BEGIN:VCARD
VERSION:3.0
FN;;CHARSET=utf-8:Dr. Oliver Socher LL.M.
N;CHARSET=utf-8:Socher LL.M.;Dr. Oliver;
ADR;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE;WORK:;;Junghofstrasse 9;60315 Frankfurt/Main;;;Germany
TEL;WORK:+ 49 69 2 99 08 402
EMAIL;CHARSET=utf-8; INTERNET:oliver.socher@bakermckenzie.com
TITLE;CHARSET=utf-8;ENCODING=QUOTED-PRINTABLE:Partner
ROLE;CHARSET=utf-8:
ORG;CHARSET=utf-8:Baker McKenzie Rechtsanwaltsgesellschaft mbH von Rechtsanwälten und Steuerberatern
URL; WORK;CHARSET=utf-8:https://www.bakermckenzie.com/en/people/s/socher-oliver
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g59qzoSbqeqdzrxkUqC/uyVvme416p82FABQAUAFABQAUAFABQAooA8g1qQNfSDGCkrggjnlsjPrkYPpjFeVU+GX+OR9DR0lTs/+XUf1L0B+b6VyLQ9T0NEHHIzVk2E+zvKC7nao7dB/wDXos3r0ByjF2WrMGMefMShGI+n171CRuM1JmZCPTmqFayuhdLZbtFZDlh1HcEHFSS3ZX6G3uZeDwf5/X1q9SLJ6kFwFPUAVEkOOhiX/wDqTnjHTn/OaSQn5Hl8syx3AkbqOnboQTz6gf8A6q9BaQfoePHWtH/Ee1+Cyl7qNxcpgrBbwICP78gbP47B+tGGV25+Vh46XLGNLvJyfy2/M9Mr0TwgoAKACgAoAKACgAoAKACgDyvxNEYdTY7dquPMB/vbgAT9cjkdq8+urfN3PYwjv8lb8wtecE9PevPPejsa6MoOWzgCtF5ktO1l1My/uWkjYnIUfdVfTPJP4dqhyv5LojWNPl0W/Vv8kYui6za+c0Kt+8HzbWUqSPYMBkfTkd6cdHcmUW/d2uX9d1CztY2nmdYogMsxOAvHT39gMn0zVtXehEW4xtLp36nNaHq1tdSRyWMoKyHA4IJHclSAcd8kVm7p2NUrxbtdW9P6Z6OrCVSGwHXr7+4rVO+nU5muV3V+V7eXkzLuQcEDj/PX+lZM6la39fccjqd1sRl5+6Tj0oRhU91HngeJNpmG/c/A6A7eoP19R9DXdvCXTY8VaVIddW7H0D8ONPNnpIuXAEl9I0xx0CAlI8e20Egdga6qUeWN+7v8uhx4mblNR/kVvnu/x0+R3tbnEFABQAUAFABQAUAFABQAUAefeNoVSa1uBnc4kiPphcPnHryRXHiFomepg3aTj6Mz41wAfpXl7H0UdNC642pg8A9/QU/IL2d+xy2paskRypKx/MN2ODt4IHpyMZ+n1osHPpZbmFfXCyt5w/dxB0BZuSMpuDIevPAJ7dO9aJLp/TMG5X1/pf8ADmbdi2uo/MDvNy6qJMExkZIkUEYKkBgTwVA4680lbdkyk30/4H/B/M6HRpohlVCqfl4wBjcMgA9ceoycHGaiUddDeFRxVpHW2d3HLtXIJPT3x/L2qFoW2nrEnvTgHHpx9abCGm555rrGONnPBPHtTjvYwqv3TP0bw9N4jaOxhdI3IMjSMM+XCCu5vl5807gI16HGWOM16cYc0bf15nz8qnJNS3tf7+h9JWlrHYwR2sA2xQIsaDvtUYGfc9T7k10pWVl0OFtybk93qWKZIUAFABQAUAFABQAUAFABQBynjK2M1gJVBJt5Vc4HIRgUdvoAQT7VhWV4+h2YaXJUV+qt/kcfb3IMKnupG7vgHgcevFeQ1Y+mT102ZV12eUsttFuDSID8vuxGcngEDj6nJGBzDajq+w3d6Lvucm0M2nOtsYQ8KgsHeQMxJzuBRgBg5/vZPXAqo2kr9Sox5emhppGHhKOjlNoGNisuB0wwzkA/d6Z9auyOizWlvx1GZhkJmgSSLChHTyvvgDA4OSDyeV6jrT0Y3BrR9dtTCknWyckwu4GcKisvLHgKD6c8kgdaSj5mM42Ww9pryCL7WyPboWRlzw4+YAjYM8HIPBx1A5NTdX5TkacNV/XqemzTBoInkGGYZPbnr0+nNT2Nk90ef6sxuAY8gKCTv64C85HY56YP+FaQ3Oeq/dudn8LLY7r264C7o4AAOjLl3Ge+Mr+fvXsQVkfNVHdnrdaGIUAFABQAUAFABQAUAFABQAUAVb60W/t5LVyVWZChYdVz0I+hwT6jIpNXVik+VproeKWaT2L3EEoImhcqUIwPlPVT0xJwR7EY7148o8srH0sJqcE16r9fuOijmFzFCZeGjY5GOS5AG3HUYbr9K5mr6HUtNfT8BL6FWVnZQ6+h6Ajrz27/AI0JW2N07bblIMlogZIn3PgKoJy/A7dgPUkA4yOK0Ta2FKo9pW0/AkhmSZNwjdRzgITkkdcZ+vUdQcjiq5mgU2na332KkVhayNlVJYnPzclTnuD+Wayb8zRzlLpYfq1uksIZnWIwsrbz0KhhvUL6kdD2xmpSd7rc552S12GXWpQ3LquCiqoCqT25BJP0xk9ia1jZp+Rg7xt1vc4a/uGSTGSUR5GYKOoBAC89Ocdv1rqpR19P0OGvOysuu3zPoXw1pf8AY2mwWhx5gQPKQu3dLJ87kjrkE7eecKK9RaHhM3KBBQAUAFABQAUAFABQAUAFABQAUAcP4x05sDVEY4hQJMv/AEzDZWQH+HYT8/HK89q5q0OZXW6/r7zuw1X2cuV7N/18jh9Q1JbMLLGR+8UBTx82WA6noBncfUAZry4Rcm09/wAT3KklBJrb8DdsrgzQgNhmU4YjnnGcD6DGT+dQ04m8GpbMuxgyHYQRgDkdME9/ywfaqV13LcYra2/4ojkixkRknbj7p6HOQPTnocdqbuOKjs0ref8AXzK3nKuXYYI44HPrn6VikXJcul9P6/E868R6yLq1khVsBpioOMcI2HyfcEqM4znuMV0whZ8z7fiebUnf3V0f4Fq9v4reOOI7flRcFj1OBnnuMDg8DOB1qIQ5i5TUEc3BdNJPFFGBJdPMkiRPnaVhzKiyEfwyOFEhHIB9a9enFJqHe33Hg1ZNqU+iWnqfSfhfxHb+LdMg1i1BRLlSWjb78UqsUmhfgfNFIrITgbgAw4Irdqzscad9Ub9IYUAFABQAUAFABQAUAFABQAUAFAGN4glRNPuY2Iy8DjbkZwfl3Y67QTgnGM8damXwyfkzSmrzivNHzLfPNo/ysDJbM3DOAwjzkFAOykn+nXBrzYNNprSX5nsSuk4vWP5dj0Lw/q9vdbPnB3btqKNpz3AXqcA8seDzzmuiUVMxp1HS0OoW7VMIehBOQR0UHg9wc8c9etc7VtP6/pnoqV0mu9/v/wAhk99Aq4l2qpQNgcYXjGRwSM8A1Fr2Xc1cuVNp7fn/AF0OE17VF80pESBH5hY+oZflK4H3sHKjoeDxjNWqaf3nPUrtb2tbY8on1NPtGJshF3N5WD1UAqTngtuA38nJHy4FbuOll6f5s4Oe7u/X/IsWgu9XdZJAAsZ3DaeBjBxk/eGCfYHpWTlGltu+hooyq76RS+89B8I6EfNfVHGEz5FvnOScgytz1C8Jn+8T6V34aLleo/RfqediWlanH5/p/mcv8K/iBD4Z8Tah4bu3CadqN/KbZycLDdltuD6Jc4CZ6LIsfQMxHoVoWd15fl/Xzv3PPpy0t6/n/X9I+vcY4riOgKACgAoAKACgAoAKACgAoAwde8UaT4WjE2sXcFkrcqJX+d/9yMZkf/gKmqUXL4UK9jxTVf2jdKhcx6TZ3F8o4EsrLbRsf9lSHlI92VPpXSqD6u34mTqJbGd4O12+8faf4l1q62pctBHa2ypnZBDDFNOsaZ+Y5dizseXY5wAFUTVgoJQW1m/0NqMryUvNGlDGusadFMQGEsSFge5Kgtu+uf6V8mnb5H1jje/ZnISaRdaWTNpzDywpXymUlSpPzIpzkAjp3Hau2nWtvucNShfbYE8TX0LhZ0dFjOcAZB4AAYjLY6/KPu/eb36uaMtXY5eWcFypu39bEN54lAQTSs7xLkKgGZGIySu5gQY1wPzGR2p+5v8A16A5VNv69Tm7zVrvU1KW8chD8tKQVz0G1FOD043H3I4IFKVSMdNEKNKUnfV+p02heBnvpPtd+24tg7QMLnAx7npyTxnnHNefPEN6Q0Xc9GGHUdZ/d0PWNO8JrcfuF/dQqAZXA5Uf3V/23/hHYfMe1OjTdaXl1f6E16qox03+yv19F+Jd8Vajb+HdPlvABFb2MLNGg6DaMRoPUs5Ge7Ek9a+spQStBaJfkj5WpJu8nu/zZ+d0073kryyHLzOzsf8AaYlifzPFU3zyfmyLcqVuiP0B+CvxB/4TTSBaX0gbVtNAjnDH554RgRXWOrZBEczDOJV3Nt8xc8U4cj/r+v6t0OiLuv6/r+rns1YlhQAUAFABQAjERqXchEHJZiFUfUnA/WgDj9Q+IfhrS38u51O0Vx1VJPNYfURB+fatFCT2TJ5kupjN8YPCYO1L1pD/ALFvO2Mep8sY/wAKr2U+34oXPHueY/ED9oC2s4RaeEmFxcyA77uWNhHbjpiONwPNm75YeVHgZDk7RrCi7+/t2Ic0tj5MvLy51i4e9vpZLmeQ5kmlcvIx/u7m6D0VcKo6ACu5RSVkczbe4iPsyR6YX2J4FArH2D8A7HzfDl+sY5uLmRF9/LhSP9SSK46+r+R2UXy2b2uWfC8RhsY4HyMLtIPBDKSuCOxBGDXxctJNPu/zPtlrGLXZG9cafjkdDzxxg+/+cULQzdiOTTY5MF0BwOvv6kVd7dbEWXYy30aMuMIoxnH06/5FLme2pSilroFvpcauuFBI6t1AxxgdsgHPTA6VDNlodxpWnS3Z2R4RF++5UYQegHdj2H4mtqNGVV2jolu+3kvP+mctevGgry1k/hj3832X/DI6uUR2cQhhG1F555LE9WY92Pc/gOK+npU1TioQWn9as+WqTlUk5zer/qy7JHyZ+0F4uXEXhy2bLKRPeY7MR+5hPuoPmMOxZQelegvcg5dZaL07/P8AI5H70rdFv6/8A+Y7dM8+lKC6ik+htaXq954fvItR02Z7W6hJMcsZAYZ4IIOVZWGQyOCrAkMCK0lFPRoiLcdj6z8F/tG2V4EtPE8Rs5wApvIVLW7npuliXMkBPVivmRg5PyLwOGVFr4dTqjNPc+krK9t9SgS7s5Y7i3lGUlidXjYezKSD9Oo7iuZq2jNSzSAKACgD8ztc8Tap4jmMmqXdxdtk8SyMUAz0WIYiUfRBXrKKj8Kscbbe5lC4+zrsjwB7DFXYgbLezSrtLFU/ur8oP1xyfxNUkIqpD5h2jgdz7f4mnboIsXCCMBF4A6CkxlZScgdBn/OP5VKA+3/gNIlv4bDuyoguLouzHaq/Oo5J6dgPfAFctb4vuOmnsdjremrbXH2qPHlXRJJHQSdzx03gZ7fMD618xjKXJL2sdpaPyl3+f5n1GCrc0PYveGq84/8AAf4FUkkhD19fX61wI7mtLoldEjHzDk/UfyrWxmrvYpGMHouPoP61L0KXqb+meHmuB5kxMUR6/wB5h6KOwPqfwFddLDOpZz92P4v/ACXmcVbFxp3jTtKf/ksfXu/JfM6hvLtkEMChI0+6o/zyfc817sIKC5YqyR8/KTm3KTu3uzzf4h+M4PBdh9rkw91MWS0hP/LSUDJdh/zyi4Zz3OEHLV204cz1+Fb/AOS83+RzzlyrTfp/mfnxqt9Nqd1Jd3DmWWV2d3bqzMcsT9SenYcDgVrUfM/IzirIWCPC1rFWRkxZF/z70MESGNoxliAfSnbuB1fhDxpqvgm5+06RMYgxzLA2Wtph6SxZAz2EibZF7N2OMoKWjNYycT7D8C/G/RvFjCzv9ukahjIjmkX7PNjGfInbaN2efKkCvg/LvwSOCdNw80dMZKWx7T2BHIIyCOQQehBHBHuKwLCgD8rm4Y/U/wA69o88UJ3NVYQh9qYELSPAwkXnHUeqnqPr3HvUvTVdP6sNdmTTTrJhgcqRx6n6+47+9JtPVbBa2hDH8xyfUcf1oQ2fWnw3tH1LwhBbISAdZkEgH8ShQ6g+wYhgPUA9q5Ky975I66Oiv6n0PNZLIv2OfJQgHIODvQ8Mvo/qD8rdDXBUjGrHkls+vZ9DppzlSkqkN10ezT3TOavbN7R9jEMCNysOAy+vsR0Zex9sV89UpSoy5Xt0fdf59z6OlWjWjzLR7Ndn/l2ZNHp1xdKG27YzghpCFH4Z5P4DmtoUalRe7HTu9F/mYyr06Lfva9o6v07HRafp1vbtmQmaQDIJHyZ77R3I/wBrNepTw0adpS1l57L0X6s8mriZVLxj7sey3fq/0WhqSzZ612pHCYOo6hBpsEt7eOIba2RpJXP8KL1wO7E4VV6sxAHWtVFyajHd7f127kt2V3sfB3jnxVceM9Sk1CcFI8eXbQ54ggU5RP8Aeb78rfxOT2Ar1FFRSjHZde76v+umhxNtu73/AC8jzMQ4ZgR0NY21HcvQpgVoiQmXYMj/ADyKGBVlclueTSkxpE4AjHPWhLuMawEnBAYehGaTtsC01R6L4N+IniDwT+7024D2ucm0ugZYPqg3B4SRwTEyjHVSQK55U4y8vM2Umj6Y0X9oLRLq2D6pBc2dyDtZIV+0RnAHzo+UIViThXUMuOcjBPK6LT0at9xqprqfFjD5j9TXpnGBNMBm09BQIXYo5fJ/T9OtFh+hQbk8YHsOAPpWYyxbrlx9elNAfa3wLts6C6txu1B5kz32IiMB7g4yPTmuavpK/wDdR00vh+bPfLm2FwATwVPUdR2zXEblE2iS7Ulw4Rt4B6qw6g46q3cd+KU4RqW51ezuv6/MuE5U78jtdWf9d+zLhQSMWJJPqB09l9PrVeRmtBXQyYC5GOQT6j/PNGwFGViTtA5Pb39P8K0Qj5M+Mnjr+17k6DYPmys3zcOp4uLlf4QR96K3OQOzS7m/hFelShyK7+J/gu3q939xxzlzOy2X4vv/AJHhDda2MivNEGJKjlh+vp/h78VLQyKJCqZPv+nX8qSEU7ydEGxG3HPIHOMHOSRx9KiUlsnr5FKL32RBbLk7zSS6sb00LGwHk1Qhc7elKyKE3EVIzQtn+Xr3/oKkZXfO4/U1sZDaYCI3zY6DHrSAjuG7CkxlfHepAtWYPmA8U1uM+7fgzH5XhONx1NzcuPwkA/pXLW/iW8kdNP4fvPao3Eihh0YA/mK4ttDcrE+S+8ckggj8eDTESqZJuvyr7daWiAlbEfTsMD60DPG/i/4zHhDTha2b7dT1BWWMj70MWMS3HsQD5cRPVzuH3DXZQhzPnl8MfxfRei3fyXUwqSsuVbv8F/Wh8St/If5z7+9eicZAxxSAiaTb/nr7UhmbNGrHLkvnkc8fgBxx0PfPWp5V9rX1/wAh3a209CiygnAAAHpxUNdFsNdy/Eu0VaJHNhetAyPcO1ToMTNSMuWx+U/X+gpD2EkGGP1P861MxlMBqnDfgfT+v/66QbED/M1SMc6gDFMCxYj5x9aEB97/AAnTyfB9qem8zt/31Mw/pXFV/iP5fkdcNII9StMxxovtj9eK5nuzUuCAZyai4yfAFIDF1jVrbQ7ObU75tltaoZHPc46Ko7szYVR3YgVrGLm1CO7/AA7v0W5LfKrs/PjxX4kufFeozarecPO2ETtFEufLiX2Rep/ics3U17KSilGOy2/z9WcDd3d7v+vwOXPFAiI7W4PB/h9CfT1z6dqPIWxVfIODwe471IyuwG07ztUc5PQED+vTHf60tlrsHkijCN5z2/KoWpT00NDIUdKsRXb5jUjDGOlIBQKdgLduMKfr/QUWEK/3j9TViG9KAIDw2frSAWNeaQxZBQIsWC/OKaGff/w0jx4U0qIfxxFvw8yRj/SuCp8cn2OyHwo9RiTGP9muVmpZzUgMY8UAfIXxy8b/ANq3g8PWbZtbB91yVPEl0BxH7rbg89jKx7pXrUYckeZ/FL8I9Pv3flY4qkruy2X5/wDA2+8+e5DmukxKrGpArsc0AMdxEvmSEBVAGOcYHQDqSfQZz+FJtRV3ol/XzGlfbdmQ8jXLZIwo+6v9W9T/AC7etYay1ei6L9X5/kaaR0W/V/ovL8y3GuwVrsQOOKAGqlIZY8rHWmBC5xwvJo2EX7WMKnzkKSc4P4U7dw22FkgfceMc+o/xpiIfIf0/UUgGtbuGHH6j0oAd5DjoP1FACPA4HT9RSGW9Pt3znH6imhH6B/DSMr4e0wH+CyX82dv6V5tX4pf4juh8K9D0dOlc5oP3jkenGPT3zUjPO/iV4ubwfo0l3AM3cx+z2vHAmcH943bESgyYP3mCqOtddGHPLX4Vq/Psvm/wMZy5Vpu9F/mfBbpIxLMSzMSzMxyWYnLMTnkkkknuTXq36s4dio8bjjH6ipGVmibrj+VAiNomQF24CjJxjj8M0r21eyHvsZEiS3LbnGFH3VyMD3PPLHufwFY/Fq9ui7efr+Rp8Oi+b/roWI7Vx2/UVoiCYQP0x/KgLB9nfPT9RQA7yHXoP1FMBrRuOMdPcUgFSB0UyFeB0GRyT0HXimrLUDVtbFtuZF3MTknjA4HAyRwKOVPV7he2iP/Z
END:VCARD
;

