NEXUS [File created by TreeBASE: 1/16/09 15:36:50] [Analysis accession#: S2121A6649] BEGIN TREES; TITLE S2121A6649; TRANSLATE 1 Erysiphe_alphitoides_MUMH_124_Q._phillyraeoides, 2 Erysiphe_alphitoides_MUMH_3795_Q._acutissima_G, 3 Erysiphe_alphitoides_MUMH_3795_Q._acutissima_F, 4 Erysiphe_alphitoides_MUMH_3211_Q._acutissima, 5 Erysiphe_alphitoides_MUMH_1962_Q._acutissima, 6 Erysiphe_alphitoides_MUMH_3794_Q._variabilis, 7 Erysiphe_alphitoides_MUMH_2193_Q._variabilis, 8 Erysiphe_alphitoides_MUMH_1958_Q._variabilis, 9 Erysiphe_alphitoides_MUMH_1065_Q._variabilis, 10 Erysiphe_alphitoides_MUMH_900_Q._acutissima, 11 Erysiphe_alphitoides_MUMH_148_Q._variabilis, 12 Erysiphe_alphitoides_MUMH_2361_Q._mongolica, 13 Erysiphe_alphitoides_MUMH_1956_Q._mongolica, 14 Erysiphe_alphitoides_MUMH_294_Q._cuspidata, 15 Erysiphe_alphitoides_MUMH_3242_Quercus_sp., 16 Erysiphe_alphitoides_MUMH_3250_Quercus_sp., 17 Erysiphe_alphitoides_MUMH_2405_Q._serrata, 18 Erysiphe_alphitoides_MUMH_2373_Q._serrata, 19 Erysiphe_alphitoides_MUMH_3796_Q._serrata, 20 Erysiphe_alphitoides_MUMH_242_Q._crispula, 21 Erysiphe_alphitoides_MUMH_550_Q._serrata, 22 Erysiphe_hypophylla_ex_Paeonia_AB257433, 23 Erysiphe_hypophylla_ex_Paeonia_AB257432, 24 Erysiphe_alphitoides_MUMH_1443_Q._robur, 25 Erysiphe_alphitoides_MUMH_2471_Q._robur, 26 Erysiphe_cruciferarum_AB102944, 27 Oidium_sp._ex_Acacia_AB237834, 28 Oidium_sp._ex_Acacia_AB237831, 29 Erysiphe_aquilegiae_AB022405, 30 Erysiphe_abbreviata_AB271785, 31 Erysiphe_convolvuli_AB102943, 32 Erysiphe_glycines__AB022397, 33 Oidium_mangiferae_AB237826, 34 Oidium_mangiferae_AB237825, 35 Oidium_mangiferae_AB237822, 36 Oidium_mangiferae_AB237829, 37 Erysiphe_paeoniae_AB257438, 38 Erysiphe_heraclei_AB022391, 39 Erysiphe_trifolii_AB103078, 40 Oidium_anacardii_AB237814, 41 Erysiphe_pulchra_AB022389, 42 Erysiphe_friesii_AB022382, 43 Oidium_heveae_AB197133, 44 Oidium_heveae_AB197132, 45 Oidium_citri_AB237818, 46 Oidium_bixae_AB237815, 47 Oidium_citri_AB237820, 48 Oidium_bixae_AB237817, ; TREE Tree6033 = [&R] ((((((((((16,25,21,20,24,23,22,35,34,33),(14,12)),(((1,44,28,27,48,47,45),13,19,15,43,46,40,36),((((26,39),38),42),31))),(18,17)),30),((11,9,8),(7,3,4),(6,10,5,2))),29),37),41),32); END;