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Э╗С╕uI┐дЭhx≤h6─▀CPХ3>ЪЪ┐д┐Ь└N▀C┐дЭP║Ь°h@│PХP=ЪЪ┐дТjХФ=ЪЪ█╤▀|$D┴ж╧ Э╗С╕uC┐дЭh─≤h6─▀CPХь=ЪЪ┐д┐Ь└С▀C┐дЭP║Ь°h─│PХУ<ЪЪ┐дТjХ▀=ЪЪ▀|$@┴ж╧ Э╗С╕uI┐дЭh┬≤h6─▀CPХ┐=ЪЪ┐д┐Ь└·▀C┐дЭP║Ь°hю│PХ═<ЪЪ┐дТjХ6=ЪЪ█╤▀|$<┴ж╧ Э╗С╕uC┐дЭh°≤hёr▀CPХ(=ЪЪ┐д┐Ь└C▀C┐дЭP║Ь°h┌PХE<ЪЪ┐дТjХш<ЪЪ▀|$8┴ж╧Э╗С╕uI┐дЭh═≤hёr▀CPХс<ЪЪ┐д┐Ь└Н▀C┐дЭP║Ь°h@┌PХП;ЪЪ┐дТjХ├<ЪЪ█╤▀|$4┴ж╧Э╗С╕uC┐дЭh╗≤hёr▀CPХx<ЪЪ┐д┐Ь└⌠▀C┐дЭP║Ь°h─┌PХ•;ЪЪ┐дТjХ+<ЪЪ▀|$0┴ж╧ Э╗С╕uгХ≤ЪЪЪЪИ+▀|$,┴ж╧ Э╗С╕uгХ≤И ▀|$(┴ж╧ Э╗С╕uгЛ≤ЪЪЪЪИИ▀|$$┴ж╧ Э╗С╕ui┐дЭhП≤hёr▀CPХю;ЪЪ┐д┐Ьt(▀C┐дЭP║Ь°hЮ┌PХА:ЪЪ┐дТjХw;ЪЪ█╢&гЭ≤гЬ≤гТ≤И■▀|$ ┴ж╧ Э╗С╕ub┐дЭhТ≤hёr▀CPХE;ЪЪ┐д┐Ьt!▀C┐дЭP║Ь°h ┐PХf:ЪЪ┐дТjХЭ:ЪЪгЭ≤гЬ≤гП≤И ▀|$┴ж╧Э╗С╕uK┐дЭhЬ≤hёr▀CPХя:ЪЪ┐д┐Ьt!▀C┐дЭP║Ь°h`┐PХР9ЪЪ┐дТjХ┬:ЪЪгЭ≤К[▀|$┴ж╧ Э╗С╕u_┐дЭhЭ≤hёr▀CPХt:ЪЪ┐д┐Ьt!▀C┐дЭP║Ь°h═┐PХ•9ЪЪ┐дТjХ+:ЪЪгЬ≤гТ≤гП≤КR╤┐юсu╤B┐ю▓u ╤B┐ю÷u╤B┘юuг≥E┐цЭК ▀┐дЭP║Ь°hм┐PХ#9ЪЪ┐дТjХ╧9ЪЪ┐еЧ┐ц┘М~E▀┴б─:-└rЬЪЪ┘М~4┐дЬhГ┐▀PХн9ЪЪ┴ф┐д┘Жu!▀┐дТPХй8ЪЪ┐дТjХp9ЪЪM┐цКх▀5Э°┐дТVХсzЪЪ┐д┘ю}$║Ь°┐дЬh└PХ║8ЪЪ┐дТjХ79ЪЪ█╢&┐дТVХ9ЪЪХuЪЪХEvЪЪХдvЪЪ┐д┐=Ю≤t┐дТh@└Хо8ЪЪ┐дХ#щЪЪХZъЪЪХ ЕЪЪХ4БЪЪ┐=°≤|ХjvЪЪХwЪЪХyЪЪ┐дТhЮ└Х⌠8ЪЪ┐дТh┘Х├8ЪЪ┐д ┐дТhЮ└Хv8ЪЪХ•ГЪЪ┐д┐=≥└a┐дТh ┘ХT8ЪЪ┐дТh`┘ХG8ЪЪ┐д ┐дТh ┘Х78ЪЪХБ┼ЪЪ┐дТjХp▌ЪЪ┐д Х═²ЪЪХ╥•ЪЪ┐дТjХ╠═ЪЪ┐д┐=°≤|ХюuЪЪ┐дТh═┘ХС7ЪЪ┐дТhЮ┘ХФ7ЪЪ┐д ┐дТh═┘Хж7ЪЪХУФЪЪ┐дТjХ┤╝ЪЪ┐д ┐дТjХ╝╦ЪЪ┐дТjХХхЪЪ┐д ┐дТjХ╖╚ЪЪХ.ФЪЪ┐дТh ├Х▒7ЪЪ┐д ┐дТh`├Х│7ЪЪ┐дТh ├Хt7ЪЪ┐д Х░ФЪЪХOпЪЪ┐дТjХкЪЪ┐дТjХcмЪЪ┐д ┐дТjХ·ыЪЪ┐дТjХ╢жЪЪ┐д ┐дТh═├Х,7ЪЪ┐дТhЮ├Х7ЪЪ┐д ┐дТh═├Х7ЪЪХ.ФЪЪ┐дИ ┴Ж┐дТh ┘ХС6ЪЪ┐дТh`┘ХФ6ЪЪ┐д ┐дТh ┘Хж6ЪЪХ│┴ЪЪ┐дТjХ█ЪЪ┐д Х?°ЪЪХV■ЪЪ┐дТjХP÷ЪЪ┐д┐=°≤|Х_tЪЪ┐дТh═┘Х▓6ЪЪ┐дТhЮ┘Х┘6ЪЪ┐д ┐дТh═┘Хu6ЪЪХ■ЕЪЪ┐дТjХ&╜ЪЪ┐д ┐дТjХM╥ЪЪ┐дТjХ┤гЪЪ┐д ┐дТjХF╙ЪЪХмДЪЪ┐дТh ├Х06ЪЪ┐д ┐дТh`├Х 6ЪЪ┐дТh ├Х6ЪЪ┐д Х/ЕЪЪ┐дТh ┤ХЧ5ЪЪ┐дТh`┤ХЯ5ЪЪ┐д ┐дТh ┤ХА5ЪЪ┐д┐=°≤|Х┬ЛЪЪХвГЪЪХ:ЙЪЪХИЕЪЪХ4МЪЪХ3vЪЪ┐дТjХm╛ЪЪ┐дТjХ≈╤ЪЪ┐д ┐дТjХнфЪЪ┐дТjХ░╘ЪЪ┐д ХДЪЪ┐дТh═┤Хw5ЪЪ┐дТhЮ┤Хj5ЪЪ┐д ┐дТh═┤ХZ5ЪЪХyДЪЪ┐дТjХиЪЪ┐д ┐дТjХNкЪЪ┐дТjХ▄вЪЪ┐д ┐дТjХ÷тЪЪ┐дТh═┤Х5ЪЪ┐д ┐дТh ┬Х 5ЪЪ┐дТh═┤ХЩ4ЪЪ┐д ХДЪЪ┐дТjХ5ЪЪ░░░U┴Е┐ЛS╩Ю⌡┐=Ю⌡Ъt█v▀Ъп┐цЭ┐;ЪuТ[┴Л]ц█vU┴Е┐Л┴Л]ц░░U┴ЕSХ[│цGJХ_5ЪЪ▀]Эиц(i) (Cinf) (sigma) Kh(i) 6*(C5) 10*(C3) 15*(C2) 6*(S10) 10*(S6) 15*(sigma) Ih6*(C5) 10*(C3) 15*(C2) I(i) (Cinf) (C2) 2*(sigma) Dinfh(Cinf) (sigma) Cinfv(i) 3*(C4) 4*(C3) 9*(C2) 4*(S6) 3*(S4) 9*(sigma) Oh3*(C4) 4*(C3) 9*(C2) O4*(C3) 3*(C2) 3*(S4) 6*(sigma) Td(i) 4*(C3) 3*(C2) 4*(S6) 3*(sigma) Th4*(C3) 3*(C2) T(C4) (C2) (S8) S8(i) (C3) (S6) S6(C2) (S4) S4(C8) (C4) 9*(C2) (S16) 8*(sigma) D8d(i) (C7) 7*(C2) (S14) 7*(sigma) D7d(C6) (C3) 7*(C2) (S12) (S4) 6*(sigma) D6d(i) (C5) 5*(C2) (S10) 5*(sigma) D5d(C4) 5*(C2) (S8) 4*(sigma) D4d(i) (C3) 3*(C2) (S6) 3*(sigma) D3d3*(C2) (S4) 2*(sigma) D2d(i) (C8) (C4) 9*(C2) (S8) (S4) 9*(sigma) D8h(C7) 7*(C2) (S7) 8*(sigma) D7h(i) (C6) (C3) 7*(C2) (S6) (S3) 7*(sigma) D6h(C5) 5*(C2) (S5) 6*(sigma) D5h(i) (C4) 5*(C2) (S4) 5*(sigma) D4h(C3) 3*(C2) (S3) 4*(sigma) D3h(i) 3*(C2) 3*(sigma) D2h(i) (C8) (C4) (C2) (S8) (S4) (sigma) C8h(C7) (S7) (sigma) C7h(i) (C6) (C3) (C2) (S6) (S3) (sigma) C6h(C5) (S5) (sigma) C5h(i) (C4) (C2) (S4) (sigma) C4h(C3) (S3) (sigma) C3h(i) (C2) (sigma) C2h(C8) (C4) (C2) 8*(sigma) C8v(C7) 7*(sigma) C7v(C6) (C3) (C2) 6*(sigma) C6v(C5) 5*(sigma) C5v(C4) (C2) 4*(sigma) C4v(C3) 3*(sigma) C3v(C2) 2*(sigma) C2v(C8) (C4) 9*(C2) D8(C7) 7*(C2) D7(C6) (C3) 7*(C2) D6(C5) 5*(C2) D5(C4) 5*(C2) D4(C3) 3*(C2) D33*(C2) D2(C8) (C4) (C2) C8(C7) C7(C6) (C3) (C2) C6(C5) C5(C4) (C2) C4(C3) C3(C2) C2(i) Ci(sigma) CsC1Out of memory for tagging array in establish_pairs() looking for a pair for %d new coordinates are: (%g,%g,%g) distance to %d is %g no pair for atom %d - best was %d with err = %g atom %d transforms to the atom %d, err = %g transform looped %d steps too early from atom %d (improper) transform looped %d steps too early from atom %d transform failed to loop after %d steps from atom %d Out of memory allocating symmetry element Out of memory allocating transform table for symmetry element distance to symmetric atom (%g) is too big for %d Normal collapced! Direction collapced! Catastrophe in optimize_transformation_params()! function value = %g function value is small enough no progress is made, stop optimization i = %d, grad = %12.6e, force = %12.6e interpolation base points: %g, %g, %g linear interpolation coefficients %g, %g interpolated: %g maximum number of optimization cycles made optimization completed after %d cycles with f = %g Э╘ЯрMbP?@▐@Ю?@@ ≥≥≥≥≥и?млллллЭ? no transformation correspondence table can be constructed transformation is identical to plane %d transformation is identical to inversion center %d transformation is identical to normal axis %d transformation is identical to improper axis %d incorrect transformation order refined transformation does not pass the numeric threshold Trying mirror plane for atoms %d,%d Atoms %d and %d coincide (r = %g) initial plane is at %g from the origin refinement failed for the plane Ю?Trying whole-molecule mirror plane Catastrophe in init_ultimate_plane(): %g, %g and %g have no ordering! Trying inversion center at the center of something initial inversion center is at %g from the origin refinement failed for the inversion center Catastrophe in rotate_atom! -DTШ!@Trying infinity axis refinement failed for the infinity axis Trying c2 axis for the pair (%d,%d) with the support (%g,%g,%g) Support can't actually define a rotation axis c2 is underdefined, but there is a molecular plane c2 is underdefined, trying random direction refinement failed for the c2 axis Ю? points are not on a sphere points can't be rotation-equivalent rotation is underdefined by these points rotation angle is %f atoms are too close to a straight line rotation axis order (%d) is not from 3 to %d axis origin is at (%g,%g,%g) axis is in the direction (%g,%g,%g) Ю?-DTШ! @-DTШ!@Trying cn axis for the triplet (%d,%d,%d) no coherrent axis is defined by the points refinement failed for the c%d axis Catastrophe in rotate_reflect_atom! -DTШ!@Trying sn axis for the triplet (%d,%d,%d) atoms can not define improper axis of the order more than 2 no coherrent improper axis is defined by the points refinement failed for the s%d axis Center of something is at %15.10f, %15.10f, %15.10f Unable to allocate array for the distances Out of memory in find_planesOut of memory in find_infinity_axes()Out of memory in find_c2_axes() Out of memory in find_c2_axesЮ?@Out of memory in find_higher_axesThere are no planes of symmetry in the molecule There is a plane of symmetry in the molecule There are %d planes of symmetry in the molecule Rank Residual Direction of the normal Distance %3d%4d %8.4e (%11.8f,%11.8f,%11.8f) %14.8f There is no inversion center in the molecule There is an inversion center in the molecule Rank Residual Position %4d %8.4e (%14.8f,%14.8f,%14.8f) There are no normal axes in the molecule There is a normal axis in the molecule There are %d normal axes in the molecule Rank Residual Order Direction of the axis Supporting point Inf %3d There are no improper axes in the molecule There is an improper axis in the molecule There are %d improper axes in the molecule %10ld candidates examined %10ld removed early %10ld removed during initial mating stage %10ld removed as duplicates %10ld removed because of the wrong transformation order %10ld removed after unsuccessful optimization %10ld accepted Looking for the inversion center Looking for the planes of symmetry Looking for infinity axis Looking for C2 axes Looking for higher axes Looking for the improper axes Unable to allocate memory for symmetry ID code in report_symmetry_elements_brief() Molecule has no symmetry elements Molecule has the following symmetry elements: (Cinf) %d*(Cinf) (C%d) %d*(C%d) (S%d) %d*(S%d) %d*(sigma) %s It looks very much like %s, but it is not since %s These symmetry elements match no point group I know of. Sorry. These symmetry elements match more than one group I know of. SOMETHING IS VERY WRONG Matching groups are: %s It seems to be the %s point group %dError reading atom count Atoms count = %d Out of memory for atoms coordinates %d %lg %lg %lg Error reading description of the atom %d П©Catastrophe in rotate_coords ! П©П©П©Ю?Ю?Ю?Ю?Э╘ЯрMbP?%d %4d %*.*f %*.*f %*.*f There are no abelian planes of symmetry in the molecule There is an abelian plane of symmetry in the molecule There are %d abelian planes of symmetry in the molecule There are no abelian normal axes in the molecule There is an abelian normal axis in the molecule There are %d abelian normal axes in the molecule There are no abelian improper axes in the molecule There is an abelian improper axis in the molecule There are %d abelian improper axes in the molecule There is no abelian inversion center in the molecule There is an abelian inversion center in the molecule xyzyzxzxyUnable to allocate memory for abelian symmetry ID code in report_abel_symmetry_elements_brief() Molecule has no abelian symmetry elements Molecule has the following abelian symmetry elements: %d*(C2) (S2) %d*(S2) Molecule has the following abelian symmetry generators: ,%sxyz -help-h-?%s [option value ...] [filename] Valid options are: -verbose (%3d) Determines verbosity level All values above 0 are intended for debugging purposes -maxaxisorder (%3d) Maximum order of rotation axis to look for -maxoptcycles (%3d) Maximum allowed number of cycles in symmetry element optimization -- Terminates option processing Defaults should be Ok for these: -same (%8g) Atoms are colliding if distance falls below this value -primary (%8g) Initial loose criterion for atom equivalence -final (%8g) Final criterion for atom equivalence -maxoptstep (%8g) Largest step allowed in symmetry element optimization -minoptstep (%8g) Termination criterion in symmetry element optimization -gradstep (%8g) Finite step used in numeric gradient evaluation -minchange (%8g) Minimum allowed change in target function -minchgcycles (%8d) Number of minchange cycles before optimization stops -maxuniq Reorient molecule preferring more unique atoms -minuniq (default) Reorient molecule preferring less unique atoms -symmplane (all) Symmetrize atoms according to this plane number only -symmaxis (all) Symmetrize atoms according to this axis number only -symmimproper (all) Symmetrize atoms according to this improper axis number only -symmcenter (all) Symmetrize atoms according to this inversion center number only -na Prefer non-abelian symmetry elements for reorientation -minaxis Prefer lower order axes for reorientation (use together with -na for tetrahedral groups) Input is expected in the following format: number_of_atoms AtomicNumber X Y Z ... Note that only primitive rotations will be reported This is version $Revision: 1.15 $ ($Date: 2000/01/25 16:47:17 $) --Missing argument for "%s" -minchgcyclesInvalid parameter for -minchgcycles: "%s" -minchange%lgInvalid parameter for -minchange: "%s" -sameInvalid parameter for -same: "%s" -primaryInvalid parameter for -primary: "%s" -finalInvalid parameter for -final: "%s" -maxoptstepInvalid parameter for -maxoptstep: "%s" -minoptstepInvalid parameter for -minoptstep: "%s" -gradstepInvalid parameter for -gradstep: "%s" -verboseInvalid parameter for -verbose: "%s" -maxoptcyclesInvalid parameter for -maxoptcycles: "%s" -maxaxisorderInvalid parameter for -maxaxisorder: "%s" -maxuniq-minuniq-minaxis-symmplaneInvalid parameter for -symmplane: "%s" -symmaxisInvalid parameter for -symmaxis: "%s" -symmimproperInvalid parameter for -symmimproper: "%s" -symmcenterInvalid parameter for -symmcenter: "%s" -naUnrecognized option "%s" rtError reading in atomic coordinates Refinement of some symmetry elements was terminated before convergence was reached. Some symmetry elements may remain unidentified. ----------------------------- Original coordinates of atoms ==================================================== Reorienting the molecule along its symmetry elements ------------------------------- Reoriented coordinates of atoms ------------------------------------ Symmetrized coordinates of all atoms ------------------------------------------ Coordinates of total symmetry unique atoms ================================== Abelian symmetry subgroup analysis -------------------------------------------- Abelian symmetrized coordinates of all atoms Coordinates of abelian symmetry unique atoms Л⌡Э╘ЯрMbP? ≥≥≥≥≥╘?-CКБ6?Ю?H╞╪ Рвz>H╞╪ Рвz>╩╫выъ|ш=хЮQ╢XЮQ╟┤╠X╗X╟┤╔X═X╟┤²X≈X╟┤■X▌X╟┤▀X─X╟┤}XwX╟┤tXdX╟┤aX[X╟┤XXHX╟┤EX=X╟┤:X-X╟┤*XX╟┤X X╟┤ XЬW╟┤УWХW╟┤ЕWсW╟┤оW©W╟┤╩W╚W╟┤╖W▓W╟┤▌W~W╟┤zW`W╟┤\WLW╟┤HW.W╟┤*WW╟┤WW╟┤ЩVАV╟┤щVйV╟┤фV═V╟┤}VjV╟┤fV@V╟┤:V$V╟┤ VV╟┤VЮU╟┤йU╝U╟┤╙U─U╟┤jUNU╟┤JU U╟┤UU╟┤UЮT╟┤аT╔T╟┤║T─T╟┤gT@T╟┤!TT╟┤БSюS╟┤╗S²S╟┤ S▀S╟┤┬SxS╟┤vSgS╟┤dS@S╟┤ SS╟┤КRуR╟┤рR═R╟┤┘RuR╟┤oRTR╟┤RR:R╟┤7RR╟┤УQАQ╟┤ЪЪЪЪЪЪЪЪP°╤┘ф┘ж┘Ф┘Ж┘├├&├6├F├V├f├v├├├√├╕├╤├ф├ж├Ф├ p┘ ═Q(│T┐т│ М П⌡═п└╦└ЧЪЪo┬└ЪЪЪoПЪЪoV└GCC: (GNU) egcs-2.91.66 19990314/Linux (egcs-1.1.2 release)GCC: (GNU) egcs-2.91.66 19990314/Linux (egcs-1.1.2 release)GCC: (GNU) 2.95.3 20010315 (release)GCC: (GNU) 2.95.3 20010315 (release)GCC: (GNU) 2.95.3 20010315 (release)GCC: (GNU) egcs-2.91.66 19990314/Linux (egcs-1.1.2 release)01.0101.0101.0101.0101.0101.01.symtab.strtab.shstrtab.interp.note.ABI-tag.hash.dynsym.dynstr.gnu.version.gnu.version_r.rel.got.rel.bss.rel.plt.init.plt.text.fini.rodata.data.eh_frame.ctors.dtors.got.dynamic.bss.comment.noteТ─Т#│ 1(│(╛7 т│т─?T┐TGЪЪЪoV└V0TЧЪЪo┬└┬0c ╦└╦l ю└юu п└п═ ~p┘p/└═┘═P┴П├П╟й▐═Q═я•юQюя▌6 ²P≤P▄ёэ⌡э ╜Ю⌡Ю ╢Х⌡Х ╩П⌡П `юP°P ╗иЬ°Ь 8нЬ )в!x≥щ