BEGIN:VCARD
VERSION:2.1
FN:Lilia Trede
N:Trede;Lilia;;;
EMAIL:lilia.trede@kontextplan.ch
ORG:Kontextplan AG
TITLE:Sachbearbeiterin Rechnungswesen
URL:www.kontextplan.ch
TEL;WORK:+4158 201 24 03
ROLE;CHARSET=UTF-8;ENCODING=QUOTED-PRINTABLE:=5A=65=6E=74=72=61=6C=65=20=44=69=65=6E=73=74=65
PHOTO;ENCODING=BASE64;JPEG:/9j/4AAQSkZJRgABAQEAYABgAAD//gA7Q1JFQVRPUjogZ2Qt
 anBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gOTAK/9sAQwADAgIDAg
 IDAwMDBAMDBAUIBQUEBAUKBwcGCAwKDAwLCgsLDQ4SEA0OEQ4LCxAWEBETFBUVFQwPFxgWFBgS
 FBUU/9sAQwEDBAQFBAUJBQUJFA0LDRQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFB
 QUFBQUFBQUFBQUFBQUFBQU/8AAEQgAyADIAwERAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAA
 AAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZ
 GhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVm
 Z2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIyc
 rS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgME
 BQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQ
 kjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpz
 dHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1N
 XW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+5tlcpqLsxzQIMelAwK57c0C
 GhOemaBj/LoEKUpgIF54HWkAFSBQAhXNAxDGPSgBhT8KAGmEY96LCuNEWO1IYxkxQBGeD7UANP
 NADSoFADSBnvQBGy0AMZe1ACY6c0wGNwTzTQmJjApiEoA6QDAzxUjD6mgY7FOwrjtw/GgBvU5x
 QIcpyemKBisBj0oAavBoEOZc0hkZpiHAdxQAjx8ZFAyHbzyaQxStAiN4xj1oGQOm3tSARVzQA1
 koAZt9qAGlc+1ADSvf9KAGmPIJoAiKktyKYAycCi4DNuKYjolX2pAB/WgB231pgLs9aADGTQIX
 BHNAwIz+FAC9jQAopAIwz70AKOmKAAigZGw5PFMQbcDOOaAGsuRQBE0Yz70hjCgFIBrLkdOaAI
 2THvQBGV5zQAwg0AIQTQAxlwaAEYZHWgBhHNAHR547UxDdoJz1pgKF96VwsOpDE70xB+FAw/Cg
 AHSgBcUABGKQBimAYoAbtp3FYTHPtQAY4oAaV/GkAxo8ihgR+WRSsMaV46UgGGPNO4EbR+ooAY
 y0AMNADGAxxQAw4FAHQhc8UwEKkHrTuKw5YyelIYoiIFIBwhJoARoSo4pgNC5xSAesWe9AD/K2
 jigBDH7jHvQAeUuMZ5oAjYKvegBtMBCQKAEbimIQcigQ0jmhjQmM55pDI2Q9ulIBm0+lKzAQjN
 FwGNHmncCB0wcUAIyYxQBGVyeKAN4MRzimAc5xjjvQBMg+bPakA+gBASc/pQAvb3oAYUwaABWI
 oAkLDAoAhZgOaAIzcBfrTArT3qLySKAIE1GIn7wJoAnjulbp3ouFiTOcd6Yh3FIAbGM96YCDpQ
 AhGaQxpXrSAhZfmpAJSAiZPmzVDEkGRQBDtOaBHQkBVAoAcqgnIoAkVAWxmgBpGAaAEAz0FAAQ
 R2oAb0Bz+FACDk9KAI5mwoxwKYGVfajHaozO4VVGSScUgPH/ABX+0t4L8PXTW0+uwCdTgomWOf
 wpN2LUWzkvFv7WHhbRNDS/jvUu4nOMRsNw+oNF+4KN3ZHg2t/8FDbGPUzHp1sGiHeYkZ/ECobd
 tEbKmm7NnuHwV/a00X4gmK1upks71/urIcbvp6/54pxlzETpuB9HWOqJOisrBgRkEVZiaccokF
 NAyQdMimIMGgBDkUAJ2pDGslIBjpn2oAjKc4pANIouBGUAGe9MDf2kgZ5oAVQTwOvtQA7+I8Cg
 BMNjNAACVXPSgAZdwFAEZH50ARSMA3NAFK8nCoSDQB8qftkfGaTwR4TfTLGbbf3oK/KeVXHJrO
 craG9KHMz8ztR1K817U33X8hkZs4Q5yahOyudLV3Y29O8C+Jtfspbe2juLkFhzgkYqZVEtWaRp
 SlokT6Z+yv421p5XWzaMIeTLwDUvGU4Lc0jl9afQ3LXwB4i+GsAg1fdbzQMDBPE2cg+/saydWM
 3zQNfq86S5Zo+jvgd+1Lq/hOa3sfEN015pZIRZ3OStbRrdGcdTD31ifdfhDxbZeJ9NgvbKZJ4J
 FDK6HIIrq32PPatodTG4YZpiJQM0gEYc0wGkDNMQ09KAE2gCkMbigBjLnpSAYVpAb2zOO9MBwU
 KfQ0AKF5JpgIQCMZoATZgcHNIBHHy55zQBAxoAqSuMk5pgcj438T2vhnQ7vUbqTy4YELH39qlu
 2rKScnZH5f8Ax/8AHF18RPEup30shZY0Plp2QdgK4nPmdz1o0vZqzD9mP4D2/i+Aaxqgf7KshC
 Rqceae5J9K5MViOTRHo4LCKp70tj7i8M+E9P0azjhtbGKKNANoVP8AOa8KVSU3ds+iUYwVoovX
 OjQuSyJtJGCBWd2Un3PDfj74OS+0EyiLc0TfOPau/DVLOzOPF01KF0fKGoWUunxyhSZoF+bA7r
 7e4r146nz01Y+gv2S/jhP4Z1iDRrq5MumTvtAb+Ek8EV00pNaM4cRTTXMj9B7C/EyIQ2VIzXWe
 aaqPxT3FsKTRYLik8UDGUyRretJjQgPtQMRh2pAMKg+9AG/TAKACgQh2jk0DEZggyPwpANkf5P
 egCpLL8rA8GmBk31x5SHngUgPjn9q/4qi4u00C2nIhhXzZ1U/eY/dBrkry+yj1MHTTbm+h8i6h
 JHNa3rcM7f6w+h6/yrntodjd22fUf7NUUVt4B01VGwoWRhjuGOa8bFX52j6HB29irH0Zpx/cA4
 /GuSOh0MS8QKVYrhc8sKTXUEcR44021ms7uG7kRIGB3tIQAAacG1LQ0dpQ1PhT4naRL4S1u4aw
 lW+0yQny5I+VH+zmvepybWp81XpqEvd1RyPgTV3stZXy38nD7kOenNdPVM4Xs0fqJ8DPH6+L/C
 1v5r/6bbqqSrnknHB/EV3rseO9GewW029eDzTJLWc4piFHSmITNAwIyKTGhKAGt1pAN70AboGM
 UALQAUwImbaxpARMxI96AGswA5NAFGdgAT2pgcR461kaXo91OX8tEQsWJxjAqXsNH5ZfFf4hPq
 GtapcxuZHuLhiGJyTzgfpXnt80rntwXs4KJwo1Ga00qaNiTJLGZGJPckY/rTYkfYv7NurCLwfi
 RM7ZSQB3zz/WvGxavI+jwT/dHtGseJL7StEe8lvbXSl6Jvwx56dTjNc8Ip7as6pO25leC/Hb6h
 M1lqOppdGYkpICKKkLbBBpnO/HnVoLZNPtHt5bsXLnCQkjdgd/bmrw0btszry5Ypdzw3UL3xZ4
 h02fRn8JRjSy3lxqpI4/v5PcV6XLTj73PqeVz1qnuOn7p4X4y8Fa98NNTgfUrUrbscJMvIz6E1
 0Qkqi0OKpSnSfvI96/Zk+Oi+GPEkFvqUpWxuF8vzc8Kc8Z9uv511QqO/Kzzq1FNOUT9CNE8RQX
 yQtDIJVkUMGU5BFdNzz7HTwy71piJsk0wEzg0AHagAINIBpoAaeRQBtmUEUAMMo3daABpcmgCM
 vkmgCJn4J9PSgCvJKT2pgUL2contSuB80ftaeOf+Ec+HOpnzNpdRGoBwWZuMVlN2RvSjeSPzTu
 p2vb5JZMMI1MjZ6EnpXEtD1nqMjuJNVuvs6fM0hG/A6Adap9xI+5v2d9Ga38HpuG6Qn5d3AFeJ
 iZe/Y+lwkbUy94s+Alz4+1qO81vxDcGyjcPFaW6lYoyPXn5j9RTpYpUV7sdSK2E9u/fm7dkdP4
 e+E+meGWa7WUzyA8Fzgj8BWNSvKodNKhClZI2tY0BNU0lbohWktW+Vm6isoScWbTSZX0V9O1C3
 BEsRlU4ZAeQack4hFqRwPx48EW/iTwXqERQPmMso7hhyCK6cNUcZanLi6SnTaR8R+H7+Cwwox5
 0bFWVmwVI4PX+de3JWd0fLxd1Zn2l+zL+0Mbu7sPDc1hczXL4jS4Vgyge46j8K6YSuefVp8uq2
 PtmwuQ0YB/OtzlNASDFFxCiQUXAdvH40AN3gkigBSwoAYT82KALwOAcmgBfMA780ARPMQx56Uw
 GGXnrSAbvpgQSyADmkBlX8g2NzzikM+Ev2/9VnS30PT4j+7lkMzj1xwBWFTY7MOvePkLxJa+Ve
 WtrEFjHkp5p99oJrljbc9B32NLw1a2unIZyAR/ERzx6fU0m2ykj7a+C98sfhuBDwNuf1rxMQve
 Pp8O/dPYNN1q1tYH81BLxkc965VZbo3lFt6HD6lql/4jvbz+ynWNIAQHP3S/pWqUYpcwXvpE5a
 fwb40TTiv9um788nzTL8u31xitlOnfYwcKnco+GPCcXhRJi98Tduc7t/BIq5TctkKkvYu99Tob
 +4u9b0nDRfu3GCx6Gso2jI3qNTWiPgX4haJBpnxD1vTomEDi53AZx94Z/qa9+DbgmfIVUoVJRR
 9OfsXafDovjFVljV5bm0ZkkPOGB5x6cV0wSR51Ztn35ptxmMVschrRXGMc09xFhZlbvilYCQN+
 NADg2TQmA7I9aYCAc5BzQBMZAelMBpkxRcBjSknipuBE8pB64oAjafBp2ArzSnBJNAGJrF8lpa
 zTysFjjQuzHoABkmkM/Oj9qb4x6B498SxQ2we5isSUVh/Ec8/hXNVlfRHo4eFveZ4B4p8+TULq
 7I2QzKjRYH8OwVhGx1ybvqWfh9cHxJr1jpEaBZPNUru+63uampFwXMVSaqS5T7k8B28NvCsCHY
 I0CFe9eNV1PpqKSVjs7ixneylWCT94y4WuVPXU6+hx9/rWt+GYrWw0nRTLG5zNdu3CE9SR1Jrq
 hCFV3lI5Kk6lNWhG46dtXvLGQoLvUz/Fmb7NGAc5GACT2716EfY01bc5pQx09LqN/mzi5fhpea
 zqGn3uqAwwWsxbyoJ5Bvz0DZb5sfhU1KsNoIzjhakZJ1Z8x7Fc3cFv4diUhV2pjaK8lJuZ6rso
 6n5o/ErW/wC3fi/4huE5jW5CLjuVwMV9TCPLRifE1ZKeIl2PqX9laITeKtJmhyJU3mX2FXDVXZ
 y1tNEfeOnXQWMYPStjksa0N2COe9MRZjuefUUAWY7nPQ0xFlZwcZ60rAShsDjFIBdxouAhcZ+t
 MBSRjvmgCN5AgyaAK8km5jxTAieUDNFwIGbGc0hmB4lso9W0q7spMmO4iaJsHswwaGCPyl+J/g
 G++HHjG98MNZ+bctKzR3LH/WRE5DZ+lc0k9j0abTVzA8QW2p6dp6W99Ehjhi+XjkA571g42Z1K
 fMrnLeAPF0XhzxnpmqJhngmG6MdWXOCPrW86bcWjKnWjGoprofWPw7+Lo8aPd6xptpJCsUzB7Q
 /fCZ4OK8urQ5LRke7QxPtW5xR774V8X2et6cs1u25scr3B715VSDi9T2ac1NaG/BJbTxtvZVJ5
 w1Zals0oNIi8gKrDDgsAtaxvPRf1uS5W1ZgapbxwORIRt6nPajZ2QM8D+N/xhTwN4XvrwFXmZv
 KtY8/fY/0FelhqHtJJHk4vE+yg5Hxh4aguvFOrX+oysv2m4YysAQME9xXsVmopRR81RTm3J9T7
 z/ZJ8OppHhX7ZIE+1sdgIOcLVU/hOeu/fsfT1hf4UcjNaHOakWodMmmBegvMjg0CsXYbjd0ODQ
 BciuCcZ607iZeilzjnimBYByOKkRX84hsmqGDTliQOBQIiZ8daAIZJhilcZA0oYccGkOxC8g7n
 mgClckODQJHy5+1h8Lj4hk0vxRZRK93pTZmXGfMi7is5rQ6KUknZnxt8adRn1C4E0UH2e0unzH
 x95FG3j8QfyrLRyudcbqCj1PKvAd7pvhHxZBqur2SahBBJ5jWsh4kFdc3zrlRywXs5OT3PSPBv
 x50+y+KlzqVlpyaPot8wRoIuiHP3qxq4Xmp26o6aGN5Kt9kz6xtyGlj1jS5BHJIoZ/KPyyj1xX
 gP+WR9Wv54HWWGptrNuWeYpKOMLwQa5nHlOlS5xH17XtOhEVreRzxZ+67bapRi3cV5o5vW9c1f
 UAY7iZUX+IIc/rWsYxjqjCc5y0Z8V/H7Xr7xz48m020SWW00z9xGEBILfxMce/8AKvfwsVThzd
 z5XGzdSpy9EU/A3gnVLG4iM1jKvmDBZ4yBg0VW5vQikowWrP0N+E2jjwv4Q021KhJBGC4Hriri
 rKxxzlzSbPSrbVAAADxVEGlb6mDzmgDUtr/OPmxQBrWt52P/AOumBqwXG7HNAjQgmz1piL0MvP
 XIpgQGbPJzmlcQxpT26UXGMklBA9aGBVZ8jk8UhleWXnAPHqKBFd5woPNA7FC51BVQ8/jQM8y8
 Y6xc6/Fd6Rp0AZ5QY3uJSPLjB6n3PtSGfKf7SXhXw/4T8JW9sdSs1uLQEQ28kg8xweTx165Ofc
 1nKDklynRSqcrbkfDuqiS7v2fOIx93Brvpw5YnJVnzSILTMchU8d81ojE+4f2VvGUPjnws+iXU
 /lavpy4QseJY+xPuOn5V81j6XsZ8y2Z9lllZV6fJLdHqmp+GtVsLjfEXiOfvLyK4Izi9z1JU5J
 6FzStAvtQIWa4jQnqTSc4oqMJPdlXxFopsFWGKTzZXOOKuLvqzOcbKyPiL4px6/wDC34n3WvaZ
 IRaXkxlUkbkJz8yMPrX0eGlGcFF7o+OxtOVOq59Geq+Df2r/AA9eC1XxBo8lrLHg+cgEiK3rjq
 PyNbOk+hwqSPo3wb8UNG8WWiz6VqMN3HjJCNyPqOorJprcs7a010MAd1SBs2mrg4+b9aYG3Zao
 DjmgDfstQDYyeP5UAbtpfZxnmmBsW9xuAGeaBGjBNxjvQIg840DsNLk0DGPLt60xFeSXdSEU57
 gL1oKMa/1RYlZiwAFID5N/aX/bBh8Ag6J4XmgvtbYlZpc7ktv8WrWFPm1ZLlY+Mta+Pvj7XpZG
 n8SXqq5LFIpCi/kK6PZxM+ZnD6nq15qs/m3txJdSn+OVyx/WrtYV7mexJJOOCaYiHaRICKAPSv
 gX49bwB8RdMvnbbayN5FwOxRuOfocH8K4sXS9tSa6noYGv7CspdD9JtN1uK8tUZ8SQuoKt7HpX
 xbg0z9AU00QR2Ucd0/lSlE+8M9Pwqr3QW1MnW0jgt7qYN5kiKW3Y6CuiDukjnmmnzHjPjLwJZe
 LfArw3SK7OdwPdT7V2QqOnO6OCrRVWnZnxv4s8F3vhHU5reaF/JDYjmI+Vh6fWvpKNVVY36nx9
 ei6MrMh8N69f+F71b7TbySynj5+VsVs0nuc6dj6E+Hf7WTXNxbWGswebM5CCa26sfda5pU+xop
 XPqjRdeF1FHIpIDqGANYWLOqsNQ3YwaQHTadf7sc80wOl0+8BwM0AdBZ3O7Geopga8EwYD1oEO
 81fWgLjGmx93FAXIZJOpPWgRVmmwMk/hQUYmpagsMbMzAADOSelID4E/al/a8n1O4uvDPg+7eC
 2jJjutQjOGlPQqh7D3rohT6siUuiPj4yvcu8sjF2Y7izHJJPeukyHKpHbrQBDchkX5RkjsKAM5
 ryRGx5XPsaVwGw30pmA8sbe+OtK4GuhZFV1Jx6imB+hP7Jl5qPxW+HMS2Tx3+oaaBDcWhbbKAO
 jDPXivncTgpczcD6vB5lBQUKp6dqtjd6dKbe7tp7OYcYmQr/8ArryHTlTdpI9+NSNRXg7mNdSi
 SyubY4BdSpJ9xTS1TG9U0cv/AGNIYxbxKZhJwiIuTn2Fbpts5mlFa7FrxR+zj/a3gKXTtbtmjl
 vJBcZA/eQBQduD6nJOPavdw0JQXM+p8nja0asuWOyPhD4pfCXWPhf4imsb+NmizuguVHySoehB
 r007nltWOLib7NKHQbXU5DLwQaZJ9h/s/fFT/hKdCSyu5gdStAFPPLr2NclSPKzaLuj37S9S34
 5xWRR1mmXv3cHn60gOs028yF5oA6exuSyg55FMDctZycc5piZOXAHWgViJpPSgohknwT3oAo3d
 wQD7UAfO37XHxbPw3+HF0LYk6lqebO32nlSynLfgMmqhHmYm7H5fyyGWR2cE/wB7J5+tdxgWII
 QIQR0oGSt8qkjkjtQBDMFS3Z+hxnmgDJsIfPkaQ8gHpUoQOFivsDgHjFPqA5rt7KQMRuhJwRQB
 7n+yz8a7r4N/E7TNUhmI0u6kWG7jBwGQnGfqKiSurlo/Zqz1PTfFej211NDb6jY3Cgq8ihiuR0
 J/rWPLGW6uaRqTpv3XYyL34SeDNRnxLoqwSNyPKcqGrB4Wi9eU7Fj8QlbmLeleAfD3hYCTTtIi
 jkX/AJauNzj860hQpwd4oxq4qtWVpyK/iXRl1ayZgu7jOa2Zynz78VPglpvxK0C40O9gX7Yis9
 nKQMn1TNSmWfmb8VvhfqPwx8SzWF7EwiLN5MpGNwBwVPuK3TujJqxz/hHxHc+EtdtdRtXZGhcM
 QD94dwfrQ0pKzBOzPvbwh4ih1rTLS/tnDwTxrIpHoRXC1Z2ZuehaTd7tpzxUgdhpd1yPSgDrdN
 uenP1oA6Czm6D1qgLTvjqRmgCEyN60AQPKQSO9AGXqV0FQ80gPzj/be+Iq+IviDDo8EqyW+mRE
 ZQ5HmN1/LH6100lpczm+h8yAlJAMZz3roMy7EMQc8YzQBAZiLp0B4oGMvn/0ecg4AAUUhFbS0x
 bFjxk0ICC/GL5CO/NLqBNNEJ4WUgUwINLuHsJAGJ8onn2PrSA/Wr9g/wCL7eNPhjBYTS+ff6YP
 s08THmRAPlP5f1rG1nY0equfVtrcxzRqjHzLVvuMfvIfSqEXoLkwuEm/er2kHXHvRYBLvTGj3X
 ViQ4PLw9m+nvSA5PXfDsGqRtNADFMp3Y6MjDuKLdgPnP8AaX+Blv8AFzwnd4gWLXbddzYXG8gc
 Ov8AX/61EX1H5H5a63otz4f1i60+7iMd1byGOSNhjOK2WpDPob9mPxssthLoE0uZYCZIAx5KHq
 PwNc1WOtzWOx9QaLccKPSudlHZ6ZOSBQB12mTEheaAOlspcqOeRTA0GbPNMCJpcUAUbq68tSc5
 NID52/aj+P8AB8KfDZtLVvM17UEYW8Y/5Zr0Mh/pWkI8zE3Y/Ni/vrjW7+a7uZDLNM5d3Y5JJ6
 muzYwIE2qHWTtyKYEqSgRc8gDJoGUEffcMSTgnPFAglQGwnbJ7cGkwC0+XT8/ShANvI/8ASoye
 QFoAfjHHamBAIxvZCODzQB7z+x78X7n4V/FSwQzbLO9ZbeRWJ2kEjBP05/OuWvGVlKG6OzDSp3
 cKuzX3PofsPp9xHdwR3dqwaCZQxA6c960WpzGzbSZUL1x60wNC3fyzlG2n0I4pASXFhFe4b/Uz
 9mHQ0rgcr4j8MG4USBfKuU6OvINPcD4M/bN/ZXm8Smbxf4ZtMazApa9sEH/Hwg6vH6sPSiMraM
 bVz4b8J+IrjwZ4pstRj3I0Mo3oeOM8g1o1dWJvZn354U1qHVNPtb2Fg0U8aupB9a4WuhsegaTc
 bgKkDsdKlBApgdTp8nHFAGg0hzjNMCtPcbQeaQHF+OfGdj4P0C91bUbhYLW2jMjuxx07UJXYbH
 5V/Gb4o33xY8d3+uTDZBI3l20ROdkQ4Uf1+prujHlVjBu7OPtHCNiQbGPTPerEPuyNvK8HvQBW
 lmVLHK5GTjFAFWAgZPt1oAVnzDcL1yBSAltkP9mE9c0ICykQlSNyO1MYksIDnA4oEQNH84IoAW
 GWS2mjniYpNEwZWHUEdKQH6W/BX9o6/wBZ+E+iSabqDSaxHiO8WT5lQKMAY968PFVp0JcsXqfp
 fDeS0c1pyqYiPuLRW3v3uesWX7TuoW9vtutJiknA4ZGIBNZLMJJao9irwPRc706rSOz8BftHad
 4i1GHT9Utf7NmlO2OYNmMnsD6Zrpo46M3yyVjwM04Qr4Kk61CXOluup7pZSq6AZzkZFejY/Pti
 4bZJk+YBqoDmPEXg6DVY2UqM9QQOQaAPzD/bl/Zbm8J6tP4u0WyxZTNm+ihThG/vgdge9Un0Bq
 5498A/jc3hO6j8P63Mf7MdtsE7f8sWPY+xqKkL6ocZdD7P8O6mlxHHIjh0YAhlOQRXKaHf6RPn
 bzQB1unS9KQGjNOEHHFMDntc1yDTLOe4uJRFBEhd3Y8KoGSaNwPzg/aj/aMm+KOsHSNJZ4/D1q
 xABODOw/iI9PQV104W1ZlKV9Dwa0jLNlhWxBJO8TIVfp9KBlF55FjwxJUdG/xoEQTndZk59zSY
 EkQzb4A5PemAkI4mT/ZoAktZm/s94/7ppIC9C4FvEMcFaYxdowMUDI3TI6c0CYxo9p9qBHtf7L
 fi1tH8Yy6LJJtt75cpnoHHP8s142Y0uaCmuh+lcE490cXLCN6T/Nf8A+wYrXT5l2XTTQMx4mjw
 yr9V4/nXz8Wnoz9ixKrw9+ik12en4/8AAEuvC9zZ3dmkUkdzHduFt7iFuGOQMex5HWtHBppLqc
 dPHU6sJuacXBap/wBao+6fB2lSaToFhbTTS3EkMKo0kpyzEDqTX1dOLjFJn824uqq+InUikk29
 FsdFG3GK0OQcQD1oA4/4jeCbLxl4evbG7gSeOWNkZGGQwIoA/Eb9o34RzfCP4manouwi1Dedas
 e8THgfgcitE7oTR337LPxa1X/hIIPCt/Ibq0dSYJHPzR4GcZ7isKkEldFRfQ+3dFuMqvOa5jQ7
 PTpsgUAO1HUhChZmAA6mgD4S/aw/aZn1mW98H+G5gLJTsvb1T98g8op9PWumnDqyJPoj5JG523
 EFvcV0mRYDb1GCQR1B4oAikuVzyNuOgPegDPnlIVlByh7UmA2N/NtGTrjtR0Aktpf3VCAljA+0
 qM8MtMB1uoineI9H6H3pASRzMI41xnbkUwJ0k3OcdxmgZOihgDzzQApjyp4oA6L4XyyW3xG8PP
 HgSG6RcZx1OK5MXrRke5kcpRzKg4b8yPvqRQyEGvjUf1A1c1PBaDUtbttImmEMVy+YpmYL5Mo5
 Vxn3GPxrqpLnkonzOa/7PRlioq7juu8eqPsf4YeJYPEPhe2Zbtbu6hHkzsAR+8Xg19LQnzwWp+
 A5phZYXEyi48qeq9GdpG2RjvXQeSPOM0AV7qQLG30pMD82P+ClPw9Fxaab4ohi/fWtwbecgf8A
 LJxwT9GUfnVRbvqD2Pkn9m5R/wALX0446B/5UVPhCO5+g2hz5CjNcJqdrpc33R6UwP/Z

ADR;WORK;CHARSET=UTF-8;ENCODING=QUOTED-PRINTABLE:;;=47=75=74=65=6E=62=65=72=67=73=74=72=61=73=73=65=20=36;=42=65=72=6E;;=33=30=31=31;=53=63=68=77=65=69=7A
END:VCARD
