�����JFIF���H�H����pExif��MM�*����
���������������������������������������(�������1��������2���������i�������Ј%�����������Google��Pixel 5����H������H���HDR+ 1.0.540104767zd��2023:09:02 21:09:59��+��������ڂ��������"��������'�������������0232������������������������������������"��������
�����*�������2��
�����:��
�����B�������J�������R��������� ��������
������Z������143�������143�������143�������0100�����������������������U�������������������������������������������������b��������������������������� ���������
����������������� ����!��j�3��������4����"��������������������!�������d2023:09:02 21:09:59�2023:09:02 21:09:59�+02:00��+02:00��+02:00�����l������O���2���m���2����������O���2������}�������2�������851a4e7f473020b60000000000000000��Google��Pixel 5 back camera 4.38mm f/1.73�� �������������N����������(�����E����������@����������������X�����M����������
�������2������7���������d���������6���������d��G���
����������http://ns.adobe.com/xap/1.0/� <x:xmpmeta xmlns:x="adobe:ns:meta/" x:xmptk="XMP Core 6.0.0"> <rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"> <rdf:Description rdf:about="" xmlns:GCamera="http://ns.google.com/photos/1.0/camera/" xmlns:xmp="http://ns.adobe.com/xap/1.0/" xmlns:photoshop="http://ns.adobe.com/photoshop/1.0/" xmlns:exif="http://ns.adobe.com/exif/1.0/" xmlns:Container="http://ns.google.com/photos/1.0/container/" xmlns:Item="http://ns.google.com/photos/1.0/container/item/" xmlns:xmpNote="http://ns.adobe.com/xmp/note/" GCamera:MotionPhotoVersion="1" GCamera:shot_log_data="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" GCamera:MotionPhoto="1" GCamera:MotionPhotoPresentationTimestampUs="1093407" xmp:CreatorTool="HDR+ 1.0.540104767zd" xmp:ModifyDate="2023-09-02T21:09:59.143" xmp:CreateDate="2023-09-02T21:09:59.143" photoshop:DateCreated="2023-09-02T21:09:59.143" exif:CompositeImage="3" xmpNote:HasExtendedXMP="1B09D2244C2109BD3B8E4B6BDFE96D41"> Container:Directory rdf:Seq <rdf:li rdf:parseType="Resource"> <Container:Item Item:Mime="image/jpeg" Item:Semantic="Primary" Item:Padding="0" Item:Length="0"/> </rdf:li> <rdf:li rdf:parseType="Resource"> <Container:Item Item:Mime="video/mp4" Item:Semantic="MotionPhoto" Item:Padding="0" Item:Length="4904297"/> </rdf:li> </rdf:Seq> </Container:Directory> </rdf:Description> </rdf:RDF> </x:xmpmeta> ����5http://ns.adobe.com/xmp/extension/�1B09D2244C2109BD3B8E4B6BDFE96D41�o����<x:xmpmeta xmlns:x="adobe:ns:meta/" x:xmptk="XMP Core 6.0.0"> <rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"> <rdf:Description rdf:about="" xmlns:GCamera="http://ns.google.com/photos/1.0/camera/" GCamera:hdrp_makernote="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���http://ns.adobe.com/xmp/extension/�1B09D2244C2109BD3B8E4B6BDFE96D41�o����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"/> </rdf:RDF> </x:xmpmeta> ����xPhotoshop 3.0�8BIM�����?Z�%G���?�210959>�202309027�20230902<�210959�8BIM%�����}���������Q���U�"��������������
�������}�!1AQa"q2���#B��R��$3br�
%&'()*456789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz�����������������������������������������������������������������������������������
������w�!1AQaq"2�B���� #3R�br�
$4�%�&'()56789:CDEFGHIJSTUVWXYZcdefghijstuvwxyz���������������������������������������������������������������������������C� 0 " %* %%%&%+%%0++100-*.@:::4%8?05@;39-���C
+ )-=2*-1-3)=5%7.752.6%!7)10B8?62/6781&3851811.&/0%9����(�����?��a�U%���QOy \�Q�қ��֢j�hSZ�HE0+�y!J��as��l�
ԁ�k��n<�����_�&k{�d5Bi%��G1�KDٌ[}�4B��Ozr�M�L 2CM2T2IM�a]���D��)���d��S�
�=�+XB�s��d�.nCww���4�ke"if�9d�cQ�3Z(�qdz���/M�V��9���B��i�Wh L�!j㉦�M&�S�"��i�i �Pi)!1٤4�MEf����p��!��E�(4
H��R���v("� ���B�R��Q�Hh4��������a@���m֮�
��T�c �ZZJd�)(���)���A@ K�����q�R���R#b�I@ "����h>.�ʒ�4�<U�9�0�W�����q��:栎�F3Y[��DO����4�(5�ǪR�*��hȵVE�e��-9�0И��Zvh�0cs�8=��hd+�aV,��\u�� [C�W:KX���[�F�L��i|���E;ϩ%ľe��Z��5������T����^Y���"a9�..�ƹ�-��=�=꜒V�&D�MU���f�Y�V�!�B��jA=L���5WB+1�������څ!Y��-�ղ-��Jb��IfM;�&��J�Jw�ҋ�+K�I�2��G�kP�L+I��0(6B�Lt�}i�v���ҷ%�T?jw��Fa5���!Bb��c"�V���{�OiN�c2��״5Êw�E(Z]����K� 1�) -����P �QL�(�4����x��9)��8�R����BQM�iq�(�H�Q֓�F�S����i)M��
ZBhqH 4��iFi(����QԐ��hҀU�Q�U�+t�Q��@�a+&�t#����.)@�k�=b��T�+T�T�V�E#6E��Y�UrQDf�jCHEP��1N"�Db� XK�j��9�Rh������N�M/ھ��sn�P�ށ�k{���MqZB�VcR�vk�k>yj���^�"���9���=��V��v8�v!�5mI�V#��h��:P�40�TB*x�)����)XD};Q���hHc�g���M)�z�h�F8�2�U�z,AsJ�i1��kSsO�)E�N�AJ����@�)�� &(�f��� 4�3Mn�I�]��P�a]���a� -���b���K�{�VLRb���$�B�T�jGJf)� R�PR�
v3LA�\QI@2J�����θ�Te5v��)���SI�bF)i�M�Zn)٤"���&��� !�"��RPb��M�AO���S�P3Rڴ�Zϵ�Ⱉ�H�\�Fj�b��$�0{�GA���AS���Z������ R���#TE3P�gJ�]��厩H��Z�M��j"�\�H�RS��4�a!���ͼ
�M+��#)��ehT��JGҁ��;MD&�
Q��<�Q��-�H4� !�A���A�1J���K�@��L�1RzM��f*وw�5�v��V4ڑ�����x��Vv��W��<�QRȂ��#��)���)�ҵ�j^i�T -ǥW�
��1�Ug\Ӹ�fLS h� T�*�&Bi3JE!����x�&*)�TƠ��3� PsW�j�U"�i)qI�bi ������\f� HhP!i�N&������Z�)���M
|g�e>�F��i�8��A�V�B��vQ&AW!=*�
�k#����qC�8�Q1�c���V����A*�l´��C.%\SJT���QU���[����p*��)Xe��2d�&�
\��,��Wdb�9e+�m��֜6�3ȫH|�`
c1<��#�f�e�J���Lb��"�>���3�!Q���`!T��ԋ�LR��8&)�����S����1G�4ݵ6(b#�}Hͣ�H���QՔ}i�0�1������Bs �*��$����>Q'���KɮJ_�d5�%����ϰ\�q�N�GQ\o�%��Tg���S�atv����
�Wď�T��F��K���l�z\��W0�'���Fx��iY��X���TVF��w��P���-�EH���l��Uv�����5���)��ң�S��
@0S^���)��)��r{Pc�4��ښ5.�HR��G�*b`�cMٚ.d��fZؒ?�T�
���S�9���\B�{�Sf���H�T�չ��F�T��i)��T!��R�Bi���iM�6�(4�i�R�J� ���B)�Ma@M>.�*H�(6mGJՄV]�kA\�;蓠�4
z�͛�����J���*��Q�QC3LcN�G!�W�j�5��ў�L'b�c��ԯ��(A�9I$&��Y�ۙ [��̜�ִD!Nծ��#�Sl���c�S����S�Q7d�<�CR0��;�=���� ǽY$� ��3L
�?ZRrp*Y n�{
X��4�4MGO�����u�?y�Ґi����C<꜓��\����5�Ms����}�?��PbrG�]���;�=��v�ń�TƹPI�NX��UȺ��CV��s��X�U n���j@je��,����S�2{U����W}ʗ.�*O����je�oCZ[�S��/�ɽ
1��qZ���Ux����������cQ�$N�a�e=E-YJ���ȩ��ꦕoWޖ������r�f�4�J�
qCDr2�w��pj�> ��bIS��B�ގRY�C�F㊙&
�\E�k��R�d���d/Ҟ�;��+-/y�:�����,K$9�j ##ҧ��ߕ1�֩1�3V"�H�9��4�wF��QH��)wҙ,�ÚV�1��ʠ�Nh��ZV�!�O�Go֙��p#����Mf�+y�G&�Km���4��fZ�֕�8�Y�N�6j�Ƭ�U�U��3I@�Uh�4�h���.)(�0�Jq�&��ZJZ&)�I��JLPh�� �#SAրFŠ�Z��+.�t�d�\���J�2�B��Y������j\P�\CM4��S1H��+���\α� D>Ċ��┒#�5M��$T~�_�)�9a�ֱ�y��WL!c�S�]@�F�J#Q�ҫg��$z����?֟��S���F�iL��) Ǟ�+
��$S�_Z��U
GU��r�֝�]��S���5��,=��WW�SK��m�s\�ɸ�M\i��.]��SĒK�N��XSH�ԟƅROjRݍid�E��p�VV�ڵm����m�q�ist5T����'��m�� �X��`1�4�ڜj��aSr�[#./֭ť�p5Q��ʠ{���rE��+���)��pq֑��W5.�[9bj�����K#��!Q��=Es�k>��v}(Q����;����3�����������B�F��hz\����R�:�M��SP������;ԉ�Zz�D���T/j��դԽMH.�v�2lf���A���S���5n�V{�s"\Qf
Vƞ��7��f�m<Dь2�"��MI�^���e��x��&��Ř�4٢'�
T��J�YS�����C�����ȷ#,��'�Jͮ�M���Oƣa�Ŷ��2kJ9�w���7_�5��E��_'�4��!攭�r(D���g��cFGz����5A�*ɐ��A"�d�"�o��k�c�՛} �!3��Z��Ծ�� �&lJZ`���E�%&)qL��
}4��CM�8�F�A�AJ) �K�Z`7��Ni���ֽj#R�u��g�V�t�g�V��4��E�T���T�+6t�����M&�I^1�إ�]�1�)�ڜU�B������%�qU, ۂEI����?Z�hB��+�0H唛e��𥘃���Oz��b�����tZ�M��4�.?Drm�¦�dԱ��3��ҝ$[@���0��?Jy1�p)���[F]��=����ψ^��'����QlM���ň��<�z
�.�f��I��2MY��g�[Y I�!�w�M8b���=�]%���R���4���9�-'��o�h'�`t�V��4����q��ֹ=WIJNH/��6���%c������;z-e^x���W>�k���W$��\��3�E�z��,j0(�v����4�SsN Jư��.�r�'�M2ѩ���vSYj?0�ijz�*�聍85Dƛ�,ss�7R�V��Ѣ��ai]ED�u+
����[#�,WEh�)T��$�����A��a2R.GJB�}Q�,�⡖�7J��i��8�QklRi�Md�r8��v���/�+m�W��w�u�����n��bKGҥ�S+�
R]��:k�%!�G�ʧ��Z�c�֥.����o|�Y+�ՈmZ.EOm���)�8��t�qM�NY���m� + +C�ݪy��Frh�Fi�qV�MFR������$Lv���hL��W�ǹ5�v�k2�<բ��WLTY� p��h� �4��(=(���m!��HEPh����٦����G�!V�S�L�d9����W�ҵW4�F��r
��1�E���c���h� �z��� �ڼe��7b���yK�z����r��&���noַ"�s�Mu�9�;��g��,P����G��:֤��w�
���84� ��M�R�@�=@�P�8�)�j�`.3Q7J��[�Y����Q�pY����S�T|G�E�ܑ�9=����^wurdbI$�����/�&�:��%��p;�T���x���X�;���Oр u����N���DdYi��,t2q��-4ȭ�^fU����E���P8���z�����ך��N8f��\���%��@{'j����'�Orj�6kEmՒ�rNj\SI����SRA$-L/I@XNL]��M���0WKHM&�E}!�B(�I��-4�8�P{R���f.����y̍���~�p��͒��p4�ǚ�٨�Fj[4�$�7j�i�iA�~��CD�+J�R#�T)�
� T���e�v�7�q�?J��A��=A\a�J���i�ʂV��݅�~����W�Y2�c<f��i�n�F3P=��+7K�z��L�g^1Y�\����YYN2x��Fb8jMKGe�Y�^2zzФ��(X�í4�=)����3��תD���J�db��c�3e�k.�{V�5�x�hBg?t:�|�Z�b�d��:UVJ�q��*S&�cH����$SM"�P�)i("�����RRъ�SM8�i��r+Z�.���kV��S"�jگ5��QZh+ 4z4v����R��[:���g�F���W++��2z�6�ze-{qV��-�8�{םJ��;�O�=��P��C���ƭ�!��Uq|�Ns[3���{9a�ОO���Ҁ�
R�m��6L��B}(��1N�$q�>��x��{3G��÷���*�B,~����=��^uq'oz�G��"�R��<��6B84�3M2�⻭Ed`U�v�j��Q�s�4m#����NB��Gʃ�A�k�٩X�s���^}�jM#31�&�#I6�Z"潭��s߅Ұ%��F%�&��h��Ff��5F�L��Č�52�3'&�R���Khv��i\i��f�ԀS��I�AN����f�4
�*@4�4�c?"Z^(�sOhF�;^�.�Ж��RH1W4� ��ݵ
�9�IZ�Y-��Ukq�H�ه�H��h�D�:�8gi/��V����3L1S�G��"�K��
��d�-J!�2�j��5-��Q���kd[#z�'�cu�l����*K����oG�e�Y7�ljQ�ٚW� % \�e}� \��x�uN+J���sZ[��b�R�"�4Mq�#�����^�5�{fQ��$����N����p�T�=86H��\�~c ]~�zHl�ɭ��Ch�lZHU+��3��U[+��֬�Q7�PJ���O�C����@�3T.�����hF�gI�i^Vk�j�!aPH�i�@��Rt�H��-TaT�c3J)XR
G8��M�U�&�#�TtZ�dl�e�����(�Q@�O4�Ԗ��i ����L4�B)Y�� �C �0���Ԫ��(�L�Rm�+☈MO�F�I��3z�\X�qS>���SE�:�omQh��բ����C&Ӛ��#�5[v]9��oFm��J���}����T�8-B�Z�5q�g�OD]�����3~ � ֯3�ҡ?gY4���NQZnx.8�OmzW�^�� l{� ���@���G��`���_�L��f�3� ��G�Z�znpZO�V�<���H�up܅��>���wM���� yy����֍HF��tS��-�)��Er�+�<�'>��LKB��+PG�� �<ӌ]�q�#��a����b�[��)�֬��ƹ�~�� ��8�o!(sW4}K� �[���sX�V�3CW&�{�E��ڐr+BԶ�I��A�dՉj�+)�u�>�B�=��Koq�0�KتW���sUoTTdr�}���(�[��5�%\Id�n*CQ�b aP:զ��beR9�����$1I�}&(���R�i��Rf�RS�(�V֗�V=n���R�p�߲L��V��U͵�=�=ZKDF��!��R �������O7'ښ� ��i�+�#G�I$Ԙ����qd|���Y�Ʀ�Q3�_��ҴP��PI&���z�����('m4���(���q#;6K��ͦ`1I�b́�]ƅ��Q�ɭe$���)s7)h�{�p1�5��=T[!�3���եyr,-��2>1�\���6T��r}�P��f�\�M2u��Py�}+/9�1$ҭ6�"�ЕV��\t��� �͚p�S*����F9���ZB�QK� )��M ���4��Q��EL��iS�|�|�N�*��8��E�q�m-I3QI�N��q�v���X&j͕���z�6��rlp}�L۳��Ч()lh� � *�%��� �+V�[�8v*+6��Ƹ˫�I<��W?iSY��=꒥KHG�/�.��&*H�*$s��W4�Wb������Y�7k#N�5+ڱ�"�[����\ �*QkF�ښ��ʑFX� ��+�����T��ƶg$��p)q[��.���b;�p��P�� �ܿ�G;G ?��;�a��N|����.�w4�N�X�c��ҶŊ.ჴn��\���� -|��H��T���.d�H�es��\��fs��������v�P�NI]#��g�^*M*ܜ���}�O��]wV���C���=���