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 !"#$%&'()*+,-./012345\þÿÿÿÿÿÿÿüÿÿÿÿÿÿÿ€ÿÿ€ÿÿÿÿÿÿÿÿ$@   @€zÇÃü€ÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿÿþÿÿÿiW‹ ¿@þ‚+eG÷?å&{ËÛ?ï9úþB.æ?Uµ»±k@-DTû! @-DTû!ù?-DTû!é?Í;fž ö?Í;fž æ? ÿÿÿÿÿÿÿÿ00 Acall to empty boost::functionheat_source.scan_pathmeterheat_source.velocitymeter/secondError: Format of scan path file not recognized.segmentevent_seriesWaiting for scan path file: Waiting for SCAN_PATH_END 0Error: Scan paths must begin with a 'point' segment.1Error: Mode type in scan path file line not recognized. ,,basic_string: construction from null is not validThis exception -- which is used in many places in the library -- usually indicates that some condition which the author of the code thought must be satisfied at a certain point in an algorithm, is not fulfilled. An example would be that the first part of an algorithm sorts elements of an array in ascending order, and a second part of the algorithm later encounters an element that is not larger than the previous one. There is usually not very much you can do if you encounter such an exception since it indicates an error in deal.II, not in your own program. Try to come up with the smallest possible program that still demonstrates the error and contact the deal.II mailing lists with it to obtain help.T& boost::optional::get() const [with T = const boost::property_tree::basic_ptree, std::__cxx11::basic_string >]/usr/include/boost/optional/detail/optional_reference_spec.hppptr_dealii::ExcIndexRangeType<::dealii::internal::argument_type_t(index)), decltype(dim)>)>>((static_cast(index)), 0, (dim))::dealii::deal_II_exceptions::internals::compare_less_than(static_cast(index), dim)constexpr Number& dealii::Point::operator()(unsigned int) [with int dim = 3; Number = double]/opt/dealii/include/deal.II/base/point.hdealii::ExcIndexRangeType<::dealii::internal::argument_type_t)>>((i), 0, (dim))::dealii::deal_II_exceptions::internals::compare_less_than(i, dim)constexpr const dealii::Tensor::value_type& dealii::Tensor::operator[](unsigned int) const [with int rank_ = 1; int dim = 3; Number = double; value_type = double]/opt/dealii/include/deal.II/base/tensor.hvector::_M_realloc_insertboost::optional::reference_const_type boost::optional::get() const [with T = std::__cxx11::basic_string; reference_const_type = const std::__cxx11::basic_string&]/usr/include/boost/optional/optional.hppthis->is_initialized()typename Translator::external_type boost::property_tree::string_path::reduce() [with String = std::__cxx11::basic_string; Translator = boost::property_tree::id_translator >; typename Translator::external_type = std::__cxx11::basic_string]/usr/include/boost/property_tree/string_path.hpp!empty() && "Reducing empty path"reducePath syntax errorboost::optional::reference_type boost::optional::get() [with T = std::__cxx11::basic_string; reference_type = std::__cxx11::basic_string&] ()millimetercentimeterinchmilliwattwattmillimeter/secondcentimer/secondsolidliquidpowderliquidussoliduslatent_heatradiation_temperature_inftyconvection_temperature_inftydensityspecific_heatthermal_conductivity_xthermal_conductivity_ythermal_conductivity_zemissivityradiation_heat_transfer_coefconvection_heat_transfer_coeflame_first_parameterlame_second_parameterthermal_expansion_coefplastic_modulusisotropic_hardeningelastic_limitIndex is not in the half-open range [). 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úBõHn ûBõPn üBõXn ÿBõ`n ÿBõhn Bõpn Bõxn Bõ€ n BõŒn Bõ”n Bõœ n Bõ¨n Bõ° n Bõ¼ n BõÈ n BõÔ n Bõà n Bõì n Bõøn Bõn Bõ n Bõ(n ,Bõ0n -Bõ8n BõLn 2BõTn Bõh n Bõt n Bõ€n Bõ”n Bõ¨ n Bõ´n BõÈn IBõÐ n BõÜn Bõðn PBõø n Bõn Bõn Bõ, n Bõ8n ^Bõ@n BõT n Bõ`n Bõt n Bõ€ n BõŒn Bõ n rBõ¨ n sBõ´ n uBõÀ n wBõÌ n yBõØ n {Bõä n }Bõð n Bõü n �Bõ n ƒBõ n …Bõ  n ‡Bõ, n ‰Bõ8 n ‹BõD n �BõP n �Bõ\ n ‘Bõh n “Bõt n •Bõ€ n —BõŒ n ™Bõ˜ n ›Bõ¤ n �Bõ° n ŸBõ¼ n ¤BõÈ n ¦BõÔ n ¨Bõà n ªBõì n ¬Bõø n ®Bõ n °Bõ n ±Bõ n ³Bõ( n µBõ4 n ¶Bõ@ n ¸BõL n ºBõX n ¼Bõd n ½Bõp n ¿Bõ| n ÁBõˆ n ÃBõ” n ÄBõ  n ÆBõ¬ n ÈBõ¸ n ÊBõÄ n ÌBõÐ n ÎBõÜ n ÐBõè n ÒBõô n ÔBõ n ÖBõ  n ×Bõ n ÙBõ$ n ÚBõ0 n ÜBõ< n ÞBõH n àBõT n âBõ` n äBõl n æBõx n çBõ„ n éBõ� n êBõœ n ìBõ¨ n îBõ´ n ðBõÀ n òBõÌ n ôBõØ n öBõä n øBõð n úBõü n üBõ n þBõ n Bõ  n Bõ, n Bõ8 n BõD n BõP n Bõ\ n Bõh n Bõt n Bõ€n Bõ” n Bõ  n Bõ¬ n Bõ¸ n BõÄ n BõÐ n BõÜ n "Bõè n $Bõô n &Bõn Bõ n ,Bõ n .Bõ(n 0Bõ8 n 3BõD n 5BõP n 7Bõ\n Bõp n =Bõ|n Bõ� n DBõœ n GBõ¨ n IBõ´ n KBõÀ n MBõÌ n NBõØ n OBõä n QBõðn Bõ n SBõ  n UBõ n WBõ$ n YBõ0 n [Bõ< n ]BõH n _BõTn aBõdn Bõt n cBõ€ n eBõŒ n gBõ˜ n iBõ¤ n kBõ°n mBõÀ n nBõÌ n oBõØ n qBõä n sBõð n uBõü n vBõ n wBõ n yBõ n {Bõ, n }Bõ8 n BõD n �BõP n ƒBõ\ n Bõp n Bõx n ‰Bõ„ n �Bõ� n �Bõœ n ‘Bõ¨ n “Bõ´ n •BõÀ n —BõÌ n ™BõØ n ›Bõà n œBõè n �Bõð n žBõø n ŸBõ n  Bõ n ¡Bõ n £Bõ n ¥Bõ, n §Bõ8 n ©BõD n «BõP n ­Bõ\ n ¯Bõh n ±Bõt n ³Bõ€ n µBõŒ n ·Bõ˜ n ¹Bõ¤ n »Bõ° n ½Bõ¼ n ¿BõÈ n ÁBõÔ n ÃBõà n ÅBõì n ÇBõø n ÉBõ n ËBõ n ÍBõ n ÏBõ( n ÑBõ4 n ÓBõ@ n ÕBõL n ×BõX n ÙBõd n ÛBõp n ÜBõ| n ÞBõ„ n ÝBõŒ n ßBõ” n Bõœ n âBõ¤ n Bõ¬ n åBõ´ n æBõ¼ n çBõÄ n BõÐ n !BõÜ n "Bõè n #Bõô n $Bõ n %Bõ n &Bõ$ n 'Bõ8 n BõD n BõL n (BõT n Bõ\ n Bõd n Bõl n Bõt n )Bõ| n *Bõ„ n +BõŒ n ,Bõ” n -Bõ  n .Bõ´ n /BõÈ n %BõØ n (Bõà n 0Bõè n 1Bõð n 2Bõø n /Bõ n 3Bõ n 4Bõ n 5Bõ0 n 6Bõ8 n 7BõD n 8BõX n 9Bõl n :Bõ€ n LBõŒ n ;Bõ˜ n <Bõ¤ n RBõ¬ n SBõ¸ n UBõÄ n TBõÐ n =BõÜ n YBõì n ]Bõü n _Bõ n aBõn cBõ,n eBõ<n gBõLn iBõ\n lBõpn rBõ€ n yBõŒn zBõ”n >Bõœn }Bõ¤n ~Bõ¬ n ?Bõ¸n ƒBõÀ n @BõÌ n ABõØ n BBõä n CBõð n DBõü n EBõ n FBõ n GBõ  n ÃBõ,n ÄBõ4 n ¦Bõ@ n BõL n HBõX n IBõdn ÝBõl n Bõx n JBõ„ n KBõ�n äBõ˜ n Bõ¤n Bõ¬ n LBõ¸ n MBõÄ n !BõÐ n ´BõÜ n NBõèn ñBõð n —Bõü n µBõ n õBõn ìBõ n OBõ( n PBõ4 n QBõ@ n RBõL n SBõX n TBõdn UBõx n VBõ„ n  Bõ�n WBõ˜ n XBõ¤n &Bõ¬ n 'Bõ¸ n YBõÄn ZBõÌn \BõÔn ^BõÜn `Bõän bBõìn dBõôn fBõün hBõ n ZBõn & Bõ n [Bõ$ n nBõ0 n \Bõ< n ]BõH n ^BõT n _Bõ` n ‘Bõl n `Bõx n “Bõ„ n ”Bõ� n –Bõœ n ©Bõ¨ n aBõ´ n bBõÀ n ¯BõÌ n cBõØ n dBõä n °Bõðn ²Bõøn ³Bõ n ¶Bõ  n ·Bõ n ¸Bõ$ n ¹Bõ0 n ½Bõ<n ¾BõD n ÀBõPn ÂBõX n ÆBõd n ÇBõp n ÈBõ| n eBõˆn ×Bõ�n fBõ˜n gBõ  n hBõ¬ n ðBõ¸n o BõÀ n óBõÌ n iBõØ n jBõä n kBõð n lBõün úBõ n mBõn þBõn  Bõ n  Bõ(n nBõ0n oBõ8 n BõD n  BõPn  BõX n  Bõd n pBõp n  Bõ| n Bõˆn ! Bõ�n ‹ Bõ˜ n Š Bõ¤n qBõ¬ n rBõ¸ n sBõÄ n tBõÐ n uBõÜ n ( Bõè n vBõôn , Bõü n - Bõn wBõn xBõ n 2 Bõ$n 5 Bõ,n �Bõ4 n yBõ@ n : BõL n ; BõX n = Bõdn zBõln {Bõt n @ Bõ€ n B BõŒ n |Bõ˜n E Bõ  n }Bõ¬ n I Bõ¸ n ¿ BõÄ n À BõÐ n ~BõÜ n Bõè n €Bõô n �Bõ n ‚Bõ  n ƒBõ n „Bõ$ n J Bõ0n K Bõ8 n …BõDn †BõX n ‡Bõd n M Bõp n O Bõ| n P Bõˆn Q Bõ� n R Bõœ n U Bõ¨ n V Bõ´ n W BõÀ n X BõÌn Y BõÔ n Z Bõà n [ Bõìn \ Bõôn _ Bõü n ˆBõ n a Bõ n b Bõ  n { Bõ, n ûBõ8 n } BõD n ÿBõP n  Bõ\n ‰Bõdn ŠBõl n ‹Bõxn ‚ Bõ€n ƒ Bõˆ n „ Bõ”n … Bõœn † Bõ¤ n ‰ Bõ° n Œ Bõ¼n ‘ BõÄ n � BõÐ n ŒBõÜ n ™ Bõè n š Bõô n 6 Bõ n § Bõ  n �Bõ n ¨ Bõ$ n © Bõ0 n ª Bõ< n « BõH n ŽBõT n �Bõ` n �Bõl n ¯ Bõx n ° Bõ„ n µ Bõ� n · Bõœ n ¹ Bõ¨ n ¸ Bõ´ n º BõÀ n » BõÌ n ‘BõØ n Ò Bõän Á Bõì n Ó Bõø n ’Bõ n “Bõ n Õ Bõ n ”Bõ( n •Bõ4 n –Bõ@ n —BõL n ˜BõX n ™Bõd n Ø Bõpn šBõxn ] Bõ€n á Bõˆn T Bõ� n â Bõœ n ã Bõ¨ n ä Bõ´ n å BõÀ n ç BõÌn æ BõÔn ›BõÜn œBõä n �Bõð n ë Bõü n í Bõn ï Bõ n ñ Bõ n ò Bõ( n K Bõ4 n ÷ Bõ@ n ø BõL n ù BõX n ú Bõdn û Bõl n žBõx n þ Bõ„n ŸBõŒn ÿ Bõ” n Bõ  n  Bõ¬ n £ Bõ¸n  BõÀ n  BõÌ n  BõØ n  Bõä n  Bõðn Bõø n Bõ n Bõ n Bõ n Bõ( n  Bõ4 n ¡Bõ@n  BõHn  BõPn  BõX n ¢Bõd n  Bõp n  Bõ| n  Bõˆn  Bõ� n  Bõœ n £Bõ¨ n ´ Bõ´ n ¤BõÀ n  BõÌ n  BõØ n Bõän ! Bõì n " Bõø n # Bõ n † Bõn % Bõ n & Bõ$ n ' Bõ0 n ¥Bõ< n ¦BõH n + BõT n , Bõ` n . 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