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(For collecting the Hungarian material, this method has never been used.)Tj
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(Preliminary Study of Basic Colour Terms in Modern Hungarian)Tj
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[(Subjects)300.1(:)300.1( I)300.1(n)300.1( )]TJ
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(\(aged 6182\), and 13 students \(aged 2130\).)Tj
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(The respondents \(testees\) came from the following locations: Budapest,)Tj
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0.1276 Tw
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1.619 -1.215 TD
0.1495 Tw
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0.1276 Tw
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1.619 -1.215 TD
0.3097 Tc
0 Tw
[(Colour)-385.5(vision)298.9(:)]TJ
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0.0105 Tc
0.1219 Tw
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0.0123 Tw
(verified by use of the )Tj
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10.5 0 0 10 413.62 200.83 Tm
0.0105 Tc
0.0124 Tw
(\(Fletcher 1980\).)Tj
-27.2143 -1.215 TD
0.1733 Tw
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0.139 Tw
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[(The)-687.7(colour-naming)-689.6(task)]TJ
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(3. Colour terms: results and discussion)Tj
/F1 1 Tf
0 -2.43 TD
0.1295 Tw
(As the result of tests 3432 colour names were collected, among them 595)Tj
0 -1.215 TD
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(different Hungarian colour names. Referred to different names were all)Tj
T*
0.04 Tw
(morphological variants \(e.g. )Tj
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11.03 0 0 10.5 265.24 662.53 Tm
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(crme colour and )Tj
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-31.1171 -1.215 TD
(coloured,)Tj
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(drapp)Tj
/F1 1 Tf
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[(beige)-426.6(and )]TJ
/F2 1 Tf
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0.0114 Tc
(drappos)Tj
/F1 1 Tf
10.5 0 0 10 310.11 650.38 Tm
0.0105 Tc
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(beigeish\) and compound names of)Tj
-17.3562 -1.215 TD
0.3238 Tw
(different type of connection \(e.g. )Tj
/F2 1 Tf
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0 Tw
(vrslila)Tj
/F1 1 Tf
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0.0105 Tc
0.3238 Tw
(red-purple and )Tj
/F2 1 Tf
11.03 0 0 10.5 435.88 638.23 Tm
0.0114 Tc
0 Tw
(vrseslila)Tj
/F1 1 Tf
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0.0076 Tc
0.0048 Tw
(reddish-purple\). The phonetic variants are not treated separately. Notably,)Tj
T*
0.0105 Tc
0.0143 Tw
(as a result of assimilation, in many words the word-end )Tj
/F2 1 Tf
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(-s)Tj
/F1 1 Tf
10.5 0 0 10 408.33 613.93 Tm
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0.0143 Tw
(has transformed)Tj
-26.7105 -1.215 TD
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(to )Tj
/F2 1 Tf
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0.0109 Tc
(z-)Tj
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(, e.g. )Tj
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(k)Tj
/F2 1 Tf
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(e)Tj
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(k)Tj
/F2 1 Tf
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0.0115 Tc
(eszld)Tj
/F1 1 Tf
10.5 0 0 10 228.05 601.78 Tm
0.0105 Tc
0.1276 Tw
([kkezzld] bluish-green.)Tj
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0 Tc
0 Tw
(1)Tj
/F4 1 Tf
10.5 0 0 10 127.87 577.48 Tm
0.0105 Tc
0.1276 Tw
(3.1. The list task)Tj
/F1 1 Tf
0 -2.43 TD
0 Tc
0.1943 Tw
(In list task, 40 subjects named altogether 858 colour terms, among which)Tj
0 -1.215 TD
0.0924 Tw
(there were 205 different colour names. On average, there were 21.45 colour)Tj
T*
0.0895 Tw
(names per subject. The least number of colour names came to mind of a 24)Tj
T*
0.0409 Tw
(years old male student \(only 9 colour names\), 10 colour names was the limit)Tj
T*
0.1857 Tw
(to a 49 years old male banking operator and 36 years old female docent.)Tj
T*
0.1276 Tw
(They did not experience difficulties with giving names to colour tiles.)Tj
1.619 -1.215 TD
0.0105 Tc
0.14 Tw
(The most colour names \(44\) occurred to one 24 years female student,)Tj
-1.619 -1.215 TD
0.219 Tw
(43 colour names came to the head of one female senior citizen, former)Tj
T*
0.1485 Tw
[(singing teacher, and 42 names to a female senior citizen, a former secre)38.1(-)]TJ
T*
0.3095 Tw
(tary. The most aptitude to recall the colour names among males \(31\))Tj
T*
0.1876 Tw
(manifested one 36 years old computer graphic artist, whose daily chore)Tj
T*
0.1238 Tw
(the colours were; 30 names were named, too by a director of 50. Women)Tj
T*
0.1276 Tw
(cited predominantly more colour names than men.)Tj
/F2 1 Tf
30.7381 -2.015 TD
0.0123 Tc
0 Tw
(Table)Tj
/F6 1 Tf
2.8571 0 TD
0 Tc
(1)Tj
/F4 1 Tf
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0.0095 Tc
0.127 Tw
(The first offered colour terms in the list task)Tj
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0.1274 Tw
[(Term )-7978.6(Gloss)-6741.7(Women \(22\))-1898.8(Men \(18\))-2011.9(Total \(40\))]TJ
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0 Tw
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-0.0149 Tc
(red)Tj
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5.4884 Tc
[(85)468.4(1)5503.3(3)]TJ
/F2 1 Tf
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(fe)Tj
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-0.0149 Tc
(black)Tj
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[(43)-44.2(7)]TJ
/F5 1 Tf
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0 Tc
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/F2 1 Tf
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()Tj
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0.4643 0 TD
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5.4884 Tc
[(15)-44.2(6)]TJ
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0.0122 Tc
(feh)Tj
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()Tj
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-0.0149 Tc
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5.4884 Tc
[(32)-44.2(5)]TJ
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(s)Tj
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[(41)-44.2(5)]TJ
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[(10)-44.2(1)]TJ
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[(10)-44.2(1)]TJ
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[(01)-44.2(1)]TJ
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(arv)Tj
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[(rainbow blue)]TJ
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[(01)-44.2(1)]TJ
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0.1276 Tw
[(Table 1 presents all colour terms taking precedence over those subse)34.3(-)]TJ
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(quently named. Most frequently the first mentioned colour name was )Tj
/F2 1 Tf
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(piros)Tj
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0.0105 Tc
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(red \(13 times\); this holds true for both males and females. To follow were)Tj
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(fe)Tj
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0 Tc
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0.0115 Tc
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/F1 1 Tf
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0.0105 Tc
0.0076 Tw
(black \(7 times\), )Tj
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11.03 0 0 10.5 240.11 190.28 Tm
0 Tc
0 Tw
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
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(k)Tj
/F1 1 Tf
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0.0105 Tc
0.0076 Tw
(blue \(6 times\), )Tj
/F2 1 Tf
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0.0114 Tc
0 Tw
(feh)Tj
1.4383 0 TD
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(er)Tj
/F1 1 Tf
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0.0076 Tw
(white and )Tj
/F2 1 Tf
11.03 0 0 10.5 419.52 190.28 Tm
0 Tc
0 Tw
(s)Tj
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0.0115 Tc
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0.0105 Tc
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/F2 1 Tf
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0.0121 Tc
0.1311 Tw
(Mari Uuskla)Tj
/F3 1 Tf
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0 Tc
0 Tw
(,)Tj
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(Urmas Sutrop)Tj
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(106)Tj
ET
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(Composite colour names are written in this article, for purpose of easier reading)Tj
-0.6878 -1.1111 TD
0.1587 Tw
(and conveniency with a hyphen - unlike the Hungarian literary norm, in order)Tj
T*
0.2677 Tw
(to show the concrete meaning of the composite parts of the compound \(there)Tj
T*
0.2085 Tw
(sometimes occur omission of hyphen, i.e. the enclitic variant\). The meanings of)Tj
T*
0 Tw
(compounds )Tj
/F2 1 Tf
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0.0115 Tc
(narancss)Tj
3.6732 0 TD
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()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
2.3238 0 TD
0.0095 Tc
0.09 Tw
(orange yellow; orange and )Tj
/F2 1 Tf
13.1905 0 TD
0 Tc
0 Tw
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
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0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
1.1827 0 TD
0.0095 Tc
0.09 Tw
(colour of the rose;)Tj
-29.2413 -1.1111 TD
0.0371 Tw
(pink may vary, to the extent of the whole article, i.e.both meanings of those words)Tj
T*
0.127 Tw
(are supplied collaterally, or only one meaning is provided at a time.)Tj
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(\(both named 4 times\). Colour name )Tj
/F5 1 Tf
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(was mentioned as the first more)Tj
-18.9838 -1.215 TD
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(often by males \(5 times\), colour name )Tj
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0.0581 Tw
(however by females \(4 times\).)Tj
-20.3848 -1.215 TD
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(All colour names, which were cited once only, shall be viewed as odd.)Tj
1.62 -1.215 TD
0.1419 Tw
(List task characterises every offered colour names by two parameters)Tj
-1.62 -1.215 TD
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( frequency of the word, i.e. how many subjects offered that word and)Tj
T*
0.0428 Tw
(the mean position, i.e. in which position in sequence that colour name was)Tj
T*
0.1981 Tw
(offered on average. Calculation of those two independent parameters is)Tj
T*
0.1162 Tw
(not adequate for keeping apart the candidates for basic colour term from)Tj
T*
0.1266 Tw
(those who are not candidates for basic colour term, because either of the)Tj
T*
0.0914 Tw
(parameters yields different results. Therefore the frequency and the mean)Tj
T*
0.2809 Tw
(position both are combined into the integral cognitive salience indices)Tj
T*
0.1276 Tw
(\(Sutrop 2001 : 266\).)Tj
1.62 -1.215 TD
0.0362 Tw
(Table 2 highlights the colour terms, which have been named by at least)Tj
-1.62 -1.215 TD
0.1323 Tw
[(3 subjects.)-388.5(Indicated in the Table 2 is the frequency of colour terms with)]TJ
T*
0.0229 Tc
0.34 Tw
(respective ranks and the mean position of colour names with their)Tj
T*
0.0105 Tc
0.1285 Tw
(respective ranks and there has also been presented the cognitive salience)Tj
T*
0.1362 Tw
(index S = F)Tj
/F3 1 Tf
5.4333 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5381 0 TD
0.0105 Tc
0.1362 Tw
(\(N mP\), where F is the colour names frequency in list task,)Tj
-5.9714 -1.215 TD
0.0067 Tc
0.0057 Tw
(N the number of subjects \(in this case 40\) and mP the mean position \(Sutrop)Tj
T*
0.0105 Tc
0.1352 Tw
(2001 : 267, 273274\). On the basis of cognitive salience index, we obtain)Tj
T*
0.1276 Tw
(the final ranks of colour terms in list task.)Tj
1.62 -1.215 TD
0.1486 Tw
(Table 2 reveals that both the frequency and the mean position of the)Tj
-1.62 -1.215 TD
0.2019 Tw
(word give different candidates for basic colour term. As per frequency,)Tj
T*
0.2438 Tw
(the most often cited have been the colour terms )Tj
/F2 1 Tf
11.03 0 0 10.5 358.27 443.83 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F1 1 Tf
10.5 0 0 10 386.64 443.83 Tm
0.0105 Tc
0.2438 Tw
(red and )Tj
/F2 1 Tf
11.03 0 0 10.5 436.63 443.83 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.903 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 107.91 431.68 Tm
0.0105 Tc
0.2143 Tw
(black \(both 39, the largest possible frequency would have been 40\). A)Tj
0 -1.215 TD
0.0067 Tc
0.0057 Tw
(jump over threshold in frequency occurs after the 12th most frequent colour)Tj
T*
0.0105 Tc
0 Tw
(name )Tj
/F2 1 Tf
11.03 0 0 10.5 138.44 407.38 Tm
0.0115 Tc
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10.5 0 0 10 169.11 407.38 Tm
0.0105 Tc
0.1628 Tw
[(bordeaux,)-418.1(which has been offered 21 times, and before the)]TJ
-5.8286 -1.215 TD
0.0914 Tw
(13th most frequent colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 266.78 395.23 Tm
0 Tc
0 Tw
(b)Tj
0.5165 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ezs)Tj
/F1 1 Tf
10.5 0 0 10 291.17 395.23 Tm
0.0105 Tc
0.0914 Tw
(beige, which has been offered only)Tj
-17.4533 -1.215 TD
0.0686 Tw
(15 times. Following suit are colour terms )Tj
/F2 1 Tf
11.03 0 0 10.5 308.91 383.08 Tm
0.0114 Tc
0 Tw
(vilagos)Tj
/F5 1 Tf
3.0462 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4638 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 362.45 383.08 Tm
0.0104 Tc
0.0686 Tw
[(light blue and )]TJ
/F2 1 Tf
11.03 0 0 10.5 438.95 383.08 Tm
0.0113 Tc
0 Tw
(drapp)Tj
/F1 1 Tf
10.5 0 0 10 107.91 370.93 Tm
0.0105 Tc
0.0676 Tw
(beige \(frequency 14\) and )Tj
/F2 1 Tf
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0.0115 Tc
0 Tw
(stet)Tj
/F5 1 Tf
1.9529 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 277.34 370.93 Tm
0.0105 Tc
0.0676 Tw
(dark blue \(13\). The second Hungarian)Tj
-16.1362 -1.215 TD
0.179 Tw
(colour term designating red )Tj
/F2 1 Tf
11.03 0 0 10.5 250.57 358.78 Tm
0.0114 Tc
0 Tw
(vrs)Tj
/F1 1 Tf
10.5 0 0 10 279.8 358.78 Tm
0.0105 Tc
0.179 Tw
(red, offered by B. Berlin and P. Kay)Tj
-16.3705 -1.215 TD
0.1905 Tw
(as basic colour term, and cited only by 12 out of 40 subjects, shares by)Tj
T*
0.2533 Tw
(frequency the 17th18th places with the colour term designating light)Tj
T*
0 Tw
(yellow )Tj
/F2 1 Tf
11.03 0 0 10.5 145.09 322.33 Tm
0.0114 Tc
(citroms)Tj
3.0659 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 205.87 322.33 Tm
0.0105 Tc
0.2238 Tw
(lemon yellow, what does not run for the status of)Tj
-9.3295 -1.215 TD
0.1647 Tw
(Hungarian basic colour term status. On the grounds of their spectacular)Tj
T*
0.1905 Tw
(frequency, there are 12 colour names continuing as candidates for basic)Tj
T*
0.1276 Tw
(term status, besides 11 standard names also the colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 410.35 285.88 Tm
0.0115 Tc
0 Tw
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10.5 0 0 10 436.59 285.88 Tm
(.)Tj
-29.6829 -1.215 TD
0.0105 Tc
0.3162 Tw
(The mean position also expresses the interest in the colour name,)Tj
-1.62 -1.215 TD
0.0438 Tw
(however with decrease of frequency, the weight of that feature drops. One)Tj
T*
0.0666 Tw
(of the most frequently offered colour names )Tj
/F2 1 Tf
11.03 0 0 10.5 323.92 249.43 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F1 1 Tf
10.5 0 0 10 350.43 249.43 Tm
0.0105 Tc
0.0666 Tw
(\(39\) recurred in the lists)Tj
-23.0971 -1.215 TD
0.1419 Tw
(predominantly afore, as the third-fourth \(the mean position 3.59, rank of)Tj
T*
0.2143 Tw
(position 1\), however the colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 297.13 225.13 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 331.53 225.13 Tm
0.0105 Tc
0.2143 Tw
[(of)-473.3(the same frequency will)]TJ
-21.2971 -1.215 TD
0.139 Tw
(hold, by the rank of mean position \(the mean position 6.8\) as late as the)Tj
T*
0.0581 Tw
(6th. Colour term )Tj
/F5 1 Tf
11.03 0 0 10.5 191.13 200.83 Tm
0 Tc
0 Tw
(k)Tj
/F2 1 Tf
0.5104 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 210.97 200.83 Tm
0.0105 Tc
0.0581 Tw
(blue however elevates by the rank of mean position)Tj
-9.8152 -1.215 TD
0.2438 Tw
(\(the mean position 4.1\) to the 2nd place, because it was named at the)Tj
T*
0.0019 Tc
0.0114 Tw
(beginning of lists, although it was done 34 times only. Mean rank of position)Tj
T*
0.0104 Tc
0.1534 Tw
(of colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 182.94 164.38 Tm
0.0115 Tc
0 Tw
(halv)Tj
1.8918 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0115 Tc
(anys)Tj
1.8778 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 250.87 164.38 Tm
0.0105 Tc
0.1533 Tw
(pale yellow \(7th, the mean position 8.333\),)Tj
/F5 1 Tf
11.03 0 0 10.5 107.91 152.23 Tm
0 Tc
0 Tw
(k)Tj
/F2 1 Tf
0.5059 0 TD
0.0068 Tc
(oromfe)Tj
/F5 1 Tf
2.9293 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.505 0 TD
0.007 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 167.79 152.23 Tm
0.0057 Tc
0.0067 Tw
(pitch black \(8th, the mean position 8.333\) and )Tj
/F2 1 Tf
11.03 0 0 10.5 389.56 152.23 Tm
0.0068 Tc
0 Tw
(narancs)Tj
/F1 1 Tf
10.5 0 0 10 428.17 152.23 Tm
0.0058 Tc
(orange)Tj
-30.501 -1.215 TD
0.0105 Tc
0.0933 Tw
(\(9th, the mean position 8.4\) can be explained away by the fact that where)Tj
T*
0.2124 Tw
(they were offered \(and the frequency shows that very few subjects did)Tj
T*
0.1276 Tw
(that\), it happened at the beginning of lists, as the eighth ninth.)Tj
/F2 1 Tf
9 0 0 9 229.92 736.23 Tm
-0.0179 Tc
0.1311 Tw
(Preliminary Study of Basic Colour Terms in Modern Hungarian)Tj
/F1 1 Tf
10 0 0 10 450.71 93.1799 Tm
0.0101 Tc
0 Tw
(107)Tj
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(Table)Tj
/F6 1 Tf
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(2)Tj
/F4 1 Tf
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0.127 Tw
(The most salient colour names in the list task, )Tj
-5.6307 -1.1111 TD
(where Fr frequency, R rank, mP mean position, S salience)Tj
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0 Tw
[(Term)-6965.4(Gloss)-7692.8(Fr)-2811.8(R)-4274.4(M)0.2(p)-2644(R)-4104.2(S)]TJ
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(red)Tj
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[(39)-2200.3(1.5)-3270.8(3)0(.59)-2486.6(1)-3096(0.272)]TJ
/F4 1 Tf
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0 Tc
(1)Tj
/F5 1 Tf
11.03 0 0 10.5 127.87 645.83 Tm
(k)Tj
/F2 1 Tf
0.5095 0 TD
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(e)Tj
/F5 1 Tf
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(k)Tj
/F1 1 Tf
10 0 0 10 207.24 645.83 Tm
-0.015 Tc
(blue)Tj
9.5 0 0 9.5 294.26 645.83 Tm
[(34)-2200.3(7.5)-3270.8(4.088)-2001.3(2)-3096(0.208)]TJ
/F4 1 Tf
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0 Tc
(2)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 633.83 Tm
0.0114 Tc
(zld)Tj
/F1 1 Tf
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-0.015 Tc
(green)Tj
9.5 0 0 9.5 294.26 633.83 Tm
[(36)-2200.3(4.5)-3270.8(5)-3691.7(4)-3096(0.180)]TJ
/F4 1 Tf
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0 Tc
(3)Tj
/F2 1 Tf
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(s)Tj
0.3875 0 TD
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0.0115 0 TD
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(arga)Tj
/F1 1 Tf
10 0 0 10 207.24 621.83 Tm
-0.0149 Tc
(yellow)Tj
9.5 0 0 9.5 294.26 621.83 Tm
[(35)-2200.3(6)-3990.7(4.886)-2001.3(3)-3096(0.179)]TJ
/F4 1 Tf
9 0 0 9 480.53 621.83 Tm
0 Tc
(4)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 609.83 Tm
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
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(er)Tj
/F1 1 Tf
10 0 0 10 207.24 609.83 Tm
-0.0149 Tc
(white)Tj
9.5 0 0 9.5 294.26 609.83 Tm
[(37)-2200.3(3)-3990.7(6.351)-2001.3(5)-3096(0.146)]TJ
/F4 1 Tf
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0 Tc
(5)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 597.83 Tm
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.9021 0 TD
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(k)Tj
/F2 1 Tf
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0.0115 Tc
(ete)Tj
/F1 1 Tf
10 0 0 10 207.24 597.83 Tm
-0.0149 Tc
(black)Tj
9.5 0 0 9.5 294.26 597.83 Tm
[(39)-2200.3(1.5)-3270.8(6.795)-2001.3(6)-3096(0.143)]TJ
/F4 1 Tf
9 0 0 9 480.53 597.83 Tm
0 Tc
(6)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 585.83 Tm
0.0113 Tc
(lila)Tj
/F1 1 Tf
10 0 0 10 207.24 585.83 Tm
-0.015 Tc
(purple)Tj
9.5 0 0 9.5 294.26 585.83 Tm
[(36)-2200.3(4.5)-3270.8(8.667)-1516.1(10)-3096.1(0.104)]TJ
/F4 1 Tf
9 0 0 9 480.53 585.83 Tm
0 Tc
(7)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 573.83 Tm
0.0113 Tc
(barna)Tj
/F1 1 Tf
10 0 0 10 207.24 573.83 Tm
-0.0149 Tc
(brown)Tj
9.5 0 0 9.5 294.26 573.83 Tm
[(34)-2200.3(7.5)-3270.8(9.176)-1516.1(11)-3096.1(0.093)]TJ
/F4 1 Tf
9 0 0 9 480.53 573.83 Tm
0 Tc
(8)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 561.83 Tm
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F1 1 Tf
10 0 0 10 207.24 561.83 Tm
-0.0149 Tc
(grey)Tj
9.5 0 0 9.5 294.26 561.83 Tm
[(33)-2200.3(9)-3505.4(10.727)-1516.1(14)-3096.1(0.077)]TJ
/F4 1 Tf
9 0 0 9 480.53 561.83 Tm
0 Tc
(9)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 549.83 Tm
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsa-sz)Tj
3.1413 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10 0 0 10 207.24 549.83 Tm
-0.015 Tc
(pink)Tj
9.5 0 0 9.5 294.26 549.83 Tm
[(29)-1715(10)-3505.6(10.276)-1516.1(12)-3096.1(0.071)]TJ
/F4 1 Tf
9 0 0 9 476.17 549.83 Tm
-0.0144 Tc
(10)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 537.83 Tm
0.0114 Tc
(narancs-s)Tj
4.0739 0 TD
0 Tc
()Tj
0.0114 0 TD
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(arga)Tj
/F1 1 Tf
10 0 0 10 207.24 537.83 Tm
-0.015 Tc
(orange)Tj
9.5 0 0 9.5 294.26 537.83 Tm
[(23)-1715(11)-3505.6(10.438)-1516.1(13)-3096.1(0.055)]TJ
/F4 1 Tf
9 0 0 9 476.17 537.83 Tm
-0.0144 Tc
(11)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 525.83 Tm
0.0115 Tc
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10 0 0 10 207.24 525.83 Tm
-0.0149 Tc
(bordeaux)Tj
9.5 0 0 9.5 294.26 525.83 Tm
[(21)-1715(12)-3505.6(11.952)-1516.1(16)-3096.1(0.044)]TJ
/F4 1 Tf
9 0 0 9 476.17 525.83 Tm
-0.0144 Tc
(12)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 513.83 Tm
0.0115 Tc
(vil)Tj
1.1655 0 TD
0 Tc
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0.0115 0 TD
0.0115 Tc
(agos-)Tj
/F5 1 Tf
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(k)Tj
/F2 1 Tf
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(e)Tj
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(k)Tj
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0.1271 Tw
(light blue)Tj
9.5 0 0 9.5 294.26 513.83 Tm
0 Tw
[(14)-1715(14.5)-2785.6(13.5)-2486.6(2)0(1)-3096.1(0.026)]TJ
/F4 1 Tf
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-0.0144 Tc
(13)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 501.83 Tm
0.0114 Tc
(citrom-s)Tj
3.4674 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10 0 0 10 207.24 501.83 Tm
-0.015 Tc
0.1271 Tw
(lemon yellow)Tj
9.5 0 0 9.5 294.26 501.83 Tm
0 Tw
[(12)-1715(17.5)-2785.6(12.333)-1516.1(18)-3096.1(0.024)]TJ
/F4 1 Tf
9 0 0 9 476.17 501.83 Tm
-0.0144 Tc
(14)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 489.83 Tm
0.0113 Tc
(drapp)Tj
/F1 1 Tf
10 0 0 10 207.24 489.83 Tm
-0.015 Tc
(beige)Tj
9.5 0 0 9.5 294.26 489.83 Tm
[(14)-1715(14.5)-2785.6(15.643)-1516.1(31)-3096.1(0.022)]TJ
/F4 1 Tf
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-0.0144 Tc
(15)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 477.83 Tm
0.0116 Tc
(st)Tj
1.1618 0 TD
0 Tc
()Tj
0.0116 0 TD
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(et-)Tj
/F5 1 Tf
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(k)Tj
/F2 1 Tf
0.5104 0 TD
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(e)Tj
/F5 1 Tf
0.4638 0 TD
(k)Tj
/F1 1 Tf
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0.1271 Tw
(dark blue)Tj
9.5 0 0 9.5 294.26 477.83 Tm
0 Tw
[(13)-1715(16)-3505.6(14.538)-1516.1(26)-3096.1(0.022)]TJ
/F4 1 Tf
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-0.0144 Tc
(15)Tj
/F2 1 Tf
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0 Tc
(b)Tj
0.5165 0 TD
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0.0115 0 TD
0.0115 Tc
(ezs)Tj
/F1 1 Tf
10 0 0 10 207.24 465.83 Tm
-0.015 Tc
(beige)Tj
9.5 0 0 9.5 294.26 465.83 Tm
[(15)-1715(13)-3505.6(16.8)-2486.6(3)0(8)-3096.1(0.022)]TJ
/F4 1 Tf
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(15)Tj
/F2 1 Tf
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0 Tc
(o)Tj
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(kk)Tj
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/F1 1 Tf
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-0.0149 Tc
(ochre)Tj
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1.7011 Tc
[(92)1716(1)-1789.6(1)1716(1)-1490.6(1)1716(5)-1380.1(0)1716(.)1716.1(0)1716(2)]TJ
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-0.0144 Tc
(18)Tj
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0.0114 Tc
(vrs)Tj
/F1 1 Tf
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(red)Tj
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[(12)-1715(17.5)-2785.6(1)0(5)-3206.6(2)0(9)-3096.1(0.019)]TJ
/F4 1 Tf
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-0.0144 Tc
(19)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 429.83 Tm
0 Tc
(o)Tj
/F5 1 Tf
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(kk)Tj
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0.0114 Tc
(er-s)Tj
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(arga)Tj
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-0.015 Tc
0.1271 Tw
(ochre yellow)Tj
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0 Tw
[(10)-1715(19.5)-2785.6(13.5)-2486.6(2)0(2)-3096.1(0.019)]TJ
/F4 1 Tf
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-0.0144 Tc
(19)Tj
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0.0114 Tc
(arany)Tj
/F1 1 Tf
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[(10)-1715(19.5)-2785.6(16.7)-2486.6(3)0(7)-3096.1(0.015)]TJ
/F4 1 Tf
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-0.0144 Tc
(21)Tj
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0.0113 Tc
(narancs)Tj
/F1 1 Tf
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-0.015 Tc
(orange)Tj
9.5 0 0 9.5 298.86 405.83 Tm
1.7011 Tc
(52)Tj
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3.9759 Tc
(98)Tj
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[(.4)-2972(9)-3096.1(0.015)]TJ
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[(24.5)-2785.6(12.714)-1516.1(20)-3096.1(0.014)]TJ
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(23)Tj
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0.0114 Tc
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1.7011 Tc
(92)Tj
2.6862 0 TD
(1)Tj
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[(17.111)-1516.1(41)-3096.1(0.013)]TJ
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9 0 0 9 476.17 381.83 Tm
-0.0144 Tc
(24)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 369.83 Tm
0.0115 Tc
(hupi-)Tj
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(k)Tj
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0.5095 0 TD
()Tj
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(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
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-0.015 Tc
0.127 Tw
(schrill blue)Tj
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0 Tw
(7)Tj
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[(24.5)-2785.6(1)0(4)-3206.6(2)0(4)-3096.1(0.013)]TJ
/F4 1 Tf
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0.0123 Tc
(alyva)Tj
/F1 1 Tf
10 0 0 10 187.28 649.53 Tm
-0.015 Tc
(mauve)Tj
9.5 0 0 9.5 278.91 649.53 Tm
1.7011 Tc
(34)Tj
2.6862 0 TD
(3)Tj
3.9907 0 TD
-0.0149 Tc
[(17.666)-1516.1(44)-3095(0.004)]TJ
/F4 1 Tf
9 0 0 9 456.21 649.53 Tm
-0.0144 Tc
(50)Tj
/F2 1 Tf
10.5 0 0 10.5 107.91 637.38 Tm
0.0123 Tc
(halv)Tj
1.8951 0 TD
0 Tc
()Tj
0.0123 0 TD
0.0123 Tc
(any-lila)Tj
/F1 1 Tf
10 0 0 10 187.28 637.38 Tm
-0.015 Tc
0.127 Tw
(pale purple)Tj
9.5 0 0 9.5 278.91 637.38 Tm
1.7011 Tc
0 Tw
[(34)1716(3)-1789.6(2)1716(0)-1490.6(4)]TJ
11.3388 0 TD
3.0801 Tc
[(90)3095(.)]TJ
4.3003 0 TD
-0.0149 Tc
(004)Tj
/F4 1 Tf
9 0 0 9 456.21 637.38 Tm
-0.0144 Tc
(50)Tj
/F2 1 Tf
10.5 0 0 10.5 107.91 625.23 Tm
0 Tc
(t)Tj
0.3273 0 TD
()Tj
0.0123 0 TD
()Tj
0.0123 0 TD
0.0122 Tc
(uz-piros)Tj
/F1 1 Tf
10 0 0 10 187.28 625.23 Tm
-0.015 Tc
0.1271 Tw
(fire red)Tj
9.5 0 0 9.5 278.91 625.23 Tm
1.7011 Tc
0 Tw
[(34)1716(3)-1789.6(2)1716(0)-1490.6(5)]TJ
11.3388 0 TD
3.0801 Tc
[(00)3095(.)]TJ
4.3003 0 TD
-0.0149 Tc
(004)Tj
/F4 1 Tf
9 0 0 9 456.21 625.23 Tm
-0.0144 Tc
(50)Tj
/F2 1 Tf
10.5 0 0 10.5 107.91 613.08 Tm
0.0122 Tc
(orgona-lila)Tj
/F1 1 Tf
10 0 0 10 187.28 613.08 Tm
-0.015 Tc
0.127 Tw
(lilac purple)Tj
9.5 0 0 9.5 278.91 613.08 Tm
1.7011 Tc
0 Tw
[(34)1716(3)-1789.6(2)1716(5)-1490.6(5)]TJ
11.3388 0 TD
3.0801 Tc
[(40)3095(.)]TJ
4.3003 0 TD
-0.0149 Tc
(003)Tj
/F4 1 Tf
9 0 0 9 456.21 613.08 Tm
-0.0144 Tc
(54)Tj
/F2 1 Tf
10.5 0 0 10.5 107.91 600.9299 Tm
0.0122 Tc
(bronz)Tj
/F1 1 Tf
10 0 0 10 187.28 600.9299 Tm
-0.015 Tc
(bronze)Tj
9.5 0 0 9.5 278.91 600.9299 Tm
1.7011 Tc
(34)Tj
2.6862 0 TD
(3)Tj
3.9907 0 TD
-0.0149 Tc
[(25.333)-1516.1(55)-3095(0.003)]TJ
/F4 1 Tf
9 0 0 9 456.21 600.9299 Tm
-0.0144 Tc
(54)Tj
/F2 1 Tf
10.5 0 0 10.5 107.91 588.78 Tm
0.0123 Tc
(moha-zld)Tj
/F1 1 Tf
10 0 0 10 187.28 588.78 Tm
-0.015 Tc
0.1271 Tw
(moss green)Tj
9.5 0 0 9.5 278.91 588.78 Tm
1.7011 Tc
0 Tw
(34)Tj
2.6862 0 TD
(3)Tj
3.9907 0 TD
-0.0149 Tc
[(28.333)-1516.1(56)-3095(0.003)]TJ
/F4 1 Tf
9 0 0 9 456.21 588.78 Tm
-0.0144 Tc
(54)Tj
/F1 1 Tf
10.5 0 0 10 124.92 564.48 Tm
0.0105 Tc
0.0409 Tw
(Pursuant to the mean position, running for the basic colour term status)Tj
-1.62 -1.215 TD
0.2057 Tw
(are only 6 colour names \(the mean position mP < 8\): )Tj
/F2 1 Tf
11.03 0 0 10.5 381.12 552.33 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F3 1 Tf
2.0934 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.7407 0 TD
(k)Tj
/F2 1 Tf
0.5104 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F3 1 Tf
0.5095 0 TD
(,)Tj
/F2 1 Tf
0.7407 0 TD
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F3 1 Tf
1.9701 0 TD
0 Tc
(,)Tj
/F2 1 Tf
-32.2094 -1.1571 TD
0.0114 Tc
(zld)Tj
/F3 1 Tf
1.7688 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.6854 0 TD
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F1 1 Tf
10.5 0 0 10 165.03 540.1799 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 187.44 540.1799 Tm
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 216.85 540.1799 Tm
0.0105 Tc
0.1514 Tw
(, of which only four first ones can boast the mean)Tj
-10.3752 -1.215 TD
0.1276 Tw
(position mP < 6.)Tj
1.62 -1.215 TD
0.0847 Tw
(For getting cognitive salience index \(S\) we can amalgamate the results)Tj
-1.62 -1.215 TD
0.1019 Tw
(of frequency and mean position. Just like we did with frequency, we will)Tj
T*
0.0048 Tc
0.0076 Tw
(observe when the numerical crossing of the threshold occurs. The numerical)Tj
T*
0.0095 Tc
0.0029 Tw
(crossover can be noticed after the first colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 352.61 479.43 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F1 1 Tf
10.5 0 0 10 378.44 479.43 Tm
0.0095 Tc
0.0029 Tw
(\(cognitive salience)Tj
-25.7648 -1.215 TD
0.0105 Tc
0.2752 Tw
(index 0.272, with the second colour names )Tj
/F5 1 Tf
11.03 0 0 10.5 331.3 467.28 Tm
0 Tc
0 Tw
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 353.42 467.28 Tm
0.0105 Tc
0.2752 Tw
(0.208\). Appreciably, in)Tj
-23.3819 -1.215 TD
0.0571 Tw
(evidence with colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 241.46 455.13 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F1 1 Tf
10.5 0 0 10 267.87 455.13 Tm
0.0105 Tc
0.0571 Tw
(is the psychologically most salient colour)Tj
-15.2343 -1.215 TD
0.1447 Tw
(name in Hungarian. In Russian and Estonian the most salient names are)Tj
T*
0.0086 Tc
0 Tw
(respectively )Tj
/F8 1 Tf
11.03 0 0 10.5 167.71 430.83 Tm
0 0 0 1 k
0.0095 Tc
(sinij)Tj
/F1 1 Tf
10.5 0 0 10 199.72 430.83 Tm
0.0086 Tc
0.0038 Tw
(blue and )Tj
/F2 1 Tf
11.03 0 0 10.5 249.24 430.83 Tm
0.0096 Tc
0 Tw
(sinine)Tj
/F1 1 Tf
10.5 0 0 10 279.75 430.83 Tm
0.0086 Tc
0.0038 Tw
(blue \(Davies, Corbett 1994 : 73; Sutrop)Tj
-16.3657 -1.215 TD
0.0105 Tc
0.2238 Tw
(2000 : 149\). Thereafter, in evidence is numerical shrinking step by step)Tj
T*
0.1838 Tw
(until colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 200.76 406.53 Tm
0.0115 Tc
0 Tw
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10.5 0 0 10 231.65 406.53 Tm
0.0105 Tc
0.1838 Tw
(\(cognitive salience index 0.44\). The largest leap)Tj
-11.7848 -1.215 TD
0.079 Tw
(can be ascertained after colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 288.9 394.38 Tm
0.0115 Tc
0 Tw
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10.5 0 0 10 315.14 394.38 Tm
0.0105 Tc
0.079 Tw
(, at the colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 415.8 394.38 Tm
0.0115 Tc
0 Tw
(vil)Tj
1.1655 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(agos)Tj
/F5 1 Tf
1.8811 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 107.91 382.23 Tm
0.0105 Tc
0.2428 Tw
(light blue, which can no longer considered candidate for basic colour)Tj
0 -1.215 TD
0 Tw
(term.)Tj
1.62 -1.215 TD
0.1152 Tw
(In list task, the colour term frequency i.e. how many times the colour)Tj
-1.62 -1.215 TD
0.1666 Tw
(name was offered, was used multiple times \(it testifies to the adherence)Tj
T*
0.1562 Tw
(to the idiolects of the subjects\), as well as the mean position \(testifies to)Tj
T*
0.2733 Tw
(the psychological salience, including occurrence of colour terms at the)Tj
T*
0.1904 Tw
(beginning of lists\) and in amalgamating those parameters, the cognitive)Tj
T*
0.0647 Tw
(salience index was calculated. The candidates for basic colour term, under)Tj
T*
0.039 Tw
(list task are 12 most frequent colour names: 11 standard basic colour terms)Tj
/F2 1 Tf
11.03 0 0 10.5 107.91 272.8799 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F3 1 Tf
2.0934 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.767 0 TD
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F3 1 Tf
0.5104 0 TD
(,)Tj
/F2 1 Tf
0.767 0 TD
0.0114 Tc
(zld)Tj
/F3 1 Tf
1.7688 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7679 0 TD
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F3 1 Tf
1.9691 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7679 0 TD
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F3 1 Tf
0.883 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.767 0 TD
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
0.0115 Tc
(ete)Tj
/F3 1 Tf
1.2539 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7679 0 TD
0.0113 Tc
(lila)Tj
/F3 1 Tf
1.4606 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7679 0 TD
0.0113 Tc
(barna)Tj
/F3 1 Tf
2.4778 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7434 0 TD
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
(e)Tj
/F3 1 Tf
0.4633 0 TD
(,)Tj
/F2 1 Tf
0.7679 0 TD
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 447.93 272.8799 Tm
0.0107 Tc
(and)Tj
/F2 1 Tf
11.03 0 0 10.5 107.91 260.7299 Tm
0.0114 Tc
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 174.36 260.7299 Tm
0.0105 Tc
0.1276 Tw
(and in addition )Tj
/F2 1 Tf
11.03 0 0 10.5 254.33 260.7299 Tm
0.0115 Tc
0 Tw
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10.5 0 0 10 280.57 260.7299 Tm
(.)Tj
/F4 1 Tf
-16.4438 -2.43 TD
0.0105 Tc
0.1276 Tw
(3.2. The colour-naming task)Tj
/F1 1 Tf
0 -2.215 TD
0.0819 Tw
(In the colour-naming task, from 2600 \(40 )Tj
/F7 1 Tf
19.1381 0 TD
0 Tc
0 Tw
()Tj
/F1 1 Tf
0.901 0 TD
0.0105 Tc
0.0819 Tw
(65\) possible one obtained 2574)Tj
-20.039 -1.215 TD
0.1781 Tw
(answers. Different expressions numbered 520. In 26 cases one could not)Tj
T*
0.14 Tw
(name the colour. Men had more trouble than women with giving names)Tj
T*
0 Tw
[(to)-493.4(colour)-491.5(tiles.)-491.5(In)-492.5(5)-494.4(cases)-490.5(one)-493.4(failed)-491.5(to)-493.4(give)-492.5(the)-492.5(name)-492.5(of)-493.4(colour)-490.6(to)-494.4(tile)]TJ
T*
0.2133 Tw
(ORO-T3, in 2 cases to colour tile RVR-S1, in 1 case to colour tile Y-S2,)Tj
T*
0.0885 Tw
(YOY-T4, YOY-S2, YO-T3, OYO-hue, O-S1, ORO-S3, RO-T3, ROR-T3, R-T4,)Tj
T*
0.0838 Tw
(R-S3, RVR-S3, VRV-hue and tile Rose Red. One 23 years old male student)Tj
T*
0.0057 Tw
(majoring in philosophy and sociology failed to name seven out of 65 colour)Tj
T*
0 Tc
0.0286 Tw
(tiles, four tiles out of 65 were too challenging to a 67 years old senior citizen.)Tj
/F2 1 Tf
9 0 0 9 229.92 736.23 Tm
-0.0179 Tc
0.1311 Tw
(Preliminary Study of Basic Colour Terms in Modern Hungarian)Tj
/F1 1 Tf
10 0 0 10 450.71 93.1799 Tm
0.0101 Tc
0 Tw
(109)Tj
ET
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BT
/F1 1 Tf
10.5 0 0 10 127.87 711.13 Tm
0 g
0.0105 Tc
0.1343 Tw
(Neither encountered difficulties with list task. Out of 2574 colour words,)Tj
0 -1.215 TD
0.2247 Tw
(the subjects named 914 one-root words, the composite colour words of)Tj
T*
0.0238 Tw
(two roots were 1400 \(including )Tj
/F2 1 Tf
11.03 0 0 10.5 279.01 686.83 Tm
0.0114 Tc
0 Tw
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 344.38 686.83 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 365.46 686.83 Tm
0 Tc
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 409.7 686.83 Tm
0.0105 Tc
0.0238 Tw
(\) and composite)Tj
-26.841 -1.215 TD
0.0676 Tw
(colour words of three or four roots were 260. Hence the compound words)Tj
T*
0.0476 Tw
(numbered 1660 and simple words 914. The longest compound word in the)Tj
T*
0.3085 Tw
(colour-naming task was )Tj
/F2 1 Tf
11.03 0 0 10.5 254.09 650.38 Tm
0.0115 Tc
0 Tw
(vil)Tj
1.1655 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(agos-narancs-s)Tj
6.3552 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(arg)Tj
1.4515 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(as-r)Tj
1.723 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(ozsa-sz)Tj
3.1416 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 422.55 650.38 Tm
0.0105 Tc
0.3086 Tw
(light orange)Tj
-28.0648 -1.215 TD
0.1276 Tw
(pink \(verbatim light-orange-yellowish-rose-coloured\).)Tj
1.619 -1.215 TD
0.0029 Tc
0.0095 Tw
(In the list task and the colour-naming task the subjects offered altogether)Tj
-1.619 -1.215 TD
0.0105 Tc
0.1876 Tw
(3432 colour names. In the list task the subjects offered 76 colour names)Tj
T*
0 Tw
(\(including )Tj
/F2 1 Tf
11.03 0 0 10.5 181.16 601.78 Tm
0.0113 Tc
(bronz)Tj
/F1 1 Tf
10.5 0 0 10 211.73 601.78 Tm
0.0105 Tc
(bronze)Tj
/F2 1 Tf
11.03 0 0 10.5 253.97 601.78 Tm
0.0115 Tc
0.135 Tw
(and ezst)Tj
/F1 1 Tf
10.5 0 0 10 303.88 601.78 Tm
0.0105 Tc
0.1314 Tw
(silver\), which they did not later use)Tj
-16.7629 -1.215 TD
0.0343 Tw
(in the colour-naming task. In the colour-naming task however they offered)Tj
T*
0.2114 Tw
(399 new colour names, which did not occur in the list task. Altogether)Tj
T*
0.1276 Tw
(two tests yielded 595 different Hungarian colour names.)Tj
1.619 -1.215 TD
0.0828 Tw
(Presented in the Table 3 are the names most frequently given to every)Tj
-1.619 -1.215 TD
0.0371 Tw
(tile together with respective frequencies. To compare with Estonian, cf. the)Tj
T*
0.159 Tw
(works by Urmas Sutrop \(2000a; 2002\), for Russian cf. the writing by Ian)Tj
T*
0.1276 Tw
(Davies and Greville Corbett \(1994\).)Tj
/F2 1 Tf
30.7381 -2.43 TD
0.0123 Tc
0 Tw
(Table)Tj
/F6 1 Tf
2.8571 0 TD
0 Tc
(3)Tj
/F4 1 Tf
9 0 0 9 168.52 480.28 Tm
0.01 Tc
0.1278 Tw
(Distribution of most frequent terms \(hue, tint = T, shadow = S\) )Tj
-0.0033 -1.1111 TD
(and their corresponding frequencies \(Fr\) in the tile naming task)Tj
8 0 0 8 127.87 453.13 Tm
-0.015 Tc
0 Tw
[(Code)-2631.4(Hue)-8961.4(F)-0.1(r)-1615.1(T)-10968(Fr)-1358.9(S)-10875.4(F)-0.1(r)]TJ
/F1 1 Tf
8.5 0 0 8.5 127.87 438.98 Tm
0 Tc
(Y)Tj
/F2 1 Tf
10.5 0 0 10.5 167.55 438.98 Tm
(s)Tj
0.3577 0 TD
()Tj
-0.0182 0 TD
-0.0183 Tc
(arga)Tj
/F1 1 Tf
10 0 0 10 194.16 438.98 Tm
-0.015 Tc
(yellow)Tj
9.5 0 0 9.5 253.15 438.98 Tm
-0.0147 Tc
[(19)-12845.4(S2)]TJ
/F5 1 Tf
10.5 0 0 10.5 397.16 438.98 Tm
0 Tc
(k)Tj
/F2 1 Tf
0.4848 0 TD
-0.0185 Tc
(ha)Tj
/F5 1 Tf
0.9933 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.4857 0 TD
(i)Tj
/F1 1 Tf
10 0 0 10 424.52 438.98 Tm
-0.015 Tc
(khaki)Tj
9.5 0 0 9.5 480.28 438.98 Tm
0 Tc
(7)Tj
/F2 1 Tf
10.5 0 0 10.5 167.55 426.83 Tm
-0.0182 Tc
(citrom-s)Tj
3.23 0 TD
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-0.015 Tc
(black)Tj
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(34)Tj
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0.0105 Tc
0.0238 Tw
(Presented in Table 4 are the most frequent names, which were assigned)Tj
-1.62 -1.215 TD
0.1057 Tw
(to all colour tiles in the colour-naming task. The names that were offered)Tj
T*
0.1638 Tw
(less than 10 times are not reflected in this Table. To find the candidates)Tj
T*
0.1562 Tw
(for basic colour terms we will again observe the shrinking of frequency.)Tj
T*
0.0638 Tw
(The first major jump occurs after the colour names )Tj
/F5 1 Tf
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0 Tc
0 Tw
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
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0.0105 Tc
0.0638 Tw
(of third frequency,)Tj
-25.5248 -1.215 TD
0.0933 Tw
(but it is too early. The next larger jump occurs at the colour name )Tj
/F2 1 Tf
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0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 463.31 494.68 Tm
0 Tc
(,)Tj
-33.8476 -1.215 TD
0.0105 Tc
0.059 Tw
(presented in the Table in the 10th place. Hence the threshold of candidacy)Tj
T*
0.2133 Tw
(for basic status of colour names TotalFr \(aggregate frequency\) 60. By)Tj
T*
0.2171 Tw
(aggregate frequency, running for the status of basic term are 10 colour)Tj
T*
0.0152 Tc
0 Tw
(names )Tj
/F2 1 Tf
11.03 0 0 10.5 145.27 446.08 Tm
0.0177 Tc
(zld)Tj
/F3 1 Tf
1.7942 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8994 0 TD
0.0176 Tc
(lila)Tj
/F3 1 Tf
1.4869 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.8994 0 TD
(k)Tj
/F2 1 Tf
0.515 0 TD
()Tj
0.0176 0 TD
(e)Tj
/F5 1 Tf
0.4711 0 TD
(k)Tj
/F3 1 Tf
0.515 0 TD
(,)Tj
/F2 1 Tf
0.8994 0 TD
0.0177 Tc
(szr)Tj
/F5 1 Tf
1.8531 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5159 0 TD
(e)Tj
/F3 1 Tf
0.4696 0 TD
(,)Tj
/F2 1 Tf
0.8994 0 TD
0.0176 Tc
(barna)Tj
/F3 1 Tf
2.5104 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8994 0 TD
0.0178 Tc
(narancss)Tj
3.7232 0 TD
0 Tc
()Tj
0.0178 0 TD
0.0178 Tc
(arga)Tj
/F3 1 Tf
1.998 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8994 0 TD
0.0178 Tc
(st)Tj
1.1805 0 TD
0 Tc
()Tj
0.0178 0 TD
0.0178 Tc
(etbarna)Tj
/F3 1 Tf
3.3158 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8994 0 TD
0.0178 Tc
(piros)Tj
/F3 1 Tf
2.1251 0 TD
0 Tc
(,)Tj
/F2 1 Tf
-32.2094 -1.1571 TD
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 155.67 433.93 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 177.27 433.93 Tm
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 206.68 433.93 Tm
0.0105 Tc
0.0743 Tw
(. Somewhat unexpectedly, )Tj
/F2 1 Tf
11.03 0 0 10.5 336.5 433.93 Tm
0.0115 Tc
0 Tw
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 389.03 433.93 Tm
0.0105 Tc
0.0743 Tw
(occurred in that)Tj
-26.7733 -1.215 TD
0.1228 Tw
(row. This deviation can be accounted for by the fact that a large number)Tj
T*
0.1162 Tw
(of subjects have named as many as three tiles \(O-S3, RO-S3, R-S3\) by the)Tj
T*
0 Tw
(name )Tj
/F2 1 Tf
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0.0115 Tc
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 193.73 397.48 Tm
0.0105 Tc
0.2505 Tw
(dark brown. Estonian subjects have named the same)Tj
-8.1733 -1.215 TD
0.0505 Tw
(colour tiles \(RO-S3 and R-S3\) with the colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 357.11 385.33 Tm
0.0113 Tc
0 Tw
(must)Tj
/F1 1 Tf
10.5 0 0 10 382.17 385.33 Tm
0.0105 Tc
0.0504 Tw
(black \(cf. Sutrop)Tj
-26.12 -1.215 TD
0.1276 Tw
(2000a : 152; 2002 : 78\).)Tj
1.62 -1.215 TD
0.1447 Tw
[(Keeping behind the presented aggregate)-385.7(frequency threshold are two)]TJ
-1.62 -1.215 TD
0.1333 Tw
(actual candidates for basic colour terms )Tj
/F2 1 Tf
11.03 0 0 10.5 306.99 348.88 Tm
0.0114 Tc
0 Tw
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F1 1 Tf
10.5 0 0 10 336.84 348.88 Tm
0.0105 Tc
0.1333 Tw
(white and )Tj
/F2 1 Tf
11.03 0 0 10.5 395.52 348.88 Tm
0 Tc
0 Tw
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 425.77 348.88 Tm
0.0105 Tc
(yellow.)Tj
-30.2724 -1.215 TD
0.1104 Tw
(Actually in the whole colour-naming task were only 2 colour tiles, which)Tj
T*
0.2104 Tw
(could be assigned the name )Tj
/F2 1 Tf
11.03 0 0 10.5 252.77 324.58 Tm
0 Tc
0 Tw
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
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0.0105 Tc
0.2105 Tw
(and one tile, which could be named)Tj
/F2 1 Tf
11.03 0 0 10.5 107.91 312.43 Tm
0.0114 Tc
0 Tw
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F1 1 Tf
10.5 0 0 10 133.64 312.43 Tm
0.0105 Tc
0.28 Tw
(. Because in case of colour tile Y, in evidence was the relatively)Tj
-2.4505 -1.215 TD
0.1171 Tw
(intensive light yellow, several subjects named it )Tj
/F2 1 Tf
11.03 0 0 10.5 345.96 300.28 Tm
0.0114 Tc
0 Tw
(citroms)Tj
3.0659 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 405.61 300.28 Tm
0.0105 Tc
0.1171 Tw
(\(cf. Table 5\).)Tj
-28.3524 -1.215 TD
0.1485 Tw
(Colour tiles with the code YOY were also dubbed orange. In case of tile)Tj
T*
0.0038 Tc
0.0086 Tw
(WHITE, in evidence was greyish or soiled white and several subjects named)Tj
T*
0.0105 Tc
0.1752 Tw
(it appropriately. In two cases the colour tiles were named )Tj
/F2 1 Tf
11.03 0 0 10.5 401.41 263.83 Tm
0.0115 Tc
0 Tw
(vil)Tj
1.1654 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(agosszr)Tj
/F5 1 Tf
3.7098 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F1 1 Tf
10.5 0 0 10 107.91 251.68 Tm
0.0105 Tc
0.1219 Tw
(light grey and in one case )Tj
/F2 1 Tf
11.03 0 0 10.5 245.15 251.68 Tm
0.0114 Tc
0 Tw
(halv)Tj
1.8916 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(anyszr)Tj
/F5 1 Tf
3.3209 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
(e)Tj
/F1 1 Tf
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0.0105 Tc
0.1219 Tw
(pale grey. Yet, one light grey)Tj
-19.9629 -1.215 TD
0.1276 Tw
(tile was twice named white.)Tj
1.62 -1.215 TD
0.1514 Tw
[(The ratio of aggregate)-399(frequency of colour names and the number of)]TJ
-1.62 -1.215 TD
0.1324 Tw
[(tiles, which were assigned one name \(TotalFr/NoTiles\), is in good corre)29.5(-)]TJ
T*
0.0724 Tw
(lation with the candidates for the status of basic term. The larger the ratio)Tj
T*
0.1514 Tw
(numerically, the higher the probability, that in evidence is the candidate)Tj
T*
0.239 Tw
[(for basic term. It is evident in the Table)-483.8(that a large leap is occurring)]TJ
T*
0.1771 Tw
(between colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 217.98 166.63 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.903 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 251.99 166.63 Tm
0.0105 Tc
0.1771 Tw
(and the other names following it )Tj
/F2 1 Tf
11.03 0 0 10.5 435.15 166.63 Tm
0.0113 Tc
0 Tw
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F1 1 Tf
10.5 0 0 10 107.91 154.48 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 129.91 154.48 Tm
0.0114 Tc
(piros)Tj
/F1 1 Tf
10.5 0 0 10 152.99 154.48 Tm
0.0105 Tc
0.1114 Tw
(. This may be indicative of low consensus prevailing among the)Tj
-4.2933 -1.215 TD
0.12 Tw
(subjects. It may be, also that the subjects were too scarce. In the research)Tj
T*
0.2085 Tw
(by Urmas Sutrop on Estonian the ratios shrink step by step \(cf. Sutrop)Tj
T*
0.1276 Tw
(2000a : 155; 2002 : 84\).)Tj
/F2 1 Tf
9 0 0 9 229.92 736.23 Tm
-0.0179 Tc
0.1311 Tw
(Preliminary Study of Basic Colour Terms in Modern Hungarian)Tj
/F1 1 Tf
10 0 0 10 450.71 93.1799 Tm
0.0101 Tc
0 Tw
(113)Tj
ET
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106.91 102.18 202.27 -28.35 re
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[(3 Linguistica Uralica 2 2007)]TJ
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(The most frequent terms in the tile naming task)Tj
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(orange)Tj
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[(+7)3323.7(9)56(6)3323.7(8)-905(7)]TJ
16.6789 0 TD
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0.0123 Tc
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[(+7)3323.7(1)56(4)3323.7(9)-905(5)]TJ
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[(light green)]TJ
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[(+5)3323.7(2)56()-1390.2(8)481.4(6)3323.8(.)3323.9(5)]TJ
/F2 1 Tf
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0 Tc
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/F2 1 Tf
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[(purplish red)-3208.8()]TJ
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(100000)Tj
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-0.0181 Tc
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[(dark bluish green)-882.9()]TJ
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(100000)Tj
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(st)Tj
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[(dark red)-4874.7()]TJ
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(100000)Tj
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-0.0182 Tc
(st)Tj
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-0.015 Tc
0.1271 Tw
[(dark pink)-4344.9()]TJ
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[(broken white)-2858.9()]TJ
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[(turquoise green)-1808.9()]TJ
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(100000)Tj
/F2 1 Tf
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-0.0182 Tc
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2.48 0 TD
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(n)Tj
/F1 1 Tf
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-0.015 Tc
0.1271 Tw
[(butter colour)-2989.9()]TJ
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2.484 Tc
0 Tw
(100000)Tj
/F2 1 Tf
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-0.0182 Tc
(vaj-sz)Tj
2.4799 0 TD
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0.7676 0 TD
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(u)Tj
/F1 1 Tf
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-0.015 Tc
0.127 Tw
[(butter coloured)-1930.8()]TJ
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2.484 Tc
0 Tw
(100000)Tj
/F2 1 Tf
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-0.0183 Tc
(zld)Tj
1.649 0 TD
0 Tc
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-0.0182 0 TD
-0.0183 Tc
(es-barna)Tj
/F1 1 Tf
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-0.015 Tc
0.1271 Tw
[(greenish brown)-1813.9()]TJ
9.5 0 0 9.5 331 273.73 Tm
2.484 Tc
0 Tw
(100000)Tj
/F4 1 Tf
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-0.015 Tc
(Dominating)Tj
/F1 1 Tf
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[(154)-1770.8(73)-2012.9(61)-2014(15)-2256.1(4)-2499.1(2)]TJ
/F4 1 Tf
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(terms)Tj
/F1 1 Tf
10.5 0 0 10 144.87 217.13 Tm
0.0105 Tc
0.2105 Tw
(Table 5 displays the colour names dominating in the colour-naming)Tj
-1.619 -1.215 TD
0.0828 Tw
(task, which have been ranked according to specificity index together with)Tj
T*
0.1095 Tw
(dominance index obtained on different values. Also presented in Table is)Tj
T*
0.1276 Tw
(the distribution of dominance.)Tj
1.619 -1.215 TD
0.1495 Tw
(Colour name is considered dominant, if it has been attributed to one)Tj
-1.619 -1.215 TD
0.2143 Tw
(certain colour tile a certain multiple times of the threshold. Dominance)Tj
T*
0.1638 Tw
(index \(DI\) indicates to how many colour tiles the name superseding the)Tj
T*
0.22 Tw
(certain threshold has been ascribed. In this work, the dominance index)Tj
T*
0.1276 Tw
(threshold has been calculated as follows:)Tj
/F2 1 Tf
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0.0121 Tc
0.1311 Tw
(Mari Uuskla)Tj
/F3 1 Tf
6.1122 0 TD
0 Tc
0 Tw
(,)Tj
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1.0622 0 TD
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0.1311 Tw
(Urmas Sutrop)Tj
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0.0101 Tc
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(116)Tj
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[(DI)-11375.6(1)]TJ
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[(10)-1244.7(1)]TJ
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(41)Tj
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1.4724 Tc
(33)Tj
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(4)Tj
-28.5952 -1.215 TD
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0.1276 Tw
[(The threshold for tile)-1126.6()-1622.2(4)-2203.8(10)-1948.5(13)-1948.5(20)-1949.5(27)-1948.5(30)]TJ
0 -2.43 TD
0 Tw
[(Specificity)-422.8(index)-424.7(shows)-425.7(the)-426.6(ratio)-425.7(of)-426.6(dominance)-422.8(frequency)-424.7(and)-425.7(aggre-)]TJ
-1.62 -1.215 TD
0.0086 Tc
[(gate)-323.8(frequency)-325.7(\(SI)-322.8(=)-322.6(DominantFr)]TJ
/F3 1 Tf
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0 Tc
(/)Tj
/F1 1 Tf
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0.0085 Tc
[(TotalFr\).)-324.8(Dominance)-324.8(frequency)-325.8(has)-323.9(been)]TJ
-15.5933 -1.215 TD
0.0105 Tc
[(presented)-611.4(in)-615.2(Table)-613.3(4.)-614.3(Specificity)-610.5(index)-613.3(characterises)-610.5(the)-614.3(consensus)-612.4(of)]TJ
T*
[(opinions.)-540(Unlike)-541.9(the)-543.8(ratio)-541.9(of)-542.8(aggregate)-540.9(frequency)-540.9(and)-541.9(number)-541.9(of)-543.8(tiles)]TJ
T*
(\(TotalFr)Tj
/F3 1 Tf
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(/)Tj
/F1 1 Tf
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[(NoTiles\))-422.8(the)-426.6(specificity)-421.9(index)-424.7(characterises)-420.9(only)-424.7(the)-426.6(dominating)]TJ
-4.1781 -1.215 TD
[(names,)-499(because)-497.1(the)-500(non-dominating)-495.2(colour)-498.1(terms)-499(SI)-500(is)-500(always)-498.1(equal)-498.1(to)]TJ
T*
[(zero)-455.2(\(SI)-455.2(=)-456.9(DominantFr)]TJ
/F3 1 Tf
10.7067 0 TD
0 Tc
(/)Tj
/F1 1 Tf
0.5381 0 TD
0.0105 Tc
[(TotalFr)-453.3(=)-456.9(0)]TJ
/F3 1 Tf
5.3371 0 TD
0 Tc
(/)Tj
/F1 1 Tf
0.5371 0 TD
0.0105 Tc
[(TotalFr)-454.3(=)-455.9(0\).)-456.2(SI)-456.2(is)-455.2(calculated)-452.4(in)-456.2(this)]TJ
-17.119 -1.215 TD
[(work)-446.7(for)-445.8(DI)-446.7(1)]TJ
/F3 1 Tf
6.6581 0 TD
0 Tc
(/)Tj
/F1 1 Tf
0.5381 0 TD
0.011 Tc
(2.)Tj
-5.5762 -1.215 TD
0.0105 Tc
0.2095 Tw
(The consensus of opinions is complete in case of )Tj
/F2 1 Tf
11.03 0 0 10.5 376.01 577.48 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 410.35 577.48 Tm
0.0104 Tc
0.2096 Tw
(\(SI = 1\). In)Tj
-28.8038 -1.215 TD
0.1181 Tw
(Russian, the specificity index is 1 for colour name )Tj
/F8 1 Tf
11.03 0 0 10.5 356.54 565.33 Tm
0.0113 Tc
0 Tw
(belyj)Tj
/F1 1 Tf
10.5 0 0 10 390.94 565.33 Tm
0.0105 Tc
0.1181 Tw
(white \(Davies,)Tj
-26.9552 -1.215 TD
0.1362 Tw
(Corbett 1994 : 79\). In Estonian, too the consensus was the largest in case)Tj
T*
0.0103 Tc
0 Tw
(of )Tj
/F2 1 Tf
11.03 0 0 10.5 121.68 541.03 Tm
0.0114 Tc
(valge)Tj
/F1 1 Tf
10.5 0 0 10 151.8 541.03 Tm
0.0105 Tc
0.1524 Tw
(white \(SI = 0.99\) \(Sutrop 2000a : 160; 2002 : 8485\). The least,)Tj
-4.18 -1.215 TD
0.1743 Tw
(however is consensus in case of )Tj
/F2 1 Tf
11.03 0 0 10.5 271.37 528.88 Tm
0.0113 Tc
0 Tw
(lila)Tj
/F1 1 Tf
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0.0105 Tc
0.1743 Tw
(\(SI = 0.17\). For )Tj
/F2 1 Tf
11.03 0 0 10.5 370.78 528.88 Tm
0 Tc
0 Tw
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 396.9 528.88 Tm
0.0104 Tc
0.1743 Tw
(, an exception)Tj
-27.5229 -1.215 TD
0.2152 Tw
(has been made and the specificity index calculated, although the tile Y)Tj
T*
0.199 Tw
(was called with that name by 19, not by 20 subjects \(i.e. 50 %\). Colour)Tj
T*
0 Tw
(name )Tj
/F2 1 Tf
11.03 0 0 10.5 139.31 492.43 Tm
0 Tc
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 188.86 492.43 Tm
0.0105 Tc
0.2457 Tw
(lacks the specificity index, because one colour tile was)Tj
-7.7095 -1.215 TD
0.1266 Tw
(called with that name by only 17 subjects. Consequently, the diversity of)Tj
T*
0.1276 Tw
(opinions is large, in case of that colour name.)Tj
1.62 -1.215 TD
0.0533 Tw
(With the lowest dominance threshold \(DI 1)Tj
/F3 1 Tf
19.8124 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5381 0 TD
0.0105 Tc
0.0533 Tw
(10\), 53 different names are)Tj
-21.9705 -1.215 TD
0.1866 Tw
(dominating in 154 cases, i.e. several colour tiles have been assigned the)Tj
T*
0.1409 Tw
(same name several times. The 25 % threshold \(1)Tj
/F3 1 Tf
22.6886 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5371 0 TD
0.0105 Tc
0.1409 Tw
(4\), i.e. when at least 10)Tj
-23.2257 -1.215 TD
0.0343 Tw
(subjects have named a certain colour tile with a certain name, are in excess)Tj
T*
0.1105 Tw
(of 21 colour names, which have been given as the name to tiles 73 times.)Tj
T*
0.0819 Tw
(If the consensus of opinions is 50 % \(DI 1)Tj
/F3 1 Tf
19.2133 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5371 0 TD
0.0105 Tc
0.0819 Tw
[(2\), the colour tiles of the domi)15.3(-)]TJ
-19.7505 -1.215 TD
0.1362 Tw
(nating name number only 15 and for the status of basic colour terms, 10)Tj
T*
0.0381 Tw
(colour names run: )Tj
/F2 1 Tf
11.03 0 0 10.5 197.88 370.93 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F3 1 Tf
1.2548 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.5675 0 TD
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F3 1 Tf
0.883 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.5675 0 TD
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
(e)Tj
/F3 1 Tf
0.4633 0 TD
(,)Tj
/F2 1 Tf
0.5675 0 TD
0.0115 Tc
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F3 1 Tf
3.2704 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.5675 0 TD
0.0114 Tc
(piros)Tj
/F3 1 Tf
2.0934 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.5675 0 TD
0.0113 Tc
(barna)Tj
/F3 1 Tf
2.4787 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.5675 0 TD
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F3 1 Tf
0.5095 0 TD
(,)Tj
/F2 1 Tf
0.5675 0 TD
0.0114 Tc
(zld)Tj
/F3 1 Tf
1.7688 0 TD
0 Tc
(,)Tj
/F2 1 Tf
-32.2094 -1.1571 TD
0.0114 Tc
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F3 1 Tf
1.9726 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.6455 0 TD
0.0113 Tc
(lila)Tj
/F1 1 Tf
10.5 0 0 10 193.54 358.78 Tm
0.0105 Tc
0.1133 Tw
(. The threshold DI 1)Tj
/F3 1 Tf
9.4257 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5371 0 TD
0.0105 Tc
0.1133 Tw
(2 is usually a criterion, so that the)Tj
-18.1181 -1.215 TD
0 Tc
0.0076 Tw
(colour term could run for the status of basic term. In this work that threshold)Tj
T*
0.0067 Tc
0.0057 Tw
[(has not been superseded by the absolutely certain basic colour terms candi)10.5(-)]TJ
T*
0.0105 Tc
0 Tw
(date )Tj
/F2 1 Tf
11.03 0 0 10.5 132.42 322.33 Tm
0 Tc
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 158.55 322.33 Tm
0.0105 Tc
0.1181 Tw
(, because as aforementioned, one colour tile was called by that)Tj
-4.8229 -1.215 TD
0.1209 Tw
(name by 19, not by 20 subjects \(20 = DI 1)Tj
/F3 1 Tf
19.5248 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5381 0 TD
0.0105 Tc
0.1209 Tw
(2\). Stuck behind the threshold)Tj
-20.0629 -1.215 TD
0.0952 Tw
(is also )Tj
/F2 1 Tf
11.03 0 0 10.5 142 298.03 Tm
0 Tc
0 Tw
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 186.24 298.03 Tm
0.0105 Tc
0.0952 Tw
(. If the consensus of opinions is 67 %, dominating will be)Tj
-7.46 -1.215 TD
0.0609 Tw
(only 4 tiles with four names )Tj
/F2 1 Tf
11.03 0 0 10.5 246.7 285.88 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 276.11 285.88 Tm
0.0105 Tc
(, )Tj
/F2 1 Tf
11.03 0 0 10.5 282.19 285.88 Tm
0.0114 Tc
(piros)Tj
/F1 1 Tf
10.5 0 0 10 305.27 285.88 Tm
0.0105 Tc
(, )Tj
/F2 1 Tf
11.03 0 0 10.5 311.35 285.88 Tm
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F1 1 Tf
10.5 0 0 10 345.61 285.88 Tm
0.0105 Tc
0.0609 Tw
(and surprisingly, finding)Tj
-22.6381 -1.215 TD
-0.0095 Tc
0.0676 Tw
(itself in this line is also )Tj
/F2 1 Tf
11.03 0 0 10.5 216.95 273.73 Tm
-0.0121 Tc
0 Tw
(narancss)Tj
3.4838 0 TD
0 Tc
()Tj
-0.0122 0 TD
-0.0121 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 275.87 273.73 Tm
-0.0095 Tc
0.0676 Tw
(. On the level of 75 % consensus \(DI 3)Tj
/F3 1 Tf
16.7581 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5181 0 TD
-0.0092 Tc
(4\))Tj
-33.2724 -1.215 TD
0.0105 Tc
0.0524 Tw
(there are only two colour tiles of dominating name 2 )Tj
/F2 1 Tf
11.03 0 0 10.5 378.33 261.58 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.903 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 411.02 261.58 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 432.39 261.58 Tm
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F1 1 Tf
10.5 0 0 10 463.29 261.58 Tm
(.)Tj
-32.2257 -1.215 TD
0.0105 Tc
0.0904 Tw
(Under the dominance, running for the status of basic colour terms are)Tj
-1.62 -1.215 TD
0.2647 Tw
(10 colour names, besides the standard names also )Tj
/F2 1 Tf
11.03 0 0 10.5 368.09 237.28 Tm
0.0115 Tc
0 Tw
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 417.1 237.28 Tm
0.0104 Tc
0.2648 Tw
(. Unjustly)Tj
-29.4467 -1.215 TD
0.2485 Tw
(falling out is the colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 261.5 225.13 Tm
0 Tc
0 Tw
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 287.63 225.13 Tm
0.0105 Tc
0.2485 Tw
(, we will include it into the colour)Tj
-17.1162 -1.215 TD
0.0086 Tc
0.0038 Tw
[(names. Altogether running, on the basis of dominance frequency and speci)-26.6(-)]TJ
T*
0.0105 Tc
0.0504 Tw
(ficity index, for status of basic colour term, 11 colour names: )Tj
/F2 1 Tf
11.03 0 0 10.5 401.65 200.83 Tm
0.0113 Tc
0 Tw
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F3 1 Tf
1.2548 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.5793 0 TD
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F3 1 Tf
0.883 0 TD
0 Tc
(,)Tj
/F2 1 Tf
-32.2094 -1.1571 TD
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8286 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F3 1 Tf
0.4633 0 TD
(,)Tj
/F2 1 Tf
0.7344 0 TD
0.0115 Tc
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F3 1 Tf
3.2713 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7335 0 TD
0.0114 Tc
(piros)Tj
/F3 1 Tf
2.0934 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7335 0 TD
0.0113 Tc
(barna)Tj
/F3 1 Tf
2.4787 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.7344 0 TD
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F3 1 Tf
0.5095 0 TD
(,)Tj
/F2 1 Tf
0.7344 0 TD
0.0114 Tc
(zld)Tj
/F3 1 Tf
1.7688 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7344 0 TD
0.0114 Tc
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F3 1 Tf
1.9717 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7344 0 TD
0.0113 Tc
(lila)Tj
/F1 1 Tf
10.5 0 0 10 414.25 188.68 Tm
0.0107 Tc
(and)Tj
/F2 1 Tf
11.03 0 0 10.5 437.16 188.68 Tm
0 Tc
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 463.29 188.68 Tm
0 Tc
(.)Tj
-33.8457 -1.215 TD
0.0105 Tc
0.1276 Tw
(The candidate for basic colour terms )Tj
/F2 1 Tf
11.03 0 0 10.5 291.35 176.53 Tm
0 Tc
0 Tw
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 339.66 176.53 Tm
0.0105 Tc
0.1276 Tw
[(will be dropped.)]TJ
/F4 1 Tf
-22.0714 -2.43 TD
(3.3. The combined analysis)Tj
/F1 1 Tf
T*
0.1981 Tw
(As a result of the list task and the colour-naming task, running for the)Tj
0 -1.215 TD
0.2476 Tw
(status of basic colour terms are 13 colour names, of them 11 standard)Tj
/F2 1 Tf
9 0 0 9 229.92 736.23 Tm
-0.0179 Tc
0.1311 Tw
(Preliminary Study of Basic Colour Terms in Modern Hungarian)Tj
/F1 1 Tf
10 0 0 10 450.71 93.1799 Tm
0.0101 Tc
0 Tw
(117)Tj
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(Mari Uuskla)Tj
/F3 1 Tf
6.1122 0 TD
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(,)Tj
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1.0622 0 TD
0.0121 Tc
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(Urmas Sutrop)Tj
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10 0 0 10 127.87 93.1799 Tm
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(118)Tj
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(names: )Tj
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/F3 1 Tf
2.0925 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.6364 0 TD
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
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(e)Tj
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0.4647 0 TD
(k)Tj
/F3 1 Tf
0.5095 0 TD
(,)Tj
/F2 1 Tf
0.6364 0 TD
0.0114 Tc
(zld)Tj
/F3 1 Tf
1.7688 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.6364 0 TD
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F3 1 Tf
1.9701 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.6364 0 TD
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F3 1 Tf
0.883 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.6364 0 TD
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F3 1 Tf
1.2548 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.6364 0 TD
0.0113 Tc
(barna)Tj
/F3 1 Tf
2.4778 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.6364 0 TD
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8287 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F3 1 Tf
0.4633 0 TD
(,)Tj
/F2 1 Tf
0.6364 0 TD
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 467.88 711.13 Tm
0.0107 Tc
(and)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 698.98 Tm
0.0114 Tc
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 190.15 698.98 Tm
0.0097 Tc
0.0027 Tw
(, 1 composite name )Tj
/F2 1 Tf
11.03 0 0 10.5 283.86 698.98 Tm
0.0115 Tc
0 Tw
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 335.55 698.98 Tm
0.0095 Tc
0.0029 Tw
(and 1 simple colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 457.05 698.98 Tm
0.0115 Tc
0 Tw
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10.5 0 0 10 483.24 698.98 Tm
(.)Tj
-33.8448 -1.215 TD
0.0105 Tc
0.0457 Tw
(For final analysis we will add also some other colour names like )Tj
/F2 1 Tf
11.03 0 0 10.5 440.06 686.83 Tm
0.0114 Tc
0 Tw
(vrs)Tj
/F1 1 Tf
10.5 0 0 10 467.88 686.83 Tm
0.0107 Tc
(and)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 674.68 Tm
0.0086 Tc
(narancs)Tj
/F1 1 Tf
10.5 0 0 10 166.65 674.68 Tm
0.0076 Tc
0.0048 Tw
(\(recurrent with Berlin and Kay as basic colour terms of Hungarian\),)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 662.53 Tm
0.0114 Tc
0 Tw
(citroms)Tj
3.0659 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F3 1 Tf
1.9717 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7189 0 TD
0.0115 Tc
(vil)Tj
1.1655 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(agos)Tj
/F5 1 Tf
1.8811 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 246.38 662.53 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 269.13 662.53 Tm
0.0116 Tc
(st)Tj
1.1618 0 TD
0 Tc
()Tj
0.0116 0 TD
0.0116 Tc
(et)Tj
/F5 1 Tf
0.7922 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 311.96 662.53 Tm
0.0105 Tc
0.1838 Tw
(\(of relatively high frequency in list)Tj
-17.5324 -1.215 TD
0.0142 Tc
0.3486 Tw
(task\) and )Tj
/F2 1 Tf
11.03 0 0 10.5 182.13 650.38 Tm
0.017 Tc
0 Tw
(st)Tj
1.1779 0 TD
0 Tc
()Tj
0.017 0 TD
0.017 Tc
(etszr)Tj
/F5 1 Tf
2.6456 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5131 0 TD
(e)Tj
/F3 1 Tf
0.4687 0 TD
(,)Tj
/F2 1 Tf
0.8976 0 TD
0.0169 Tc
(vil)Tj
1.1817 0 TD
0 Tc
()Tj
0.0169 0 TD
0.0169 Tc
(agosszr)Tj
/F5 1 Tf
3.7442 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5141 0 TD
(e)Tj
/F3 1 Tf
0.4687 0 TD
(,)Tj
/F2 1 Tf
0.8976 0 TD
0.017 Tc
(st)Tj
1.1779 0 TD
0 Tc
()Tj
0.017 0 TD
0.017 Tc
(etzld)Tj
/F3 1 Tf
2.5857 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8985 0 TD
0.0169 Tc
(vil)Tj
1.1818 0 TD
0 Tc
()Tj
0.0169 0 TD
0.0169 Tc
(agoszld)Tj
/F1 1 Tf
10.5 0 0 10 432.38 650.38 Tm
0.0143 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 457.03 650.38 Tm
0.0166 Tc
(tr)Tj
/F5 1 Tf
1.2856 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5131 0 TD
0.0169 Tc
(iz)Tj
/F1 1 Tf
10.5 0 0 10 127.87 638.23 Tm
0.0105 Tc
0.1276 Tw
(\(frequent recurrence in the colour-naming task\).)Tj
1.619 -1.215 TD
0.1676 Tw
(The combined analysis of the results of two surveys was carried out)Tj
-1.619 -1.215 TD
0.2286 Tw
(with the help of the same methods as in case of basic colour terms of)Tj
T*
0.1276 Tw
(Estonian \(Sutrop 2000a; 2002\).)Tj
1.619 -1.215 TD
0.1266 Tw
(We will sum up for every colour name the criterion threshold, which)Tj
-1.619 -1.215 TD
0.1971 Tw
(it superseded. In the colour-naming task, the thresholds to be reckoned)Tj
T*
0.0295 Tw
(with are frequency \(Fr > 20\) and the mean position \(mP < 8\). In the colour-)Tj
T*
0.1476 Tw
(naming task the thresholds to be reckoned with are aggregate frequency)Tj
T*
0.1714 Tw
(\(TotalFr 60\), dominance index \(DI 1)Tj
/F3 1 Tf
17.9352 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5381 0 TD
0.0105 Tc
0.1714 Tw
(2 1\) and specificity index \(SI >)Tj
-18.4733 -1.215 TD
0.1752 Tw
(0.30\). On the basis of those criteria the number of thresholds the colour)Tj
T*
0.0733 Tw
(names have superseded may range from 0 to 5. The number of thresholds)Tj
T*
0.1028 Tw
(superseded is indicated by Table 6, column \(\). In respect of superseding)Tj
T*
0.0828 Tw
(of at least one threshold the following colour terms will continue running)Tj
T*
0.22 Tw
(for the status of basic name: )Tj
/F2 1 Tf
11.03 0 0 10.5 276.63 480.28 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F3 1 Tf
2.0925 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.7561 0 TD
(k)Tj
/F2 1 Tf
0.5095 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F3 1 Tf
0.5095 0 TD
(,)Tj
/F2 1 Tf
0.7561 0 TD
0.0114 Tc
(zld)Tj
/F3 1 Tf
1.7688 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7561 0 TD
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F3 1 Tf
1.97 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7561 0 TD
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F3 1 Tf
0.883 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7561 0 TD
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F3 1 Tf
1.2548 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7561 0 TD
0.0113 Tc
(lila)Tj
/F3 1 Tf
1.4606 0 TD
0 Tc
(,)Tj
/F2 1 Tf
-32.2085 -1.1571 TD
0.0095 Tc
(barna)Tj
/F3 1 Tf
2.466 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.5159 0 TD
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(altogether designate the same colour\). In that case the colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 439.81 468.13 Tm
0.0115 Tc
0 Tw
(bord)Tj
1.9079 0 TD
0 Tc
()Tj
0.0115 0 TD
(o)Tj
/F1 1 Tf
10.5 0 0 10 107.91 455.98 Tm
0.0105 Tc
0.1562 Tw
[(has moved, in the Hungarian colour concepts system to the place previ)34.3(-)]TJ
0 -1.215 TD
0.2714 Tw
(ously occupied by )Tj
/F2 1 Tf
11.03 0 0 10.5 205.47 443.83 Tm
0.0114 Tc
0 Tw
(vrs)Tj
/F1 1 Tf
10.5 0 0 10 230.08 443.83 Tm
0.0105 Tc
0.2714 Tw
(. The similar substitution has also occurred in)Tj
-11.6352 -1.215 TD
0.0838 Tw
(French, where the old colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 277.39 431.68 Tm
0.0114 Tc
0 Tw
(brun)Tj
/F1 1 Tf
10.5 0 0 10 302.86 431.68 Tm
0.0105 Tc
0.0838 Tw
(brown is being gradually ousted)Tj
-18.5667 -1.215 TD
0.0609 Tw
(by the new colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 228.08 419.53 Tm
0.0113 Tc
0 Tw
(marron)Tj
/F1 1 Tf
10.5 0 0 10 265.04 419.53 Tm
0.0105 Tc
0.0609 Tw
(\(chestnut\) brown \(cf. Des Lauriers 1992\).)Tj
-13.3448 -1.215 TD
0.1695 Tw
(Now there are 12 more colour names running for the status of basic)Tj
-1.62 -1.215 TD
0.0933 Tw
(colour terms, in addition to standard names also )Tj
/F2 1 Tf
11.03 0 0 10.5 348.3 395.23 Tm
0.0115 Tc
0 Tw
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 401.02 395.23 Tm
0.0105 Tc
0.0933 Tw
(dark brown.)Tj
-27.9152 -1.215 TD
0.0019 Tc
0.0105 Tw
(The colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 185.58 383.08 Tm
0.0024 Tc
0 Tw
(st)Tj
1.1342 0 TD
0 Tc
()Tj
0.0024 0 TD
0.0024 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 236.19 383.08 Tm
0.0019 Tc
0.0105 Tw
(exceeds in the colour-naming tasks all thresholds)Tj
-12.2171 -1.215 TD
0.0105 Tc
0.1324 Tw
(and obtains the sum of crossed thresholds 3. )Tj
/F2 1 Tf
11.03 0 0 10.5 331.93 370.93 Tm
0.0114 Tc
0 Tw
(St)Tj
1.3413 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 387.06 370.93 Tm
0.0105 Tc
0.1324 Tw
(50% domination)Tj
-26.5857 -1.215 TD
0.1866 Tw
(3\(!\) at colour tile \(O-S3, RO-S3 and R-S3\) is a very strong argument for)Tj
T*
0.0457 Tw
(basic status. The counterarguments are the following. Under the definition)Tj
T*
0.1181 Tw
(the basic name must be mono-lexemic, i.e. its meaning should not derive)Tj
T*
0.1009 Tw
(from the components of the name. Components of the colour name )Tj
/F2 1 Tf
11.03 0 0 10.5 439.94 322.33 Tm
0.0116 Tc
0 Tw
(st)Tj
1.1618 0 TD
0 Tc
()Tj
0.0116 0 TD
0.0126 Tc
(et-)Tj
-31.2758 -1.1571 TD
0.0058 Tc
(barna)Tj
/F1 1 Tf
10.5 0 0 10 137.67 310.18 Tm
0.0048 Tc
0.0076 Tw
(suggest that it designates dark and brown \(by colour tile it is obvious,)Tj
-2.8343 -1.215 TD
0.0105 Tc
0.1047 Tw
(that the colour has a reddish hue, because the name dominates in orange)Tj
T*
0.0962 Tw
(reddish region\). We might take into consideration the additional criterion)Tj
T*
0.119 Tw
(of Berlin and Kay definition: if the status of the colour name is doubtful,)Tj
T*
0.1762 Tw
(its morphological intricacy should be taken into account. Because it is a)Tj
T*
0.1276 Tw
(compound word, )Tj
/F2 1 Tf
11.03 0 0 10.5 195.64 249.43 Tm
0.0115 Tc
0 Tw
(st)Tj
1.1614 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(etbarna)Tj
/F1 1 Tf
10.5 0 0 10 248.72 249.43 Tm
0.0105 Tc
0.1276 Tw
(will be dropped off the basic colour terms.)Tj
-11.7905 -1.215 TD
0.0181 Tc
0.3448 Tw
(The most salient names in Hungarian are )Tj
/F2 1 Tf
11.03 0 0 10.5 351.47 237.28 Tm
0.0214 Tc
0 Tw
(piros)Tj
/F3 1 Tf
2.1396 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.9012 0 TD
0.0213 Tc
(fe)Tj
/F5 1 Tf
0.9211 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5177 0 TD
0.0215 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 421.46 237.28 Tm
0.0181 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 446.22 237.28 Tm
0.0213 Tc
(zld)Tj
/F1 1 Tf
10.5 0 0 10 107.91 225.13 Tm
0.0105 Tc
[(\(exceeding)-437.1(all)-440(5)-440(prescribed)-437.1(thresholds\).)-436.2(Following)-437.1(are)-439(those)-439(superseding)]TJ
0 -1.215 TD
0 Tc
(4)Tj
0.9924 0 TD
0.0105 Tc
(thresholds)Tj
/F2 1 Tf
11.03 0 0 10.5 173.26 212.98 Tm
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F1 1 Tf
10.5 0 0 10 203.95 212.98 Tm
0.0107 Tc
(and)Tj
/F5 1 Tf
11.03 0 0 10.5 226.99 212.98 Tm
0 Tc
(k)Tj
/F2 1 Tf
0.5204 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 248.55 212.98 Tm
0.0105 Tc
[(and)-470.5(surprisingly,)-465.7(this)-470.5(line)-470.5(includes)-467.6(also)-470.5(the)]TJ
-13.3943 -1.215 TD
0.2171 Tw
(so-called secondary basic colour terms )Tj
/F2 1 Tf
11.03 0 0 10.5 304.54 200.83 Tm
0.0113 Tc
0 Tw
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
(e)Tj
/F1 1 Tf
10.5 0 0 10 340.46 200.83 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 363.56 200.83 Tm
0.0114 Tc
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 425.94 200.83 Tm
0.0105 Tc
0.2172 Tw
(. In this)Tj
-30.2886 -1.215 TD
0.2362 Tw
(connection we may ascertain that )Tj
/F2 1 Tf
11.03 0 0 10.5 281.26 188.68 Tm
0.0114 Tc
0 Tw
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 348.85 188.68 Tm
0.0105 Tc
0.2362 Tw
(designating orange is a)Tj
-22.9467 -1.215 TD
0.2314 Tw
(basic colour word taken root in literary Hungarian and hence we may)Tj
T*
0.1276 Tw
(assert that the basic colour name may also be a compound word.)Tj
1.62 -1.215 TD
0.0381 Tw
(The basic colour names superseding 3 thresholds )Tj
/F2 1 Tf
11.03 0 0 10.5 363.09 152.23 Tm
0 Tc
0 Tw
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F3 1 Tf
1.97 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.5675 0 TD
0.0113 Tc
(barna)Tj
/F1 1 Tf
10.5 0 0 10 425.95 152.23 Tm
0.0105 Tc
(and )Tj
/F2 1 Tf
11.03 0 0 10.5 447.17 152.23 Tm
0.0113 Tc
(lila)Tj
/F1 1 Tf
10.5 0 0 10 463.29 152.23 Tm
0 Tc
(.)Tj
-33.8457 -1.215 TD
0.0105 Tc
0.3172 Tw
(Colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 175.4 140.08 Tm
0 Tc
0 Tw
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 207.59 140.08 Tm
0.0105 Tc
0.3171 Tw
(does not cross two colour-naming task thresholds,)Tj
-9.4933 -1.215 TD
0.1609 Tw
(because lacking was such colour tile, which 50% of the interviewees \(DI)Tj
T*
0 Tc
0 Tw
(1)Tj
/F3 1 Tf
0.5105 0 TD
(/)Tj
/F1 1 Tf
0.5381 0 TD
0.0105 Tc
0.1933 Tw
(2\) would have called with the name )Tj
/F2 1 Tf
11.03 0 0 10.5 305.58 115.78 Tm
0 Tc
0 Tw
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 331.7 115.78 Tm
0.0105 Tc
0.1933 Tw
(. The response of only one)Tj
ET
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13 831 569 -817 re
13 831 m
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0 842.04 594.96 -842.04 re
W n
BT
/F2 1 Tf
9 0 0 9 127.87 736.23 Tm
0 g
0.0121 Tc
0.1311 Tw
(Mari Uuskla)Tj
/F3 1 Tf
6.1122 0 TD
0 Tc
0 Tw
(,)Tj
/F2 1 Tf
1.0622 0 TD
0.0121 Tc
0.1311 Tw
(Urmas Sutrop)Tj
/F1 1 Tf
10 0 0 10 127.87 93.1799 Tm
0.0101 Tc
0 Tw
(120)Tj
ET
1 g
126.87 720.13 360 -613.7 re
f
BT
10.5 0 0 10 127.87 711.13 Tm
0 g
0.0105 Tc
0.0609 Tw
(subject fell short \(it was named 19 times, not 20 times\), which would have)Tj
0 -1.215 TD
0.1276 Tw
(given the 1)Tj
/F3 1 Tf
5.2248 0 TD
0 Tc
0 Tw
(/)Tj
/F1 1 Tf
0.5371 0 TD
0.0105 Tc
0.1276 Tw
(2 dominance index. )Tj
-4.1429 -1.215 TD
0.0705 Tw
(Only 2 thresholds \(frequency list task and aggregate frequency colour-)Tj
-1.619 -1.215 TD
0.0466 Tw
(naming task\) were crossed by the colour term )Tj
/F2 1 Tf
11.03 0 0 10.5 351.22 674.68 Tm
0 Tc
0 Tw
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 395.46 674.68 Tm
0.0105 Tc
0.0467 Tw
(. Evidently, in case)Tj
-25.4848 -1.215 TD
0.1971 Tw
(of that colour word, in evidence is the lowest status basic colour terms)Tj
T*
0.0628 Tw
(candidate. Yet we may say that )Tj
/F2 1 Tf
11.03 0 0 10.5 282.43 650.38 Tm
0 Tc
0 Tw
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 330.07 650.38 Tm
0.0105 Tc
0.0628 Tw
(is the basic colour term, because)Tj
-19.2571 -1.215 TD
0.1181 Tw
(the list task places it by cognitive salience index in the 10th place, before)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 626.08 Tm
0.0114 Tc
0 Tw
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 190.25 626.08 Tm
0.0105 Tc
0.3276 Tw
(. The colour-naming task however lacked consensus with)Tj
-5.941 -1.215 TD
0.1685 Tw
(respect to colour, which could be designated in Hungarian by the word)Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 601.78 Tm
0 Tc
0 Tw
(r)Tj
0.4058 0 TD
()Tj
-0.0003 0 TD
-0.0002 Tc
(ozsasz)Tj
2.6695 0 TD
0 Tc
()Tj
-0.0003 0 TD
-0.0003 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 170.64 601.78 Tm
0 Tc
0.0981 Tw
(. Most of all, 17 times, this name was assigned to colour tile R-T4,)Tj
-4.0733 -1.215 TD
0.0105 Tc
0.2047 Tw
(13 times the same name was assigned to colour tile ROR-T3. There are)Tj
T*
0.2419 Tw
(valid reasons to assume that the term designating pink )Tj
/F2 1 Tf
11.03 0 0 10.5 418.88 577.48 Tm
0 Tc
0 Tw
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 468.38 577.48 Tm
0.0106 Tc
(the)Tj
-32.4295 -1.215 TD
0.0105 Tw
(colour of rose is associating also the colour of the cabbage rose \()Tj
/F2 1 Tf
11.03 0 0 10.5 434.44 565.33 Tm
0.0118 Tc
0.0087 Tw
(Rosa centi-)Tj
-27.7942 -1.1571 TD
0.0113 Tc
0 Tw
(folia)Tj
/F1 1 Tf
10.5 0 0 10 150.46 553.1799 Tm
0.0103 Tc
(\).)Tj
-0.5324 -1.215 TD
0.0105 Tc
0.2428 Tw
(Consequently the Hungarian language has 11 basic colour terms )Tj
/F2 1 Tf
11.03 0 0 10.5 127.87 528.88 Tm
0.0114 Tc
0 Tw
(piros)Tj
/F3 1 Tf
2.0925 0 TD
0 Tc
(,)Tj
/F5 1 Tf
0.8132 0 TD
(k)Tj
/F2 1 Tf
0.5594 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F3 1 Tf
0.5104 0 TD
(,)Tj
/F2 1 Tf
0.8123 0 TD
0.0114 Tc
(zld)Tj
/F3 1 Tf
1.7697 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8132 0 TD
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F3 1 Tf
1.9691 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8132 0 TD
0.0114 Tc
(feh)Tj
1.4383 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F3 1 Tf
0.883 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8132 0 TD
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.9021 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
0.0115 Tc
(ete)Tj
/F3 1 Tf
1.2539 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8132 0 TD
0.0113 Tc
(lila)Tj
/F3 1 Tf
1.4615 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.8132 0 TD
0.0113 Tc
(barna)Tj
/F3 1 Tf
2.4787 0 TD
0 Tc
(,)Tj
/F2 1 Tf
0.7915 0 TD
0.0113 Tc
(szr)Tj
/F5 1 Tf
1.8277 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
(e)Tj
/F3 1 Tf
0.4642 0 TD
(,)Tj
/F2 1 Tf
0.8132 0 TD
0.0114 Tc
(narancss)Tj
3.6724 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 127.87 516.73 Tm
0.0107 Tc
(and)Tj
/F2 1 Tf
11.03 0 0 10.5 151.38 516.73 Tm
0 Tc
(r)Tj
0.4175 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
(ozsasz)Tj
2.7402 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(n)Tj
/F1 1 Tf
10.5 0 0 10 200.52 516.73 Tm
0.0105 Tc
0.2067 Tw
(\(Table 7\). The 12th basic name )Tj
/F6 1 Tf
15.14 0 TD
0 Tw
(vrs)Tj
/F1 1 Tf
2.6819 0 TD
0.2067 Tw
(offered by B. Berlin)Tj
-24.741 -1.215 TD
0.0838 Tw
(and P. Kay, is by no means a basic colour word of Hungarian. In the first)Tj
T*
0.1524 Tw
(place, its naming frequency was very low in list task, and in the second)Tj
T*
0.0352 Tw
(place, there was no whatsoever consensus of opinions, which colour might)Tj
T*
0 Tw
(be )Tj
/F2 1 Tf
11.03 0 0 10.5 142.98 468.13 Tm
0.0114 Tc
(vrs)Tj
/F1 1 Tf
10.5 0 0 10 171.66 468.13 Tm
0.0105 Tc
0.1276 Tw
(in the colour-naming tasks.)Tj
/F2 1 Tf
26.5676 -2.015 TD
0.0123 Tc
0 Tw
(Table)Tj
/F6 1 Tf
2.8571 0 TD
0 Tc
(7)Tj
/F4 1 Tf
9.45 0 0 9 158.2 435.83 Tm
0.0095 Tc
0.127 Tw
(Basic colour terms of Hungarian after B. Berlin and P. Kay \(1969\) )Tj
12.3735 -1.1111 TD
0.0096 Tc
0.1269 Tw
(and our study)Tj
8.4 0 0 8 144.87 408.68 Tm
0.0095 Tc
0.1274 Tw
[(B. Berlin and P. Kay \(1969\))-3559.5(Our study)-6960.7(English gloss)]TJ
/F2 1 Tf
11.03 0 0 10.5 144.87 394.53 Tm
0.0115 Tc
0 Tw
(fej)Tj
1.2286 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0114 Tc
[(er)-10471.8(feh)]TJ
12.7911 0 TD
0 Tc
()Tj
0.0114 0 TD
0.0114 Tc
(er)Tj
/F1 1 Tf
10.5 0 0 10 382.98 394.53 Tm
0.0106 Tc
(white)Tj
/F2 1 Tf
11.03 0 0 10.5 144.87 382.38 Tm
0.0113 Tc
(fe)Tj
/F5 1 Tf
0.903 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0114 Tc
[(ete)-9927(fe)]TJ
/F5 1 Tf
12.0834 0 TD
0 Tc
(k)Tj
/F2 1 Tf
0.5095 0 TD
0.0115 Tc
(ete)Tj
/F1 1 Tf
10.5 0 0 10 382.98 382.38 Tm
0.0105 Tc
(black)Tj
/F2 1 Tf
11.03 0 0 10.5 144.87 370.23 Tm
0.0114 Tc
[(piros)-10501.8(piros)]TJ
/F1 1 Tf
10.5 0 0 10 382.98 370.23 Tm
0.0104 Tc
(red)Tj
7.35 0 0 7 398.89 367.92 Tm
0.0095 Tc
(\(1\))Tj
/F2 1 Tf
11.03 0 0 10.5 144.87 358.08 Tm
0.0114 Tc
(vrs)Tj
/F1 1 Tf
10.5 0 0 10 283.77 358.08 Tm
0 Tc
()Tj
9.4486 0 TD
0.0104 Tc
(red)Tj
7.35 0 0 7 398.89 355.77 Tm
0 Tc
(2)Tj
/F2 1 Tf
11.03 0 0 10.5 144.87 345.93 Tm
0.0114 Tc
[(zld)-10825.4(zld)]TJ
/F1 1 Tf
10.5 0 0 10 382.98 345.93 Tm
0.0106 Tc
(green)Tj
/F2 1 Tf
11.03 0 0 10.5 144.87 333.78 Tm
0 Tc
(s)Tj
0.3875 0 TD
()Tj
0.0115 0 TD
0.0115 Tc
[(arga)-10226(s)]TJ
12.5815 0 TD
0 Tc
()Tj
0.0115 0 TD
0.0115 Tc
(arga)Tj
/F1 1 Tf
10.5 0 0 10 382.98 333.78 Tm
0.0105 Tc
(yellow)Tj
/F5 1 Tf
11.03 0 0 10.5 144.87 321.6299 Tm
0 Tc
(k)Tj
/F2 1 Tf
0.5104 0 TD
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
11.1065 Tc
(kk)Tj
/F2 1 Tf
12.1161 0 TD
0 Tc
()Tj
0.0113 0 TD
(e)Tj
/F5 1 Tf
0.4647 0 TD
(k)Tj
/F1 1 Tf
10.5 0 0 10 382.98 321.6299 Tm
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-26.2076 -1.215 TD
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/F1 1 Tf
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(means both the fruit and the colour.)Tj
-14.8524 -1.215 TD
0.2171 Tw
(In his inspiring paper, Ferenc Kiefer \(2005\) recently asked: Is there)Tj
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T*
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T*
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(red the basic )Tj
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(piros)Tj
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(vrs)Tj
/F1 1 Tf
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0.0105 Tc
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-20.3267 -1.215 TD
0.1285 Tw
(nothing to do with the theory of basic colour terms. The semantic use of)Tj
T*
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(two colour terms for red in Hungarian \(syntagmatic and paradigmatic\))Tj
T*
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(could be an areal phenomenon because a similar use of two terms for red)Tj
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1.4701 0 TD
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( can also be found \(at least\) in Czech.)Tj
/F4 1 Tf
-9.8829 -2.43 TD
(4. Summary)Tj
/F1 1 Tf
0 -2.215 TD
0.0048 Tc
0.139 Tw
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T*
0.1609 Tw
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T*
0.1057 Tw
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T*
0.0552 Tw
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T*
0.1733 Tw
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T*
0.0733 Tw
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T*
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T*
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0.0076 Tw
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T*
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T*
0.1276 Tw
(have however offered 759 different colour names \(Sutrop 2000a\).)Tj
1.62 -1.215 TD
0.0105 Tc
0.0181 Tw
(Hungarian has 11 basic colour terms: )Tj
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0.0114 Tc
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/F1 1 Tf
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0.0105 Tc
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(k)Tj
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0.0114 Tc
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[(orange.)-261.9(Colour term )]TJ
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0.0114 Tc
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(2)Tj
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(meets fully and exclusively the last, the seventh stadium of Berlin-Kay)Tj
T*
0.1276 Tw
(development scheme.)Tj
1.62 -1.215 TD
0.0409 Tw
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0.1152 Tw
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T*
0.1895 Tw
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T*
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T*
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(Acknowledgements)Tj
/F1 1 Tf
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(6744.)Tj
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(Preliminary Study of Basic Colour Terms in Modern Hungarian)Tj
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[(1996, Matching Hungarian and English Color)]TJ
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(Terms. International Journal of Lexicography 9, 102117.)Tj
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[(Bartha)300.3(,)300.3( K)300.3(.)300.3( )]TJ
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[(1937, Szkincstanulmny a magyar nyelv sznelnevezseir)]TJ
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[(B., K)-300.1(a)-300.6(y, P. 1969, Basic Color Terms. Their Universality and Evolu)-25.4(-)]TJ
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[(Csapdi)300.5(,)300.5( I)300.5(.)300.5( )]TJ
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[(1899, Vrs s piros. Magyar Nyelv)]TJ
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[(Davies)300.4(,)300.4( )]TJ
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[(I., )]TJ
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[(Corbett)300.5(,)300.5( G)300.5(.)300.5( )]TJ
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[(1994, The Basic Color Terms of Russian. )]TJ
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(Languages of the World 9, 2536.)Tj
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[(Forbes)300.4(,)300.4( )]TJ
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