BEGIN:VCARD
VERSION:3.0

N:Olson;Torger John
FN:Torger John Olson




ADR;TYPE=WORK,POSTAL:;;Postboks 1032 Blindern, 0315 Oslo;;;;
ADR;TYPE=WORK:;;Sem Sælands vei 24, Fysikkbygningen, 0371 Oslo;;;;
EMAIL;TYPE=INTERNET:torgero@math.uio.no

PHOTO;MEDIATYPE=image/jpeg;BASE64:
  /9j/4AAQSkZJRgABAQAASABIAAD/4QNIRXhpZgAATU0AKgAAAAgACAEPAAIAAAAGAAAAbgEQAAIA
  AAAPAAAAdAESAAMAAAABAAEAAAEaAAUAAAABAAAAhAEbAAUAAAABAAAAjAEoAAMAAAABAAIAAAEy
  AAIAAAAUAAAAlIdpAAQAAAABAAAAqAAAAABDYW5vbgBDYW5vbiBFT1MgNjAwRAAAAAAASAAAAAEA
  AABIAAAAATIwMjI6MTA6MTggMTE6NDI6MjAAACaCmgAFAAAAAQAAAnaCnQAFAAAAAQAAAn6IIgAD
  AAAAAQACAACIJwADAAAAAQBkAACIMAADAAAAAQACAACIMgAEAAAAAQAAAGSQAAAHAAAABDAyMzCQ
  AwACAAAAFAAAAoaQBAACAAAAFAAAApqQEAACAAAABwAAAq6QEQACAAAABwAAAraQEgACAAAABwAA
  Ar6RAQAHAAAABAECAwCSAQAKAAAAAQAAAsaSAgAFAAAAAQAAAs6SBAAKAAAAAQAAAtaSBQAFAAAA
  AQAAAt6SBwADAAAAAQAFAACSCQADAAAAAQAQAACSCgAFAAAAAQAAAuaSkAACAAAABDY2MACSkQAC
  AAAABDY2MACSkgACAAAABDY2MACgAAAHAAAABDAxMDCgAQADAAAAAQABAACgAgAEAAAAAQAAAJag
  AwAEAAAAAQAAAMiiDgAFAAAAAQAAAu6iDwAFAAAAAQAAAvaiEAADAAAAAQACAACkAQADAAAAAQAA
  AACkAgADAAAAAQAAAACkAwADAAAAAQAAAACkBgADAAAAAQAAAACkMQACAAAADQAAAv6kMgAFAAAA
  BAAAAwykNAACAAAACAAAAyykNQACAAAACwAAAzQAAAAAAAAAAQAAAB4AAAAOAAAABTIwMjI6MTA6
  MTggMTE6NDI6MjAAMjAyMjoxMDoxOCAxMTo0MjoyMAArMDI6MDAAACswMjowMAAAKzAyOjAwAAAA
  AAAFAAAAAQAAAAMAAAABAAAAAAAAAAEAANiQAABMkQAAABEAAAABAA/SAAAAALUACowAAAAAdzIw
  MzA3NjA3NzU0MQAAAAAAEQAAAAEAAAAyAAAAAQAAAAAAAAABAAAAAAAAAAExNy01MG1tADAwMDAw
  MDAwMDAAAP/hC7RodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0i
  77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0i
  YWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDYuMC4wIj4gPHJkZjpSREYgeG1sbnM6
  cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpE
  ZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6YXV4PSJodHRwOi8vbnMuYWRvYmUuY29tL2V4
  aWYvMS4wL2F1eC8iIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1s
  bnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczpk
  Yz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIGF1eDpMZW5zSW5mbz0iMTcvMSA1
  MC8xIDAvMCAwLzAiIGF1eDpGaXJtd2FyZT0iRmlybXdhcmUgVmVyc2lvbiAxLjAuMiIgYXV4Okxl
  bnNJRD0iMTYxIiBhdXg6TGVucz0iVGFtcm9uIEFGIDE3LTUwbW0gZi8yLjggRGktSUkgTEQgQXNw
  aGVyaWNhbCIgYXV4OkZsYXNoQ29tcGVuc2F0aW9uPSIwLzEiIHhtcDpNb2RpZnlEYXRlPSIyMDIy
  LTEwLTE4VDExOjQyOjIwLjY2MCIgeG1wOlJhdGluZz0iMCIgeG1wOkNyZWF0ZURhdGU9IjIwMjIt
  MTAtMThUMTE6NDI6MjAuNjYwIiBwaG90b3Nob3A6RGF0ZUNyZWF0ZWQ9IjIwMjItMTAtMThUMTE6
  NDI6MjAuNjYwKzAyOjAwIj4gPGRjOnJpZ2h0cz4gPHJkZjpBbHQ+IDxyZGY6bGkgeG1sOmxhbmc9
  IngtZGVmYXVsdCIvPiA8L3JkZjpBbHQ+IDwvZGM6cmlnaHRzPiA8ZGM6Y3JlYXRvcj4gPHJkZjpT
  ZXE+IDxyZGY6bGkvPiA8L3JkZjpTZXE+IDwvZGM6Y3JlYXRvcj4gPC9yZGY6RGVzY3JpcHRpb24+
  IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg
  ICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0idyI/PgD/7QB8UGhvdG9zaG9wIDMu
  MAA4QklNBAQAAAAAAEQcAVoAAxslRxwCAAACAAIcAj4ACDIwMjIxMDE4HAI/AAYxMTQyMjAcAjcA
  CDIwMjIxMDE4HAI8AAsxMTQyMjArMDIwMDhCSU0EJQAAAAAAEEC8NdPjuwJyx/3cDHAay/z/wAAR
  CADIAJYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgED
  AwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRol
  JicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWW
  l5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3
  +Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3
  AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5
  OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaan
  qKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9sAQwACAgIC
  AgIDAgIDBQMDAwUGBQUFBQYIBgYGBgYICggICAgICAoKCgoKCgoKDAwMDAwMDg4ODg4PDw8PDw8P
  Dw8P/9sAQwECAgIEBAQHBAQHEAsJCxAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQ
  EBAQEBAQEBAQEBAQEBAQ/90ABAAK/9oADAMBAAIRAxEAPwDyi3tREfmGPeujtoxGOBxjNR21uZee
  x/LNbtraEqN4z2ry2d6IIwpUYyee3Y1pIDHtDgHPT6U1UKuw7Z4rUW0DqGjGccfh3pWC417ZJIwE
  XIPFTWlg0fVc561oWaFECYyPYdMVpRx4OQOM8n0osFzNntGjjzGfRjiq+x3yGG4N19ea6r7Ks4aR
  QSp606C0BYhce/FWiWYEVoRtQLjPStCWwdACoyD6Vtk2Nqpnvp0hiQdXIAz6D3rmbvx54StWdrm9
  RUUH+Jd3125B/Lms51ordlxpt7IuLZcJuXkVPLax/NsAwfzqpp3jbwhrZhOl6ijMy5VXDRsQDjo4
  Het6eIyZ8ogZ6Y5z/jRGpGWzCUJR3RgrCAShweeMCqM2nkb5G6dsV0Kx7ZMn7/QjpiluLfcjLnA6
  fnV2Iucc9ntHyDI+nFV3tUMZC9SDXXi0AGMcHpWVLAyOUJAx1PrmhjuedyWm1tzAgfrSrZgjd2HI
  FdPqVuMAJ34P9awirQKS3OeopDucrfWzCUgHafaqX2aT++a6e5to5W37Tz+tV/sUf900xH//0MLT
  7bBCEYz9a6M27KoXHze1VrJNwVtuD39q2Vj3SkHIrymdtzKKl2AK4x6D+dbtrbsUVGA56etW4LVC
  OOPU/Stu2tCYy4HI/lTGMis8EBVH5dakg08Fzu5rRt423DzGPp7VcmmstPt59Q1GVYba0jMsjvwq
  IoyxP0FF7ahYoyra2FtNcXDiGGNdzMxwAB7mvn7xX8dvD2i2l2vheSK+dBhrqVsW8ZPQZ43seyrn
  NfGXx2/aP1Lxhfy2uliS20lX3W8XRzDyFkmB43S8lUI+ReW+b5R8eat4z8Qa3MFmupFjU/KkZIC5
  9Mevc9a450q9bSD5V36nfT9jR1qq77H1R4w+Mb6reNPrd7JqMr5KLM5iRF/2YlPyj6jPqa82HxOe
  SRfs6W9irfxLErMx9eh/U146lgJLUFEKzEknbyGGOp7ls9Qeo5BzxVmHQbyeAXFjaukqMNyqCyH0
  I7jPpVU8rpRXvO7NnmFWT9xWXkfSOnfFXW9BuvI1S6vtOVgGFxbxQuh7qxCkkg+o7flX0N8NPj1q
  dnqENhqzR3dpctlZEGEkJOcBeSpIyeOPpXw7Yz65HpT6PdWrEw7lhyhOFPO0f7varvhbWLjRdVtk
  u7ZoooJzKA24lQyj5e3RuQeOevvzSwcIvmjozq9tOatJXR+32nyWupwJdQLuiuE3ox6lTyOasvYg
  qGXI29z7V498Kvid4av/AA3YWkmrW4nUHeCCMFsnBJOBycYr2+3vEliIODvI2sh3K3Hb3rto11Ja
  M8atRcXqinHbow2AfmOtUL3Tl2yYOD6V1RtwQgxgDv8AWsu9hI3Nu4A6e9aORkjg3tlUEj5mXpxW
  NcQAk5HJ6jFdlPAbdkUY5Gc9qxZoxKd23GAf0qhHOpaeZGAy5APGfSj+z0/uCto+WG+YErj9fpS5
  t/7h/KgND//RS2DGTb0yM/iK3rTyvMBYlyf0rLEaRMSTtB4z6ZrodNt93zqQwAz715LkdqNS0iRi
  2PlI6AdfyrVjyCoLEAGq0UBI81h5bHmtKNlyCBnHJ9qVx2LgRRGoHP8AF6+9fFf7UfxftLcP8MtM
  l/elVm1MqfuIMOsBx1LDBcdgVB+9Xu/xj+KNp8KvA914jmjWe9lYW1jAW2+dcyA7Qe+xAC7kchVO
  Bmvxq1jWb7Vbie5vLh7y/v5DJcTP99yAZHc88bm7DgDAHAFZ1Ycy5eh1YWyfM+hg30Wp+JL6WC3B
  mvdSuW3H2GFAGOOOnHYV9pfCb9kiz1G1t7nxK7ySSDc0afKPzHNcN+z14Ts9b8WRSyQhlsFJBPRm
  kPJ/Sv1y8J6FBZxRBE4wK8jNc2nT/dU9D7fh7h6lUh9Yrq7Z4hon7Ifw3jiUS6LGSAOuST9TmvXv
  D37N/wAP9IIjtNNVD9BX0JpqZiy6ZYDGa17YBJFbby3Ue1fNyx9VvWR9dDBUo/DBI85sP2fvAlyo
  36RbjAwMoDx71k+Ov2PPht4x8LXNm+mRWs+CY54FCSI46EEdfx619G2V1Gkij14xmupilFzC8YBC
  9xTjiW3uclejbpofzv8Ai7wNr/wF8WPpOsOzQGUeTJtJjkiOdjEc4OQQT0B64r6P+H3joGySeJGw
  33owf3ewdfl6jB5BHTqOK+vf2vfgyvj/AMAT6ppcWdW0fNzDt4LqvLpn3HI96/KP4d+J/st3bW06
  7jDKoZdxQvCx2sQB0dM/MBxgnj09KledpXsz5rMKMYXVrpn6ieHtdg1jThcwnDp8sinkqe34Ecg9
  DWjeoTjHzL3/ABryn4WHbaRwRfOLOS5s5MHPyrtljXOOdm4j2yRXsk4KndF2GcHrX0lKbtrufEV4
  JS02OVvrdigyNxxwe2KxRCjKUk6+n8q7S/8AKkj2ZOSMnFcpcDY+/YSp4JNdEWYNGYtmoYnP4Gpf
  sq+1WBG11GMNgg9O9J/Z8nrVk2P/0tOBTISJB8q9z/Kuq063FuqlBndz6cVz1kVWRFbkk9+ldXHI
  clVHzdMV4jkehY0mOY/3mACcUvmbVUEYrOMvmOqbTuX+dX3CldknO70poR+Zf7aHi6S/+I2keGQw
  Npo+n+dw2c3F87ZJXsVjiwD1w56Z5+N4Z0e9lXGZDHLgegZf8AK9b/agnx8evFQLlkWe3iXJ6Klp
  B8o9gWOPcnvXk3hOxk1vxda2sC7xIxDAf3ThSfwDCuiSSV/I3wycmorufoH+y1oMlnoUeszJh7iV
  hk9SoAA/xr9F9O1ezs7cSTTRxhQPvMBwT718qeDdO/4R/QotLs4lDR4SMdAC3c/qa9FtfA9j4kWS
  21iZrslcn94YxGPquOPrXwmKpyrVG1ofr+Hl7GlGnHWyPom0+KfgmLbZ2ms2c94GAMXmAnPccegr
  06x1TTb3ypYXU7jwf8K/OPVvhNoXhpvP0QiRmIIImYnIOeGPGfoa6zwR4/1DSbuHR7nepiIwHbJq
  pZdGKve4qWLqPRn6Hrc20MrFiAiDIPpXB+KvjjpHguEQGA3UhyPLX7x7/wD1zmshIr06DPrDSjyk
  j8wk+mM89q+b9S8cadJem4eS3SMEK88zqqqG4C727nsBzWtDCwauY16k5e6j6U0H4zWHju3ljOkX
  Nvb4xJI65jAI5AJxu464r8V/ijoQ8H/GHxR4asYjELO7MkJQj7kwE0MqZ6Y3YB9QRX7H+AvF3hXV
  7CKfRtRs9Qt1IjM1ldRXcMUmcBZVjO6Mk8ZZcZ4zmvz8/a08GR6b+0dot5JiGz8S6BJvwMASWEjb
  T/5FCn8K7sNQjFtJ3PBzJy5PeXU9r/Z4XUtY8D/8JRrERgm1aeeWKPABI3iNpWx1L7Bj/Z9Mmvdv
  MUSsSvBPrXmHwWgvdM+FfhSy1LK3q6fDJKOpDuNzKfpnH4V6JdXCorKTkemMZr2oqyPhasryZmzS
  NO3lr8oXIz7iqYDFPm+6eM+9IrBX8wjr09wfWrluAysrZUr26g1dzJmJJFLEowTn8qhzP6n8617p
  TJLkEdKreS3r+laJkH//09+2i/dIM/MDx9a6GFxG4Rh82M5HvWImCokHzFfwrVtUKsH5OeteGkeg
  y4GCgyH5mHH0qNLtmUyFeCcH2qVgkf3evPFZi3TPIwVT09OOK0USGz8rP2xdGh034w3VzG/mnVLG
  2utoGPKbLR4JxyWwT/kVy/7N+lWt743jW6XiaOZFPucA8+1fbPxz8BaT478Sadpt5o63VzdWjrFd
  h2WaF1k+VVAHIbOW56DjNfO/wy8Jx+C/iza+HhuCR5aMtySsgPf2ZSK5sTi4+zml0PpstyqpCpRq
  z2kffmgaWb2ya4kXDQr85HIB7kfiK8/8R6l8Q768XRvB1jJa27AgX0kO+ON8H94YiR5hzgKp+Ucs
  wPSvo3wPb2savG4AV+wxxx1xXtUej6beWyxxJu8vjhiO3PTGa+KhmKhPVH6F9VnK/Kz4+8F6B47k
  0/U4vH9/ci+uIcWspvHl/ekjPmQEeSBwSdqDO7AA2g1DZ+ABZavFql1KJLpBskZARHnsUDcg4681
  9X32jWFmF2qoycnA7AevX9a8t1HZearPDa7SE/75XaOg98Vti82lUbcVb0Vjry3KlRik2311d2fQ
  XgyOz1fw4mhXqiS3vYGgdfXivmjxZ8ALY384zOLWYuqeUQjRI6GNkRwCVBB56MTyDXrXw/1KG1tE
  nlkAkSdWUZwOmOf619AG+tIfNvGw0DJ5jBSD8p+9x6A/pWeArVKfvRuVmeHhL3Xqnuj590H4GaHq
  y6NPqsl8bzQ1mEF4oWK4P2g7pBLLHjzEY8lCNhIBxkDHkf7cHw6urrwz4P8AF9ihuJtDupbGaXo3
  kXqADJPQGRFH1xX3Tpt5YzsHt5EdW5BUADr6Csf4paNYeIPAGuaXeIHhe2duePmj+dSPQgiu546d
  Wpzy3PnsRgY06fJHRLZW2PjHwNLJDpFpbyHcIYUCPnIeMj5eRxkdD7/WupuZI53YOdw4I9KxdLK/
  2dBaiLyjEqjA5HAAGD6elbTQtGoURHDd819TDY/M6nxMrhFVmB/i6Ae1Wdh8tSoIB5Oe4pkEB8zK
  fTr0qw7ARFW6jjrV2M7lSdRvOOMcVBgetSRyEou4dBgYPP40/ePQ1pYm5//U6azYqMK2V7fWtn7Y
  0agAfMvXj0rCMojUGJQFXoc1dVGki885BHOTXipHbc0bqXfH8hycg1h3U8ls6rH8wfp9auqNygkg
  KOpFR3cSyFWAwwx9K2SFczhpwm1y11i6zi2tJjxwQykg4PuGr5DbwX4puvGyfE8hEsxdPBDbRIV8
  i2GdrMxJLFnyc+pJ9BX3DYHJaC4CmOYFTvbYrBuCpbB25HRugIGeM07xL4WsdM8MG3sJCqW8Lec0
  sisNoJc8qBkj1HHFfH4qcqOImpbS/Jn6vgcRSxGApNfFFJf+A/5nKeG9eSOVC77XGAQeAe4r3bRP
  FFsWbY2WYY2joM9K+TrGNbuFLuxkBLoDuHIIPII9jXQ6FrF5GVJb95vEansAckn8hXJVwkb3O7CY
  610z6X1fUJrm2ZIPv4wMHk18i/EzSPijpsSW+gxNF9rkLLdQsshj3cNlWI+YjpwRXt8+vm3jiTeY
  3b1OSR6+34VmXHinw+XC6pqqGROsYJZh6Z29Kzo0XGSaVz0aWMc01E8D8J6J8VbeRLSXU2kE7qJZ
  JAiMuTydq8dK+v8Awr8PfGMni6z1geJ7tNIt4XSW1Z43t5GK4XaojDls9SXIA7VxWm+Ofh8ZDZBt
  u44LHaCPpmvS/DvxJ8JabElpauXj6gtOu7Lc8A9a9m0pq0YfgYVKFSHn+J00VjrXhW+DQAzWznoD
  909vwrtjrZ8RaHqFjasVkEM0ciOCGR1QkqwPT/CvKr/4xeD77WIPDtp9oub6QgOkcEjrECM/vZEB
  RM9QGIJrtLy8h8M2t1rYi81ryNbcAnblirKrse+FOPcAVhSw7hJRW54uYYz3Ze000PE7ZY1hUpwM
  AhfwqfzGxlzhOv19axAPIACsWUDGemcVq2sypCJHGF79+tfVOJ+WqRpxeVCm51IDf5zVW5bzFD5y
  mcdOaVP3tuSqkoCcd/wqqrBQYuhPOT69qcUK5AYxbuTFkk9QeevNHmzen6VLPkSnJAB/nUXy+op2
  Fc//1dYl4UYP7c1d/tBmtVjUhj3+lZzITITt4bOamLNEQpAGOwFeZGKOlsempPHmN149a1FuITGr
  8ncM8+tc8VZozgYJPTqKseZJJCIwAccACrsibmxb3McpfDfL0A6/hivnT9pDSPE194MlPhO/uNPV
  xOk627YEg+zyMqtkNgbwBlcN1wa99sowXBYEDI7YrB8e+MPBng/w7PeeM9ShsLFw0aeYcySsynKx
  oAWd8ZwFBNHsVJq6uaU8ROF3CTXo7HnPgJnsvBmgXKOWiubGGaMn0KjK/hnj2rtYpYYnynCygFWB
  4Vx0/wDr1Bo9pZa/8KtC1bw+zvbi2iuLVnGHaF1yu7POSuCfesrQbxboGJuHBxhuzdwa+QqJSlJr
  o2fptK8YRT6pNHT6loOieP7H+x9Z8+Ipgh7e4kt3B9A8ZB/x6VyOm/BvSdBnSOJnvYwxJ+0zO7Ee
  +Tz/AFrsIftEUuwDa/GGHce/0rqLcalK6RtGJMDII54P9ayjVnDZ6HqYKuo6NI1tA8I+CYIABo+l
  oVG47bdSxPX5i2a+ivCs2krBHb2VrBaxjgeXCik/iF/lXiekaLqDPvSIYbg7vTvxXvXhnRbsRpJj
  YsfHTH6V10aq6s6sXjKjjdfkjrb3StPeyLQqqybgxO0AtjscY7V5H8RLtBFaacGwwJm29sY2qP51
  7eyoIwJWBXqSeOO9fKviPUzrmuXt9Gf3JfZGMfwJwPz6/jXZgaXNU530PhM9xfuW6s5+dZlwSN3U
  EVLDJLGhUfc75HNMIm2EY4zg8cfWlg3Fxv8Aug8n1r2mj5C50FlJmIlm2+3fiq8yxrIlxnOKclwI
  yFMYyMD8+tQSOh3FwfmGR3FCQGhB5MuXCdOOaseXF/cFZkNyDGqgHC9j1qT7R/s0+UR//9a5bzuk
  WWzuHpV/7LKyPKykZAwOelc0L/ySgx7juK6C21T5CACd3T6VwI6GNaEjavPHXJ4pROFXIO485qGc
  l5Am7O7oB/Wqry21jGz37LAg/ikYIPzNVGNyGyvr/iyx8KaJqHiLV322WnW7zzHqdiDOAPU9Bivx
  c+IvxH8T/FLxXPr2tzMC5YRQg/u7eE9IkHYAY3Hqx69gPt79rH4i2R8Fx+GvD915o1K5EdwydDEi
  FygPXqAG6cHivz2hgMNrPJ/GEY598E12+ycFZrUyhJSd0fut8ALcSfAzwSXH/MHtM+hBjHFcx410
  W40S/wD7Z01eCQZFU/Kw9fY16f8ABixhs/hJ4RsbcYih0q0Qc5yBGK2dd0xb+KSBl68Y/wAPevzO
  hW/eyl0bZ+1fVr0IRe6SPBrXxnZXQWSQhZEwGU8NXreia5YyxrPHIBuGPl9fSvnrxd4QntbgyWYI
  JyQT7dR9RXF283izTXH2PLD0B4wPrXtLCRmro8KeJlTfvH6D+F/E9mbpY72PJY4Jz+vtXquheMoY
  p2tFO5MsAT7V+c3h/U/H8siiOzKPjAJPHPrX1Z8NPhd4m1Y/b/FurzQ2/wDFBanyy5PZpDk/984P
  vWkMAo6tlTzZTXKkbP7Tvxc1L4d/BbXvFXhBYZdSims7NDNkxJJezrFlgvJwpJ2g/lXgfwl+Kuj/
  ABU8H2vizRQIpWPl3drvDPbTryUY9wR8ytj5lINX/wDgoncWPhT9nXSdG06NbeG88QWEKqoPPlLL
  OSTySf3eSScmvyY/Z2+K118IvHFtd3b50TUAltqK43f6Pk7ZQP70DNvz/cLjnjHuYCnH2T0PjM6b
  9slfZH7Ti6/eMrNgDH6065eIyKIjnI+Y1QkSNsXIIkjkAYMOQQeQR7Ec0+K9jjBOO2Kto8xM1o5I
  lKmUliR2q/HKjxbRjB4U1j2siTsGY7QQSOeAK0bO4hklMcajIPX1HtSHccIWKjYuCvBJPWk8mX0H
  51JNceUzRoxDA88dKg+1y/3/ANBT5Q5j/9fn1dEXa4ww6Grst9Z2EYmupdgwcADcxwMkKo5J715f
  feKllVDaZ8t2ZPMUgsuMZypIYY7gDPINcRqN/JLGvmyrKzFvtARizICRlgRggAZ9wOnevTwXD05e
  9Wdl26nDiM0itIas7/VviZIElOlxmD5jHHIdryZBxuC5CYPbJPvzxXjvii91K+maXULiW4feC3my
  52hT8xUkgfdOcY24GMitRhFPDNc2s21llRZUmJYIin5SoPZs9Tz0JrM1DS5rqCQIrG2Tf8wAzuOM
  7up6ZyoyBzX0MMvp0o2pxPLliZTd5M8J+IfhnVvFuiRxaHbG9utDupHmijx5zwSxcOiMQXCMuCFy
  2T0rwO40jVNNmS11OwubV5QAEnt5omIbjgOgznPavoLW74aNdR3Wob4ruFozGsJ3PGqvks3BALry
  Om09SQQKl1LXfGS3FpNp2vT6xp8QW4TzJEmVNwYKHKjPf+8ccHGMCvPxOXwqe/zWZ3UMTKKta6P0
  d/Zl8TNqfwi8O2+opJbXthapayxzqY33QfJuCsAcHGQcYIr3u6aKbDj8a/KZvG3iq81PRPDPgTXb
  fR9X1UgW8+pYWOeUgIIPPZWSN3PK7xjdtXjdXqHw+/ae17wdrWreAvj/AAXGk6zpdyY3la2YNDu5
  8u4RC5C4O6OUZRoyDk4yfzvNuG4UKzhh580t3G1nZ9u5+jZHxfGulSxC5XbR336a6afj8j7F8UaH
  Fcxi4OQVPUHjB55HQ1xem2ViLjE6YIIBIHytXpHhvxF4V8e6UL7wzqdvqtuQfntJVlUeoKqcj371
  lyeHyLhkx5Z6BhwCa4KKlB8slZn0GLtNXTuj1vwRoelX0asiJuGAccn619D2QtLdU0+2AIiXLEdM
  18seCtG1+w1JTGy/Zmxkt1/Cvpexi+x26u55fOST1NdlSd4nkwilLQ/ND/gqD4jtYPA3g7wrkedc
  6nPeAdwsNpLED/31LX48RW4ntO24cgkZGfQjuD0I7ivun/go34sHiP4taJp8T7otLtJlAByB5jpn
  88V8S2ZC2XIHqD36dK9XLY/ukz5vOX+/a9PyP0u/ZO+LH/CX+DP+Ff61OTrPh9f3G9vnnsONpHdj
  AT5bdTt2MfvV9ZQxMrBOuRn6V+Fug65rXh/WLbWvD95Jp+o2DebBPFjejjIyAcgggkFSCGBIPFfq
  p8FfjtY/ErQd94q22v2CqLyCM5B+bb5sankRv1HXacqeRz3U8HOq2qe/Y8irWjTV5bH0WSkBUfcz
  xx/nvWha7Y2YINoI+U+9ZXyXJDq+7jBI6Z7UsWAWR2IOM8HHX0rlnSlFtSVmaRqJq62JwpeZ2L/O
  fvHPWpfLf/nqPzrkVDpdylpGCnoM4qxv/wCmjf8AfVPlC5//0PlzT908e5JXuJNpbhPLKnPZjgAH
  0ABOexqK3gt5YUZV8lomaP5VwyB2yvz5IYFuOeh7cmpoJrOVUeMRhDL5bK25GUYJ4P8ACewByOnI
  Fa0dsgwbYrcpGpEhT7zFCCvBzwc89fTjiv1WNHqfDur0OZF1cRPL9mt8G4x85QvIpKj5ZAeikA4G
  OOtaMk1wu3ToWR55doVHRsRMpOSVU7sEYwAy85OSM4jnN5bPcW9iheZAplZvm8vzdxB5GDgfcXnr
  luMAy6b9lsNLF5Hc+ckgG6a5EbTyELjOU6ZyVI6Yxt7YxnTSNqc7nAa/4WtbNJ5Y5TNLIT5kwXDE
  56sCSBt6LjjGAK8FsNZvPAeqtoeqy+bpjM528fu9/R2GCSPYnpnvxX1tNZm9laW2njl43bdhGVAP
  IfgsAQceg4NeT+JPhjbapYu1tGySBgshK5k6dt2PlIPHSvPq4WS96B206yekjzbULu/8NzrBpdz9
  q8PakGMlswjkg8yUFW3B1cDfnHy45GSK+4NU0nwr+2R4OisbaOGw+Jvh61ZNIujiJdTtYuX0+c5O
  MHmMsSY3II+R2U/nIVvfCV4dK1uORtMLAN8oJQZzmMg4Pt+Ne/fDrXz4Pu7LxZoGthLNHEspVXKR
  bMjzH2pkKo++SecdCOa8TNsoWMpL2b5asNYvs+z7xez+/dIKilGSnHf8z5ysz4h8L6zK8QutL1K1
  kkhkaNpLW7ieJijxuUKurIy7WViQCO4wT9GeEf2qPjB4aeNLzUU8R2yEbotRQebgcYE0YUj/AIEr
  Gvf/ANsL4f6X4r8PaT+0t4ctiv8AaMkem+IVgJQRX6jZBdgEcibiJyw5Pltxg18I2xt7tFJuVdf+
  niHJHtlSK78jqUsww/72C5ldSi7NxknZr1v2PrMvxrnBVKcrH6k/Dz9uz4Y3sKReL7G+0G8TAby7
  dryJj/stAGP/AH0oNd34z/bo+EX9lPZ+Gbq8urlwRvlsbiBFHfl0Gfwr8e30sSHMNvFJ0/1c208e
  zAY/Osu+0/VmQoYBGi/89Jxj9Mmqr8IYPVuL+Tdvyb/E9eGY11rZP5Fj43/EOH4geMZNYhR90pUN
  JJwSiZKqq87VBJJz8xPXAAFcfbMGtFQdRzWTe6JqPkNrMqqbVZ/s4ZAdobGevp2z68V6/wDCf4Je
  OvixqU9h4TtF+z2MfnXt/dv9l07T4T/y0urpgUjyOVXDSMOVQr81fJ5nCGGdpLlitvQ8avivaTlU
  k/U80h3xq8mQoUZLFgoGeBlmwBk8cmv0V/Z0/Y68Y6qdL+L3i3V5fh94TtSkz396jQ318Ny7oLOy
  cA+U6gr5kwPmHGyIrtYdL4K8F/CX4KizufB1lD8Q/GETll1rV7Vxpli6MGWTT9Nf/WkHAW6nYsD8
  ykg7a9B1jxH408R6lF4g8Salca/eCFJZBJMsi5TeM2oDLFE/O3G1VIGGOcVhhcsx2Ka5P3UP5mve
  t/dj09Zar+Vnj4vHppqBtWt7JZag/wDZ8rxW7zy7Q+EbAZsEqOAGAGcfdY89K7HTPES3Lm2u4vJc
  naGHKknkKOevv0PavENWvlgFvqFjP5kbLJF5iYZlLY3KCe5IIfOD264x0E08uqQLPboADkbvmGcY
  4UYxx0x6V+iYvLqVdctTfv1PEoYqdJpxfyPWruIiU+XkZ5681V8qb3ritL8WQKGS6MiKo2rxlht4
  wQTnnrk1sf8ACW6X/wA9Zf8Avj/69fFV8hxMZuMY3Xc+hp5pRcU27Psf/9H5XtLmFI5ILpJNqhzM
  33RlB8xI4B68tnpn6VsRz7owujBYm+ZSpGPJVgCXYAMpxztXB3HHOAa46K++wySQyANbv87h+sak
  4LgZ+ViOo6d+Kt6fc2kE0Es0WDJIpwo3kIVIRQRnLAHp0zk1+t03ZHwM43Z0em+ZZ209vBhVQ/uU
  klO8853Zx8wJ6g47CrohgTyrs3kggiAOwfu0VnJ2jcyjk9COgznPHNK4kkjnedoXhWNTgnhs/eBL
  kjrgg9SCeKjezN40100y2wkADsXYhfukAhievBOB9KicblwkFnNp0d1KtsHW7iQsRu4Ltz8ztwc/
  fIAwO1NXUP8ARbZb21Cq4ZFhycK56EAkMQfUgjPpzVy3ugZ1W2nEhjyD+7H/AAIKQM5PY9j3wavX
  A2RtDdhQLhSzI4afeVwTt5ztU9RnAPbk1Hs9NDX2mp5H4s8KaXq0UsLP9qnnIJZjvII+8QAMDGOg
  x39K+ZGtdT8JawbBLrZZSkgtkyRspHJ2ggHH6HtX3lJpdjO8dhY2P2gSF5mmjtl8tJOSSzDGMlie
  Mg9uDXz54v0AtbvLcx7tvyMUJUA5wXIJwAvcDsc9q48RRs1KO510at1Z7H1h+y94u8L6pp978DPi
  PO1/4d8YwSWc0czFSWwPLMUg+4cdO6sFIr6O8T/8EvfA9/byP8L/ABxf6XcShZEt9Xhjv7chsjHm
  RiKcc995x6EcV+SXgzWp9O1eOC1leGW1JkjkhcCV9mS0SNjLEDLRg88Nzjmv6Bv2WPjZH8TvA9nN
  JOkmqaaFjukzyflyr4ByAwwwB+h5FfD51VrZfilj8PK0KllPylspa/zL3W+6Xc9HKsR7Ko6Utn+Z
  +dZ/4Ju3kWv2fhXxF8SbTw9rmp5W0t9Q0hpba9kRS7rZXsNxEkzBVZvKZVnCgsVKjNbt9/wStv8A
  S4ri8174o2MNraI7u1tozZG1d2SZrlwB9B+Nfsh428L+G/iD4T1Dwr4rtRc6ddlDgO0ciSKQ8c0E
  iYeKaJ1DxSIQ6OAykEV8O/EDxF41uvCmv/B/4garLHLpJT7br6RBHvvDr8rcxrEQq305U2bKu3/S
  MzLGI2VDlVz2s5Juo0uuie+mitq+y1d9j6epKMISnJaJH5g+EvhT4THgdG8aX8mmeAdFlFve6hbp
  uvta1IHdJZabG2cMDzPO2UgGVJ3K5j6nUvGEniTR4vBWk6LH4f8ABWkvEdO0ezJMMU+cCa4kcF7u
  6ZiGaaXJzgqqsNzWfiJd3GtX6iayh0rTNJt1tNN06CTEVnp6sNlvEn97coeaTrI5+bIVQK2n2/lX
  8c1q/kRSF8KAAI9qDeQVP64HHPrX1kMvlWrLF4rWSVox6U4rZLvL+aW7d7WT1+Epvljbzv6vu/60
  Oq0vQ/OsFsWkE7oCn2Zmb5lOcqWO1vvAlgCMgYPSuvZ5IrKRbOEh/JAML/eJDbiwyeuR8yHgjFYl
  hdeVYyoynbGCqky5Lk/IclzkAYGOg5yc1dkvppGdbKJpEiYud7F9uRtwuQMnp34/OvZjS5SZVLnk
  mtSahbayZLW7a3lkCyyWyKzxuXyAxHC53AAOMn1ya7fQ9cMsESXcZhnRFeZJHJ+Yk7nRsjcm7gkD
  I6EAVxPjOyuPKgvrI7S7hFCybXG3IJJYkADHJwM9hSi/th4Xh1OUwnULOcpDIzI6CQfKFYg42OoI
  +XqOvzCs6cmpFVIpxR0t/rT6azTTkSSS7OW4+XacYXt07/metZn/AAmQ/uJWfeSSazYwtpDrHIWL
  OrAuwHPykoDjYTtx0rJ/sbxJ/wA9U/75l/8AiK1lLXQyilbU/9L4fM65+1hxJ9ob7wBDBUH7wN78
  YHUk8nnirVzfmGN5LxDIr7iG4Qgn+L/dzwcnA9PTEsL61jigJjQPbw7GXlh5rYLEdsAbev8AWs59
  ThmgjgX5QRjlfmGX6jPbPXGMZxnFfqkqlkfDxjdnp+j3SXWn4MaP5oHkQscJnHG3JzxjgY6eoNRX
  E0z7Ut/3SMQjGRPLzsY7QwXqG7/XjPNc5ZpLMVjjjU7pwz/eIkfGMgYAG08feB/CtMTXse4zIjY2
  xtIjABE52jhs/d6kDuc01K61Fy2eh1dpc3VxKtl5nlxqWO8bRtzgAhXwAORzyW5zjvbkl+zRm8E5
  uVA3OkYDEEScthSFOAd3145rk1ngedJLa3YxMAod5H2qp5K5cc56YPoK37eWPDiW1yB8ypk/Kpzx
  1IOTz24PetYPSxMkQ2F9NJaStGs92kWRvZmACu21SRwnUgHk/Wp9W0yPUtM/tOKEyyxKVAJVRtO3
  Odv3tzZxu65xjrVmC7tfsu92Zrd9saKCoKHq2FUgDPODg8gnpVG7iuIdbM7BVhcOHWEH90Bj2UN0
  weoH4UdLMpPU+d/EXhu402+tr+xZ7a6Tc4wMMzZ4JbJ469O3avrz9mr4lp8NfHFhrsbx2mk61IEu
  YTIS7M4PmKFG4GSFhvVcg+WWJ+7Xn+reG7LxLbXB09BvcJt2uflUqWVCWyQRnkDH4jmuR8LWMeja
  lc+HdTEtvBcSq8KyMw8qdDhcKBgq2MZ3benfNeZjctpV6U8NWV4TTT+f69vM2lU5lfqj98fiD8R9
  Z8O6LDL4Z0+2v7+SVWK3U7wxtZRQvczyI0aSEyeXGwRSApbAZlByPgP49+OLnXdM0rSbUG4bW4ot
  duQxIAhkJXT43XrtRN0xX/noVPauU8d+P9V8U/s0Wmk6XqLr4i028h0COWK6MRkN6rRW584cn7xh
  cjknI9a4nxV4otfGur3mtW4FtDK8UMe5XiktRp8Edo0UmPmJEqOCuAABzjnP5vwrldWWMjDEaui5
  J+clyqL9Gpcy80j2swx8qmFgl13+R5aLK8SzjltrdlmBCSudmxiGGCEBOQTnkHP51tabYz3N1JcR
  W+yKCMz3EjN5Ri2tsD/MRwXbHzdvYGpo9MlidTEmYz99ypk+VicEAgHr2z8uRycV6R4K0i013w7r
  vhmFf+Jtj7XAJAvmXMUDKSg6gqrDhc4AIII5I/S8bilQp872ur+SvZs8Zas5bUgukfabbWY3kmjY
  b1PMglx8h4OAuDkMCcjFRW063EBsg8SwFmWGNU2M4UjLnkDn73qecc8V0/iW60uTwDoeoXaeTNc5
  jzLmG4aAb/LMm75wwjEeNw3LwDg5FeaWdysc6LGGBP3fMlJLDAPyBjnKnrkAdD61GDxirQ5l0bXz
  Ts7A42M/xvaRTaXsYM7hhlkUGViO/PHAxx1bnAzweaslkn8Jy2Twwx3UI8yEjYxiKjG1hkZOMk9M
  c4rt7yCGdpI7eDdbtnIU78MR1AbIZsg5YgZ4rhLCySFnW1jEEThkCru3Ag4V2BGdxHDfnWjeprfQ
  yNN11oV+3GGR0ueJoRtcpNGAuR3OVGCfYVq/8JXD/wA+E3/fC14/Dr99p+s3lqHjYRvIQpbywAzc
  DcqjcRjHetb/AISy/wD7sP8A4EPWKqvuaSgrn//T/OzRrpnsluE+ZpEVgkowVBb7xIxgDPA9sGsd
  7loL5Q8+NuW+4MKScKd44HPQc/pWho//AB6f9ukf/o2ub1H70n0h/wDQ6/SZv3Is+Ppr32j0e0u5
  wYZbSRojOMYkkG9nAO7B6AED8eo61sWroLueSeNdrqfLMJJ6r2ZsemSMZPWuTh+9pn+9/wCytXTW
  v/Hvb/j/AOgVunpcyZrwzzykF5FKrgnzWbO7+DbnpgZGB65Jrow8l15ds9rHNlP4gCRESBks2DnI
  Bx17GuPb/wBqLXdWX+u/7YN/OuiJlMsWzveRpcyyrFcKC6xoxVyYwAAozyox90g8n8o7+6kuAlrq
  ETTx53BndQoIAK8yH3yc5OTxwCKoWX/IVsf964/mKn17/j1H++P/AEBardj2MoX1wlyJS4mjs/l3
  sGChQ7EgHpknAyAc8HjutvfWtyHS6aMzzEyK4Qp5brjywXLZBPoOAxwevNRv+QPefVf/AEJawl/j
  /wCuq/8AoaVmtdy31Ppn4feEfDnxc1A/DbXrp7WLWvLuVubeFQ8U9m3nRFdy7QW2OmcdG+XkZqt4
  o8NxfD3xNrPgTT5/tMOjXr20MlyFEjCdI7hXYBAhJ35OBg89Dmt39mv/AJKr4f8A91P/AEC4qT47
  /wDJaPFX/YSs/wD0ggr5OnWlHP5UU/dlS5n683Lf7kkOTfskuz/Q80Mj2tjsdY7uWKXcRwuBjoP4
  uSMcEgHOK7f4bapomieLLS91O2TfbiSe32RkhGiQmRxnkPsyq9OrDvXnk/8Arrn/AID/AOhvWtpv
  /Iw2f/XG9/8ARDV9BmlFVMPUpy2aaFT1aPSfije+ENVlutf0T7LeXsKW8nm2rh0xO7IU3cggBQxU
  j5N2Rgg58BW/a4uWuJvJkKZKrGvdv4ZHYcYwcHpzir3h3/kUtR/3bf8A9DauY03pqP8AvCvJyHCx
  oUPZRbaW1/RP9Tpk7m3JcpPHcPbrsnIU7GcoFbn1GBxk9ecDGelYkd3e3M6b41lMiHeyEqjFxxxy
  VODzn61dP+vvf+2P/otqraN0T6D/ANAFes+4r9DyH4g6FqF1fJqekRxeZNxKjY5IAG7BAAxjB7ng
  153/AGF4u/54Qf8Ajn+Fe96//rV/3n/nXPVzVIq50UpvlR//2Q==

URL:https://www.mn.uio.no/math/english/people/aca/torgero/index.html
REV:20261015T090630Z
END:VCARD