicate parallel connections. Switches are included, although sources$ X% Y- K6 F( }4 w' g
(including rotating machinery) are omitted -- except that U.M. usage produces extra, internally-defined nodes "UMXXXX". 1 p1 v, S a( C. {& g6 Y* }) c; e/ v) L$ c--------------+------------------------------ % r9 H; |7 \) [' ~From bus name | Names of all adjacent busses.& @! s! }- [5 n- t, N" e
--------------+------------------------------ 1 h `0 V7 s8 P ?5 ], [$ b XX0001 |TERRA *XX0003*XX0002*4 }2 v; q- J2 x7 [" U. D' F
XX0003 |XX0001*XX0008* D$ Z- ^! W, V* Q( B' o XX0002 |XX0001* - L% |8 T! C Y- i) m XX0004 |TERRA *XX0005*XX0006* 3 o! |, I/ V, A0 x8 f) g XX0005 |TERRA *XX0004*XX0011* ( D+ m* }+ p3 b! m! ~ XX0006 |XX0004*XX0007*XX0010* S$ ~# n S; y$ T* W% }! Q
XX0007 |XX0006*XX0008*XX0009* + x0 p% ]& ?& @' a7 B XX0008 |XX0003*XX0007*$ d6 Q# X4 Y2 ^" X; U
XX0009 |XX0007* 5 W/ R1 e& i. j7 R: s* a4 T XX0010 |XX0006*: |1 a/ U$ ?* m; t7 |$ L0 V
XX0011 |XX0005*% S) C/ @) ]. O, {& q* s1 A% M/ }
TERRA |XX0001*XX0004*XX0005* 0 c0 s! x3 N; D! I5 a/ y7 [1 _/ ^; d( ]+ u--------------+------------------------------ - F8 E6 Q2 i9 N0 A& l0 VPi-equivalent branches of distributed circuits are added to the table of List Size 3 between indices 7 and 12.2 [* I& Z& C& x
" s, w7 @2 d _7 z9 ^+ z& ?5 ?
Sinusoidal steady-state phasor solution, branch by branch. All flows are away from a bus, and the real part, magnitude, or "P"5 [* w r) a v" |! E) b0 K. R
is printed above the imaginary part, the angle, or "Q". The first solution frequency = 5.00000000E+01 Hertz.& \$ w- i* w* F S% ?
Bus K Phasor node voltage Phasor branch current Power flow Power loss9 W8 c' q! p' ~
Bus M Rectangular Polar Rectangular Polar P and Q P and Q 1 y% v) s3 j5 h% @( a- g & h8 G; v k }2 ]
XX0001 149896.92103882 149896.92103893 -.0143924645304 11772.876648291 -.103916875E-12 -.103916875E-12 + A( e6 V6 t, e( G3 C .18325054986281 0.0000700 11772.876648282 90.0000700 -.88235898067E9 82358980.6749818% H Y# M# ^& Z
: \ M. Y% j4 u% W3 U2 Z7 R
TERRA 0.0 0.0 .01439246453038 11772.876648291 0.0 : _- Y$ w- H$ W$ ?$ I, _* I+ C$ { 0.0 0.0 -11772.87664828 -89.9999300 0.0) _- z z1 r$ K1 y/ }; e
5 \, v. P V$ N. Z( k( m% P
XX0001 149896.92103882 149896.92103893 .00855941836339 1.3080632828924 641.63507836966 641.63507869584 $ w7 b0 p, ~% f9 w# E .18325054986281 0.0000700 1.3080352779679 89.6250777 -98035.22960451 -98035.22960452 w9 e4 _, J0 K0 d
9 S0 ?# X5 ?& x* B- K
XX0003 149886.95534862 149892.66102285 .4352063227E-11 .435222396E-11 .3261832126E-61 f. d: D) @4 T
-1307.839756983 -0.4999221 -.374041076E-13 -0.4924204 -.427067548E-10 # U) H. ?# \2 ~% S , s$ F' h% ~/ y% f" P5 s XX0002 -220000. 220000. -.005833046167 11774.184683562 641.63507836944 .4357625372E-13 + T& L# S, A% G. D" ^ 0.0 180.0000000 11774.18468356 90.0000284 .12951603152E10 77617331.0962029: t% N$ t' F6 Z- H$ l
% N; s8 l, e0 `+ W
XX0001 149896.92103882 149896.92103893 .00583304616699 11774.184683562 -641.6350783694 3 p% V; r5 |' @0 R6 W. \6 \# ^" {! ? .18325054986281 0.0000700 -11774.18468356 -89.9999716 .882457015905E9 1 V7 s8 n5 r( a- }: I : J+ Y l3 S( F8 q* z8 @9 m8 J
XX0004 -.2945521752439 74.70160613923 5.869599743232 5.8696446842568 -.0065488056286 34457.12568473/ ^; M0 a: d( R2 R. [$ R
74.701025419982 90.2259207 .02296897199572 0.2242092 219.23594259248 -187.4023329 + k# [2 R5 O. h9 x. e $ j! A9 B, h# \( ^9 G8 B" ]3 i
XX0005 -11739.96572792 11739.969852465 -5.869994505896 5.8704633843495 34457.132233536 ) D6 ^$ B3 N* T1 E6 q% r1 c$ { -9.840933953513 -179.9519723 -.0741946611597 -179.2758401 -406.6382754849$ `- O6 y2 {& [8 G( O! @
. Q) g) e( |% C; T; z( ?) ]
XX0006 4.2444868775879 74.505595921869 -.0012956034874 .00129986432335 .00116159796287 .00100320278347 + G7 L& B* Y% S3 n8 |7 S' d 74.384596220043 86.7341658 .10516112642E-3 175.3596074 -.0484096486471 -0.0242085- c) k9 `7 X# ?; X" |. W' G/ o) g V
- c* ]9 i; b+ b) E
XX0007 6.1872099859972 74.476565829985 .64729984272E-3 .64991369084E-3 -.1583951794E-31 c* P' d/ g( g& B, \' {% C
74.219116745063 85.2346076 -.5822988199E-4 -5.1403847 .02420115155163 * c- \, N$ B8 u& `9 v , O6 \7 R& H$ {1 C XX0003 149886.95534862 149892.66102285 0.0 0.0 0.0 0.0 ' W* S p0 j C# k( W -1307.839756983 -0.4999221 0.0 0.0 0.0 0.0 & E0 l/ x. ~* i0 s 2 G3 j. ? N& Y) {5 [0 ]2 d- S0 t
XX0008 149886.95534862 149892.66102285 0.0 0.0 0.0 u9 c' h! Y Q/ p5 t -1307.839756983 -0.4999221 0.0 0.0 0.0 5 ]" ~+ e0 n) \) B" l$ P: |" x * }1 l& d: k8 Z7 _! ?
XX0007 6.1872099859972 74.476565829985 -.6472998427E-3 .64991369084E-3 .1583951794E-3 .1583951794E-3 % E6 W& x) _, M7 F& r 74.219116745063 85.2346076 .58229881992E-4 174.8596153 -.0242011515516 -0.02420125 ?: ~, D e/ ]$ r0 H
' j' `; g4 A) X1 b7 y: c! I XX0009 6.8344457064696 74.474449233014 -.285397164E-18 .3019492227E-17 -.112437082E-15 2 w( K' ~1 e _! D" @. J5 t 74.160191076116 84.7346155 -.300597435E-17 -95.4235936 -.310469864E-18 * D5 b' P; x( x% i2 I' f. i+ Y 5 t* F2 h. T# ~4 L* M2 d XX0006 4.2444868775879 74.505595921869 .00194445829654 .0019499653913 -.0013201166475 .00522868898108# s, [* }. Z* i, U9 R. v' p
74.384596220043 86.7341658 -.1464478074E-3 -4.3071274 .07262967052585 -0.0242678* _$ u+ ~8 T% C8 V
y& D+ |2 J9 s6 Z1 e$ O$ ]
XX0004 -.2945521752439 74.70160613923 -.0025949263561 .0026001733368 .00654880562858' ^* c- p6 o( C# Z( _
74.701025419982 90.2259207 .16510175041E-3 176.3594729 -.0968975143038 ) u: q2 G" c* M6 j* v; e 0 o* D+ f5 Y- G6 s# A/ j3 h1 B0 P+ r
XX0010 4.8932957767493 74.503478499874 -.109637827E-18 .2107872404E-17 -.785145561E-16 .15851868463E-3 3 _3 `" I; [4 p" m: o. F 74.342612040622 86.2341737 -.210501915E-17 -92.9814996 .1074859433E-17 -0.0242200 3 P v9 {7 q2 I; C" p * M- i/ f0 f) P XX0006 4.2444868775879 74.505595921869 -.6488548091E-3 .65016701958E-3 .15851868463E-3 ( C5 ^' O- N- s+ C. n: h0 D4 [+ f 74.384596220043 86.7341658 .41286680954E-4 176.3591735 -.0242200218787. O- q8 P+ A3 s5 O/ N% M
& ^& {1 g/ w$ l: n' f# N
XX0004 -.2945521752439 74.70160613923 -5.867004816876 5.8670504264591 -.68358947E-16 -.68358947E-16' O- w* c1 I7 |
74.701025419982 90.2259207 -.0231340737461 -179.7740793 -219.1390450782 -219.1390451 1 W, V% P/ \, @1 f7 ~ $ b' }8 J7 G ?: b
TERRA 0.0 0.0 5.867004816876 5.8670504264591 0.0 : o0 p: F( o+ e6 ~& {8 V0 I1 i: E 0.0 0.0 .02313407374613 0.2259207 0.0 6 y8 m( Z5 R7 b+ ? x: R, A 0 E4 D9 u6 H# D: \; a' t$ P$ {0 {+ z
XX0005 -11739.96572792 11739.969852465 6.1832411625641 7376.4406083741 .2248867759E-11 .2248867759E-113 P0 C5 u, j9 z" H" D! e; w" i
-9.840933953513 -179.9519723 -7376.438016848 -89.9519723 -.4329959518E8 43299595.18040639 S, p% m* H( L, V7 _
; r! Y: Q& L) ~7 E& P" O TERRA 0.0 0.0 -6.183241162564 7376.4406083741 0.0 7 r: k7 B4 B1 M. T' [3 R" m 0.0 0.0 7376.4380168479 90.0480277 0.0 6 z- f+ T" g6 d6 x4 c7 `9 [6 T 0 q% L' s l7 z; \4 j, M
XX0005 -11739.96572792 11739.969852465 -.3132466566685 7376.5122181602 -34457.13223354 -.643041176E-12 & D; {' E) @8 X- ~% W! H -9.840933953513 -179.9519723 7376.5122115091 90.0024331 .433000018187E8 54716345.0846804- |7 \) |# x, K( n- T# s
- M1 F" }3 Y: N: l9 ^3 e
XX0011 220000. 220000. .31324665666851 7376.5122181602 34457.132233536 ; P' H+ R7 y* z: F) X 0.0 0.0 -7376.512211509 -89.9975669 .811416343266E9 , ` ?3 ^3 P8 x7 }7 c Total network loss P-loss by summing injections = 3.509876731190E+04+ y% H' j8 }3 n( w, u6 N6 ]
: M2 Z: @; i" X' N+ X% s+ E
Output for steady-state phasor switch currents.9 Y1 {. e7 r/ c* v
Node-K Node-M I-real I-imag I-magn Degrees Power Reactive 8 j: R8 @7 f& O; I' T XX0008 XX0007 Open Open Open Open Open Open % ~8 ?: s J z. P( Z: z' V ( `; ?" z' e; M, P& z: LSolution at nodes with known voltage. Nodes that are shorted together by switches are shown as a group of names, with the printed `& Q! p' [ x
result applying to the composite group. The entry "MVA" is SQRT( P**2 + Q**2 ) in units of power, while "P.F." is the * a0 S6 k' ]" v. yassociated power factor.0 u2 l% _4 j \
Node Source node voltage Injected source current Injected source power , F2 ?, x$ e3 Y9 Z0 B name Rectangular Polar Rectangular Polar P and Q MVA and P.F. $ E+ L! U( n$ o, y) f+ r5 n' C 9 ` L) O: T6 h& u& u/ H XX0002 -220000. 220000. -.005833046167 11774.184683562 641.63507836944 .12951603152E102 \( C5 ]! S/ u& y' }
0.0 180.0000000 11774.18468356 90.0000284 .12951603152E10 0.0000005# [0 l, Y4 s w* r- R
: S8 z2 j9 l* H
XX0011 220000. 220000. .31324665666851 7376.5122181602 34457.132233536 .811416343998E90 G0 c; @7 ^; k& L
0.0 0.0 -7376.512211509 -89.9975669 .811416343266E9 0.0000425 - y# g' Q" X2 K) ? * a$ z, e" h8 j
* H$ }3 ?& F @+ x& V
------------------------------------------------------------------------------------------------------------------------------------. N0 ?; R- i- \
ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/! U6 B& m: }: P2 F6 x
ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ 4 u- v4 z- E8 W0 i. M3 R: s! ^0 W------------------------------------------------------------------------------------------------------------------------------------8 I; X- W7 }, d4 W0 d2 d4 A
You lose, fella. The EMTP logic has detected an error condition, and is now going to terminate program execution. The following . d. b* q6 E5 m7 G3 umessage summarizes the circumstances leading to this situation. Where an otherwise-unidentified data card is referred to, or where 5 C; g4 x$ q' q& t) e- z1 ~the "last" card is mentioned, it is the most recently read card of the input data that is meant. The 80-column image of this card. s4 @2 h7 K& a/ v9 Y3 x- W
is generally the last one printed out prior to this termination message. But possibly this last-read card has not yet been ! u; ~2 k! A9 }% [* {! `displayed, so a copy follows: 2 q1 \& W9 q: Z- j7 h2 l% { " XX0001XX0003XX0008XX0007XX0006XX0009XX0005XX0004 " 4 }# v& V W# t" n KILL code number Overlay number Nearby statement number6 J6 |0 [, J, q, W! H2 ~
102 12 1536 , G. B4 _8 L' s8 W5 X H' ^# nKILL = 102. The total resistance for one particular mode of a constant-parameter, distributed transmission line is too large. . n5 _0 d, D' v7 _, C' }5 a8 d& AThis is for linear branch number 2 (in order of data input) which connects bus "XX0001" with bus "XX0003". Resistance is to + V% {8 \' m, Hbe lumped, with half in the middle and a quarter at each end (variable IPUNCH of columns 53-54 is equal to -1). The total modal; ?: }! [5 p0 I7 Q
resistance of 2.00000000E+03 Ohms is unreasonably large when compared with the surge (characteristic) impedance of) f% I) g4 F( L" Z* c
6.00000000E+01 Ohms. Program logic can not handle any resistance that exceeds four times the characteristic impedance. For 0 ~, F3 t/ S& w3 t; E8 ~! G6 Lnormal power lines, such values are absurd, anyway, so no sympathy is accorded.; R1 T. u9 y8 g, v6 H$ c
------------------------------------------------------------------------------------------------------------------------------------# |, ?8 Z7 t/ a: q5 ^) H6 {
ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ * F: j. J' v& B. G/ ^# p0 lERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ERROR/ ! Q* s, ]9 k1 C9 S; b+ t2 H S9 U------------------------------------------------------------------------------------------------------------------------------------ - r" c/ s% x5 R; P$ D: c3 L ' P. o8 w, s n% S0 k% u- I$ M
Actual List Sizes for the preceding solution follow. 02-May-19 23:52:54 2 D+ ^4 p' Z7 X- C+ H Size 1-10: 12 12 12 2 -9999 1 -9999 -9999 0 07 P5 c0 @$ u: Y8 [1 v) ]/ K; S0 _
Size 11-20: 0 -9999 -9999 -9999 -9999 0 0 0 23 07 r# P$ S( c1 i* }, t& ~
Size 21-30: 1 -9999 14 -9999 -9999 1 -9999 -9999 -9999 0' Z! |' j) d9 j: Y/ N# J$ \
Seconds for overlays 1-5 : 0.016 0.000 0.016 -- (CP: Wait; Real)5 q# Q' w7 x4 |2 ]4 L: q
Seconds for overlays 6-11 : 0.016 0.000 0.016 5 N" E- y; w# K. M* `Seconds for overlays 12-15 : 0.000 0.000 0.000 ) n, w; @4 |3 z: t& \% }( rSeconds for time-step loop : 0.000 0.000 0.0007 [' c3 A0 [- }- }5 Y9 S( M. w
Seconds after DELTAT-loop : 0.000 0.000 0.000 5 f; P5 V& n* h% O& A. H. \ --------------------------- 6 }' R1 z4 _/ |4 m5 q Totals : 0.031 0.000 0.031
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