<p> GREAT BRITAIN Collection 495, Inventory 198 Part 2 (G-Me)</p><p>A = conventional Latin spelling of name B = possible spelling variants C = computer transliteration of name from Russian Cyrillic to Latin alphabet using Library of Congress system D = name in Russian Cyrillic E = file number</p><p>A B C D E Gadsby, John GEDSBI DZHON           1014 Gaitskell, Hugh GEITSKELL KH’IU             197 Gallacher, William GALLAKHER UIL’IAM              5  Ganiuk, Iurii Nikolaevich GANIUK IURII             484 NIKOLAEVICH        Garanin, Stanislaw GARANIN STANISLAV              1322    Gardner, B. GARDNER B.         . 1536 Gardner, Ben GARDNER BEN           1875 Gardner, Jack GARDNER DZHEK            1874 Gardner, Jim GARDNER DZHIM            10 Garnett, James (Holden, GARNET DZHEIMS             1380 Thomas) (KHOLDEN TOMAS) (           ) Gashparas, Joseph GASHPARAS IOSIF              486 GRIGOR’EVICH            Gaster, Jack Gaster, Jack GASTER DZHEK           100 Gaynor, Donald Senn Cler GEINER DONAL’D SEN              155 KLER        Geddes GEDDES       1305 Geddes, Charles GEDDES CHARL’Z             1499 Gedes, F. GEDES F.       . 1012 George the Sixth GEORG 6-oi      6-  1367 George, Anne DZHORDZH ENN          212 Gerard, Joseph DZHERARD DZHOZEF              1008 Gerhart GERKHART        771 Gershov, Grigorii Osipovich GERSHOV GRIGORII              487 OSIPOVICH          Gest Guest; Guest, David GEST     1013 Getts, E GETTS E.       . 772 Gibbons, John GIBBONS DZHON            122 Giblin, Edward (Fay, Thomas) GIBLIN EDUARD (FEI             1221 TOMAS) (        ) Gibson, Arthur L. GIBSON ARTUR L.             . 1723 Gibson, Charles GIBSON CHARL’Z             776 Gibson, John GIBSON DZHON           489 Gibson, John GIBSON DZHON           1016 Gibson, R. GIBSON R.        . 1323 Gilbertson, Alice GIL’BERTSON ALISA              563    Giles, Betsy DZHAILZ BETSI            1722 Giles, G. Giles, G.C.T. DZHAILS DZH.         . 204 Gilliland, Jan DZHILLILEND IAN             1876 Gilmar, G. F. GILMAR G.F.        . . 614 Gimble, Frieda GIMBL FRIDA           267 Girsavicious, Joseph (Smith) GIRSHAVIUS IOSIF          631 VEN’IAMOVICH (SMIT)                (    ) Gittings, Tom GITTINGS TOM            1686 Glabb, D. B. GLABB B.       . . 1685 Glazer, Benjamin GLEIZER BENDZHAMIN              1011    Glenn, J. GLEN DZH.       . 1933 Gluckstein, Harry GLIUKSHTEIN GARRI              658  Gluckstein, Iuda Grigorevich GLIKSHTEIN IUDA             1630 GRIGOR’EVICH            Godfrey, Eric GODFRI ERIK TIMOVICH             490      Gold, Ronald Gould, Ronald GOULD RONAL’D             1682 Goldberg, Max (Maxton, GOLDBERG MAKS             1241 George) (MEKSTON DZHORDZH) (             ) Golding, Louis GOULDING L’IUIS              1703 Golding, M. G. GOLDING M.DZH.         .  . 780 Goldring, Douglas GOL’DRING DUGLAS              1715   Gollan, John GOLLAN DZHON           22 Gollants, Martin Hollants, Martin GOLLANTS MARTIN              1535 Gooch, Edwin GUCH EDVIN         1501 Goodman, Dave GUDMAN DEIV           1284 Goodman, Richard GUDMEN RICHARD             1389 Goodmen, Dick GUDMEN DIK          1572 Goodram, Joseph (Lester, Hugh) GUDRAM IOSIF (LESTER            1126 KH’IU) (         ) Goold-Verschoyle, Brian GULD VERSHOIL BRAIAN             1324      Gordon, Eva GORDON EVA          786 Gore, Roy U. T. GOR ROI U.T.        . . 1481 Goshev, Vasilii GOSHEV VASILII             492 Goss, Joseph GOSS DZHOZEF           270 Gracer, Anna GRESER ANNA           1318 Grady, James (Melia, John) GREIDI DZHEIMS (MELIIA             1327 DZHON) (         ) Graham, Thomas GRAKHAM TOMAS            292 Grait, Frank GRAIT FRANK           770 Granik, Abram GRANIK ABRAM             553 DAVYDOVICH         Gray, Adeline Phyllis GREI ADELINA FILIS             1587     Gray, Anna GREI ANNA         1116 Gray, George (Bell, Tom) GREI DZHORDZH (BELL           438 TOM) (       ) Green, F. L. GRIN F.L.      . . 1482 Green, Horace GRIN KHOREIS           1466 Greene, Graham GRIN GREKHEM           1714 Greenfeld, Max GRINFEL’D MAKS              783 BORISOVICH          Greenwood, Anthony GRINVUD ANTONI              1500 Greenwood, Arthur GRINVUD ARTUR             70 Gregory, G. GREGORI G.         . 615 Gregory, Leslie Howard James GREGORI LESLI KHAUARD             1407 DZHEIMS             Grenik, G. GRENIK G.        . 784 Grenville, A. Pryor GRENVILL A.PRAIOR         1784  .      Gresser, Anna (Dubrovskaia) GRESSOR ANNA            1115 (DUBROVSKAIA) (         ) Griffin, Arthur Patrick GRIFFIN ARTUR PATRIK             1419       Griffin, Bernard GRIFFIN BERNARD              157  Griffiths, Ailvin GRIFFITS AILVIN              1570  Griffiths, James GRIFFITS DZHEIMS              87  Griffiths, William GRIFFITS UIL’IAM              1877  Grimond, Joseph GRIMOND DZHOZEF              1728 Grinald, Dorothy GRINALD DOROTI              1483 Grokhatova, Sof’ia Iosifovna GROKHATOVA SOF’IA              1571 IOSIFOVNA           Gruliow, L. S. GRULIO L.S.        . . 668 Gurevich, Joseph Leibovich GUREVICH IOSIF             781 LEIBOVICH         Habay, S. I. GABAI S.I.       . . 785 Hackett, Ida KHEKKET IDA          1479 Haff, John Gaff, John; Goffe, John GAF DZHON        1009 Haffman, A. F. KHAFMAN A.F.        . . 536 Haig, K. H. KHEIG K.KH.      . . 1215 Haldane, C. Haldane, Charlotte KHOLDEIN K.         . 1100 Haldane, John Haldane, J.B.S. KHOLDEIN DZHON            150 Halff, Max Mayfield, George GAL’F MAKS          575 Halifax, Edward GALIFAKS EDUARD              105  Hall, George KHOLL DZHORDZH           102 Hallsworth, Joseph KHOLSUORT DZHOZEF              181  Halsham KHEILSHEM        1658 Halverson, Irene KHEIVERSON IRINA              565  Hamilton, Gerald GAMIL’TON DZHERAL’D              534     Hamilton, Patrick GAMIL’TON PATRIK              1498   Hamm, Jeffrey KHEMM DZHEFFRI            1778 Hammond KHEMMOND        1493 Hammond, James GAMMOND DZHEMS             582 Hancock, A. KHENKOK A.        . 440 Hannah, George Murray, John KHANNA GEORGII             570 VIL’IAMOVICH           Hannington, Walter KHENNINGTON UOLTER             21    Hans GANS     483 Harber, Denzil Dean GARBER       485 Harbett, Cyril GARBETT SIRIL             1362 Harding, John Allen Francis KHARDING DZHON ALLEN             1775 FRENSIS            Harding, Ronald GARDING RONAL’D              1860  Harding, Stan KHARDING STEN            773 Hardy, George KHARDI DZHORDZH            1120 Hardy, Iris KHARDI AIRIS           1010 Hardy, Iris (Morris, Jack) KHARDI AIRIS (MORRIS           1626 DZHEK) (          ) Harker, P. N. KHARKER P.N.        . . 1217 Harkness, Jessie (McDonald, KHARKNESS DZHESSI         1169 Johanna) (MAKDONAL’D)       (          ) Harkoll KHARKOLL        1307 Harley KHARLI      1644 Harper, Robert KHARPER ROBERT             1478 Harris, Len KHARRIS LEN          1796 Harris, Theodore KHERRIS TEODOR             1494 Harrison Jeffrey Wedgewood Garrison, Jeffrey Wedgewood GARRISON DZHEFFRI              1724 UEDGVUD          Harrison, Thomas Garrison, Thomas GARRISON TOMAS              1832 Harrison, W. Garrison, W. GARRISON U.          . 1586 Hart, Alex (McAllister, Alex) KHART ALEKSANDR              1168 (MAKALISTER) (          ) Hart, Doris KHART DORIS          1006 Hart, Finlay KHART FINLI          111 Hart, P. U. KHART P.U.      . . 775 Hart, Percy Charles KHART PERSI CHARL’Z             395    Hart, Thomas KHART TOMAS          774 Harton, Jim Garton, Jim GARTON DZHIM           470 Harvey, Oliver Charles GARVEI OLIVER CHARL’Z             1363       Hawkins, L. Hawkins, Len (Hardy, Leonard) KHOUKINS L.         . 696 Hawkins, Len (Hardy, Leonard) KHOKINS LONARD             1405 (KHARDI) (     ) Hawley KHAULI      1645 Haxell, F. KHEKSELL F.         . 242 Hay, Samuel M. KHEI SAMUEL’M.            . 768 Hayams, S. Hyams, S. KHAIAMS S.        . 1214 Hayles, R. J. KHEILS R.DZH.       .  . 419 Healey, Dennis KHILI DENNIS           207 Hear, Danken KHEAR DANKEN           692 Heath, Edward KHIT EDVARD          1931 Heath, Frederick John KHIT FREDERIK DZHON             433    Heathcote-Amory, David KHITKOT-EMORI D.       -      . 1920 Heigan, J. KHEIGAN DZH.         . 1943 Heimer, V. S. KHEIMER V.S.        . . 1121 Heineman, Margot KHEINEMAN MARGOT             657  Helecher, J. H. KHELEKHER DZH.KH.          .  . 1005 Heller KHELLER       789 Helman KHELMEN       1646 Henderson, Albert GENDERSON AL’BERT              1325    Henderson, Arnold GENDERSON ARNOL’D              1688    Henderson, Arthur GENDERSON ARTUR              156  Henderson, James GENDERSON DZHEIMS              1326   Henderson, John (Dixon, John) GENDERSON DZHON              1232 (DIKSON DZHON) (          ) Henderson, Samuel GENDERSON SAMUEL’              1687    Henrotte, Esther KHENROT ESTER            24 Henry, Jack GENRI DZHEK          265 Henry, Joseph (Barr, Adam) KHENERI DZHOZEF (BARR             1337 ADAM) (        ) Hensett, A. KHENSETT A.         . 697 Herbison, Margaret KHERBISONMARGARET              1551    Hermon, Alex (Sloan, K.) GERMAN ALEKSANDR       1191 (SLOUN K.)          (      .) Hern, Richart (Bayley, Walter) KHERN RICHARD (BEILI           1216 UOLTER) (           ) Hess, Jeanette Gass, Jeanette GESS ZHANNET           385 Hewitt, Rosalind KH’IUITT ROZALIND              960  Hewlett Hewlett, Will KH’IULETT        963 Higgins, George KHIGGINS DZHORDZH              1311 Higgins, Hugh KHIGGINS KH’IU           690 Hill, Charles KHILL CHARL’Z           1919 Hill, Christopher KHILL KRISTOFER              1664 Hill, Edward G. KHILL EDVARD DZH.             . 1526 Hill, George Henry (Rogers, KHILL DZHORDZH GENRI           1416 Henry) (RODZHERS GENRI)      (           ) Hill, Howard KHILL KHAUARD           1289 Hill, Ted KHILL TED        1918 Hillary KHILLARI        961 Hinchinbrook KHINCHINBRUK           1663 Hind, William KHIND VIL’IAM           348 Hindman, James KHINDMAN DZHEMS             461 Hine, R. L. KHAIN R.L.      . . 693 Hirlekar, Krishna S. KHIRLEKAR KRISHNA S.         778        . Hiss, Fred KHIS FRED        1309 Hobbs, George William KHOBBS DZHORDZH             1799 UIL’IAM      Hochman, Rose KHOKMAN ROZE           420 Hodder, James KHODDER DZHEMS            787 Hodges, Charles G. KHODZHES CHARL’Z G.             281  . Hodgson, James KHODZHSON DZHEMS             362 Hokkins, Raimonda KHOUKINS RAIMONDA              1531   Holiday, Florence KHOLIDEI FLORENS              723  Holmes, Donna (Morris, F.) KHOLMS DONA (MORRIS          1165 F.) (       .) Holmes, Walter KHOLMS UOLTER            121 Holt, Arthur Frederick KHOLT ARTUR FREDERIK             1777      Hone, Arthur KHONE ARTUR          618 Hone, Artur KHONE ARTUR             1671 ARTUROVICH       Hookham, Kitty KHUKKHEM KITTI            215 Hooshrey, John GUSHRI DZHON          1018 Hopkins, Albert John (Tout, GOPKINS AL’BERT DZHON        973 John) (TAUT DZHON)            (        ) Hore-Belisha, Leslie KHOR-BELISHA LESLI    -      1442      Horn, Robert KHORN ROBERT           1527 Horne, Harold (Tillot) KHORN KHEROLD (TILLOT)           1230 (      ) Horner, Arthur KHORNER ARTUR            15 Horner, John KHORNER DZHON           33 Hornsley, Dorothy (Maudey, KHORNSLI DOROTI              983 Eva) (MODIEVA) (      ) Horoldson, V. P. GOROL’DSON V.P.            . . 660 Horsebrew, Florence KHORSBRU FLORENS              1441  Horvat, Stepan KHORVAT STEPAN             978 PETROVICH         Howard, Mary KHAUARD MERI           378 Howard, Samuel KHOUART SAMUEL’              695 Howarth, Herbert (Griff, KHAUARTGERBERT (GRIFF              1381 William) UIL’IAM) (           ) Hughes, Emrys KH’IUZ EMRIS          1528 Hughes, John KH’IUZ DZHON         1277 Humboldt, Bennett Petrovsky, David KHAMBOLD        779 Hume KH’IUM     1930 Hunter, Alice (Freeman) KHANTER ALISA (FRIMAN)            316 (      ) Hunter, Archie KHANTER ARCHI           293 Hunter, Margaret KHANTER MARGARET              1945  Huntley, F. KHANTLI F.        . 313 Hutchins, Elena (Sommerset) KHATCHINSELENA             967 (SOMMERSET) (        ) Hutchison KHATCHINSON          788 Hutchison, George KHATCHINSONDZHORDZH              1798   Hutchison, Lester KHATCHINSONLESTER              1776   Hutt, Allen (Pitman, George) Hutt, George Allen KHATT ALLEN (PITMEN          1177 DZH.) (        .) Hutton, Edward KHATTON EDVARD             1797 Hyde, Douglas KHAID DUGLAS           1831 Hyde, John KHAIND DZHON          149 Hyde, L. H. KHAID L. KH.      . . 417 Hyman, Hanna GIMAN ZHANNA           488 Ibbetson, Peter M. IBBETSON PITER M.              1710  . Inkpin, Albert INKPIN AL’BERT              571 Inkpin, Arthur INKPIN ARTUR            459 Inslicht, Samuel INSLIKHT SEMUEL              1155 Invershapel (Kirk, Archibald) INVERCHEPL (KERK          1161 ARCHIBAL’D) (             ) Irving, Betty (Lloyd, Betty) IRVING BETI (LLOID BETI)           1123 (        ) Irving, D. IRVING        . 1142 Isaacs, Bernard AIZEKS BERNARD              476 GARRISOVICH           Isaacs, George AIZEKS DZHORDZH             84 Ismay, Hastings ISMEI GASTINGS              1369 Isterman, Percy ISTERMAN PERSI              1633 Ives, George (Clar, Donald IVES GEORGE (KLAR           1420 Thomson) DONAL’D TOMSON) (                 ) Izrailevich, Faivel’ Shimanovich IZRAILEVICH FAIVEL’              881 SHIMANOVICH              Izrails IZRAILS        882 Jack, Line DZHEK LAIN         546 Jackson, F. DZHEKSON F.         . 883 Jackson, Janet DZHEKSON ZHANET             666 Jackson, John DZHEKSON DZHON            1117 Jackson, Stella DZHEKSON STELLA              1721 Jackson, Una DZHEKSON UNA           585 Jackson, Wilhelm DZHEKSON VIL’GEL’M              678 GENRIKHOVICH              Jacobs, Julius DZHEIKOBS DZHULIUS              1502   Jacon, Andrew W. DZHEKON ANDRIU A.             . 344 Jane, Berta DZHEIN BERTA           1139 Jansen-Brown, E. DZHENSEN-BRAUN E.      -      1632  . Jared, David DZHARRED DAVID             649 Jebb, Gladwin DZHEBB GLEDUIN             210 Jefferson, H. R. J. DZHEFFERSON KH.R.DZH.           394  . .  . Jeffrey, Nora DZHEFFRI NORA            39 Jeffries, Len (Horn, Harry) DZHEFFRIS L. (KHERN          . 1255 GARRI) (         ) Jeger, Gerit DZHEGER GERIT             970 KHRISTOFOLLOVICH              Jenkins, F. (Carol) DZHENKINS F. (KAROL)         . 1247 (     ) Jenkins, John DZHENKINS DZHON            1022 Jenkins, Llewellyn DZHENKINS L’IUELIN             1574   Jenkins, Marion (Webster, DZHENKINS MARION         1352 Jenny) (UEBSTER)       (     )  Jenkins, Michael Carroll, Leonard DZHENKINS MIKAEL             1421  Jens DZHENS      1861 Jewitt, William DZHOUITT UIL’IAM              107 Job, Charles DZHOBB CHARL’Z            1862 Jobling, Wilfred (Gray, Wilfred) DZHOBLING UIL’FRID         1328 (GREI U.)         (     .) Joffe, Clement IOFFE KLEMENT             972 Joffe, Klementii Aronovich IOFFE KLEMENTII              574 ARONOVICH          Johnson, Ethel Hanna DZHONSON ETEL’             1575 KHANNA      Johnson, Harry DZHONSTON GARRI              792 Johnson, Hewlett DZHONSON KH’IULETT              69  Johnston, Archibald R. DZHONSTON ARCHIBAL’D         1699 R.           . Johnston, L. DZHONSTON L.          . 793 Jokhel, Naoma Jokel, Naoma IOKHEL’ NAOMA             627 IOSIFOVNA         Jones, Chris DZHONS KRIS          1631 Jones, Dorothy DZHONS DOROTI            632 Jones, Duncan Vincent DZHONS DUNKAN             158 VINSENT       Jones, Edward W. (Lomes, DZHONS EDVARD U.             . 939 Edward) (LOUMZ E.) (      .) Jones, Effie DZHOUNS EFFI           790 Jones, Ernest DZHONS ERNEST            1503 Jones, Frank DZHONS FRANK           1112 Jones, George DZHONS DZHORDZH            1373 Jones, Gilbert Leonard DZHONS DZHIL’BERT              1878 LEONARD         Jones, Glindur DZHONS GLINDUR             463 Jones, Jack DZHONS DZHEK          1132 Jones, Jack DZHOUNS DZHEK           602 Jones, Jack DZHOUNS DZHEK           1700 Jones, Len LEN DZHOUNS          1274 Jones, Lewis DZHOUNZ LUI          1385 Jones, Lionel DZHOUNS LAIONEL              603 Jones, Margarita DZHONS MARGARITA              1236  Jones, Margarita DZHOUNS MARGARITA              346   Jones, Nora DZHONS NORA          447 Jones, Peggy DZHOUNS PEGGI            600 Jones, R. DZHOUNS R.        . 307 Jones, Raymond Sidney DZHONS REIMOND SIDNEI             1879       Jones, Reg DZHONS REG         266 Jones, S. DZHOUNS S.        . 321 Jones, T. L. DZHOUNZ T.L.        . . 1133 Jones, Thomas DZHONS TOMAS           1880 Jones, Walter DZHOUNS UOLTER             601 Jones, William DZHONS UIL’IAM            1504 Jones, William DZHOUNS VIL’IAM             349 Jordan, Arthur DZHORDAN ARTUR             40 Jordan, Maggie DZHORDAN MAGI            494 Jordan, Maggie DZHORDAN MEGGI             1113 Jordan, Maggie (Smith, Mary) GORDON MEGGI (SMIT M.)            1238 (     .) Joss, William DZHOSS UIL’IAM            1137 Jowls, Horace DZHOULZ KHOREIS             1681 Joyce, William DZHOIS UIL’IAM            1359 Kahn, Charles Kann, Charles KAN CHARL’Z          430 Kann Cann KANN     1294 Karm Carm KARM     927 Kartun, Derek KARTEN DEREK            1694 Kate, Mollie Cate, Mollie KEIT MOLLI          1926 Katz, R. KATS R.     . 594 Kaye, Solly SOLLI KEI         1676 Kazanina, Gil’da Georgievna KAZANINA GIL’DA              1656 GEORGIEVNA            Kelly, David KELLI DEIVID            1467 Kelly, Dennis KELLI DENNIS            20 Kelly, Patrick KELLI PATRIK            502 Kelly, Peter Boyle KELLI PITER BOIL             298   Kemich KEMICH      255 Kennedy, Norman KENNEDI NORMAN              1695 Kennedy, Samuel KENNODI SAMUEL’              706  Kenningen, James KENNINGEN DZHEMS              714  Kent, W. KENT U.      . 1538 Kenyatta, Johnson (Joken) Kenyatta, Jomo KEN’IATA DZHONSON        1211 (DZHOKEN)        (     ) Kerg, Ada Max KERG ADA MAKS            901 Kerrigan, Peter KERRIGEN PITER              7 Kershaw, Harry K. (Chapman) KERSHOU GARRI K.             . 964 (CHEPMEN) (      ) Kettle, Arnold KETTL ARNOL’D             45 Key, Arthur KEI ARTUR         1702 Key, Charles KEI CHARL’Z          232 Key, Helen Kay, Helen KEI KHELEN         325 Keyne, John KEIN DZHON         444 Keyne, Michael KEIN MAIKL          610 Keyser, Oscar KEIZER OSKAR            1576 Khodzhainov, Dzh. KHODZHAINOV DZH.            . 962 Khvistetski, Jan Matveev Kvistetsky, Ian KHVISTETSKII IAN             501 MATVEEV        Khvistetskii, IA. M. KHVISTETSKII IA. M.            .  . 1046 Kildy, R. KILDI R.       . 1044 Killern KILLERN        129 King, Beatrice KING BEATRISSA              1720 Kingsley, Alfred William KINGSLI AL’FRED VIL’IAM              401        Kinlock, John KINLOK DZHON           1507 Kipps, Oscar KIPS OSKAR          910 Kirby, Henry KERBI GENRI           1661 Kirby, Stuart KERBI STIUART            1153 Kirkman, M. D. KERKMEN M.         . . 1287 Kirkpatrick, Ivon KIRKPATRIK AIVON              73   Kisch, Richard KISH RICHARD          326 Kish, S. KISH S.     . 903 Kittings, Hugh KITTINGS KH’IU            1316 Klein, Julius (Drake, Jack) KLAIN DZHULIUS (DREIK)             268 (     ) Klugmann, James KLUGMAN DZHEIMS              63 Knight, Percy NAIT PERSI          1515 Knox, Walker NOKS UOLKER           1064 Kondrat’ev, Kats. Iv. KONDRAT’EV KATS.IV.           906    .  . Kontse KONTSE      925 Koval’chik, Aleksandr KIBAL’CHIK ALEKSANDR              504 Grigor’evich GRIGOR’EVICH                 Kozlovskaia, Julia IAnovna Kozlowska, Julia KOZLOVSKAIA IULIIA              498 IANOVNA        Kravanskii, Solomon KRAVANSKII SOLOMON              625     Kravtsov, Moisei Lazarevich KRAVTSOV MOISEI              919 LAZAREVICH          Krichkovskii, Fedor KRICHKOVSKII FEDOR              505 MIKHAILOVICH              Krupich, Aleksandr Timofeevich KRUPICH ALEKSANDR              907 TIMOFEEVICH             Kuchinskaia, Mariia Iosifovna KUCHINSKAIA MARIIA              670 IOSIFOVNA           Kuhns, Hilda K’IUNS KHILDA           1469 Kunder, Aleksandr Ioanovich KUNDER ALEKSANDR              916 IOANOVICH           Kuroki KUROKI       912 Kuzmichev, Ivan KUZMICHEV IVAN             928 Lainen, S. F. LAINEN S.F.        . . 1589 Lamb, Raymond LEMB RAIMOND            1742 Laming, S. Kh. LAMING S.KH.        . . 277 Landau, Abraham M. LANDAU ABRAM M.             . 848 Landsen, Alexander LANDSEN ALEKSANDER              357     Langdon, Freda LANGDON FREDA             556 Langshtein, Adol’f Ivanovich LANGSHTEIN ADOL’F              506 IVANOVICH           Langton, Freda (Stein) LANGTON FREDA (SHTEIN)             1058 (    ) Lansbury, Violet LANSBERI VAIOLET             392   Larmor, G. LARMOR DZH.         . 616 Laski, Harold LASKI GAROL’D             1350 Lauchlan, William LAFLEN UIL’IAM             227 Laughlin, Edward LAFLIN EDVARD             688 Laughlin-Levak, George Aitken, George LEVAK DZH.L.        . . 1246 Lavin, Patrick LAVIN PATRIK            852 Lawrence, John LOURENS DZHON            1897 Lawson, John LOUSON DZHON           1201 Lawther, A. LOUTER A.        . 653 Lawther, Steve LOUTER STIV           194 Lawther, Will LOUTER UILL           27 Lawton, John Gilbert LOUTON DZHON GILBERT             1592      Layoll Henry N. LAIOLL GENRI N.             . 1739 Layton, Walter LEITON UOLTER             60 Lazarovich LAZAROVICH          847 Lazarus, Abraham LAZARUS EIBRAKHAM              16   Lee, Frederick LI FREDERIK           189 Lee, Hyman (Robson, Peter; LI KHAIMAN (ROBSON,         200 Swift, Harry) SVIFT) (     ,      ) Lee, Jenny LI DZHENNI         164 Legg, Arthur John Clegg, Arthur LEG ARTUR DZHON             635 Legg, Dick Legge, Dick LEGG DIK        291 Lein, Fred Line, Fred LAIN FRED         674 Lennox, Archibald LENNOKS ARCHIBAL’D              355    Lennox, Robert LENNOKS ROBERT              354 Leo, Joseph LEO DZHOZEF          1953 Leonard, May LENNARD MEI          851 Lesley, Joseph LESLI UIL’IAM            1590 Less, Bert LESS BERT         1932 Lessing, Doris LESSING DORIS             1509 Lester, Margarita LESTER MARGARITA              549   Levina, Diana LEVINA DIANA            1497 Levington, V. LEVINGTON V.           . 400 Levitt, Henry LEVITT GENRI            94 Levy, Hyman LEVI KHAIMAN           1740 Levy, Paul LEVI POL’         1951 Lewis, Cecil Day L’IUIS SESIL’ DEI             1743   Lewis, D. D. LIUIS      . . 366 Lewis, Isaac LIUIS AIZEK          1593 Lewis, John L’IUIS DZHON          1672 Lewis, John LEVIS DZHON          1947 Lewis, V. LIUIS V.      . 1594 Lewis, William L’IUIS VIL’IAM            713 Lieb, Frieda (Goldman, Frieda) LIB FRIDA (GOL’DMANN         1946 FRIDA) (              ) Lifshits, A. LIFSHITS A.        . 544 Lindsay, Jack LINDSEI DZHEK            90 Lindsey, Anabelle LINDSEI ANABEL’              1591  Lineham, Marjorie LIAINKHEM MARDZHORI              471   Lionel, John (Watkins, Alfred) LAIONELL DZHON             1353 (UOTKINS AL’FRED) (              ) Listowell LISTOUELL          89 Litauer LITAUER        1348 Little, Arthur LITTL ARTUR           1054 Littlewood, K. F. LITLVUD K.F.         . . 414 Litvinov, Ivy LITVINOVA AIVI              675 Livesey, Sofia LAIVZI SOF’IA            1042 Livingston, Robert LIVINGSTON ROBERT              1111    Llewellyn, E. J. L’IUELIN E.DZH.         .  . 1127 Llewellyn, M. Llewellyn, Mavis L’IUELIN M.         . 439 Llewellyn, Reg L’IUELIN REG           1595 Llewellyn, Thomas (Griffiths, L’IUELIN TOMAS (GRIFITS)             1227 George) (       ) Lloyd George, David LLOID-DZHORDZH DAVID      -      1346      Lloyd George, Megan LLOID-DZHORDZH MIGEN      -      165      Lloyd, Selwyn B. LLOID SELVIN B.             . 1606 Lochore, John LOKHOR DZHON          1308 Loga, J. LOGA DZH.       . 1055 Lonsdale, Catlin LONSDEIL KETLIN              258  Louis LUIS     850 Louis LUIS     1299 Loutian, J. LOUTIAN DZH.          . 1540 Lovell, Bob LAVELL BOB          1207 Lowe, John Frederick Low, John Frederick LOU DZHON FREDERIK             1741    Lowe, Richard Low, Richard LOU RICHARD          58 Lucas, James LUKAS DZHEIMS            1262 Lucas, Phyllis LUKAS FILIS           334 Ludwig, Percy LIUDVIG PERSI             1271 IAKOVLEVICH         Ludwik, Sara (Kapelovich) LIUDVIK SARA           1259 IAKOVLEVNA          (KAPELOVICH) (        ) Lukodan, Nataniel LUKODAN NATANIEL              849   Lynch, Charles Frederick LINCH CHARL’Z FREDERIK             1125       Lyttelton, Oliver LITTLTON OLIVER              59  MacClelland, N. MAKLELLAND N.            . 1934 MacClelland, N. MAKLELLAND N.            . 1939 MacClelland, T. MAKLELLAND T.            . 1940 MacCormick, R. MAKKORMIK R.           . 297 MacDonald, Annie MAKDONAL’D ENNI              491  MacDonald, David MAKDONAL’D DEIVID              1268    MacDonald, Frederick MAKDONAL’D FREDERIK              1263      MacDonald, Johanna MAKDONAL’D IOGANNA              1056     MacDonald, Stephen MAKDONAL’D STEFAN              304    MacDougall, Archibald MAKDUGOLL ARCHIBAL’D              1746      MacEwen, Allan MAKIUEN ALLAN            1752 MacEwen, Malcolm MAKIUEN MAL’KOL’M              1753   MacFadden, Andrew MAKFEDEN ENDRIU              1510 MacFaul, Gardner Margarita MAKFAUL GARDNER              643 MARGARITA           MacGeeshen MAK GISHEN         1118 MacGouchin, Gilbert MAKGECHIN DZHILBERT              1021    MacGuire, Clifford H. MAKKUAIR KLIFFORD KH.         1750          . MacHugh, Edward MAKKH’IU EDUARD             282 MacJohn MAK DZHON        1372 Mack, William MAK UIL’IAM          224 MacKenzie, Compton MAKKENZI KOMPTON              1749   MacKernan, James E. MAKKERNAN DZHEIMS E.          211        . MacKey, Margaret MAK KIG MARGARET             1313   MacLean MEKLEN       880 MacLean, Agnes MAKLIN AGNES            1581 Maclean, John McLean, John MAK-LIN DZHON    -       794 MacLean, William MAKLIN UIL’IAM             1470 Macmillan, Harold MAKMILLAN GAROL’D              132    MacMillan, M. MAKMILLAN M.           . 1285 MacMillan, Maurice MAKMILAN MORIS              1660 MacNeil, Hector MAKNEIL GEKTOR              133 MacNichol, Donald MAKNIKOL DONAL’D              1597   Macy, Alexander MEISSI ALEKSANDR              452   Madden, Cathlin May Claire de Medden, Cathlin May Claire de MEDDEN KATLIN MEI             424 la Cherois la Cherois KLER DE LA SHERUA                 Magarab Brat, Maha MAGARAF        878 Magnus, Ya. A. MAGNUS IA.A.        . . 865 Magon, John MAGON DZHON          199 Mahon, Florence MEKHON FLORENS             1061 Makrtof, Paul MAKRTOF PAUL            862 Maksina, Doris Elizaveta (Hart, MAKSINA DORIS             1669 Doris) ELIZAVETA (KHART DORIS)          (         ) Mala MALA     507 Malleson, Miles MALLESON MAILS              1511 Mallet, Victor MALLET VIKTOR             1357 Malone, Cecil L’Estrange MALON LETRANZH SESIL’             877       Mandakuni, V. MANDAKUNI V.           . 508 Mandel, Molly MANDEL’ MOLLI             1754 Manders, Alluna L. MANDERS ALLUNA L.              1598  . Mann, Tom MANN TOM        920 Manning, Leah MENNING LIA          168 Marchbank, John MARCHBENK DZHON             1437 Marquand, Hilary MARKUEND KHILARI              26  Marsden, John MARZDEN DZHON            403 Marsh, Peter MARSH PITER          1530 Marshall, Herbert MARSHAL GERBERT              509 Marshall, James (McKay, MARSHALL DZHEIMS              1396 James) (MAKKEI) (      ) Marshall, Kate MARSHALL KEIT            1756 Marshall, Norman Joff MARSHALL NORMAN              1336 DZHOFF      Martin, Daniel W. MARTIN DANIEL’ U.              1755  . Martin, Kingsley MARTIN KINGSLI              1512 Martinoff, Bronislav MARTYNOV BRONISLAV              472 Nikolaevich NIKOLAEVICH               Marton, James MARTON DZHEMS            867 Martson, James MARTSON DZHEMS             876 Marx, A. MARKS A.       . 624 Marx, J. S. MARKS DZH.S.        . . 278 Mastbaum, O MASTBAUM O.          . 858 Matiushenko, V. N. MATIUSHENKO V.N.           . . 857 Matthews, Betty MET’IUS BETI           237 Matthews, George MET’IUS DZHORDZH             238 Matthews, Reese MET’IUZ RIS          1602 Maudling, Reginald MODLING REDZHINAL’D              1902     Maxwell (Halff, Max) MAKSUELL (KHAF MAKS)         (   1258     ) Maxwell, Henry MAKSUEL GENRI             710 May, Daphne MEI DAFNI         598 Mayfield MEIFILD        1039 Mayfield, Norman Wilfrid MEIFILD NORMAN VILFRID              645        Mayhew, Christopher MEIKH’IU KRISTOFER              137   Mayson, Clarence MEISON KLARENS              1159 Mayson, Leonard MEISON LEONARD              859 McAllister, Alexander Hart, Alex MAKALISTER ALEKSANDR              1057       McAllister, John MAKALISTER DZHON              1744  McArthur, John ‘Jock’ MAK-ARTUR DZHOK    -         1376 McCartney, John MAKKARTNI DZHON              262 McCluskey, E. K. MAKKLASKI E.K.           . . 1048 McCollough, George McCulloch, George MAKKALLOUG DZHORDZH              1747    McConochie, Albert MAKONOCHI AL’BERT              1062   McCourt, Bernard ‘Barney’ MAK KORT BERNARD             640   McCulloch, Walter MAKKALIOKH VAL’TER              642    McCullough, Molly MAKGALLAKH MOLLI              1279  McDonald, Malcolm Armstrong, Donald MAKDONAL’D MAL’KOL’M           1382 (Armstrong) (ARMSTRONG)          (         ) McGarry, E. MAKGARRI E.          . 1745 McGee, T. M. MAK GI T.M.       . . 1020 McGree, Leo MAKGRI LEO          71 McGregor, James MAKGREGOR DZHEIMS              1400   McHarvey, Daniel MAKGARVEI DENIEL              1541   McIlhone, Jean (Talbot, Jean) MAKILKHON DZHIN             1138 (TELBOT) (      ) McIlhone, Robert Gibson, Robert MAKILKHON ROBERT              106  McKay, May MAKKEI MEI          1158 McKay, R. MAKKEI R.        . 1748 McLaughlin, Robert MAKLACHLEN ROBERT              1280   McLean, William McLaine, William MAK LEN UIL’IAM             870 McLennan, Gordon MAKLENNAN GORDON             1650   McLennan, Robert (Moor, John) MAK LENNAN ROBERT          14 (MUR DZHON)       (       ) McLeod, Ian Macleod, Ian MAKLEOD IAN          1901 McMackin, Margaret MAK-MEIKIN MARGARITA    -      558          McMahon, Patrick Henry MAKMAGON PATRIK              1751 GENRI       McManus, Albert MAKMANUS AL’BERT              1401   McNamee, James MAKNEIMI DZHEMS              299 McPherson, John MAK FERSON DZHON             945  McPherson,, Jan MAK PERSON IAN            879 McShane, Felix MAKSHEIN FELIKS              705 Mead, May MIID MEI        380 Medd, Jane MED DZHEN        1428 Melville, Don MELVIL DON          368 Menton-Gording, S. M. MENTON-GORDING S.M.      - 1484         . . Mergechin, S. MERGECHIN S.          . 875 Merkevich, Joseph Iosifovich MERKEVICH IOSIF             572 IOSIFOVICH          Merrey, Andrew John MERREI ENDRIU DZHON             1408    Mesheder, U. MESHEDER U.         . 1171 Mesinger, Ernest MEZIGER ERNEST              1838 Metcalf, Bernard Leslie METKAF BERNARD LESLI              1757      Metland, Max METLANG MAKS            1599</p>