A 2011-es kislevelű hárs minták tapasztalati szóráshányadosainak és az állapotfüggő regressziók meredekségének korrelációja

VI.MELLÉKLET. StatsDirect program kovariancia analízis (ANCOVA) jegyzőkönyvei

VI.I.MELLÉKLET. StatsDirect jegyzőkönyv a 2010-es bükkfa minták glükóz-fruktóz regressziós egyeneseinek kovariancia analíziséről

Grouped linear regression

Source of variation SSq DF MSq VR

Common slope 150718786,636027 1 150718786,636027

2223,367993 P < 0,0001

Between slopes 1204157,133038 6 200692,855506 2,960574

P = 0,0192

Separate residuals 2372597,585221 35 67788,502435

Within groups 154295541,354285 42

Common slope is significant

Difference between slopes is significant

Slope comparisons:

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 2 (Glükóz (?g/1 g sz.levél)) = 1,044211 vs. 1,084105 Difference (95% CI) = 0,039894 (-0,545725 to 0,625514)

t = -0,138297 P = 0,8908

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 1,044211 vs. 1,029855 Difference (95% CI) = 0,014356 (-0,200893 to 0,229605)

t = 0,135395 P = 0,8931

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 1,044211 vs. 1,006723 Difference (95% CI) = 0,037488 (-0,144403 to 0,21938)

t = 0,418412 P = 0,6782

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,044211 vs. 0,988255 Difference (95% CI) = 0,055957 (-0,099779 to 0,211692)

t = 0,729428 P = 0,4706

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,044211 vs. 0,802822 Difference (95% CI) = 0,241389 (-0,106183 to 0,588961)

t = 1,409913 P = 0,1674

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,044211 vs. 0,618802 Difference (95% CI) = 0,425409 (0,185016 to 0,665803)

t = 3,592555 P = 0,001

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 1,084105 vs. 1,029855 Difference (95% CI) = 0,05425 (-0,534369 to 0,642869)

t = 0,187105 P = 0,8527

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 1,084105 vs. 1,006723 Difference (95% CI) = 0,077383 (-0,499874 to 0,654639)

t = 0,272141 P = 0,7871

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,084105 vs. 0,988255 Difference (95% CI) = 0,095851 (-0,473705 to 0,665407)

t = 0,341648 P = 0,7347

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,084105 vs. 0,802822 Difference (95% CI) = 0,281283 (-0,36752 to 0,930087)

t = 0,880136 P = 0,3848

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,084105 vs. 0,618802 Difference (95% CI) = 0,465303 (-0,132968 to 1,063575)

t = 1,578908 P = 0,1234

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 1,029855 vs. 1,006723 Difference (95% CI) = 0,023133 (-0,168196 to 0,214461)

t = 0,245451 P = 0,8075

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,029855 vs. 0,988255 Difference (95% CI) = 0,041601 (-0,12506 to 0,208261)

t = 0,506743 P = 0,6155

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,029855 vs. 0,802822

Difference (95% CI) = 0,227033 (-0,125569 to 0,579635) t = 1,307145 P = 0,1997

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,029855 vs. 0,618802 Difference (95% CI) = 0,411053 (0,163443 to 0,658664)

t = 3,370138 P = 0,0018

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,006723 vs. 0,988255 Difference (95% CI) = 0,018468 (-0,102064 to 0,139)

t = 0,311058 P = 0,7576

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,006723 vs. 0,802822 Difference (95% CI) = 0,203901 (-0,129387 to 0,537188)

t = 1,241993 P = 0,2225

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,006723 vs. 0,618802 Difference (95% CI) = 0,387921 (0,168687 to 0,607154)

t = 3,592155 P = 0,001

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,988255 vs. 0,802822 Difference (95% CI) = 0,185433 (-0,134332 to 0,505198)

t = 1,177265 P = 0,247

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,988255 vs. 0,618802 Difference (95% CI) = 0,369453 (0,171381 to 0,567525)

t = 3,786647 P = 0,0006

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,802822 vs. 0,618802 Difference (95% CI) = 0,18402 (-0,18447 to 0,55251)

t = 1,013814 P = 0,3176

Between groups 8429179,346685 6 1404863,224447 16,103814

Within 3576754,718258 41 87237,919958

Total 12005934,064943 47

P < 0,0001

Corrected Y means ± SE for baseline mean predictor of 6017,487755:

Y' = 5504,194748 ± 120,706524

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 2 (Glükóz (?g/1 g sz.levél)) vertical separation = 595,530108 95% CI = 271,252238 to 919,807978

t = 3,708848 (41 df) P = 0,0006

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -43,510699 95% CI = -365,254254 to 278,232855

t = -0,273111 (41 df) P = 0,7861

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 839,506063 95% CI = 518,999772 to 1160,012354

t = 5,289808 (41 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -450,927124 95% CI = -786,238297 to -115,61595

t = -2,715883 (41 df) P = 0,0096

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 117,685984 95% CI = -266,148624 to 501,520592

t = 0,619203 (41 df) P = 0,5392

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 538,550334 95% CI = 163,999614 to 913,101054

t = 2,903811 (41 df) P = 0,0059

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -639,040807 95% CI = -958,281283 to -319,800331

t = -4,042624 (41 df) P = 0,0002

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 243,975955 95% CI = -75,961704 to 563,913615

t = 1,540048 (41 df) P = 0,1312

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -1046,457231

95% CI = -1368,408899 to -724,505564 t = -6,564225 (41 df) P < 0,0001

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -477,844124 95% CI = -832,172121 to -123,516127

t = -2,723538 (41 df) P = 0,0094

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -56,979774 95% CI = -404,165017 to 290,20547

t = -0,331446 (41 df) P = 0,742

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 883,016762 95% CI = 564,005506 to 1202,028019

t = 5,590049 (41 df) P < 0,0001

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -407,416424 95% CI = -731,976046 to -82,856803

t = -2,535109 (41 df) P = 0,0152

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 161,196683 95% CI = -200,401075 to 522,794441

t = 0,900291 (41 df) P = 0,3732

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 582,061033 95% CI = 228,235144 to 935,886923

t = 3,322244 (41 df) P = 0,0019

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -1290,433187

95% CI = -1617,115205 to -963,751168 t = -7,977429 (41 df) P < 0,0001

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -721,820079 95% CI = -1088,480475 to -355,159683

t = -3,975737 (41 df) P = 0,0003

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -300,955729 95% CI = -659,452273 to 57,540815

t = -1,695393 (41 df) P = 0,0976

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 568,613107 95% CI = 231,364121 to 905,862094

t = 3,405014 (41 df) P = 0,0015

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 989,477458 95% CI = 657,424598 to 1321,530317

t = 6,017988 (41 df) P < 0,0001

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 420,86435 95% CI = 101,563901 to 740,1648

t = 2,661922 (41 df) P = 0,011

Grouped Li near Regression

0 5000 10000 15000

0 5000 10000 15000 Y

Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.le 1 (Glükóz (?g/1 g sz.levél))

2 (Glükóz (?g/1 g sz.levél)) 3 (Glükóz (?g/1 g sz.levél)) 4 (Glükóz (?g/1 g sz.levél)) 5 (Glükóz (?g/1 g sz.levél)) 6 (Glükóz (?g/1 g sz.levél)) 7 (Glükóz (?g/1 g sz.levél))

VI.II.MELLÉKLET. StatsDirect jegyzőkönyv a 2010-es tölgyfa minták glükóz-fruktóz

Between slopes 839921,868461 11 76356,533496 0,392863 P = 0,9538 Separate residuals 11661548,416688 60 194359,140278

Within groups 142630980,585714 72

Common slope is significant

Difference between slopes is NOT significant

Slope comparisons:

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 2 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 1,090872 Difference (95% CI) = 0,342723 (-0,491477 to 1,176922)

t = -0,821802 P = 0,4144

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 0,997987 Difference (95% CI) = 0,249838 (-0,941577 to 1,441253)

t = -0,41946 P = 0,6764

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 1,121293 Difference (95% CI) = 0,373144 (-0,436228 to 1,182515)

t = -0,922196 P = 0,3601

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 0,781182 Difference (95% CI) = 0,033032 (-0,75415 to 0,820215)

t = -0,083938 P = 0,9334

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 1,042119 Difference (95% CI) = 0,293969 (-0,424907 to 1,012846)

t = -0,81798 P = 0,4166

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 0,959854 Difference (95% CI) = 0,211704 (-0,477906 to 0,901315)

t = -0,614074 P = 0,5415

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 0,762265 Difference (95% CI) = 0,014116 (-0,728679 to 0,75691)

t = -0,038013 P = 0,9698

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 1,05091 Difference (95% CI) = 0,30276 (-0,43931 to 1,044831)

t = -0,81611 P = 0,4177

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 0,953077 Difference (95% CI) = 0,204928 (-0,474662 to 0,884518)

t = -0,603182 P = 0,5487

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 1,032623 Difference (95% CI) = 0,284474 (-0,440537 to 1,009486)

t = -0,784861 P = 0,4356

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 0,748149 vs. 0,949493 Difference (95% CI) = 0,201344 (-0,488937 to 0,891625)

t = -0,583455 P = 0,5618

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 0,997987 Difference (95% CI) = 0,092884 (-1,014908 to 1,200677)

t = 0,167718 P = 0,8674

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 1,121293 Difference (95% CI) = 0,030421 (-0,649886 to 0,710729)

t = -0,089448 P = 0,929

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 0,781182 Difference (95% CI) = 0,30969 (-0,344062 to 0,963443)

t = 0,947565 P = 0,3472

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 1,042119

Difference (95% CI) = 0,048753 (-0,520913 to 0,618419) t = 0,171189 P = 0,8647

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 0,959854 Difference (95% CI) = 0,131018 (-0,40124 to 0,663276)

t = 0,492384 P = 0,6242

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 0,762265 Difference (95% CI) = 0,328607 (-0,270959 to 0,928173)

t = 1,096311 P = 0,2773

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 1,05091 Difference (95% CI) = 0,039962 (-0,558707 to 0,638631)

t = 0,133523 P = 0,8942

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 0,953077 Difference (95% CI) = 0,137795 (-0,381415 to 0,657005)

t = 0,530865 P = 0,5975

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 1,032623 Difference (95% CI) = 0,058248 (-0,519141 to 0,635637)

t = 0,201795 P = 0,8408

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 1,090872 vs. 0,949493 Difference (95% CI) = 0,141379 (-0,391748 to 0,674505)

t = 0,530454 P = 0,5978

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 1,121293 Difference (95% CI) = 0,123306 (-0,965913 to 1,212525)

t = -0,226445 P = 0,8216

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 0,781182 Difference (95% CI) = 0,216806 (-0,856028 to 1,28964)

t = 0,404234 P = 0,6875

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 1,042119 Difference (95% CI) = 0,044131 (-0,979636 to 1,067899)

t = -0,086227 P = 0,9316

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 0,959854 Difference (95% CI) = 0,038134 (-0,9653 to 1,041567)

t = 0,076018 P = 0,9397

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 0,762265 Difference (95% CI) = 0,235722 (-0,804979 to 1,276424)

t = 0,453074 P = 0,6521

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 1,05091 Difference (95% CI) = 0,052922 (-0,987263 to 1,093107)

t = -0,101771 P = 0,9193

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 0,953077 Difference (95% CI) = 0,04491 (-0,951664 to 1,041484)

t = 0,090143 P = 0,9285

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 1,032623 Difference (95% CI) = 0,034636 (-0,993449 to 1,062721)

t = -0,06739 P = 0,9465

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 0,997987 vs. 0,949493 Difference (95% CI) = 0,048494 (-0,9554 to 1,052388)

t = 0,096626 P = 0,9233

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 0,781182 Difference (95% CI) = 0,340112 (-0,281648 to 0,961871)

t = 1,094192 P = 0,2782

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 1,042119 Difference (95% CI) = 0,079174 (-0,453473 to 0,611822)

t = 0,297331 P = 0,7672

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 0,959854 Difference (95% CI) = 0,161439 (-0,330995 to 0,653874)

t = 0,655776 P = 0,5145

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 0,762265 Difference (95% CI) = 0,359028 (-0,205483 to 0,923539)

t = 1,272186 P = 0,2082

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 1,05091

Difference (95% CI) = 0,070383 (-0,493175 to 0,633942) t = 0,24982 P = 0,8036

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 0,953077 Difference (95% CI) = 0,168216 (-0,310085 to 0,646518)

t = 0,703494 P = 0,4845

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 1,032623 Difference (95% CI) = 0,08867 (-0,452229 to 0,629568)

t = 0,32791 P = 0,7441

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 1,121293 vs. 0,949493 Difference (95% CI) = 0,1718 (-0,321573 to 0,665173)

t = 0,696534 P = 0,4888

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,781182 vs. 1,042119 Difference (95% CI) = 0,260937 (-0,237347 to 0,759221)

t = -1,047499 P = 0,2991

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,781182 vs. 0,959854 Difference (95% CI) = 0,178672 (-0,276373 to 0,633717)

t = -0,785412 P = 0,4353

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,781182 vs. 0,762265 Difference (95% CI) = 0,018917 (-0,513293 to 0,551126)

t = 0,071097 P = 0,9436

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,781182 vs. 1,05091 Difference (95% CI) = 0,269728 (-0,26147 to 0,800926)

t = -1,015697 P = 0,3139

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 0,781182 vs. 0,953077 Difference (95% CI) = 0,171896 (-0,267816 to 0,611607)

t = -0,781972 P = 0,4373

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 0,781182 vs. 1,032623 Difference (95% CI) = 0,251442 (-0,255653 to 0,758537)

t = -0,991843 P = 0,3253

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 0,781182 vs. 0,949493 Difference (95% CI) = 0,168312 (-0,287749 to 0,624372)

t = -0,738222 P = 0,4633

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,042119 vs. 0,959854 Difference (95% CI) = 0,082265 (-0,240525 to 0,405055)

t = 0,509788 P = 0,6121

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,042119 vs. 0,762265 Difference (95% CI) = 0,279854 (-0,144851 to 0,704559)

t = 1,318069 P = 0,1925

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,042119 vs. 1,05091 Difference (95% CI) = 0,008791 (-0,414646 to 0,432228)

t = -0,041528 P = 0,967

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 1,042119 vs. 0,953077 Difference (95% CI) = 0,089042 (-0,211747 to 0,38983)

t = 0,592142 P = 0,556

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 1,042119 vs. 1,032623 Difference (95% CI) = 0,009495 (-0,38328 to 0,402271)

t = 0,048357 P = 0,9616

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 1,042119 vs. 0,949493 Difference (95% CI) = 0,092626 (-0,231594 to 0,416845)

t = 0,57146 P = 0,5698

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,959854 vs. 0,762265 Difference (95% CI) = 0,197589 (-0,175444 to 0,570621)

t = 1,059522 P = 0,2936

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,959854 vs. 1,05091 Difference (95% CI) = 0,091056 (-0,280533 to 0,462645)

t = -0,490163 P = 0,6258

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 0,959854 vs. 0,953077 Difference (95% CI) = 0,006777 (-0,215153 to 0,228706)

t = 0,061079 P = 0,9515

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 0,959854 vs. 1,032623

Difference (95% CI) = 0,07277 (-0,263462 to 0,409001) t = -0,432919 P = 0,6666

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 0,959854 vs. 0,949493 Difference (95% CI) = 0,01036 (-0,242419 to 0,26314)

t = 0,081985 P = 0,9349

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,762265 vs. 1,05091 Difference (95% CI) = 0,288645 (-0,174237 to 0,751526)

t = -1,247351 P = 0,2171

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 0,762265 vs. 0,953077 Difference (95% CI) = 0,190812 (-0,163354 to 0,544978)

t = -1,077689 P = 0,2855

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 0,762265 vs. 1,032623 Difference (95% CI) = 0,270358 (-0,16465 to 0,705367)

t = -1,243187 P = 0,2186

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 0,762265 vs. 0,949493 Difference (95% CI) = 0,187228 (-0,187042 to 0,561499)

t = -1,000646 P = 0,321

slope 9 (Glükóz (?g/1 g sz.levél)) vs. slope 10 (Glükóz (?g/1 g sz.levél)) = 1,05091 vs. 0,953077 Difference (95% CI) = 0,097833 (-0,254813 to 0,450478)

t = 0,554933 P = 0,581

slope 9 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 1,05091 vs. 1,032623 Difference (95% CI) = 0,018286 (-0,415485 to 0,452057)

t = 0,084325 P = 0,9331

slope 9 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 1,05091 vs. 0,949493 Difference (95% CI) = 0,101416 (-0,271415 to 0,474248)

t = 0,544115 P = 0,5884

slope 10 (Glükóz (?g/1 g sz.levél)) vs. slope 11 (Glükóz (?g/1 g sz.levél)) = 0,953077 vs. 1,032623 Difference (95% CI) = 0,079546 (-0,235624 to 0,394716)

t = -0,504859 P = 0,6155

slope 10 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 0,953077 vs. 0,949493 Difference (95% CI) = 0,003584 (-0,22042 to 0,227588)

t = 0,032003 P = 0,9746

slope 11 (Glükóz (?g/1 g sz.levél)) vs. slope 12 (Glükóz (?g/1 g sz.levél)) = 1,032623 vs. 0,949493 Difference (95% CI) = 0,08313 (-0,254474 to 0,420735)

t = 0,492545 P = 0,6241

Between groups 15848168,904295 11 1440742,627663 8,182456

Within 12501470,28515 71 176077,04627

Total 28349639,189445 82

P < 0,0001

Corrected Y means ± SE for baseline mean predictor of 5907,815476:

Y' = 4643,788006 ± 184,712077

Y' = 4612,876226 ± 164,604391

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 2 (Glükóz (?g/1 g sz.levél)) vertical separation = 458,947576 95% CI = -8,774641 to 926,669792

t = 1,956536 (71 df) P = 0,0543

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -538,709477 95% CI = -995,860419 to -81,558534

t = -2,349675 (71 df) P = 0,0216

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 568,798806 95% CI = 91,311481 to 1046,286131

t = 2,375252 (71 df) P = 0,0202

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 744,499474 95% CI = 237,316422 to 1251,682526

t = 2,926931 (71 df) P = 0,0046

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 1170,75028 95% CI = 632,543837 to 1708,956724

t = 4,337387 (71 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 30,91178 95% CI = -494,957938 to 556,781499

t = 0,117208 (71 df) P = 0,907

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 258,421932 95% CI = -192,523278 to 709,367143

t = 1,142664 (71 df) P = 0,257

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -93,899808 95% CI = -564,758689 to 376,959073

t = -0,397637 (71 df) P = 0,6921

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 1287,2961 95% CI = 738,724112 to 1835,868088

t = 4,67905 (71 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = 425,209248

95% CI = -312,859468 to 1163,277964 t = 1,148732 (71 df) P = 0,2545

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = 115,287305

95% CI = -350,69808 to 581,27269 t = 0,493312 (71 df) P = 0,6233

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -997,657052 95% CI = -1501,322543 to -493,991561

t = -3,949589 (71 df) P = 0,0002

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 109,85123 95% CI = -338,406057 to 558,108517

t = 0,488642 (71 df) P = 0,6266

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 285,551898 95% CI = -173,223262 to 744,327058

t = 1,241075 (71 df) P = 0,2187

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 711,802704 95% CI = 235,970195 to 1187,635214

t = 2,98276 (71 df) P = 0,0039

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -428,035796 95% CI = -896,5763 to 40,504709

t = -1,82157 (71 df) P = 0,0727

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -200,525644 95% CI = -654,70635 to 253,655063

t = -0,880347 (71 df) P = 0,3816

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -552,847384 95% CI = -1000,196539 to -105,498229

t = -2,464174 (71 df) P = 0,0162

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 828,348524

95% CI = 345,977007 to 1310,720042 t = 3,424083 (71 df) P = 0,001

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = -33,738328 95% CI = -668,325315 to 600,84866

t = -0,10601 (71 df) P = 0,9159

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = -343,660271

95% CI = -790,930483 to 103,609941 t = -1,532047 (71 df) P = 0,13

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 1107,508283

95% CI = 589,18666 to 1625,829905 t = 4,260499 (71 df) P < 0,0001

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 1283,20895 95% CI = 725,063662 to 1841,354239

t = 4,584193 (71 df) P < 0,0001

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 1709,459757

95% CI = 1113,334898 to 2305,584616 t = 5,717873 (71 df) P < 0,0001

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 569,621257 95% CI = -11,687911 to 1150,930425

t = 1,953853 (71 df) P = 0,0547

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 797,131409 95% CI = 324,617261 to 1269,645556

t = 3,363783 (71 df) P = 0,0012

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 444,809668 95% CI = -63,703188 to 953,322525

t = 1,744155 (71 df) P = 0,0855

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 1826,005577

95% CI = 1217,656714 to 2434,35444 t = 5,984973 (71 df) P < 0,0001

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = 963,918725

95% CI = 148,472253 to 1779,365197 t = 2,35699 (71 df) P = 0,0212

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = 653,996782

95% CI = 153,087593 to 1154,90597 t = 2,603331 (71 df) P = 0,0112

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 175,700668 95% CI = -277,276944 to 628,67828

t = 0,773409 (71 df) P = 0,4418

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 601,951474 95% CI = 135,607383 to 1068,295566

t = 2,573759 (71 df) P = 0,0121

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -537,887026 95% CI = -998,29262 to -77,481432

t = -2,329503 (71 df) P = 0,0227

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -310,376874 95% CI = -770,816205 to 150,062458

t = -1,344094 (71 df) P = 0,1832

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -662,698614

95% CI = -1110,374072 to -215,023156 t = -2,951655 (71 df) P = 0,0043

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 718,497294

95% CI = 246,655436 to 1190,339153 t = 3,036278 (71 df) P = 0,0033

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = -143,589558

95% CI = -757,023425 to 469,844309 t = -0,466732 (71 df) P = 0,6421

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = -453,511501

95% CI = -902,219347 to -4,803655 t = -2,01529 (71 df) P = 0,0477

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 426,250807 95% CI = -25,013395 to 877,515008

t = 1,88342 (71 df) P = 0,0637

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -713,587694 95% CI = -1162,379917 to -264,79547

t = -3,170406 (71 df) P = 0,0022

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -486,077542 95% CI = -968,709013 to -3,44607

t = -2,00818 (71 df) P = 0,0484

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -838,399282 95% CI = -1294,976895 to -381,821669

t = -3,661416 (71 df) P = 0,0005

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 542,796627

95% CI = 88,736126 to 996,857127 t = 2,383616 (71 df) P = 0,0198

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = -319,290225

95% CI = -885,919919 to 247,339468 t = -1,123567 (71 df) P = 0,265

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = -629,212169

95% CI = -1089,375174 to -169,049164 t = -2,726454 (71 df) P = 0,0081

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -1139,8385 95% CI = -1587,647923 to -692,029077

t = -5,075314 (71 df) P < 0,0001

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -912,328348 95% CI = -1420,666425 to -403,990271

t = -3,578585 (71 df) P = 0,0006

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -1264,650089

95% CI = -1737,045772 to -792,254405 t = -5,337984 (71 df) P < 0,0001

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 116,54582 95% CI = -331,055809 to 564,147449

t = 0,51918 (71 df) P = 0,6052

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = -745,541032

95% CI = -1277,326664 to -213,7554 t = -2,795425 (71 df) P = 0,0067

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = -1055,462975

95% CI = -1533,397213 to -577,528738 t = -4,403395 (71 df) P < 0,0001

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 227,510152

95% CI = -270,398912 to 725,419216 t = 0,911095 (71 df) P = 0,3653

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -124,811588 95% CI = -590,368675 to 340,745499

t = -0,534558 (71 df) P = 0,5946

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 1256,38432

95% CI = 807,275733 to 1705,492907 t = 5,57807 (71 df) P < 0,0001

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = 394,297468

95% CI = -150,154995 to 938,749932 t = 1,444032 (71 df) P = 0,1531

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = 84,375525 95% CI = -386,005997 to 554,757046

t = 0,357667 (71 df) P = 0,7217

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -352,32174 95% CI = -808,421836 to 103,778355

t = -1,540253 (71 df) P = 0,1279

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 1028,874168

95% CI = 511,608863 to 1546,139473 t = 3,966082 (71 df) P = 0,0002

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = 166,787316

95% CI = -526,208119 to 859,782751 t = 0,479894 (71 df) P = 0,6328

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = -143,134627

95% CI = -596,29916 to 310,029906 t = -0,629798 (71 df) P = 0,5308

line 9 (Glükóz (?g/1 g sz.levél)) vs. line 10 (Glükóz (?g/1 g sz.levél)) vertical separation = 1381,195908

95% CI = 902,609231 to 1859,782586 t = 5,754499 (71 df) P < 0,0001

line 9 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = 519,109057

95% CI = -108,17178 to 1146,389893 t = 1,650097 (71 df) P = 0,1033

line 9 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = 209,187113

95% CI = -238,343202 to 656,717428 t = 0,93202 (71 df) P = 0,3545

line 10 (Glükóz (?g/1 g sz.levél)) vs. line 11 (Glükóz (?g/1 g sz.levél)) vertical separation = -862,086852

95% CI = -1384,221516 to -339,952188 t = -3,292163 (71 df) P = 0,0016

line 10 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = -1172,008795

95% CI = -1656,681803 to -687,335788 t = -4,821641 (71 df) P < 0,0001

line 11 (Glükóz (?g/1 g sz.levél)) vs. line 12 (Glükóz (?g/1 g sz.levél)) vertical separation = -309,921943

95% CI = -948,81923 to 328,975343 t = -0,96724 (71 df) P = 0,3367

Grouped Li near Regression

0 5000 10000 15000

0 3000 6000 9000 12000 Y

Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.le 1 (Glükóz (?g/1 g sz.levél))

2 (Glükóz (?g/1 g sz.levél)) 3 (Glükóz (?g/1 g sz.levél)) 4 (Glükóz (?g/1 g sz.levél)) 5 (Glükóz (?g/1 g sz.levél)) 6 (Glükóz (?g/1 g sz.levél)) 7 (Glükóz (?g/1 g sz.levél)) 8 (Glükóz (?g/1 g sz.levél)) 9 (Glükóz (?g/1 g sz.levél)) 10 (Glükóz (?g/1 g sz.levél)) 11 (Glükóz (?g/1 g sz.levél)) 12 (Glükóz (?g/1 g sz.levél))

VI.III.MELLÉKLET. StatsDirect jegyzőkönyv a 2011-es ezüsthárs minták glükóz-fruktóz

Between slopes 6874757,854377 8 859344,731797 0,994485

P = 0,4533

Separate residuals 38884949,127789 45 864109,980618 Within groups 146337621,902857 54

Common slope is significant

Difference between slopes is NOT significant

Slope comparisons:

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 2 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,365544 Difference (95% CI) = 0,121881 (-0,582864 to 0,826625)

t = -0,348325 P = 0,7292

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,751307 Difference (95% CI) = 0,507643 (-0,151835 to 1,167121)

t = -1,550385 P = 0,1281

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,887388 Difference (95% CI) = 0,643724 (-0,062244 to 1,349692)

t = -1,836523 P = 0,0729

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,730396 Difference (95% CI) = 0,486732 (-0,127066 to 1,10053)

t = -1,597151 P = 0,1172

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,698793 Difference (95% CI) = 0,455129 (-0,157644 to 1,067902)

t = -1,495949 P = 0,1416

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,690444 Difference (95% CI) = 0,44678 (-0,190573 to 1,084133)

t = -1,411871 P = 0,1649

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,909765 Difference (95% CI) = 0,666102 (-0,096086 to 1,428289)

t = -1,760194 P = 0,0852

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,243664 vs. 0,506941 Difference (95% CI) = 0,263277 (-0,326948 to 0,853502)

t = -0,898416 P = 0,3737

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,365544 vs. 0,751307 Difference (95% CI) = 0,385762 (-0,213372 to 0,984897)

t = -1,296813 P = 0,2013

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,365544 vs. 0,887388 Difference (95% CI) = 0,521843 (-0,128112 to 1,171798)

t = -1,617106 P = 0,1128

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,365544 vs. 0,730396 Difference (95% CI) = 0,364851 (-0,1836 to 0,913302)

t = -1,339861 P = 0,187

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,365544 vs. 0,698793 Difference (95% CI) = 0,333248 (-0,214055 to 0,880552)

t = -1,226371 P = 0,2264

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,365544 vs. 0,690444 Difference (95% CI) = 0,324899 (-0,249792 to 0,89959)

t = -1,138665 P = 0,2609

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,365544 vs. 0,909765 Difference (95% CI) = 0,544221 (-0,166398 to 1,25484)

t = -1,542482 P = 0,13

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,365544 vs. 0,506941 Difference (95% CI) = 0,141396 (-0,380538 to 0,663331)

t = -0,545638 P = 0,588

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,751307 vs. 0,887388 Difference (95% CI) = 0,136081 (-0,464492 to 0,736654)

t = -0,456365 P = 0,6503

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,751307 vs. 0,730396 Difference (95% CI) = 0,020911 (-0,468011 to 0,509834)

t = 0,086143 P = 0,9317

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,751307 vs. 0,698793 Difference (95% CI) = 0,052514 (-0,435122 to 0,540149)

t = 0,2169 P = 0,8293

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,751307 vs. 0,690444 Difference (95% CI) = 0,060863 (-0,457323 to 0,579049)

t = 0,236565 P = 0,8141

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,751307 vs. 0,909765 Difference (95% CI) = 0,158459 (-0,507294 to 0,824211)

t = -0,479385 P = 0,634

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,751307 vs. 0,506941 Difference (95% CI) = 0,244366 (-0,214615 to 0,703346)

t = 1,072329 P = 0,2893

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,887388 vs. 0,730396 Difference (95% CI) = 0,156992 (-0,39303 to 0,707014)

t = 0,574883 P = 0,5682

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,887388 vs. 0,698793 Difference (95% CI) = 0,188595 (-0,360284 to 0,737473)

t = 0,692046 P = 0,4925

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,887388 vs. 0,690444 Difference (95% CI) = 0,196944 (-0,379247 to 0,773135)

t = 0,688427 P = 0,4947

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,887388 vs. 0,909765 Difference (95% CI) = 0,022378 (-0,689455 to 0,734211)

t = -0,063317 P = 0,9498

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,887388 vs. 0,506941 Difference (95% CI) = 0,380447 (-0,143139 to 0,904032)

t = 1,463483 P = 0,1503

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,730396 vs. 0,698793 Difference (95% CI) = 0,031603 (-0,392218 to 0,455424)

t = 0,150183 P = 0,8813

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,730396 vs. 0,690444 Difference (95% CI) = 0,039952 (-0,41869 to 0,498594)

t = 0,175446 P = 0,8615

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,730396 vs. 0,909765 Difference (95% CI) = 0,17937 (-0,441165 to 0,799904)

t = -0,582191 P = 0,5633

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,730396 vs. 0,506941 Difference (95% CI) = 0,223455 (-0,167057 to 0,613966)

t = 1,152491 P = 0,2552

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,698793 vs. 0,690444 Difference (95% CI) = 0,008349 (-0,448921 to 0,465619)

t = 0,036775 P = 0,9708

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,698793 vs. 0,909765 Difference (95% CI) = 0,210972 (-0,408548 to 0,830493)

t = -0,685885 P = 0,4963

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,698793 vs. 0,506941 Difference (95% CI) = 0,191852 (-0,197046 to 0,58075)

t = 0,993601 P = 0,3257

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,690444 vs. 0,909765 Difference (95% CI) = 0,219322 (-0,424522 to 0,863165)

t = -0,686093 P = 0,4962

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,690444 vs. 0,506941 Difference (95% CI) = 0,183503 (-0,243077 to 0,610083)

t = 0,866411 P = 0,3909

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,909765 vs. 0,506941 Difference (95% CI) = 0,402824 (-0,194403 to 1,000052)

t = 1,358494 P = 0,1811

Between groups 43900246,055492 8 5487530,756937 6,355791

Within 45759706,982167 53 863390,697777

Total 89659953,03766 61

P < 0,0001

Corrected Y means ± SE for baseline mean predictor of 8031,474603:

Y' = 3809,33094 ± 362,958592

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 2 (Glükóz (?g/1 g sz.levél)) vertical separation = -1997,85547 95% CI = -2994,247147 to -1001,463793

t = -4,021702 (53 df) P = 0,0002

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -2138,103357

95% CI = -3156,8683 to -1119,338414 t = -4,209501 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = -3335,307026

95% CI = -4333,623599 to -2336,990452 t = -6,701059 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -1833,857682

95% CI = -2833,928068 to -833,787295 t = -3,677994 (53 df) P = 0,0006

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -2179,287077

95% CI = -3239,256193 to -1119,317961 t = -4,123796 (53 df) P = 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -1252,381626

95% CI = -2305,211935 to -199,551318 t = -2,385911 (53 df) P = 0,0206

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation =

-2050,284779

95% CI = -3197,181571 to -903,387987 t = -3,585633 (53 df) P = 0,0007

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -2038,75881 95% CI = -3043,062688 to -1034,454932

t = -4,071708 (53 df) P = 0,0002

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -140,247887 95% CI = -1155,081146 to 874,585372

t = -0,27719 (53 df) P = 0,7827

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = -1337,451556

95% CI = -2337,240227 to -337,662885 t = -2,683155 (53 df) P = 0,0097

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 163,997789 95% CI = -834,536667 to 1162,532244

t = 0,329421 (53 df) P = 0,7431

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -181,431607 95% CI = -1234,848694 to 871,985481

t = -0,345453 (53 df) P = 0,7311

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 745,473844 95% CI = -301,162815 to 1792,110503

t = 1,428606 (53 df) P = 0,159

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -52,429309 95% CI = -1189,715937 to 1084,857319

t = -0,092466 (53 df) P = 0,9267

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -40,90334 95% CI = -1042,904921 to 961,09824

t = -0,081878 (53 df) P = 0,9351

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = -1197,203669

95% CI = -2231,530518 to -162,876819 t = -2,321593 (53 df) P = 0,0241

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 304,245676 95% CI = -699,803399 to 1308,29475

t = 0,607779 (53 df) P = 0,5459

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -41,18372 95% CI = -1048,443521 to 966,076081

t = -0,082009 (53 df) P = 0,9349

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 885,721731 95% CI = -118,59035 to 1890,033812

t = 1,768905 (53 df) P = 0,0827

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 87,818578 95% CI = -969,761223 to 1145,398378

t = 0,166552 (53 df) P = 0,8684

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 99,344547 95% CI = -900,549807 to 1099,238901

t = 0,199281 (53 df) P = 0,8428

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 1501,449344

95% CI = 493,581339 to 2509,317349 t = 2,988016 (53 df) P = 0,0042

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 1156,019949

95% CI = 72,119789 to 2239,920109 t = 2,139203 (53 df) P = 0,037

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 2082,9254 95% CI = 1007,301719 to 3158,54908

t = 3,88409 (53 df) P = 0,0003

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 1285,022247

95% CI = 104,562916 to 2465,481577 t = 2,183411 (53 df) P = 0,0335

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 1296,548216

95% CI = 281,950589 to 2311,145842 t = 2,563131 (53 df) P = 0,0132

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -345,429395 95% CI = -1378,671185 to 687,812395

t = -0,670553 (53 df) P = 0,5054

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 581,476055 95% CI = -446,278703 to 1609,230813

t = 1,134797 (53 df) P = 0,2616

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -216,427098 95% CI = -1322,396712 to 889,542516

t = -0,392504 (53 df) P = 0,6963

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -204,901129 95% CI = -1201,878536 to 792,076279

t = -0,412226 (53 df) P = 0,6818

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 926,90545 95% CI = -69,523554 to 1923,334455

t = 1,8658 (53 df) P = 0,0676

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 129,002298 95% CI = -888,309364 to 1146,313959

t = 0,254343 (53 df) P = 0,8002

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 140,528267 95% CI = -882,959067 to 1164,0156

t = 0,275396 (53 df) P = 0,7841

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -797,903153 95% CI = -1819,780905 to 223,974599

t = -1,566128 (53 df) P = 0,1233

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -786,377184 95% CI = -1805,155666 to 232,401299

t = -1,5482 (53 df) P = 0,1275

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 11,525969 95% CI = -1077,901113 to 1100,953051

t = 0,02122 (53 df) P = 0,9831

Grouped Li near Regression

1000 3500 6000 8500 11000 13500

2000 4000 6000 8000 10000 12000 Y

Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.le 1 (Glükóz (?g/1 g sz.levél))

2 (Glükóz (?g/1 g sz.levél)) 3 (Glükóz (?g/1 g sz.levél)) 4 (Glükóz (?g/1 g sz.levél)) 5 (Glükóz (?g/1 g sz.levél)) 6 (Glükóz (?g/1 g sz.levél)) 7 (Glükóz (?g/1 g sz.levél)) 8 (Glükóz (?g/1 g sz.levél)) 9 (Glükóz (?g/1 g sz.levél))

V.IV.MELLÉKLET. StatsDirect jegyzőkönyv a 2012-es ezüsthárs minták glükóz-fruktóz regressziós egyeneseinek kovariancia analíziséről II.V. Kislevelű hárs 2011

Grouped linear regression

Source of variation SSq DF MSq VR

Common slope 174312522,521154 1 174312522,521154

186,66243 P < 0,0001

Between slopes 35308924,568745 8 4413615,571093 4,726317

P = 0,0003

Separate residuals 42022722,670101 45 933838,281558 Within groups 251644169,76 54

Common slope is significant

Difference between slopes is significant

Slope comparisons:

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 2 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 0,437832 Difference (95% CI) = 0,043898 (-0,447934 to 0,535731)

t = 0,179769 P = 0,8581

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 0,404653 Difference (95% CI) = 0,077078 (-0,365029 to 0,519185)

t = 0,351144 P = 0,7271

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 0,31766 Difference (95% CI) = 0,164071 (-0,38628 to 0,714422)

t = 0,600445 P = 0,5512

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 0,951173 Difference (95% CI) = 0,469442 (-0,037593 to 0,976477)

t = -1,864773 P = 0,0687

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 0,506029 Difference (95% CI) = 0,024298 (-0,553114 to 0,60171)

t = -0,084755 P = 0,9328

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 0,513052 Difference (95% CI) = 0,031321 (-0,526901 to 0,589543)

t = -0,113008 P = 0,9105

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 0,765915 Difference (95% CI) = 0,284184 (-0,183721 to 0,752089)

t = -1,223276 P = 0,2276

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,481731 vs. 1,230086 Difference (95% CI) = 0,748356 (0,239755 to 1,256956)

t = -2,963553 P = 0,0048

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,437832 vs. 0,404653 Difference (95% CI) = 0,033179 (-0,274346 to 0,340705)

t = 0,217306 P = 0,829

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,437832 vs. 0,31766 Difference (95% CI) = 0,120172 (-0,329271 to 0,569616)

t = 0,538532 P = 0,5929

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,437832 vs. 0,951173 Difference (95% CI) = 0,513341 (0,118122 to 0,90856)

t = -2,616074 P = 0,0121

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,437832 vs. 0,506029 Difference (95% CI) = 0,068196 (-0,414005 to 0,550398)

t = -0,284849 P = 0,7771

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,437832 vs. 0,513052 Difference (95% CI) = 0,075219 (-0,383828 to 0,534267)

t = -0,330031 P = 0,7429

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,437832 vs. 0,765915 Difference (95% CI) = 0,328083 (-0,015499 to 0,671664)

t = -1,923249 P = 0,0608

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,437832 vs. 1,230086 Difference (95% CI) = 0,792254 (0,395029 to 1,189479)

t = -4,017068 P = 0,0002

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,404653 vs. 0,31766 Difference (95% CI) = 0,086993 (-0,307417 to 0,481403)

t = 0,444241 P = 0,659

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,404653 vs. 0,951173 Difference (95% CI) = 0,54652 (0,215224 to 0,877817)

t = -3,322549 P = 0,0018

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,404653 vs. 0,506029 Difference (95% CI) = 0,101376 (-0,329991 to 0,532743)

t = -0,473336 P = 0,6383

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,404653 vs. 0,513052 Difference (95% CI) = 0,108399 (-0,296921 to 0,513719)

t = -0,538653 P = 0,5928

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,404653 vs. 0,765915 Difference (95% CI) = 0,361262 (0,093666 to 0,628858)

t = -2,719098 P = 0,0093

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,404653 vs. 1,230086 Difference (95% CI) = 0,825433 (0,491746 to 1,159121)

t = -4,98223 P < 0,0001

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,31766 vs. 0,951173 Difference (95% CI) = 0,633513 (0,167482 to 1,099545)

t = -2,73793 P = 0,0088

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,31766 vs. 0,506029 Difference (95% CI) = 0,188369 (-0,353393 to 0,73013)

t = -0,700298 P = 0,4873

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,31766 vs. 0,513052 Difference (95% CI) = 0,195392 (-0,325868 to 0,716652)

t = -0,754977 P = 0,4542

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,31766 vs. 0,765915 Difference (95% CI) = 0,448255 (0,025129 to 0,871381)

t = -2,13372 P = 0,0384

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,31766 vs. 1,230086 Difference (95% CI) = 0,912426 (0,444692 to 1,380161)

t = -3,928986 P = 0,0003

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,951173 vs. 0,506029 Difference (95% CI) = 0,445144 (-0,052554 to 0,942843)

t = 1,801425 P = 0,0783

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,951173 vs. 0,513052 Difference (95% CI) = 0,438121 (-0,037179 to 0,913422)

t = 1,856556 P = 0,0699

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,951173 vs. 0,765915 Difference (95% CI) = 0,185258 (-0,179754 to 0,55027)

t = 1,022237 P = 0,3121

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,951173 vs. 1,230086 Difference (95% CI) = 0,278913 (-0,136988 to 0,694814)

t = -1,350706 P = 0,1835

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,506029 vs. 0,513052 Difference (95% CI) = 0,007023 (-0,542732 to 0,556778)

t = -0,02573 P = 0,9796

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,506029 vs. 0,765915 Difference (95% CI) = 0,259886 (-0,197885 to 0,717657)

t = -1,143449 P = 0,2589

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,506029 vs. 1,230086 Difference (95% CI) = 0,724058 (0,224764 to 1,223351)

t = -2,92078 P = 0,0054

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,513052 vs. 0,765915 Difference (95% CI) = 0,252863 (-0,18045 to 0,686177)

t = -1,175344 P = 0,246

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,513052 vs. 1,230086 Difference (95% CI) = 0,717035 (0,240064 to 1,194005)

t = -3,027824 P = 0,0041

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,765915 vs. 1,230086 Difference (95% CI) = 0,464171 (0,096987 to 0,831355)

t = -2,546106 P = 0,0144

Between groups 27480674,947121 8 3435084,36839 2,354269

Within 77331647,238847 53 1459087,683752

Total 104812322,185968 61

P = 0,0302

Corrected Y means ± SE for baseline mean predictor of 8655,798413:

Y' = 6317,915602 ± 458,572823

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 2 (Glükóz (?g/1 g sz.levél)) vertical separation = -1704,552671

95% CI = -3021,157137 to -387,948204 t = -2,596755 (53 df) P = 0,0122

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -732,605252 95% CI = -2101,191219 to 635,980715

t = -1,073678 (53 df) P = 0,2878

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 634,019683 95% CI = -661,836481 to 1929,875847

t = 0,981345 (53 df) P = 0,3309

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -1048,678964

95% CI = -2343,872296 to 246,514368 t = -1,623992 (53 df) P = 0,1103

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -159,813446 95% CI = -1459,920057 to 1140,293164

t = -0,246553 (53 df) P = 0,8062

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 113,090198 95% CI = -1187,91636 to 1414,096755

t = 0,17435 (53 df) P = 0,8623

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -890,229204 95% CI = -2191,727563 to 411,269156

t = -1,371937 (53 df) P = 0,1759

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -945,947068 95% CI = -2240,987453 to 349,093316

t = -1,465074 (53 df) P = 0,1488

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = 971,947419 95% CI = -339,260414 to 2283,155251

t = 1,486782 (53 df) P = 0,143

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 2338,572354

95% CI = 1012,896701 to 3664,248006 t = 3,538258 (53 df) P = 0,0008

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 655,873706 95% CI = -657,266368 to 1969,013781

t = 1,001809 (53 df) P = 0,321

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 1544,739224

95% CI = 243,907063 to 2845,571386 t = 2,381825 (53 df) P = 0,0208

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 1817,642868

95% CI = 473,015389 to 3162,270347 t = 2,711331 (53 df) P = 0,009

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 814,323467 95% CI = -485,194681 to 2113,841615

t = 1,256871 (53 df) P = 0,2143

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 758,605602 95% CI = -557,580439 to 2074,791643

t = 1,156045 (53 df) P = 0,2528

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 1366,624935

95% CI = -17,533985 to 2750,783854 t = 1,980338 (53 df) P = 0,0529

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -316,073712 95% CI = -1678,310546 to 1046,163122

t = -0,465384 (53 df) P = 0,6436

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 572,791806 95% CI = -763,119 to 1908,702611

t = 0,859994 (53 df) P = 0,3937

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 845,695449 95% CI = -568,061502 to 2259,452401

t = 1,199817 (53 df) P = 0,2355

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -157,623952 95% CI = -1489,972719 to 1174,724815

t = -0,23729 (53 df) P = 0,8133

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -213,341817 95% CI = -1581,175255 to 1154,491622

t = -0,312837 (53 df) P = 0,7556

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -1682,698647

95% CI = -2979,421373 to -385,975922 t = -2,602766 (53 df) P = 0,012

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -793,833129 95% CI = -2098,806305 to 511,140046

t = -1,220123 (53 df) P = 0,2278

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -520,929485 95% CI = -1818,341226 to 776,482256

t = -0,805336 (53 df) P = 0,4242

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -1524,248887

95% CI = -2831,130993 to -217,36678 t = -2,339351 (53 df) P = 0,0231

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -1579,966751

95% CI = -2875,907865 to -284,025638 t = -2,445336 (53 df) P = 0,0178

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = 888,865518 95% CI = -409,626731 to 2187,357767

t = 1,373007 (53 df) P = 0,1755

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 1161,769162

95% CI = -141,30745 to 2464,845774 t = 1,78824 (53 df) P = 0,0795

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 158,449761 95% CI = -1141,207359 to 1458,10688

t = 0,244534 (53 df) P = 0,8078

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 102,731896 95% CI = -1192,427448 to 1397,891239

t = 0,159096 (53 df) P = 0,8742

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 272,903644 95% CI = -1044,033046 to 1589,840334

t = 0,415643 (53 df) P = 0,6793

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -730,415757 95% CI = -2025,538918 to 564,707403

t = -1,131189 (53 df) P = 0,2631

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -786,133622 95% CI = -2086,036562 to 513,769317

t = -1,213002 (53 df) P = 0,2305

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -1003,319401

95% CI = -2323,0293 to 316,390497 t = -1,524884 (53 df) P = 0,1332

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -1059,037266

95% CI = -2360,269047 to 242,194515 t = -1,632422 (53 df) P = 0,1085

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -55,717865 95% CI = -1356,986195 to 1245,550466

t = -0,085882 (53 df) P = 0,9319

Grouped Li near Regression

1000 6000 11000 16000 21000 26000

1000 4000 7000 10000 13000 16000 Y

Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.le 1 (Glükóz (?g/1 g sz.levél))

2 (Glükóz (?g/1 g sz.levél)) 3 (Glükóz (?g/1 g sz.levél)) 4 (Glükóz (?g/1 g sz.levél)) 5 (Glükóz (?g/1 g sz.levél)) 6 (Glükóz (?g/1 g sz.levél)) 7 (Glükóz (?g/1 g sz.levél)) 8 (Glükóz (?g/1 g sz.levél)) 9 (Glükóz (?g/1 g sz.levél))

VI.V.MELLÉKLET. StatsDirect jegyzőkönyv a 2011-es kislevelű hárs minták glükóz-fruktóz regressziós egyeneseinek kovariancia analíziséről

Grouped linear regression

Source of variation SSq DF MSq VR

Common slope 35173821,172278 1 35173821,172278 140,453068

P < 0,0001

Between slopes 4201187,606901 8 525148,450863 2,096977

P = 0,056

Separate residuals 11269401,055106 45 250431,134558

Within groups 50644409,834286 54

Common slope is significant

Difference between slopes is NOT significant

Slope comparisons:

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 2 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 0,43725 Difference (95% CI) = 0,146989 (-0,391403 to 0,685381)

t = -0,549881 P = 0,5851

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 0,846701 Difference (95% CI) = 0,556441 (0,05492 to 1,057961)

t = -2,234661 P = 0,0305

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 0,789614 Difference (95% CI) = 0,499354 (-0,067986 to 1,066694)

t = -1,772747 P = 0,083

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 1,032117 Difference (95% CI) = 0,741857 (0,181074 to 1,302639)

t = -2,664448 P = 0,0107

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 1,034719 Difference (95% CI) = 0,744459 (0,144316 to 1,344601)

t = -2,498436 P = 0,0162

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 0,385982 Difference (95% CI) = 0,095721 (-1,033433 to 1,224876)

t = -0,170741 P = 0,8652

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 1,229276 Difference (95% CI) = 0,939015 (0,202406 to 1,675625)

t = -2,56754 P = 0,0136

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,290261 vs. 0,90946 Difference (95% CI) = 0,6192 (-0,627465 to 1,865864)

t = -1,000375 P = 0,3225

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,43725 vs. 0,846701 Difference (95% CI) = 0,409451 (0,008692 to 0,810211)

t = -2,057787 P = 0,0454

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,43725 vs. 0,789614 Difference (95% CI) = 0,352365 (-0,128218 to 0,832947)

t = -1,476747 P = 0,1467

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,43725 vs. 1,032117 Difference (95% CI) = 0,594867 (0,122044 to 1,067691)

t = -2,533979 P = 0,0148

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,43725 vs. 1,034719 Difference (95% CI) = 0,59747 (0,078571 to 1,116368)

t = -2,319076 P = 0,025

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,43725 vs. 0,385982 Difference (95% CI) = 0,051268 (-1,036884 to 1,13942)

t = 0,094894 P = 0,9248

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,43725 vs. 1,229276 Difference (95% CI) = 0,792026 (0,119956 to 1,464096)

t = -2,373595 P = 0,0219

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,43725 vs. 0,90946 Difference (95% CI) = 0,472211 (-0,737441 to 1,681862)

t = -0,786244 P = 0,4358

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,846701 vs. 0,789614 Difference (95% CI) = 0,057087 (-0,381794 to 0,495968)

t = 0,261982 P = 0,7945

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,846701 vs. 1,032117 Difference (95% CI) = 0,185416 (-0,244955 to 0,615787)

t = -0,867732 P = 0,3901

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,846701 vs. 1,034719 Difference (95% CI) = 0,188018 (-0,292516 to 0,668552)

t = -0,788056 P = 0,4348

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,846701 vs. 0,385982 Difference (95% CI) = 0,460719 (-0,60967 to 1,531108)

t = 0,866915 P = 0,3906

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,846701 vs. 1,229276 Difference (95% CI) = 0,382575 (-0,260337 to 1,025486)

t = -1,198523 P = 0,237

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,846701 vs. 0,90946 Difference (95% CI) = 0,062759 (-1,130939 to 1,256457)

t = -0,105892 P = 0,9161

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,789614 vs. 1,032117 Difference (95% CI) = 0,242503 (-0,263037 to 0,748043)

t = -0,966147 P = 0,3391

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,789614 vs. 1,034719 Difference (95% CI) = 0,245105 (-0,303771 to 0,793981)

t = -0,899415 P = 0,3732

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,789614 vs. 0,385982 Difference (95% CI) = 0,403632 (-0,69913 to 1,506394)

t = 0,737201 P = 0,4648

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,789614 vs. 1,229276 Difference (95% CI) = 0,439661 (-0,255815 to 1,135138)

t = -1,273263 P = 0,2095

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,789614 vs. 0,90946 Difference (95% CI) = 0,119846 (-1,102965 to 1,342657)

t = -0,1974 P = 0,8444

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,032117 vs. 1,034719 Difference (95% CI) = 0,002602 (-0,539493 to 0,544697)

t = -0,009668 P = 0,9923

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,032117 vs. 0,385982 Difference (95% CI) = 0,646135 (-0,453267 to 1,745538)

t = 1,183718 P = 0,2427

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,032117 vs. 1,229276 Difference (95% CI) = 0,197159 (-0,492979 to 0,887296)

t = -0,575389 P = 0,5679

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,032117 vs. 0,90946 Difference (95% CI) = 0,122657 (-1,097125 to 1,342439)

t = 0,202531 P = 0,8404

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,034719 vs. 0,385982 Difference (95% CI) = 0,648737 (-0,471254 to 1,768729)

t = 1,166638 P = 0,2495

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,034719 vs. 1,229276 Difference (95% CI) = 0,194557 (-0,527927 to 0,917041)

t = -0,542375 P = 0,5902

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,034719 vs. 0,90946 Difference (95% CI) = 0,125259 (-1,113112 to 1,36363)

t = 0,203723 P = 0,8395

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,385982 vs. 1,229276 Difference (95% CI) = 0,843294 (-0,355373 to 2,041961)

t = -1,416975 P = 0,1634

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,385982 vs. 0,90946 Difference (95% CI) = 0,523478 (-1,041252 to 2,088209)

t = -0,673816 P = 0,5039

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,229276 vs. 0,90946 Difference (95% CI) = 0,319815 (-0,99014 to 1,629771)

t = 0,491728 P = 0,6253

Between groups 22397948,610369 8 2799743,576296 9,591517

Within 15470588,662007 53 291897,899283

Total 37868537,272376 61

P < 0,0001

Corrected Y means ± SE for baseline mean predictor of 4727,569841:

Y' = 1501,879499 ± 592,905321

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 2 (Glükóz (?g/1 g sz.levél)) vertical separation = -1875,840211

95% CI = -2916,976049 to -834,704374 t = -3,613802 (53 df) P = 0,0007

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -3034,780579

95% CI = -4255,253922 to -1814,307236 t = -4,987408 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = -3003,029661

95% CI = -4436,374774 to -1569,684548 t = -4,202278 (53 df) P = 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -3170,835026

95% CI = -4630,011846 to -1711,658207 t = -4,358546 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -3614,04732 95% CI = -4833,536672 to -2394,557968

t = -5,944177 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -2830,310572

95% CI = -4400,422769 to -1260,198375 t = -3,615591 (53 df) P = 0,0007

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation =

-3237,536822

95% CI = -4727,010983 to -1748,06266 t = -4,359711 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -2633,361461

95% CI = -4291,454914 to -975,268007 t = -3,185498 (53 df) P = 0,0024

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -1158,940368

95% CI = -1774,776403 to -543,104333 t = -3,774609 (53 df) P = 0,0004

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = -1127,189449

95% CI = -1858,216526 to -396,162373 t = -3,092711 (53 df) P = 0,0032

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -1294,994815

95% CI = -2043,553675 to -546,435955 t = -3,469908 (53 df) P = 0,001

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -1738,207109

95% CI = -2353,664362 to -1122,749856 t = -5,664735 (53 df) P < 0,0001

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -954,470361 95% CI = -1784,307801 to -124,63292

t = -2,306988 (53 df) P = 0,025

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -1361,69661 95% CI = -2131,547163 to -591,846058

t = -3,547724 (53 df) P = 0,0008

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -757,52125 95% CI = -1657,27003 to 142,227531

t = -1,688688 (53 df) P = 0,0972

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 31,750918 95% CI = -594,033087 to 657,534924

t = 0,101767 (53 df) P = 0,9193

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -136,054447 95% CI = -773,042447 to 500,933553

t = -0,428408 (53 df) P = 0,6701

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -579,266741 95% CI = -1158,506288 to -0,027194

t = -2,00584 (53 df) P = 0,05

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 204,470007 95% CI = -491,100914 to 900,040928

t = 0,589609 (53 df) P = 0,558

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -202,756242 95% CI = -854,141357 to 448,628873

t = -0,624327 (53 df) P = 0,5351

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 401,419118 95% CI = -350,45078 to 1153,289017

t = 1,070857 (53 df) P = 0,2891

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -167,805365 95% CI = -747,729481 to 412,11875

t = -0,580378 (53 df) P = 0,5641

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -611,017659 95% CI = -1237,225649 to 15,19033

t = -1,957091 (53 df) P = 0,0556

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 172,719089 95% CI = -425,194865 to 770,633043

t = 0,579399 (53 df) P = 0,5648

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -234,507161

95% CI = -816,963301 to 347,948979 t = -0,807549 (53 df) P = 0,423

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 369,6682 95% CI = -258,29727 to 997,633669

t = 1,180735 (53 df) P = 0,243

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -443,212294 95% CI = -1080,666273 to 194,241686

t = -1,394565 (53 df) P = 0,169

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 340,524454 95% CI = -251,029349 to 932,078257

t = 1,154596 (53 df) P = 0,2534

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -66,701795 95% CI = -646,876518 to 513,472927

t = -0,230598 (53 df) P = 0,8185

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 537,473565 95% CI = -80,151238 to 1155,098369

t = 1,745454 (53 df) P = 0,0867

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 783,736748 95% CI = 87,546203 to 1479,927293

t = 2,257969 (53 df) P = 0,0281

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 376,510498 95% CI = -275,386813 to 1028,40781

t = 1,158441 (53 df) P = 0,2519

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 980,685859 95% CI = 228,102641 to 1733,269078

t = 2,613673 (53 df) P = 0,0116

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -407,22625 95% CI = -992,981311 to 178,528811

t = -1,394427 (53 df) P = 0,169

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 196,949111 95% CI = -389,909675 to 783,807897

t = 0,673126 (53 df) P = 0,5038

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 604,175361 95% CI = -2,802346 to 1211,153068

Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.le 1 (Glükóz (?g/1 g sz.levél))

VI.VI.MELLÉKLET. StatsDirect jegyzőkönyv a 2012-es kislevelű hárs minták glükóz-fruktóz regressziós egyeneseinek kovariancia analíziséről

Grouped linear regression

Source of variation SSq DF MSq VR

Common slope 41085099,108183 1 41085099,108183 443,863265

P < 0,0001

Between slopes 1636812,023539 8 204601,502942 2,210414

P = 0,0444

Separate residuals 4165313,071135 45 92562,512692

Within groups 46887224,202857 54

Common slope is significant

Difference between slopes is significant

Slope comparisons:

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 2 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 0,833989 Difference (95% CI) = 0,154077 (-0,128288 to 0,436443)

t = -1,09903 P = 0,2776

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 1,221527 Difference (95% CI) = 0,541615 (0,212055 to 0,871176)

t = -3,310071 P = 0,0018

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 1,167054 Difference (95% CI) = 0,487142 (-0,082531 to 1,056815)

t = -1,722313 P = 0,0919

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 0,967132 Difference (95% CI) = 0,28722 (-0,242165 to 0,816606)

t = -1,09276 P = 0,2803

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 1,192714 Difference (95% CI) = 0,512802 (0,084373 to 0,941231)

t = -2,410753 P = 0,0201

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 1,086306 Difference (95% CI) = 0,406395 (0,07616 to 0,736629)

t = -2,478607 P = 0,017

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 1,127203 Difference (95% CI) = 0,447291 (0,026243 to 0,868339)

t = -2,139637 P = 0,0378

slope 1 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,679912 vs. 1,020573 Difference (95% CI) = 0,340662 (-0,279784 to 0,961108)

t = -1,105863 P = 0,2747

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 3 (Glükóz (?g/1 g sz.levél)) = 0,833989 vs. 1,221527 Difference (95% CI) = 0,387538 (0,096309 to 0,678767)

t = -2,680167 P = 0,0102

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 0,833989 vs. 1,167054 Difference (95% CI) = 0,333065 (-0,215325 to 0,881455)

t = -1,223268 P = 0,2276

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 0,833989 vs. 0,967132 Difference (95% CI) = 0,133143 (-0,373269 to 0,639555)

t = -0,529537 P = 0,599

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,833989 vs. 1,192714 Difference (95% CI) = 0,358725 (-0,040969 to 0,758418)

t = -1,807654 P = 0,0773

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,833989 vs. 1,086306 Difference (95% CI) = 0,252317 (-0,039673 to 0,544308)

t = -1,740443 P = 0,0886

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,833989 vs. 1,127203 Difference (95% CI) = 0,293214 (-0,098559 to 0,684986)

t = -1,507413 P = 0,1387

slope 2 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,833989 vs. 1,020573

Difference (95% CI) = 0,186584 (-0,414379 to 0,787548) t = -0,62533 P = 0,5349

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 4 (Glükóz (?g/1 g sz.levél)) = 1,221527 vs. 1,167054 Difference (95% CI) = 0,054473 (-0,519645 to 0,628591)

t = 0,191101 P = 0,8493

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,221527 vs. 0,967132 Difference (95% CI) = 0,254395 (-0,279771 to 0,788561)

t = 0,959211 P = 0,3426

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,221527 vs. 1,192714 Difference (95% CI) = 0,028813 (-0,405508 to 0,463135)

t = 0,133618 P = 0,8943

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,221527 vs. 1,086306 Difference (95% CI) = 0,135221 (-0,202623 to 0,473065)

t = 0,806137 P = 0,4244

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,221527 vs. 1,127203 Difference (95% CI) = 0,094324 (-0,332718 to 0,521367)

t = 0,444871 P = 0,6585

slope 3 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,221527 vs. 1,020573 Difference (95% CI) = 0,200954 (-0,423576 to 0,825483)

t = 0,648073 P = 0,5202

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 5 (Glükóz (?g/1 g sz.levél)) = 1,167054 vs. 0,967132 Difference (95% CI) = 0,199922 (-0,508068 to 0,907912)

t = 0,568741 P = 0,5724

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 1,167054 vs. 1,192714 Difference (95% CI) = 0,02566 (-0,610385 to 0,661704)

t = -0,081254 P = 0,9356

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,167054 vs. 1,086306 Difference (95% CI) = 0,080748 (-0,493757 to 0,655252)

t = 0,283086 P = 0,7784

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,167054 vs. 1,127203 Difference (95% CI) = 0,039851 (-0,591245 to 0,670948)

t = 0,127183 P = 0,8994

slope 4 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,167054 vs. 1,020573 Difference (95% CI) = 0,146481 (-0,63195 to 0,924911)

t = 0,379002 P = 0,7065

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 6 (Glükóz (?g/1 g sz.levél)) = 0,967132 vs. 1,192714 Difference (95% CI) = 0,225582 (-0,374647 to 0,82581)

t = -0,756953 P = 0,453

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 0,967132 vs. 1,086306 Difference (95% CI) = 0,119174 (-0,415408 to 0,653756)

t = -0,449003 P = 0,6556

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 0,967132 vs. 1,127203 Difference (95% CI) = 0,160071 (-0,434912 to 0,755053)

t = -0,541862 P = 0,5906

slope 5 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 0,967132 vs. 1,020573 Difference (95% CI) = 0,053441 (-0,696009 to 0,802892)

t = -0,143621 P = 0,8864

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 7 (Glükóz (?g/1 g sz.levél)) = 1,192714 vs. 1,086306 Difference (95% CI) = 0,106407 (-0,328426 to 0,54124)

t = 0,492869 P = 0,6245

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,192714 vs. 1,127203 Difference (95% CI) = 0,065511 (-0,441743 to 0,572765)

t = 0,260118 P = 0,796

slope 6 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,192714 vs. 1,020573 Difference (95% CI) = 0,17214 (-0,509753 to 0,854033)

t = 0,508449 P = 0,6136

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 8 (Glükóz (?g/1 g sz.levél)) = 1,086306 vs. 1,127203 Difference (95% CI) = 0,040896 (-0,386666 to 0,468459)

t = -0,192649 P = 0,8481

slope 7 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,086306 vs. 1,020573

Difference (95% CI) = 0,065733 (-0,559153 to 0,690618) t = 0,211867 P = 0,8332

slope 8 (Glükóz (?g/1 g sz.levél)) vs. slope 9 (Glükóz (?g/1 g sz.levél)) = 1,127203 vs. 1,020573 Difference (95% CI) = 0,106629 (-0,570651 to 0,783909)

t = 0,317095 P = 0,7526

Between groups 12327532,273096 8 1540941,534137 14,07586

Within 5802125,094674 53 109474,05839

Total 18129657,36777 61

P < 0,0001

Corrected Y means ± SE for baseline mean predictor of 2954,961905:

Y' = 2000,724319 ± 153,962069

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 2 (Glükóz (?g/1 g sz.levél)) vertical separation = -922,107899 95% CI = -1287,54868 to -556,667119

t = -5,06105 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -1011,851535

95% CI = -1370,686427 to -653,016643 t = -5,655852 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = -821,024496 95% CI = -1308,447711 to -333,601281

t = -3,378515 (53 df) P = 0,0014

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = -721,907975 95% CI = -1185,100249 to -258,715701

t = -3,126054 (53 df) P = 0,0029

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -1748,808369

95% CI = -2175,541946 to -1322,074792 t = -8,219802 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -1484,434614

95% CI = -1887,421433 to -1081,447796 t = -7,388328 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -1030,2383 95% CI = -1491,089023 to -569,387578

t = -4,483874 (53 df) P < 0,0001

line 1 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -989,622227 95% CI = -1454,266225 to -524,978228

t = -4,271939 (53 df) P < 0,0001

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 3 (Glükóz (?g/1 g sz.levél)) vertical separation = -89,743636 95% CI = -471,821419 to 292,334147

t = -0,471116 (53 df) P = 0,6395

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 101,083404 95% CI = -450,292232 to 652,459039

t = 0,367712 (53 df) P = 0,7146

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 200,199924 95% CI = -323,803949 to 724,203798

t = 0,766312 (53 df) P = 0,4469

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -826,700469 95% CI = -1307,827099 to -345,57384

t = -3,446392 (53 df) P = 0,0011

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -562,326715 95% CI = -1013,659567 to -110,993862

t = -2,499008 (53 df) P = 0,0156

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -108,130401 95% CI = -629,450271 to 413,189469

t = -0,416025 (53 df) P = 0,6791

line 2 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -67,514327 95% CI = -593,178396 to 458,149741

t = -0,257611 (53 df) P = 0,7977

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 4 (Glükóz (?g/1 g sz.levél)) vertical separation = 190,827039 95% CI = -261,196399 to 642,850478

t = 0,846749 (53 df) P = 0,4009

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 289,94356 95% CI = -140,446104 to 720,333224

t = 1,351225 (53 df) P = 0,1824

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -736,956834 95% CI = -1136,148171 to -337,765497

t = -3,702856 (53 df) P = 0,0005

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -472,583079 95% CI = -852,88393 to -92,282228

t = -2,492452 (53 df) P = 0,0158

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -18,386765 95% CI = -446,717443 to 409,943913

t = -0,0861 (53 df) P = 0,9317

line 3 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 22,229309 95% CI = -409,439992 to 453,898609

t = 0,103288 (53 df) P = 0,9181

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 5 (Glükóz (?g/1 g sz.levél)) vertical separation = 99,116521 95% CI = -257,479791 to 455,712833

t = 0,5575 (53 df) P = 0,5795

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -927,783873 95% CI = -1295,557296 to -560,01045

t = -5,059906 (53 df) P < 0,0001

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -663,410118 95% CI = -1045,903769 to -280,916468

t = -3,478835 (53 df) P = 0,001

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -209,213805 95% CI = -566,202076 to 147,774467

t = -1,175472 (53 df) P = 0,2451

line 4 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -168,597731 95% CI = -524,970902 to 187,775441

t = -0,948905 (53 df) P = 0,347

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 6 (Glükóz (?g/1 g sz.levél)) vertical separation = -1026,900394

95% CI = -1386,775732 to -667,025056

t = -5,723375 (53 df) P < 0,0001

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = -762,526639 95% CI = -1132,935567 to -392,117711

t = -4,129044 (53 df) P = 0,0001

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = -308,330325 95% CI = -663,078826 to 46,418175

t = -1,743298 (53 df) P = 0,0871

line 5 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = -267,714252 95% CI = -622,451079 to 87,022576

t = -1,513705 (53 df) P = 0,136

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 7 (Glükóz (?g/1 g sz.levél)) vertical separation = 264,373755 95% CI = -93,324655 to 622,072165

t = 1,48244 (53 df) P = 0,1441

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 718,570069 95% CI = 359,292476 to 1077,847661

t = 4,011575 (53 df) P = 0,0002

line 6 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 759,186142 95% CI = 398,924391 to 1119,447893

t = 4,226745 (53 df) P < 0,0001

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 8 (Glükóz (?g/1 g sz.levél)) vertical separation = 454,196314 95% CI = 84,822849 to 823,569779

t = 2,466345 (53 df) P = 0,0169

line 7 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 494,812388 95% CI = 123,74873 to 865,876045

t = 2,674657 (53 df) P = 0,0099

line 8 (Glükóz (?g/1 g sz.levél)) vs. line 9 (Glükóz (?g/1 g sz.levél)) vertical separation = 40,616074 95% CI = -314,162784 to 395,394931

Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.levél) Glükóz (?g/1 g sz.le 1 (Glükóz (?g/1 g sz.levél))

VI.VII.MELLÉKLET. StatsDirect jegyzőkönyv a 30-as ábrán lévő 1/SR2 és a glükóz/SR2

Separate residuals 0,369574 35 0,010559

Within groups 4,899857 44

Common slope is significant

Difference between slopes is significant

Slope comparisons:

slope 1 (1/SR2) vs. slope 2 (1/SR2) = 2966,069041 vs. 3762,612687 Difference (95% CI) = 796,543646 (-487,176598 to 2080,263891) t = -1,259674 P = 0,2161

slope 1 (1/SR2) vs. slope 3 (1/SR2) = 2966,069041 vs. 3689,705643 Difference (95% CI) = 723,636603 (-674,394797 to 2121,668002) t = -1,050806 P = 0,3005

slope 1 (1/SR2) vs. slope 4 (1/SR2) = 2966,069041 vs. 2051,431998 Difference (95% CI) = 914,637042 (-464,31505 to 2293,589135) t = 1,346538 P = 0,1868

slope 1 (1/SR2) vs. slope 5 (1/SR2) = 2966,069041 vs. 2347,728148 Difference (95% CI) = 618,340893 (-2193,629147 to 3430,310932) t = 0,446413 P = 0,658

slope 1 (1/SR2) vs. slope 6 (1/SR2) = 2966,069041 vs. 3916,678281 Difference (95% CI) = 950,609241 (-696,862081 to 2598,080563) t = -1,171395 P = 0,2494

slope 1 (1/SR2) vs. slope 7 (1/SR2) = 2966,069041 vs. 3815,257821 Difference (95% CI) = 849,188781 (-563,683727 to 2262,061289) t = -1,22017 P = 0,2306

slope 1 (1/SR2) vs. slope 8 (1/SR2) = 2966,069041 vs. 2321,699634 Difference (95% CI) = 644,369407 (-367,572157 to 1656,310971) t = 1,292703 P = 0,2046

slope 1 (1/SR2) vs. slope 9 (1/SR2) = 2966,069041 vs. 1461,74349 Difference (95% CI) = 1504,32555 (512,562631 to 2496,088469) t = 3,079308 P = 0,004

slope 2 (1/SR2) vs. slope 3 (1/SR2) = 3762,612687 vs. 3689,705643 Difference (95% CI) = 72,907044 (-1328,986477 to 1474,800565) t = 0,105578 P = 0,9165

slope 2 (1/SR2) vs. slope 4 (1/SR2) = 3762,612687 vs. 2051,431998 Difference (95% CI) = 1711,180689 (328,313189 to 3094,048189) t = 2,512086 P = 0,0168

slope 2 (1/SR2) vs. slope 5 (1/SR2) = 3762,612687 vs. 2347,728148 Difference (95% CI) = 1414,884539 (-1399,007632 to 4228,77671) t = 1,020781 P = 0,3144

slope 2 (1/SR2) vs. slope 6 (1/SR2) = 3762,612687 vs. 3916,678281 Difference (95% CI) = 154,065595 (-1496,684358 to 1804,815547) t = -0,189471 P = 0,8508

slope 2 (1/SR2) vs. slope 7 (1/SR2) = 3762,612687 vs. 3815,257821 Difference (95% CI) = 52,645134 (-1364,049036 to 1469,339305) t = -0,07544 P = 0,9403

slope 2 (1/SR2) vs. slope 8 (1/SR2) = 3762,612687 vs. 2321,699634 Difference (95% CI) = 1440,913053 (423,6425 to 2458,183606)

t = 2,875547 P = 0,0068

slope 2 (1/SR2) vs. slope 9 (1/SR2) = 3762,612687 vs. 1461,74349 Difference (95% CI) = 2300,869197 (1303,669449 to 3298,068944) t = 4,68413 P < 0,0001

slope 3 (1/SR2) vs. slope 4 (1/SR2) = 3689,705643 vs. 2051,431998 Difference (95% CI) = 1638,273645 (148,684221 to 3127,863069) t = 2,232744 P = 0,0321

slope 3 (1/SR2) vs. slope 5 (1/SR2) = 3689,705643 vs. 2347,728148 Difference (95% CI) = 1341,977495 (-1525,868959 to 4209,823949) t = 0,949967 P = 0,3486

slope 3 (1/SR2) vs. slope 6 (1/SR2) = 3689,705643 vs. 3916,678281 Difference (95% CI) = 226,972638 (-1514,156172 to 1968,101449) t = -0,264644 P = 0,7928

slope 3 (1/SR2) vs. slope 7 (1/SR2) = 3689,705643 vs. 3815,257821 Difference (95% CI) = 125,552178 (-1395,492365 to 1646,596722) t = -0,167572 P = 0,8679

slope 3 (1/SR2) vs. slope 8 (1/SR2) = 3689,705643 vs. 2321,699634 Difference (95% CI) = 1368,006009 (209,820571 to 2526,191447) t = 2,397889 P = 0,022

slope 3 (1/SR2) vs. slope 9 (1/SR2) = 3689,705643 vs. 1461,74349 Difference (95% CI) = 2227,962153 (1087,365175 to 3368,559131) t = 3,96547 P = 0,0003

slope 4 (1/SR2) vs. slope 5 (1/SR2) = 2051,431998 vs. 2347,728148 Difference (95% CI) = 296,29615 (-2562,297973 to 3154,890273) t = -0,210423 P = 0,8346

slope 4 (1/SR2) vs. slope 6 (1/SR2) = 2051,431998 vs. 3916,678281 Difference (95% CI) = 1865,246283 (139,399646 to 3591,09292) t = -2,194083 P = 0,035

slope 4 (1/SR2) vs. slope 7 (1/SR2) = 2051,431998 vs. 3815,257821 Difference (95% CI) = 1763,825823 (260,298776 to 3267,352871) t = -2,381571 P = 0,0228

slope 4 (1/SR2) vs. slope 8 (1/SR2) = 2051,431998 vs. 2321,699634 Difference (95% CI) = 270,267636 (-864,814118 to 1405,349389) t = -0,483377 P = 0,6318

slope 4 (1/SR2) vs. slope 9 (1/SR2) = 2051,431998 vs. 1461,74349 Difference (95% CI) = 589,688508 (-527,441093 to 1706,818109) t = 1,071614 P = 0,2912

slope 5 (1/SR2) vs. slope 6 (1/SR2) = 2347,728148 vs. 3916,678281 Difference (95% CI) = 1568,950133 (-1428,417585 to 4566,317852) t = -1,062645 P = 0,2952

slope 5 (1/SR2) vs. slope 7 (1/SR2) = 2347,728148 vs. 3815,257821 Difference (95% CI) = 1467,529673 (-1407,580796 to 4342,640143) t = -1,036219 P = 0,3072

slope 5 (1/SR2) vs. slope 8 (1/SR2) = 2347,728148 vs. 2321,699634 Difference (95% CI) = 26,028514 (-2674,72642 to 2726,783449) t = 0,019565 P = 0,9845

slope 5 (1/SR2) vs. slope 9 (1/SR2) = 2347,728148 vs. 1461,74349 Difference (95% CI) = 885,984658 (-1807,274553 to 3579,243868) t = 0,667832 P = 0,5086

slope 6 (1/SR2) vs. slope 7 (1/SR2) = 3916,678281 vs. 3815,257821 Difference (95% CI) = 101,42046 (-1651,647269 to 1854,48819) t = 0,117448 P = 0,9072

slope 6 (1/SR2) vs. slope 8 (1/SR2) = 3916,678281 vs. 2321,699634 Difference (95% CI) = 1594,978648 (145,474088 to 3044,483208) t = 2,233852 P = 0,032

slope 6 (1/SR2) vs. slope 9 (1/SR2) = 3916,678281 vs. 1461,74349 Difference (95% CI) = 2454,934791 (1019,44483 to 3890,424752) t = 3,471834 P = 0,0014

slope 7 (1/SR2) vs. slope 8 (1/SR2) = 3815,257821 vs. 2321,699634 Difference (95% CI) = 1493,558187 (317,50103 to 2669,615345)

t = 2,578178 P = 0,0143

slope 7 (1/SR2) vs. slope 9 (1/SR2) = 3815,257821 vs. 1461,74349 Difference (95% CI) = 2353,514331 (1194,774328 to 3512,254334) t = 4,123348 P = 0,0002

slope 8 (1/SR2) vs. slope 9 (1/SR2) = 2321,699634 vs. 1461,74349 Difference (95% CI) = 859,956143 (251,27281 to 1468,639477) t = 2,868164 P = 0,007

Covariance analysis Uncorrected:

Source of variation YY xY xx DF

Between groups 2,000647 0,000564 4,47E-07 8

Within 4,899857 0,001701 7,26E-07 44

Total 6,900505 0,002265 0,000001 52

Corrected:

Source of variation SSq DF MSq VR

Between groups 1,61223 8 0,201529 9,515556

Within 0,910692 43 0,021179

Total 2,522922 51

P < 0,0001

Corrected Y means ± SE for baseline mean predictor of 0,000162:

Y' = 0,636453 ± 0,059493

line 1 (1/SR2) vs. line 2 (1/SR2) vertical separation = -0,119729 95% CI = -0,289233 to 0,049776

t = -1,424483 (43 df) P = 0,1615

line 1 (1/SR2) vs. line 3 (1/SR2) vertical separation = 0,148036 95% CI = -0,022892 to 0,318963

t = 1,746597 (43 df) P = 0,0878

line 1 (1/SR2) vs. line 4 (1/SR2) vertical separation = 0,353141 95% CI = 0,183695 to 0,522587

t = 4,202965 (43 df) P = 0,0001

line 1 (1/SR2) vs. line 5 (1/SR2) vertical separation = 0,270286 95% CI = 0,089187 to 0,451385

t = 3,00986 (43 df) P = 0,0044

line 1 (1/SR2) vs. line 6 (1/SR2) vertical separation = 0,200184 95% CI = 0,030285 to 0,370084

t = 2,376171 (43 df) P = 0,022

line 1 (1/SR2) vs. line 7 (1/SR2) vertical separation = 0,168568 95% CI = -0,002014 to 0,339149

t = 1,992885 (43 df) P = 0,0526

line 1 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,376253 95% CI = 0,203854 to 0,548652

t = 4,401348 (43 df) P < 0,0001

line 1 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,513781 95% CI = 0,327217 to 0,700345

t = 5,553782 (43 df) P < 0,0001

line 2 (1/SR2) vs. line 3 (1/SR2) vertical separation = 0,267764

95% CI = 0,096195 to 0,439333 t = 3,147405 (43 df) P = 0,003

line 2 (1/SR2) vs. line 4 (1/SR2) vertical separation = 0,472869 95% CI = 0,303355 to 0,642383

t = 5,625678 (43 df) P < 0,0001

line 2 (1/SR2) vs. line 5 (1/SR2) vertical separation = 0,390014 95% CI = 0,208007 to 0,572021

t = 4,321467 (43 df) P < 0,0001

line 2 (1/SR2) vs. line 6 (1/SR2) vertical separation = 0,319913 95% CI = 0,15028 to 0,489545

t = 3,803314 (43 df) P = 0,0004

line 2 (1/SR2) vs. line 7 (1/SR2) vertical separation = 0,288296 95% CI = 0,117145 to 0,459448

t = 3,397026 (43 df) P = 0,0015

line 2 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,495981 95% CI = 0,324347 to 0,667616

t = 5,827747 (43 df) P < 0,0001

line 2 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,63351 95% CI = 0,448763 to 0,818257

t = 6,915368 (43 df) P < 0,0001

line 3 (1/SR2) vs. line 4 (1/SR2) vertical separation = 0,205105 95% CI = 0,034225 to 0,375985

t = 2,420607 (43 df) P = 0,0198

line 3 (1/SR2) vs. line 5 (1/SR2) vertical separation = 0,12225 95% CI = -0,055897 to 0,300397

t = 1,383919 (43 df) P = 0,1735

line 3 (1/SR2) vs. line 6 (1/SR2) vertical separation = 0,052149 95% CI = -0,120848 to 0,225145

t = 0,60792 (43 df) P = 0,5464

line 3 (1/SR2) vs. line 7 (1/SR2) vertical separation = 0,020532 95% CI = -0,148937 to 0,190001

t = 0,244335 (43 df) P = 0,8081

line 3 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,228217 95% CI = 0,050304 to 0,40613

t = 2,586904 (43 df) P = 0,0132

line 3 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,365745 95% CI = 0,168723 to 0,562768

t = 3,743718 (43 df) P = 0,0005

line 4 (1/SR2) vs. line 5 (1/SR2) vertical separation = -0,082855 95% CI = -0,263884 to 0,098174

t = -0,923019 (43 df) P = 0,3611

line 4 (1/SR2) vs. line 6 (1/SR2) vertical separation = -0,152956 95% CI = -0,322883 to 0,01697

t = -1,815287 (43 df) P = 0,0765

line 4 (1/SR2) vs. line 7 (1/SR2) vertical separation = -0,184573 95% CI = -0,355113 to -0,014033

t = -2,182637 (43 df) P = 0,0346

line 4 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,023112 95% CI = -0,149354 to 0,195579

t = 0,270258 (43 df) P = 0,7883

line 4 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,16064 95% CI = -0,026078 to 0,347358

t = 1,735036 (43 df) P = 0,0899

line 5 (1/SR2) vs. line 6 (1/SR2) vertical separation = -0,070101 95% CI = -0,253991 to 0,113789

t = -0,768788 (43 df) P = 0,4462

line 5 (1/SR2) vs. line 7 (1/SR2) vertical separation = -0,101718 95% CI = -0,280082 to 0,076646

t = -1,150084 (43 df) P = 0,2565

line 5 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,105967

95% CI = -0,083822 to 0,295757 t = 1,126001 (43 df) P = 0,2664

line 5 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,243496 95% CI = 0,032946 to 0,454045

t = 2,332258 (43 df) P = 0,0244

line 6 (1/SR2) vs. line 7 (1/SR2) vertical separation = -0,031617 95% CI = -0,204069 to 0,140836

t = -0,36973 (43 df) P = 0,7134

line 6 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,176069 95% CI = 0,00552 to 0,346617

t = 2,081968 (43 df) P = 0,0433

line 6 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,313597 95% CI = 0,131875 to 0,495318

t = 3,480205 (43 df) P = 0,0012

line 7 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,207685 95% CI = 0,030608 to 0,384762

t = 2,365279 (43 df) P = 0,0226

line 7 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,345213 95% CI = 0,149609 to 0,540817

t = 3,55917 (43 df) P = 0,0009

line 8 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,137528 95% CI = -0,038128 to 0,313184

t = 1,578948 (43 df) P = 0,1217

Grouped Li near Regression

0,0000 0,0002 0,0004 0,0006 0,0008

0,0 0,5 1,0 1,5 Y

1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1 (1/SR2)

2 (1/SR2) 3 (1/SR2) 4 (1/SR2) 5 (1/SR2) 6 (1/SR2) 7 (1/SR2) 8 (1/SR2) 9 (1/SR2)

VII.VIII.MELLÉKLET. StatsDirect jegyzőkönyv a 31-es ábrán lévő 1/SR2 és a fruktóz/SR2

Separate residuals 0,421834 35 0,012052

Within groups 3,626515 44

Common slope is significant

Difference between slopes is significant

Slope comparisons:

slope 1 (1/SR2) vs. slope 2 (1/SR2) = 3315,16117 vs. 3907,428295 Difference (95% CI) = 592,267124 (-1070,41448 to 2254,948729) t = -0,723149 P = 0,4744

slope 1 (1/SR2) vs. slope 3 (1/SR2) = 3315,16117 vs. 4070,825983 Difference (95% CI) = 755,664813 (-1009,105027 to 2520,434653) t = -0,869281 P = 0,3906

slope 1 (1/SR2) vs. slope 4 (1/SR2) = 3315,16117 vs. 2143,927839 Difference (95% CI) = 1171,233331 (-576,318559 to 2918,785221) t = 1,360606 P = 0,1823

slope 1 (1/SR2) vs. slope 5 (1/SR2) = 3315,16117 vs. 1499,043041 Difference (95% CI) = 1816,118129 (84,22745 to 3548,008808) t = 2,128839 P = 0,0404

slope 1 (1/SR2) vs. slope 6 (1/SR2) = 3315,16117 vs. 4696,175221 Difference (95% CI) = 1381,014051 (-614,356543 to 3376,384645) t = -1,405056 P = 0,1688

slope 1 (1/SR2) vs. slope 7 (1/SR2) = 3315,16117 vs. 3527,006701 Difference (95% CI) = 211,84553 (-2675,502628 to 3099,193689) t = -0,14895 P = 0,8824

slope 1 (1/SR2) vs. slope 8 (1/SR2) = 3315,16117 vs. 2053,171743 Difference (95% CI) = 1261,989427 (-353,40575 to 2877,384605) t = 1,585974 P = 0,1217

slope 1 (1/SR2) vs. slope 9 (1/SR2) = 3315,16117 vs. 1107,790463 Difference (95% CI) = 2207,370707 (790,958173 to 3623,783242) t = 3,163768 P = 0,0032

slope 2 (1/SR2) vs. slope 3 (1/SR2) = 3907,428295 vs. 4070,825983 Difference (95% CI) = 163,397689 (-1334,337198 to 1661,132576) t = -0,221478 P = 0,826

slope 2 (1/SR2) vs. slope 4 (1/SR2) = 3907,428295 vs. 2143,927839 Difference (95% CI) = 1763,500455 (286,092315 to 3240,908596) t = 2,423228 P = 0,0207

slope 2 (1/SR2) vs. slope 5 (1/SR2) = 3907,428295 vs. 1499,043041 Difference (95% CI) = 2408,385253 (949,535525 to 3867,234982) t = 3,351464 P = 0,0019

slope 2 (1/SR2) vs. slope 6 (1/SR2) = 3907,428295 vs. 4696,175221 Difference (95% CI) = 788,746926 (-974,857625 to 2552,351478) t = -0,907937 P = 0,3701

slope 2 (1/SR2) vs. slope 7 (1/SR2) = 3907,428295 vs. 3527,006701 Difference (95% CI) = 380,421594 (-2351,89914 to 3112,742328) t = 0,282652 P = 0,7791

slope 2 (1/SR2) vs. slope 8 (1/SR2) = 3907,428295 vs. 2053,171743 Difference (95% CI) = 1854,256552 (535,810957 to 3172,702146)

t = 2,855136 P = 0,0072

slope 2 (1/SR2) vs. slope 9 (1/SR2) = 3907,428295 vs. 1107,790463 Difference (95% CI) = 2799,637832 (1734,263872 to 3865,011791) t = 5,334809 P < 0,0001

slope 3 (1/SR2) vs. slope 4 (1/SR2) = 4070,825983 vs. 2143,927839 Difference (95% CI) = 1926,898144 (335,471966 to 3518,324323) t = 2,458054 P = 0,0191

slope 3 (1/SR2) vs. slope 5 (1/SR2) = 4070,825983 vs. 1499,043041 Difference (95% CI) = 2571,782942 (997,570441 to 4145,995443) t = 3,316577 P = 0,0021

slope 3 (1/SR2) vs. slope 6 (1/SR2) = 4070,825983 vs. 4696,175221 Difference (95% CI) = 625,349238 (-1234,812981 to 2485,511457) t = -0,682482 P = 0,4994

slope 3 (1/SR2) vs. slope 7 (1/SR2) = 4070,825983 vs. 3527,006701 Difference (95% CI) = 543,819283 (-2251,798549 to 3339,437115) t = 0,394908 P = 0,6953

slope 3 (1/SR2) vs. slope 8 (1/SR2) = 4070,825983 vs. 2053,171743 Difference (95% CI) = 2017,65424 (572,593254 to 3462,715227) t = 2,834521 P = 0,0076

slope 3 (1/SR2) vs. slope 9 (1/SR2) = 4070,825983 vs. 1107,790463 Difference (95% CI) = 2963,03552 (1744,460885 to 4181,610156) t = 4,936326 P < 0,0001

slope 4 (1/SR2) vs. slope 5 (1/SR2) = 2143,927839 vs. 1499,043041 Difference (95% CI) = 644,884798 (-910,001056 to 2199,770652) t = 0,841982 P = 0,4055

slope 4 (1/SR2) vs. slope 6 (1/SR2) = 2143,927839 vs. 4696,175221 Difference (95% CI) = 2552,247382 (708,412112 to 4396,082651) t = -2,810087 P = 0,0081

slope 4 (1/SR2) vs. slope 7 (1/SR2) = 2143,927839 vs. 3527,006701 Difference (95% CI) = 1383,078861 (-1401,701935 to 4167,859658) t = -1,008266 P = 0,3202

slope 4 (1/SR2) vs. slope 8 (1/SR2) = 2143,927839 vs. 2053,171743 Difference (95% CI) = 90,756096 (-1333,226444 to 1514,738636) t = 0,129387 P = 0,8978

slope 4 (1/SR2) vs. slope 9 (1/SR2) = 2143,927839 vs. 1107,790463 Difference (95% CI) = 1036,137376 (-157,36552 to 2229,640272) t = 1,762435 P = 0,0867

slope 5 (1/SR2) vs. slope 6 (1/SR2) = 1499,043041 vs. 4696,175221 Difference (95% CI) = 3197,13218 (1368,133487 to 5026,130873) t = -3,548676 P = 0,0011

slope 5 (1/SR2) vs. slope 7 (1/SR2) = 1499,043041 vs. 3527,006701 Difference (95% CI) = 2027,963659 (-747,015944 to 4802,943263) t = -1,483609 P = 0,1469

slope 5 (1/SR2) vs. slope 8 (1/SR2) = 1499,043041 vs. 2053,171743 Difference (95% CI) = 554,128702 (-850,589772 to 1958,847176) t = -0,80083 P = 0,4286

slope 5 (1/SR2) vs. slope 9 (1/SR2) = 1499,043041 vs. 1107,790463 Difference (95% CI) = 391,252578 (-779,198993 to 1561,704149) t = 0,678614 P = 0,5018

slope 6 (1/SR2) vs. slope 7 (1/SR2) = 4696,175221 vs. 3527,006701 Difference (95% CI) = 1169,16852 (-1777,451625 to 4115,788666) t = 0,805512 P = 0,426

slope 6 (1/SR2) vs. slope 8 (1/SR2) = 4696,175221 vs. 2053,171743 Difference (95% CI) = 2643,003478 (923,907066 to 4362,09989) t = 3,121164 P = 0,0036

slope 6 (1/SR2) vs. slope 9 (1/SR2) = 4696,175221 vs. 1107,790463 Difference (95% CI) = 3588,384758 (2054,756589 to 5122,012928) t = 4,750049 P < 0,0001

slope 7 (1/SR2) vs. slope 8 (1/SR2) = 3527,006701 vs. 2053,171743 Difference (95% CI) = 1473,834958 (-1229,971259 to 4177,641174)

t = 1,106604 P = 0,276

slope 7 (1/SR2) vs. slope 9 (1/SR2) = 3527,006701 vs. 1107,790463 Difference (95% CI) = 2419,216238 (-170,627569 to 5009,060044) t = 1,896358 P = 0,0662

slope 8 (1/SR2) vs. slope 9 (1/SR2) = 2053,171743 vs. 1107,790463 Difference (95% CI) = 945,38128 (-44,574848 to 1935,337408) t = 1,938698 P = 0,0606

Covariance analysis Uncorrected:

Source of variation YY xY xx DF

Between groups 2,247019 0,000542 4,08E-07 8

Within 3,626515 0,001156 5,57E-07 44

Total 5,873534 0,001698 9,65E-07 52

Corrected:

Source of variation SSq DF MSq VR

Between groups 1,65981 8 0,207476 7,269204

Within 1,227298 43 0,028542

Total 2,887108 51

P < 0,0001

Corrected Y means ± SE for baseline mean predictor of 0,000151:

Y' = 0,530531 ± 0,069141

line 1 (1/SR2) vs. line 2 (1/SR2) vertical separation = -0,208239 95% CI = -0,405325 to -0,011152

t = -2,130801 (43 df) P = 0,0389

line 1 (1/SR2) vs. line 3 (1/SR2) vertical separation = 0,068032 95% CI = -0,130064 to 0,266128

t = 0,692593 (43 df) P = 0,4923

line 1 (1/SR2) vs. line 4 (1/SR2) vertical separation = 0,278917 95% CI = 0,082123 to 0,475711

t = 2,858262 (43 df) P = 0,0065

line 1 (1/SR2) vs. line 5 (1/SR2) vertical separation = 0,250825 95% CI = 0,052656 to 0,448994

t = 2,552558 (43 df) P = 0,0143

line 1 (1/SR2) vs. line 6 (1/SR2) vertical separation = -0,038531 95% CI = -0,236552 to 0,159491

t = -0,392403 (43 df) P = 0,6967

line 1 (1/SR2) vs. line 7 (1/SR2) vertical separation = 0,134074 95% CI = -0,064946 to 0,333095

t = 1,358585 (43 df) P = 0,1814

line 1 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,285426 95% CI = 0,078479 to 0,492374

t = 2,781466 (43 df) P = 0,008

line 1 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,398888 95% CI = 0,173636 to 0,62414

t = 3,57126 (43 df) P = 0,0009

line 2 (1/SR2) vs. line 3 (1/SR2) vertical separation = 0,276271

95% CI = 0,07636 to 0,476181 t = 2,787008 (43 df) P = 0,0079

line 2 (1/SR2) vs. line 4 (1/SR2) vertical separation = 0,487155 95% CI = 0,290345 to 0,683966

t = 4,991821 (43 df) P < 0,0001

line 2 (1/SR2) vs. line 5 (1/SR2) vertical separation = 0,459064 95% CI = 0,259043 to 0,659084

t = 4,628476 (43 df) P < 0,0001

line 2 (1/SR2) vs. line 6 (1/SR2) vertical separation = 0,169708 95% CI = -0,027281 to 0,366697

t = 1,737397 (43 df) P = 0,0895

line 2 (1/SR2) vs. line 7 (1/SR2) vertical separation = 0,342313 95% CI = 0,141069 to 0,543557

t = 3,430364 (43 df) P = 0,0013

line 2 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,493665 95% CI = 0,287318 to 0,700012

t = 4,824733 (43 df) P < 0,0001

line 2 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,607127 95% CI = 0,387574 to 0,826679

t = 5,576736 (43 df) P < 0,0001

line 3 (1/SR2) vs. line 4 (1/SR2) vertical separation = 0,210885 95% CI = 0,012012 to 0,409757

t = 2,138502 (43 df) P = 0,0382

line 3 (1/SR2) vs. line 5 (1/SR2) vertical separation = 0,182793 95% CI = -0,013915 to 0,379501

t = 1,874034 (43 df) P = 0,0677

line 3 (1/SR2) vs. line 6 (1/SR2) vertical separation = -0,106563 95% CI = -0,30862 to 0,095495

t = -1,063577 (43 df) P = 0,2935

line 3 (1/SR2) vs. line 7 (1/SR2) vertical separation = 0,066042 95% CI = -0,130784 to 0,262868

t = 0,676672 (43 df) P = 0,5022

line 3 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,217394 95% CI = 0,007307 to 0,427482

t = 2,086833 (43 df) P = 0,0429

line 3 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,330856 95% CI = 0,093314 to 0,568398

t = 2,808907 (43 df) P = 0,0074

line 4 (1/SR2) vs. line 5 (1/SR2) vertical separation = -0,028091 95% CI = -0,227055 to 0,170872

t = -0,284735 (43 df) P = 0,7772

line 4 (1/SR2) vs. line 6 (1/SR2) vertical separation = -0,317447 95% CI = -0,514881 to -0,120013

t = -3,242574 (43 df) P = 0,0023

line 4 (1/SR2) vs. line 7 (1/SR2) vertical separation = -0,144842 95% CI = -0,344837 to 0,055152

t = -1,460554 (43 df) P = 0,1514

line 4 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,00651 95% CI = -0,20006 to 0,21308

t = 0,063554 (43 df) P = 0,9496

line 4 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,119971 95% CI = -0,102488 to 0,34243

t = 1,087595 (43 df) P = 0,2828

line 5 (1/SR2) vs. line 6 (1/SR2) vertical separation = -0,289356 95% CI = -0,491554 to -0,087157

t = -2,885986 (43 df) P = 0,0061

line 5 (1/SR2) vs. line 7 (1/SR2) vertical separation = -0,116751 95% CI = -0,313557 to 0,080055

t = -1,196361 (43 df) P = 0,2381

line 5 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,034601

95% CI = -0,175602 to 0,244805 t = 0,331965 (43 df) P = 0,7415

line 5 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,148063 95% CI = -0,089822 to 0,385948

t = 1,255215 (43 df) P = 0,2162

line 6 (1/SR2) vs. line 7 (1/SR2) vertical separation = 0,172605 95% CI = -0,031127 to 0,376336

t = 1,708577 (43 df) P = 0,0947

line 6 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,323957 95% CI = 0,117546 to 0,530368

t = 3,165148 (43 df) P = 0,0028

line 6 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,437419 95% CI = 0,222342 to 0,652495

t = 4,101514 (43 df) P = 0,0002

line 7 (1/SR2) vs. line 8 (1/SR2) vertical separation = 0,151352 95% CI = -0,060134 to 0,362839

t = 1,443263 (43 df) P = 0,1562

line 7 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,264814 95% CI = 0,023368 to 0,506259

t = 2,211877 (43 df) P = 0,0323

line 8 (1/SR2) vs. line 9 (1/SR2) vertical separation = 0,113462 95% CI = -0,113042 to 0,339966

t = 1,010212 (43 df) P = 0,318

Grouped Li near Regression

0,0000 0,0002 0,0004 0,0006 0,0008

0,0 0,3 0,6 0,9 1,2 Y

1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1/SR2 1 (1/SR2)

2 (1/SR2) 3 (1/SR2) 4 (1/SR2) 5 (1/SR2) 6 (1/SR2) 7 (1/SR2) 8 (1/SR2) 9 (1/SR2)

VII. MELLÉKLET. Korrelációs analízis

VII. MELLÉKLET. Korrelációs analízis

In document I. MELLÉKLET. Primer adatok (Pldal 42-88)