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(ˆŒ€€€  Aˆj!A!  @@ ‹€€€Aj  (ŒŒ€€€  (Œ䀀€#–€€€!ˆ€€€ AʉÀ€j A¹ŠÀ€jAç ̀€€ #—€€€AŸ€€€jA€€€"6  Š€€€ A:š @@ ‹€€€Aj  Aj!A!  (Œ€€€  Aj!A!  @@ ‹€€€Aj (”Œ€€€  (”䀀€#–€€€!ˆ€€€ Að‰À€j A¹ŠÀ€jAò ̀€€ #—€€€AŸ€€€jA€€€"6˜  Š€€€ A:š @@ ‹€€€Aj A˜j!A!  (˜Œ€€€  A˜j!A!  @@@ ‹€€€Aj A€j!  (€Œ€€€  A€j! A! (䀀€ 6 €€€ A6  €€€ €€€ #”€€€ #–€€€A‘‰À€j؀€€ #”€€€ #–€€€A‘‰À€j؀€€ Ž€€€ €€€ A!  A! @@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@   j(! 64 68 60ˆ€€€#„€€€! A,–€€€! A€€€"6< E  Š€€€ A:š 1 A! E  A:  A! E #–€€€! (0!ˆ€€€#…€€€!  AƈÀ€j—€€€! A€€€"6L E  Š€€€ A:š / A! E #–€€€! (0!ˆ€€€#…€€€!  A׈À€j—€€€! A€€€"6P E  Š€€€ A:š . A! E #–€€€! (0!ˆ€€€#…€€€!  A•†À€j—€€€! A€€€"6T E  Š€€€ A :š - A! E #–€€€! (0!ˆ€€€#…€€€!  AžˆÀ€j—€€€! A€€€"6X E  Š€€€ A :š , A! E #–€€€! (0!ˆ€€€#…€€€!  Añ‡À€j—€€€! A€€€"6\ E  Š€€€ A :š + A! E #–€€€! (0!ˆ€€€#…€€€!  AˆÀ€j—€€€! A€€€"6` E  Š€€€ A :š * A! E #–€€€! (0!ˆ€€€#…€€€!  Aˆ‰À€j—€€€! A€€€"6d E  Š€€€ A :š ) A! E #–€€€! (0!ˆ€€€#…€€€!  AšŠÀ€j—€€€! A€€€"6h E  Š€€€ A:š ( A! E #–€€€! 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A! #—€€€Aœ€€€j†€€€ fAÌ„€€€" 6 #—€€€"A €€€j6  A¡€€€j6  6  6 …€€€ A:H  A¢€€€j†€€€  €€€ ‚@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@ -H   ( Aj @@ ‹€€€Aj (Œ€€€  (䀀€A!  ˆ€€€A,„€€€"A)6 #—€€€"A€€€j6  Až€€€j6 #–€€€"AۊÀ€j6  AþŒÀ€j6 …€€€ A:(  AŸ€€€j"†€€€ A€€€"6  Š€€€ A:H  @@ ‹€€€Aj (Œ€€€  (䀀€A!  ˆ€€€A,„€€€"A-6 #—€€€"A€€€j6  Až€€€j6 #–€€€"AۊÀ€j6  AµÀ€j6 …€€€ A:(  AŸ€€€j"†€€€ A€€€"6  Š€€€ A:H  @@ ‹€€€Aj ( Œ€€€  ( 䀀€A!  @ (A~j ˆ€€€A,„€€€"A?6 #—€€€"A€€€j6  Až€€€j6 #–€€€"AۊÀ€j6  AŸŒÀ€j6 …€€€ A:(  AŸ€€€j"†€€€ A€€€"6$  Š€€€ A:H  @@ ‹€€€Aj ($Œ€€€  ($䀀€A!  ˆ€€€A,„€€€"AÆ6 #—€€€"A€€€j6  Až€€€j6 #–€€€"AۊÀ€j6  AʋÀ€j6 …€€€ A:(  AŸ€€€j"†€€€ A€€€"6(  Š€€€ A:H  @@ ‹€€€Aj ((Œ€€€  ((䀀€A!  ˆ€€€A,„€€€"AÍ6 #—€€€"A€€€j6  Až€€€j6 #–€€€"AۊÀ€j6  Að‹À€j6 …€€€ A:(  AŸ€€€j"†€€€ A€€€"6,  Š€€€ A:H  @@ ‹€€€Aj (,Œ€€€  (,䀀€A! (!Aš€€€ AqE #–€€€!ˆ€€€ AªÀ€j AۊÀ€jAò ̀€€ #—€€€AŸ€€€jA€€€"60  Š€€€ A:H  @@ ‹€€€Aj (0Œ€€€ (0䀀€A! ("Aq #–€€€!ˆ€€€ A±“À€j AۊÀ€jAý ̀€€ #—€€€AŸ€€€jA€€€"64  Š€€€ A:H @@ ‹€€€Aj (4Œ€€€ (4䀀€A! AqE #–€€€!ˆ€€€ AõŽÀ€j AۊÀ€jA† ̀€€ #—€€€AŸ€€€jA€€€"68  Š€€€ A :H @@ ‹€€€Aj  (8Œ€€€ (8䀀€A!  AqE #–€€€!ˆ€€€ AîÀ€j AۊÀ€jA ̀€€ #—€€€AŸ€€€jA€€€"6<  Š€€€ A :H @@ ‹€€€Aj  (<Œ€€€  (<䀀€A!  AqE #–€€€!ˆ€€€ A›ŽÀ€j AۊÀ€jA˜ ̀€€ #—€€€AŸ€€€jA€€€"6@  Š€€€ A :H  @@ ‹€€€Aj  (@Œ€€€  (@䀀€A!  A qE #–€€€!ˆ€€€ AɎÀ€j AۊÀ€jA¡ ̀€€ #—€€€AŸ€€€jA€€€"6D  Š€€€ A :H  @@ ‹€€€Aj (DŒ€€€  (D䀀€A!  A!A›€€€ 6 €€€ A6  €€€ €€€ ˆ€€€A,„€€€"A%6 #—€€€"A€€€j6  Až€€€j6 #–€€€"AۊÀ€j6  AnjÀ€j6 …€€€ A:(  AŸ€€€j"†€€€ A€€€"6  Š€€€ A:H #—€€€A¢€€€j†€€€ Ž€€€ €€€ R#—€€€!Aˆ„€€€" A‘€€€j6  A’€€€j6 …€€€ A:„  A“€€€j†€€€ €€€ ¬"~ Aj!@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@ -„  "&(+-/ #–€€€!ˆ€€€#‡€€€! AŒ‹À€jœ€€€! A€€€"6 E   Š€€€ A:„ 2 @@ ‹€€€Aj2 (Œ€€€ 0 @@ ‹€€€Aj2 (Œ€€€ 0 ("(! 䀀€ A j"A6 Aj"A6 A6 E - -E -ˆ€€€A¬„€€€" 6 #—€€€"Aš€€€j6  A›€€€j6  6  6  6 …€€€ A:š  Aœ€€€j"†€€€ A€€€"6 E   Š€€€ A:„ 0 @@ ‹€€€Aj0 (Œ€€€ . @@ ‹€€€Aj0 (Œ€€€ . (䀀€ )! (!ˆ€€€AÌ„€€€" 6 #—€€€"A €€€j6  A¡€€€j6  7 …€€€ A:H  A¢€€€j"†€€€ A€€€"6 E   Š€€€ A:„ . @@ ‹€€€Aj. (Œ€€€ , @@ ‹€€€Aj. (Œ€€€ , (䀀€ #–€€€!#ˆ€€€(!ˆ€€€  A՗À€jA‰€€€ #‰€€€A€€€"6 E   Š€€€ A:„ , @@ ‹€€€Aj, ( Œ€€€ * @@ ‹€€€Aj, ( Œ€€€ * ( 䀀€ ("6$@ Aj"AM A!  #–€€€AŒ™À€j Atj(!#ˆ€€€(!ˆ€€€  A‰€€€ #‰€€€A€€€"6( E   Š€€€ A:„ * @@ ‹€€€Aj* ((Œ€€€ ( @@ ‹€€€Aj* ((Œ€€€ ( ((䀀€ A! 6,@@@@@ ( Aj #–€€€A•†À€j! ($A|jA}O   #–€€€AžˆÀ€j! ($A|jA}O   #–€€€Añ‡À€j! ($A|jA}O   #–€€€AˆÀ€j! ($A|jA}I  60#–€€€!#ˆ€€€(!ˆ€€€  A˜”À€jA‰€€€ #‰€€€A€€€"64 E   Š€€€ A:„ ' @@ ‹€€€Aj' (4Œ€€€ % @@ ‹€€€Aj' (4Œ€€€ % (4䀀€ (0! #ˆ€€€(!ˆ€€€  A‰€€€ #‰€€€A€€€"68 E   Š€€€ A:„ % @@ ‹€€€Aj% (8Œ€€€ # @@ ‹€€€Aj% (8Œ€€€ # (8䀀€ (,Aj! 6<@@ ("Aq"E AG #–€€€Aˆ‰À€j!    #–€€€A©ˆÀ€j!    AqE  E #–€€€!#ˆ€€€(!ˆ€€€  A˜”À€jA‰€€€ #‰€€€A€€€"6@ E   Š€€€ A:„ " @@ ‹€€€Aj" (@Œ€€€ @@ ‹€€€Aj" (@Œ€€€ (@䀀€ #–€€€!#ˆ€€€(!ˆ€€€  AšŠÀ€jA‰€€€ #‰€€€A€€€"6D E   Š€€€ A :„ @@ ‹€€€Aj  (DŒ€€€  @@ ‹€€€Aj  (DŒ€€€  (D䀀€ (round-toward-zero is not supported by round-down is not supported by single precision rounding is not supported by double precision rounding is not supported by extended precision rounding is not supported by overflow exception not supported by underflow exception not supported by inexact exception not supported by division by zero exception not supported by invalid operation exception not supported by norris gsl_fit_wlinear c1norris gsl_fit_linear c1noint2 gsl_fit_wmul c1noint1 gsl_fit_wmul c1noint2 gsl_fit_mul c1noint1 gsl_fit_mul c1norris gsl_fit_wlinear cov11norris gsl_fit_linear cov11noint2 gsl_fit_wmul cov11noint1 gsl_fit_wmul cov11noint2 gsl_fit_mul cov11noint1 gsl_fit_mul cov11norris gsl_fit_wlinear cov01norris gsl_fit_linear cov01norris gsl_fit_wlinear c0norris gsl_fit_linear c0norris gsl_fit_wlinear cov00norris gsl_fit_linear cov00denormalized operand exception not supported by . Use 'mask-denormalized' to work around this., (%g obs vs %g exp) (%.18g observed vs %.18g expected) (%g observed vs %g expected)unrecognized GSL_IEEE_MODE string. Valid settings are: single-precision double-precision extended-precision round-to-nearest round-down round-up round-to-zero mask-invalid mask-denormalized mask-division-by-zero mask-overflow mask-underflow mask-all trap-common trap-inexact separated by commas. (e.g. GSL_IEEE_MODE="round-down,mask-underflow")GSL_IEEE_MODE="PASS: FAIL: gsl: %s:%d: %s: %s TEST RESULTS DO NOT ADD UP %d != %d + %d Completed [%d/%d] Default GSL error handler invoked. 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