BEGIN:VCARD VERSION:3.0 URL:http://www.math.columbia.edu/~jaross/ N:Ross;Julius ;;; UID:jr2338 EMAIL;TYPE=pref;TYPE=internet:jaross@math.columbia.edu SORT-STRING:Ross TITLE:Joseph F. Ritt Assistant Professor TEL;TYPE=fax:+1 212-854-8962 PHOTO;TYPE=jpeg;ENCODING=b:/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2w BDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQH/wAARCACGALQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAw QFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0Kx wRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3 R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW 19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQ oL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAV YnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eH l6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna 4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD6eMUagc7SOCCAD0/2dnHHqe3FRvCTgA grwRgncCccnrjg+pJzyTmtOSIE5CsfU4/rlPr9wfXPVnkhunPC46cYPPf0Hr9Oc50qdPn+hxQ3 fp+qKkEIViBuPRt244GOxH1wPTk9TWnHACR2JPPQc+uCRj34wMZ9y+KDGMgAk56joOhP6YHbvW lHAeMjOPocZPr+PsPqcVmak9rAG2DBBAxnG4Zz2wrH88e55wd63tSSpXBIIP3SOBjGT5sQ+bp8 3TOTtGSK9lbMxLHKgbW5QEKrYUMVKKSAWXIBB6DrkH85P+Cjf7cF1+y94U0v4cfDKKz1L46fEe CeLw3bSObj/hC9HihiW78aarZMlzbzM7NcQ6BaX8TWF5PDdapcpdabpNzb3rdWNKDlLa7f3cv+ ZUIOrLki/evr3V7a/jfXTzPT/wBrj/goJ8Hf2QtNTTNbVvGnxE1G3EujeA9GubU6gVncx211rN 2iatHpGn3EsYaN5IJ714ZI2S3VZFB/ls/aV/bH+Of7T3iaXxB8QPEyaB4Znnuho/w18P388OgW VsJTcu1xE91NNfOnkeZFJql5dlZkaKw06JVt7a38e8Xal4i1bXdW8ceMNdufFniPX9S1fUtc1/ XHmknvrq7Z7mWRo/MdLG2E1zPHDFcW0i20kH2WMWqtYxN5JdeMrLSdQs7TSLwXqwqY5p7Cx2NM bgPvUanqqzyvDPJLKGuHswWMwjhKxrDIvluVTEzblKSgtEkrKzd+vl/l5HoU6NKhG93Ko9WnJP ay6Pz/AMjRe4T7ckVtZaawS6lYXqLd3a3NigRRqEMMkMWbcgeeDLpscrDzn8i5RTh+oyxWunrq Mup3DLLM4ie0aFzHiRGukZIb0NCVDGKGOW106PzQzwApBIo2dAh8Q+NL1Amn6nYaeEE0a3Fla6 G7W0c8ymR/El5BaeXFG0EqNbS3dpZG4lWC2jt1tYlr0Lx9dRN4ZOkLpU5smuF8o3mq6drusaPd WUlyhnSS1srV7+DUVu2e4tbu/u0nCQSRTMLdTStDT/P031/LTfyJVST25nt0b7b6ene/z18W06 ++16XO89wtraQLMw2iObUoXIV57u40uPVINZk02G1aLOouBYRBl8x0Uk1zks5uI/NS6S5tnl81 GhsbVkDNvnV2n0+JryJ4kdY45Ps0FnGF2L5e+WSXI8RaFfaJqstrbXEV/ZfaGNrc2M8tskV5LF GsjQWa/ZXSRYJHt7ue3SFrsKFad3RnGRJbR27xS3DWe66jmeby2aFormOWCJHWe3iW2We5jidD HNBdW7KHSaSKWSOddIwjdWlrbs+y+T017X/CXUl1Tt1/Dy/y/Fn6Sfsy/wDBTn9pP9m+Sx0DRP Gs/ifwFp1zYTf8IV4nke5sJbSJZ/K02W5s7y21a104QSw+Rb6fqFjp9tL84slRZYZv6wf2Gv8A goj8PP2v/BtlcxWdn4e8bafHbweJdHFml4lhqFzEUje2utP0y0mSwFzFKRJcWdtptnb2wlm1WV JDcw/5/l+8iMss9yXl2ptuEcSzbJIBcG7nVQsg3/Pa3SSGbFxZXEcpDqi17T+z58cPG3wT+IGk fEX4fXSWmv6DKDPaSE/2drNi8ckNxp95GDDJHBd2s1ysc1vJbXNm0s8lnc2k8ouB2YetLDXbd4 v4k9ktL2130dr9bHJUoxqq2029JLdvSyfdaLQ/0vbdoNXtzcWqTsoiUxJcxpqEgileRIx9nVfF s9vL5iRQzi5tILdp/s0FsLsLOKge2Eh2SFETAbagLBt0U7nZaSXsiDYhBIj0a7O4RpNZXBkWHX /g/wD4J+/to/D39rL4daXe+GL/AFi18U6bYWv/AAlPhTXLazubrS9ZS9ld4bfVNStdWvNQtbeX UDHZw2CQ2q2oa1022+z29xbSfouLeOJQY5Bci4mLttmiUw4jicM9qzaayBXBeRZ9JZETzXnsbe Nrrz/ZhUjUipwd4taP+n06nk1HOErNOMk3dPfVqz6+vl6O5wk1jJbF8HyAzMNrKNNdlMcKxSB5 10NJVQTPBhUvUkljadzcrOkuqZE2nkESwqHJx5RNu+FJcyAvdtZSRqTD5arCdWmy7RzXMs7zTC 79IurMwrAPJhtS0geMLHPYRspuSx3O0Xh1WSNYW3rNcXCSLI3mb4zcTw41xYSvCJ1jdwbctHL9 nDMGdL1WK3ENv5g/e7Vkul1eVYZ5UX7dbRh4tDpRS2X5i9rPv+L/AMzz6W1VtwQiclVKqsS3RB WGVwUBm16Z2YTqHkkEL8AT/ZriNmfMltUjCrIxhL7iY3JUhCEjwY5Z9OQLJ5Tt5kkc6GORpJI7 G1jmMPoF1YpKzlcyyF5VMSus4Uu/k7DZyTayCVjj3xxR6YHgdmhggtbmOS0ts2SxZXLlRCNpRW Rhp+4lpTGwZ7nQ4gWd0eNwN7YhWKdp4rM28ShdtvVNrTr0/rXTTW+tmqsr6v8Ar5ux57c2SFS+ xt0nyb2SWIMZpHA3yQ2OmxSK8CurKL8xjcSzwqvkWnPzaXFdMyqpcFfMBVBetlmeQzFYodanXa FDusTzJGQS0MNwXiuPRbnTJS0siQyKEhO1mt1+YC2kDKtxb2KRRyMqnEw1GMQrNb3clzBGsY0r KOnvLI6yKXabzpBGssV8ZI1FtAsQtBJr5DMHZY7d7NGUTuFe3W1Y6QlDT+VLo16Xf+X49TSNRv XpfXReV/60PHNQ0aRbjawCOqLvUTToQ7ZdgyNfROpBbA8y2tWKBWELIyzzFeq3VhBHIBcC3VmD MoeRbI7PNkUEQzXumnazKzqyWkKbWCeXA6PbwlP2fn+H/BNOddn+H+Z49JyANwAJ5Bxgj057fn SIgJYA7goUAADAP4cjH1HT3xVsKpVRtBHA5K56E87gf0x+dSRo3OBhQGOOxw+0Z+XsOeMD04xX BKLdrdP1saRTb0dn62Gwo542jCkAKThjnpkZyBngk8Y5JxmteGLOMpzjJwD14/ukg45/zzTbeE 4zjHBPQcfnjnn8M9QDka9tCVxkAhs4Jz1zwCNpHJPYnOec01FWV0r2V9FubXsteiV+v9anN+Pv G2ifC7wF4t+IPiLEOh+EfD+pa5qUg2JMbbTbaS88q2jmH+kXNwIPKhhw28uYGjmldIJP4Z/2iP 2htb+JvxQ8a/EnxRJct4g8a6ne3jWsl7cyR6J4fu50nsNEs5J0tb5oIrKyjt7CY2dtI1lJZ3Mk UjSwPF/V3/wVj1m48OfsL/FSe1u76zur+fwfYQwabDl9Uil8V6TNfaXdSqT9ntJ9PguHeVEe5k liisrKS2nvmuR/Dr4r1jUNZvRdzOZrq6ZZpXKOHkkkQOSqA8qoVYFjjAihjSK3to4reGCOPzsS vaVoxUmlFXtdqLacZarRevc3ovlUqsd7qLdlZOyS0sm+nW3c09T8W6n4i1+a+1/U7vU7aYtFFp D6jefZ7extI3ttM06OQMXkttOtEt7ezEYRIfJgZZLYIsi/cf7Of7KNv8Y9Ll1m40rWtMlu7piP EeoPPZ6Rb2axwpbXlvayTC+vNSuEkW5tYbeeTSrJoDFefYwsKzw/ss/s+eEPEMuneI/FFh/bc5 mMsdpqAkaxgMLwARmEMqXBPmFZTMrFJNixuoJr9yPAegiH7DptjBBZ2lukdvb20MUccFukKIsd vEiBQIo0UKqncQASSc14ePzdUL0abu4aSa01VtH0d1r8ux9lknDVTGRhiMQ7KTUlFLSSfLqn+e q7bnzf4F/4J9+HpNAbwxN4i1m60WZknlivUeIziNXjLElI54rWTMkktqHheZzHLIysisd7Wf8A glT4CvrYXWk3FyJSJXCaV5omX5dx+0yXuozrHBJhVia0S6vh90QIGLD9R/BfhKVkRpJN4aNBGs hJjAXHzOXLsQM5IyfrxXv2haE+yOBkKIoPzBUJ8roVTgkq7AH5nQhCeMEg+O80rSXu33V3zPy7 9L/pvsfb0OGMDSklUpvW0Xqm18Nn8rK3y0sfzRfFH9hWz0e3uhJovjLVbuCWSCS40q3jWa8wz3 MEssN7/Zi3p3uxmuJ4PNLrvkniDl6/PXxn+zpqXhuW6u9d0nWtD0q0ltLdxeadEjz26tK8073M VrBbsIgjHFpJcXE0u5fJQRvKf7SPiD4Di1u0a20uaWxukjdlkWWe1hEvIRp10+4triaJGwzIrg EZDiQYUfm58Qv2O/D2rXsmreO9Wv8Axbq0camyF3cOmlWt0pSaZ7fTxJPDNcyPFEi3F6pkmSAh hy9KOc1qTu18O7vfpFa69v8AgtJnNX4RwmKco0oSUk7WSTb1jZ3Xrr5X+X8rms+AtVi0261VbK 8stLWaQWkmoRG1muo7iRIIBDHIonvMKwMjW6zqiuWZQ0hc8Zokl9p+r2dyISTBJDJMhXyxLCqu 7RAmTEasob5sjAGTtAOP3C+Pn7O2pXc0kOlfatVnshIun6E4vjAkdzuDSSSyXN7Y2UCxjcfs7W xVAygGWNo3/NLx78F9e8HsmparDDa3c93JKwg850hAeMRx27R5ZEV5IVPzAuZRldpKj2sDm9PG Xp1GlJpJJ6Xbtb73azWl79T4jOeHa+UtTp88oxleXMrtWau02unktD9Tv+CR37RUfwD/AGrvBn hXXYoNY+GvxsSWwtLOSzM7af4xQQ/2YY7QmW2F5deZJpDW9xE7veLHfRTSyQWNvL/dCkVvDawJ B9o8lbeKWR0kuUPl7NxX7BcX8EsNyCbNnjGko8rEyT3D3MF2nh3/ADN/hfqWo6Rrvg290zVU0T WvB2v2WueHrqO6vra8stah1WzntL62uNOurWeNbYWltJcXaz28tokccsVyk0a5/wBJz4J6hrHi L4R+AdS8RoE1efw/o8moTxzW97by3UlhaXk11a29rMNKulWYq0H2bw9HAsSJa2v2iCOynt/rMp qSkqmHkkvZpzjftdWta+jVr+mu58NmkJJwxENLyimtFzNcid+yV+t7/ezcvLRIonYwrF5brtlh iOnlMRyuAZobPw3JO6tLGCyLcrDGsMazHbp6jGmskaOV44o/LivmhZmt/OQhF0z54500zUnb94 TEJG1VpEjiWAullJpkd56FeWKtbociIyOY9sCRWLskXkg7nNvojyBA4DRq13FItmvl29y2oGLV cya0coztGnkhmYs8UUzAEPKSZ7zT9VkdHL20sxvNSI82S7M5mV7rV7z2bLsvuR5UZOUrKTvvq2 uqW782jzKe1RopInndg0UbShZZJ4wwSQIY0Ooaqu5zMgC/2fHHcxW1mkdvbyfZX8TUbuCNgw8t beQ7kb7PHLaKhkkjDKyvHou+KNpJIJYI5bm3aNLhZUvGmnt9c7C6tlk3xpFIVjWbl5S5jCDpJD FfanI6iOFZp2NvHI7T3lteXEANydNga0jTzWWKaI4lZ0t0htJWZHEyo8Zj0TEpRTDNG8nlTrK/ mzWcM076fEoNvRK3/AW/l/wTVNStFvV2vv8AO7/P5nmNxahmLRRBVlkVd8tpbXRVvOtZivmXNn q0qhQ+xgL2OTfDPbj7Tbxrc61QnhIeDzpGdm8vMIkM6FJWSQOtrNdXk52CO2CS/YWujIu+2FyZ ml1vvrqyDtIzHAwxPnwvcFzGkheHzLqy1NpVjkDI0M15DD5r3VwbiK4e9TRedkUoysDJIsbECJ rh/J2yPCZZVtX1CGNWuFhlDo1rLCGuzLNJbxNLF4Uhpp2ZabTWtldN69Pl12MRdKV1TYk0YWKF SE0+5CkiGM5Bt/DxVgAQqllTCqqxebbLBczFa0hMRAe2ad23szra6Oxz5sineb6y0uYu5Uykj7 apWRSbi0kMmjaUUjXnj3/B/wCR8rxuZAq9B17dOfrzz9P5VfVAAD6Bf1XP8jz79OKybZgQuDyR gdRyf/rA1rxEfIrHJyAw5Occdep44znIGMV5109mn8zugmm7prTt5o0oFywPseO5Hc+2P8j16G 0iUsDtyu3JBHI7f3Wx+nfisS324OAM7y3T+EDA68ct2/pXSWAwVG8ruwCCBwDzn5cjj8P04YpO Wqtpft5q39efofDf/BTHw7Hr37GPxZshbSXDw2VjfRmGQJJZ3FjfwTW9+Sgd1+yyhbhHTy2DpG wmQg7v4UY7GO01uAThpJmEPkpJlzGHXckjlim+RIGChxGVZmUhSpwP9G/4veHrHxT8JfiNod/A Luz1LwjrMEtsUDNORp87RrHvlUCQSxqyOxAVlBJAIB/zx9L8PXeufEddGjzcS22vvb3dwExE0d pI0EsjqPlVU8ltsXlgFoyCqyrhfLxbVOdSSWnspNWbbWiV3tt935Hbg4qpyUk7OdaF07u95RX9 W1+8/Wr9mTRYbDw1pUhQJsgtdqxmJk3Es25TEqIxYqzBlVRlTkDHP6h+CQkRt5pIwj+XH8pJBJ XA2kHuep/rnA/M7wXruj/D2wtU1W9trPTrBLcTXV0y28bNCh8pUVmDSM252EMeZWI4QFgD654f /bR+GlrfyrJeyPHbzR73tbDU71lR5VjjeS0t7d7i2im2MU2RsyhJDJ5YU1+fzw+Jx1apKjCTTl Jc/LLle1rNKzeui/Hv+z5fmWX5XhqNLEV4QnTgvcvG6+G61u1Jdn3ul1P2k8GXqiFEdmEbA7mU FWVwy7SpwCrA4wRz1UdSa9tt9Zt4giwuVyrgs7gYbOGdhggZ5PTIyeM1+bPwk/bL+BXiN5bSPx 94d+1IglSL7XNHJcHchwlheWcU4ZSQAItxUkLs3Mtfb/hbWvDfjBd+mazYTggXLG3ukkV4ppWU AxQ5mEcb+WsqhS0bMy4DqVDlhsZhlKLpNSa15otp6ry01W/+R9FTzLLsdTjVoVlL3rWjJN6tLZ Prbp12N7VteWG63qI1icn7snznAGBIFYLIC3Kgg7QfcivGvGWpreWk2YgZR5rRt5ZbdwBvYjLB sdMAgnG4jiu48bJpOgQahqF1qERbS2ka6tXkiWaKCAyJcyBJmSORo/LdTGjM2U+YCQAV8P8Axy /bE+Evwoe+0fVprqTVIERLaDTbQaxNeO0JEkCC1k3xuiwtKJLtYFDPvEjRMZK5PqeNrxShTvzN Xsm39lvTfe/+fbtea5XgIOpUqxhJXU22uZpKOyb3ei30u9NR+vWVtLZ6g00a7yrggoFOJFHJGA Ty2DjjPJ9a/LH9pTwXajw7rF/DAJpNP8+5MUyNMkZgV5XAhGHZHRWdVQq7YyjLjcvpOqft76F4 jlC6Dod9d2sm2eVRbRq0UYmZHS5aKZ1s54FCGQ3SzQquwOG3wRyeea/8T/DPxQGtabpV08d5cW M4v9H1ALb31lMkDo5MT7ZJ7eUOzR3CDy5QCBEitgdtLLcbgJU6taHu+0i7qL5l70dHrdadl16s +NzbN8tzenXp0a8XLllJRnaLsorVK92u6/y0/Mr4dWT6j8Q9Pt75p7mO9tdNtrK4gkV3ZbvXLW O5093Jjaae4kkUsZFjFxCsayNJGZHr/Tb/AGc9GudL+BHw30S/uorsWPhDQbWC+tmmVLuzTTo4 YZp7cy6jBGSrBXijtsmRJWdAAqv/AJr3wJk8P6P8RvB9t4mSeBNN8aaXHfSr5MDJp9l4j0m5dn kmCfI8SC4nnmd4ImsbNZRFG800P+n/AKBYw2XhjSY4be3tYV0mwhjsoN4tbZBAoVbbzY7q1KLu HkSxvGwVRuMJUKP0/KItzqTvZKlBNdW5Rilpve9v6R+GZvJU4U4rVurNOzvdRlHXt816aWKL28 UCTHMcJZmIW2jMAJSTakaxK1i7ecdiqPKGPMaS5dpJptQts1rSNYCEt2yWQrM/ktkvDNjbcm1V zI8yuy/Z5EnMskU1pNHbRLHofQu0kiFSzhA6H5GGwho/KKHymlIMyqYyRC6uZGD5iZ2HPXMSiE GTZHcRGV4wYlhUyQ3GY1EsjQNO2YnlSOE3EkrC1tVtJdtvHN7R88n2f3P/ACORu4FIIE7bssXx E1wxWSCS3dV+0vc7SoCx4ggKWcc9sYzFJb20VlTt4vI2ESrDuYC3CTLbEyTweSWV420yOLMLl4 yY8GJIrSBJrq7s7W92dQVvs8TpLIiv9iASd5JgFhubdjHETHeZiEVvNbJHFAsV0I7m1AnsbpLq SlbRIyRqBkOYpFWzkkiljBRkLK0c6NHCVeeZ0jR7ae0GoPN9sibUYNRDeF2nffp3eq+/qczqUI JkcRwqjvHGsohgceWAwtcFLG7kQx740jEdzJO8UVusaELYW8HJzKrMqKd6xBphEsxiW3kUtII4 zBqMRBheeFYjLbXcUjwwGO3vrb7FFe9xqbGDzY5PMnYxMFFywuSxlia28mR7tJWKxzBV+zvIoC SyLORcPqCDkgGWQSByoIWUMzMEGRKFV0W5uE3tG0kMu+FxP588F1LcvLeXcsuKbu/nr+f9I2hs /X9EQm0eQkxmONFwqgWMzjG0MAps9IuV2RhhChmlMzpEsgLwPBLIUtwIyyqwA8tBErF9xlSNmV Zi0sEkjmQDc0khWWViZZl855GYo5af80fvf6FnxRaONq8gkjAABz9RkemfY+vrs27fvFOVyCCw YhSgIOCckEk4Awecc81y+nuW8pTnaFyefxAHH+evWt+Ji7hVOxGKnGCTwMDkfNznPt9K8SG79P 1R7B1FtwwJGMkY54JByQCMZ9TiultM7kI+UFSQQRg4HXjj865uyBG1my235sEY6jHUsD75x7ci ugs2+eNMc42qD3Jzx7D09+1amVSTi4wt8TSu+mv4HB/Hnx/qHww+BvxK8daVoLeJtW0DwxeS6V oaPMIdS1S8ZNOsIrs20U1w1kLi9WadIFjeRYxGJowST/DD8IvCGtr8Xml8RWElrfXF3rOu6gI4 VNoJ7mWe5Ee5g6IsEt3FGtuUkaFbgtNOsqCJv7jv2iZ9Rt/gj49OmbRcNp9jHvkZAkMUmpWUck rLIpSUIDlY2KgSbJN2YsN/Ox8Zf2b1+GfjzT/iHDeLcWvjPStSsL+0aK2Mh1xbu2v5tWhu7cPE 9tfC9fzreGUQw3ChEhiESBfm84xUqOJVL7M8NJed3Jab63T8vyZ9XkGWxxmAeLjH36GMpwk7u/ LeOr9fTXofE1l8Dtd+MvxBk1LxHqBtPCOizi3t9Lga7gBEKxRzus62CWzySbypzFdBE3qbuAjy T7f4i8KfsmfD6xbQvFHh23tDAJpJrmfxNqWlxtPLHEkpL22pT6jeXfk+SJDYWLlE8qSVROpU/Q Hgbwy2reEZ7C3knhuv7Tln8xfKkWJBLkSo80E/lMrsm7fvUxR4CMMrWDpX7H3hqXUtX1TW7bVN Z1LxDA9rrWqTa1eS3Goac91Z6hPYsJ5jdCyFza2xRLZbW1O1Y4EijDI3zlPNYq1J1a1GnCXK1T ilfVNNve+9+u599Dh5VKKxFOhSxFapJyXtrvT3UlG2lvNX3PjHSvh78C/E2svr3wZvLS4u7Wbz ooNP8R67K88gkWZbaaz17S7G+1F2kgWcgx3hgFqySyT5aM/af7Ovib4ix6tDpNlql6t34YVrRt PvmmSaSG8WeCKAmERzRWSWylreB/MgtzHDqBW3a3mx6dovwZsvhno+s6R4Qj1Sz8P+Jb3QbjUL HxTHo/ia8vJ/CujXXh7QFs7vW18Qa1HHomjXdzYWGn20cWnQRSJGsEMVtZLaYnw0lEfxaknNvP FbX+k2OmzyXtw811fS6csiPLqE7T7i7SkLHEzFYIYUiAYA1ONzCNKK5K1WsnFP33zPonr0v117 +q6ctyGs6lP2tKGFrOav7G6g17tkls7b+nXQ9R+KHjzxj4VgvNPe1vNb1bxJdzaXp8DNFrc2rx z3k72Q01FaVVnnijWK4ilW12IJ70tOvlSD4K8cL4ftbptf+Na6ZbQz6hAL211Ca8maa+mc3doN R07R7eWRiWgZoWnSeRobN444IktkU/bfxvJTxb4alt086z0WZ7iWOG6YGeGe3lhmW3ubYpLbTt alzBOMvDIN0ZJHNC8+DmjfEfw1L4b1bS9S1Xwbc6tpfil/C8WpNZww63pdrcLp2tOkN3Z3EN3H Bq2qIL3TL1RfNqF1LcvNdBJo8sDmEa3Kq1V0IyfdRb2+FrW2+2+3r35lkklKtGnD21alKCl7RX ptSUW7q3Xp1Ta10Pnj4feP/wBmTV47XRvC/hP4fXMLssBn0wzQXrsC8UUtzY63pml6zPDbNctF aXgS8is45Y4IZo2ZkHmnxp/Z607SfEei/Ef4cNFpd1b31jDqGkQxRx2N9ZXUkUc9rNdB4ptjwk KXEQdSjgM5d0f6E8bfsc+FtT8PaT4X0K08QaRpOj6q+saMg1K7huNI1C9hjt7y9tp5Z7i6e4ks baCMSXN0p2qyhGikMY6rXfAs3h3wq8V/qF1f3cNuGmkmcxCWSArIJ2hVkCSMQZJVaNwxG9Nqrl dquYuNWMadeVaCkotTvLS8er1urPayT/Dg/wBX6lTBVKmJwWGpTgpSjVppxktIuzae17Lv5XR+ Wvwy+FmreMf2kdP8P6XpVtq1pafEXTpr/SrxbOeCWzN5bahrBvLOWKX/AIl6aRIunxvMkEd1cS SNFKhh3H/SwsAU8O6GzXbziHSdO3yT/wCjzNH9lULPNJdWMcC3Ex8ySeC0vLiJJI5GWUyvLj+O H9ir9nPQdV+Klz8QF1GKPXvHXjL4Z+E9L0+2WdL23ktfECHX7vz41mlQzafdwm3ltopHtzBcSj czBR/Y6IobHT7S18+KFraG3t3DskUh8m3e3EUrFtGMzovloJEEkzIsZO8lmX7/AIfrOtRxFRp8 lOVKKbWtlKPbom7eR+M8UYBYCeDjKXv1qVSqoxu7KVunS2m9nrbyKkkgnhliR5p96FWRWndQzS ptcrH/AGggXcpEkqFFVctHgq2MB9qEI0z/AOkBZLgpLI7iCRprcRvDaTMSjRxyyzQLBcW8sVxI 8yPDNPGNF98kZnmijlfcxEl1md8eUrvKk91Yrua3SK7CbdRjk854Y4rwwzGV8m5eN4VlF1IiTS tJLHFM21Y7SFICRsuNRt7r90rtFte3WRkZLhtkcDP9CfHrRJdkjKuYojAsjNEjXCSFlc7JIGmE Vs/nmSG2UOqQIZpjclPJmLPKYriaOTHIkNsGSMwMJDIwkkuMyTySpI6Bo5LpVkFxcNbSyypDPJ LZxRO+xopxfkmeCOF2NrbtDKsxjhggtWhRJp/MT7MlxpErpGsEqQG2iYSQvDaQstxYXVnYZn2i NRFGTJO4aKOUNumMZit7cCQK1jfrcQ+Qtm9wSYpZ/JvUtrUTG0UBrGT0VvK/ovz/AKsY+rSmUy lkRSqyOSqRopW1kDCNhHDZMsUUULbXkh80yQNFJFttvJseLmQl8gqpw7SApLD5kifvCJZGgkMr LCIQXm3MqmxuXQW0ZeDe1KSRmkTc6tHP5K7502yEyi3UiMXnmujQ+V5qJpytIWH2banlJBytzK vmRsIxIo+zsWlgRC5Eiyq8vn2SRTYiaMeRI7Q3UkCxExLIHTOUt1bpa/qvQ6YbP1/RGyjpEuGu lhLEkrcMxcsp8ttqRNCYlR42hKSoJTJG8u2KOSOCIrn5b6a2ZUj8tI2jjKR/bLeJ41RBCElh+2 bkkAizvkSOW5QpeSea1wbmcrMs+KtOlCqgGCTkc5H3gWHvn1469eK6O3PKtjuBgeo449sniuTs GGF6ALzuXo2BgAAAE4HHK4Hp6dJaSMxGB39uOnIDHH49uv08c9g62zkOCRgDnAYjknHHBPGcdc +wrobJwrjdjJBHbgnHzLwoyenr6+/KW8j7gMEjIwMjrz2zj6e/PYVv2zkOu8kE5xkJz+Rxjp0J IweAa0U0klrol2/zMJbv1f5mB8aNBbxP8HviHo8ZcS3nhfUWtniI8xLiyt2vYthByMPbZGCCTg AAmvwT+Jb6/rngGPVb3XBe6Voxj1CKwnMpuNL1KeTTtPlt1nnYxfZdRtryfVJQJhKlxYeQsWCM /wBFctn/AGhpWp2AbDXmm3tqmTG37y5t3t0A3FlGWlALHkDOMY5/kt8dfGHxf8CvGnxf+Efjbw q+s2X9teItOthc30+iXttp9zeXMulTri1vEv7WC2kjubA+TBPCmI/OkLeVbfM8RU4KWHryTvrD mWqSbimpW1Wv36WPseFMcqEcbhajtTruE0urlBLbpv331XTT6X+EU/2WysrFoWlN1CJUXY43yv JnzMOFJChF2ZHyth13EYr7w8HfDVPEMlmz27CV1leGZYZFaZx5eIpXQISHVkmBYZBVGXkMF/PH 4VaurXul79n7uytoUZNh3yBtxff/AKtnff8AO4wrEBmUA1+jmgfE2y8KWKags9lFue3URzhv3j RuoEcWxxJvJEiqVjZpvnjmiMZJr5edCg5tTd0+V2V/Lyt5ej6H7Rw/j4Sw0U1BzSfK5NW6WSv2 v1206Fr4teCbT4e+EL6802OC41m5sriITThHeGd4XjLrcSCe4ilDJMZnkKLOrB2YOio3wB8J9A l17x0k1jEGtdPxbtc7g265lJE8qKoeMnzTiLPGc7l/vfUnxp+I97418Iz2N5fKsFxLa50y1CW7 vbqIpXtkCCMyy3MIud0ZIYHci7t5Dcb+y5rfgnQfHV5aeI9Pns7eW5nm06C8EdtaarHaSmS5hh ZJZZY5rZpYp3hkWC52kBUELs44K+DqVKkvZRk6MrQi3dWTad3fpfbZWPYWOoYfEYeVVU06aUkr pJy91Jc219dfJ6Pq+E+L+g3XhjXFl1K387SlkjhknGxZ4PkIkRgoVHQCN3dVUAAcpgtj3P4CWc Gq2ENpdE3tv81tpt5BJA4gQXDs6QyuvmhpgyvNBI0kYlL3AjV33JoftR+JvAPiDV18P+E7aS9F xbtqereWqXKaRbkESXF26eYIFuJ5Z/JWacyPHFKlqJVQ48o+Fms6f4TvL82t7daRbXDWwsFuEC KblLSFZLt7fzGmt1uZhKVYusxKF3RRJGXyp5fWpygmm405czut1Gz0t66Wtdlf2jhamLrVo8tq iTnFuLSkrPpbRad18z681/4W+RbzXEqy4zvhupnm2M4ZmYvGPL3ZIlIZEIAzuIyQPi/4p2Ytre 6025lUSGOcxuygoElVvMCg5kRAB8y/N5wyTnG2vraP4yz6hCNI1S+d7gxskDuI2gvCkLIhtZ9i JvEhcPA5Eyuf3iBDur48+M+sm7e7lhJkdTJMhXzQvlRRmWNXBjlVAxIRQImUI7hthC59SFCjKU dJRSs5c2mqcb7tJu/T0OLN8xpzwNRwqQilo/ZtXaXLdPay8+yWulz239gnQrGH4zfAq+E9xc63 qnjS71S8tD5bWy6NYWd+0MfkeRqKtKJLM6hdzm1ikijks1kZ0cKn9PN1eSK0sUc/2eVkR2WC9m jRlkO1IyttfEYlPytEdJjVwH3KSoA/lv8A+CSXhL4k/FD9pfXfihrOnyt8OfhPour+F/D9zDav Y6JFrNxcrAWt2eUwXOsPZ2ME+o3L3geB9sbSQw7Nv9OZvW2qvmt5VuPMQ3PnXsKqzrlVWO812z yzBWUPYqiFQ28Psr9H4ZpOGXTvFx9rUm0pK2nu2v8Adfr0P5o4txUMVmbUJOUKNKEEnZ2laLls 7Wvtq9unRVlaCRojbxwoIJVN24WB8KHVz58seiMzRRF96yXEiPE2ws+SqxzM8iMSDJvgWZ1uhN c4lhRpGaW4NtrUEdvNcwTpcTR3yQssF3fTi2WKW0TOt9RhguHlt82k7Axq6SoJNzGNt0cMF5o0 iSGba0ebGZHlhigVDDPLWdcXEf2Z90OXSGR0mNtHE+yM4S3ill0q3eV5Fi8wzSam0Pnr/Zs5ca fYyWX0UVZWv/l1/wA/+BqfKRi073vpb8ivNqCq7Ms7LH5kwS3L2ZgEjRw7zHZfbLNVumiihRGf T2a21Cy0rZHayRWMqVppbqZZG8mCQh/PiZ7aCB4Wi8mQSPNc6NGGa5WVJJJUv5T52Imt7p75LT U6q300okginkZZR5Gyaaa4tEtrp5BM72sN3rDSwFrs+WsVsRPKLyMNJGtvb3mRcTRQW0gmMNvL cRRvcHy7ZM7o7i8iSae5sdHupHt5I4HmnNw8UUbRXEZurG21OO7Tmk7W26/d/wAH+tt4x1Ur9P zX9f0zK1W6gmuZIbZtjMlvFcMY1nTettEkEUa217qsgVLKa2bJhMq7xDMkurwqbnmLjAOJNkUT x7zKbeK3fd5NnIF2PDpkdw3mxIrPDOolMcUo+221xi40tRuZL+WW4Ek10zsYZXn+03BZd0V20T Syya9txqFzKsyvKVfUZrqeBmjv55Z+amupIZFcYs1jjkVmjP2ImzjDLIiNa/2OXeVZLsSrchI1 V7gSzKkUIXJu7b7l8l2nZ3utem6tf+tvkXxceYq8iRVBCGW+GVDM0p2qniGVo1keR5ikzCYPKx ZVBUUVmnUUiCBpZCxjjyFn+6VURlcy6td7gCh2FHjUR7Fa3t5VkiUpGvs/P8P+CfIOnybuWBzn 73AYAdwSMk/T6HuK6S2k+YDBwuAMZGT2PYE9/r+nH6e3A3Zx27Y54xg89eR1HtzW/A5Vic4Bz+ AyAPr257/XFeOeodnbsuFfOM5PB/ukDgevBP8AMDAzuWshZlOAMdc5wPoQp64ycYINcfbSkhQC cDzGBz1/dk/h3569ulb9rLgrnqMEc4zx+gHf+uaqNr67fr5+X9bETje3Kl52sui/4OvzO906cI 2P3agcA9MDg9crxuAORn6ZwR8w/tGfsRfAL9pt08QeO9A1Cz8V2Gn3EVt4k8Lamui6leJFE721 nfiW3vrLUYYpxGEF1aGXy1xG6uEdfoi0nXKjHJyOOcdBz2/XFdHay/Iy4VchkU7RkiQ4LMFjLE hTu4b7wGSRk0V6FKvTcKsFUi9VFpNp20avpcKc50akZRk4tNN2dlbR7rutH2sfzFeEPDVr4U8Y p4RhuZxa6F4v1LwpHNcsJLiRNOa9sI3uZRHCBLnT4mdjFEGMrsEABr2fxVqEnhsazf8AiHSprm 1spy09/wCXDPHpGnmXbBJArN9ojiVfJku7uCNmV5nEnybq8a+Ml/f+Cv2kPi14VlBtLhPEtl4p 0ZZQYxOl7HBdrMr4TKNc295bz4X5muVDFt5r7J0XxLpvivwppGrmOO4sJ9PlstViHmR5EiSK8c 0RQgiIO0LbcuwDKrg4x8DUpKNafJG3LUS5Xo+VW0b0urKy366H6rlOLc8Fh6fO4WlCc5RbWiUe 1rv739yPlfT9R0rxTeJHaa5p19am4E0cY1CB3ZhvVQ6K7zR+UJHR5GWJ1ZkQx87h9E+GvgvL4v nWG1dbfzJQ8M0d1K5a8h3qJYZ1ZJIpYwHjDr5UibfsZSQOxX5y8Y2Nh4Z8SaLpmr+HdG8U+E7D xHPq9hNeWFvb6wZr+CK2vNGfU5A09zZSPY6fN9muftkTy2drMIvMGK/RP4Max+xB4q8baBqXiT wJ4j0Cwj8S6nfatoVx4t1vwfoOpaLp1jZrYpFe6PqOnNp3/CQakZjpmkaAbfUtLtFurHULqWSx aLVN6U7VYckYzjJpvVe7srJP7N/Ld2vofT16VWWFlVq4bH18MoLlxGGvVa1S2Scl0S2kvxPFfF nwTu/BVobi8vWlur6eFDc3F6l1dXTRxrHAzrcmSQ2oCs0UjOqR29w2cRyknwnxPP4f0ePfqXiD S4LiVFS4j+0eZIHm8lUggt4BK0tzO+EiW3SXzX2pACwYH9QvG/w7/ZD8IeF73xBf6b4k8a6tDq 13qCrceIrufUJNDtNUmEthbWeq6rZ2LppenNEXkkml1bVorUv9ua4nuYB+Zfxj+JHhPxDpPhLw 94M8B2nhPXNPsr/TX1awt4Qskl1q+pOmpWF5DFay3GsXunzQTTXc0LXME19JZi4lFt5stV/bKp GPLCEOZSkrxctHF6W8t1a91YjL6arUZPDYXMpQg/3tSvSnSSiuVNuUrNuK1vrbyVmP+Hur3/jy 4vLfR9N1C40a2lhF1q2qWT2ZuZ5nYLDE82b2S4ZGaeNltw4RVYTIQgk2Pi5pQ0JZ4ry8F3NZ+E LqW6d22S/aruaxtbYFiY90jKLoeY45lidcOomA9J+HkMPhnwjpOi+cYgJ5NY1O5KCZ5Lm4V2ne dnYlmkkVl3SGQ7AqJsr5d+Jni6Xxp8QvDvhPTTJd3vxC8aeGvD0durSO39hJfRNekY8x9iWJvX bbGQvmxlivGOfl9rWjCS932kOXzu46WXZ/g/Q8LM69KjDFeylLlSabbbdrLVNvW927avRPrp/U h+zv4a8K/D34K/DnQ/DOhaN4ctF8N6Rd3kWi2mnaaLnUZrOKa61CdoU0SW5vbud5bqW5mvZZjL M3mShw+z165vpZizArcgtwbiPzdhULku8ltq0TOBgIUuRtYl2nQ7c+d+FLVdD8J+G9M3yRT2Gi aZayR5ESLJHZQpKnlRX1rMxWTcjq1u5AVthZhitWS7CsZZERkdA2ZY40O/kMyvLaRKd2F+YXfm gAZc5BH6fQj7OhRjFJKNOKXK7XvFXultqtOtj8QrS561aUm5OVSTvJXdnsr22XmdIt6LdCkV6y rhz5LzlYO4mTy7fUblsbGKMy2YjIWRlVXQyw4NzNEN0k1vCkrSAMPJSFpeYykzySjw/K8vyRpH iRPJVBKMOsgmxG1qW7by1kZkQgmJ5Z5hjC5YI39qW5AOcn7Msiq7NDNFMEY50t8sLYQiNmYRss csNu77wyNtbz9Kw0ikhUNugAI3KE3GtHO32n97f5EKKlsk+u1vzt/wAE6GbUJJPPYMbzfLGI3u Xku90RurGe5JWa28R26kiKG6jgkZ7WaRZFvZIrS7khvcO4nCo2FjtQ52/6O0SSEyM8bGWL7VoR OCH2fIpdBKkl45ubq5hpyXLyDKhr1IvN3pLDJOpSUGRBKbqyvoo94Ek7K1wYVSRJDcyX/mPDiX GsKgb7PPKjRlQiQukKuSE2SEWeqWIQNsgOILQGF1ikh8l4LUxzzx7/AIP/ACLjBuSjb1XS278t vzIdRk8xbiOaN7qGSPJkuI3uQ6zRxWwWV5LDVc2zWsKIzSTnybaJfPQfZJre3yxeC2uJDE7W0r qHkMMzW8ksg8ohJRHqOmXWXjhiIcI7M6B1jdp2SClcF3ZpkhLyD96ZPszybWg/0kNuk024BCvD HI4a4a3YL5UkK2LTxtjzXRgVQkrQrEuwJFJKkRh2kACOPVbZNnlsHaLyVhmcs8i3G5XbKVRXfv Pppr2/Q6ORrZLZbW3tr1/4Y1bq9t7l42mVrny7e3ghefUJIHW3iiVYYwralc5jRMCILK0cMe22 iAjgQUVhi6kbOHnkAOAyJFMMYB2lpFvmDrna+Zy0jAzSAyyu7lT7RfzP8Q5JdvxX+Z836c6gRj PQHpj1HvXQQysWO07dvp39CeTzg8+h9a4+yb5EwTux2znPHet+1mYde6qO/JI4/wAkDp04FcB3 HV28xJXJGcA857Y9O+B1/wARWzBKQQDjIzx/vcj+FvyHvkVycc+ApPHQE5x14xjnt7/TvjagnG BypOB09R1/U85GPWqh8S+f5MDtLaRiyqCegzgkY55BCq38sZwcnpXQW06g4dmCLg9QCD6ZZlBK n1xnB6dK4W3uBwW5GcnIzzzzjIx6fxdeOhrfhnO0BVHBYgZwcYP8O/PG4HG3jPAGONk1dap67X WvkZSjeT0dna7Se1kmfip/wVO+Dd/pPjfwD8evDEBMV5eW3hXxQ0agRlL65VbS4uHDFUWGeXG8 nEZlhLjDkj5k+C3j4W0914dv5pYbXU98bQSySR/ZtVDnzo545I1MfnzF1JXcd8cfAVg1fvx8c/ Bej/EP4ReOfC+vWaaja3uhXssMMvIS+toHngnRmV03wOkb7uGDLGFIYxiv5xNY8N3jW6+INKSS XVEijuZraABBc7DIyzxyZULdWzICSFLTom1jwgb43N4KjjIzVlDENJJe7yvRXfS2t35PQ+wyKr KrhJqDmpUHGMk7tuDlFNO/lu+3qfWl9Y2uuW50zUII5IVdbYxuxQrLCGeEpIuWRwwDRyoDhh8w 2kiun+H9vH4Tv7cpZ22vWgzIdK8RaFZ6zYylnjd47q2e4tkvlARiFeJS4lkR3Ksa8H8AeP7fV7 Wwu523XIH2PUI5FG6O7gDEllXDxSh4yztLskVoypHDY+ovA+pvfToHgLwysq3MckLTI5huopQr xjzAfMCMQUJHTzVaPcp46DlRqJci1km2o6X02a6X00dtdrs/TMhzbF0aEqNDFSjRk25Ual5RTS XRJ29H8mal7qOmtpjWdr4W0KGd9zTT/wBiahPebyTIywPKYo4VkSSVJEjkjgkA8yJLcSeRF4pc eGFuNTXU7gNK9nPI6pNbpbwo/kyqFtohLKSBvCvOxDFcYU7AG+ivENlHMwmsrWCCUl1ZUWI/vm cztK6IYwksbSfuUVFLBj5gZ40WPwnxNrUtnYXrszvs+1RxKrBfLZ12bgNrq3mPje6EHaABuw2N cbJTd1Dez5rbaxejWiva3zenf08TneM+p1aSxNOMWneFKHI2ny815K11a109/Uw/Gvis6ToEtv De+XNqKSW0pi2qzWcBXzpCygMBJuVAyhwzKF75PqH7CXwOT4g/tBaF488QIstp8O9N1LW1sHkQ lLvV3trewmkidkKTeTaXRllVz5XnLuOyBnX538J6DeePtbbWLpGfw/o8i2Nn8rOmoXcWJJJchy n2KGVnVxtkNzdRSKJPKhUtr6t4i8ZfDv4g6N4w8Aanc6dqPhbzdRuLFZ7mG18RaTaXNvd3mk6o tpc2sk1pcC1ErQCYKrbnSRJVEi8eHxVOljcJCq1ySq2nrblS5XFvqtep+eYvCVMXgMbOm3GXs/ dWut2lLfoluum7XU/qEfVpZlMUcreSdgEYd8oVVeVSK5vItqkFVIjwxUktgnFV7pSMmTyN42s6 JHAQCzkxOyfYZpQN2QGkbBLcpnL+C+GviVrut6JpmpxadH4k0fVdE07XtN1WDUYrW5v9I1Sxiv 7G6eK8tzbyPJZzRozefZRXDXNrcXJtgs88XoVrrkVwI1Nre6XfzxJcS6dqFqNP1BI3KosgRZit zGzMqxvai4tyzKFfdIAf0iliqUoLkldpJNPRRso6etnd6rX8fy5YadO6qRu+Z2au1a61ur9vzt fS3UymAYdsXCg5MkkAdkc7sspnivo8cKABcow6hwud1Nr6Qlh9qcsGUpEZHkVs4OTHBe+WAmFc qYCMLgLmsS7vBlnkXBXOZJHBkQZG3e0tupUHrkTrgkKMbgTVN8xj2rKZUyAAJJHUFugCq1wAWI 6YAJzx1qVN30d32vfr2/Aw5FHWzXTXztpr6f1oaVxeMiqfJgB2MBIIYod6BmUgvJp1qybkxuxc PjaGSUseMl7/AAnlxzs+8jfEJ2cKgycgJf3G8qcKoa3AwzN1UA5Ut0iE4VIpF43CKONsbjyG2W jE7s9GY5GNx4xTkneZx87zjaRtdZXXB+91lvATxkgJnpnOKrmkt/xXp/Xz9LbxSsnZbLW3kWLu fzGBkiEceG2yfZ1Lpjszrp9u7yuxZSZJk+TJDMaxXvg7sjXVxsAXKRzCXbsOdphXVZHLNGCEV4 oiwBBUQgyVFdTQxsy+SkbhjtMZiT5QobB3R2kg3MOh9yemRiz3RfKhvMLI/wAhkeXGQchQs1wV yTgsFCkKBnIAqW23dlGv5sMvzNCJCvyZSS4jAKgBgR9kckl9z5LHAcIMhQSVhCSZiSIByRnKox J2qCctpJbn3Zv940Uh2fZ/czwiyuCMLu2568gdOeTnnPvnr0Fbsd3naABztBPHb+R79PwrjIJV Yg8DnOGOR+mPrwM47dK1op/fgHscjA7/AE9v++c555IybdrW0v8AkbnZxzodoLLzt4LHk44znk g9+DnqMYrWt51AABUfQnPXHXrnnqe3J5IFcnby5TBYqWICsW469ME857kEc53e1uS/tdPge7vb mK2toQTNPLLGiKvOTuaRRuHYFh16jnFNpbjSb2R3cFx8oOQBycHkgDq5A52qBkk4AHX0qa98Sa TpIiXUb6KCS5bZbWyuXurkgB2+zWywyzSrGnzvKEMcYG5mCjNePv4q1vW5orHwnplwYmZEn1m+ hMUEAlmS3iaCC4VYyZppoo4ftRiuWldFgsZpSu3vfDXw5uNMnk1LWmk1jVLppElu50w0Ebw3Ms coEiPcCJ7NHJgdonRbqciNrfey4Tr043Tb2vdb9HpZp9f+A0aRoykuqvdX+5af8DR3Xz+E/wBu T4++NIfBdp8MPAkVz4avPiHBfPq+vrdKmq2Hg3TC1vf3NoturPp51bUDcaVb/Zrlbnyoby8XUo 45JLJfhT4YRx32h6baTSOwayt4VYnEm5Y12uyrj7y4QqGGxMRgKqqB9dftseELjQPiT4FvgkN0 PGPwr1vwbbmGN2uNP1nwh4kvtev2neFhawQarY+N4jDGAsxm0gxCKWFXeL5J+HsJ06WG2CEvZy tCEDDLNHIYzlScKIwrbgf7vXJAr5POalWrVUrWhGmpQXWLfLd32v1/I+64ep0I0J+6ruooz/vc tmr211st7q3m7HJ+NvCGs+E9el1rRdNub3eFOqaZYlXk1O0IMZ1PTLcyRNd6jYJEqvbia0bU7R Pssk8d2llKnY/Dj436dp05udO1W3vUivG+0WE1/m+spYHbzbSeze2NzBf20rFJbe4so3MbqWjt 3Chfp+98Ppq2leekSPcx7HhjXaeIwj7oWPClWYnO7kkjAzxzJ+GPw88dNE3izwd4d8SXoVoFk1 vQNO1S7iEKorxCXUba4eKPfGgEcTpHGPuL5oWReTCY904pW9o21d2u3qtfLZdfRrS/pVKVXDVH Vw0pKLd+W7tZct13v67K/wA9xPjx4TljJvjbq0kEkU0UlyltGlq4EoeeRJBudZpGVdhIZdyttC Nj5w1/xlD8Qb3/AIRnwVGlzc3s1uuoXVs3n2vh+C6LLJfXk8bTxRTrGSljbLI89/eSIiRJDG0t fTEH7MnwcjCTJ8Kvh3YRQFZg48IaApRo1CFXlk095ZxGSz+Ud4+U5HUV2cHg7RdMltNI0XS7PT NPtJ1mit9Pt1srOFSgjlENrE8SKXiCq8q4d1OJdyhVHRiMwcoS9y1kkvd0Xw9+/pd9b6CVPE1J WlWa5nrG6bSbhf1SWvmvvOd0DwtaeGfDFjptpHGkVlbQ28bINwiEUMKDGSFJA+V+jqQsZyI1C/ N3xOuDod9aa+5/0eylc34bG02DxzLcoygbdrRqFQM6qXkYs6qhZfs/VrYqjW0J8wFmIKrgbQMt uKltzE7Tu4AAwAM14B4l+H9x8QfF3gn4cWhlS68b+K9F0WW8SwGpPpelPewXOuavLp5lgS5stI 0WG/vJxNcW1sYkmW5ubeIPMvh0ubE42hbVxnFt7aKUV000/Gz9TtxVSlhsBWim/dhKCezk2rXf bXte9z9lvgNod7pHwX+Feka1bNaapp/ww8DWeqWV3HE91ZTWnhfS4b6xuVTzFMtmkNxbzRkupm iYLuhVSPV9Ti0u5sBpN1/xNLq4Ch7cCa6MRikSbckZE8FliaKKYRxlFklETmEFRmrHFbaZa2sM ccsdrBHFapaTSSuYrG02o1tKky7v3dqxDRbE3FXheOJ2Kr6RbaxpGl6fbvdJG1zFbxpJKgUTMY 1LBZnk2PIVJZRMG2BSVRRtbd9/Qk/eltab0+UN737We/3o/NpRUVFStdxT1Suk2mvPqr/5qz8R fwP4qgthqdveQ6QsLMYIJZr64aCFlCHfB9ss9NmQBEIih06EBwJXZih3cnd+JNRtk2rZ/wBriM Bpp5ru38icxFkJtilhObQM/wA7ySPfNC20pCyZK+k+I/Ed54xvYtG0dFit5irTtAqvIYldkCSu BjLMA24AYwB0NYniDS4tFtYbFTuuJFPP7vKFE2u3yEHa4HzYAHUHcSc7RnOMk1N6bJ6pbd/T+r HM6NN2vFOzutF5eXkcQ3xB0iF5opWu9OQ+W0T3ds6CQNHbmZ5DY3ckEBjkaeMGScCSGIXTCB2F pWvDqltdQ/aLd472CURlHhk8+NzIAUCv5dyhZx8nzyrvlEiLuKhByGr6Sk8bM0e/YcN+6DfOyr zkBGx0KkAnPBbFeZz6Nf6VMb3QZ5tPu4pXmaKIsbe5kUFQZrKdZbaaT53DyMhkVGbyTG+WbaOJ kmpT1WzSe17K/wB+r7+qIlhVyvlTStpp0VtL7/8AD+Wnt8t2VJVd0TY3fOyxpuGcbFXyNxwflf dwDjHNZL3LOWJIkB6q5MgJyMHEktwOoBAVQMdia8lsPiLPaSCy8UWZ0/ho7bUbcTTWE7NJJ80k AH2rT4FdpI2cC/QzRvcbra2neGy7uO+gu0S4t5I7mF1DwSROkqzIy/JKrxpdIwdcOArkFDnIOR XXGtCSTT32Xnppf5nN7Fx1fR36dPnfv2/A1vPB/wCWUfHB3W0Oc/T+zlwPQc+u4g8FYD3IDEbX HupUZ9yGtUIPYjBHHBNFP2nl+P8AwBnisFxyFwc5HpjP+R1x+HpqxzkAks+F5xgdscAZx3/+tR RXGBPa6leapeXOj6WIIZLOCS6v7zUVeWOGFZVhDWdlbshvphI6sIrm8sYgF3CTdgV0cPhGFEt9 Tu4rfXruK3WT7Rrk8ssKRssVy6WWkW1vDplmkhfmO5TVGRkT984LElFc2IbSSvpyv8Ntd+iOyh 8Uf8P6Hs/g7XNP1kW0ctg1u+mBobaKFbVbVNi7TJGltDZLEY/KXyIxE6qpKk9CPQb28g83f5Ug LSM8hLiQvbiWMGElxjbOJAsqkExgsY5S6o9FFY/Yh6P9Dd/H84/ofHP7WvguHxj8IPFU8VvZRa n8Mll+LGmXk8s0csdz4SjZtasoLmCB5nj1Xwxca/pENtdLJatcy6bdXARoFe1/Inwdcxz+OLxE jK21/AupW6NgshuYISyzBcJuYYd2TP7xmwSACSiuLMor2MJWV7rX/wABPWy2rUhjZxhNxThFtL Zv0+Z9geFma3uo7IHdGwWNg/zryHBO043fdxgkdj1GK6gaOul3kk7GNkmywVASyENuJG4KASCQ evX2FFFfKJJSjbpy28rpbH2FOUpUtW3pH8zsIJ45VjixLtbYSHZWDCRGZVPGQvBZgpBDcKedwt WWnMGkmkKGTy02BHcALkj5nKlmIU4UbQEOcE5yCitpa763av8AeiLu8Hezs9tOnlYy3hihkn8z 94I4JJGUIFUx+WyKAAwO7DkN8y5GRuIYivf/ANlP4YWV9p9v8f8AVTb3Gs+MNNmtPBlggYp4W8 HyXE8lyk0xjjaTxBrtxYwyapLDvt7K1jj07TrgwTapLqhRXq5TThec+Vc1l73XZHz+cVaicIKc lCS5nG+jdou/39Nj7G1eGX7NdMkhyqLCwd38sywiKaaQRoFyxt79ILeVmJiL3DmM7U8zNsYE13 SYhdlmmskkDOTxKkckkcZfH33QR4GVU45R42YsCivoYbP1/RHzcm23fvb5LY7DwhpVppkUtzDb Q/aH3tvOSVDbimDtXgcEIAqxkHaWDGuK1qGOXUJ7iX95O0g3MygoudzxBV3Aso2YdSyg5I5BOS inD4V8/wA2SZlzahjGHYABUdNka8F+u4fKH7deQMLuIANcjd6Wl3e3Sb8LCh3nGCxUA4CjIAO7 nkewFFFUB534g8KWV1DIWSPczE8g9ADuBIHJ+7g7eecgV4LeXeo+Abl5rK4+0aWZ/MudLlZmhb fPFGXtvMVxbyKZVkAX9y0gMnlLN+9Yoopt+1SvpeP5xFLZ+j/I9OTVEuIobhImVLiGKZFbbuWO VA8avkOC6oVDlSFLAkDuSiivQOA//9k= TEL;TYPE=work:+1 212-854-4306 NOTE: ORG:Mathematics Department FN:Julius Ross NICKNAME: ADR;TYPE=parcel;TYPE=work;TYPE=postal:;2990 Broadway;Rm 423\, MC 4441;New Y ork;NY;10027; END:VCARD