Sindbad~EG File Manager

Current Path : /usr/home/beeson/Otter-Lambda/
Upload File :
Current File : /usr/home/beeson/Otter-Lambda/trigsub.o

ELF�_4(U��VS�� �Ef�E�f�}�tDž4����p�����,����U��E��B�E��B�E��U����EȋB�E̋B�EЍU؋E�D$�E�D$�E�D$�$���f�}�@u+�$�����D$�$���Dž4�������h����D$ ��x����D$�E��D$�EȉD$�ẺD$�EЉD$�E��$�E��D$�E��D$�d"��0�����0���t]��h����D$ ��x����D$�E��D$�EȉD$�ẺD$�EЉD$�E��$�E��D$�E��D$����0�����0���t��}uHf��h���-t��E��D$��p�����$�B�D$�B�D$�����0�����0���tQ��
f��h���-u�
�E��D$��h����$��l����D$��p����D$�����0�����0���t�~
�}uEf��x���-t�i
�E��D$�U���$�B�D$�B�D$�����0�����0���tN�3
f��x���-u�$
�E��D$��x����$��|����D$�E��D$�����0�����0���t��	��X����D$�E��D$�$�������`����E؉�E܉B�E�B�]�����������E��D$�E��D$�E��D$�E��D$�E��D$�E��D$�$�������X����D$��\����D$��`����D$������D$������D$������D$�4$�����������D$������D$�� ����D$�EȉD$�ẺD$�EЉD$�$������E���0�����0��� ����0��� T��0�������0�����0�������0��������0������0���������0���)����0���)��0���'�L��0���(�n���0��������0������0����� �g��0�����1�RfDž6�����8����������E؉D$�E܉D$�E�D$�$������������D$�������D$������D$��D$��D$��D$�$������fDž6�����8��������E؉D$�E܉D$�E�D$�$����������D$�����D$����D$��D$��D$��D$�$������zfDž6�����8���������E؉D$�E܉D$�E�D$�$�����������D$������D$�����D$��D$��D$��D$�$������fDž6�����8���������E؉D$�E܉D$�E�D$�$�����������D$������D$������D$��D$��D$��D$�$������~fDž6�����8����������E؉D$�E܉D$�E�D$�$������������D$�������D$�������D$��D$��D$��D$�$������fDž6�����8����������E؉D$�E܉D$�E�D$�$������������D$�������D$�������D$��D$��D$��D$�$������fDž6�������8������<������@����SfDž6������8����E؉D$�E܉D$�E�D$��D$��D$��D$�$������fDž6������8�����������D$��D$��D$�E؉D$�E܉D$�E�D$�$������������E؉D$�E܉D$�E�D$��D$��D$��D$�$������������D$�������D$�������D$�������D$�������D$�������D$�$������'fDž6������8�����x�����D$��D$��D$�E؉D$�E܉D$�E�D$�$�������h����E؉D$�E܉D$�E�D$��D$��D$��D$�$�������x����D$��|����D$�������D$��h����D$��l����D$��p����D$�$������JfDž6������8�����X����E؉D$�E܉D$�E�D$��D$��D$��D$�$�������H�����D$��D$��D$�E؉D$�E܉D$�E�D$�$�������X����D$��\����D$��`����D$��H����D$��L����D$��P����D$�$������pfDž6������8�����D$��D$��D$�E؉D$�E܉D$�E�D$�$������$�D$�D$��D$�$#�����H����D$��6����D$�$�������P�����8����E��D$�E��D$�E��D$�E��D$�E��D$�E��D$�$������EȉD$�ẺD$�EЉD$��8����D$��<����D$��@����D$�$������E,�D$@�E(�D$<�E؉D$0�E܉D$4�E�D$8��H����D$$��L����D$(��P����D$,�E�D$�E �D$�E$�D$ �E��D$�E��D$�E��D$�E�$�E�D$�E�D$�2��0�����0���t�Lf�}u4��<���
�f��<�����8����$��<����D$��@����D$����Dž4������,����$���Dž4�����4����e�[^]�U���(�E$�D$$�E �D$ �E�D$�E�D$�E�D$�E�D$�E�D$�E�D$�D$�$����U���(�E$�D$$�E �D$ �E�D$�E�D$�E�D$�E�D$�E�D$�E�D$�D$�$)����U���(�E$�D$$�E �D$ �E�D$�E�D$�E�D$�E�D$�E�D$�E�D$�D$�$�`���U���(�E$�D$$�E �D$ �E�D$�E�D$�E�D$�E�D$�E�D$�E�D$�D$�$����U���(�E$�D$$�E �D$ �E�D$�E�D$�E�D$�E�D$�E�D$�E�D$�D$�$'����U���(�E$�D$$�E �D$ �E�D$�E�D$�E�D$�E�D$�E�D$�E�D$�D$�$(�d���U�����E�f�}�tDžt��������E�����E��U����E�B�E�B�E�f�}=t$�D$%�D$��D$�$1����E�D$�E�D$�E�D$�U��$�B�D$�B�D$�����u$�D$%�D$��D$�$`����U����E؋B�E܋B�E�E��D$�E؉$�E܉D$�E�D$����E��E��E�;E�|��E��E�;E�|�e�U����Ѝ��U��
�D$�D
�D$�D
�D$�U����Ѝ��U��
�$�D
�D$�D
�D$�����t��E��둋E�;E�u�E���E��E��E���`����}�u+�$�����D$�$���Džt������}�~+�$�����D$�$���Džt�����U����Ѝ��U��
�EȋD
�E̋D
�EЋE��$����E��D$0�EȉD$$�ẺD$(�EЉD$,�E؉D$�E܉D$�E�D$ �E�D$�E�D$�E�D$�E�$�E�D$�E�D$�?�E��}�tDžt�������x����E؉D$�E܉D$�E�D$�E�D$�E�D$�E�D$�$������E$�D$@�E �D$<�EȉD$0�ẺD$4�EЉD$8�E��D$$�E��D$(�E��D$,��x����D$��|����D$�E��D$ ��D$��D$��D$�E�$�E�D$�E�D$�9�E��}�t��cDžt�����E��$���Džt�����t�����U��S��$�����`����U��E�B�E�B�E�U����E��B�E��B�E�f�} =t$�D$��D$!�D$�$1����E��D$�E��D$�E��D$�U(��$�B�D$�B�D$�����u$�D$��D$"�D$�$`����U(����E��B�E��B�E�f�}�*u�E����f��^����
�E�f��^�����^������� ����� ������ ��������U��E8�D$�E<�D$�E@�D$�$�������U��E8�D$�E<�D$�E@�D$�$��������U��E8�D$�E<�D$�E@�D$�$�������U��E8�D$�E<�D$�E@�D$�$�������U��E8�D$�E<�D$�E@�D$�$������b�U��E8�D$�E<�D$�E@�D$�$������=�U��E8�D$�E<�D$�E@�D$�$��������E���E���E�f�}�*��f�}�uCf�}�u<�E�����u
�E��8u��E�����u�E��8u�E��@�8u��E�f�8/u?�M��E��D$�E��D$�E��D$�E��P��D$�B�D$�B�D$�$������:�M��E��D$�E��D$�E��D$�U���D$�B�D$�B�D$�$�����f�}"��f�}^���E��f�8/���E���@f�8�w�E���@f�x�c�E���@�@�����K�E���@�@�8�6�E���@���@������E���@��f�8��E���@��f�x���E���@���@�8t��f�}�uCf�}�u<�E�����u
�E��8u��E�����u�E��8u�E��@�8u��E��D$$�E�D$�E�D$�E�D$ �E�D$�E�D$�E�D$�E��$�E��D$�E��D$�����d�����d���t��d����Y��`���t�K�E�E��E�E��E�E��4f�}^�f�}�uCf�}�u<�E�����u
�E��8u���E�����u�E��8u�E��@�8u��������D$��D$��D$�E��D$�E��D$�E��D$�$������E��D$$�E�D$�E�D$�E�D$ �U��D$�B�D$�B�D$�����$�����D$����D$�����d�����d���t��d���u1��`���t�&�E�E��E�E��E�E���E�E��E�E��E�E��E؉D$$�E��D$�E��D$�E��D$ �E��D$�E��D$�E��D$�E��$�E��D$�E��D$�����d�����d���t<��`���u	��d���t*�E��D$�E؉$�E܉D$�E�D$�����u��$�����D$��h����$����E��$�E��D$�E��D$����D$��h����$����D$���h����$�����h����D$�$���Dž$������x����D$�E8�$�E<�D$�E@�D$�����h����D$�E,�$�E0�D$�E4�D$�����h����D$��l����D$��p����D$��x����$��|����D$�E��D$����E<��f�E<�]ȍ����E8�D$�E<�D$�E@�D$�E��D$�E��D$�E��D$�$����������D$�����D$����D$�E؉D$�E܉D$�E�D$�$�����f�}
u=�UD�E8�D$�E<�D$�E@�D$�EȉD$�ẺD$�EЉD$�$�������U�����(����B��,����B��0����U��$���8����B��<����B��@�����X����D$$�E,�D$�E0�D$�E4�D$ �E��D$�E��D$�E��D$��(����$��,����D$��0����D$�����(����D$��X����$��\����D$��`����D$�����H����D$$�E,�D$�E0�D$�E4�D$ �E��D$�E��D$�E��D$��8����$��<����D$��@����D$�����8����D$��H����$��L����D$��P����D$����UD��8����D$(��<����D$,��@����D$0��(����D$��,����D$ ��0����D$$�E8�D$�E<�D$�E@�D$�EȉD$�ẺD$�EЉD$�$������������D$�E �$�E$�D$�E(�D$����������$�����w�������D$�EH�$�����$�����D$�EH�$����UD�ED�@
���f�BDž$�����$����]���U��S��df�E�
f�E�f�E�f�E�
����E�����E��E��}�~��E��E�;E�|�*�U���Ѝ��EċU��f;DU�u��E��̋E�;E����U��D$�E��DE�D$�$������Eȉ$�ẺD$�EЉD$����Eȉ$�������E�����E�U��������E�X�����‰����Ѝ��E���ƒ����$�Ј�EȋU��E̋U�B�EЋU�B�5�E�����D$��E�D$�E�D$�E�D$�E�$������E�]���U��WVS������E�����E�����E�U�����Ѝ4��}�U�����Ѝ��U�M�I���D�D7�U�������E�XԋU�������E�PԸ�M���B�C�E�H�$�����[^_]�U��S���E��E�f�}
tf�}uf�}
t��E���f�}^�:�U����$�B�D$�B�D$�������U �E��E�B�E�B�U��E�B�E�B�E��E�f�E��E��E��E�9E�|�L�E�D$�Uԉ��Ѝ��U�
�$�D
�D$�D
�D$�����t�E��EԉEȍE�멃}�t�E���Uȉ��Ѝ��U�
�E؋D
�E܋D
�E�f�}�-u�E�����U��E؋B�E܋B�E�f�}�^����D$��D$��D$�U����$�B�D$�B�D$�����tP�E�D$�E�D$�E�D$�U��$�B�D$�B�D$�����t�U(����B��B�R�E(�D$�D$��E�D$�E�D$�E�D$�E؉$�E܉D$�E�D$����EЃ}�t�E���f�}�u=�E$�E��E�E��}�u�E��U���]���U��B�]��C�U��B�]��C��U$�E�H���D$�D$+�$������E��E�9E�|��E�;E�tv�E$�@�E��E�;E�|�Eԉ����U�‰U��m���Eԉ����]�É]��Uԉ��Ѝ��U�
�]���D
�]��C�D
�U��B�E��j����}�u%�M(�U(��D$�B�D$�B�D$�$������E���E
f�E��E��E�9E�|�q�E(�D$ �E$�D$�E �D$�E�D$�E�D$�E�D$�Uԉ��Ѝ��U�
�$�D
�D$�D
�D$�����EЃ}�u	�E���E���E��E��]���U��S���E��E�f�}
tf�}uf�}
t��E���f�}"u
�Ef�8+�$f�}^ux�E��f�8/ul�E���P��$�B�D$�B�D$�����tG��D$��D$��D$�E���P����$�B�D$�B�D$�������f�}^���E��f�8-���E���@f�8/���E���@�P��$�B�D$�B�D$������_��D$��D$��D$�E���@�P����$�B�D$�B�D$�����u��U �E��E�B�E�B�U��E�B�E�B�E��E�f�E��E��E��E�9E�|�L�E�D$�Uԉ��Ѝ��U�
�$�D
�D$�D
�D$�����t�E��EԉEȍE�멃}�t�E���Uȉ��Ѝ��U�
�E؋D
�E܋D
�E�f�}�-u�E�����U��E؋B�E܋B�E�f�}�^����D$��D$��D$�U����$�B�D$�B�D$�����tP�E�D$�E�D$�E�D$�U��$�B�D$�B�D$�����t�U(����B��B�R�E(�D$�D$��E�D$�E�D$�E�D$�E؉$�E܉D$�E�D$����EЃ}�t�E���f�}�u=�E$�E��E�E��}�u�E��U���]���U��B�]��C�U��B�]��C��U$�E�H���D$�D$+�$������E��E�9E�|��E�;E�tv�E$�@�E��E�;E�|�Eԉ����U�‰U��m���Eԉ����]�É]��Uԉ��Ѝ��U�
�]���D
�]��C�D
�U��B�E��j����}�u%�M(�U(��D$�B�D$�B�D$�$������E���E
f�E��E��E�9E�|�q�E(�D$ �E$�D$�E �D$�E�D$�E�D$�E�D$�Uԉ��Ѝ��U�
�$�D
�D$�D
�D$�����EЃ}�u	�E���E���E��E��]���U�����E8�D$$�E,�D$�E0�D$�E4�D$ �E�D$�E�D$�E�D$�E �$�E$�D$�E(�D$����E�}����$�����D$��h����$����E,�$�E0�D$�E4�D$����D$��h����$����D$���h����$�����h����D$�$����$�����D$�$����$�����D$�$���DžT������X����U8��D$�B�D$�B�D$�$�������X����$��\����D$��`����D$����E�}����$�����D$�$����$�����D$��h����$����E,�$�E0�D$�E4�D$����D$��h����$����$�����D$��h����$�����h����D$�$���DžT����
DžT�����T�����%:;I$>$>:;
:;I8
I!I/	I
:;(
:;

:;I
:;I
8

:;I
8
'II:;
:;I8
&I(
.:;'I@
:;I
:;I

:;4:;I
4:;I
.?:;'I@

:;.:;'I@
:;I
 :;I
!4:;I
"#$4:;I
%.:;'@
&4:;I?<�*�*yyy/trigcalc/trigsub.c/home/beeson/Otter-LambdaGNU C 3.3.5 (Debian 1:3.3.5-13)size_t�x(__u_char"�unsigned char__u_short#�short unsigned int__u_int$x__u_long%�long unsigned int__int8_t(signed char__uint8_t)�__int16_t*<short int__uint16_t+�__int32_t,lint__uint32_t-x__int64_t2�long long int__uint64_t3�long long unsigned int__quad_t;�__u_quad_t<�__dev_t��__uid_t�x__gid_t�x__ino_t��__ino64_t��__mode_t�x__nlink_t�x__off_t�rlong int__off64_t��__pid_t�l��__val��#�l�(__fsid_t��__clock_t�r__rlim_t��__rlim64_t��__id_t�x__time_t�r__useconds_t�x__suseconds_t�r__daddr_t�l__swblk_t�r__key_t�l__clockid_t�l__timer_t�l__blksize_t�r__blkcnt_t�r__blkcnt64_t��__fsblkcnt_t��__fsblkcnt64_t��__fsfilcnt_t��__fsfilcnt64_t��__ssize_t�l__loff_t�~__qaddr_t�l	�__caddr_t��	�char__intptr_t�l__socklen_t�x
O1_ISupper�_ISlower�_ISalpha�_ISdigit�_ISxdigit� _ISspace��_ISprint��_ISgraph��_ISblank_IScntrl_ISpunct_ISalnumunit[k��digitx�lnx#val�#	kbignumx�signl#n�#d�#bigrat�arg#�-argtag#
t-{
i.r
d/�
b0�u*symbol&�#arity'�#info(�#args)u#	�term*-double#0fractx#varaddx#intexpx#negexpx#ratexpx#rootsx#purex#gcdx#absx#relopx#factorialx#matrix x#inverse"x#functions#x#sums$x#flt%x#complex'x#complexpowers*x#+x
#mod,x#aflag0�� 	
left	{#right	{#line	l
#permanent	l#visible	l#reverse	l#oldeigen		l#defn	
0actualop
�	��l{{��	{3	
men

x#choice
x#operation
	�	b
status
x#choice
x#used
x#inhibited
x#men
x#hashbucket
D	
inh
Aindex
A<#G
B<#kind
D<#link
E
#	�	inhibition
F�	�
,scopex#multorderx#typex#dp�#locus{#G	l#realpart
�#imagpart�# name�
#(�
��varinf$
dldata�#R#	�
dlist�
� #addr�#increment�#indexl#functorx#Gl#name �#history!�#	�	parameter##�02&�#5'l#maxvariables(l#eigenvariable)l#currentline*l#parameters+�#nparameters,l#maxparameters-l# .�# nextdefn/l#$defns0�#(maxdefns1l#,	�	�
	�vardata2�D)factorl#l#difl#intlinearl#gcdl#zeropowerl#fractexpl#negexpl#rootproductl# l#$infractionl#(complex!l#,domainflag#l#0ringflag%l#4orderflag&l#8arith'##<hwnd(�#@polyflags)�Na
prop
{#line
l#link
N#	assumption
eqnsolver
	w	}�l{{��,
$assumptions
�#maxassumptions
<#nextassumption
<#theorems
�#maxtheorems
<#nexttheorem
<#history
�#permhistory
�#maxhistory
x#workspace
�#maxworkspace
�# nextworkspace
!x#$solver
#f#(	�	T	x	�proverdata
$�topicl,>line<#nlines=l#(((�		.�message>�
�
dummyanytermpair_of_termsvariablevariablesnotzeronotzerodivnotzeromulnotzeropowernotzerobase	notzerodenom
indexindexpair
realnonzerorealpositive_realtworealsindex_and_termterm_and_indexindex_and_varindex_and_nonzero_termposnonnegnegnonposintervalpositive_integerspecific_positive_integermsubstrevsubstrelrates_subtlist term_and_indexpair!positiveoddinteger"nonnegativeoddinteger#prod$reallist%trigsubst&functiondefn'functionredefn(absolutelyanyterm)notzeroinlimit*relrates1+relrates2,twoprompts-twoprompts1.integer/constant_condition0nonzero_constant1condition@B
�
numerical_calculation1numerical_calculation2complex_arithmeticsimplify_sumssimplify_productsexpand_menufractionssigned_fractionscompound_fractionscommon_denominators	exponents
expand_powersnegative_exponentssquare_roots
advanced_square_rootsfractional_exponentsnth_rootsroots_of_rootsroots_and_fractionscomplex_numbersfactoringadvanced_factoringsolve_equationsquadratic_equationsnumerical_equationsadvanced_equationscubic_equationslogarithmic_equationscramers_ruleseveral_linear_equationsselection_mode_onlylinear_equations_by_selectionlinear_equations_by_substitution matrix_methods!advanced_matrix_methods"absolute_value#absolute_value_ineq1$absolute_value_ineq2%less_than&greater_than'less_than_or_equals(greater_than_or_equals)square_ineq1*square_ineq2+recip_ineq1,recip_ineq2-root_ineq1.root_ineq2/zero_ineq10zero_ineq21square_ineq32square_ineq43recip_ineq34recip_ineq45root_ineq36root_ineq47zero_ineq38zero_ineq49binomial_theorem:factor_expansion;sigma_notation<advanced_sigma_notation=prove_by_induction>trig_ineq?log_ineq1�log_ineq2�log_ineq3�log_ineq4�logarithms_base10�logarithms�logarithms_base_e�natural_logarithms�reverse_trig�complex_polar_form�logs_to_any_base�change_base�evaluate_trig_function�basic_trig�trig_reciprocals�trig_squares�csc_and_cot_identities�trig_sum�double_angle�multiple_angles�verify_identities�solve_by_30_60_90�solve_by_45_45_90�zeroes_of_trig_functions�inverse_trig_functions�invsimp�adding_arctrig_functions�complementary_trig�complementary_degrees�trig_odd_and_even�trig_periodic�half_angle_identities�product_and_factor_identities�limits�limits_of_quotients�quotients_of_roots�lhopitalmenu�special_limits�hyper_limits�advanced_limits�logarithmic_limits�limits_at_infinity�infinite_limits�infinities�zero_denom�more_infinities�polynomial_derivs�derivatives�dif_trig�dif_explog�dif_inversetrig�chain_rule�minima_and_maxima�implicit_diff�related_rates�simplify�higher_derivatives�basic_integration�trig_integration�trig_integration2�integrate_exp�integrate_by_substitution�integrate_by_parts�fundamental_theorem�definite_integration�improper_integrals�oddandeven�trig_substitutions�trigonometric_integrals�trigrationalize�integrate_rational�integrate_sqrtdenom�integrate_arctrig�simplify_calculus�integrate_hyperbolic�series_geom1�series_geom2�series_geom3�series_geom4�series_geom5�series_ln�series_trig�series_exp�series_atan�series_appearance�series_algebra�series_manipulations�series_convergence_tests�series_convergence2�complex_functions�complex_hyperbolic�hyperbolic_functions�hyperbolic2�more_hyperbolic�inverse_hyperbolic�dif_hyperbolic�dif_inversehyperbolic�sg_function1�sg_function2�bessel_functions�modified_bessel_functions�functions_menu�automode_only�automode_only2�automode_only3�menu_name�
* 	unknownminmaxdamped_oscillationdom_errorbounded_oscillationunbounded_oscillationcomplex_approachapproach�r tl�data�{#R�r #prev�r #	: termlist�: �!trigsub_aux0l�Uf)��vsignpattern)l�t){�arg){�R)��(@)��,fail��0{�Xx0{�Hu0{��a0{��c0{��p0{��q0{��~r0{��~new0{��~def0{��~range0{��~g1���~err2l��~53l��~*"trigsubsin�l��Ut�{�arg�{�R��� @���$�"trigsubtanh�l�N
Ut�{�arg�{�R��� @���$�"trigsubtan�lN
�
Ut�{�arg�{�R��� @���$6#trigsubsec�l�
�
Ut�{�arg�{�R��� @���$�#trigsubsinh�l�
JUt�{�arg�{�R�� @Ń�$�#trigsubcosh�lJ�Ut�{�arg�{�R�� @ʃ�$%yourtrigsub�l�VUt�{�arg�{�R�� @σ�$fail9x�{�hrhs�{�X�{�Hdef�{��atomlist���natoms�l��i�l��j�l��count�l��saveit�l��err�l��5�l������&finish_trigsublVUt{�p{�arg{� def{�, {�8 R��� @���!u{�h!v{�X!w{�H!x{��!rhs{��!q{��!temp{��!leftcopy{��~!rightcopy{��~!rl��~!mathmodel��~!f���~!localbuf�&��}"�&�z!bufferY�&��|#�!newloi{��|!newhii{��|!hii{��|!loi{��|�&��P'���'getsubvar}{�Ut{{�!tryme}�'�p!i~l�l!j~l�h$ ��d$�{�H$���D$5�l�@�'��%(adjust_varinfo��GU!eigen�l�p$5�l�l$ ���h�(findpower�lGa#Ut�{�x�{�p��� q���$r���(!u�{�h!v�{�X!i�l�T!err�l�P!count�l�L!marker�l�H!sign�l�D!n���B�)findsqrt�la#�(Ut�{�x�{�p��� q���$r���(!u�{�h!v�{�X!i�l�T!err�l�P!count�l�L!marker�l�H!sign�l�D!n���B@*check_trigsub/l�(�*Ut {�x {�rhs {�   {�,def ��8!err/l�t!buffer0�&��~&oneM*{&zeroM*&twoM*&trueM*&minusoneM*�C�
yyy/trigcalc/usr/lib/gcc-lib/i486-linux/3.3.5/include/usr/include/bits/usr/includeyyytrigsub.cstddef.htypes.hctype.hheap.hbignum.hterms.harith.hdefns.hmodel.hvaux.hpolyval.hproverdl.hglobals.hcheckarg.hoperator.hprover.hconstant.h/!��:d#r��O�O�Wd�V+�W�W/�Wd�V(�W�W,�W�d���pW�pW�pW�pW�pW�pW��W�AW��W��W��-�A-$$��,s�V�֜�cL0cL0cL0cL/cL/cL
+�t� d+Xe#:�\)u�Vyc
�d��d��'�bd��d,V�����:d+Xdr�,#W#W#W#W#-#-#-sU�?:�P$eU��<PE�+VV�##=�|r=��V,V,t#,e�,��qu����)u������Hs��+�����C?���rsd�1::�r:V`wd�'rr;|�@d�r=�H�v
�d%��[d�vr��rsd��::�r:V`wd�'rr;|�@d�r=�H�v
�d%��[d�vr�M��+VV���M���+�V��trigsub_auxyyy/trigcalc/trigsub.c0yourtrigsub((arg).symbol) == '='equals((((term *)(arg).args)[0]),x)finish_trigsub.�����������Ditxsuv*(a,^(x,2))����|��A�B
H���TA�B
�TA�B
N
TA�B
�
TA�B
�
TA�B
JTA�B
��A�B
V�
A�B
G��A�B
D���A�B
F���GA�B
G�a#!A�B
G��(*A�B
{�*�!trigsubsin*"trigsubtanh�"trigsubtan�"trigsubsec6#trigsubsinh�#trigsubcosh�#yourtrigsub�*varlistfunctioncomdenomthetavarinfounsigned intnvariablesreasonlinenumbernextGCC: (GNU) 3.3.5 (Debian 1:3.3.5-13).symtab.strtab.shstrtab.rel.text.data.bss.debug_abbrev.rel.debug_info.rel.debug_line.rel.rodata.rel.debug_frame.rel.debug_pubnames.rel.debug_aranges.debug_str.note.GNU-stack.comment4�*	�kx%�*+�*0�*B�,�*>	(s�R�W�N	�ub`[� ^	�ux
nH\�j	@v��]{	 w�K^ �	(w�k^W��^��^&�^�pc�	i��
��!a#!*G4V�
C��R�(*`ow~�������������������T�T#N
T.�
T9�
TEJTQ��]ipx~�����������������	#*/AM\fx�����trigsub.ctrigsub_auxgetsubvarfindsqrtfindpowerfinish_trigsubadjust_varinfocheck_trigsubget_nvariablesenglisherrbufsqrt_auxmake_termsignedfractionproductequationcos1zerolesin1trueonelessthanminusoneandorne__assert_failassumeset_nvariablestrigsubsintrigsubtanhtrigsubtantrigsubsectrigsubsinhtrigsubcoshyourtrigsubget_varlistequalsatomsinfree2get_mathmodesec1tan1cosh1sinh1sech1psubsttwomake_powercontainsstrcpyatom_stringstrcatpermcopyletdiffintegralsubstpolyvaldefinite_integralmstringstrlenvauxset_valuepointersget_varinfoget_eigenindexgetnewvarset_eigenvariableisintegermatchstringtnegateinvert_eqn2domaincheck*����6�S������ 3Ybkw �!���� /!U^gs ����� +QZco �"�"�"�#�#�#� ##!#B$e%n%w%�$�&�#�#�#	 B	K	T	`	$�	&�	#�	#�	#�	$

%
%
%=
$�
'�
�
�
�
(�
�
�
�
)[�l*�+��3�)C4O_fk)�5"4^n���6����@+a7����)�4�	)y��!�89;:`;�<���:v�=�>�>�>�?=�=�@�A)B;CCQCg�D�D�E>F|�GYH�I�HIxJ�K�L�A��A/37��M�N��OP_Q�P��O;R�S. @� >� >� >� 4!4#!#*!#2!#F!t!T�!�"U�#S�#>�#>�#>#$4}$S�$>�$>�$>�$4O%@�%>�%>�%>&48&4D&#K&#S&#g&�&T
'�'U�(V�(�(A)B')C/)=)CS)_)o){)�)�)W�)X�)
**+*AD*BV*Cb*t*C�*y��	�
q��j�u
�U � � � � 
!!�!�!�!""C"G"h"v"�"�"�"�"�"�"#(#O#S#t#�#�#�#�#�#$$($6$L$k$�$	%4%8%w%�%�%&�&�&�&'#'b'q'�'�'�'�'�'�'((�(�(�)�)*P���������������8<PThl�����������8<TXpt

Sindbad File Manager Version 1.0, Coded By Sindbad EG ~ The Terrorists