�����JFIF��XX����������    $.' ",#(7),01444'9=82<.342  2!!22222222222222222222222222222222222222222222222222�����"����4���������������������������� ���������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������,�PG"Z_�4�˷����kjز�Z�,F+��_z�,�© �����zh6�٨�ic�fu������������������������������������#ډb���_�N��?�����������wQ���5-�~�I���8���������������������������������TK<5o�Iv-������������������k�_U_������������������������������~b�M��d��������Ӝ�U�Hh��?]��E�w��Q���k�{��_}qFW7HTՑ��Y��F�����?_�'ϔ��_�Ջt������������������������=||I �����6�έ"�����D���/[�k�9����Y�8������ds|\���Ҿp6�Ҵ���]��.����6���z<�v��@]�i%������������������������$j��~����g��J>��no����pM[me�i$[�����������s�o�ᘨ�˸ nɜG-�ĨU�ycP���3.DB�li�;���������������������hj���x����7Z^�N�h��������N3u{�:j�����x�힞��#M��&��jL P@��_���� P�������������������&��o8��������9������@Sz���6�t7#O�ߋ �����s}Yf�T������lmr����Z)'N��k�۞p�����w\�T���������������ȯ?�8`���O��i{wﭹW�[�r�� ��Q4F�׊������3m&L�=��h3�������z~��#����\�l :�F,j@�� ʱ�wQT����8�"kJO����6�֚l������������������}����R�>ډK���]��y����&����p�}b������;N�1�m�r$����|��7�>e�@���B�TM*-i�H��g�D�)� E�m�|�ؘbҗ�a���Ҿ����������������t4�����o���G��*oCN�rP���Q��@z,|?W[0���������:�n,j���WiE��W������$~/�hp\��?��{(�0���+�Y8rΟ�+����>S-S���������������VN;���}�s?.����� w��9��˟<���Mq4�Wv'������{)0�1mB����V����W[��������8�/<� �%���wT^�5���b��)iM� p�g�N�&ݝ������������VO~��q���u���9��� ����!��J27�����$����O-���! �:���%H��� ـ�������y�ΠM=t{!S�� �oK8�������t<����è��������:a��������[������ա�H���~��w��Qz`�p����o�^ ������Q��n����� �,uu�C��$ ^���,�������8�#��:�6��e�|~�����������!�3��3.�\0�����q��o�4`.|� ����y�Q�`~;�d�ׯ,��O�Zw�������`73�v�܋�<�����Ȏ�� ـ4k��5�K�a�u�=9Yd��$>x�A�&�� j0� ���vF��� Y���|�y��� ~�6�@c��1vOp��������Ig�����4��l�OD�����L����� R���c���j�_�uX�6��3?nk��Wy�f;^*B� ��@���~a�`��Eu�������+�����6�L��.ü>��}y���}_�O�6�͐�:�Yr���G�X��kG������l^w����������~㒶sy���Iu�!���� W ��X��N�7BV��O��!X�2����wvG�R�f�T#�����t�/?���%8�^�W�aT����G�cL�M���I��(J����1~�8�?aT ���]����AS�E��(��*E}� 2������#I/�׍qz��^t�̔���������b�Yz4x����t�){ OH�����+(E��A&�N�������XT��o��"�XC����'���)}�J�z�p� ����~5�}�^����+�6����w��c��Q�|�Lp�d�H��}�(�.|����k��c4^�����"�����Z?ȕ ��a<�������L�!0�39C� �Eu�����C�F�Ew�ç ;�n?�*o���B�8�bʝ���'#Rqf����M}7����]�������s2tcS{�\icTx;�\��7K���P������ʇ Z O-��~�������c>"��?��������P�����E��O�8��@�8��G��Q�g�a�Վ���󁶠��䧘��_%#r�>�����1�z�a���eb��qcP��ѵ��n���#L��� =��׀t� L�7�`�����V����A{�C:�g���e@�����w1 Xp�3�c3�ġ�������p��M"'-�@n4���fG���B3�DJ�8[Jo�ߐ���gK)ƛ��$���� �������8�3�����+���� �����6�ʻ���� ���S�kI�*KZlT _`�������?��K�����QK�d���������B`�s}�>���`������*�>��,*@J�d�oF*�����弝��O}�k��s��]��y�ߘ�������c1G�V���<=�7��7����6��q�PT��tXԀ�!9*4�4Tހ���3XΛex�46�������Y��D ����� ����BdemDa����\�_l,����G�/���֌7���Y�](�xTt^%�GE�����4�}bT����ڹ�����;��Y)���B�Q��u��>J/J ���⮶.�XԄ��j�ݳ������+E��d ���r�5�_D�����1 ���o�� �B�x�΢�#����<��W�����8���R6�@���g�M�.��� dr�D��>(otU��@�x=��~v���2� ӣ�d�oBd�����3�eO�6�㣷����������ݜ�6��6Y��Qz`����S��{���\P��~z m5{J/L��1������<�e�ͅPu���b�]�ϔ��������'�������f�b� Zpw��c`"��i���BD@:)ִ�:�]��h���v�E��w���T�l�������P����"Ju�}��وV ��J��G6��. J/�Qgl߭�e�����@�z�Zev2u����)]կ���������7x�������s�M�-<ɯ�c��r��v�����@��$�ޮ}lk���a����'����>x��O\�Z������Fu>������ck#��&:��`�$��ai�>2Δ����l���oF[h�������lE�ܺ�Π���k:)���`������� $[6�����9�����kOw�\|�����8}������ބ:��񶐕��������I�A1/���=�2[�,�!��.}gN#�u����b���� ~���������݊��}34q�����d�E��L��������c��$���"�[q�U�硬g^��%B ��z���r�p�������J�ru%v\h�����1Y�ne`������ǥ:g����pQM~�^��Xi� ��`S�:V2������9.�P���V������?B�k�� ��������AEvw%�_�9C�Q����wKekP�ؠ�\������;Io d�{ ߞo�c1eP�����\� `����E=���@K<�Y��������eڼ�J����w����{av�F�'�M�@��������������/J��+9p����|]���������Iw &`���8���&�M�hg���[�{�������Xj���%��Ӓ�������������������$��(�����ʹN�������<>�I���RY�����K2�NPlL�ɀ�)��&e��������B+ь����(������������������� � �JTx����_?EZ� }@���� 6�U���뙢ط�z��dWI��n` D����噥�[��uV��"�G&�����Ú����2�g�}&m���������������������?ċ���"����Om#�������������������������� ��{���������������������ON��"S�X���Ne��ysQ���@�������������Fn��Vg�����dX�~nj����������������������]J�<�K]:����FW���b�������62����������=��5f����JKw����bf�X������������������������55��~J �%^�������:�-�QIE��P��v�nZum� z � ~ə ���� ���ة����;�f��\v�������g�8�1��f2�������������������������4;�V���ǔ�)�������������������9���1\������������������������������c��v�/'Ƞ�w������������������$�4�R-��t����������������������������������� e�6�/�ġ �̕Ecy�J���u�B���<�W�ַ~�w[B1L۲�-JS΂�{���΃�������������������������������������������A��20�c#���������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������������@���� 0!1@AP"#2Q`$3V�%45a6�FRUq����� ������^7ׅ,$n��������+��F�`��2X'��0vM��p�L=�������5��8������u�p~���.�`r�����\����O��,ư�0oS ��_�M�����l���4�kv\JSd���x���SW�<��Ae�IX����������$I���w�:S���y���›R��9�Q[���,�5�;�@]�%���u�@ *ro�lbI �� ��+���%m:�͇ZV�����u�̉����θau<�fc�.����{�4Ա� �Q����*�Sm��8\ujqs]{kN���)qO�y�_*dJ�b�7���yQqI&9�ԌK!�M}�R�;�������S�T���1���i[U�ɵz�]��U)V�S6���3$K{��ߊ<�(� E]Զ[ǼENg�����'�\?#)Dkf��J���o��v���'�%ƞ�&K�u��!��b�35LX�Ϸ��63$K�a�;�9>,R��W��3�3� d�JeTYE.Mϧ��-�o�j3+y��y^�c�������VO�9NV\nd�1 ��!͕_)a�v;����թ�M�lWR1��)El��P;��yوÏ�u 3�k�5Pr6<�⒲l�!˞*��u־�n�!�l:����UNW ��%��Chx8vL'��X�@��*��)���̮��ˍ��� ����D-M�+J�U�kvK����+�x8��cY������?�Ԡ��~3mo��|�u@[XeY�C�\Kp�x8�oC�C�&����N�~3-H���� ��MX�s�u<`���~"WL��$8ξ��3���a�)|:@�m�\���^�`�@ҷ)�5p+��6���p�%i)P M���ngc�����#0Aruz���RL+xSS?���ʮ}()#�t��mˇ!��0}}y����<�e� �-ή�Ԩ��X������ MF���ԙ~l L.3���}�V뽺�v������멬��Nl�)�2����^�Iq��a��M��qG��T�����c3#������3U�Ǎ���}��לS�|qa��ڃ�+���-��2�f����/��bz��ڐ�� �ݼ[2�ç����k�X�2�* �Z�d���J�G����M*9W���s{��w���T��x��y,�in�O�v��]���n����P�$��JB@=4�OTI�n��e�22a\����q�d���%�$��(���:���: /*�K[PR�fr\nڙdN���F�n�$�4��[�� U�zƶ����� �mʋ���,�ao�u 3�z� �x��Kn����\[��VFmbE;�_U��&V�Gg�]L�۪&#n%�$ɯ��dG���D�TI=�%+AB�Ru#��b4�1�»x�cs�YzڙJG��f��Il���d�eF'T� iA��T���uC�$����Y��H?����[!G`}���ͪ� �纤Hv\������j�Ex�K���!���OiƸ�Yj�+u-<���'q����uN�*�r\��+�]���<�wOZ.fp�ێ��,-*)V?j-kÊ#�`�r��dV����(�ݽBk�����G�ƛk�QmUڗe��Z���f}|����8�8��a���i��3'J�����~G_�^���d�8w������ R�`(�~�.��u���l�s+g�bv���W���lGc}��u���afE~1�Ue������Z�0�8�=e�� f@/�jqEKQQ�J���oN��J���W5~M>$6�Lt�;$ʳ{���^��6�{����v6���ķܰg�V�cnn �~z�x�«�,2�u�?cE+Ș�H؎�%�Za�)���X>uW�Tz�Nyo����s���FQƤ��$��*�&�LLXL)�1�" L��eO��ɟ�9=���:t��Z���c��Ž���Y?�ӭV�wv�~,Y��r�ۗ�|�y��GaF�����C�����.�+� ���v1���fήJ�����]�S��T��B��n5sW}y�$��~z�'�c ��8 ��� ,! �p��VN�S��N�N�q��y8z˱�A��4��*��'������2n<�s���^ǧ˭P�Jޮɏ�U�G�L�J�*#��<�V��t7�8����TĜ>��i}K%,���)[��z�21z ?�N�i�n1?T�I�R#��m-�����������������1����lA�`��fT5+��ܐ�c�q՝��ʐ��,���3�f2U�եmab��#ŠdQ�y>\��)�SLY����w#��.���ʑ�f��� ,"+�w�~�N�'�c�O�3F�������N<���)j��&��,-� �љ���֊�_�zS���TǦ����w�>��?�������n��U仆�V���e�����0���$�C�d���rP �m�׈e�Xm�Vu� �L��.�bֹ��� �[Դaզ���*��\y�8�Է:�Ez\�0�Kq�C b��̘��cө���Q��=0Y��s�N��S.����3.���O�o:���#���v7�[#߫ ��5�܎�L���Er4���9n��COWlG�^��0k�%<���ZB���aB_���������'=��{i�v�l�$�uC���mƎҝ{�c㱼�y]���W�i ��ߧc��m�H� m�"�"�����;Y�ߝ�Z�Ǔ�����:S#��|}�y�,/k�Ld� TA�(�AI$+I3��;Y*���Z��}|��ӧO��d�v��..#:n��f>�>���ȶI�TX��� 8��y����"d�R�|�)0���=���n4��6ⲑ�+��r<�O�܂~zh�z����7ܓ�HH�Ga롏���nCo�>������a ���~]���R���̲c?�6(�q�;5%� |�uj�~z8R�=X��I�V=�|{v�Gj\gc��q����z�؋%M�ߍ����1y��#��@f^���^�>N������#x#۹��6�Y~�?�dfPO��{��P�4��V��u1E1J �*|���%����JN��`eWu�zk M6���q t[�� ��g�G���v��WIG��u_ft����5�j�"�Y�:T��ɐ���*�;� e5���4����q$C��2d�}���� _S�L#m�Yp��O�.�C�;��c����Hi#֩%+) �Ӎ��ƲV���SYź��g |���tj��3�8���r|���V��1#;.SQ�A[���S������#���`n�+���$��$�I �P\[�@�s��(�ED�z���P��])8�G#��0B��[ى��X�II�q<��9�~[Z멜�Z�⊔IWU&A>�P~�#��dp<�?����7���c��'~���5 ��+$���lx@�M�dm��n<=e�dyX��?{�|Aef ,|n3�<~z�ƃ�uۧ�����P��Y,�ӥQ�*g�#먙R�\���;T��i,��[9Qi歉����c>]9�� ��"�c��P�� �Md?٥��If�ت�u��k��/����F��9�c*9��Ǎ:�ØF���z�n*�@|I�ށ9����N3{'��[�'ͬ�Ҳ4��#}��!�V� Fu��,�,mTIk���v C�7v���B�6k�T9��1�*l� '~��ƞF��lU��'�M ����][ΩũJ_�{�i�I�n��$����L�� j��O�dx�����kza۪��#�E��Cl����x˘�o�����V���ɞ�ljr��)�/,�߬h�L��#��^��L�ф�,íMƁe�̩�NB�L�����iL����q�}��(��q��6IçJ$�W�E$��:������=#����(�K�B����zђ <��K(�N�۫K�w��^O{!����)��H���>x�������lx�?>Պ�+�>�W���,Ly!_�D���Ō�l���Q�!�[ �S����J��1��Ɛ�Y}��b,+�Lo�x�ɓ)����=�y�oh�@�꥟/��I��ѭ=��P�y9��� �ۍYӘ�e+�p�Jnϱ?V\SO%�(�t� ���=?MR�[Ș�����d�/ ��n�l��B�7j� ��!�;ӥ�/�[-���A�>��dN�sLj ��,ɪv��=1c�.SQ�O3�U���ƀ�ܽ�E����������̻��9G�ϷD�7(�}��Ävӌ\��y�_0[w ���<΍>����a_��[0+�L��F.�޺��f�>oN�T����q;���y\��bՃ��y�jH�<|q-eɏ�_?_9+P���Hp$�����[ux�K w�Mw��N�ی'$Y2�=��q���KB��P��~�������Yul:�[<����F1�2�O���5=d����]Y�sw:���Ϯ���E��j,_Q��X��z`H1,#II ��d�wr��P˂@�ZJV����y$�\y�{}��^~���[:N����ߌ�U�������O��d�����ؾe��${p>G��3c���Ė�lʌ�� ת��[��`ϱ�-W����dg�I��ig2��� ��}s ��ؤ(%#sS@���~���3�X�nRG�~\jc3�v��ӍL��M[JB�T��s3}��j�Nʖ��W����;7���ç?=X�F=-�=����q�ߚ���#���='�c��7���ڑW�I(O+=:uxq�������������e2�zi+�kuG�R��������0�&e�n���iT^J����~\jy���p'dtG��s����O��3����9* �b#Ɋ�� p������[Bws�T�>d4�ۧs���nv�n���U���_�~,�v����ƜJ1��s�� �QIz���)�(lv8M���U=�;����56��G���s#�K���MP�=��LvyGd��}�VwWBF�'�à �?MH�U�g2�� ����!�p�7Q��j��ڴ����=��j�u��� Jn�A s���uM������e��Ɔ�Ҕ�!)�'��8Ϣ�ٔ���ޝ(��Vp���צ֖d=�IC�J�Ǡ{q������kԭ�߸���i��@K����u�|�p=..�*+����x�����z[Aqġ#s2a�Ɗ���RR�)*HRsi�~�a &f��M��P����-K�L@��Z��Xy�'x�{}��Zm+���:�)�) IJ�-i�u���� ���ܒH��'��L(7�y�GӜq���� j��� 6ߌg1�g�o���,kر���tY�?W,���p���e���f�OQS��!K�۟cҒA�|ս�j�>��=⬒��˧L[�� �߿2JaB~R��u�:��Q�] �0H~���]�7��Ƽ�I���(�}��cq '�ήET���q�?f�ab���ӥvr� �)o��-Q��_'����ᴎo��K������;��V���o��%���~OK ����*��b�f:���-ťIR��`B�5!RB@���ï�� �u �̯e\�_U�_������� g�ES��3��������QT��a�����x����U<~�c?�*�#]�MW,[8O�a�x��]�1bC|踤�P��lw5V%�)�{t�<��d��5���0i�XSU��m:��Z�┵�i�"��1�^B�-��P�hJ��&)O��*�D��c�W��vM��)����}���P��ܗ-q����\mmζZ-l@�}��a��E�6��F�@��&Sg@���ݚ�M����� ȹ 4����#p�\H����dYDo�H���"��\��..R�B�H�z_�/5˘����6��KhJR��P�mƶi�m���3��,#c�co��q�a)*P�t����R�m�k�7x�D�E�\Y�閣_X�<���~�)���c[[�BP����6�Yq���S��0����%_����;��Àv�~�| VS؇ ��'O0��F0��\���U�-�d@�����7�SJ*z��3n��y��P����O����������m�~�P�3|Y��ʉr#�C�<�G~�.,! ���bqx���h~0=��!ǫ�jy����l��O,�[B��~��|9��ٱ����Xly�#�i�B��g%�S��������tˋ���e���ې��\[d�t)��.+u�|1 ������#�~Oj����hS�%��i.�~X���I�H�m��0n���c�1uE�q��cF�RF�o���7� �O�ꮧ� ���ۛ{��ʛi5�rw?׌#Qn�TW��~?y$��m\�\o����%W� ?=>S�N@�� �Ʈ���R����N�)�r"C�:��:����� �����#��qb��Y�. �6[��2K����2u�Ǧ�HYR��Q�MV��� �G�$��Q+.>�����nNH��q�^��� ����q��mM��V��D�+�-�#*�U�̒ ���p욳��u:�������IB���m����PV@O���r[b= �� ��1U�E��_Nm�yKbN�O���U�}�the�`�|6֮P>�\2�P�V���I�D�i�P�O;�9�r�mAHG�W�S]��J*�_�G��+kP�2����Ka�Z���H�'K�x�W�MZ%�O�YD�Rc+o��?�q��Ghm��d�S�oh�\�D�|:W������UA�Qc yT�q��������~^�H��/��#p�CZ���T�I�1�ӏT����4��"�ČZ�����}��`w�#�*,ʹ�� ��0�i��課�Om�*�da��^gJ݅{���l�e9uF#T�ֲ��̲�ٞC"�q���ߍ ոޑ�o#�XZTp����@ o�8��(jd��xw�]�,f���`~��|,s��^����f�1���t��|��m�򸄭/ctr��5s��7�9Q�4�H1꠲BB@�l9@���C�����+�wp�xu�£Yc�9��?`@#�o�mH�s2��)�=��2�.�l����jg�9$�Y�S�%*L������R�Y������7Z���,*=�䷘$�������arm�o�ϰ���UW.|�r�uf����IGw�t����Zwo��~5 ��YյhO+=8fF�)�W�7�L9lM�̘·Y���֘YLf�큹�pRF���99.A �"wz��=E\Z���'a� 2��Ǚ�#;�'}�G���*��l��^"q��+2FQ� hj��kŦ��${���ޮ-�T�٭cf�|�3#~�RJ����t��$b�(R��(����r���dx� >U b�&9,>���%E\� Ά�e�$��'�q't��*�א���ެ�b��-|d���SB�O�O��$�R+�H�)�܎�K��1m`;�J�2�Y~9��O�g8=vqD`K[�F)k�[���1m޼c��n���]s�k�z$@��)!I �x՝"v��9=�ZA=`Ɠi �:�E��)`�7��vI��}d�YI�_ �o�:ob���o ���3Q��&D&�2=�� �Ά��;>�h����y.*ⅥS������Ӭ�+q&����j|UƧ�����}���J0��WW< ۋS�)jQR�j���Ư��rN)�Gű�4Ѷ(�S)Ǣ�8��i��W52���No˓� ۍ%�5brOn�L�;�n��\G����=�^U�dI���8$�&���h��'���+�(������cȁ߫k�l��S^���cƗjԌE�ꭔ��gF���Ȓ��@���}O���*;e�v�WV���YJ\�]X'5��ղ�k�F��b 6R�o՜m��i N�i�����>J����?��lPm�U��}>_Z&�KK��q�r��I�D�Չ~�q�3fL�:S�e>���E���-G���{L�6p�e,8��������QI��h��a�Xa��U�A'���ʂ���s�+טIjP�-��y�8ۈZ?J$��W�P� ��R�s�]��|�l(�ԓ��sƊi��o(��S0���Y� 8�T97.�����WiL��c�~�dxc�E|�2!�X�K�Ƙਫ਼�$((�6�~|d9u+�qd�^3�89��Y�6L�.I�����?���iI�q���9�)O/뚅����O���X��X�V��ZF[�یgQ�L��K1���RҖr@v�#��X�l��F���Нy�S�8�7�kF!A��sM���^rkp�jP�DyS$N���q���nxҍ!U�f�!eh�i�2�m����`�Y�I�9r�6� �TF���C}/�y�^���Η���5d�'��9A-��J��>{�_l+�`��A���[�'��յ�ϛ#w:݅�%��X�}�&�PSt�Q�"�-��\縵�/����$Ɨh�Xb�*�y��BS����;W�ջ_mc�����vt?2}1�;qS�d�d~u:2k5�2�R�~�z+|HE!)�Ǟl��7`��0�<�,�2*���Hl-��x�^����'_TV�gZA�'j� ^�2Ϊ��N7t�����?w�� �x1��f��Iz�C-Ȗ��K�^q�;���-W�DvT�7��8�Z�������� hK�(P:��Q- �8�n�Z���܃e貾�<�1�YT<�,�����"�6{�/ �?�͟��|1�:�#g��W�>$����d��J��d�B���=��jf[��%rE^��il:��B���x���Sּ�1հ��,�=��*�7 fcG��#q� �eh?��2�7�����,�!7x��6�n�LC�4x��},Geǝ�tC.��vS �F�43��zz\��;QYC,6����~;RYS/6���|2���5���v��T��i����������mlv��������&� �nRh^ejR�LG�f���? �ۉҬܦƩ��|��Ȱ����>3����!v��i�ʯ�>�v��オ�X3e���_1z�Kȗ\<������!�8���V��]��?b�k41�Re��T�q��mz��TiOʦ�Z��Xq���L������q"+���2ۨ��8}�&N7XU7Ap�d�X��~�׿��&4e�o�F��� �H�����O���č�c�� 懴�6���͉��+)��v;j��ݷ�� �UV�� i��� j���Y9GdÒJ1��詞�����V?h��l�����l�cGs�ځ�������y�Ac������\V3�? �� ܙg�>qH�S,�E�W�[�㺨�uch�⍸�O�}���a��>�q�6�n6�����N6�q��������N� ���! 1AQaq�0@����"2BRb�#Pr���3C`��Scst���$4D���%Td���� ?�����N����a��3��m���C���w��������xA�m�q�m����m������$����4n淿t'��C"w��zU=D�\R+w�p+Y�T�&�պ@��ƃ��3ޯ?�Aﶂ��aŘ���@-�����Q�=���9D��ռ�ѻ@��M�V��P��܅�G5�f�Y<�u=,EC)�<�Fy'�"�&�չ�X~f��l�KԆV��?�� �W�N����=(� �;���{�r����ٌ�Y���h{�١������jW����P���Tc�����X�K�r��}���w�R��%��?���E��m�� �Y�q|����\lEE4����r���}�lsI�Y������f�$�=�d�yO����p�����yBj8jU�o�/�S��?�U��*������ˍ�0�������u�q�m [�?f����a�� )Q�>����6#������� ?����0UQ����,IX���(6ڵ[�DI�MNލ�c&���υ�j\��X�R|,4��� j������T�hA�e��^���d���b<����n�� �즇�=!���3�^�`j�h�ȓr��jẕ�c�,ٞX����-����a�ﶔ���#�$��]w�O��Ӫ�1y%��L�Y<�wg#�ǝ�̗`�x�xa�t�w��»1���o7o5��>�m뭛C���Uƃߜ}�C���y1Xνm�F8�jI���]����H���ۺиE@I�i;r�8ӭ�����V�F�Շ| ��&?�3|x�B�MuS�Ge�=Ӕ�#BE5G������Y!z��_e��q�р/W>|-�Ci߇�t�1ޯќd�R3�u��g�=0 5��[?�#͏��q�cf���H��{ ?u�=?�?ǯ���}Z��z���hmΔ�BFTW�����<�q��(v� ��!��z���iW]*�J�V�z��gX֧A�q�&��/w���u�gYӘa���; �i=����g:��?2�dž6�ى�k�4�>�Pxs����}������G�9���3 ���)gG�R<>r h�$��'nc�h�P��Bj��J�ҧH� -��N1���N��?��~��}-q!=��_2hc�M��l�vY%UE�@|�v����M2�.Y[|y�"Eï��K�ZF,�ɯ?,q�?v�M 80jx�"�;�9vk�����+ ֧�� �ȺU��?�%�vcV��mA�6��Qg^M�����A}�3�nl� QRN�l8�kkn�'�����(��M�7m9و�q���%ޟ���*h$Zk"��$�9��: �?U8�Sl��,,|ɒ��xH(ѷ����Gn�/Q�4�P��G�%��Ա8�N��!� �&�7�;���eKM7�4��9R/%����l�c>�x;������>��C�:�����t��h?aKX�bhe�ᜋ^�$�Iհ �hr7%F$�E��Fd���t��5���+�(M6�t����Ü�UU|zW�=a�Ts�Tg������dqP�Q����b'�m���1{|Y����X�N��b �P~��F^F:����k6�"�j!�� �I�r�`��1&�-$�Bevk:y���#y�w��I0��x��=D�4��tU���P�ZH��ڠ底taP��6����b>�xa�����Q�#� WeF��ŮNj�p�J* mQ�N�����*I�-*�ȩ�F�g�3 �5��V�ʊ�ɮ�a��5F���O@{���NX��?����H�]3��1�Ri_u��������ѕ�� ����0��� F��~��:60�p�͈�S��qX#a�5>���`�o&+�<2�D����: �������ڝ�$�nP���*)�N�|y�Ej�F�5ټ�e���ihy�Z �>���k�bH�a�v��h�-#���!�Po=@k̆IEN��@��}Ll?j�O������߭�ʞ���Q|A07x���wt!xf���I2?Z��<ץ�T���cU�j��]���陎Ltl �}5�ϓ��$�,��O�mˊ�;�@O��jE��j(�ا,��LX���LO���Ц�90�O �.����a��nA���7������j4 ��W��_ٓ���zW�jcB������y՗+EM�)d���N�g6�y1_x��p�$Lv�:��9�"z��p���ʙ$��^��JԼ*�ϭ����o���=x�Lj�6�J��u82�A�H�3$�ٕ@�=Vv�]�'�qEz�;I˼��)��=��ɯ���x �/�W(V���p�����$ �m�������u�����񶤑Oqˎ�T����r��㠚x�sr�GC��byp�G��1ߠ�w e�8�$⿄����/�M{*}��W�]˷.�CK\�ުx���/$�WP�w���r� |i���&�}�{�X� �>��$-��l���?-z���g����lΆ���(F���h�vS*���b���߲ڡn,|)mrH[���a�3�ר�[1��3o_�U�3�TC�$��(�=�)0�kgP���� ��u�^=��4 �WYCҸ:��vQ�ר�X�à��tk�m,�t*��^�,�}D*�� �"(�I��9R����>`�`��[~Q]�#af��i6l��8���6�:,s�s�N6�j"�A4���IuQ��6E,�GnH��zS�HO�uk�5$�I�4��ؤ�Q9�@��C����wp��BGv[]�u�Ov����0I4���\��y�����Q�Ѹ��~>Z��8�T��a��q�ޣ;z��a���/��S��I:�ܫ_�|������>=Z����8:�S��U�I�J��"IY���8%b8���H��:�QO�6�;7�I�S��J��ҌAά3��>c���E+&jf$eC+�z�;��V����� �r���ʺ������my�e���aQ�f&��6�ND���.:��NT�vm�<- u���ǝ\MvZY�N�NT��-A�>jr!S��n�O 1�3�Ns�%�3D@���`������ܟ 1�^c<���� �a�ɽ�̲�Xë#�w�|y�cW�=�9I*H8�p�^(4���՗�k��arOcW�tO�\�ƍR��8����'�K���I�Q�����?5�>[�}��yU�ײ -h��=��% q�ThG�2�)���"ו3]�!kB��*p�FDl�A���,�eEi�H�f�Ps�����5�H:�Փ~�H�0Dت�D�I����h�F3�������c��2���E��9�H��5�zԑ�ʚ�i�X�=:m�xg�hd(�v����׊�9iS��O��d@0ڽ���:�p�5�h-��t�&���X�q�ӕ,��ie�|���7A�2���O%P��E��htj��Y1��w�Ѓ!����  ���� ࢽ��My�7�\�a�@�ţ�J ��4�Ȼ�F�@o�̒?4�wx��)��]�P��~�����u�����5�����7X ��9��^ܩ�U;Iꭆ 5 �������eK2�7(�{|��Y׎ �V��\"���Z�1� Z�����}��(�Ǝ"�1S���_�vE30>���p;� ΝD��%x�W�?W?v����o�^V�i�d��r[��/&>�~`�9Wh��y�;���R���� ;;ɮT��?����r$�g1�K����A��C��c��K��l:�'��3 c�ﳯ*"t8�~l��)���m��+U,z��`(��>yJ�?����h>��]��v��ЍG*�{`��;y]��I�T� ;c��NU�fo¾h���/$���|NS���1�S�"�H��V���T���4��uhǜ�]�v;���5�͠x��'C\�SBpl���h}�N����� A�Bx���%��ޭ�l��/����T��w�ʽ]D�=����K���ž�r㻠l4�S�O?=�k �M:� ��c�C�a�#ha���)�ѐxc�s���gP�iG���{+���x���Q���I= �� z��ԫ+ �8"�k�ñ�j=|����c ��y��CF��/���*9ж�h{ �?4�o� ��k�m�Q�N�x��;�Y��4膚�a�w?�6�>�e]�����Q�r�:����g�,i"�����ԩA��*M�<�G��b�if��l^M��5�� �Ҩ�{����6J��ZJ�����P�*�����Y���ݛu�_4�9�I8�7���������,^ToR���m4�H��?�N�S�ѕw��/S��甍�@�9H�S�T��t�ƻ���ʒU��*{Xs�@����f������֒Li�K{H�w^���������Ϥm�tq���s� ���ք��f:��o~s��g�r��ט� �S�ѱC�e]�x���a��) ���(b-$(�j>�7q�B?ӕ�F��hV25r[7 Y� }L�R��}����*sg+��x�r�2�U=�*'WS��ZDW]�WǞ�<��叓���{�$�9Ou4��y�90-�1�'*D`�c�^o?(�9��u���ݐ��'PI&� f�Jݮ�������:wS����jfP1F:X �H�9dԯ����˝[�_54 �}*;@�ܨ�� ð�yn�T���?�ןd�#���4rG�ͨ��H�1�|-#���Mr�S3��G�3�����)�.᧏3v�z֑��r����$G"�`j �1t��x0<Ɔ�Wh6�y�6��,œ�Ga��gA����y��b��)���h�D��ß�_�m��ü �gG;��e�v��ݝ�nQ� ��C����-�*��o���y�a��M��I�>�<���]obD��"�:���G�A��-\%LT�8���c�)��+y76���o�Q�#*{�(F�⽕�y����=���rW�\p���۩�c���A���^e6��K������ʐ�cVf5$�'->���ՉN"���F�"�UQ@�f��Gb~��#�&�M=��8�ט�JNu9��D��[̤�s�o�~������� G��9T�tW^g5y$b��Y'��س�Ǵ�=��U-2 #�MC�t(�i� �lj�@Q 5�̣i�*�O����s�x�K�f��}\��M{E�V�{�υ��Ƈ�����);�H����I��fe�Lȣr�2��>��W��I�Ȃ6������i��k�� �5�YOxȺ����>��Y�f5'��|��H+��98pj�n�.O�y�������jY��~��i�w'������l�;�s�2��Y��:'lg�ꥴ)o#'Sa�a�K��Z� �m��}�`169�n���"���x��I ��*+� }F<��cГ���F�P�������ֹ*�PqX�x۩��,� ��N�� �4<-����%����:��7����W���u�`����� $�?�I��&����o��o��`v�>��P��"��l���4��5'�Z�gE���8���?��[�X�7(��.Q�-��*���ތL@̲����v��.5���[��=�t\+�CNܛ��,g�SQnH����}*F�G16���&:�t��4ُ"A��̣��$�b �|����#rs��a�����T�� ]�<�j��B�S�('$�ɻ� �wP;�/�n��?�ݜ��x�F��yUn�~mL*-�������Xf�wd^�a�}��f�,=t�׵i�.2/wpN�Ep8�OР���•��R�FJ� 55TZ��T �ɭ�<��]��/�0�r�@�f��V��V����Nz�G��^���7hZi����k��3�,kN�e|�vg�1{9]_i��X5y7� 8e]�U����'�-2,���e"����]ot�I��Y_��n�(JҼ��1�O ]bXc���Nu�No��pS���Q_���_�?i�~�x h5d'�(qw52] ��'ޤ�q��o1�R!���`ywy�A4u���h<קy���\[~�4�\ X�Wt/� 6�����n�F�a8��f���z �3$�t(���q��q�x��^�XWeN'p<-v�!�{�(>ӽDP7��ո0�y)�e$ٕv�Ih'Q�EA�m*�H��RI��=:��� ���4牢) �%_iN�ݧ�l]� �Nt���G��H�L��� ɱ�g<���1V�,�J~�ٹ�"K��Q�� 9�HS�9�?@��k����r�;we݁�]I�!{ �@�G�[�"��`���J:�n]�{�cA�E����V��ʆ���#��U9�6����j�#Y�m\��q�e4h�B�7��C�������d<�?J����1g:ٳ���=Y���D�p�ц� ׈ǔ��1�]26؜oS�'��9�V�FVu�P�h�9�xc�oq�X��p�o�5��Ա5$�9W�V(�[Ak�aY錎qf;�'�[�|���b�6�Ck��)��#a#a˙��8���=äh�4��2��C��4tm^ �n'c����]GQ$[Wҿ��i���vN�{Fu ��1�gx��1┷���N�m��{j-,��x�� Ūm�ЧS�[�s���Gna���䑴�� x�p 8<������97�Q���ϴ�v�aϚG��Rt�Һ׈�f^\r��WH�JU�7Z���y)�vg=����n��4�_)y��D'y�6�]�c�5̪��\� �PF�k����&�c;��cq�$~T�7j ���nç]�<�g ":�to�t}�159�<�/�8������m�b�K#g'I'.W������6��I/��>v��\�MN��g���m�A�yQL�4u�Lj�j9��#44�t��l^�}L����n��R��!��t��±]��r��h6ٍ>�yҏ�N��fU�� ���� Fm@�8}�/u��jb9������he:A�y�ծw��GpΧh�5����l}�3p468��)U��d��c����;Us/�֔�YX�1�O2��uq�s��`hwg�r~�{ R��mhN��؎*q 42�*th��>�#���E����#��Hv�O����q�}������6�e��\�,Wk�#���X��b>��p}�դ��3���T5��†��6��[��@��P�y*n��|'f�֧>�lư΂�̺����SU�'*�q�p�_S�����M�� '��c�6������m�� ySʨ;M��r���Ƌ�m�Kxo,���Gm�P��A�G�:��i��w�9�}M(�^�V��$ǒ�ѽ�9���|���� �a����J�SQ�a���r�B;����}���ٻ֢�2�%U���c�#�g���N�a�ݕ�'�v�[�OY'��3L�3�;,p�]@�S��{ls��X�'���c�jw��k'a�.��}�}&�� �dP�*�bK=ɍ!����;3n�gΊU�ߴmt�'*{,=SzfD� A��ko~�G�aoq�_mi}#�m�������P�Xhύ�����mxǍ�΂���巿zf��Q���c���|kc�����?���W��Y�$���_Lv����l߶��c���`?����l�j�ݲˏ!V��6����U�Ђ(A���4y)H���p�Z_�x��>���e���R��$�/�`^'3qˏ�-&Q�=?��CFVR �D�fV�9��{�8g�������n�h�(P"��6�[�D���< E�����~0<@�`�G�6����Hг�cc�� �c�K.5��D��d�B���`?�XQ��2��ٿyqo&+�1^� DW�0�ꊩ���G�#��Q�nL3��c���������/��x ��1�1�[y�x�პCW��C�c�UĨ80�m�e�4.{�m��u���I=��f�����0QRls9���f���������9���~f�����Ǩ��a�"@�8���ȁ�Q����#c�ic������G��$���G���r/$W�(��W���V�"��m�7�[m�A�m����bo��D� j����۳� l���^�k�h׽����� ��#� iXn�v��eT�k�a�^Y�4�BN���ĕ���0������� !01@Q"2AaPq3BR�������?�����@4�Q�����T3,���㺠�W�[=JK�Ϟ���2�r^7��vc�:�9 �E�ߴ�w�S#d���Ix��u��:��Hp��9E!�� V 2;73|F��9Y���*ʬ�F��D����u&���y؟��^EA��A��(ɩ���^��GV:ݜDy�`��Jr29ܾ�㝉��[���E;Fzx��YG��U�e�Y�C���� ����v-tx����I�sם�Ę�q��Eb�+P\ :>�i�C'�;�����k|z�رn�y]�#ǿb��Q��������w�����(�r|ӹs��[�D��2v-%��@;�8<a���[\o[ϧw��I!��*0�krs)�[�J9^��ʜ��p1)� "��/_>��o��<1����A�E�y^�C��`�x1'ܣn�p��s`l���fQ��):�l����b>�Me�jH^?�kl3(�z:���1ŠK&?Q�~�{�ٺ�h�y���/�[��V�|6��}�KbX����mn[-��7�5q�94�������dm���c^���h� X��5��<�eޘ>G���-�}�دB�ޟ� ��|�rt�M��V+�]�c?�-#ڛ��^ǂ}���Lkr���O��u�>�-D�ry� D?:ޞ�U��ǜ�7�V��?瓮�"�#���r��չģVR;�n���/_� ؉v�ݶe5d�b9��/O��009�G���5n�W����JpA�*�r9�>�1��.[t���s�F���nQ� V 77R�]�ɫ8����_0<՜�IF�u(v��4��F�k�3��E)��N:��yڮe��P�`�1}�$WS��J�SQ�N�j��ٺ��޵�#l���ј(�5=��5�lǏmoW�v-�1����v,W�mn��߀$x�<����v�j(����c]��@#��1������Ǔ���o'��u+����;G�#�޸��v-lη��/(`i⣍Pm^����ԯ̾9Z��F��������n��1��� ��]�[��)�'�������:�֪�W��FC����� �B9،!?���]��V��A�Վ�M��b�w��G F>_DȬ0¤�#�QR�[V��kz���m�w�"��9ZG�7'[��=�Q����j8R?�zf�\a�=��O�U����*oB�A�|G���2�54 �p��.w7� �� ���&������ξxGHp� B%��$g�����t�Џ򤵍z���HN�u�Я�-�'4��0���;_���3������� !01"@AQa2Pq#3BR�������?����ʩca��en��^��8���<�u#��m*08r��y�N"�<�Ѳ0��@\�p��� �����Kv�D��J8�Fҽ� �f�Y��-m�ybX�NP����}�!*8t(�OqѢ��Q�wW�K��ZD��Δ^e��!� ��B�K��p~�����e*l}z#9ң�k���q#�Ft�o��S�R����-�w�!�S���Ӥß|M�l޶V��!eˈ�8Y���c�ЮM2��tk���� ������J�fS����Ö*i/2�����n]�k�\���|4yX�8��U�P.���Ы[���l��@"�t�<������5�lF���vU�����W��W��;�b�cД^6[#7@vU�xgZv��F�6��Q,K�v��� �+Ъ��n��Ǣ��Ft���8��0��c�@�!�Zq s�v�t�;#](B��-�nῃ~���3g������5�J�%���O������n�kB�ĺ�.r��+���#�N$?�q�/�s�6��p��a����a��J/��M�8��6�ܰ"�*������ɗud"\w���aT(����[��F��U՛����RT�b���n�*��6���O��SJ�.�ij<�v�MT��R\c��5l�sZB>F��<7�;EA��{��E���Ö��1U/�#��d1�a�n.1ě����0�ʾR�h��|�R��Ao�3�m3 ��%�� ���28Q�� ��y��φ���H�To�7�lW>����#i`�q���c����a��� �m,B�-j����݋�'mR1Ήt�>��V��p���s�0IbI�C.���1R�ea�����]H�6�����������4B>��o��](��$B���m�����a�!=���?�B� K�Ǿ+�Ծ"�n���K��*��+��[T#�{�E�J�S����Q�����s�5�:�U�\wĐ�f�3����܆&�)�����I���Ԇw��E T�lrTf6Q|R�h:��[K�� �z��c֧�G�C��%\��_�a��84��HcO�bi��ؖV��7H �)*ģK~Xhչ0��4?�0��� �E<���}3���#���u�?�� ��|g�S�6ꊤ�|�I#Hڛ� �ա��w�X��9��7���Ŀ%�SL��y6č��|�F�a 8���b���$�sק�h���b9RAu7�˨p�Č�_\*w��묦��F ����4D~�f����|(�"m���NK��i�S�>�$d7SlA��/�²����SL��|6N�}���S�˯���g��]6��; �#�.��<���q'Q�1|KQ$�����񛩶"�$r�b:���N8�w@��8$�� �AjfG|~�9F ���Y��ʺ��Bwؒ������M:I岎�G��`s�YV5����6��A �b:�W���G�q%l�����F��H���7�������Fsv7���k�� 403WebShell
403Webshell
Server IP : 103.30.72.248  /  Your IP : 216.73.216.144
Web Server : Microsoft-IIS/10.0
System : Windows NT WIN-CARKG80MF9A 10.0 build 17763 (Windows Server 2019) AMD64
User : IUSR ( 0)
PHP Version : 8.2.7
Disable Function : NONE
MySQL : OFF  |  cURL : ON  |  WGET : OFF  |  Perl : OFF  |  Python : OFF  |  Sudo : OFF  |  Pkexec : OFF
Directory :  C:/Websites/JU_DEB_API/bin/

Upload File :
current_dir [ Writeable ] document_root [ Writeable ]

 

Command :

[ Back ]     

Current File : C:/Websites/JU_DEB_API/bin/System.Numerics.Vectors.xml
<?xml version="1.0" encoding="utf-8"?><doc>
  <assembly>
    <name>System.Numerics.Vectors</name>
  </assembly>
  <members>
    <member name="T:System.Numerics.Matrix3x2">
      <summary>Represents a 3x2 matrix.</summary>
    </member>
    <member name="M:System.Numerics.Matrix3x2.#ctor(System.Single,System.Single,System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a 3x2 matrix from the specified components.</summary>
      <param name="m11">The value to assign to the first element in the first row.</param>
      <param name="m12">The value to assign to the second element in the first row.</param>
      <param name="m21">The value to assign to the first element in the second row.</param>
      <param name="m22">The value to assign to the second element in the second row.</param>
      <param name="m31">The value to assign to the first element in the third row.</param>
      <param name="m32">The value to assign to the second element in the third row.</param>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Add(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Adds each element in one matrix with its corresponding element in a second matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix that contains the summed values of <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateRotation(System.Single)">
      <summary>Creates a rotation matrix using the given rotation in radians.</summary>
      <param name="radians">The amount of rotation, in radians.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateRotation(System.Single,System.Numerics.Vector2)">
      <summary>Creates a rotation matrix using the specified rotation in radians and a center point.</summary>
      <param name="radians">The amount of rotation, in radians.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateScale(System.Single,System.Single)">
      <summary>Creates a scaling matrix from the specified X and Y components.</summary>
      <param name="xScale">The value to scale by on the X axis.</param>
      <param name="yScale">The value to scale by on the Y axis.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateScale(System.Single,System.Numerics.Vector2)">
      <summary>Creates a scaling matrix that scales uniformly with the specified scale with an offset from the specified center.</summary>
      <param name="scale">The uniform scale to use.</param>
      <param name="centerPoint">The center offset.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateScale(System.Single,System.Single,System.Numerics.Vector2)">
      <summary>Creates a scaling matrix that is offset by a given center point.</summary>
      <param name="xScale">The value to scale by on the X axis.</param>
      <param name="yScale">The value to scale by on the Y axis.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateScale(System.Single)">
      <summary>Creates a scaling matrix that scales uniformly with the given scale.</summary>
      <param name="scale">The uniform scale to use.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateScale(System.Numerics.Vector2)">
      <summary>Creates a scaling matrix from the specified vector scale.</summary>
      <param name="scales">The scale to use.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateScale(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Creates a scaling matrix from the specified vector scale with an offset from the specified center point.</summary>
      <param name="scales">The scale to use.</param>
      <param name="centerPoint">The center offset.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateSkew(System.Single,System.Single)">
      <summary>Creates a skew matrix from the specified angles in radians.</summary>
      <param name="radiansX">The X angle, in radians.</param>
      <param name="radiansY">The Y angle, in radians.</param>
      <returns>The skew matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateSkew(System.Single,System.Single,System.Numerics.Vector2)">
      <summary>Creates a skew matrix from the specified angles in radians and a center point.</summary>
      <param name="radiansX">The X angle, in radians.</param>
      <param name="radiansY">The Y angle, in radians.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The skew matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateTranslation(System.Numerics.Vector2)">
      <summary>Creates a translation matrix from the specified 2-dimensional vector.</summary>
      <param name="position">The translation position.</param>
      <returns>The translation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.CreateTranslation(System.Single,System.Single)">
      <summary>Creates a translation matrix from the specified X and Y components.</summary>
      <param name="xPosition">The X position.</param>
      <param name="yPosition">The Y position.</param>
      <returns>The translation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Equals(System.Numerics.Matrix3x2)">
      <summary>Returns a value that indicates whether this instance and another 3x2 matrix are equal.</summary>
      <param name="other">The other matrix.</param>
      <returns>true if the two matrices are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance and a specified object are equal.</summary>
      <param name="obj">The object to compare with the current instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. If <paramref name="obj">obj</paramref> is null, the method returns false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.GetDeterminant">
      <summary>Calculates the determinant for this matrix.</summary>
      <returns>The determinant.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="P:System.Numerics.Matrix3x2.Identity">
      <summary>Gets the multiplicative identity matrix.</summary>
      <returns>The multiplicative identify matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Invert(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2@)">
      <summary>Inverts the specified matrix. The return value indicates whether the operation succeeded.</summary>
      <param name="matrix">The matrix to invert.</param>
      <param name="result">When this method returns, contains the inverted matrix if the operation succeeded.</param>
      <returns>true if <paramref name="matrix">matrix</paramref> was converted successfully; otherwise,  false.</returns>
    </member>
    <member name="P:System.Numerics.Matrix3x2.IsIdentity">
      <summary>Indicates whether the current matrix is the identity matrix.</summary>
      <returns>true if the current matrix is the identity matrix; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Lerp(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2,System.Single)">
      <summary>Performs a linear interpolation from one matrix to a second matrix based on a value that specifies the weighting of the second matrix.</summary>
      <param name="matrix1">The first matrix.</param>
      <param name="matrix2">The second matrix.</param>
      <param name="amount">The relative weighting of matrix2.</param>
      <returns>The interpolated matrix.</returns>
    </member>
    <member name="F:System.Numerics.Matrix3x2.M11">
      <summary>The first element of the first row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix3x2.M12">
      <summary>The second element of the first row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix3x2.M21">
      <summary>The first element of the second row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix3x2.M22">
      <summary>The second element of the second row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix3x2.M31">
      <summary>The first element of the third row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix3x2.M32">
      <summary>The second element of the third row.</summary>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Multiply(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Returns the matrix that results from multiplying two matrices together.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The product matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Multiply(System.Numerics.Matrix3x2,System.Single)">
      <summary>Returns the matrix that results from scaling all the elements of a specified matrix by a scalar factor.</summary>
      <param name="value1">The matrix to scale.</param>
      <param name="value2">The scaling value to use.</param>
      <returns>The scaled matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Negate(System.Numerics.Matrix3x2)">
      <summary>Negates the specified matrix by multiplying all its values by -1.</summary>
      <param name="value">The matrix to negate.</param>
      <returns>The negated matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.op_Addition(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Adds each element in one matrix with its corresponding element in a second matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix that contains the summed values.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.op_Equality(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Returns a value that indicates whether the specified matrices are equal.</summary>
      <param name="value1">The first matrix to compare.</param>
      <param name="value2">The second matrix to compare.</param>
      <returns>true if <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.op_Inequality(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Returns a value that indicates whether the specified matrices are not equal.</summary>
      <param name="value1">The first matrix to compare.</param>
      <param name="value2">The second matrix to compare.</param>
      <returns>true if <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref> are not equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.op_Multiply(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Returns the matrix that results from multiplying two matrices together.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The product matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.op_Multiply(System.Numerics.Matrix3x2,System.Single)">
      <summary>Returns the matrix that results from scaling all the elements of a specified matrix by a scalar factor.</summary>
      <param name="value1">The matrix to scale.</param>
      <param name="value2">The scaling value to use.</param>
      <returns>The scaled matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.op_Subtraction(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Subtracts each element in a second matrix from its corresponding element in a first matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix containing the values that result from subtracting each element in <paramref name="value2">value2</paramref> from its corresponding element in <paramref name="value1">value1</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.op_UnaryNegation(System.Numerics.Matrix3x2)">
      <summary>Negates the specified matrix by multiplying all its values by -1.</summary>
      <param name="value">The matrix to negate.</param>
      <returns>The negated matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.Subtract(System.Numerics.Matrix3x2,System.Numerics.Matrix3x2)">
      <summary>Subtracts each element in a second matrix from its corresponding element in a first matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix containing the values that result from subtracting each element in <paramref name="value2">value2</paramref> from its corresponding element in <paramref name="value1">value1</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Matrix3x2.ToString">
      <summary>Returns a string that represents this matrix.</summary>
      <returns>The string representation of this matrix.</returns>
    </member>
    <member name="P:System.Numerics.Matrix3x2.Translation">
      <summary>Gets or sets the translation component of this matrix.</summary>
      <returns>The translation component of the current instance.</returns>
    </member>
    <member name="T:System.Numerics.Matrix4x4">
      <summary>Represents a 4x4 matrix.</summary>
    </member>
    <member name="M:System.Numerics.Matrix4x4.#ctor(System.Numerics.Matrix3x2)">
      <summary>Creates a <see cref="T:System.Numerics.Matrix4x4"></see> object from a specified <see cref="T:System.Numerics.Matrix3x2"></see> object.</summary>
      <param name="value">A 3x2 matrix.</param>
    </member>
    <member name="M:System.Numerics.Matrix4x4.#ctor(System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a 4x4 matrix from the specified components.</summary>
      <param name="m11">The value to assign to the first element in the first row.</param>
      <param name="m12">The value to assign to the second element in the first row.</param>
      <param name="m13">The value to assign to the third element in the first row.</param>
      <param name="m14">The value to assign to the fourth element in the first row.</param>
      <param name="m21">The value to assign to the first element in the second row.</param>
      <param name="m22">The value to assign to the second element in the second row.</param>
      <param name="m23">The value to assign to the third element in the second row.</param>
      <param name="m24">The value to assign to the third element in the second row.</param>
      <param name="m31">The value to assign to the first element in the third row.</param>
      <param name="m32">The value to assign to the second element in the third row.</param>
      <param name="m33">The value to assign to the third element in the third row.</param>
      <param name="m34">The value to assign to the fourth element in the third row.</param>
      <param name="m41">The value to assign to the first element in the fourth row.</param>
      <param name="m42">The value to assign to the second element in the fourth row.</param>
      <param name="m43">The value to assign to the third element in the fourth row.</param>
      <param name="m44">The value to assign to the fourth element in the fourth row.</param>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Add(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Adds each element in one matrix with its corresponding element in a second matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix that contains the summed values of <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateBillboard(System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Creates a spherical billboard that rotates around a specified object position.</summary>
      <param name="objectPosition">The position of the object that the billboard will rotate around.</param>
      <param name="cameraPosition">The position of the camera.</param>
      <param name="cameraUpVector">The up vector of the camera.</param>
      <param name="cameraForwardVector">The forward vector of the camera.</param>
      <returns>The created billboard.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateConstrainedBillboard(System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Creates a cylindrical billboard that rotates around a specified axis.</summary>
      <param name="objectPosition">The position of the object that the billboard will rotate around.</param>
      <param name="cameraPosition">The position of the camera.</param>
      <param name="rotateAxis">The axis to rotate the billboard around.</param>
      <param name="cameraForwardVector">The forward vector of the camera.</param>
      <param name="objectForwardVector">The forward vector of the object.</param>
      <returns>The billboard matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateFromAxisAngle(System.Numerics.Vector3,System.Single)">
      <summary>Creates a matrix that rotates around an arbitrary vector.</summary>
      <param name="axis">The axis to rotate around.</param>
      <param name="angle">The angle to rotate around axis, in radians.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateFromQuaternion(System.Numerics.Quaternion)">
      <summary>Creates a rotation matrix from the specified Quaternion rotation value.</summary>
      <param name="quaternion">The source Quaternion.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateFromYawPitchRoll(System.Single,System.Single,System.Single)">
      <summary>Creates a rotation matrix from the specified yaw, pitch, and roll.</summary>
      <param name="yaw">The angle of rotation, in radians, around the Y axis.</param>
      <param name="pitch">The angle of rotation, in radians, around the X axis.</param>
      <param name="roll">The angle of rotation, in radians, around the Z axis.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateLookAt(System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Creates a view matrix.</summary>
      <param name="cameraPosition">The position of the camera.</param>
      <param name="cameraTarget">The target towards which the camera is pointing.</param>
      <param name="cameraUpVector">The direction that is &amp;quot;up&amp;quot; from the camera&amp;#39;s point of view.</param>
      <returns>The view matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateOrthographic(System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates an orthographic perspective matrix from the given view volume dimensions.</summary>
      <param name="width">The width of the view volume.</param>
      <param name="height">The height of the view volume.</param>
      <param name="zNearPlane">The minimum Z-value of the view volume.</param>
      <param name="zFarPlane">The maximum Z-value of the view volume.</param>
      <returns>The orthographic projection matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateOrthographicOffCenter(System.Single,System.Single,System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a customized orthographic projection matrix.</summary>
      <param name="left">The minimum X-value of the view volume.</param>
      <param name="right">The maximum X-value of the view volume.</param>
      <param name="bottom">The minimum Y-value of the view volume.</param>
      <param name="top">The maximum Y-value of the view volume.</param>
      <param name="zNearPlane">The minimum Z-value of the view volume.</param>
      <param name="zFarPlane">The maximum Z-value of the view volume.</param>
      <returns>The orthographic projection matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreatePerspective(System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a perspective projection matrix from the given view volume dimensions.</summary>
      <param name="width">The width of the view volume at the near view plane.</param>
      <param name="height">The height of the view volume at the near view plane.</param>
      <param name="nearPlaneDistance">The distance to the near view plane.</param>
      <param name="farPlaneDistance">The distance to the far view plane.</param>
      <returns>The perspective projection matrix.</returns>
      <exception cref="T:System.ArgumentOutOfRangeException"><paramref name="nearPlaneDistance">nearPlaneDistance</paramref> is less than or equal to zero.  
 -or-  
 <paramref name="farPlaneDistance">farPlaneDistance</paramref> is less than or equal to zero.  
 -or-  
 <paramref name="nearPlaneDistance">nearPlaneDistance</paramref> is greater than or equal to <paramref name="farPlaneDistance">farPlaneDistance</paramref>.</exception>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreatePerspectiveFieldOfView(System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a perspective projection matrix based on a field of view, aspect ratio, and near and far view plane distances.</summary>
      <param name="fieldOfView">The field of view in the y direction, in radians.</param>
      <param name="aspectRatio">The aspect ratio, defined as view space width divided by height.</param>
      <param name="nearPlaneDistance">The distance to the near view plane.</param>
      <param name="farPlaneDistance">The distance to the far view plane.</param>
      <returns>The perspective projection matrix.</returns>
      <exception cref="T:System.ArgumentOutOfRangeException"><paramref name="fieldOfView">fieldOfView</paramref> is less than or equal to zero.  
 -or-  
 <paramref name="fieldOfView">fieldOfView</paramref> is greater than or equal to <see cref="System.Math.PI"></see>.  
 <paramref name="nearPlaneDistance">nearPlaneDistance</paramref> is less than or equal to zero.  
 -or-  
 <paramref name="farPlaneDistance">farPlaneDistance</paramref> is less than or equal to zero.  
 -or-  
 <paramref name="nearPlaneDistance">nearPlaneDistance</paramref> is greater than or equal to <paramref name="farPlaneDistance">farPlaneDistance</paramref>.</exception>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreatePerspectiveOffCenter(System.Single,System.Single,System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a customized perspective projection matrix.</summary>
      <param name="left">The minimum x-value of the view volume at the near view plane.</param>
      <param name="right">The maximum x-value of the view volume at the near view plane.</param>
      <param name="bottom">The minimum y-value of the view volume at the near view plane.</param>
      <param name="top">The maximum y-value of the view volume at the near view plane.</param>
      <param name="nearPlaneDistance">The distance to the near view plane.</param>
      <param name="farPlaneDistance">The distance to the far view plane.</param>
      <returns>The perspective projection matrix.</returns>
      <exception cref="T:System.ArgumentOutOfRangeException"><paramref name="nearPlaneDistance">nearPlaneDistance</paramref> is less than or equal to zero.  
 -or-  
 <paramref name="farPlaneDistance">farPlaneDistance</paramref> is less than or equal to zero.  
 -or-  
 <paramref name="nearPlaneDistance">nearPlaneDistance</paramref> is greater than or equal to <paramref name="farPlaneDistance">farPlaneDistance</paramref>.</exception>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateReflection(System.Numerics.Plane)">
      <summary>Creates a matrix that reflects the coordinate system about a specified plane.</summary>
      <param name="value">The plane about which to create a reflection.</param>
      <returns>A new matrix expressing the reflection.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateRotationX(System.Single)">
      <summary>Creates a matrix for rotating points around the X axis.</summary>
      <param name="radians">The amount, in radians, by which to rotate around the X axis.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateRotationX(System.Single,System.Numerics.Vector3)">
      <summary>Creates a matrix for rotating points around the X axis from a center point.</summary>
      <param name="radians">The amount, in radians, by which to rotate around the X axis.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateRotationY(System.Single,System.Numerics.Vector3)">
      <summary>The amount, in radians, by which to rotate around the Y axis from a center point.</summary>
      <param name="radians">The amount, in radians, by which to rotate around the Y-axis.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateRotationY(System.Single)">
      <summary>Creates a matrix for rotating points around the Y axis.</summary>
      <param name="radians">The amount, in radians, by which to rotate around the Y-axis.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateRotationZ(System.Single)">
      <summary>Creates a matrix for rotating points around the Z axis.</summary>
      <param name="radians">The amount, in radians, by which to rotate around the Z-axis.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateRotationZ(System.Single,System.Numerics.Vector3)">
      <summary>Creates a matrix for rotating points around the Z axis from a center point.</summary>
      <param name="radians">The amount, in radians, by which to rotate around the Z-axis.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The rotation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateScale(System.Numerics.Vector3)">
      <summary>Creates a scaling matrix from the specified vector scale.</summary>
      <param name="scales">The scale to use.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateScale(System.Single)">
      <summary>Creates a uniform scaling matrix that scale equally on each axis.</summary>
      <param name="scale">The uniform scaling factor.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateScale(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Creates a scaling matrix with a center point.</summary>
      <param name="scales">The vector that contains the amount to scale on each axis.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateScale(System.Single,System.Numerics.Vector3)">
      <summary>Creates a uniform scaling matrix that scales equally on each axis with a center point.</summary>
      <param name="scale">The uniform scaling factor.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateScale(System.Single,System.Single,System.Single)">
      <summary>Creates a scaling matrix from the specified X, Y, and Z components.</summary>
      <param name="xScale">The value to scale by on the X axis.</param>
      <param name="yScale">The value to scale by on the Y axis.</param>
      <param name="zScale">The value to scale by on the Z axis.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateScale(System.Single,System.Single,System.Single,System.Numerics.Vector3)">
      <summary>Creates a scaling matrix that is offset by a given center point.</summary>
      <param name="xScale">The value to scale by on the X axis.</param>
      <param name="yScale">The value to scale by on the Y axis.</param>
      <param name="zScale">The value to scale by on the Z axis.</param>
      <param name="centerPoint">The center point.</param>
      <returns>The scaling matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateShadow(System.Numerics.Vector3,System.Numerics.Plane)">
      <summary>Creates a matrix that flattens geometry into a specified plane as if casting a shadow from a specified light source.</summary>
      <param name="lightDirection">The direction from which the light that will cast the shadow is coming.</param>
      <param name="plane">The plane onto which the new matrix should flatten geometry so as to cast a shadow.</param>
      <returns>A new matrix that can be used to flatten geometry onto the specified plane from the specified direction.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateTranslation(System.Numerics.Vector3)">
      <summary>Creates a translation matrix from the specified 3-dimensional vector.</summary>
      <param name="position">The amount to translate in each axis.</param>
      <returns>The translation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateTranslation(System.Single,System.Single,System.Single)">
      <summary>Creates a translation matrix from the specified X, Y, and Z components.</summary>
      <param name="xPosition">The amount to translate on the X axis.</param>
      <param name="yPosition">The amount to translate on the Y axis.</param>
      <param name="zPosition">The amount to translate on the Z axis.</param>
      <returns>The translation matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.CreateWorld(System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Creates a world matrix with the specified parameters.</summary>
      <param name="position">The position of the object.</param>
      <param name="forward">The forward direction of the object.</param>
      <param name="up">The upward direction of the object. Its value is usually [0, 1, 0].</param>
      <returns>The world matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Decompose(System.Numerics.Matrix4x4,System.Numerics.Vector3@,System.Numerics.Quaternion@,System.Numerics.Vector3@)">
      <summary>Attempts to extract the scale, translation, and rotation components from the given scale, rotation, or translation matrix. The return value indicates whether the operation succeeded.</summary>
      <param name="matrix">The source matrix.</param>
      <param name="scale">When this method returns, contains the scaling component of the transformation matrix if the operation succeeded.</param>
      <param name="rotation">When this method returns, contains the rotation component of the transformation matrix if the operation succeeded.</param>
      <param name="translation">When the method returns, contains the translation component of the transformation matrix if the operation succeeded.</param>
      <returns>true if <paramref name="matrix">matrix</paramref> was decomposed successfully; otherwise,  false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Equals(System.Numerics.Matrix4x4)">
      <summary>Returns a value that indicates whether this instance and another 4x4 matrix are equal.</summary>
      <param name="other">The other matrix.</param>
      <returns>true if the two matrices are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance and a specified object are equal.</summary>
      <param name="obj">The object to compare with the current instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. If <paramref name="obj">obj</paramref> is null, the method returns false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.GetDeterminant">
      <summary>Calculates the determinant of the current 4x4 matrix.</summary>
      <returns>The determinant.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="P:System.Numerics.Matrix4x4.Identity">
      <summary>Gets the multiplicative identity matrix.</summary>
      <returns>Gets the multiplicative identity matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Invert(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4@)">
      <summary>Inverts the specified matrix. The return value indicates whether the operation succeeded.</summary>
      <param name="matrix">The matrix to invert.</param>
      <param name="result">When this method returns, contains the inverted matrix if the operation succeeded.</param>
      <returns>true if <paramref name="matrix">matrix</paramref> was converted successfully; otherwise,  false.</returns>
    </member>
    <member name="P:System.Numerics.Matrix4x4.IsIdentity">
      <summary>Indicates whether the current matrix is the identity matrix.</summary>
      <returns>true if the current matrix is the identity matrix; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Lerp(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4,System.Single)">
      <summary>Performs a linear interpolation from one matrix to a second matrix based on a value that specifies the weighting of the second matrix.</summary>
      <param name="matrix1">The first matrix.</param>
      <param name="matrix2">The second matrix.</param>
      <param name="amount">The relative weighting of matrix2.</param>
      <returns>The interpolated matrix.</returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M11">
      <summary>The first element of the first row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M12">
      <summary>The second element of the first row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M13">
      <summary>The third element of the first row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M14">
      <summary>The fourth element of the first row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M21">
      <summary>The first element of the second row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M22">
      <summary>The second element of the second row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M23">
      <summary>The third element of the second row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M24">
      <summary>The fourth element of the second row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M31">
      <summary>The first element of the third row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M32">
      <summary>The second element of the third row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M33">
      <summary>The third element of the third row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M34">
      <summary>The fourth element of the third row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M41">
      <summary>The first element of the fourth row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M42">
      <summary>The second element of the fourth row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M43">
      <summary>The third element of the fourth row.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Matrix4x4.M44">
      <summary>The fourth element of the fourth row.</summary>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Multiply(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Returns the matrix that results from multiplying two matrices together.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The product matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Multiply(System.Numerics.Matrix4x4,System.Single)">
      <summary>Returns the matrix that results from scaling all the elements of a specified matrix by a scalar factor.</summary>
      <param name="value1">The matrix to scale.</param>
      <param name="value2">The scaling value to use.</param>
      <returns>The scaled matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Negate(System.Numerics.Matrix4x4)">
      <summary>Negates the specified matrix by multiplying all its values by -1.</summary>
      <param name="value">The matrix to negate.</param>
      <returns>The negated matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.op_Addition(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Adds each element in one matrix with its corresponding element in a second matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix that contains the summed values.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.op_Equality(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Returns a value that indicates whether the specified matrices are equal.</summary>
      <param name="value1">The first matrix to compare.</param>
      <param name="value2">The second matrix to care</param>
      <returns>true if <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.op_Inequality(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Returns a value that indicates whether the specified matrices are not equal.</summary>
      <param name="value1">The first matrix to compare.</param>
      <param name="value2">The second matrix to compare.</param>
      <returns>true if <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref> are not equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.op_Multiply(System.Numerics.Matrix4x4,System.Single)">
      <summary>Returns the matrix that results from scaling all the elements of a specified matrix by a scalar factor.</summary>
      <param name="value1">The matrix to scale.</param>
      <param name="value2">The scaling value to use.</param>
      <returns>The scaled matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.op_Multiply(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Returns the matrix that results from multiplying two matrices together.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The product matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.op_Subtraction(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Subtracts each element in a second matrix from its corresponding element in a first matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix containing the values that result from subtracting each element in <paramref name="value2">value2</paramref> from its corresponding element in <paramref name="value1">value1</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.op_UnaryNegation(System.Numerics.Matrix4x4)">
      <summary>Negates the specified matrix by multiplying all its values by -1.</summary>
      <param name="value">The matrix to negate.</param>
      <returns>The negated matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Subtract(System.Numerics.Matrix4x4,System.Numerics.Matrix4x4)">
      <summary>Subtracts each element in a second matrix from its corresponding element in a first matrix.</summary>
      <param name="value1">The first matrix.</param>
      <param name="value2">The second matrix.</param>
      <returns>The matrix containing the values that result from subtracting each element in <paramref name="value2">value2</paramref> from its corresponding element in <paramref name="value1">value1</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.ToString">
      <summary>Returns a string that represents this matrix.</summary>
      <returns>The string representation of this matrix.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Transform(System.Numerics.Matrix4x4,System.Numerics.Quaternion)">
      <summary>Transforms the specified matrix by applying the specified Quaternion rotation.</summary>
      <param name="value">The matrix to transform.</param>
      <param name="rotation">The rotation t apply.</param>
      <returns>The transformed matrix.</returns>
    </member>
    <member name="P:System.Numerics.Matrix4x4.Translation">
      <summary>Gets or sets the translation component of this matrix.</summary>
      <returns>The translation component of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Matrix4x4.Transpose(System.Numerics.Matrix4x4)">
      <summary>Transposes the rows and columns of a matrix.</summary>
      <param name="matrix">The matrix to transpose.</param>
      <returns>The transposed matrix.</returns>
    </member>
    <member name="T:System.Numerics.Plane">
      <summary>Represents a three-dimensional plane.</summary>
    </member>
    <member name="M:System.Numerics.Plane.#ctor(System.Numerics.Vector4)">
      <summary>Creates a <see cref="T:System.Numerics.Plane"></see> object from a specified four-dimensional vector.</summary>
      <param name="value">A vector whose first three elements describe the normal vector, and whose <see cref="F:System.Numerics.Vector4.W"></see> defines the distance along that normal from the origin.</param>
    </member>
    <member name="M:System.Numerics.Plane.#ctor(System.Numerics.Vector3,System.Single)">
      <summary>Creates a <see cref="T:System.Numerics.Plane"></see> object from a specified normal and the distance along the normal from the origin.</summary>
      <param name="normal">The plane&amp;#39;s normal vector.</param>
      <param name="d">The plane&amp;#39;s distance from the origin along its normal vector.</param>
    </member>
    <member name="M:System.Numerics.Plane.#ctor(System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a <see cref="T:System.Numerics.Plane"></see> object from the X, Y, and Z components of its normal, and its distance from the origin on that normal.</summary>
      <param name="x">The X component of the normal.</param>
      <param name="y">The Y component of the normal.</param>
      <param name="z">The Z component of the normal.</param>
      <param name="d">The distance of the plane along its normal from the origin.</param>
    </member>
    <member name="M:System.Numerics.Plane.CreateFromVertices(System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Creates a <see cref="T:System.Numerics.Plane"></see> object that contains three specified points.</summary>
      <param name="point1">The first point defining the plane.</param>
      <param name="point2">The second point defining the plane.</param>
      <param name="point3">The third point defining the plane.</param>
      <returns>The plane containing the three points.</returns>
    </member>
    <member name="F:System.Numerics.Plane.D">
      <summary>The distance of the plane along its normal from the origin.</summary>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Plane.Dot(System.Numerics.Plane,System.Numerics.Vector4)">
      <summary>Calculates the dot product of a plane and a 4-dimensional vector.</summary>
      <param name="plane">The plane.</param>
      <param name="value">The four-dimensional vector.</param>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Plane.DotCoordinate(System.Numerics.Plane,System.Numerics.Vector3)">
      <summary>Returns the dot product of a specified three-dimensional vector and the normal vector of this plane plus the distance (<see cref="F:System.Numerics.Plane.D"></see>) value of the plane.</summary>
      <param name="plane">The plane.</param>
      <param name="value">The 3-dimensional vector.</param>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Plane.DotNormal(System.Numerics.Plane,System.Numerics.Vector3)">
      <summary>Returns the dot product of a specified three-dimensional vector and the <see cref="F:System.Numerics.Plane.Normal"></see> vector of this plane.</summary>
      <param name="plane">The plane.</param>
      <param name="value">The three-dimensional vector.</param>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Plane.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance and a specified object are equal.</summary>
      <param name="obj">The object to compare with the current instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. If <paramref name="obj">obj</paramref> is null, the method returns false.</returns>
    </member>
    <member name="M:System.Numerics.Plane.Equals(System.Numerics.Plane)">
      <summary>Returns a value that indicates whether this instance and another plane object are equal.</summary>
      <param name="other">The other plane.</param>
      <returns>true if the two planes are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Plane.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="F:System.Numerics.Plane.Normal">
      <summary>The normal vector of the plane.</summary>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Plane.Normalize(System.Numerics.Plane)">
      <summary>Creates a new <see cref="T:System.Numerics.Plane"></see> object whose normal vector is the source plane&amp;#39;s normal vector normalized.</summary>
      <param name="value">The source plane.</param>
      <returns>The normalized plane.</returns>
    </member>
    <member name="M:System.Numerics.Plane.op_Equality(System.Numerics.Plane,System.Numerics.Plane)">
      <summary>Returns a value that indicates whether two planes are equal.</summary>
      <param name="value1">The first plane to compare.</param>
      <param name="value2">The second plane to compare.</param>
      <returns>true if <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Plane.op_Inequality(System.Numerics.Plane,System.Numerics.Plane)">
      <summary>Returns a value that indicates whether two planes are not equal.</summary>
      <param name="value1">The first plane to compare.</param>
      <param name="value2">The second plane to compare.</param>
      <returns>true if <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref> are not equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Plane.ToString">
      <summary>Returns the string representation of this plane object.</summary>
      <returns>A string that represents this <see cref="System.Numerics.Plane"></see> object.</returns>
    </member>
    <member name="M:System.Numerics.Plane.Transform(System.Numerics.Plane,System.Numerics.Matrix4x4)">
      <summary>Transforms a normalized plane by a 4x4 matrix.</summary>
      <param name="plane">The normalized plane to transform.</param>
      <param name="matrix">The transformation matrix to apply to plane.</param>
      <returns>The transformed plane.</returns>
    </member>
    <member name="M:System.Numerics.Plane.Transform(System.Numerics.Plane,System.Numerics.Quaternion)">
      <summary>Transforms a normalized plane by a Quaternion rotation.</summary>
      <param name="plane">The normalized plane to transform.</param>
      <param name="rotation">The Quaternion rotation to apply to the plane.</param>
      <returns>A new plane that results from applying the Quaternion rotation.</returns>
    </member>
    <member name="T:System.Numerics.Quaternion">
      <summary>Represents a vector that is used to encode three-dimensional physical rotations.</summary>
    </member>
    <member name="M:System.Numerics.Quaternion.#ctor(System.Numerics.Vector3,System.Single)">
      <summary>Creates a quaternion from the specified vector and rotation parts.</summary>
      <param name="vectorPart">The vector part of the quaternion.</param>
      <param name="scalarPart">The rotation part of the quaternion.</param>
    </member>
    <member name="M:System.Numerics.Quaternion.#ctor(System.Single,System.Single,System.Single,System.Single)">
      <summary>Constructs a quaternion from the specified components.</summary>
      <param name="x">The value to assign to the X component of the quaternion.</param>
      <param name="y">The value to assign to the Y component of the quaternion.</param>
      <param name="z">The value to assign to the Z component of the quaternion.</param>
      <param name="w">The value to assign to the W component of the quaternion.</param>
    </member>
    <member name="M:System.Numerics.Quaternion.Add(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Adds each element in one quaternion with its corresponding element in a second quaternion.</summary>
      <param name="value1">The first quaternion.</param>
      <param name="value2">The second quaternion.</param>
      <returns>The quaternion that contains the summed values of <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Concatenate(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Concatenates two quaternions.</summary>
      <param name="value1">The first quaternion rotation in the series.</param>
      <param name="value2">The second quaternion rotation in the series.</param>
      <returns>A new quaternion representing the concatenation of the <paramref name="value1">value1</paramref> rotation followed by the <paramref name="value2">value2</paramref> rotation.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Conjugate(System.Numerics.Quaternion)">
      <summary>Returns the conjugate of a specified quaternion.</summary>
      <param name="value">The quaternion.</param>
      <returns>A new quaternion that is the conjugate of value.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.CreateFromAxisAngle(System.Numerics.Vector3,System.Single)">
      <summary>Creates a quaternion from a vector and an angle to rotate about the vector.</summary>
      <param name="axis">The vector to rotate around.</param>
      <param name="angle">The angle, in radians, to rotate around the vector.</param>
      <returns>The newly created quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.CreateFromRotationMatrix(System.Numerics.Matrix4x4)">
      <summary>Creates a quaternion from the specified rotation matrix.</summary>
      <param name="matrix">The rotation matrix.</param>
      <returns>The newly created quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.CreateFromYawPitchRoll(System.Single,System.Single,System.Single)">
      <summary>Creates a new quaternion from the given yaw, pitch, and roll.</summary>
      <param name="yaw">The yaw angle, in radians, around the Y axis.</param>
      <param name="pitch">The pitch angle, in radians, around the X axis.</param>
      <param name="roll">The roll angle, in radians, around the Z axis.</param>
      <returns>The resulting quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Divide(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Divides one quaternion by a second quaternion.</summary>
      <param name="value1">The dividend.</param>
      <param name="value2">The divisor.</param>
      <returns>The quaternion that results from dividing <paramref name="value1">value1</paramref> by <paramref name="value2">value2</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Dot(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Calculates the dot product of two quaternions.</summary>
      <param name="quaternion1">The first quaternion.</param>
      <param name="quaternion2">The second quaternion.</param>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Equals(System.Numerics.Quaternion)">
      <summary>Returns a value that indicates whether this instance and another quaternion are equal.</summary>
      <param name="other">The other quaternion.</param>
      <returns>true if the two quaternions are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance and a specified object are equal.</summary>
      <param name="obj">The object to compare with the current instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. If <paramref name="obj">obj</paramref> is null, the method returns false.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="P:System.Numerics.Quaternion.Identity">
      <summary>Gets a quaternion that represents no rotation.</summary>
      <returns>A quaternion whose values are (0, 0, 0, 1).</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Inverse(System.Numerics.Quaternion)">
      <summary>Returns the inverse of a quaternion.</summary>
      <param name="value">The quaternion.</param>
      <returns>The inverted quaternion.</returns>
    </member>
    <member name="P:System.Numerics.Quaternion.IsIdentity">
      <summary>Gets a value that indicates whether the current instance is the identity quaternion.</summary>
      <returns>true if the current instance is the identity quaternion; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Length">
      <summary>Calculates the length of the quaternion.</summary>
      <returns>The computed length of the quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.LengthSquared">
      <summary>Calculates the squared length of the quaternion.</summary>
      <returns>The length squared of the quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Lerp(System.Numerics.Quaternion,System.Numerics.Quaternion,System.Single)">
      <summary>Performs a linear interpolation between two quaternions based on a value that specifies the weighting of the second quaternion.</summary>
      <param name="quaternion1">The first quaternion.</param>
      <param name="quaternion2">The second quaternion.</param>
      <param name="amount">The relative weight of quaternion2 in the interpolation.</param>
      <returns>The interpolated quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Multiply(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Returns the quaternion that results from multiplying two quaternions together.</summary>
      <param name="value1">The first quaternion.</param>
      <param name="value2">The second quaternion.</param>
      <returns>The product quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Multiply(System.Numerics.Quaternion,System.Single)">
      <summary>Returns the quaternion that results from scaling all the components of a specified quaternion by a scalar factor.</summary>
      <param name="value1">The source quaternion.</param>
      <param name="value2">The scalar value.</param>
      <returns>The scaled quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Negate(System.Numerics.Quaternion)">
      <summary>Reverses the sign of each component of the quaternion.</summary>
      <param name="value">The quaternion to negate.</param>
      <returns>The negated quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Normalize(System.Numerics.Quaternion)">
      <summary>Divides each component of a specified <see cref="T:System.Numerics.Quaternion"></see> by its length.</summary>
      <param name="value">The quaternion to normalize.</param>
      <returns>The normalized quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_Addition(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Adds each element in one quaternion with its corresponding element in a second quaternion.</summary>
      <param name="value1">The first quaternion.</param>
      <param name="value2">The second quaternion.</param>
      <returns>The quaternion that contains the summed values of <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_Division(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Divides one quaternion by a second quaternion.</summary>
      <param name="value1">The dividend.</param>
      <param name="value2">The divisor.</param>
      <returns>The quaternion that results from dividing <paramref name="value1">value1</paramref> by <paramref name="value2">value2</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_Equality(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Returns a value that indicates whether two quaternions are equal.</summary>
      <param name="value1">The first quaternion to compare.</param>
      <param name="value2">The second quaternion to compare.</param>
      <returns>true if the two quaternions are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_Inequality(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Returns a value that indicates whether two quaternions are not equal.</summary>
      <param name="value1">The first quaternion to compare.</param>
      <param name="value2">The second quaternion to compare.</param>
      <returns>true if <paramref name="value1">value1</paramref> and <paramref name="value2">value2</paramref> are not equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_Multiply(System.Numerics.Quaternion,System.Single)">
      <summary>Returns the quaternion that results from scaling all the components of a specified quaternion by a scalar factor.</summary>
      <param name="value1">The source quaternion.</param>
      <param name="value2">The scalar value.</param>
      <returns>The scaled quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_Multiply(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Returns the quaternion that results from multiplying two quaternions together.</summary>
      <param name="value1">The first quaternion.</param>
      <param name="value2">The second quaternion.</param>
      <returns>The product quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_Subtraction(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Subtracts each element in a second quaternion from its corresponding element in a first quaternion.</summary>
      <param name="value1">The first quaternion.</param>
      <param name="value2">The second quaternion.</param>
      <returns>The quaternion containing the values that result from subtracting each element in <paramref name="value2">value2</paramref> from its corresponding element in <paramref name="value1">value1</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.op_UnaryNegation(System.Numerics.Quaternion)">
      <summary>Reverses the sign of each component of the quaternion.</summary>
      <param name="value">The quaternion to negate.</param>
      <returns>The negated quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Slerp(System.Numerics.Quaternion,System.Numerics.Quaternion,System.Single)">
      <summary>Interpolates between two quaternions, using spherical linear interpolation.</summary>
      <param name="quaternion1">The first quaternion.</param>
      <param name="quaternion2">The second quaternion.</param>
      <param name="amount">The relative weight of the second quaternion in the interpolation.</param>
      <returns>The interpolated quaternion.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.Subtract(System.Numerics.Quaternion,System.Numerics.Quaternion)">
      <summary>Subtracts each element in a second quaternion from its corresponding element in a first quaternion.</summary>
      <param name="value1">The first quaternion.</param>
      <param name="value2">The second quaternion.</param>
      <returns>The quaternion containing the values that result from subtracting each element in <paramref name="value2">value2</paramref> from its corresponding element in <paramref name="value1">value1</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Quaternion.ToString">
      <summary>Returns a string that represents this quaternion.</summary>
      <returns>The string representation of this quaternion.</returns>
    </member>
    <member name="F:System.Numerics.Quaternion.W">
      <summary>The rotation component of the quaternion.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Quaternion.X">
      <summary>The X value of the vector component of the quaternion.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Quaternion.Y">
      <summary>The Y value of the vector component of the quaternion.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Quaternion.Z">
      <summary>The Z value of the vector component of the quaternion.</summary>
      <returns></returns>
    </member>
    <member name="T:System.Numerics.Vector`1">
      <summary>Represents a single vector of a specified numeric type that is suitable for low-level optimization of parallel algorithms.</summary>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
    </member>
    <member name="M:System.Numerics.Vector`1.#ctor(`0)">
      <summary>Creates a vector whose components are of a specified type.</summary>
      <param name="value">The numeric type that defines the type of the components in the vector.</param>
    </member>
    <member name="M:System.Numerics.Vector`1.#ctor(`0[])">
      <summary>Creates a vector from a specified array.</summary>
      <param name="values">A numeric array.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="values">values</paramref> is null.</exception>
    </member>
    <member name="M:System.Numerics.Vector`1.#ctor(`0[],System.Int32)">
      <summary>Creates a vector from a specified array starting at a specified index position.</summary>
      <param name="values">A numeric array.</param>
      <param name="index">The starting index position from which to create the vector.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="values">values</paramref> is null.</exception>
      <exception cref="T:System.IndexOutOfRangeException"><paramref name="index">index</paramref> is less than zero.  
 -or-  
 The length of <paramref name="values">values</paramref> minus <paramref name="index">index</paramref> is less than <see cref="System.Numerics.Vector`1.Count"></see>.</exception>
    </member>
    <member name="M:System.Numerics.Vector`1.CopyTo(`0[])">
      <summary>Copies the vector instance to a specified destination array.</summary>
      <param name="destination">The array to receive a copy of the vector values.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="destination">destination</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current vector is greater than the number of elements available in the <paramref name="destination">destination</paramref> array.</exception>
    </member>
    <member name="M:System.Numerics.Vector`1.CopyTo(`0[],System.Int32)">
      <summary>Copies the vector instance to a specified destination array starting at a specified index position.</summary>
      <param name="destination">The array to receive a copy of the vector values.</param>
      <param name="startIndex">The starting index in destination at which to begin the copy operation.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="destination">destination</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current instance is greater than the number of elements available from <paramref name="startIndex">startIndex</paramref> to the end of the <paramref name="destination">destination</paramref> array.</exception>
      <exception cref="T:System.ArgumentOutOfRangeException"><paramref name="index">index</paramref> is less than zero or greater than the last index in <paramref name="destination">destination</paramref>.</exception>
    </member>
    <member name="P:System.Numerics.Vector`1.Count">
      <summary>Returns the number of elements stored in the vector.</summary>
      <returns>The number of elements stored in the vector.</returns>
      <exception cref="T:System.NotSupportedException">Access to the property getter via reflection is not supported.</exception>
    </member>
    <member name="M:System.Numerics.Vector`1.Equals(System.Numerics.Vector{`0})">
      <summary>Returns a value that indicates whether this instance is equal to a specified vector.</summary>
      <param name="other">The vector to compare with this instance.</param>
      <returns>true if the current instance and <paramref name="other">other</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance is equal to a specified object.</summary>
      <param name="obj">The object to compare with this instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. The method returns false if <paramref name="obj">obj</paramref> is null, or if <paramref name="obj">obj</paramref> is a vector of a different type than the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="P:System.Numerics.Vector`1.Item(System.Int32)">
      <summary>Gets the element at a specified index.</summary>
      <param name="index">The index of the element to return.</param>
      <returns>The element at index <paramref name="index">index</paramref>.</returns>
      <exception cref="T:System.IndexOutOfRangeException"><paramref name="index">index</paramref> is less than zero.  
 -or-  
 <paramref name="index">index</paramref> is greater than or equal to <see cref="System.Numerics.Vector`1.Count"></see>.</exception>
    </member>
    <member name="P:System.Numerics.Vector`1.One">
      <summary>Returns a vector containing all ones.</summary>
      <returns>A vector containing all ones.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Addition(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Adds two vectors together.</summary>
      <param name="left">The first vector to add.</param>
      <param name="right">The second vector to add.</param>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_BitwiseAnd(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Returns a new vector by performing a bitwise And operation on each of the elements in two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from the bitwise And of <paramref name="left">left</paramref> and <paramref name="right">right</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_BitwiseOr(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Returns a new vector by performing a bitwise Or operation on each of the elements in two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from the bitwise Or of the elements in <paramref name="left">left</paramref> and <paramref name="right">right</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Division(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Divides the first vector by the second.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from dividing <paramref name="left">left</paramref> by <paramref name="right">right</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Equality(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Returns a value that indicates whether each pair of elements in two specified vectors are equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_ExclusiveOr(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Returns a new vector by performing a bitwise XOr operation on each of the elements in two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from the bitwise XOr of the elements in <paramref name="left">left</paramref> and <paramref name="right">right</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.UInt64}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.UInt64"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.UInt32}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.UInt32"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.UInt16}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.UInt16"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.Single}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.Single"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.SByte}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.SByte"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.Double}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.Double"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.Int32}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.Int32"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.Int16}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.Int16"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.Byte}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.Byte"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Explicit(System.Numerics.Vector{T})~System.Numerics.Vector{System.Int64}">
      <summary>Reinterprets the bits of the specified vector into a vector of type <see cref="T:System.Int64"></see>.</summary>
      <param name="value">The vector to reinterpret.</param>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Inequality(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Returns a value that indicates whether any single pair of elements in the specified vectors is equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if any element pairs in left and right are equal. false if no element pairs are equal.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Multiply(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Multiplies two vectors together.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Multiply(System.Numerics.Vector{`0},`0)">
      <summary>Multiplies a vector by a specified scalar value.</summary>
      <param name="value">The source vector.</param>
      <param name="factor">A scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Multiply(`0,System.Numerics.Vector{`0})">
      <summary>Multiplies a vector by the given scalar.</summary>
      <param name="factor">The scalar value.</param>
      <param name="value">The source vector.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_OnesComplement(System.Numerics.Vector{`0})">
      <summary>Returns a new vector whose elements are obtained by taking the one&amp;#39;s complement of a specified vector&amp;#39;s elements.</summary>
      <param name="value">The source vector.</param>
      <returns>The one&amp;#39;s complement vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_Subtraction(System.Numerics.Vector{`0},System.Numerics.Vector{`0})">
      <summary>Subtracts the second vector from the first.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from subtracting <paramref name="right">right</paramref> from <paramref name="left">left</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.op_UnaryNegation(System.Numerics.Vector{`0})">
      <summary>Negates a given vector.</summary>
      <param name="value">The vector to negate.</param>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.ToString(System.String,System.IFormatProvider)">
      <summary>Returns the string representation of this vector using the specified format string to format individual elements and the specified format provider to define culture-specific formatting.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <param name="formatProvider">A format provider that supplies culture-specific formatting information.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.ToString">
      <summary>Returns the string representation of this vector using default formatting.</summary>
      <returns>The string representation of this vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector`1.ToString(System.String)">
      <summary>Returns the string representation of this vector using the specified format string to format individual elements.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="P:System.Numerics.Vector`1.Zero">
      <summary>Returns a vector containing all zeroes.</summary>
      <returns>A vector containing all zeroes.</returns>
    </member>
    <member name="T:System.Numerics.Vector">
      <summary>Provides a collection of static convenience methods for creating, manipulating, combining, and converting generic vectors.</summary>
    </member>
    <member name="M:System.Numerics.Vector.Abs``1(System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements are the absolute values of the given vector&amp;#39;s elements.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The absolute value vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Add``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose values are the sum of each pair of elements from two given vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AndNot``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector by performing a bitwise And Not operation on each pair of corresponding elements in two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorByte``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of unsigned bytes.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorDouble``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a double-precision floating-point vector.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorInt16``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of 16-bit integers.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorInt32``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of integers.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorInt64``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of long integers.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorSByte``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of signed bytes.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorSingle``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a single-precision floating-point vector.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorUInt16``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of unsigned 16-bit integers.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorUInt32``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of unsigned integers.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.AsVectorUInt64``1(System.Numerics.Vector{``0})">
      <summary>Reinterprets the bits of a specified vector into those of a vector of unsigned long integers.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The reinterpreted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.BitwiseAnd``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector by performing a bitwise And operation on each pair of elements in two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.BitwiseOr``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector by performing a bitwise Or operation on each pair of elements in two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.ConditionalSelect(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Single},System.Numerics.Vector{System.Single})">
      <summary>Creates a new single-precision vector with elements selected between two specified single-precision source vectors based on an integral mask vector.</summary>
      <param name="condition">The integral mask vector used to drive selection.</param>
      <param name="left">The first source vector.</param>
      <param name="right">The second source vector.</param>
      <returns>The new vector with elements selected based on the mask.</returns>
    </member>
    <member name="M:System.Numerics.Vector.ConditionalSelect(System.Numerics.Vector{System.Int64},System.Numerics.Vector{System.Double},System.Numerics.Vector{System.Double})">
      <summary>Creates a new double-precision vector with elements selected between two specified double-precision source vectors based on an integral mask vector.</summary>
      <param name="condition">The integral mask vector used to drive selection.</param>
      <param name="left">The first source vector.</param>
      <param name="right">The second source vector.</param>
      <returns>The new vector with elements selected based on the mask.</returns>
    </member>
    <member name="M:System.Numerics.Vector.ConditionalSelect``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Creates a new vector of a specified type with elements selected between two specified source vectors of the same type based on an integral mask vector.</summary>
      <param name="condition">The integral mask vector used to drive selection.</param>
      <param name="left">The first source vector.</param>
      <param name="right">The second source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The new vector with elements selected based on the mask.</returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToDouble(System.Numerics.Vector{System.Int64})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToDouble(System.Numerics.Vector{System.UInt64})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToInt32(System.Numerics.Vector{System.Single})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToInt64(System.Numerics.Vector{System.Double})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToSingle(System.Numerics.Vector{System.Int32})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToSingle(System.Numerics.Vector{System.UInt32})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToUInt32(System.Numerics.Vector{System.Single})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.ConvertToUInt64(System.Numerics.Vector{System.Double})">
      <param name="value"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Divide``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose values are the result of dividing the first vector&amp;#39;s elements by the corresponding elements in the second vector.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The divided vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Dot``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns the dot product of two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Equals(System.Numerics.Vector{System.Double},System.Numerics.Vector{System.Double})">
      <summary>Returns a new integral vector whose elements signal whether the elements in two specified double-precision vectors are equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Equals(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Int32})">
      <summary>Returns a new integral vector whose elements signal whether the elements in two specified integral vectors are equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Equals(System.Numerics.Vector{System.Int64},System.Numerics.Vector{System.Int64})">
      <summary>Returns a new vector whose elements signal whether the elements in two specified long integer vectors are equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting long integer vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Equals(System.Numerics.Vector{System.Single},System.Numerics.Vector{System.Single})">
      <summary>Returns a new integral vector whose elements signal whether the elements in two specified single-precision vectors are equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Equals``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector of a specified type whose elements signal whether the elements in two specified vectors of the same type are equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.EqualsAll``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether each pair of elements in the given vectors is equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if all elements in <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.EqualsAny``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether any single pair of elements in the given vectors is equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if any element pair in <paramref name="left">left</paramref> and <paramref name="right">right</paramref> is equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThan(System.Numerics.Vector{System.Double},System.Numerics.Vector{System.Double})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one double-precision floating-point vector are greater than their corresponding elements in a second double-precision floating-point vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThan(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Int32})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one integral vector are greater than their corresponding elements in a second integral vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThan(System.Numerics.Vector{System.Int64},System.Numerics.Vector{System.Int64})">
      <summary>Returns a new long integer vector whose elements signal whether the elements in one long integer vector are greater than their corresponding elements in a second long integer vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting long integer vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThan(System.Numerics.Vector{System.Single},System.Numerics.Vector{System.Single})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one single-precision floating-point vector are greater than their corresponding elements in a second single-precision floating-point vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThan``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements signal whether the elements in one vector of a specified type are greater than their corresponding elements in the second vector of the same time.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanAll``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether all elements in the first vector are greater than the corresponding elements in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if all elements in <paramref name="left">left</paramref> are greater than the corresponding elements in <paramref name="right">right</paramref>; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanAny``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether any element in the first vector is greater than the corresponding element in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if any element in <paramref name="left">left</paramref> is greater than the corresponding element in <paramref name="right">right</paramref>; otherwise,  false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanOrEqual(System.Numerics.Vector{System.Single},System.Numerics.Vector{System.Single})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one vector are greater than or equal to their corresponding elements in the single-precision floating-point second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanOrEqual(System.Numerics.Vector{System.Int64},System.Numerics.Vector{System.Int64})">
      <summary>Returns a new long integer vector whose elements signal whether the elements in one long integer vector are greater than or equal to their corresponding elements in the second long integer vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting long integer vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanOrEqual(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Int32})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one integral vector are greater than or equal to their corresponding elements in the second integral vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanOrEqual(System.Numerics.Vector{System.Double},System.Numerics.Vector{System.Double})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one vector are greater than or equal to their corresponding elements in the second double-precision floating-point vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanOrEqual``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements signal whether the elements in one vector of a specified type are greater than or equal to their corresponding elements in the second vector of the same type.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanOrEqualAll``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether all elements in the first vector are greater than or equal to all the corresponding elements in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if all elements in <paramref name="left">left</paramref> are greater than or equal to the corresponding elements in <paramref name="right">right</paramref>; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.GreaterThanOrEqualAny``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether any element in the first vector is greater than or equal to the corresponding element in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if any element in <paramref name="left">left</paramref> is greater than or equal to the corresponding element in <paramref name="right">right</paramref>; otherwise,  false.</returns>
    </member>
    <member name="P:System.Numerics.Vector.IsHardwareAccelerated">
      <summary>Gets a value that indicates whether vector operations are subject to hardware acceleration through JIT intrinsic support.</summary>
      <returns>true if vector operations are subject to hardware acceleration; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThan(System.Numerics.Vector{System.Double},System.Numerics.Vector{System.Double})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one double-precision floating-point vector are less than their corresponding elements in a second double-precision floating-point vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThan(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Int32})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one integral vector are less than their corresponding elements in a second integral vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThan(System.Numerics.Vector{System.Int64},System.Numerics.Vector{System.Int64})">
      <summary>Returns a new long integer vector whose elements signal whether the elements in one long integer vector are less than their corresponding elements in a second long integer vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting long integer vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThan(System.Numerics.Vector{System.Single},System.Numerics.Vector{System.Single})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one single-precision vector are less than their corresponding elements in a second single-precision vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThan``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector of a specified type whose elements signal whether the elements in one vector are less than their corresponding elements in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanAll``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether all of the elements in the first vector are less than their corresponding elements in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if all of the elements in <paramref name="left">left</paramref> are less than the corresponding elements in <paramref name="right">right</paramref>; otherwise,  false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanAny``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether any element in the first vector is less than the corresponding element in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if any element in <paramref name="left">left</paramref> is less than the corresponding element in <paramref name="right">right</paramref>; otherwise,  false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanOrEqual(System.Numerics.Vector{System.Double},System.Numerics.Vector{System.Double})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one double-precision floating-point vector are less than or equal to their corresponding elements in a second double-precision floating-point vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanOrEqual(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Int32})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one integral vector are less than or equal to their corresponding elements in a second integral vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanOrEqual(System.Numerics.Vector{System.Int64},System.Numerics.Vector{System.Int64})">
      <summary>Returns a new long integer vector whose elements signal whether the elements in one long integer vector are less or equal to their corresponding elements in a second long integer vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting long integer vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanOrEqual(System.Numerics.Vector{System.Single},System.Numerics.Vector{System.Single})">
      <summary>Returns a new integral vector whose elements signal whether the elements in one single-precision floating-point vector are less than or equal to their corresponding elements in a second single-precision floating-point vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>The resulting integral vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanOrEqual``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements signal whether the elements in one vector are less than or equal to their corresponding elements in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanOrEqualAll``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether all elements in the first vector are less than or equal to their corresponding elements in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if all of the elements in <paramref name="left">left</paramref> are less than or equal to the corresponding elements in <paramref name="right">right</paramref>; otherwise,  false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.LessThanOrEqualAny``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a value that indicates whether any element in the first vector is less than or equal to the corresponding element in the second vector.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>true if any element in <paramref name="left">left</paramref> is less than or equal to the corresponding element in <paramref name="right">right</paramref>; otherwise,  false.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Max``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements are the maximum of each pair of elements in the two given vectors.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The maximum vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Min``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements are the minimum of each pair of elements in the two given vectors.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The minimum vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Multiply``1(``0,System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose values are a scalar value multiplied by each of the values of a specified vector.</summary>
      <param name="left">The scalar value.</param>
      <param name="right">The vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Multiply``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose values are the product of each pair of elements in two specified vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Multiply``1(System.Numerics.Vector{``0},``0)">
      <summary>Returns a new vector whose values are the values of a specified vector each multiplied by a scalar value.</summary>
      <param name="left">The vector.</param>
      <param name="right">The scalar value.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Narrow(System.Numerics.Vector{System.Double},System.Numerics.Vector{System.Double})">
      <param name="source1"></param>
      <param name="source2"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Narrow(System.Numerics.Vector{System.Int16},System.Numerics.Vector{System.Int16})">
      <param name="source1"></param>
      <param name="source2"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Narrow(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Int32})">
      <param name="source1"></param>
      <param name="source2"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Narrow(System.Numerics.Vector{System.Int64},System.Numerics.Vector{System.Int64})">
      <param name="source1"></param>
      <param name="source2"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Narrow(System.Numerics.Vector{System.UInt16},System.Numerics.Vector{System.UInt16})">
      <param name="source1"></param>
      <param name="source2"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Narrow(System.Numerics.Vector{System.UInt32},System.Numerics.Vector{System.UInt32})">
      <param name="source1"></param>
      <param name="source2"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Narrow(System.Numerics.Vector{System.UInt64},System.Numerics.Vector{System.UInt64})">
      <param name="source1"></param>
      <param name="source2"></param>
      <returns></returns>
    </member>
    <member name="M:System.Numerics.Vector.Negate``1(System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements are the negation of the corresponding element in the specified vector.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.OnesComplement``1(System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements are obtained by taking the one&amp;#39;s complement of a specified vector&amp;#39;s elements.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.SquareRoot``1(System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose elements are the square roots of a specified vector&amp;#39;s elements.</summary>
      <param name="value">The source vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The square root vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Subtract``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector whose values are the difference between the elements in the second vector and their corresponding elements in the first vector.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The difference vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector.Widen(System.Numerics.Vector{System.UInt16},System.Numerics.Vector{System.UInt32}@,System.Numerics.Vector{System.UInt32}@)">
      <param name="source"></param>
      <param name="dest1"></param>
      <param name="dest2"></param>
    </member>
    <member name="M:System.Numerics.Vector.Widen(System.Numerics.Vector{System.Single},System.Numerics.Vector{System.Double}@,System.Numerics.Vector{System.Double}@)">
      <param name="source"></param>
      <param name="dest1"></param>
      <param name="dest2"></param>
    </member>
    <member name="M:System.Numerics.Vector.Widen(System.Numerics.Vector{System.SByte},System.Numerics.Vector{System.Int16}@,System.Numerics.Vector{System.Int16}@)">
      <param name="source"></param>
      <param name="dest1"></param>
      <param name="dest2"></param>
    </member>
    <member name="M:System.Numerics.Vector.Widen(System.Numerics.Vector{System.UInt32},System.Numerics.Vector{System.UInt64}@,System.Numerics.Vector{System.UInt64}@)">
      <param name="source"></param>
      <param name="dest1"></param>
      <param name="dest2"></param>
    </member>
    <member name="M:System.Numerics.Vector.Widen(System.Numerics.Vector{System.Int16},System.Numerics.Vector{System.Int32}@,System.Numerics.Vector{System.Int32}@)">
      <param name="source"></param>
      <param name="dest1"></param>
      <param name="dest2"></param>
    </member>
    <member name="M:System.Numerics.Vector.Widen(System.Numerics.Vector{System.Byte},System.Numerics.Vector{System.UInt16}@,System.Numerics.Vector{System.UInt16}@)">
      <param name="source"></param>
      <param name="dest1"></param>
      <param name="dest2"></param>
    </member>
    <member name="M:System.Numerics.Vector.Widen(System.Numerics.Vector{System.Int32},System.Numerics.Vector{System.Int64}@,System.Numerics.Vector{System.Int64}@)">
      <param name="source"></param>
      <param name="dest1"></param>
      <param name="dest2"></param>
    </member>
    <member name="M:System.Numerics.Vector.Xor``1(System.Numerics.Vector{``0},System.Numerics.Vector{``0})">
      <summary>Returns a new vector by performing a bitwise exclusive Or (XOr) operation on each pair of elements in two vectors.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <typeparam name="T">The vector type. T can be any primitive numeric type.</typeparam>
      <returns>The resulting vector.</returns>
    </member>
    <member name="T:System.Numerics.Vector2">
      <summary>Represents a vector with two single-precision floating-point values.</summary>
    </member>
    <member name="M:System.Numerics.Vector2.#ctor(System.Single)">
      <summary>Creates a new <see cref="T:System.Numerics.Vector2"></see> object whose two elements have the same value.</summary>
      <param name="value">The value to assign to both elements.</param>
    </member>
    <member name="M:System.Numerics.Vector2.#ctor(System.Single,System.Single)">
      <summary>Creates a vector whose elements have the specified values.</summary>
      <param name="x">The value to assign to the <see cref="F:System.Numerics.Vector2.X"></see> field.</param>
      <param name="y">The value to assign to the <see cref="F:System.Numerics.Vector2.Y"></see> field.</param>
    </member>
    <member name="M:System.Numerics.Vector2.Abs(System.Numerics.Vector2)">
      <summary>Returns a vector whose elements are the absolute values of each of the specified vector&amp;#39;s elements.</summary>
      <param name="value">A vector.</param>
      <returns>The absolute value vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Add(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Adds two vectors together.</summary>
      <param name="left">The first vector to add.</param>
      <param name="right">The second vector to add.</param>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Clamp(System.Numerics.Vector2,System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Restricts a vector between a minimum and a maximum value.</summary>
      <param name="value1">The vector to restrict.</param>
      <param name="min">The minimum value.</param>
      <param name="max">The maximum value.</param>
      <returns>The restricted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.CopyTo(System.Single[])">
      <summary>Copies the elements of the vector to a specified array.</summary>
      <param name="array">The destination array.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="array">array</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current instance is greater than in the array.</exception>
      <exception cref="T:System.RankException"><paramref name="array">array</paramref> is multidimensional.</exception>
    </member>
    <member name="M:System.Numerics.Vector2.CopyTo(System.Single[],System.Int32)">
      <summary>Copies the elements of the vector to a specified array starting at a specified index position.</summary>
      <param name="array">The destination array.</param>
      <param name="index">The index at which to copy the first element of the vector.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="array">array</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current instance is greater than in the array.</exception>
      <exception cref="T:System.ArgumentOutOfRangeException"><paramref name="index">index</paramref> is less than zero.  
 -or-  
 <paramref name="index">index</paramref> is greater than or equal to the array length.</exception>
      <exception cref="T:System.RankException"><paramref name="array">array</paramref> is multidimensional.</exception>
    </member>
    <member name="M:System.Numerics.Vector2.Distance(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Computes the Euclidean distance between the two given points.</summary>
      <param name="value1">The first point.</param>
      <param name="value2">The second point.</param>
      <returns>The distance.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.DistanceSquared(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Returns the Euclidean distance squared between two specified points.</summary>
      <param name="value1">The first point.</param>
      <param name="value2">The second point.</param>
      <returns>The distance squared.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Divide(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Divides the first vector by the second.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector resulting from the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Divide(System.Numerics.Vector2,System.Single)">
      <summary>Divides the specified vector by a specified scalar value.</summary>
      <param name="left">The vector.</param>
      <param name="divisor">The scalar value.</param>
      <returns>The vector that results from the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Dot(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Returns the dot product of two vectors.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance and a specified object are equal.</summary>
      <param name="obj">The object to compare with the current instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. If <paramref name="obj">obj</paramref> is null, the method returns false.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Equals(System.Numerics.Vector2)">
      <summary>Returns a value that indicates whether this instance and another vector are equal.</summary>
      <param name="other">The other vector.</param>
      <returns>true if the two vectors are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Length">
      <summary>Returns the length of the vector.</summary>
      <returns>The vector&amp;#39;s length.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.LengthSquared">
      <summary>Returns the length of the vector squared.</summary>
      <returns>The vector&amp;#39;s length squared.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Lerp(System.Numerics.Vector2,System.Numerics.Vector2,System.Single)">
      <summary>Performs a linear interpolation between two vectors based on the given weighting.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <param name="amount">A value between 0 and 1 that indicates the weight of value2.</param>
      <returns>The interpolated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Max(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Returns a vector whose elements are the maximum of each of the pairs of elements in two specified vectors.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <returns>The maximized vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Min(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Returns a vector whose elements are the minimum of each of the pairs of elements in two specified vectors.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <returns>The minimized vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Multiply(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Multiplies two vectors together.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Multiply(System.Numerics.Vector2,System.Single)">
      <summary>Multiplies a vector by a specified scalar.</summary>
      <param name="left">The vector to multiply.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Multiply(System.Single,System.Numerics.Vector2)">
      <summary>Multiplies a scalar value by a specified vector.</summary>
      <param name="left">The scaled value.</param>
      <param name="right">The vector.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Negate(System.Numerics.Vector2)">
      <summary>Negates a specified vector.</summary>
      <param name="value">The vector to negate.</param>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Normalize(System.Numerics.Vector2)">
      <summary>Returns a vector with the same direction as the specified vector, but with a length of one.</summary>
      <param name="value">The vector to normalize.</param>
      <returns>The normalized vector.</returns>
    </member>
    <member name="P:System.Numerics.Vector2.One">
      <summary>Gets a vector whose 2 elements are equal to one.</summary>
      <returns>A vector whose two elements are equal to one (that is, it returns the vector (1,1).</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Addition(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Adds two vectors together.</summary>
      <param name="left">The first vector to add.</param>
      <param name="right">The second vector to add.</param>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Division(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Divides the first vector by the second.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from dividing <paramref name="left">left</paramref> by <paramref name="right">right</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Division(System.Numerics.Vector2,System.Single)">
      <summary>Divides the specified vector by a specified scalar value.</summary>
      <param name="value1">The vector.</param>
      <param name="value2">The scalar value.</param>
      <returns>The result of the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Equality(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Returns a value that indicates whether each pair of elements in two specified vectors is equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Inequality(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Returns a value that indicates whether two specified vectors are not equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are not equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Multiply(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Multiplies two vectors together.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Multiply(System.Numerics.Vector2,System.Single)">
      <summary>Multiples the specified vector by the specified scalar value.</summary>
      <param name="left">The vector.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Multiply(System.Single,System.Numerics.Vector2)">
      <summary>Multiples the scalar value by the specified vector.</summary>
      <param name="left">The vector.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_Subtraction(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Subtracts the second vector from the first.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from subtracting <paramref name="right">right</paramref> from <paramref name="left">left</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.op_UnaryNegation(System.Numerics.Vector2)">
      <summary>Negates the specified vector.</summary>
      <param name="value">The vector to negate.</param>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Reflect(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Returns the reflection of a vector off a surface that has the specified normal.</summary>
      <param name="vector">The source vector.</param>
      <param name="normal">The normal of the surface being reflected off.</param>
      <returns>The reflected vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.SquareRoot(System.Numerics.Vector2)">
      <summary>Returns a vector whose elements are the square root of each of a specified vector&amp;#39;s elements.</summary>
      <param name="value">A vector.</param>
      <returns>The square root vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Subtract(System.Numerics.Vector2,System.Numerics.Vector2)">
      <summary>Subtracts the second vector from the first.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The difference vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.ToString">
      <summary>Returns the string representation of the current instance using default formatting.</summary>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.ToString(System.String)">
      <summary>Returns the string representation of the current instance using the specified format string to format individual elements.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.ToString(System.String,System.IFormatProvider)">
      <summary>Returns the string representation of the current instance using the specified format string to format individual elements and the specified format provider to define culture-specific formatting.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <param name="formatProvider">A format provider that supplies culture-specific formatting information.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Transform(System.Numerics.Vector2,System.Numerics.Matrix3x2)">
      <summary>Transforms a vector by a specified 3x2 matrix.</summary>
      <param name="position">The vector to transform.</param>
      <param name="matrix">The transformation matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Transform(System.Numerics.Vector2,System.Numerics.Matrix4x4)">
      <summary>Transforms a vector by a specified 4x4 matrix.</summary>
      <param name="position">The vector to transform.</param>
      <param name="matrix">The transformation matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.Transform(System.Numerics.Vector2,System.Numerics.Quaternion)">
      <summary>Transforms a vector by the specified Quaternion rotation value.</summary>
      <param name="value">The vector to rotate.</param>
      <param name="rotation">The rotation to apply.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.TransformNormal(System.Numerics.Vector2,System.Numerics.Matrix3x2)">
      <summary>Transforms a vector normal by the given 3x2 matrix.</summary>
      <param name="normal">The source vector.</param>
      <param name="matrix">The matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector2.TransformNormal(System.Numerics.Vector2,System.Numerics.Matrix4x4)">
      <summary>Transforms a vector normal by the given 4x4 matrix.</summary>
      <param name="normal">The source vector.</param>
      <param name="matrix">The matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="P:System.Numerics.Vector2.UnitX">
      <summary>Gets the vector (1,0).</summary>
      <returns>The vector (1,0).</returns>
    </member>
    <member name="P:System.Numerics.Vector2.UnitY">
      <summary>Gets the vector (0,1).</summary>
      <returns>The vector (0,1).</returns>
    </member>
    <member name="F:System.Numerics.Vector2.X">
      <summary>The X component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Vector2.Y">
      <summary>The Y component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="P:System.Numerics.Vector2.Zero">
      <summary>Returns a vector whose 2 elements are equal to zero.</summary>
      <returns>A vector whose two elements are equal to zero (that is, it returns the vector (0,0).</returns>
    </member>
    <member name="T:System.Numerics.Vector3">
      <summary>Represents a vector with three  single-precision floating-point values.</summary>
    </member>
    <member name="M:System.Numerics.Vector3.#ctor(System.Single)">
      <summary>Creates a new <see cref="T:System.Numerics.Vector3"></see> object whose three elements have the same value.</summary>
      <param name="value">The value to assign to all three elements.</param>
    </member>
    <member name="M:System.Numerics.Vector3.#ctor(System.Numerics.Vector2,System.Single)">
      <summary>Creates a   new <see cref="T:System.Numerics.Vector3"></see> object from the specified <see cref="T:System.Numerics.Vector2"></see> object and the specified value.</summary>
      <param name="value">The vector with two elements.</param>
      <param name="z">The additional value to assign to the <see cref="F:System.Numerics.Vector3.Z"></see> field.</param>
    </member>
    <member name="M:System.Numerics.Vector3.#ctor(System.Single,System.Single,System.Single)">
      <summary>Creates a vector whose elements have the specified values.</summary>
      <param name="x">The value to assign to the <see cref="F:System.Numerics.Vector3.X"></see> field.</param>
      <param name="y">The value to assign to the <see cref="F:System.Numerics.Vector3.Y"></see> field.</param>
      <param name="z">The value to assign to the <see cref="F:System.Numerics.Vector3.Z"></see> field.</param>
    </member>
    <member name="M:System.Numerics.Vector3.Abs(System.Numerics.Vector3)">
      <summary>Returns a vector whose elements are the absolute values of each of the specified vector&amp;#39;s elements.</summary>
      <param name="value">A vector.</param>
      <returns>The absolute value vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Add(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Adds two vectors together.</summary>
      <param name="left">The first vector to add.</param>
      <param name="right">The second vector to add.</param>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Clamp(System.Numerics.Vector3,System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Restricts a vector between a minimum and a maximum value.</summary>
      <param name="value1">The vector to restrict.</param>
      <param name="min">The minimum value.</param>
      <param name="max">The maximum value.</param>
      <returns>The restricted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.CopyTo(System.Single[])">
      <summary>Copies the elements of the vector to a specified array.</summary>
      <param name="array">The destination array.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="array">array</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current instance is greater than in the array.</exception>
      <exception cref="T:System.RankException"><paramref name="array">array</paramref> is multidimensional.</exception>
    </member>
    <member name="M:System.Numerics.Vector3.CopyTo(System.Single[],System.Int32)">
      <summary>Copies the elements of the vector to a specified array starting at a specified index position.</summary>
      <param name="array">The destination array.</param>
      <param name="index">The index at which to copy the first element of the vector.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="array">array</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current instance is greater than in the array.</exception>
      <exception cref="T:System.ArgumentOutOfRangeException"><paramref name="index">index</paramref> is less than zero.  
 -or-  
 <paramref name="index">index</paramref> is greater than or equal to the array length.</exception>
      <exception cref="T:System.RankException"><paramref name="array">array</paramref> is multidimensional.</exception>
    </member>
    <member name="M:System.Numerics.Vector3.Cross(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Computes the cross product of two vectors.</summary>
      <param name="vector1">The first vector.</param>
      <param name="vector2">The second vector.</param>
      <returns>The cross product.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Distance(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Computes the Euclidean distance between the two given points.</summary>
      <param name="value1">The first point.</param>
      <param name="value2">The second point.</param>
      <returns>The distance.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.DistanceSquared(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Returns the Euclidean distance squared between two specified points.</summary>
      <param name="value1">The first point.</param>
      <param name="value2">The second point.</param>
      <returns>The distance squared.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Divide(System.Numerics.Vector3,System.Single)">
      <summary>Divides the specified vector by a specified scalar value.</summary>
      <param name="left">The vector.</param>
      <param name="divisor">The scalar value.</param>
      <returns>The vector that results from the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Divide(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Divides the first vector by the second.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector resulting from the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Dot(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Returns the dot product of two vectors.</summary>
      <param name="vector1">The first vector.</param>
      <param name="vector2">The second vector.</param>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Equals(System.Numerics.Vector3)">
      <summary>Returns a value that indicates whether this instance and another vector are equal.</summary>
      <param name="other">The other vector.</param>
      <returns>true if the two vectors are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance and a specified object are equal.</summary>
      <param name="obj">The object to compare with the current instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. If <paramref name="obj">obj</paramref> is null, the method returns false.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Length">
      <summary>Returns the length of this vector object.</summary>
      <returns>The vector&amp;#39;s length.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.LengthSquared">
      <summary>Returns the length of the vector squared.</summary>
      <returns>The vector&amp;#39;s length squared.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Lerp(System.Numerics.Vector3,System.Numerics.Vector3,System.Single)">
      <summary>Performs a linear interpolation between two vectors based on the given weighting.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <param name="amount">A value between 0 and 1 that indicates the weight of value2.</param>
      <returns>The interpolated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Max(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Returns a vector whose elements are the maximum of each of the pairs of elements in two specified vectors.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <returns>The maximized vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Min(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Returns a vector whose elements are the minimum of each of the pairs of elements in two specified vectors.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <returns>The minimized vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Multiply(System.Single,System.Numerics.Vector3)">
      <summary>Multiplies a scalar value by a specified vector.</summary>
      <param name="left">The scaled value.</param>
      <param name="right">The vector.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Multiply(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Multiplies two vectors together.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Multiply(System.Numerics.Vector3,System.Single)">
      <summary>Multiplies a vector by a specified scalar.</summary>
      <param name="left">The vector to multiply.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Negate(System.Numerics.Vector3)">
      <summary>Negates a specified vector.</summary>
      <param name="value">The vector to negate.</param>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Normalize(System.Numerics.Vector3)">
      <summary>Returns a vector with the same direction as the specified vector, but with a length of one.</summary>
      <param name="value">The vector to normalize.</param>
      <returns>The normalized vector.</returns>
    </member>
    <member name="P:System.Numerics.Vector3.One">
      <summary>Gets a vector whose 3 elements are equal to one.</summary>
      <returns>A vector whose three elements are equal to one (that is, it returns the vector (1,1,1).</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Addition(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Adds two vectors together.</summary>
      <param name="left">The first vector to add.</param>
      <param name="right">The second vector to add.</param>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Division(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Divides the first vector by the second.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from dividing <paramref name="left">left</paramref> by <paramref name="right">right</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Division(System.Numerics.Vector3,System.Single)">
      <summary>Divides the specified vector by a specified scalar value.</summary>
      <param name="value1">The vector.</param>
      <param name="value2">The scalar value.</param>
      <returns>The result of the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Equality(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Returns a value that indicates whether each pair of elements in two specified vectors is equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Inequality(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Returns a value that indicates whether two specified vectors are not equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are not equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Multiply(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Multiplies two vectors together.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Multiply(System.Numerics.Vector3,System.Single)">
      <summary>Multiples the specified vector by the specified scalar value.</summary>
      <param name="left">The vector.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Multiply(System.Single,System.Numerics.Vector3)">
      <summary>Multiples the scalar value by the specified vector.</summary>
      <param name="left">The vector.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_Subtraction(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Subtracts the second vector from the first.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from subtracting <paramref name="right">right</paramref> from <paramref name="left">left</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.op_UnaryNegation(System.Numerics.Vector3)">
      <summary>Negates the specified vector.</summary>
      <param name="value">The vector to negate.</param>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Reflect(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Returns the reflection of a vector off a surface that has the specified normal.</summary>
      <param name="vector">The source vector.</param>
      <param name="normal">The normal of the surface being reflected off.</param>
      <returns>The reflected vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.SquareRoot(System.Numerics.Vector3)">
      <summary>Returns a vector whose elements are the square root of each of a specified vector&amp;#39;s elements.</summary>
      <param name="value">A vector.</param>
      <returns>The square root vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Subtract(System.Numerics.Vector3,System.Numerics.Vector3)">
      <summary>Subtracts the second vector from the first.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The difference vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.ToString">
      <summary>Returns the string representation of the current instance using default formatting.</summary>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.ToString(System.String)">
      <summary>Returns the string representation of the current instance using the specified format string to format individual elements.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.ToString(System.String,System.IFormatProvider)">
      <summary>Returns the string representation of the current instance using the specified format string to format individual elements and the specified format provider to define culture-specific formatting.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <param name="formatProvider">A format provider that supplies culture-specific formatting information.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Transform(System.Numerics.Vector3,System.Numerics.Matrix4x4)">
      <summary>Transforms a vector by a specified 4x4 matrix.</summary>
      <param name="position">The vector to transform.</param>
      <param name="matrix">The transformation matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.Transform(System.Numerics.Vector3,System.Numerics.Quaternion)">
      <summary>Transforms a vector by the specified Quaternion rotation value.</summary>
      <param name="value">The vector to rotate.</param>
      <param name="rotation">The rotation to apply.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector3.TransformNormal(System.Numerics.Vector3,System.Numerics.Matrix4x4)">
      <summary>Transforms a vector normal by the given 4x4 matrix.</summary>
      <param name="normal">The source vector.</param>
      <param name="matrix">The matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="P:System.Numerics.Vector3.UnitX">
      <summary>Gets the vector (1,0,0).</summary>
      <returns>The vector (1,0,0).</returns>
    </member>
    <member name="P:System.Numerics.Vector3.UnitY">
      <summary>Gets the vector (0,1,0).</summary>
      <returns>The vector (0,1,0)..</returns>
    </member>
    <member name="P:System.Numerics.Vector3.UnitZ">
      <summary>Gets the vector (0,0,1).</summary>
      <returns>The vector (0,0,1).</returns>
    </member>
    <member name="F:System.Numerics.Vector3.X">
      <summary>The X component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Vector3.Y">
      <summary>The Y component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Vector3.Z">
      <summary>The Z component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="P:System.Numerics.Vector3.Zero">
      <summary>Gets a vector whose 3 elements are equal to zero.</summary>
      <returns>A vector whose three elements are equal to zero (that is, it returns the vector (0,0,0).</returns>
    </member>
    <member name="T:System.Numerics.Vector4">
      <summary>Represents a vector with four single-precision floating-point values.</summary>
    </member>
    <member name="M:System.Numerics.Vector4.#ctor(System.Single)">
      <summary>Creates a new <see cref="T:System.Numerics.Vector4"></see> object whose four elements have the same value.</summary>
      <param name="value">The value to assign to all four elements.</param>
    </member>
    <member name="M:System.Numerics.Vector4.#ctor(System.Numerics.Vector3,System.Single)">
      <summary>Constructs a new <see cref="T:System.Numerics.Vector4"></see> object from the specified <see cref="T:System.Numerics.Vector3"></see> object and a W component.</summary>
      <param name="value">The vector to use for the X, Y, and Z components.</param>
      <param name="w">The W component.</param>
    </member>
    <member name="M:System.Numerics.Vector4.#ctor(System.Numerics.Vector2,System.Single,System.Single)">
      <summary>Creates a   new <see cref="T:System.Numerics.Vector4"></see> object from the specified <see cref="T:System.Numerics.Vector2"></see> object and a Z and a W component.</summary>
      <param name="value">The vector to use for the X and Y components.</param>
      <param name="z">The Z component.</param>
      <param name="w">The W component.</param>
    </member>
    <member name="M:System.Numerics.Vector4.#ctor(System.Single,System.Single,System.Single,System.Single)">
      <summary>Creates a vector whose elements have the specified values.</summary>
      <param name="x">The value to assign to the <see cref="F:System.Numerics.Vector4.X"></see> field.</param>
      <param name="y">The value to assign to the <see cref="F:System.Numerics.Vector4.Y"></see> field.</param>
      <param name="z">The value to assign to the <see cref="F:System.Numerics.Vector4.Z"></see> field.</param>
      <param name="w">The value to assign to the <see cref="F:System.Numerics.Vector4.W"></see> field.</param>
    </member>
    <member name="M:System.Numerics.Vector4.Abs(System.Numerics.Vector4)">
      <summary>Returns a vector whose elements are the absolute values of each of the specified vector&amp;#39;s elements.</summary>
      <param name="value">A vector.</param>
      <returns>The absolute value vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Add(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Adds two vectors together.</summary>
      <param name="left">The first vector to add.</param>
      <param name="right">The second vector to add.</param>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Clamp(System.Numerics.Vector4,System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Restricts a vector between a minimum and a maximum value.</summary>
      <param name="value1">The vector to restrict.</param>
      <param name="min">The minimum value.</param>
      <param name="max">The maximum value.</param>
      <returns>The restricted vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.CopyTo(System.Single[])">
      <summary>Copies the elements of the vector to a specified array.</summary>
      <param name="array">The destination array.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="array">array</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current instance is greater than in the array.</exception>
      <exception cref="T:System.RankException"><paramref name="array">array</paramref> is multidimensional.</exception>
    </member>
    <member name="M:System.Numerics.Vector4.CopyTo(System.Single[],System.Int32)">
      <summary>Copies the elements of the vector to a specified array starting at a specified index position.</summary>
      <param name="array">The destination array.</param>
      <param name="index">The index at which to copy the first element of the vector.</param>
      <exception cref="T:System.ArgumentNullException"><paramref name="array">array</paramref> is null.</exception>
      <exception cref="T:System.ArgumentException">The number of elements in the current instance is greater than in the array.</exception>
      <exception cref="T:System.ArgumentOutOfRangeException"><paramref name="index">index</paramref> is less than zero.  
 -or-  
 <paramref name="index">index</paramref> is greater than or equal to the array length.</exception>
      <exception cref="T:System.RankException"><paramref name="array">array</paramref> is multidimensional.</exception>
    </member>
    <member name="M:System.Numerics.Vector4.Distance(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Computes the Euclidean distance between the two given points.</summary>
      <param name="value1">The first point.</param>
      <param name="value2">The second point.</param>
      <returns>The distance.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.DistanceSquared(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Returns the Euclidean distance squared between two specified points.</summary>
      <param name="value1">The first point.</param>
      <param name="value2">The second point.</param>
      <returns>The distance squared.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Divide(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Divides the first vector by the second.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector resulting from the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Divide(System.Numerics.Vector4,System.Single)">
      <summary>Divides the specified vector by a specified scalar value.</summary>
      <param name="left">The vector.</param>
      <param name="divisor">The scalar value.</param>
      <returns>The vector that results from the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Dot(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Returns the dot product of two vectors.</summary>
      <param name="vector1">The first vector.</param>
      <param name="vector2">The second vector.</param>
      <returns>The dot product.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Equals(System.Numerics.Vector4)">
      <summary>Returns a value that indicates whether this instance and another vector are equal.</summary>
      <param name="other">The other vector.</param>
      <returns>true if the two vectors are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Equals(System.Object)">
      <summary>Returns a value that indicates whether this instance and a specified object are equal.</summary>
      <param name="obj">The object to compare with the current instance.</param>
      <returns>true if the current instance and <paramref name="obj">obj</paramref> are equal; otherwise, false. If <paramref name="obj">obj</paramref> is null, the method returns false.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.GetHashCode">
      <summary>Returns the hash code for this instance.</summary>
      <returns>The hash code.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Length">
      <summary>Returns the length of this vector object.</summary>
      <returns>The vector&amp;#39;s length.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.LengthSquared">
      <summary>Returns the length of the vector squared.</summary>
      <returns>The vector&amp;#39;s length squared.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Lerp(System.Numerics.Vector4,System.Numerics.Vector4,System.Single)">
      <summary>Performs a linear interpolation between two vectors based on the given weighting.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <param name="amount">A value between 0 and 1 that indicates the weight of value2.</param>
      <returns>The interpolated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Max(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Returns a vector whose elements are the maximum of each of the pairs of elements in two specified vectors.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <returns>The maximized vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Min(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Returns a vector whose elements are the minimum of each of the pairs of elements in two specified vectors.</summary>
      <param name="value1">The first vector.</param>
      <param name="value2">The second vector.</param>
      <returns>The minimized vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Multiply(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Multiplies two vectors together.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Multiply(System.Numerics.Vector4,System.Single)">
      <summary>Multiplies a vector by a specified scalar.</summary>
      <param name="left">The vector to multiply.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Multiply(System.Single,System.Numerics.Vector4)">
      <summary>Multiplies a scalar value by a specified vector.</summary>
      <param name="left">The scaled value.</param>
      <param name="right">The vector.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Negate(System.Numerics.Vector4)">
      <summary>Negates a specified vector.</summary>
      <param name="value">The vector to negate.</param>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Normalize(System.Numerics.Vector4)">
      <summary>Returns a vector with the same direction as the specified vector, but with a length of one.</summary>
      <param name="vector">The vector to normalize.</param>
      <returns>The normalized vector.</returns>
    </member>
    <member name="P:System.Numerics.Vector4.One">
      <summary>Gets a vector whose 4 elements are equal to one.</summary>
      <returns>Returns <see cref="System.Numerics.Vector4"></see>.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Addition(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Adds two vectors together.</summary>
      <param name="left">The first vector to add.</param>
      <param name="right">The second vector to add.</param>
      <returns>The summed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Division(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Divides the first vector by the second.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from dividing <paramref name="left">left</paramref> by <paramref name="right">right</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Division(System.Numerics.Vector4,System.Single)">
      <summary>Divides the specified vector by a specified scalar value.</summary>
      <param name="value1">The vector.</param>
      <param name="value2">The scalar value.</param>
      <returns>The result of the division.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Equality(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Returns a value that indicates whether each pair of elements in two specified vectors is equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Inequality(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Returns a value that indicates whether two specified vectors are not equal.</summary>
      <param name="left">The first vector to compare.</param>
      <param name="right">The second vector to compare.</param>
      <returns>true if <paramref name="left">left</paramref> and <paramref name="right">right</paramref> are not equal; otherwise, false.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Multiply(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Multiplies two vectors together.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The product vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Multiply(System.Numerics.Vector4,System.Single)">
      <summary>Multiples the specified vector by the specified scalar value.</summary>
      <param name="left">The vector.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Multiply(System.Single,System.Numerics.Vector4)">
      <summary>Multiples the scalar value by the specified vector.</summary>
      <param name="left">The vector.</param>
      <param name="right">The scalar value.</param>
      <returns>The scaled vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_Subtraction(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Subtracts the second vector from the first.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The vector that results from subtracting <paramref name="right">right</paramref> from <paramref name="left">left</paramref>.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.op_UnaryNegation(System.Numerics.Vector4)">
      <summary>Negates the specified vector.</summary>
      <param name="value">The vector to negate.</param>
      <returns>The negated vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.SquareRoot(System.Numerics.Vector4)">
      <summary>Returns a vector whose elements are the square root of each of a specified vector&amp;#39;s elements.</summary>
      <param name="value">A vector.</param>
      <returns>The square root vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Subtract(System.Numerics.Vector4,System.Numerics.Vector4)">
      <summary>Subtracts the second vector from the first.</summary>
      <param name="left">The first vector.</param>
      <param name="right">The second vector.</param>
      <returns>The difference vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.ToString">
      <summary>Returns the string representation of the current instance using default formatting.</summary>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.ToString(System.String)">
      <summary>Returns the string representation of the current instance using the specified format string to format individual elements.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.ToString(System.String,System.IFormatProvider)">
      <summary>Returns the string representation of the current instance using the specified format string to format individual elements and the specified format provider to define culture-specific formatting.</summary>
      <param name="format">A  or  that defines the format of individual elements.</param>
      <param name="formatProvider">A format provider that supplies culture-specific formatting information.</param>
      <returns>The string representation of the current instance.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Transform(System.Numerics.Vector4,System.Numerics.Quaternion)">
      <summary>Transforms a four-dimensional vector by the specified Quaternion rotation value.</summary>
      <param name="value">The vector to rotate.</param>
      <param name="rotation">The rotation to apply.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Transform(System.Numerics.Vector4,System.Numerics.Matrix4x4)">
      <summary>Transforms a four-dimensional vector by a specified 4x4 matrix.</summary>
      <param name="vector">The vector to transform.</param>
      <param name="matrix">The transformation matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Transform(System.Numerics.Vector3,System.Numerics.Quaternion)">
      <summary>Transforms a three-dimensional vector by the specified Quaternion rotation value.</summary>
      <param name="value">The vector to rotate.</param>
      <param name="rotation">The rotation to apply.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Transform(System.Numerics.Vector2,System.Numerics.Matrix4x4)">
      <summary>Transforms a two-dimensional vector by a specified 4x4 matrix.</summary>
      <param name="position">The vector to transform.</param>
      <param name="matrix">The transformation matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Transform(System.Numerics.Vector2,System.Numerics.Quaternion)">
      <summary>Transforms a two-dimensional vector by the specified Quaternion rotation value.</summary>
      <param name="value">The vector to rotate.</param>
      <param name="rotation">The rotation to apply.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="M:System.Numerics.Vector4.Transform(System.Numerics.Vector3,System.Numerics.Matrix4x4)">
      <summary>Transforms a three-dimensional vector by a specified 4x4 matrix.</summary>
      <param name="position">The vector to transform.</param>
      <param name="matrix">The transformation matrix.</param>
      <returns>The transformed vector.</returns>
    </member>
    <member name="P:System.Numerics.Vector4.UnitW">
      <summary>Gets the vector (0,0,0,1).</summary>
      <returns>The vector (0,0,0,1).</returns>
    </member>
    <member name="P:System.Numerics.Vector4.UnitX">
      <summary>Gets the vector (1,0,0,0).</summary>
      <returns>The vector (1,0,0,0).</returns>
    </member>
    <member name="P:System.Numerics.Vector4.UnitY">
      <summary>Gets the vector (0,1,0,0).</summary>
      <returns>The vector (0,1,0,0)..</returns>
    </member>
    <member name="P:System.Numerics.Vector4.UnitZ">
      <summary>Gets a vector whose 4 elements are equal to zero.</summary>
      <returns>The vector (0,0,1,0).</returns>
    </member>
    <member name="F:System.Numerics.Vector4.W">
      <summary>The W component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Vector4.X">
      <summary>The X component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Vector4.Y">
      <summary>The Y component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="F:System.Numerics.Vector4.Z">
      <summary>The Z component of the vector.</summary>
      <returns></returns>
    </member>
    <member name="P:System.Numerics.Vector4.Zero">
      <summary>Gets a vector whose 4 elements are equal to zero.</summary>
      <returns>A vector whose four elements are equal to zero (that is, it returns the vector (0,0,0,0).</returns>
    </member>
  </members>
</doc>

Youez - 2016 - github.com/yon3zu
LinuXploit