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0 Tc
(*)Tj
0.4866 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(il )Tj
/F1 1 Tf
10.5 0 0 10 297.33 474.32 Tm
0.0105 Tc
0.1276 Tw
(\(SW 24; SkWb 322\))Tj
-18.04 -1.215 TD
0.0103 Tc
0 Tw
(\(8\))Tj
/F3 1 Tf
11.03 0 0 10.5 143.31 462.17 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(il- )Tj
/F1 1 Tf
10.5 0 0 10 199.68 462.17 Tm
0.0104 Tc
0.1277 Tw
(unter < )Tj
/F3 1 Tf
11.03 0 0 10.5 245.27 462.17 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.252 0 TD
0 Tc
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(il- )Tj
/F1 1 Tf
10.5 0 0 10 291.5 462.17 Tm
0.0105 Tc
0.1276 Tw
(\(SW 24; SkWb 322\))Tj
/F3 1 Tf
11.03 0 0 10.5 124.92 444.02 Tm
0.0097 Tc
0.0752 Tw
(Dalee, dejstviem dannogo zakona obXqsnqetsq znaitelxnaq astx)Tj
-1.5422 -1.1571 TD
0.0069 Tc
0.0045 Tw
[(sluaev isto koliestvennogo i kaestvenno-koliestvennogo ablau)-31.2(-)]TJ
T*
0.0097 Tc
0.1278 Tw
(ta v selxkupskom slovoobrazovanii \(sm. )Tj
/F1 1 Tf
10.5 0 0 10 319.05 419.72 Tm
0.0104 Tc
0 Tw
(Katz)Tj
/F3 1 Tf
11.03 0 0 10.5 345.29 419.72 Tm
0.0097 Tc
(1979\):)Tj
-21.5213 -1.7286 TD
0.1441 Tw
(\(9\), \(10\) selxk. )Tj
/F6 1 Tf
7.1505 0 TD
0.0115 Tc
0 Tw
(*p)Tj
0.989 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(r )Tj
/F1 1 Tf
10.5 0 0 10 215.56 401.57 Tm
0.0105 Tc
(Hhe, )Tj
/F6 1 Tf
11.03 0 0 10.5 253.96 401.57 Tm
0.0113 Tc
(*pir)Tj
/F8 1 Tf
1.7344 0 TD
0 Tc
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0115 Tc
( )Tj
/F1 1 Tf
10.5 0 0 10 288.35 401.57 Tm
0.0105 Tc
0.1438 Tw
(hoch < )Tj
/F3 1 Tf
11.03 0 0 10.5 331.76 401.57 Tm
0.0096 Tc
0 Tw
(sam.)Tj
/F6 1 Tf
2.2502 0 TD
0.0115 Tc
0.1478 Tw
(*pir, *pir)Tj
/F8 1 Tf
4.6011 0 TD
0 Tc
0 Tw
(k)Tj
/F6 1 Tf
0.5104 0 TD
0.0111 Tc
( )Tj
/F1 1 Tf
10.5 0 0 10 423.18 401.57 Tm
0.0105 Tc
0.1438 Tw
(\(SW 125;)Tj
-30.0257 -1.215 TD
0.1268 Tw
(SkWb 677; Katz 1979 : 162, 166\))Tj
T*
0.2133 Tw
(\(11\), \(12\) )Tj
/F3 1 Tf
11.03 0 0 10.5 156.39 377.27 Tm
0.0096 Tc
0 Tw
(selxk. )Tj
/F6 1 Tf
3.2566 0 TD
0 Tc
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
(c)Tj
0.4265 0 TD
()Tj
0.0115 0 TD
(e)Tj
/F9 1 Tf
0.4656 0 TD
(:)Tj
/F6 1 Tf
0.7489 0 TD
()Tj
0.0115 0 TD
(c)Tj
0.4265 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(el)Tj
0.772 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(col- )Tj
/F1 1 Tf
10.5 0 0 10 252.67 377.27 Tm
0.0105 Tc
(treten, )Tj
/F6 1 Tf
11.03 0 0 10.5 293.56 377.27 Tm
0 Tc
()Tj
0.0116 0 TD
(c)Tj
0.4266 0 TD
()Tj
0.0116 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(ql- )Tj
/F1 1 Tf
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0.0104 Tc
0.2134 Tw
(treten < )Tj
/F3 1 Tf
11.03 0 0 10.5 375.42 377.27 Tm
0.0096 Tc
0 Tw
(sam.)Tj
/F6 1 Tf
2.3155 0 TD
0.0114 Tc
(*je- )Tj
/F3 1 Tf
2.1704 0 TD
0.0096 Tc
(\(tonee,)Tj
-28.7389 -1.1571 TD
0.1142 Tw
(odin iz derivatov toj osnovy s suffiksom )Tj
/F6 1 Tf
21.6247 0 TD
0.0114 Tc
0 Tw
(*-al-)Tj
/F3 1 Tf
2.4905 0 TD
0.0096 Tc
0.1142 Tw
[(vo vtorom sloge\),)]TJ
/F6 1 Tf
-24.1151 -1.1571 TD
0.0114 Tc
0 Tw
(*je)Tj
/F8 1 Tf
1.2774 0 TD
0 Tc
(k)Tj
/F6 1 Tf
0.5104 0 TD
0.0115 Tc
(l- )Tj
/F1 1 Tf
10.5 0 0 10 144.91 352.97 Tm
0.0105 Tc
0.1276 Tw
(\(SW 41; SkWb 1432\))Tj
/F3 1 Tf
11.03 0 0 10.5 124.92 340.82 Tm
0.0097 Tc
0.1278 Tw
(Sda we para primerov \(7\), \(8\).)Tj
0 -1.7286 TD
0.1016 Tw
[(Paradigmatieskij ablaut v selxkupskih odnoslownyh imennyh)]TJ
-1.5422 -1.1571 TD
0.0471 Tw
(osnovah na soglasnyj, opisannyj mno ranee primenitelxno k tazov-)Tj
T*
0.1813 Tw
(skomu dialektu \(OSQ : 163\), a nyne illstriruemyj desqtkami)Tj
T*
0.0151 Tc
0.3472 Tw
(raznodialektnyh primerov kak obYeselxkupskoe qvlenie \()Tj
/F1 1 Tf
10.5 0 0 10 431.06 286.2199 Tm
0 Tw
(SkWb)Tj
/F3 1 Tf
11.03 0 0 10.5 459.36 286.2199 Tm
0.0147 Tc
(\),)Tj
-31.8631 -1.1571 TD
0.0097 Tc
0.1495 Tw
[(predstavlqet soboj ne to inoe, kak sinhronnoe sootvetstvie togo)]TJ
T*
0.1279 Tw
(diahronieskogo fonetieskogo zakona:)Tj
0 -1.7286 TD
0.0933 Tw
(\(13\) selxk. )Tj
/F6 1 Tf
5.1949 0 TD
0.0112 Tc
0 Tw
(*nir )Tj
/F1 1 Tf
10.5 0 0 10 188.47 243.77 Tm
0.0105 Tc
(\(T )Tj
/F6 1 Tf
11.03 0 0 10.5 202.33 243.77 Tm
0.011 Tc
(nir)Tj
/F1 1 Tf
10.5 0 0 10 216.18 243.77 Tm
0.0105 Tc
0.0942 Tw
(, Gen. )Tj
/F6 1 Tf
11.03 0 0 10.5 248.51 243.77 Tm
0 Tc
0 Tw
(n)Tj
0.5105 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(rn)Tj
/F1 1 Tf
10.5 0 0 10 273.02 243.77 Tm
0.0105 Tc
0.0943 Tw
(\) Schaft, Adj. )Tj
/F6 1 Tf
11.03 0 0 10.5 345.06 243.77 Tm
0.0115 Tc
0 Tw
(*n)Tj
0.997 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(rl )Tj
/F1 1 Tf
10.5 0 0 10 377.97 243.77 Tm
0.0105 Tc
0.0943 Tw
(\(Ty. [)Tj
/F9 1 Tf
11.03 0 0 10.5 404.1 243.77 Tm
0 Tc
0 Tw
(n)Tj
0.5378 0 TD
(\\)Tj
0.0098 0 TD
()Tj
0.01 0.2 TD
()Tj
0.01 -0.2 TD
0.0095 Tc
(rl] )Tj
/F1 1 Tf
10.5 0 0 10 435.27 243.77 Tm
0.0107 Tc
(< )Tj
/F3 1 Tf
11.03 0 0 10.5 445.45 243.77 Tm
0.0096 Tc
(sam.)Tj
/F6 1 Tf
-30.602 -1.1571 TD
0.0114 Tc
(*nir, )Tj
/F1 1 Tf
10.5 0 0 10 134.43 231.62 Tm
0.0106 Tc
0.1276 Tw
(Gen. *)Tj
/F6 1 Tf
11.03 0 0 10.5 164.88 231.62 Tm
0.0114 Tc
0 Tw
(nirn)Tj
/F1 1 Tf
10.5 0 0 10 189.37 231.62 Tm
0.0105 Tc
0.1276 Tw
(, Adj. *)Tj
/F6 1 Tf
11.03 0 0 10.5 224.48 231.62 Tm
0.0113 Tc
0 Tw
(nirj )Tj
/F1 1 Tf
10.5 0 0 10 251.38 231.62 Tm
0.0105 Tc
0.1276 Tw
(\(SW 102; SkWb 1417\))Tj
-13.6638 -1.215 TD
0 Tw
(\(14\) )Tj
/F3 1 Tf
11.03 0 0 10.5 130.61 219.4699 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.2384 0 TD
0 Tc
(*)Tj
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()Tj
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0.0116 Tc
(cu)Tj
/F8 1 Tf
0.9643 0 TD
0 Tc
(k)Tj
/F1 1 Tf
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0.0105 Tc
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/F6 1 Tf
11.03 0 0 10.5 208.22 219.4699 Tm
0.0113 Tc
(tu)Tj
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0.8631 0 TD
0 Tc
(k)Tj
/F1 1 Tf
10.5 0 0 10 223.37 219.4699 Tm
0.0105 Tc
0.1952 Tw
(, Gen. )Tj
/F6 1 Tf
11.03 0 0 10.5 257.83 219.4699 Tm
0 Tc
0 Tw
(t)Tj
0.3265 0 TD
()Tj
0.0115 0 TD
(u)Tj
/F8 1 Tf
0.5377 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0109 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 283.75 219.4699 Tm
0.0104 Tc
0.1953 Tw
(\) Insekt < )Tj
/F3 1 Tf
11.03 0 0 10.5 342.59 219.4699 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.32 0 TD
0 Tc
(*)Tj
0.4866 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(cu)Tj
/F8 1 Tf
0.9643 0 TD
0 Tc
(k)Tj
/F1 1 Tf
10.5 0 0 10 395.14 219.4699 Tm
0.0105 Tc
0.1952 Tw
(\(SW 34; SkWb)Tj
-27.3552 -1.215 TD
0 Tw
(1188\))Tj
T*
0.0058 Tc
(\(15\) )Tj
/F3 1 Tf
11.03 0 0 10.5 128.4 195.1699 Tm
0.0051 Tc
(selxk. )Tj
/F6 1 Tf
3.0209 0 TD
0 Tc
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0.482 0 TD
()Tj
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0.007 Tc
(sen )Tj
/F1 1 Tf
10.5 0 0 10 184.97 195.1699 Tm
0.0058 Tc
(\(T )Tj
/F6 1 Tf
11.03 0 0 10.5 197.78 195.1699 Tm
0 Tc
()Tj
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0.007 Tc
(sen)Tj
/F1 1 Tf
10.5 0 0 10 212.71 195.1699 Tm
0.0057 Tc
0.0067 Tw
(, Gen. )Tj
/F6 1 Tf
11.03 0 0 10.5 242.9 195.1699 Tm
0 Tc
0 Tw
()Tj
0.007 0 TD
(s)Tj
0.383 0 TD
()Tj
0.007 0 TD
0.007 Tc
(nn)Tj
/F1 1 Tf
10.5 0 0 10 266.81 195.1699 Tm
0.0057 Tc
0.0067 Tw
(\) Messerscheide < )Tj
/F3 1 Tf
11.03 0 0 10.5 358.96 195.1699 Tm
0.0053 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.1097 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4823 0 TD
(k)Tj
/F6 1 Tf
0.505 0 TD
0.0064 Tc
(en)Tj
/F1 1 Tf
10.5 0 0 10 403.75 195.1699 Tm
0.0057 Tc
0.0067 Tw
(, Gen. )Tj
/F6 1 Tf
11.03 0 0 10.5 433.95 195.1699 Tm
0 Tc
0 Tw
(*)Tj
/F8 1 Tf
0.4814 0 TD
(k)Tj
/F6 1 Tf
0.505 0 TD
0.0067 Tc
(enn)Tj
/F1 1 Tf
10.5 0 0 10 107.91 183.02 Tm
0.0105 Tc
0.1276 Tw
(\(SW 67; SkWb 2537\))Tj
/F3 1 Tf
11.03 0 0 10.5 124.92 164.87 Tm
0.0024 Tc
0.01 Tw
[(Mowno predpolagatx, to rassmatrivaemoe prodlenie pervonaalx)7.8(-)]TJ
-1.5422 -1.1571 TD
0.0096 Tc
0.1487 Tw
(no predstavlqlo soboj isto pozicionnyj ffekt kvantitativnogo)Tj
T*
0.0915 Tw
(kontrasta mewdu glasnym polnogo obrazovaniq v pervom sloge i va)Tj
T*
0.1941 Tw
[(vo vtorom sloge. Ego fonologizaciq dolwna byla proizojti paral)-5.8(-)]TJ
T*
0.0471 Tw
(lelxno s redukciej glasnyh nepervyh slogov *)Tj
/F6 1 Tf
21.9619 0 TD
0 Tc
0 Tw
()Tj
/F3 1 Tf
0.4533 0 TD
0.0097 Tc
(, )Tj
/F6 1 Tf
0.8 g
0.612 -0.0495 TD
0.0626 Tc
(*a)Tj
0 0 0 1 k
-0.0471 0.0495 TD
(*a)Tj
/F3 1 Tf
1.1052 0 TD
0.0094 Tc
0.0472 Tw
(, *)Tj
/F6 1 Tf
1.049 0 TD
0 Tc
0 Tw
()Tj
/F3 1 Tf
0.5068 0 TD
0.0094 Tc
0.0472 Tw
(, *)Tj
/F6 1 Tf
1.0499 0 TD
0 Tc
0 Tw
(e)Tj
/F3 1 Tf
0.4633 0 TD
0.0096 Tc
0.0471 Tw
(, poskolxku)Tj
/F2 1 Tf
9 0 0 9 255.25 736.4 Tm
-0.0056 Tc
0.1255 Tw
(Prodlenie glasnyh pered va v selxkupskom qzyke)Tj
/F1 1 Tf
10 0 0 10 450.71 93.1799 Tm
0.0101 Tc
0 Tw
(125)Tj
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BT
/F3 1 Tf
11.03 0 0 10.5 127.87 711.17 Tm
0 g
0.0097 Tc
0.1613 Tw
[(v osnovah s timi glasnymi vo vtorom sloge kvantitativnogo kont-)]TJ
0 -1.1571 TD
0.1187 Tw
[(rasta s pervym slogom ne bylo. Tipologiesku parallelx selxkup-)]TJ
T*
0.0407 Tw
[(skomu razviti predstavlqet soboj, naprimer, metatonieskoe prod-)]TJ
T*
0.1051 Tw
[(lenie glasnyh \(vozniknovenie novodolgotnyh intonacij\) pered slo-)]TJ
T*
0.1323 Tw
(gom s prewnimi erami v otdelxnyh slavqnskih qzykah \(serbskohor-)Tj
T*
0.0281 Tw
(vatskij, kaubskij osobenno posledovatelxno, polxskij, astino)Tj
T*
0 Tw
(eskij, )Tj
/F6 1 Tf
4.5576 0 TD
0 Tc
(o)Tj
/F3 1 Tf
0.7607 0 TD
0.0093 Tc
(i )Tj
/F6 1 Tf
0.8749 0 TD
0 Tc
(e)Tj
/F3 1 Tf
0.767 0 TD
0.0097 Tc
0.0426 Tw
[( vostonoslavqnskie dialekty; v dalxnejem nered-)]TJ
-6.9601 -1.1571 TD
0.1713 Tw
(ko imel mesto perehod novoj kvantitativnoj oppozicii v kvalita-)Tj
T*
0.185 Tw
(tivnu, kak v sluae ukr. )Tj
/F6 1 Tf
13.0689 0 TD
0 Tc
0 Tw
(i)Tj
/F1 1 Tf
10.5 0 0 10 280.53 613.97 Tm
(<)Tj
/F6 1 Tf
11.03 0 0 10.5 291.9 613.97 Tm
0.011 Tc
(*o)Tj
/F9 1 Tf
0.9438 0 TD
0 Tc
(/)Tj
/F6 1 Tf
0.5376 0 TD
(_)Tj
/F3 1 Tf
0.544 0 TD
(S)Tj
/F2 1 Tf
0.689 0 TD
(X)Tj
/F3 1 Tf
0.5413 0 TD
(,)Tj
/F6 1 Tf
0.7026 0 TD
(_)Tj
/F3 1 Tf
0.5431 0 TD
(S)Tj
/F2 1 Tf
0.689 0 TD
(x)Tj
/F3 1 Tf
0.4841 0 TD
0.0097 Tc
0.185 Tw
(\), sm. naprimer, )Tj
/F1 1 Tf
10.5 0 0 10 442.8 613.97 Tm
0.0104 Tc
0 Tw
(Shevelov)Tj
-29.9933 -1.215 TD
0.1276 Tw
(1964 : 532581.)Tj
/F3 1 Tf
11.03 0 0 10.5 144.87 589.67 Tm
0.0096 Tc
0.0218 Tw
[(Kak uwe otmealosx, zakon prodleniq glasnyh pered )]TJ
/F6 1 Tf
24.9048 0 TD
0.0114 Tc
0 Tw
(*)Tj
/F3 1 Tf
1.2221 0 TD
0.0098 Tc
0.0216 Tw
(imeet raz-)Tj
-27.6682 -1.1571 TD
0.0096 Tc
0.068 Tw
(linye formy realizacii, bolxinstvo kotoryh budet zdesx kratko)Tj
T*
0.0163 Tw
(rassmotreno. Razumeetsq, dlq sravneniq rassmotreny i refleksy teh)Tj
T*
0.1205 Tw
[(we prasamodijskih glasnyh v poziciqh, gde usloviq dlq prodleniq)]TJ
T*
0.0078 Tc
0.0036 Tw
[(otsutstvovali. Dlq nekotoryh glasnyh i dlq nekotoryh pozicij pri)-28.5(-)]TJ
T*
0.0096 Tc
0.0599 Tw
(mery otsutstvut ili nastolxko nemnogoislenny, to tonoe opre-)Tj
T*
0.0051 Tc
0.0064 Tw
[(delenie fonetieskogo konteksta prodleniq \(i ego otsutstviq\) nevoz)-23(-)]TJ
T*
0.0024 Tc
0.01 Tw
(mowno. Dlq nekotoryh drugih glasnyh i pozicij, naprotiv, koliest-)Tj
T*
0.0096 Tc
0.0028 Tw
(vo odnotipnyh primerov nastolxko veliko, to razumno ograniitxsq)Tj
T*
0.1278 Tw
(privedeniem lix nebolxoj ih asti.)Tj
7.03 0 0 6.7 336.22 482.81 Tm
0 Tc
0 Tw
(1)Tj
11.03 0 0 10.5 144.87 468.17 Tm
0.006 Tc
0.0064 Tw
(Dejstvie rassmatrivaemogo zakona naibolee etko proslewivaetsq)Tj
-1.5413 -1.1571 TD
0.0096 Tc
0.2956 Tw
[(putem sravneniq obYeselxkupskih rekonstrukcij \(po Q. Alatalo,)]TJ
/F1 1 Tf
10.5 0 0 10 127.87 443.87 Tm
0.0105 Tc
0 Tw
(SkWb\) )Tj
/F3 1 Tf
11.03 0 0 10.5 162.42 443.87 Tm
0.0097 Tc
0.0135 Tw
[(s obYesamodijskimi \(preimuYestvenno po . Qnhunenu, )]TJ
/F1 1 Tf
10.5 0 0 10 458.78 443.87 Tm
0.0103 Tc
0 Tw
(SW)Tj
7.03 0 0 6.7 476.05 447.52 Tm
0 Tc
(2)Tj
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(predstavlqet soboj suf-)Tj
-20.7842 -1.1571 TD
0.1278 Tw
(fiksalxnyj lement, a ne refleks )Tj
/F6 1 Tf
17.0453 0 TD
0.0114 Tc
0 Tw
(*)Tj
/F1 1 Tf
10.5 0 0 10 107.91 565.33 Tm
0.0105 Tc
(\(21\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 565.33 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
(c)Tj
0.4268 0.2 TD
()Tj
0.0127 -0.2 TD
0.0114 Tc
(r )Tj
/F1 1 Tf
10.5 0 0 10 195.08 565.33 Tm
0.0105 Tc
(\(T )Tj
/F6 1 Tf
11.03 0 0 10.5 209.29 565.33 Tm
0.012 Tc
(tr)Tj
/F9 1 Tf
1.3318 0 TD
0 Tc
(!)Tj
/F1 1 Tf
7.03 0 0 6.7 227.26 566.98 Tm
(4)Tj
10.5 0 0 10 230.85 565.33 Tm
0.0104 Tc
0.1277 Tw
(\) Stab < )Tj
/F3 1 Tf
11.03 0 0 10.5 278.95 565.33 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0 Tc
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(cr )Tj
/F1 1 Tf
10.5 0 0 10 333.87 565.33 Tm
0.0105 Tc
0.1276 Tw
(\(SW 34; SkWb 1291\))Tj
-21.52 -1.215 TD
0 Tw
(\(22\) )Tj
/F3 1 Tf
11.03 0 0 10.5 128.81 553.1799 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.068 0 TD
0 Tc
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
(s)Tj
0.3887 0.2 TD
()Tj
0.0118 -0.2 TD
0.0112 Tc
(t )Tj
/F1 1 Tf
10.5 0 0 10 190.23 553.1799 Tm
0.0105 Tc
(\(T )Tj
/F6 1 Tf
11.03 0 0 10.5 203.36 553.1799 Tm
0 Tc
()Tj
0.0116 0 TD
0.0116 Tc
(st)Tj
/F9 1 Tf
1.6956 0 TD
0 Tc
(!)Tj
/F1 1 Tf
7.03 0 0 6.7 225.47 555.83 Tm
(5)Tj
10.5 0 0 10 229.06 553.1799 Tm
0.0105 Tc
0.0238 Tw
(\) Schulterblatt < )Tj
/F3 1 Tf
11.03 0 0 10.5 314.09 553.1799 Tm
0.0096 Tc
0 Tw
(sam.)Tj
/F6 1 Tf
2.1351 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0113 Tc
(t- )Tj
/F1 1 Tf
10.5 0 0 10 370.74 553.1799 Tm
0.0105 Tc
0.0238 Tw
(\(SW 80; SkWb 2517\))Tj
-25.0314 -1.215 TD
0 Tw
(\(23\) )Tj
/F3 1 Tf
11.03 0 0 10.5 131.05 541.03 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.282 0 TD
0.0114 Tc
(*tt )Tj
/F1 1 Tf
10.5 0 0 10 191.34 541.03 Tm
0.0105 Tc
0.2381 Tw
(Scheie, Adj. )Tj
/F6 1 Tf
11.03 0 0 10.5 265.97 541.03 Tm
0.0114 Tc
0 Tw
(*t)Tj
0.8141 0.2 TD
0 Tc
()Tj
0.0118 -0.2 TD
0.0115 Tc
(tl )Tj
/F1 1 Tf
10.5 0 0 10 299.82 541.03 Tm
0 Tc
(<)Tj
/F3 1 Tf
11.03 0 0 10.5 311.78 541.03 Tm
0.0098 Tc
(sam. )Tj
/F6 1 Tf
2.3626 0 TD
0.0115 Tc
(*tt)Tj
/F1 1 Tf
10.5 0 0 10 356.23 541.03 Tm
0.0105 Tc
0.2381 Tw
(, Adj. )Tj
/F6 1 Tf
11.03 0 0 10.5 389.47 541.03 Tm
0.0114 Tc
0 Tw
(*ttj )Tj
/F1 1 Tf
10.5 0 0 10 422.17 541.03 Tm
0.0105 Tc
0.2381 Tw
(\(SW 167:)Tj
-29.9295 -1.215 TD
0.1276 Tw
(SkWb 1088\))Tj
T*
0 Tw
(\(24\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 516.73 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0.0114 Tc
0.1305 Tw
(*r : *)Tj
2.9819 0.2 TD
0 Tc
0 Tw
()Tj
0.0127 -0.2 TD
0.0113 Tc
(r-)Tj
/F1 1 Tf
10.5 0 0 10 222.03 516.73 Tm
0.0104 Tc
0.1277 Tw
(Fett < )Tj
/F3 1 Tf
11.03 0 0 10.5 260.19 516.73 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.252 0 TD
0.0114 Tc
(*jr)Tj
/F1 1 Tf
10.5 0 0 10 308.69 516.73 Tm
0.0105 Tc
0.1276 Tw
(\(SW 50; SkWb 284\))Tj
/F3 1 Tf
11.03 0 0 10.5 107.91 504.58 Tm
0.0097 Tc
0.1686 Tw
(\(25\) selxk. )Tj
/F6 1 Tf
5.3436 0 TD
0.0114 Tc
0 Tw
(*t )Tj
/F9 1 Tf
1.786 0 TD
0 Tc
(:)Tj
/F6 1 Tf
0.7026 0 TD
(*)Tj
0.4869 0.1905 TD
()Tj
0.0118 -0.1905 TD
0.0113 Tc
(t- )Tj
/F1 1 Tf
10.5 0 0 10 223.56 504.58 Tm
0.0104 Tc
0.1686 Tw
(Wasser < )Tj
/F3 1 Tf
11.03 0 0 10.5 278.91 504.58 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2937 0 TD
0.0114 Tc
0.1732 Tw
(*wit, *wit- )Tj
/F1 1 Tf
10.5 0 0 10 367.07 504.58 Tm
0.0105 Tc
0.1686 Tw
(\(SW 176; SkWb 107;)Tj
-24.6819 -1.215 TD
0.1276 Tw
(Katz 1979 : 162, 167\))Tj
T*
0.0103 Tc
0 Tw
(\(8\))Tj
/F3 1 Tf
11.03 0 0 10.5 124.74 480.28 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(il- )Tj
/F1 1 Tf
10.5 0 0 10 181.11 480.28 Tm
0.0104 Tc
0.1277 Tw
(unter < )Tj
/F3 1 Tf
11.03 0 0 10.5 226.7 480.28 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0 Tc
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(il- )Tj
/F1 1 Tf
10.5 0 0 10 272.93 480.28 Tm
0.0105 Tc
0.1276 Tw
(\(SW 24; SkWb 322\))Tj
-15.7162 -1.215 TD
0 Tw
(\(7\) )Tj
/F3 1 Tf
11.03 0 0 10.5 124.54 468.13 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(l- )Tj
/F1 1 Tf
10.5 0 0 10 185.93 468.13 Tm
0.0105 Tc
0.1276 Tw
(Boden < )Tj
/F3 1 Tf
11.03 0 0 10.5 236.18 468.13 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0 Tc
(*)Tj
0.4866 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(il )Tj
/F1 1 Tf
10.5 0 0 10 282.98 468.13 Tm
0.0105 Tc
0.1276 Tw
(\(SW 24; SkWb 322\))Tj
-16.6733 -1.215 TD
0 Tw
(\(26\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 455.98 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0.0116 Tc
(*m)Tj
1.2112 0 TD
0 Tc
()Tj
0.0116 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(li )Tj
/F1 1 Tf
10.5 0 0 10 193.45 455.98 Tm
0.0104 Tc
0.1277 Tw
(Schlagwelle < )Tj
/F3 1 Tf
11.03 0 0 10.5 269.98 455.98 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0.0115 Tc
(*m)Tj
1.2111 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(il )Tj
/F1 1 Tf
10.5 0 0 10 324.78 455.98 Tm
0.0105 Tc
0.1276 Tw
(\(SW 93; SkWb 925\))Tj
-20.6543 -1.215 TD
0 Tw
(\(27\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 443.83 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0.0115 Tc
(*m)Tj
1.2109 0 TD
0 Tc
()Tj
0.0115 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(t )Tj
/F1 1 Tf
10.5 0 0 10 195.05 443.83 Tm
0.0105 Tc
0.1276 Tw
(Leber < )Tj
/F3 1 Tf
11.03 0 0 10.5 242.02 443.83 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0.0116 Tc
(*m)Tj
1.2111 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(it )Tj
/F1 1 Tf
10.5 0 0 10 297.02 443.83 Tm
0.0105 Tc
0.1276 Tw
(\(SW 93; SkWb 757\))Tj
-18.0105 -1.215 TD
0 Tw
(\(14\) )Tj
/F3 1 Tf
11.03 0 0 10.5 130.61 431.68 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.2384 0 TD
0 Tc
(*)Tj
0.4866 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(cu)Tj
/F8 1 Tf
0.9643 0 TD
0 Tc
(k)Tj
/F1 1 Tf
10.5 0 0 10 193.29 431.68 Tm
0.0105 Tc
(\(T )Tj
/F6 1 Tf
11.03 0 0 10.5 208.22 431.68 Tm
0.0113 Tc
(tu)Tj
/F8 1 Tf
0.8631 0 TD
0 Tc
(k)Tj
/F1 1 Tf
10.5 0 0 10 223.37 431.68 Tm
0.0105 Tc
0.1952 Tw
(, Gen. )Tj
/F6 1 Tf
11.03 0 0 10.5 257.83 431.68 Tm
0 Tc
0 Tw
(t)Tj
0.3265 0 TD
()Tj
0.0115 0 TD
(u)Tj
/F8 1 Tf
0.5377 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0109 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 283.75 431.68 Tm
0.0104 Tc
0.1953 Tw
(\) Insekt < )Tj
/F3 1 Tf
11.03 0 0 10.5 342.59 431.68 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.32 0 TD
0 Tc
(*)Tj
0.4866 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(cu)Tj
/F8 1 Tf
0.9643 0 TD
0 Tc
(k)Tj
/F1 1 Tf
10.5 0 0 10 395.14 431.68 Tm
0.0105 Tc
0.1952 Tw
(\(SW 34; SkWb)Tj
-27.3552 -1.215 TD
0 Tw
(1188\))Tj
T*
(\(28\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 407.38 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4859 0 TD
(k)Tj
/F6 1 Tf
0.5104 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(un- )Tj
/F1 1 Tf
10.5 0 0 10 201.43 407.38 Tm
0.0105 Tc
0.1276 Tw
(fliehen < )Tj
/F3 1 Tf
11.03 0 0 10.5 254.08 407.38 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.252 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0112 Tc
(un )Tj
/F1 1 Tf
10.5 0 0 10 310.91 407.38 Tm
0.0105 Tc
0.1276 Tw
(\(SW 77; SkWb 2029\))Tj
-19.3333 -1.215 TD
0 Tw
(\(29\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 395.23 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0.0114 Tc
(*p)Tj
0.9889 0 TD
0 Tc
()Tj
0.0114 0 TD
(u)Tj
0.5364 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(c )Tj
/F1 1 Tf
10.5 0 0 10 196.13 395.23 Tm
0.0105 Tc
0.1276 Tw
(Rohr < )Tj
/F3 1 Tf
11.03 0 0 10.5 239.58 395.23 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.252 0 TD
0.0114 Tc
(*pu)Tj
1.5252 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(c )Tj
/F1 1 Tf
10.5 0 0 10 295.54 395.23 Tm
0.0105 Tc
0.1276 Tw
(\(SW 129; SkWb 442\))Tj
-17.8695 -1.215 TD
0 Tw
(\(30\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.52 383.08 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1351 0 TD
0.0114 Tc
(*s)Tj
0.8739 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(um )Tj
/F3 1 Tf
1.6288 0 TD
0.0097 Tc
0.0915 Tw
(\(veroqtno, useenie iz )Tj
/F6 1 Tf
11.0272 0 TD
0.0115 Tc
0 Tw
(*s)Tj
0.874 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(um)Tj
/F3 1 Tf
1.7166 0 TD
0.0097 Tc
0.0916 Tw
(, sr. T )Tj
/F6 1 Tf
3.2167 0 TD
0 Tc
0 Tw
(s)Tj
0.3874 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(um)Tj
/F3 1 Tf
1.7164 0 TD
0.0091 Tc
(\) )Tj
/F1 1 Tf
10.5 0 0 10 408.61 383.08 Tm
0.0104 Tc
0.0915 Tw
(still < )Tj
/F3 1 Tf
11.03 0 0 10.5 445.45 383.08 Tm
0.0096 Tc
0 Tw
(sam.)Tj
/F6 1 Tf
-30.602 -1.1571 TD
0.0113 Tc
(*sum )Tj
/F1 1 Tf
10.5 0 0 10 140.92 370.93 Tm
0 Tc
(\()Tj
/F9 1 Tf
11.03 0 0 10.5 144.52 370.93 Tm
0.0091 Tc
(~ )Tj
/F1 1 Tf
10.5 0 0 10 155.72 370.93 Tm
0.0109 Tc
(? )Tj
/F6 1 Tf
11.03 0 0 10.5 164.56 370.93 Tm
0.0115 Tc
0.1305 Tw
(sm-, sim-)Tj
/F1 1 Tf
10.5 0 0 10 224.69 370.93 Tm
0 Tc
0 Tw
(\))Tj
0.7667 0 TD
0.0105 Tc
0.1276 Tw
(\(SW 143; SkWb 2475\))Tj
-11.8886 -1.215 TD
0 Tw
(\(5\) )Tj
/F3 1 Tf
11.03 0 0 10.5 124.54 358.78 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4863 0 TD
()Tj
0.0113 0 TD
(u)Tj
/F8 1 Tf
0.5377 0 TD
(k)Tj
/F6 1 Tf
0.5104 0 TD
0.0115 Tc
( )Tj
/F1 1 Tf
10.5 0 0 10 186.01 358.78 Tm
0.0105 Tc
0.1276 Tw
(Spitze < )Tj
/F3 1 Tf
11.03 0 0 10.5 235.24 358.78 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0.0109 Tc
(*u)Tj
/F8 1 Tf
1.0236 0 TD
0 Tc
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0115 Tc
( )Tj
/F1 1 Tf
10.5 0 0 10 286.44 358.78 Tm
0.0105 Tc
0.1276 Tw
(\(SW 30; MS 1113; SkWb 199\))Tj
/F3 1 Tf
11.03 0 0 10.5 124.92 340.63 Tm
0.0096 Tc
0 Tw
(Psevdoanomaliq:)Tj
-1.5422 -1.7286 TD
0.1822 Tw
(\(31\) selxk. )Tj
/F6 1 Tf
5.3708 0 TD
0.0115 Tc
0 Tw
(*til )Tj
/F1 1 Tf
10.5 0 0 10 193.21 322.48 Tm
0.0105 Tc
0.1819 Tw
(aufgraben < )Tj
/F3 1 Tf
11.03 0 0 10.5 262.58 322.48 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.3073 0 TD
0.0114 Tc
0.1877 Tw
(*til- ~ tl- )Tj
/F1 1 Tf
10.5 0 0 10 357.69 322.48 Tm
0.0105 Tc
0.1819 Tw
(\(SW 163; SkWb 1325\);)Tj
/F3 1 Tf
11.03 0 0 10.5 107.91 310.33 Tm
0.0096 Tc
0.1741 Tw
(rekonstrukciq auslautnogo )Tj
/F6 1 Tf
13.5694 0 TD
0.0114 Tc
0 Tw
(*)Tj
/F3 1 Tf
1.3744 0 TD
0.0097 Tc
0.174 Tw
(na osnove nenT )Tj
/F6 1 Tf
7.6156 0 TD
0.0115 Tc
0 Tw
(tul)Tj
1.3612 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(a-)Tj
/F3 1 Tf
1.3544 0 TD
0.0097 Tc
0.174 Tw
(nenadewna \(do-)Tj
-25.2865 -1.1571 TD
0.0042 Tc
0.0082 Tw
(pustimy takwe )Tj
/F6 1 Tf
7.3717 0 TD
0 Tc
0 Tw
(*)Tj
0.4801 0 TD
()Tj
0.0051 0 TD
0.0051 Tc
0.0073 Tw
(i, *i, *)Tj
/F3 1 Tf
3.1738 0 TD
0.0042 Tc
0.0081 Tw
(\); nL )Tj
/F6 1 Tf
2.903 0 TD
0.0052 Tc
0 Tw
(tulo-)Tj
/F3 1 Tf
2.4451 0 TD
0.0042 Tc
0.0082 Tw
(zaimstvovano iz nen. \(na to odnoz-)Tj
-16.379 -1.1571 TD
0.0097 Tc
0.067 Tw
(nano ukazyvaet )Tj
/F6 1 Tf
8.0589 0 TD
0.0114 Tc
0 Tw
(-l-)Tj
/F3 1 Tf
1.4397 0 TD
0.0096 Tc
0.0671 Tw
(vmesto owidaemogo )Tj
/F6 1 Tf
9.2575 0 TD
0.0113 Tc
0 Tw
(-r-)Tj
/F3 1 Tf
1.2212 0 TD
0.0097 Tc
0.0671 Tw
(\); ngan. )Tj
/F6 1 Tf
3.5811 0 TD
0.0115 Tc
0 Tw
(tili)Tj
/F3 1 Tf
1.9157 0 TD
0.0097 Tc
0.067 Tw
(kirka qvlqet-)Tj
-25.4742 -1.1571 TD
0.1278 Tw
(sq serxeznym argumentom v polxzu sam. )Tj
/F6 1 Tf
19.0752 0 TD
0.0115 Tc
0.1305 Tw
(*tili- ~ tli-)Tj
/F3 1 Tf
-19.0752 -6.9429 TD
0.0097 Tc
0.1278 Tw
(\(32\) selxk. )Tj
/F6 1 Tf
5.262 0 TD
0.0115 Tc
0 Tw
(*ippi )Tj
/F1 1 Tf
10.5 0 0 10 194.06 200.98 Tm
0.0105 Tc
0.1276 Tw
(liegen < )Tj
/F3 1 Tf
11.03 0 0 10.5 242.83 200.98 Tm
0.0097 Tc
0.1278 Tw
(selxk.-kam. \(sam.?\) )Tj
/F6 1 Tf
8.8432 0 TD
0.0115 Tc
0 Tw
(*ippi- )Tj
/F1 1 Tf
10.5 0 0 10 372.92 200.98 Tm
0.0105 Tc
0.1276 Tw
(\(NSE 71; SkWb 35\))Tj
-25.239 -1.215 TD
0 Tw
(\(33\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 188.83 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(nim- )Tj
/F1 1 Tf
10.5 0 0 10 196.48 188.83 Tm
0.0104 Tc
0.1277 Tw
(saugen < )Tj
/F3 1 Tf
11.03 0 0 10.5 250.15 188.83 Tm
0.0098 Tc
0 Tw
(sam. )Tj
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0.1277 Tw
(Netschnur < )Tj
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11.03 0 0 10.5 284.7 419.68 Tm
0.0098 Tc
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(sam. )Tj
/F6 1 Tf
2.252 0 TD
0.0115 Tc
(*pujt )Tj
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10.5 0 0 10 343.03 419.68 Tm
0.0105 Tc
0.1276 Tw
(\(NSE 7; SkWb 458\))Tj
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0.038 Tw
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(\(KU 211-2; SkWb 464\))Tj
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(\) Messerscheide < )Tj
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(sam. )Tj
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(\(SW 67; SkWb 2537\))Tj
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(\(53\) )Tj
/F3 1 Tf
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0.0096 Tc
(selxk. )Tj
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0.0115 Tc
(*s)Tj
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()Tj
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(Herz < )Tj
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(sam. )Tj
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(*sej )Tj
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0.0105 Tc
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(\(SW 139; SkWb 2555\); )Tj
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11.03 0 0 10.5 423.32 200.98 Tm
0.0097 Tc
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(sr. \(19\) v)Tj
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(selxkupskom qzyke slova serdce i ugolx omoniminy)Tj
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0.0104 Tc
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(\(54\))Tj
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0.1315 Tw
(selxk. T )Tj
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(t)Tj
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[(sam. *)]TJ
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(\(?\), sr. nT )Tj
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(\(NSE 23; SkWb)Tj
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(1154 )Tj
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T*
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(leli predstavlqetsq izlinej\))Tj
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(\(55\) selxk. )Tj
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[(\) udlinqtsq i odnovre)-7.6(-)]TJ
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T*
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0 Tc
(t)Tj
0.3265 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
0.1605 Tw
(en, t)Tj
1.992 0 TD
0 Tc
0 Tw
()Tj
0.0115 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(n-)Tj
/F1 1 Tf
10.5 0 0 10 288.04 626.08 Tm
0.0105 Tc
0.1562 Tw
(\) Sehne < )Tj
/F3 1 Tf
11.03 0 0 10.5 344.95 626.08 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.281 0 TD
0 Tc
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
(c)Tj
0.4264 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(en )Tj
/F1 1 Tf
10.5 0 0 10 395.96 626.08 Tm
0.0105 Tc
0.1562 Tw
(\(SW 32; SkWb)Tj
-27.4333 -1.215 TD
0 Tw
(1122\))Tj
T*
(\(12\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 601.78 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
(c)Tj
0.4265 0 TD
()Tj
0.0115 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ql- )Tj
/F1 1 Tf
10.5 0 0 10 201.51 601.78 Tm
0.0104 Tc
0.1277 Tw
(treten < )Tj
/F3 1 Tf
11.03 0 0 10.5 249.32 601.78 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0.0114 Tc
(*je)Tj
/F8 1 Tf
1.2774 0 TD
0 Tc
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0115 Tc
(l- )Tj
/F1 1 Tf
10.5 0 0 10 311.16 601.78 Tm
0.0105 Tc
0.1276 Tw
(\(SW 41; SkWb 1432\))Tj
-19.3571 -1.215 TD
0 Tw
(\(59\) )Tj
/F3 1 Tf
11.03 0 0 10.5 130.5 589.63 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.2285 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
0.0113 Tc
(em)Tj
/F1 1 Tf
10.5 0 0 10 190.34 589.63 Tm
0.0105 Tc
0.1847 Tw
(, Gen. )Tj
/F6 1 Tf
11.03 0 0 10.5 224.59 589.63 Tm
0 Tc
0 Tw
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
()Tj
0.0115 0 TD
()Tj
0.0115 0 TD
0.0116 Tc
(mn )Tj
/F1 1 Tf
10.5 0 0 10 263.07 589.63 Tm
0.0105 Tc
0.1848 Tw
(Blut < )Tj
/F3 1 Tf
11.03 0 0 10.5 303.95 589.63 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.3092 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
0.0113 Tc
(em)Tj
/F1 1 Tf
10.5 0 0 10 353.66 589.63 Tm
0.0105 Tc
0.1848 Tw
(, Gen.)Tj
/F6 1 Tf
11.03 0 0 10.5 388.14 589.63 Tm
0 Tc
0 Tw
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(emn )Tj
/F1 1 Tf
10.5 0 0 10 428.1 589.63 Tm
0.0105 Tc
0.1848 Tw
(\(SW 65;)Tj
-30.4943 -1.215 TD
0.1276 Tw
(SkWb 1862; Katz 1979 : 163, 167\))Tj
T*
0 Tw
(\(60\) )Tj
/F3 1 Tf
11.03 0 0 10.5 129.9 565.33 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0.0115 Tc
(*q)Tj
0.974 0 TD
0 Tc
()Tj
0.0115 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(pi )Tj
/F1 1 Tf
10.5 0 0 10 192.98 565.33 Tm
0.0104 Tc
0.1276 Tw
(Wespe < )Tj
/F3 1 Tf
11.03 0 0 10.5 244.85 565.33 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.252 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ep )Tj
/F1 1 Tf
10.5 0 0 10 300.92 565.33 Tm
0.0105 Tc
0.1276 Tw
(\(SW 65; NSE 41; SkWb 1809\))Tj
-18.3819 -1.215 TD
0 Tw
(\(61\) )Tj
/F3 1 Tf
11.03 0 0 10.5 130.45 553.1799 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.2239 0 TD
0.0114 Tc
0.1859 Tw
(*nom, *n)Tj
3.8921 0 TD
0 Tc
0 Tw
()Tj
0.0114 0 TD
0.0114 Tc
(uw- )Tj
/F1 1 Tf
10.5 0 0 10 237.3 553.1799 Tm
0.0106 Tc
(\(T )Tj
/F6 1 Tf
11.03 0 0 10.5 252.06 553.1799 Tm
0.0114 Tc
0.1858 Tw
(nom, n)Tj
2.919 0 TD
0 Tc
0 Tw
()Tj
0.0114 0 TD
0.0114 Tc
(u-)Tj
/F1 1 Tf
10.5 0 0 10 294.76 553.1799 Tm
0.0103 Tc
0.1802 Tw
(\) Gott, Himmel < )Tj
/F3 1 Tf
11.03 0 0 10.5 391.52 553.1799 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.3046 0 TD
0.0114 Tc
(num)Tj
/F1 1 Tf
10.5 0 0 10 436.49 553.1799 Tm
0.0105 Tc
0.1801 Tw
(, Gen.)Tj
/F6 1 Tf
11.03 0 0 10.5 107.91 541.03 Tm
0.0114 Tc
0 Tw
(*numn )Tj
/F1 1 Tf
10.5 0 0 10 146.95 541.03 Tm
0.0108 Tc
(\(?)Tj
/F6 1 Tf
11.03 0 0 10.5 158.79 541.03 Tm
0.0113 Tc
0.0435 Tw
(~ *nom)Tj
/F11 1 Tf
0 0 0 1 k
3.1115 0 TD
0.0097 Tc
0 Tw
(, )Tj
/F1 1 Tf
10.5 0 0 10 199.3 541.03 Tm
0.0106 Tc
0.0438 Tw
(Gen. *)Tj
/F6 1 Tf
11.03 0 0 10.5 228.88 541.03 Tm
0.0112 Tc
0 Tw
(nomn)Tj
/F3 1 Tf
2.6573 0 TD
0.0096 Tc
0.0436 Tw
[(, to pozvolqet obXqsnitx selxk. )]TJ
/F6 1 Tf
15.4551 0 TD
0.011 Tc
0 Tw
(*o)Tj
/F3 1 Tf
0.9447 0 TD
0.0091 Tc
(\) )Tj
/F1 1 Tf
10.5 0 0 10 446.2 541.03 Tm
0.0106 Tc
(\(SW)Tj
-32.2181 -1.215 TD
0.0104 Tc
0.1277 Tw
(104; SkWb 1345 )Tj
/F6 1 Tf
11.03 0 0 10.5 188.39 528.88 Tm
0.0114 Tc
0.1306 Tw
(*nom, *n)Tj
3.837 0 TD
0 Tc
0 Tw
()Tj
0.0114 0 TD
0.0114 Tc
(uw-)Tj
/F1 1 Tf
10.5 0 0 10 254.02 528.88 Tm
0 Tc
(\))Tj
/F3 1 Tf
11.03 0 0 10.5 124.92 510.73 Tm
0.0097 Tc
0.1885 Tw
[(astinaq anomaliq \(prodlenie bez suweniq; vproem, i rekon-)]TJ
-1.5422 -1.1571 TD
0.1279 Tw
(strukciq auslautnogo sam. )Tj
/F6 1 Tf
13.0834 0 TD
0.0114 Tc
0 Tw
(*)Tj
/F3 1 Tf
1.3273 0 TD
0.0097 Tc
0.1278 Tw
(v toj osnove ne vpolne nadewna\):)Tj
-14.4107 -1.7286 TD
(\(62\) selxk. )Tj
/F6 1 Tf
5.262 0 TD
0.0115 Tc
0 Tw
(*q)Tj
0.974 0 TD
0 Tc
()Tj
0.0115 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(et )Tj
/F1 1 Tf
10.5 0 0 10 195.13 480.43 Tm
0.0105 Tc
0.1276 Tw
(Zauberweisheit < )Tj
/F3 1 Tf
11.03 0 0 10.5 289.1 480.43 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.253 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(et )Tj
/F1 1 Tf
10.5 0 0 10 343.24 480.43 Tm
0.0105 Tc
0.1276 Tw
(\(SW 66; SkWb 1957\))Tj
/F3 1 Tf
11.03 0 0 10.5 124.92 462.28 Tm
0.0096 Tc
0 Tw
(Psevdoanomalii:)Tj
-1.5422 -1.7286 TD
0.1894 Tw
(\(63\) selxk. )Tj
/F6 1 Tf
5.3862 0 TD
0.0114 Tc
0 Tw
(*ol )Tj
/F1 1 Tf
10.5 0 0 10 191.3 444.13 Tm
0.0106 Tc
(Kopf )Tj
/F9 1 Tf
11.03 0 0 10.5 225.03 444.13 Tm
0 Tc
(~)Tj
/F3 1 Tf
1.0408 0 TD
0.0097 Tc
(kam )Tj
/F6 1 Tf
2.1315 0 TD
0.0113 Tc
(ulu )Tj
/F1 1 Tf
10.5 0 0 10 280.42 444.13 Tm
0.0105 Tc
0.1895 Tw
(\(SkWb 312; )Tj
/F3 1 Tf
11.03 0 0 10.5 340.31 444.13 Tm
0.0096 Tc
0 Tw
(vopreki)Tj
/F1 1 Tf
10.5 0 0 10 385.91 444.13 Tm
0.0101 Tc
[(SW)-449.9(29, )]TJ
/F3 1 Tf
11.03 0 0 10.5 424.99 444.13 Tm
0.0097 Tc
0.1895 Tw
(sda ne)Tj
-28.7471 -1.1571 TD
0.2892 Tw
(otnositsq n. )Tj
/F6 1 Tf
7.0825 0 TD
0.0114 Tc
0 Tw
(oro- )Tj
/F1 1 Tf
10.5 0 0 10 211.45 431.98 Tm
0.0105 Tc
0.2895 Tw
(vor, frher [)Tj
/F3 1 Tf
11.03 0 0 10.5 280.74 431.98 Tm
0.0097 Tc
0 Tw
(sr.)Tj
/F1 1 Tf
10.5 0 0 10 300.59 431.98 Tm
0.0105 Tc
0.2895 Tw
(SW 110 sub )Tj
/F6 1 Tf
11.03 0 0 10.5 367.08 431.98 Tm
0 Tc
0 Tw
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(ner)Tj
/F1 1 Tf
10.5 0 0 10 392.94 431.98 Tm
0.0107 Tc
(], )Tj
/F3 1 Tf
11.03 0 0 10.5 405.02 431.98 Tm
0.0096 Tc
0.2892 Tw
(to liaet)Tj
-26.9365 -1.1571 TD
0.0652 Tw
(fonetieskih osnovanij rekonstrukci sam. )Tj
/F6 1 Tf
21.7162 0 TD
0.0115 Tc
0 Tw
(*ol)Tj
/F3 1 Tf
2.0317 0 TD
0.0098 Tc
(s )Tj
/F6 1 Tf
0.7951 0 TD
0.0115 Tc
(*-)Tj
/F3 1 Tf
1.3427 0 TD
0.0097 Tc
0.0652 Tw
(, skoree pered)Tj
-25.8858 -1.1571 TD
0.1278 Tw
(nami selxk.-kam. )Tj
/F6 1 Tf
8.1224 0 TD
0.0113 Tc
0 Tw
(*olu)Tj
/F3 1 Tf
1.7906 0 TD
0 Tc
(\))Tj
-9.913 -1.1571 TD
0.0097 Tc
0.1668 Tw
(\(64\) selxk. )Tj
/F6 1 Tf
5.3418 0 TD
0.0114 Tc
0 Tw
(*pita )Tj
/F1 1 Tf
10.5 0 0 10 195.55 395.53 Tm
0.0105 Tc
0.1676 Tw
(irdener Topf < )Tj
/F3 1 Tf
11.03 0 0 10.5 277.96 395.53 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2928 0 TD
0.0115 Tc
(*pet )Tj
/F1 1 Tf
10.5 0 0 10 332.78 395.53 Tm
0.0105 Tc
0.1676 Tw
(\(SW 122; SkWb 465\); )Tj
/F3 1 Tf
11.03 0 0 10.5 439.78 395.53 Tm
0.0098 Tc
0 Tw
(sopo-)Tj
-30.0879 -1.1571 TD
0.165 Tw
(stavlenie s nenT )Tj
/F6 1 Tf
8.612 0 TD
0.0113 Tc
0 Tw
(ped)Tj
/F3 1 Tf
2.0979 0 TD
0.0096 Tc
0.165 Tw
(bldce \(sootvetstviq v drugih samodijskih)Tj
-10.7099 -1.1571 TD
0.0825 Tw
(qzykah ne vyqvleny\) semantieski nebezupreno; krome togo, nenec-)Tj
T*
0.106 Tw
(koe slovo s ravnym uspehom mowet voshoditx k )Tj
/F6 1 Tf
22.8794 0 TD
0.0115 Tc
0 Tw
(*pet)Tj
1.7792 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
0.1088 Tw
(i, *peti)Tj
/F3 1 Tf
3.4414 0 TD
0.0096 Tc
0 Tw
(ili )Tj
/F6 1 Tf
2.0508 0 TD
0.0114 Tc
(*pet)Tj
/F3 1 Tf
-30.1623 -1.1571 TD
0.0088 Tc
0.0036 Tw
(\(i v lbom sluae otliaetsq auslautnym vokalizmom ot selxk. )Tj
/F6 1 Tf
29.7126 0 TD
0.0106 Tc
0 Tw
(*pita)Tj
/F3 1 Tf
2.1541 0 TD
0.0082 Tc
(\).)Tj
-31.8667 -6.4905 TD
0.0097 Tc
0.1278 Tw
(\(65\) selxk. )Tj
/F6 1 Tf
5.262 0 TD
0 Tc
0 Tw
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
(c)Tj
0.4265 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(enm )Tj
/F1 1 Tf
10.5 0 0 10 204.47 278.78 Tm
0.0105 Tc
0.1276 Tw
(Strick < )Tj
/F3 1 Tf
11.03 0 0 10.5 251.76 278.78 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0 Tc
(*)Tj
0.4864 0 TD
()Tj
0.0114 0 TD
0.0114 Tc
(cet)Tj
/F10 1 Tf
7.35 0 0 7 295.54 281.09 Tm
0 Tc
(3)Tj
/F6 1 Tf
11.03 0 0 10.5 299.28 278.78 Tm
0.0115 Tc
(m )Tj
/F1 1 Tf
10.5 0 0 10 316.72 278.78 Tm
0.0105 Tc
0.1276 Tw
(\(SW 158 )Tj
/F6 1 Tf
11.03 0 0 10.5 360.75 278.78 Tm
0.0114 Tc
0 Tw
(*t)Tj
/F10 1 Tf
7.35 0 0 7 369.72 281.09 Tm
0 Tc
(1)Tj
/F6 1 Tf
11.03 0 0 10.5 373.47 278.78 Tm
0.0109 Tc
(et)Tj
/F10 1 Tf
7.35 0 0 7 382.19 281.09 Tm
0 Tc
(3)Tj
/F6 1 Tf
11.03 0 0 10.5 385.94 278.78 Tm
0.0109 Tc
(m)Tj
/F1 1 Tf
10.5 0 0 10 398.94 278.78 Tm
0.0105 Tc
0.1276 Tw
(; SkWb 1125\))Tj
-27.7171 -1.215 TD
0 Tw
(\(66\) )Tj
/F3 1 Tf
11.03 0 0 10.5 130.46 266.63 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.2248 0 TD
0.0115 Tc
(*m)Tj
1.211 0 TD
0 Tc
()Tj
0.0115 0 TD
(e)Tj
/F8 1 Tf
0.4647 0 TD
(k)Tj
/F6 1 Tf
0.5104 0 TD
0.0113 Tc
0.1868 Tw
(t ~*me)Tj
/F8 1 Tf
3.5295 0 TD
0 Tc
0 Tw
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0114 Tc
(t )Tj
/F1 1 Tf
10.5 0 0 10 248.49 266.63 Tm
0.0105 Tc
0.181 Tw
(Haufen < )Tj
/F3 1 Tf
11.03 0 0 10.5 305.22 266.63 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.3064 0 TD
0.0114 Tc
(*me)Tj
/F8 1 Tf
1.6754 0 TD
0 Tc
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0114 Tc
(t )Tj
/F1 1 Tf
10.5 0 0 10 368.43 266.63 Tm
0.0105 Tc
0.1809 Tw
(\(SW 92; SkWb 832\);)Tj
/F3 1 Tf
11.03 0 0 10.5 107.91 254.4799 Tm
0.0096 Tc
0 Tw
(variant )Tj
/F6 1 Tf
4.0553 0 TD
0.0114 Tc
(*me)Tj
/F8 1 Tf
1.6754 0 TD
0 Tc
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0109 Tc
(t)Tj
/F3 1 Tf
0.7806 0 TD
0.0096 Tc
0.1279 Tw
(, skoree vsego, vtorien)Tj
-7.0209 -1.1571 TD
-0.0003 Tc
0.1169 Tw
(\(67\) selxk. )Tj
/F6 1 Tf
5.1215 0 TD
0 Tw
(*s)Tj
0.8505 0 TD
0 Tc
()Tj
-0.0003 0 TD
-0.0003 Tc
(el)Tj
0.7485 0 TD
0 Tc
()Tj
-0.0003 0 TD
-0.0003 Tc
(cu )Tj
/F1 1 Tf
10.5 0 0 10 196.58 242.33 Tm
0 Tc
0.1171 Tw
(7 < )Tj
/F3 1 Tf
11.03 0 0 10.5 221.11 242.33 Tm
-0.0002 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.1922 0 TD
-0.0003 Tc
(*sejt)Tj
/F10 1 Tf
7.35 0 0 7 266.6 244.64 Tm
0 Tc
(3)Tj
/F6 1 Tf
11.03 0 0 10.5 270.27 242.33 Tm
-0.0004 Tc
(w )Tj
/F1 1 Tf
10.5 0 0 10 286.99 242.33 Tm
0 Tc
0.1171 Tw
(\(SW 139; SkWb 2741\); )Tj
/F3 1 Tf
11.03 0 0 10.5 398.89 242.33 Tm
-0.0004 Tc
0 Tw
(veroqtno, )Tj
/F6 1 Tf
4.6872 0 TD
-0.0005 Tc
(*-u)Tj
/F3 1 Tf
-31.068 -1.1571 TD
0.0096 Tc
0.1279 Tw
(v selxkupskom iz )Tj
/F6 1 Tf
8.5086 0 TD
0.0114 Tc
0 Tw
(*-w)Tj
/F3 1 Tf
2.4361 0 TD
0.0097 Tc
0.1278 Tw
(pri ishodnosti selxk. )Tj
/F6 1 Tf
10.961 0 TD
0.0115 Tc
0 Tw
(*s)Tj
0.874 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(el)Tj
0.772 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(cw)Tj
/F1 1 Tf
10.5 0 0 10 124.92 212.03 Tm
0.0105 Tc
(NB: )Tj
/F3 1 Tf
11.03 0 0 10.5 146.04 212.03 Tm
0.0097 Tc
0.0299 Tw
[(Na fone toj i sleduYej gruppy primerov \(67\) mowno pred-)]TJ
-3.4569 -1.1571 TD
0.0499 Tw
(polowitx, to slogovaq granica prohodila posle smynogo )Tj
/F6 1 Tf
27.9311 0 TD
0.0114 Tc
0 Tw
(*t)Tj
/F10 1 Tf
7.35 0 0 7 424.96 202.19 Tm
0 Tc
(3)Tj
/F3 1 Tf
11.03 0 0 10.5 432.13 199.88 Tm
(\()Tj
/F6 1 Tf
0.3409 0 TD
0.0115 Tc
(*sejt)Tj
/F10 1 Tf
7.35 0 0 7 457.87 202.19 Tm
0 Tc
(3)Tj
/F6 1 Tf
11.03 0 0 10.5 461.62 199.88 Tm
(-)Tj
-32.068 -1.1571 TD
0.0108 Tc
(w)Tj
/F3 1 Tf
1.1605 0 TD
0.0097 Tc
0.1097 Tw
(\), a ne posle sonanta )Tj
/F6 1 Tf
10.1442 0 TD
0.0114 Tc
0 Tw
(*j)Tj
/F3 1 Tf
1.1831 0 TD
0 Tc
(\()Tj
/F6 1 Tf
0.3418 0 TD
0.0116 Tc
(*sej-t)Tj
/F10 1 Tf
7.35 0 0 7 275.83 190.0399 Tm
0 Tc
(3)Tj
/F6 1 Tf
11.03 0 0 10.5 279.57 187.7299 Tm
0.0108 Tc
(w)Tj
/F3 1 Tf
1.1605 0 TD
0.0097 Tc
0.1096 Tw
(\). to podtverwdaetsq i slogode-)Tj
-16.7235 -1.1571 TD
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[(udlinqetsq v zakrytom sloge pered vtorym slogom s)]TJ
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[(Hotq vo vseh treh obnaruwennyh sluaqh)-703.9(s)-299.7(a)-300.5(m.)]TJ
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[(rytom)-321.4(sloge)-321.4(pered)-322.3(vtorym)-321.4(slogom)-321.4(s)-322.9(s)0.3(am)299.9(.)]TJ
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T*
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(\(?\) Hfte \(NSE 16;)Tj
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(v drugih samodijskih qzykah predstavleny tolxko suf-)Tj
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[(fiksalxnye proizvodnye dannoj osnovy, potomu podtverditx rekon)-24.9(-)]TJ
T*
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(sich erbrechen < )Tj
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(\(SW 164; SkWb 1086\);)Tj
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11.03 0 0 10.5 107.91 638.23 Tm
0.0196 Tc
0.3427 Tw
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0 -1.1571 TD
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0.1278 Tw
(rezulxtat stqweniq diftonga, sr. \(50\), \(51\))Tj
1.5422 -1.7286 TD
0.0006 Tc
0.0118 Tw
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20.612 0 TD
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(v sleduYem sluae:)Tj
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(\(85\) selxk. )Tj
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(Mitte < )Tj
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(sam. )Tj
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2.3282 0 TD
0.0114 Tc
(*jon)Tj
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()Tj
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(ca )Tj
/F1 1 Tf
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0 Tc
(\()Tj
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0.0115 Tc
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(~ *jon)Tj
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()Tj
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(\(SW 46; SkWb 1498;)Tj
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11.03 0 0 10.5 107.91 577.63 Tm
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0.2911 Tw
[(faktieski material, kotoryj podtverwdal by naliie varianta)]TJ
/F6 1 Tf
0 -1.1571 TD
0.0115 Tc
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(*jon)Tj
1.7809 0 TD
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()Tj
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(c)Tj
/F3 1 Tf
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(, malo pokazatelen\))Tj
-1.1324 -23.1429 TD
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(to trivialxnoe pravilo, formuliruemoe dlq polnoty kartiny,)Tj
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(mowno proillstrirovatx mnogimi sotnqmi samodijskih timologij,)Tj
T*
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T*
0.1813 Tw
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(. dolwen rekonstruirovatxsq\))Tj
-18.1387 -1.1571 TD
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[(glasnyj polnogo obrazovaniq vo vtorom sloge, byli privedeny, sm.)]TJ
T*
0.1278 Tw
(\(2\), \(4\), \(6\), \(10\), \(11\), \(31\), \(32\), \(36\), \(63\), \(64\), \(80\), \(81\), \(85\).)Tj
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T*
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T*
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T*
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(wahr < )Tj
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(sam. )Tj
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(\(SW 23; SkWb 124\))Tj
-18.0076 -1.215 TD
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(\(87\) )Tj
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(\(SW 23; SkWb 125\))Tj
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(*m)Tj
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()Tj
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(*m)Tj
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()Tj
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(*m)Tj
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()Tj
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(n)Tj
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()Tj
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/F1 1 Tf
-37.0649 -1.1111 TD
0.0095 Tc
0.0889 Tw
(Schwanz des Rentiers, des Vogels usw.\), )Tj
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19.5439 0 TD
(privodimymi v)Tj
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(UEW 268 )Tj
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4.6455 0 TD
[(\(s drugoj pa)-5.4(-)]TJ
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ET
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BT
/F1 1 Tf
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0 g
0.0104 Tc
0 Tw
(IC#: )Tj
/F3 1 Tf
11.03 0 0 10.5 132.83 541.79 Tm
0.0096 Tc
0.253 Tw
(Sravnitelxno nemnogoislennye sluai odnoslownyh osnov s)Tj
0.0127 -1.1571 TD
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.1904 0 TD
0.0115 Tc
0.0671 Tw
(*e, *)Tj
2.0344 0 TD
0 Tc
0 Tw
()Tj
0.0115 0 TD
0.0115 Tc
0.0671 Tw
(e, *o)Tj
/F3 1 Tf
2.3349 0 TD
0.0096 Tc
0.0662 Tw
[(dat v selxkupskom qzyke oenx pestru kartinu)]TJ
-6.5712 -1.1571 TD
0.1051 Tw
[(refleksacii, priem ta pestrota harakterizuet ne tolxko ko-)]TJ
T*
0.2248 Tw
[(liestvo, no v eYe bolxej mere kaestvo vokalieskih ref-)]TJ
T*
0.204 Tw
(leksov, osobenno v glagolxnyh i adverbialxnyh osnovah, koto-)Tj
T*
0.1913 Tw
[(rye sostavlqt vesxma znaitelxnu dol materiala. to ka-)]TJ
T*
0.1813 Tw
[(saetsq imennyh osnov toj struktury, to dlq nih harakterno)]TJ
T*
0.3097 Tc
0 Tw
[(otsutstvie)-479.1(prodleniq)-479.1(glasnogo)-480(v)300.1( )]TJ
24.4942 0 TD
0.0096 Tc
(nominative,)Tj
-24.4942 -1.1571 TD
0.0115 Tc
0.3508 Tw
(kak v privedennyh primerah \(15\), \(59\), \(61\) i v neskolxkih)Tj
T*
0.0097 Tc
0.0036 Tw
(odnotipnyh s nimi sluaqh \(sam., selxk. )Tj
/F1 1 Tf
10.5 0 0 10 346.34 432.44 Tm
0.0105 Tc
0.0038 Tw
(Ahlkirschenbeere, Blut,)Tj
-20.3209 -1.215 TD
0.0077 Tc
0 Tw
(Sitte\). )Tj
/F3 1 Tf
11.03 0 0 10.5 168.23 420.29 Tm
0.0046 Tw
(Ostalxnoj, slownyj i neodnorodnyj material po osnovam)Tj
-3.1967 -1.1571 TD
0.0096 Tc
0.1279 Tw
[(dannoj struktury v toj statxe ne rassmatrivaetsq.)]TJ
ET
0.25 w
107.04 556.48 359.75 -158.15 re
411.096 408.14 m
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1 g
107.16 386.95 359.5 -47.5 re
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BT
/F1 1 Tf
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0 g
0.0105 Tc
0.14 Tw
(IC\(C\)V, EC\(C\)V: )Tj
/F3 1 Tf
11.03 0 0 10.5 192.13 372.92 Tm
0.0097 Tc
0.1396 Tw
(Prodleniq glasnyh verhnego i srednego podXema ne)Tj
0.097 -1.1571 TD
0.145 Tw
(proishodit pered vtorym slogom s prasamodijskim)Tj
T*
0.1279 Tw
(glasnym polnogo obrazovaniq.)Tj
ET
107.04 387.08 359.75 -47.75 re
348.816 348.62 m
S
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(*ewa- )Tj
/F1 1 Tf
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(\(SW 24; SkWb 218\))Tj
-19.2019 -1.215 TD
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(\(89\) )Tj
/F3 1 Tf
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/F1 1 Tf
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(Lge < )Tj
/F3 1 Tf
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(sam. )Tj
/F6 1 Tf
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/F8 1 Tf
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(k)Tj
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(ija)Tj
/F10 1 Tf
7.35 0 0 7 340.15 701.29 Tm
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(1)Tj
/F6 1 Tf
11.03 0 0 10.5 343.9 698.98 Tm
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(- )Tj
/F1 1 Tf
10.5 0 0 10 352.77 698.98 Tm
0.0105 Tc
0.1276 Tw
(\(SW 70; SkWb 2558\))Tj
-21.419 -1.215 TD
0 Tw
(\(90\) )Tj
/F3 1 Tf
11.03 0 0 10.5 149.85 686.83 Tm
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(selxk. )Tj
/F6 1 Tf
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(m )Tj
/F1 1 Tf
10.5 0 0 10 215.81 686.83 Tm
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(Asche < )Tj
/F3 1 Tf
11.03 0 0 10.5 264.78 686.83 Tm
0.0098 Tc
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(sam. )Tj
/F6 1 Tf
2.252 0 TD
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(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F6 1 Tf
0.5095 0 TD
0.0113 Tc
(im )Tj
/F1 1 Tf
10.5 0 0 10 322.24 686.83 Tm
0.0105 Tc
0.1276 Tw
(\(SW 70; SkWb 2489\))Tj
-18.5114 -1.215 TD
0 Tw
(\(91\) )Tj
/F3 1 Tf
11.03 0 0 10.5 149.85 674.68 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4866 0 TD
()Tj
0.0116 0 TD
(s)Tj
0.3876 0 TD
()Tj
0.0116 0 TD
()Tj
0.0116 0 TD
0.0116 Tc
(et )Tj
/F1 1 Tf
10.5 0 0 10 213.04 674.68 Tm
0.0104 Tc
0.1277 Tw
(Faden < )Tj
/F3 1 Tf
11.03 0 0 10.5 262.23 674.68 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4859 0 TD
(k)Tj
/F6 1 Tf
0.5104 0 TD
0.0109 Tc
(et)Tj
7.35 0 0 7 306.79 676.99 Tm
0 Tc
(1)Tj
11.03 0 0 10.5 311.31 674.68 Tm
0.011 Tc
( )Tj
/F1 1 Tf
10.5 0 0 10 321.56 674.68 Tm
0.0105 Tc
0.1276 Tw
(\(SW 68; MS 861; SkWb 2509\))Tj
-18.4467 -1.215 TD
0 Tw
(\(92\) )Tj
/F3 1 Tf
11.03 0 0 10.5 149.85 662.53 Tm
0.0096 Tc
(selxk. )Tj
/F6 1 Tf
3.1714 0 TD
0 Tc
(*)Tj
0.4869 0.1905 TD
()Tj
0.0118 -0.1905 TD
0.0113 Tc
(n )Tj
/F1 1 Tf
10.5 0 0 10 211.22 662.53 Tm
0.0104 Tc
0.1277 Tw
(Riemen < )Tj
/F3 1 Tf
11.03 0 0 10.5 267.38 662.53 Tm
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0.0114 Tc
(*win )Tj
/F1 1 Tf
10.5 0 0 10 324.66 662.53 Tm
0.0105 Tc
0.1276 Tw
(\(SW 175; SkWb 150\))Tj
/F3 1 Tf
11.03 0 0 10.5 144.87 638.23 Tm
0.0097 Tc
0.1278 Tw
(Pervye tri primera otrawat dejstvie osobogo pravila)Tj
-1.5413 -1.4429 TD
0 Tw
(sam. )Tj
/F6 1 Tf
2.252 0 TD
0.0112 Tc
(*e )Tj
/F3 1 Tf
1.3527 0 TD
0.0097 Tc
0.1278 Tw
(> doselxk. \(ranneselxk.\) )Tj
/F6 1 Tf
11.7044 0 TD
0.0109 Tc
0 Tw
(*)Tj
/F9 1 Tf
10.5 0 0 10 307.69 623.08 Tm
0 Tc
(/)Tj
/F10 1 Tf
0.5371 0 TD
(#)Tj
/F1 1 Tf
0.5105 0 TD
0.0104 Tc
(_C\(C\))Tj
/F6 1 Tf
11.03 0 0 10.5 346.34 623.08 Tm
0 Tc
(a)Tj
/F3 1 Tf
-19.8069 -1.4429 TD
0.0096 Tc
0.1279 Tw
[(s dalxnejim razvitiem togo novogo )]TJ
/F6 1 Tf
18.3119 0 TD
0.0109 Tc
0 Tw
(*)Tj
/F3 1 Tf
1.3808 0 TD
0.0097 Tc
0.1278 Tw
(\(kak i sam. )Tj
/F6 1 Tf
5.5122 0 TD
0.0109 Tc
0 Tw
(*)Tj
/F3 1 Tf
0.9937 0 TD
0.0097 Tc
0.1278 Tw
(\) v selxk. )Tj
/F6 1 Tf
4.7752 0 TD
0 Tc
0 Tw
(*)Tj
0.4864 0 TD
()Tj
0.0113 0 TD
(a)Tj
/F3 1 Tf
0.5177 0 TD
(.)Tj
-30.4479 -1.7286 TD
0.0097 Tc
0.0707 Tw
[(Otmetim, to v treh iz etyreh proih sluaev anomalxnyj dol-)]TJ
-1.5413 -1.1571 TD
0.1432 Tw
(gij glasnyj sleduet za )Tj
/F6 1 Tf
11.5376 0 TD
0 Tc
0 Tw
(*)Tj
0.4865 0 TD
()Tj
0.0115 0 TD
(s)Tj
/F3 1 Tf
0.7921 0 TD
0.0093 Tc
(< )Tj
/F6 1 Tf
0.9764 0 TD
0 Tc
(*)Tj
/F8 1 Tf
0.4869 0 TD
(k)Tj
/F3 1 Tf
0.5095 0 TD
0.0097 Tc
0.1432 Tw
(, to, vidimo, ne sluajno; v etver-)Tj
-14.8005 -1.1571 TD
0.1341 Tw
[(tom primere dolgota, skoree vsego, obuslovlena razvitiem )]TJ
/F6 1 Tf
28.1768 0 TD
0.0114 Tc
0 Tw
(*wi)Tj
/F3 1 Tf
1.9148 0 TD
0.0093 Tc
(> )Tj
/F6 1 Tf
0.9665 0 TD
0 Tc
()Tj
/F3 1 Tf
0.9211 0 TD
(v)Tj
-31.9791 -1.1571 TD
0.0096 Tc
0.1786 Tw
(otkrytom sloge. Nelxzq, koneno, isklitx i drugie vozmownosti)Tj
T*
0.0226 Tw
(obXqsneniq naprimer, sosuYestvovanie prasamodijskih variantov)Tj
T*
0.1278 Tw
(s glasnym polnogo obrazovaniq i s )Tj
/F6 1 Tf
16.9102 0 TD
0.0114 Tc
0 Tw
(*)Tj
/F3 1 Tf
0.9402 0 TD
0 Tc
(.)Tj
-2.349 -1.6333 TD
0.0096 Tc
(***)Tj
-13.9601 -1.1571 TD
0.0634 Tw
(Rassmotrennyj fonetieskij zakon rasprostranqetsq na glasnye)Tj
-1.5413 -1.1571 TD
0.0589 Tw
(srednego i verhnego podXema. Vne sfery ego dejstviq ostatsq glas-)Tj
T*
0.0779 Tw
(nye pervogo sloga )Tj
/F6 1 Tf
8.7171 0 TD
0 Tc
0 Tw
(*)Tj
0.4866 0 TD
()Tj
0.0116 0 TD
()Tj
/F3 1 Tf
0.4547 0 TD
0.0097 Tc
(, )Tj
/F6 1 Tf
0.5956 0 TD
0.0114 Tc
(*)Tj
/F3 1 Tf
1.2783 0 TD
0.0096 Tc
0.078 Tw
(\(refleksy vsegda kratkie, obyno selxk. )Tj
/F6 1 Tf
19.5775 0 TD
0.0109 Tc
0 Tw
(*a)Tj
/F3 1 Tf
1.0036 0 TD
0 Tc
(\))Tj
-32.1251 -1.1571 TD
0.0093 Tc
(i )Tj
/F6 1 Tf
0.9338 0 TD
0.0109 Tc
(*)Tj
/F3 1 Tf
1.3545 0 TD
0.0097 Tc
0.1015 Tw
[(\(refleks vsegda dolgij, obyno selxk. *)]TJ
/F6 1 Tf
18.9764 0 TD
0 Tc
0 Tw
()Tj
0.0118 0 TD
(a)Tj
/F3 1 Tf
0.5168 0 TD
0.0097 Tc
0.1015 Tw
(\). Naibolee slowno ob-)Tj
-21.7933 -1.1571 TD
0.2438 Tw
(stoit delo s selxkupskimi refleksami sam. )Tj
/F6 1 Tf
22.1097 0 TD
0.0109 Tc
0 Tw
(*a)Tj
/F3 1 Tf
1.0027 0 TD
0.0096 Tc
0.2439 Tw
(, poskolxku tonye)Tj
-23.1124 -1.1571 TD
0.1351 Tw
(usloviq rasYepleniq togo glasnogo \(> selxk. )Tj
/F6 1 Tf
22.1995 0 TD
0.0114 Tc
0.1388 Tw
(*u, *o, *)Tj
4.2459 0 TD
0 Tc
0 Tw
()Tj
0.0114 0 TD
0.0114 Tc
0.1388 Tw
(o, *u, *)Tj
3.306 0 TD
0 Tc
0 Tw
()Tj
0.0114 0 TD
(u)Tj
/F3 1 Tf
0.544 0 TD
0.0097 Tc
0.135 Tw
(\) po-)Tj
-30.3182 -1.1571 TD
0.0868 Tw
[(ka to ustanovitx ne udalosx. Odnako v predvaritelxnom porqdke \(i)]TJ
T*
0.2746 Tw
[(bez illstracii primerami\) mowno konstatirovatx nekotorye za-)]TJ
T*
0.0042 Tc
0.0082 Tw
(konomernosti, skoree vsego svqzannye s rassmotrennym fonetieskim)Tj
T*
0.0097 Tc
0.2212 Tw
[(zakonom, hotq i v zametno modificirovannom vide. Dolgotnye re-)]TJ
T*
0.1405 Tw
(fleksy sam. )Tj
/F6 1 Tf
6.1868 0 TD
0.0109 Tc
0 Tw
(*a)Tj
/F3 1 Tf
1.4044 0 TD
0.0097 Tc
0.1405 Tw
(v vide selxk. )Tj
/F13 1 Tf
0 0 0 1 k
6.5802 0 TD
0 Tc
0 Tw
(*)Tj
/F6 1 Tf
0.5104 0 TD
()Tj
0.0109 0 TD
(o)Tj
/F3 1 Tf
0.8594 0 TD
0.0093 Tc
(i )Tj
/F6 1 Tf
0.9728 0 TD
0 Tc
(*)Tj
0.4863 0 TD
()Tj
0.0113 0 TD
(u)Tj
/F3 1 Tf
0.9384 0 TD
0.0097 Tc
0.1405 Tw
(nabldatsq v osnovah, soder-)Tj
-17.961 -1.1571 TD
0.1251 Tw
(wavih v sleduYem sloge sam. )Tj
/F6 1 Tf
15.6782 0 TD
0.0113 Tc
0 Tw
(*e)Tj
/F3 1 Tf
1.3354 0 TD
0.0097 Tc
0.1251 Tw
(\(sistematieski\), sam. )Tj
/F6 1 Tf
10.9701 0 TD
0.0114 Tc
0 Tw
(*)Tj
/F3 1 Tf
1.3255 0 TD
0.0097 Tc
0.125 Tw
(\(v pre-)Tj
-29.3092 -1.1571 TD
0.2928 Tw
[(obladaYem bolxinstve sluaev\) ili sam. )]TJ
/F6 1 Tf
21.8785 0 TD
0.0109 Tc
0 Tw
(*a)Tj
/F3 1 Tf
1.5558 0 TD
0.0097 Tc
0.2928 Tw
(\(redko\), a takwe v)Tj
-23.4343 -1.1571 TD
0.1433 Tw
(odnoslownyh konsonantnyh osnovah \(sistematieski\). Kratkostnye)Tj
T*
0.0589 Tw
(refleksy sam. )Tj
/F6 1 Tf
7.0526 0 TD
0.0109 Tc
0 Tw
(*a)Tj
/F3 1 Tf
1.3218 0 TD
0.0097 Tc
0.0589 Tw
(v vide selxk. )Tj
/F6 1 Tf
6.3354 0 TD
0.011 Tc
0 Tw
(*o)Tj
/F3 1 Tf
1.2629 0 TD
0.0093 Tc
(i )Tj
/F6 1 Tf
0.8912 0 TD
0.0109 Tc
(*u)Tj
/F3 1 Tf
1.3427 0 TD
0.0097 Tc
0.0589 Tw
[(nabldatsq v osnovah, soder-)]TJ
-18.2067 -1.1572 TD
0.223 Tw
(wavih v sleduYem sloge sam. )Tj
/F6 1 Tf
16.1704 0 TD
0.011 Tc
0 Tw
(*o)Tj
/F3 1 Tf
1.427 0 TD
0.0097 Tc
0.223 Tw
(\(sistematieski\), sam. )Tj
/F6 1 Tf
11.1668 0 TD
0.0109 Tc
0 Tw
(*u)Tj
/F3 1 Tf
1.5068 0 TD
0.0098 Tc
(\(sis-)Tj
-30.2711 -1.1571 TD
0.0426 Tw
(tematieski\), sam. )Tj
/F6 1 Tf
8.9529 0 TD
0.0109 Tc
0 Tw
(*a)Tj
/F3 1 Tf
1.3064 0 TD
0.0096 Tc
0.0426 Tw
(\(v bolxinstve sluaev\) ili sam. )Tj
/F6 1 Tf
15.7752 0 TD
0.0114 Tc
0 Tw
(*)Tj
/F3 1 Tf
1.2439 0 TD
0.0097 Tc
0.0425 Tw
(\(oenx red-)Tj
-27.2783 -1.1571 TD
0.1278 Tw
[(ko\); v odnoslownyh konsonantnyh osnovah oni ne vstreatsq.)]TJ
1.5413 -1.1571 TD
-0.0103 Tc
0.0127 Tw
[(Narqdu s obuslovlennym privedennymi pravilami prodleniem, dru)-9.4(-)]TJ
-1.5413 -1.1571 TD
-0.0003 Tc
0.0861 Tw
(gimi \(i v sovokupnosti bolee astotnymi\) istonikami obYeselxkup-)Tj
T*
0.1278 Tw
(skih dolgih glasnyh qvlqtsq kak to bylo izvestno i ranxe )Tj
1.5413 -1.7286 TD
0.0098 Tc
0 Tw
(sam. )Tj
/F6 1 Tf
2.2529 0 TD
0.0114 Tc
0.1305 Tw
(*, *a)Tj
/F3 1 Tf
2.6591 0 TD
0.0097 Tc
0 Tw
(; )Tj
-4.9121 -1.1571 TD
0.0087 Tc
0.0037 Tw
(monoftongizaciq diftongov i vokalieskih soetanij \(ishodnyh)Tj
-1.5413 -1.1571 TD
0.0096 Tc
0.1278 Tw
(i kontrakcionnyh\);)Tj
1.5413 -1.1571 TD
0.0042 Tc
0.0072 Tw
[(astinoe prodlenie glasnyh v otkrytyh odnoslogah \(kotoroe as)-24.8(-)]TJ
-1.5413 -1.1571 TD
0.0097 Tc
0.1278 Tw
(to rasprostranqetsq i na derivaty takih osnov\).)Tj
/F1 1 Tf
9.45 0 0 9 127.87 156.4799 Tm
0.0095 Tc
0 Tw
(Address:)Tj
0 -1.1111 TD
0.0096 Tc
0.1269 Tw
(Eugene Helimski)Tj
T*
0.0095 Tc
0.127 Tw
(Universitt Hamburg. University of Hamburg)Tj
T*
(E-mail: Eugen.Helimski@uni-hamburg.de)Tj
T*
(Phone: +49-40-42838-2787)Tj
/F2 1 Tf
9 0 0 9 127.87 736.4 Tm
0.0122 Tc
0.1255 Tw
(Evgenij Helimskij)Tj
/F1 1 Tf
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