414
ف ي ف خ ت ل ا ي ف وي ب ر لت ا ي ض ا ري ل ا ي ن د ب لط ا ا# ش لن ر ا# ث) ا ي س مدر ل ا ي ن عدوا ل ا1 وك ل ش ل ا5 ن م18 ( ر م ع ل ا> ة@ ئ ف لدي- ة ئ س) 15 وسط I مة ص عا ل ر ا) ث ا ز ج ل ا ات وي ب ا# ي ض ع يS ب ة ئ ب دا ب م دراسة

أثر النشاط البدني الرياضي التربوي في التخفيف

Embed Size (px)

Citation preview

) 81 - 51 (

. . . . .

81 ) - 51 ( . .

. .

2

. . . .

( ) ( .)

4

: .

. " 1 ." . . . " 1 2002 . 091 08

5

. 1 " . : 51 ( 81 ) : .1 81) - 51 ( .2 81) 51 ( .3 81 ) 51 (

:

1 ( )1002 51 .

:

.

: .1

6

.. .2 81 ) - 51 ( . .3 81 ) - 51 ( .

:

. .

:

:

.

7

.

.

: : . .

. .

:

8

:

.

: "

1 ." " 2 ."

" 3 ." : ." . 1 4002 03 . 51(. 3 68912

6991 233

:9

41 (

. " 1 " . " 2 ." " 3 ." : " ."

:

. " . 1 " . 1

9991 821 2 3991 52 . 3

01 9002 99

01

" ... 2 ." " 3 ." :

: .

: " :

4 ."

" 5 ." " 6 ." : 1 . 1 4891 132 2 . 3891 79

.

3

8891 712 4 . 072 . 2891 5

602 6 . 6002 931

11

. .

21

: . : 81 - ) 51 (

: 0102 - 9002 : " " : : . . . 88

31

:

. . : " " " " " " " " 0102 - 9002 : : . . .

. 081 .

41

: : " ." " " " " ) 9002 - : 8002 (

: ___________ . . . 06 02 .

51

: .

. . : 81 - ) 51 ( 8002 9002 : : : 021

51

61

: . .

91

.

.02

: : . ( )... ( ) 1 .

2 . 3 . . " .4 " " 6

5 " " "

1 ( 11 . 0102 47 ) 01 . 2

2991 6

. 0002 291 51(. 3 68915

3 4

41 ( ,Sillamy . h, dictionnaire usuel de psychologie, Ed bordas, paris .11 1933, p6

Robert des sports, dictionnaire de la langue des sports, dites par le

12

.2891 ,robert, paris, France

1 . ( ) 2 . :

: . . . 3 . 1 2 ,

29912

. .

553

0991 44

22

: . . : : . : . : .

:

32

.1

: : .1 : mood . selfsteem confidence 0002 52 " Motl " " Berger "

. . . 4891 " " " Sachs " : 03 . : 1 .42

1

.2 :

personality : : : . : .typical reponse role related behaviour :

. 3791 " " " Ismail & Young " " " : 2 . 1 1 4002 78 (. 68 ( 98 (. 88 (2

52

.3 : : % 7

. . " mougan " 0891 ) ( .

0991 . " North " 9991 " Grist " : 54 .) ( )1 )2 ( 01 .) )3 .

62

01 1 . : anxiety

... . . 8791 " Morgan " " Bahrke " 02 % 07 . 2 . 58 (. 48 ( . 18 1 2

72

: : : .1 . .2 . 1 . )1 : ...

... . . 1 6002 1

82

29

1 . : : ....

. : . )2 : .

. . 591

92

1 . : .1 : . : . . .

. ( ) ( .) : )1 : . )2 : . 79 (. 69 (1

03

)3 : 1 . .2 : _

_ . _ .2

.3 : . _ _. : )1 : . )2 : 62(. 1 . 971

0002 52 ( 2

13

. )3 : _ _ . _ . _ . _ . .

1 . 08 - 18 -28 (. 97 (1

23

: : . . . : :

: . . : : ( .) : . : 1 . ) 81 . 8002 73 1

51 (

33

:

: . . . : : 1 . : : : : . . . . 83 . 1

43

. . : ( ) . . . . . . . : . . . . . . . 1 703 (. 1

1 0002 603 ( 53

:

:

1 . 2 .

3 . : .1 : " " _ . 1 . 19 . 21 6791 961 (. 2

723

63

1 2791 861 (

. " " 1 . " " . . . . _ . " " " ." ( ) ( ) . .

. ( ) ( 1 .) . 4 9791 1

73

751

.2 : : : )1 . )2 . )3 ( .) )4 . ( ) ( .) )5 . )6___________ .

)7 ..... )8 . . . ( ) : . . )1 : : . . 8511

83

. . .

. )2 : : " : ." . " : ." 1 . .3 : . " " :

)1 : 161 (. 061 (1

93

: . . . . . 1 )2 : : . . . . )3 : : . . . . )4 : : .

. 961

1

04

. . . 1 )5 : : . . . . . )6 : : . . . . )7 : : . . . 0711

14

)8 : : . . . . . )9 : : . . . " " . 1 . . : : : . .: : . : .

: . 271 (. 171 (1

24

: . : . : . : . 1 : : . : . : . : . : . : . : . : . : 2 . : . .

" ." . 371 . 4711 2

34

1 . .

. _: )1. )2 . )3 . )4 . )5 . )6 . )7 2 . : .

. 48 68 (. 58 (1 2

44

1 . 2

1

. . 5991 29

9991 821 2

54

.. .

74

( ) ( ) ..

. . .

84

: ( .. ) : : " 1 " adolescence

adolesseue

2 . :

3 . 4 . . . 5 . . 1 . 2791 872 . 1991 2

72 3 . 6002 35 . 1 4

1002 981

5 .

94

6002 412

: .1 : ) 4291 - 4481 ( " "Stanly Hall " Stress Storm 42 21 .) ) 1 . .2 : ) 9391 ( 6581 " "

. " " ( ) 2 . .3 : - ( ) 2891 5981 . " " . : : 1

7002 661 2 1 9002 83 05

. " " 1

.4 :

) 4991 - 2091 ( . . . 2 . : : .1 : .

3 . .2 ( :) . 34 . 64 1 01 . 1 2 3

15

. 1 . .3 : . " " .

2 . : .1 : . 31

. 97 France, 1997, p

,1S. Netching et autre, lenfant adolescent approche psycologique, t

2 1 5002782 3 : 8991 50225

.2 :

.3 : . .4 : .

1 . 1 ) 9002 . - 27 ( 800235

: ( ) : adolescence

.pubert

1 . . 2

. : .1 :

: 3 . . . . 1 6002 02 1

962 2

6002 323

45

81 , 1 . 52 5 .2 : :

2 . . 3 . : 4 . .3 : .

5 . 1 4002 . . 7002 36 . 9991 101 2 4 . 7002 214 . 1 7991 5 3 1

0142

55

953

1

.4 : . 2 . .5 : : )1 : . )2 : . )3 :

3 . .6 : : 1 3991 302 2 . 1 5002 791 1 8002 . 3

65

832

: 51 ) - 21 ( 1 . : 22) - : 51 (

.. .

. 2 . .7 : ( 81 ) - 11 3 . . 4 9791 . 841 . 481

4412 3

75

:

: ( ... ). ( ... ). . ( ...). ( ...). .)1

(

: .

2 . . 1031

2 6002 35

: : : . . . . .185

. . . . . . . . . 2 :

" " " "garrison arnold gesell

1

932 . 2 1

8002 17

95

1 : : .1 : 2 . .2 : :

3 . .3 :: . . . . . . . .4

1 2

561 . . 2 561 . 061 .

8002 0823 4

06

.4 :: . . . .1

: : .

:

... : . . . . : .1 : . . .2 : . . .3 : . . 0611

16

. .

. . .4 : . . . .5 : . .1

: . .

. 81 (. 71 (1

26

1 . . 1

4002 422

36

.. . .56

. .

66

: : . 1 . 2 . : : : .1 . " " freud . .2 :

. 3 . . . 1 33 (. 4891 1

6002 2812

4002 123

76

03 (

: : : . . . . . . . 1 : .1 :" freud "

" " " " : . . " " " 2 ." 1 , , ,1 ,, 7002 , 02 . 6002 2

86

921

.2 :" thorndike "

. 1 . .3 :" kohler " " " " " " " " " " "

2 . . 771 . 971 1 2

96

: : " " " " " " 1 . 9191 " " " " 9391

" " 8591 " " " " 8591 " " 1691 " " 2691 2 . " " 2791 " " 7791 ... 3 . : : 4 . . 3 . 1 . 1 . 1

321 2

7002 1513

21 4

45

07

1 . ( ) ( ) ( .2

: .1 :" kelley " 3 . .2 :" buss " 4 .

.3 :" chaplin " 5 . .4 :" dolard " 1 . . 1

683 2 1 . 8002 833 . 1 4 3

8002 732 ,Buss , A . H, the psychology of agression, london, johm wiley .91 1961, p . 1515

17

.5 " :" locan 2 . :

: .1 : " " " freud " " " " " " " ( ) . . " " 3 . .2 : .... . "

" A. Bandura : . 2 1

2991 82 .22Richard f :la psychologie modrene de coprend de saroir, 2end p3

. 1

27

5002 27

1 . .3 : - .

. 2 . .4 /: " dollard " . ( ) 3 . 4 . 1 932

2 . 2 4002 42 . 1 . 7991 3

4002 29 4

37

59

: ( ) : . .1 : . .2 : 1 . .3 :

2 . .4 : 3 . : .5 : " leith " " Branda bredmaer " . 1 . 1 1

7002 5022

5002 83 3 1 4991 88

47

. .6 :

" bull " " wunerg " 1 . .7 : .... . 2 . .8:

. 3 . . 21 . 1 8002 . 8511 2

023

57

: : : : . . . . . . . : : .

( .) ( ... ) . . . . : : . . . 1 1 94267

: :

, . . ,

1

: : . . . . : : . . . . : : .1

Ajouria gueria (dE):mamuel de psychiatrie de lenfant. ED masson

77

94. paris,1977. P

. . 1

: 1- . 2- . 3- . . 4- 2

: .

1 : ,152 2 6002 32

87

. 1 : . " : ( " .) 43 ( ) " :

(. ( " 951 ( " :) ( " ) 2 . " :

(. ( " 2 1 . 1 3302 382 2 . 0002 48

97

: . 1 . 2 . . 38 . 9031 2

08

... .38

. .48

:

81 ) - . 51 ( : 81 ) - 51 ( . : .1 : .1

" good "

" 2 ." " 3 ." . .2 :

1 . 1 . 1 0002 31 . 1 . 2

4002 543

7002 51

58

" :" 2 .

3 . : .1 : 4 . . .2 : 1

Fraenkle, j. r & walbn, n. e, how to design and evaluate research in education, 2 ed, now yorle, mc crow, hill .18 lnc, 1993, p

2

Abd el yamineBoudaoud, revue scientifique de leucation physique ,et sportive, vol 1 n 5,universit dalger .99 1995, p 3 1

. 9002 2214

Gauy, l. r, educational research, competencies for analysis and application, 3 ed, Columbus Merrill publishing .38 co, 1990, p

68

1

. % 01 2 . 21 021 4 . : :) 10 ( 61 0351 63 81 0771 48

021 001 :) 20 ( 2.4556 8.5355 021 001 1 2002 751 . 2

78

8891 912

:) 30 ( 33.33 04 33.33 04 33.33 04 021 001 : :) 40 ( 92 7,1402 5 03 3,8592 7 21 001 :) 50 (

5 3,331 4 01 7,146 5 01 0,52 3 21 001

88

: .1 : . .2 : . : . .1 : " Gravitz " 1 .

2 . ( ) ( ) . 1

Gravitz Mondelain, metode des sience social, edition paris, 1984, p .63 . 8991 1812

98

.2 : . - ( ) ( ).... . .3 :

. : : : ( ) ( ) ( ( .) : 3 .

09

: .spss 29

: :) 60 ( 8.05 16 2.92 53 021 001 5.2 3 5.7112

:

% 8.05 (... ) % 2.92 ___________ % 5.71 % 5.2

.

:) 70 ( 2.92 53 5.2151

0.57 09

5.22 72 0.03 63 0.00 0 39

% 57 ( ... )

% 03 % 2.92 % 5.22

5.21% ( ... )

( . . . ) ( .)

:) 80 ( 0.000 81

7.3788 2.44 35 0.00 0

2.45

81

(...) % 2.44 %8 %8 2.4

% 7.37

. .

49

:) 90 ( 2.9132 2.45 2.9435

5.7233 021 001

% 2.94 " " ( )

" % 5.72 " " % 2.91 " " % 2.4 . ( ...) . ( . . . ) "

(.( 02 2.42 92 7.37 88 5.2 3 021 001 % 7.37 ( ... ) " %" " % 2.42 " "

:) 01 (

" . ( ... )

5.2

59

) . . :) 11 ( 5.7475 0.000 5.2536 021 001

" " % 5.74 " "

% 5.25 ( ..." )

" ( .. . ) ( ( .

12

:) 21 ( 8.0637 2.9374

021 001 % 8.06 % 2.93 .

69

_____________ :) 31 ( 7.6223

3.8122 2.4556 8.5 7

% 7.62 3.81 % 8.5% .

% 2.45

.

:) 41 ( 71 p 51 - - 81 61 6.55 14 8.84 83.0 02 2.22 72 1.23 8 63 001 48 001 6.5 1 2.1 2 7.61 51 9.716

:

" ," % 8.84 ( ) 81 = p 2

) 61 % 6.55 51 (

71

83.0.

:) 51 ( 71 p 51 - - 81 61 .79

9.31 03 7.53 10.0 5 4.91 8 5.9 31.07 1.68 95 2.07 60.0 13 3.33 51 9.71 60.0 21 9.83 22 2.62 61.0 41 0.00 0 0.00 0 0

% 1.68 51 ( ) 61 " ," % 2.07 71 ( ) 81 2

.: 31.0 = p =0.01 p = 0.16 p = 0.06 p = 0.06p

.

.

71 p 51 - - 81 61 00.0 0 0.00 - -0

:) 61 ( 00.0 1 2.1 15.00

89

9.36 56 4.77 21.032

8.2 4 8.4 16.01

8.25 43 5.04 12.0 91 00.0 0 00.0 - - 0 ( ," % 9.36 ) 81 " ) 61 2 ( % 4.77 71 51 00.0 1 2.1 15.00

.

15.0 = p =0.51 p = 0.21 p = 0.12 p = 0.61p

.:

:) 71 ( 3.85 83 2.54 32.012 8.72 32 4.7201 3.8 02 8.323 6.5 3 6.32 71 p 51 - - 81 61

99

0,00 0 0,000 63 001 48 001

0.00 0 0.00 0 51 ( % 3.85 71

( ) 81 ) 61 " ," % 2.54

.

= . p 2 32.0

:) 81 ( 71 p 51 - - 81 61 7.14 41 7.61 300.0 51 8.25 96 1.28 91

6.5 1 2.1 2

63 001 48 001

( 51 ( ) 81 % 8.25 % 1.28 " "

001

) 61 = p 2 .

71

300.0

( ) 81 ) 61 ( . . . )

71

) 51

.

. :) 91 ( ( . . . )

71 p 51 - - 81 61 4.96 23 1.83 200.052 6.03 25 9.1611 63 001 48 001

0.00 0 0.000

51 ( ) 61 " " % 9.16 71 ( ) 81 " " 2

% 4.96

= p ) 61 . 51 (

200.0

51 ( ) 61

101

( . . . ) 71 ( ) 81

( .. . ) ( . ( 12

:) 02 ( 9.36 05 5.95 56.032 71 p 51 - - 81 61 .

1.63 43 5.0431 % 9.36 " 71 ( ) 81 2 = .p 56.0 . 51 ( ) 61 , % 5.95 " 63 001 48 001

71 p 51 - - 81 61 7.61 62 0.13 01.06

201

:) 12 ( 8.72 21 3.41 80.001 8.25 64 8.45 48.091 % 8.45 ( ) 81 , " " 71 3.8 4 8.4 44.0 3

51 ( ) 61 % 8.25

.

2 .

:) 22 ( 71 p 51 - - 81 61 : 301

4,55 52 5,54 02,063 8,31 21 8,129 2,62 81 7,2371

001 55 00156 4,55 52 5,54 63 9 8,31 21 8,12

6,4 0 0,003

" % 5.54 2 = .p 02.0

% 4.55 "

.

p

:) 32 ( 1,32 02 4,63 11,0 51 0,08 83 1,96 61,0 25 2,62 01 2,81 92,0 71 5,83 11 0,02 820,0 52 9,61 4 3,7 11,011

401

% 0.08 " % 1.96 2 ,"

0.00 0 0.00 _ 0

. = p 11.0 ( = p

92.0 ( = ( p 11.0 ( ) = ( p 61.0 ( =. ( p

820.0

p

501

:) 42 ( 0,00 1 8,1 72,00 2,66 54 8,18 350,034 3,25 91 5,43 150,0 43 0,00 1 8,1 72,00 0.00 0 0.00 _ 0 0,00 5 1,9 310,00 0.00 0 00.0 _30

," % 8.18 " 2.66% 2 .

= ( p 72.0 ( = ( p 150.0 ( 350.0=( p

( = p 72.0

= p 2 ( . ... )

310.0

:) 52 (

601

7,85 12 2,83 600,083 2,92 41 5,5291 7,7 81 7,235 6,4 2 6,33 p

0,00 0 0,000 56 001 55 001

0.00 0 0.00 0 % 7.85 " " ( .. . ) , % 2.83 = .p 2 600.0

( . . . )

( ) 02 . . 701

:) 62 ( p

5,83 4 3,7 100,0 52

9,65 15 7,29 73

6,4 0 0,00 3

% 7.29 " " % 9.65 2 ( . . . ) = . p 100.0 56 001 55 001

.

.

801

:) 72 ( ( . . ) .

9,65 02 4,63 520,073 1,34 53 6,3682 0.00 0 0.000

p

% 6.36 " " % 9.65 " " 2

56 001 55 001

= . p520.0 ( . .. )

( .. . .) ( . . . ) . .

:) 82 ( 9,65 63 5,56 43,073 56 001 55 001 1,34 91 5,4382 p

% 5.56 " "

901

% 9.65 2 = .p 43.0

. :) 92 ( 7.72 4 3.7 400.081 2.62 51 3.72 98.071 p

1.34 73 3.76 800.082

% 3.76 " " 1.34% 2 .:

8.01 0 0.00 210.0 7

= p = p 210.0 = p 400.0 800.0

2

98.0= . p

.

011

:) 03 ( p

:

5.25 72 5.76 31 5.23 200.0 12

5.71 9 5.22 5 5.217

0.52 4 0.01 12 5.2501

0.5 0 0 1 5.22 04 001 04 001 04 001

" % 5.25 % 5.25

% 5.76 "

" " 2 = . p 200.0 ( . . )

. .111

:) 13 ( p

5.71 7 5.71 12 5.25 100.07 5.71 8 0.02 0 00.0 310.07

0.58 63 0.09 02 0.05 100.0 43 0.03 6 0.51 9 5.22 72.021

0.53 31 5.23 9 5.22 34.041

00.0 0 00.0 0 00.0 _0 % 0.09 " " % 0.58

% 5.25 " " = p 2 100.0

( . . . ) = p 310.0 .

p

:) 23 (

211

00.0 0 00.0 1 5.2 63.00

00.0 0 00.0 0 00.0 _0

5.76 33 5.28 82 0.07 62.072 0.05 61 0.04 71 5.24 46.0 02 5.2 0 00.0 0 00.0 63.01 00.0 0 00.0 0 00.0 _0

5.2 9 0.0 4 0.01 60.01

% 5,28 " " % 0.07 % 5.76 2 63.0 = p =0.36 p = 0.64 p = 0.26 p = 0.06p .

.:

:) 33 ( p

311

0.55 12 5.25 61 0.04 43.022 0.03 01 0.52 11 5.7221 0.01 9 5.22 01 0.524 0.5 0 00.0 3 5.72 04 001 04 001 04 001 0 0 00.0 0 00.00

% 0.55 0.04% 2

" " % 5,25

= .p 43.0 .

.

411

:) 43 ( p

5.73 7 5.71 7 5.71 70.0 51

5.75 33 5.28 23 0.0832

0.5 0 00.0 1 5.22 04 001 04 001 04 001

"

% 5.28

" % 0.08 % 5.75

2 70.0 = .p

...

511

:) 53 ( ( . . .) p

5.26 11 5.72 12 5.25 500.052 5.73 92 5.27 91 5.7451 04 001 04 001 04 001 00.0 0 00.0 0 00.00

% 5.27 " " % 5.26 " " 5.25% 2

( . . ) . ( . ( 12 .

= . p 500.0

.

611

:) 63 ( p

0.06 82 0.07 12 5.25 72.042 04 001 04 001 04 001 0.04 21 0.03 91 5.7461

0.06% % 5.25 = .p 2 72.0

% 0.07 " "

:) 73 ( p

.

0.51 61 0.04 01 0.52 930.06 0.52 9 5.22 3 5.7 190.001

5.75 41 5.53 82 0.07 600.032 5.7 3 5.7 1 5.2 45.03

% 0.07

" " % 5.75

711

% 0.04 " "

2 .:

930.0 = p = 0.54 p = 0.091 p = 0.006p

.

:

811

: :) 83 ( 8.54 55 3.34 25 % % 8.54 " " 021 001 3.34 8.0131

" , " % 8.01 " ." .

:) 93 ( 2.9374 0.0627

11

% 06 " "

021 001

% 2.93 " " %1 "

." .

:) 04 ( 5.7354 0.0484 021 001 % 04 " " 5.73% " " % 5.22 " " 5.2272

911

. :) 14 ( 0.0363

5.2151 021 001 % 5.75 " " 5.7596

% 03 " " % 5.21 " ."

.

:) 24 ( 2.4314 3.3161 2.9132 7.68 7.6223021

% 2.43 " " % " " % 7.62 " " % 2.91 " " % 3.31 " 7.6

021 001

." . :) 34 ( 0.05 06 7.1405 3.8 01 021 001

% 05 "

%" % 7.14 " " 3.8 " "

. .121

:) 44 ( 3.34 25 3.82 43 3.8243 021 001 3.82

% % 3.34 " "

___________ " " % 3.82 " ." .

:

.

:) 54 ( 9.83 14 8.84 61.041 71 p 51 - - 81 61

6.55 23 1.83 02

6.5 11 1.31 2

63 001 48 001 " ," % 8.84 51 ( 61 ( % 6,55

( ) 81 " " 2

221

71

. :) 64 ( 6.03 63 9.24 33.011 4.96 74 0.6552 63 001 48 001 00.0 1 2.10 71 p 51 - - 81 61

= .p 61.0

51 ( ) 61 % 4.96 "" , % 0.65 ) 81 2 71 ( = .p33.0

:) 74 ( 0.05 72 1.23 70.081 0.52 93 4.649 0.52 81 5.129 71 p 51 - - 81 61

.

0,00 0 0,00 0 63 001 48 001

321

( ) 61 % 0.05

51

( ) 81 " "

" " % 4.64 71

. :) 84 ( 4,44 02 8.32 370.061 2.74 25 9.1671 3.8 21 3.413 71 p 51 - - 81 61

= .p 2 70.0

0,00 0 0,00 0 63 001 48 001 71 ( 81 ( % 9.16 ( ) 61 2

" " % 2.74 51

= .p370.0

.

71 p 51 - - 81 61 8.72 22 2.62 82.001 6.03 03 7.5311 9.31 11 1.315

421

:) 94 (

9.31 81 4.125 63 001 48 001 9.31 3 6.35

% 7.53 ( ) 61 2 71 ( ) 81 " " , % 6.03

= .p 82.0

51

:) 05 ( 71 p 51 - - 81 61 3.33 84 1.75 340.021

.

3.8 7 3.83 3.85 92 5.4312 63 001 48 001

51 ( ) 61 " ,"

% 3.85 71 ( ) 81 % 1.75 61 ( = ( 15 p

521

" " 2 340.0 .

( ) 81

51 ( ) 61 71

. .

:) 15 ( 71 p 51 - - 81 61 0.52 34 2.15 200.09 0.52 52 8.929 0.05 61 0.9181 63 001 48 001 71 ( % 2.15

) 81 " ," % 0.05

51 ( ) 61 " " 2

621

= p ) 81 .71 ( 51 ( ) 61 . 71 ( ) 81

200.0

. .

:

:) 25 ( 3.23 43 8.16 100.012 p

2.9 7 7.21 6 5.85 41 5.52 83 56 001 55 001

" " % 5.85 " " = p 2 100.0 .721

% 8.16 "

.

. :) 35 ( 8.03 72 1.94 190.002 7.76 82 9.0544 56 001 55 001 5.1 0 0.001 p

% 7.76 " " % 9.05 2 = .p190.0

. :) 45 ( p 6.44 61 1.92 91.092 9.63 42 6.3442 5.81 51 3.7221

0,00 0 0,00 0 56 001 55 001

% 6.34 " " = .p 91.0

% 6.44 " " 2

821

. :) 55 ( 8.33 41 5.52 81.022 5.85 13 4.6583 56 001 55 001 7.7 01 2.815 p

0,00 0 0,00 0 % 5.85

" " % 4.65 = .p 2 81.0

:) 65 (

.

p 2.92 31 6.32 650.091 2.92 22 0.0491 4.51 31 6.3201

8.31 7 7.219 3.21 0 0.008

56 001 55 001

921

% 0.04 " " % 2.92 " " = .p 2 650.0

:) 75 ( p 9.63 63 5.56 700.042

.

2.9 4 3.76

8.35 51 3.7253 56 001 55 001 % 5.56

" " % 8.35 p " 2

"

= .

700.0

.

, p

031

:) 85 ( 5.83 72 1.94 44.052 3.23 31 6.3212 2.92 51 3.7291 56 001 55 001

" % 5.83 2

% 1.94 " = .p 44.0

.

: :) 95 ( p 131

0.04 71 5.24 22 0.55 91.061 0.5 5 5.21 6 0.512 0.55 81 0.54 21 0.0322 04 001 04 001 04 001

" % 0.55 " " % 0.54 " = . p " 2 91.0 .

% 0.55 "

p

:) 06 (

231

0.53 31 5.23 02 0.05 42.041 0.56 72 5.76 91 5.7462 04 001 04 001 04 001 00.0 0 00.0 1 5.20

% 5.76 " " 0.05% " " 2

% 0.56

:) 16 ( p

.

= .p 42.0

5.74 31 5.23 31 5.75 420.091 0.52 32 6.75 51 5.7301

5.72 4 0.01 21 0.0311

00.0 0 00.0 0 00.00 04 001 04 001 04 001

331

" " % 5.75

% 6.75

" " % 5.74 = p 2 420.0

. :) 26 ( p .

.

0.04 01 0.52 01 0.52 14.061 5.25 32 5.75 52 5.2612 5.7 7 5.71 5 5.213

00.0 0 00.0 0 00.00

04 001 04 001 04 001

% 5.26

431

" " % 5.75

% 5.25 =.p 2 14.0

. :) 36 ( p

0.53 7 5.71 11 5.72 630.041 5.72 31 5.23 71 5.2411 5.21 6 0.51 5 5.215 5.21 0 00.0 3 5.75

5.21 41 0.53 4 0.015 04 001 04 001 04 001

% 5.24 " " % 0.53 = p 2 . 630.0 " " " "

( . .. ) .

( . . . .)

531

:) 46 ( p

5.23 32 5.75 42 0.06 200.031

5.7 7 5.71 0 00.03 0.06 01 0.52 61 0.0442 04 001 04 001 04 001

% " "

% 0.06 0.06

5.75% "

" "

= p " 2 .

200.0

631

:) 56 ( p . .

0.52 42 0.06 81 5.54 200.001 0.52 21 0.03 21 0.0301

0.05 4 0.01 01 5.5202 04 001 04 001 04 001

" " % 0.05 " " % 5.54 " " 2 = . p200.0

% 0.06

.

.

:

. : :) 66 ( 7.6102 7.6344 3.3282 00.00 3.3161

731

% 7.63 " " % 3.32 " " % 7.61 "" % 3.31 "" % 01 . .

021 001

:) 76 (

831

3.81 22 5.2 3 8.0516 % 5.77 " " % 8.05 " " % 02 " " " % 3.81 " 5.71% " " % 5.2 " " :) 86 ( 0.5566 7.1262 2.911 7.68 931

5.7739

0.0242

5.71 12

.

021 001 5.79

" % 7.12 " " % 2.9 " " % 7.6 " " % 5.7 " .

% 55 " "

:) 96 (

3.87 49 2.4292 7.12

2.95 17 % 3.87 " " % 2.95 " " % 5.23 " " % 2.42 " % 7.1 " " % 7.1 " ." . " 7.1 2

5.23 93

:) 07 ( 0.53 24 7.14 05 8.5 7

7.6 8 0.07 48 0.00 0

041

% 07 "

" % 7.14 " " % 53 "

" " % 7.6 " " % 8.5 ." .

:) 17 ( 5.21 51 3.82 43 0.5 6 0.00 0

0.07 48 2.94 95

% 07

" " % 2.94 "

" % 3.82 " " % 5.21 "

" %5 " ." . 141

: :) 27 ( 71 p 51 - - 81 61 6.5 41 7.61 200.02

6.5 81 4.122

0.05 62 0.1381 7.61 22 2.626 63 001 48 001 2.22 4 8.48

51 ( ) 61 % 0.05 71 ( ) 81 2

" " , % 0.13

= ( 15 p

) 61.

200.0

51 ( ) 61

241

.

:) 37 ( 71 p 51 - - 81 61 0.57 66 6.87 66.0372 00.0 3 6.3 52.0 0

.

2.22 41 7.61 74.0 8

6.55 14 8.84 94.002 7.61 51 9.71 78.06

1.63 11 1.31 400.031

% 6.87

( ) 81 % " " 0.57 51 ( ) 61 2 71

.:

= p 400,0 = .p 78.0 = p 94.0 = p52.0 = p 74.0 = p 66.0

341

.

:) 47 ( 71 p 51 - - 81 61 4.44 05 5.9561 0.52 71 2.029

61.0

9.31 6 1.75 8.2 7 3.81

63 001 48 001

9.31 4 8.45

" " , % 4.44 51 ( ) 61 2 . = .p 61.0

71 ( 81 ( % 5.95

:) 57 (

441

71 p 51 - - 81 61 4.96 96 1.28 21.0 52 0.00 2 4.2 53.00

9.83 52 8.92 23.0 41 8 .77 34 2.15 700.0 82

0.52 02 8.32 88.09

% 1.28 71 ( ) 81 " ," ( ) 61 % 8.77

0.00 2 4.2 53.0 0

51

" " 2

.: . 2 = p 21.0 = p = 0.35 p = 0,32 p = 0.88 p = 0.35 p

700.0

.

541

:) 67 ( 71 p 51 - - 81 61 3.8 4 8.4 44.0 33

7.14 72 1.23 13.0 51 1.16 82 3.33 500.0 22

0.00 8 5.9 50.0 0 3.38 45 3.46 730.0 03

51 ( 61 ( % 3.38 0.00 0 0.00 _ 0

641

( . . . " ) ," ( ) 81 3.46%

= . p 2 730.0

71

: ( ) 44.0 = p = 0,055 p = 0.005 p = 0.31 p

. .

:) 77 ( 71 p 51 - - 81 61

8.2 41 7.61 530.0 31

8.72 42 6.82 39.001 6.08 55 5,56 990.092

3.8 3 6.3 72.0 3

7.66 53 7.14 10.0 42

0,00 0 0,00 _ 0

51 ( % 6.08 ) 61 " ,"

741

71 ( ) 81 % 5.56 = .p 2 990.0

: . . : :) 87 ( p 530.0 = p = 0.01 p = 0,27 p = 0.93 p

2.6 21 8.12 610.04 5.14 71 9.0372 5.81 61 1.9221 56 001 55 001 5.81 8 5.4121

3.51 2 6.301

% 5.14 " "

841

% 9.03 2 = . p 610.0

.

.

:) 97 ( p 1.36 25 5.49 100.014

1.32 7 7.21 41.0 51

1.3 1 8.1 66.0 2

2.94 92 7.25 07.023 6.42 5 1.9 620.061 941

2.62 7 7.21 760.071

% 5.49

" " % 1.36 2 = .p 100.0 41.0 = p = 0.028p = 0.70 p = 0,067 p = 0.66p

2 : . . p

:) 08 ( 8.35 13 4.65 72.053 5.81 41 5.5221 3.21 3 5.58 6.4 5 1.93

56 001 55 001

8.01 2 6.37

" " % 8.35

% 4.65 051

= p 2 . 72.0

:) 18 ( p

3.27 74 5.85 280.0 74 5.12 51 3.72 64.041 4.53 61 1.92 64.0 32 5.85 33 0.06 68.0 83 1.3 0 0.00 91.02

% 3.27 " ," % 0.06 " " 2 .:

1.3 0 0.00 91.0 2

. .

280.0 = p = 0.19p = 0.86 p = 0,46 p = 0.46 p = 0.19 p

:) 28 ( p

7.7 2 6.3 43.0 35

151

8.33 02 4.63 77.0 22 3.25 61 1.92 10.0 43 6.4 5 1.9 23.0 3

3.27 73 3.76 45.0 74

% 3.27 ( . . . " ) = .p 2 45.0 0.00 0 0.00 _ 0

," % 3.76 : ( ) 43.0 = p = 0,32p = 0.01 p = 0.77 p

. .

:) 38 ( p

9.61 4 3.7 11.0 311 251

2.92 51 3.72 18.091 4.46 24 4.67 61.024 2.9 0 0.00 120.0 6

3.25 52 5.54 54.0 43

0,00 0 0,00 _ 0 " " % 4.46 = .p 2 61.0 : % 4.67

11.0 = p = 0.45 p = 0.81 p = 0,021 p

. 2

:

.

:) 48 ( p

351

0.5 7 5.71 7 5.71 500.02 0.05 21 0.03 21 0.0302 0.51 11 5.72 11 5.726 5.7 01 0.52 7 5.713

5.22 0 00.0 3 5.79 % 0.05 " " = p 2 . % 0.03 04 001 04 001 04 001

500.0

.

.

:) 58 ( p

451

5.77 23 0.08 03 0.57 68.013 5.22 6 0.51 7 5.71 76.09

0.5 1 5.2 0 00.0 53.0 2

0.04 5 5.21 3 5.7 100.061 0.05 12 5.25 02 0.05 69.002 0.51 7 5.71 8 0.02 48.06

% 0.08 " " % 5.77 = .p 2 68.0 76.0 = p = 0.840.96 p = p = 0,001 p = 0.35p

% 0.57 :

. .

:) 68 ( p

551

5.74 81 0.54 92 5.27 800.091 5.21 2 0.5 4 0.015

0.52 9 5.22 7 5.7101 5.21 4 0.01 0 05 % 5.27 " " 04 001 04 001 04 001 5.2 7 5.71 0 01

% 5.74 % 0.54 2 = . p 800.0

. . :) 78 ( p

5.27 43 0.58 13 5.77 93.0 92 00.0 2 00.5 0 00.0 31.00

651

0.52 9 5.22 01 0.52 59.001 0.53 21 0.03 31 5.23 98.041 0.08 61 0.04 32 5.75 100.0 23

0.5 0 00.0 0 00.0 31.02

% 0.58 % ( . . ) " " 5.77

% 0.08 " " 2

= p .

100.0

: 93.0 = 0.13p = p = 0,89 p = 0.95 p = 0.13 p .

:) 88 ( p

5.7 0 00.0 4 0.01 41.0 3

0.52 01 0.04 61 0.52 62.0 61 0.56 51 5.73 9 5.22 100.062

751

00.0 3 5.7 5 5.21 970.0 0

5.28 62 0.56 52 5.26 01.0 33

0 00.0 0 00.0 0 _00.0

.. " ) " % 0.56 % 5.26 = .p 2

% 5.28 (

01.0

: . . 41.0 = p = 0,079 p = 0.001 p = 0.26 p

851

:) 98 ( p

5.2 01 0.52 4 0.01 800.0 1

5.72 01 0.52 31 5.23 57.011

0.08 52 5.26 72 5.76 12.023 951

5.7 3 5.7 0 00.0 02.0 3

5.76 11 5.72 12 5.25 10.072

0 00.0 0 00.0 0 _00.0

% 0.08 5.76% % 5.26 " "

= .p 2 12.0 . : 800.0 = 0.01p = p = 0,20 p = 0.75 p

.

.

:

061

.

:

. .

. ... .

. : . . . . . . .

: . . . .

161

. . 261

: :

:) 09 ( 7,668 3,33 4 0,00 0 21 001 % 7.66 % 3.33 . ( ) 4002 1

21) 1 _ 9 (

361

9002 891

:) 19 ( 3,33 4 7,66 8 0,00 0 0,00 0 21 001 % 7.66 " " % 3,33 " " " ." ( (. 94 :) 29 ( 7,145

3,8 1 0,056 21 001 % 0,05 " " % 7,14 " " % 3,8 " ." .

461

:) 39 ( 7,19 11 0,00 0 3,7 1 21 001 % % 7.19 " ." 3.7 " " " " .

. ( (. 27 :) 49 ( 0,523 0,57 9 0,00 0 21 001 % 57 " " % 52 ( ... " ) " .

561

. "

" Motl " "berger . :) 59 ( 3,85 7 0,000 7,145 0,00 0 21 001 % 3.85 " " % 7.14 " " . :) 69 ( 5 7,14 3,38 01 0,52 3 0,00 0

3.38 % " " 7,14 " " % 0,52 "661

." . : :) 79 ( 93 p 92 03 02 0.02 7 001 400,01 0.08 0 0.00 4 0,00 0 0,00 0 5 001 7 001 93 03 ( % 001 ) ( ... )

92 02 ( ) 08% = P 2 400.0 . 93 03 ( ) , .

761

:) 89 ( 93 p 92 03 02 04 2 6.82 76.0 2 06 5 4.17 3 0,00 0 0,00 0 0,00 0 0,00 0 93 03 ( % 4.17 ) " " % 06

92 02 ( ) 2 =.P 76.0 . :) 99 ( 93 p 92 03 02 02 4 1.15 82,01 02 0 0,00 1 06 3 9.243 % 06 92 02 ) " ) 93 03 ( ) " % 1.15 861

" ." 2 82.0=.P .

:) 001 ( 93 p 92 03 02 001 6 7.58 73,0 5 0.00 1 3.41 0 0,00 0 0.00 0 % 001 92 02 ( ) % 7.58 03 93 ( ) . =.P2 73.0 ( . . ..) :) 101 ( 93 p 92 03 02

0.02 2 6.82 37.01 0.08 5 4.17 4 0.00 0 0.00 0

961

% 08 92 02 ( ) ( ... ) 93 03 ( ) % 4.17 . =.P 2 37.0 ( . . . ) . :) 201 ( 93 p 92 03 02

2 0.04 5 4.17 72,0 0.00 0 0.000 0.06 2 6.823 0.00 0 0.00 0 % 4.17 93 03 ( ) " " 92 02 ( ) " % 06 " 2 72.0=.P .

071

:) 301 ( 93 p 92 03 02

2 0.04 3 9.24 29.0 08 6 7.58 97.0 4 0.04 1 3.41 13.0 2 0.00 0 0.00 0 0 % 9.58 93 03 ( ) " " 92 02 ( ) 08% 2 =.P 97.0 =P 13.0 =P 29.0 171

: :) 401 ( 01 p 01 1 6 5

180.0 0.52 4 0.08 3 0011 0.57 1 0.02 0 0.00 3 0.00 0 0.00 0 0.00 0 % 001 01 ( ... ) 08 % 01 6 ( ) % 57 5 1 ( ) =.P . 2 180.0 ( . . . ) . :) 501 ( 01 p 01 1 6 5

36.0 0.05 1 0.02 1 3.33 2 0.05 4 0.08 2 7.66 2 0.00 0 0.00 0 0.00 0 0.00 0 0.00 0 0.00 0

271

08 % 01 6 % ) " " ) 7.66 01 ( ) 5 1 ( ) % 05 % 05 =.P 2 36.0 :) 601 ( 01 p 01 1 6 5

0.00 4 0.08 1 3.33 31.00 0.52 0 0.00 0 0.00 1 0.57 1 0.02 2 7.663 % 08 01 6 ( ) " " 57 % 5 1 ( ) " " 7.66% 01 2 =.P 31.0 . 371

01 p 01 1 6 5

:) 701 (

001 5 001 2 7.66 91.0 4 0.00 0 0 1 3.33 0 0.00 0 0.00 0 0.00 0 % 001 ( ... ) "" % 001 01 6 ( ) % 7.66 01 . 2 =.P 91.0 ( . . ..) :) 801 ( 01 p 01 1 6 5

0.52 0 0.00 2 7.66 01.01 0.57 5 001 1 3.33 3 0.00 0 0.00 0 0.00 0 % 001 % 01 6 ( ) ( ... ) 57471

% 7.66 01 =.P 2 01.0 ( . .. ) . :) 901 ( 01 p 01 1 6 5

5 1 ( )

1 0.52 4 0.08 2 7.66 32.0 0.00 0 0.00 0 0.000 0.57 1 0.02 1 3.333 0.00 0 0.00 0 0.00 0 % 08 01 6 ( ) " " 57 % 5 1 ( ) " " % 7.66 01 " " =.P 2 32.0 .

571

:) 011 ( 01 P 01 1 6 5

1 0.52 1 0.02 3 001 60.0 0.57 5 001 2 7.66 04.0 3 0.05 1 0.02 0 0.00 03.0 2 0.00 0 0.00 0 0.00 - - 0 % 001 01 6 ( ) " " 001% 01 " " % 57 1 ( 5 )" " 2 . .671

: :

:) 111 ( 7,85 7 0,00 0 3,14 5 21 001 % 7,85 " " % 3,14 " " " ." . :) 211 ( 7,14 5 3,8 1 0,056 21 001 % 0,05 " " % 7,14 " " % 3,8

" ." .

771

:) 311 ( 3,33 4 0,00 0 7,668 21 001 % 7,66 " " % 3,33 " " " " . :) 411 ( 0,523 0,579 0,000 0,00 0

21 001 % 0,57 " " % 0,52 " " " ." .

871

:) 511 ( 0,056 3,334 7,612 0,00 0 21 001 % 05 % 3.33 % 7,61 . . :) 611 (

0,000 3,81 0,579 7,612 0,000 21 001 % 0,57 " " % 7,61 " " % 3,8 "" " " " ." .

971

:) 711 ( 7,14 5 0,00 0 3,857 21 001 % 3.85

" " % 14.7 " " " " . . : :) 811 ( 93 p 92 03 02 0.06 4 1.75 29,0 3 0 0 0.00 0.00 0.04 3 9.24 2 % 06 92 ) " " - 02 ( 93 03 ( ) 1.75% 2 =.P . 29.0 .

081

:) 911 ( 93 P 92 03 02 6.82 3 0.06 54,0 2 3.41 0 0.00 1 1.75 2 0.044 % 06 93 03 ) " " % 1.75) 92 ) " - 02 ( =.P " 2 54.0 . :) 021 ( 93 P 92 03 02

0.04 2 6.82 76,0 2 0.00 0 0.00 0 0.06 5 4.173 4.17 % 93 03 ( ) " " % 06 92 ) 2 - 56.0 02 ( =.P

181

. :) 121 ( 93 P 92 03 02 0.04 1 3.41 13.02

0.06 6 7.583 0.00 0 0.000 0.00 0 0.00 0 % 7.58 93 03 ) % 06 ) 92 ) . 2 / 02 ( =P . 13.0 . :) 221 ( 93 P 92 03 02 0.04 4 1.75 48,02 0.04 2 6.822 0.02 1 3.411 0,00 0 0,00 0 % 1.75 93 03 ) " " % 04 )

281

92 ) . 2 - 02 ( =.P . 48.0 . :) 321 ( 93 P 92 03 02 0,00 0 0,00 42,00 0,00 1 3.410 001 4 1.755 0,00 2 6. 820 0,00 0 0,000 92 - ) % 001 02 ( " " % 1,75 93 03 ( ) 2 =.P 42.0

381

.

:) 421 ( 93 P 92 03 02 0,04 3 9.24 29,0 2 0,00 0 0,00 0 0.06 4 1,753 % 1.75 93 03 ( ) " 92 - ) " % 06 02 ( =.P 2 29.0 . :

:) 521 ( 01 p 01 1 6 5 0.57 4 0.08 0 0.00 60.0 3 0 0 0.00 0 0.00 0 0.52 1 0.02 3 001 1 % 001 01 " " 481

% 08 01 6 ( ) " " % 57 5 1 ( ) =.P 2 60.0 . :) 621 (

01 p 01 1 6 5 0.57 2 0.04 0 0.00 12.0 3 0.00 1 0.02 0 0.00 0 0.52 2 0.04 3 0011 % 001 01 " " % 57 1 ( 5 ) " " % 04 01 6 ( ) 2 12.0=.P . 581

:) 721 (

01 p 01 1 6 5 0.05 1 0.02 1 3.33 36.0 2 0.00 0 0.00 0 0.00 0 0.05 4 0.08 2 7.662 % 08 01 6 ( ) " " % 7.66 01 % 05 1 ( 5 ) =.P 2 36.0 . :) 821 ( 01 p 01 1 6 5

0.52 1 0.02 1 3.33 19.01 0.57 4 0.08 2 7.663 0.00 0 0.00 0 0.000 0.00 0 0.00 0 0.00 0 08 % 01 6 ( ) " " % 57

681

5 1 ( ) 7.66 01 " " =.P 2 19.0 . :) 921 ( 01 p 01 1 6 5

0.05 3 0.06 1 3.33 27.02 0.05 1 0.02 1 3.332 0.00 1 0.02 1 3.330 0.00 0 0.00 0 0.00 0 % 06 01 6 ( ) " " % 05 5 1 ( ) % 3.33 01 2 =.P 27.0 . 781

01 p 01 1 6 5

:) 031 (

0.00 0 0.00 0 0.00 71.00 001 0 0.00 1 3.334 0.00 3 0.06 2 7.660 0.00 2 0.04 0 0.000 0.00 0 0.00 0 0.000 001 % 5 1 ) " " ) % 7.66 01 "" % 06 01 6 ( ) 2 =.P 71.0 . :) 131 ( 01 p 01 1 6 5

0.05 1 0.02 2 7.66 93.0 2 0.00 0 0.00 0 0.00 0 0.05 4 0.08 1 3.332

881

% 08 01 6 ( ) " " % 7.66 01 " " 05 % 5 1 ) " ") =.P 2 93.0 .981

: : :) 231 ( 0,000 7,612 0,056 3,81 0,523 21 001 % 0,05 " " 0,52 " " % 7,61 " " % 3,8 " " . :) 331 ( 3,3801 0,00 0

7,61 2 0,000 7,612 0,57 9

091

% 3,38 " " % 0,57 " % 7,61 " " " " " " . . :) 431 ( 3,334 0,056 7,612 0,000 0,000 21 001

% 0,05 " " % 3,33 " " % 7,61 " " " " "" . 191

:) 531 ( ( . . . ) 0,523 0,056 7,612 3,81 21 001

0,05 % "" % 0,52 " " % 7,61 " " 3,8 " "

. :) 631 ( 7,19 11 7,66 8 3,8 1 0,00 0 7,66 8 0,00 0 % 7,19 " " % 7,66 " " " " % 3,8 " " " " . 291

. :

:) 731 ( 93 P 92 03 02 0,00 0 0,00 36,00 0.02 1 3.411 0.04 4 1.752 0.00 1 3.410 0.04 1 3.412 1.75 % 93 03 ( ) " "___________ 92 - ) % 04 02 ( =.P 2 36.0 .391

:) 831 ( 93 P 92 03 02 0.08 6 7.58 97,04 0,00 0 0,00 _ 0 0.02 1 3.41 97,0 1 0,00 0 0,00 _0 0.02 1 3.41 97,01 001 4 1.75 190,0 5 7.58 % 93 03 ( ) " 92 ) - " % 08 02 ( 2 . 0= ,P 2 . 97 . .491

:) 931 ( 93 P 92 03 02 0.02 3 9.24 81,01 0.04 4 1.752 0.04 0 0,002 0,00 0 0,000 0,00 0 0,000 % 75 93 03 ( ) " " % 04 92 ) 2 56.002 (=.P . :) 041 ( ( . . . ) 93 P 92 03 02

0.02 2 6.82 81,01 0.04 5 4,172 0.04 0 0,002 _____________ 591

0,00 0 0,000

% 4.17 93 03 ( ) " " 92 ) 2 - % 04 02 ( =.P 56.0 . :) 141 ( 93 P 92 03 02

4 0.08 7 001 12,0 0.08 4 1.75 04,0 4 0 0,00 1 3.41 73,0 0,00 0 0,00 _ 0 3 0.06 5 4.17 76,0 0,00 0 0,00 - 0 92 ) 08% - 02 ( " " % 06 93 03 ( ) 2 . =P 29.0 . 691

: :) 241 ( 01 p 01 1 6 5 0.00 0 0.00 0 0.00 15.00 0.00 1 0.02 1 3.330 0.05 3 0.06 1 3.332 0.00 1 0.02 0 0.000 0.05 0 0.00 1 3.332 % 06 01 6 ( ) " " % % 05 5 1 ( ) 3.33 01 ""

=.P 2 15.0 . 791

01 p 01 1 6 5 0.57 5 001 2 7.66 15.03 0.00 0 0.00 0 0.00 _ 0 0.52 0 0.00 1 3.33 04.0 1 0.00 0 0.00 0 0.00 _0 0.00 1 0.02 1 3.33 84.00 001 5 001 0 001 200.0 4

:) 341 (

% 001 01 6 ( ) " " % 57 5 1 ( )

" " 001 % 01 = P 2 15.0 = P . 200.0 . 04.0 =. P =0.48 P . 891

01 p 01 1 6 5 0.00 3 0.06 1 3.33 51.00 0.05 2 0.04 2 7.662 0.05 0 0.00 0 0.002

:) 441 (

0.00 0 0.00 0 0.000 0.00 9 0.00 0 0.000 % 7.06 01 " " 06 % 01 6 ( ) " " % 05 5 1 ( ) " " 2 . =P51.0 . :) 541 ( ( . . . ) 01 p 01 1 6 5 0.00 1 0.02 2 7.66 590.00

0.05 4 0.08 1 3.332 0.05 0 0.00 0 0.002 0.00 0 0.00 0 0.000

991

% 08 01 6 ( ) " " % 7.66 01 "" % 05 5 1 ( ) =.P 2 590.0 . :) 641 ( 01 p 01 1 6 5

4 001 4 0.08 3 001 64.0 0.57 3 0.06 2 7.66 98.0 3 0 0.00 0 0.00 1 3.33 91.0 0.00 0 0.00 0 0.00 - 0 2 0.05 5 001 1 3.33 01.0 0.00 0 0.00 0 0.00 - 0 % 001 5 1 ( ) 7.66% 01 % 06 ( 01 6) 2 =. .P 71.0 . 002

: : : . . . . . . .

: 01 . . .102

. . 5 - 1 . .

. : . . .

: : 202

. . .

. . . . . . . . . .

. . .302

. . . . .

: : ) 81 - 51 ( : 1 ( 8 ) 1 ( 7 ) : 81) 51 ( : 81 - ) 51 ( . 81) - 51 (

.

402

: 9 ( 41 ) 8 ( 31 ) : 81 ) 51 ( : 81 ) - 51 ( . : 51 ( 02 ) 41 ( 91 .)

: 81 ) 51 ( : . 502

81) - ... 51 (

.

. . .

. 602

: : . . . . .

. .

10

4 5 5 6 6 7 8

21

: 91

:

02 12 32 72 23 22

:

: :

: : :

: 92 33

: : 53

: : 53

: 24

: 34

: 54

74

: : ( ) 84 94 05

: : :

: 15 35

: ( ) : 35

:

75

: 75

: : :

: 85 85 06 16

: 36

: :56 76 76

:

: :

66

:

: :

96 07

: 96 17

:

: : :

: ( )37 57 87 97

:

: 08

:

: 38 48 48 48 58

88 98 09

88

: : 29

: : : :

69 301 011

: : : :

811

121 621 131

: :

: 731

: : 741

141

: 251

951

: : 261

: : : :

661 171 671

: : :

971 381

: : 981

: : 002

291 691

202 302

502 602

702

702 412

.1 .2 : 1 4002 .3 . 2 .4 7002. .5 . 3991 .6 .7002 .7 . 9991 .8 . 7002 .9

. 6991 1 8002 . 01 . . 11 8991. . 21 . 8991 . 31 2 8002. . 41 . . 51 . . 61 1 . 0002 802

. 71 . 1 9002 . 81 1 4991, . 91

1 . . 02 . 12 1 5002. . 22 . 0002 . 32 9991. . 42 .8891 . 52 1 . 4002 . 62 1 . . 72 3991 . 82 . 6002 . 03 . 2791 . 13 1 .8002 . 92 . 1 4891

. 23 . 2991 . 33 1 8002. . 43 . 7002 . 53 . 1 7991 . 63 . 2891 . 73 . 6002 35 . 83 . 2002 091 . 93 . 3891 . 04 . 7991 . 14 0991. . 24 . 4002 902

. 34 . 9991 . 44 . 5991 . 54 . 1 6002 . 64 6002. . 74 . 1 9002 . 84 1 4002. . 94 . 21 6791 . 05 . 3 6891 . 15 1 4002. . 25 1 7002. . 35 1 5002.012

. 45 1 5002. . 55 1 . 0002 . 65 . 4 9791 . 75 2 . 4002 . 85 .6002 . 95 . 4891 . 06 . 6002 . 16 . . 26 2991. . 36 2 ,. 2991 . 46

6002. . 56 . 1991 . 66 1 5002. . 76 . 3002 . 86 . 1 8002 . 96 . 01 9002 . 07 . 2002 . 17 6002. . 27 8891. . 37 112

. 4002 . 47 . 1 6002 . 57 1 2791. . 67 . . 77 .6002 . 87 1 7002. . 97 1 . 1002 . 08 .

:

,81. S. Netching et autre, lenfant adolescent approche psycologique .7991 ,t1, France ,82. Gravitz Mondelain, metode des sience social, edition paris .4891 83. Gauy, l. r, educational research, competencies for analysis and .0991 ,application, 3 ed, Columbus Merrill publishing co ,84. Sillamy . h, dictionnaire usuel de psychologie, Ed bordas, paris .3391

85. Fraenkle, j. r & walbn, n. e, how to design and evaluate research in education, 2 ed, now yorle, mc crow, hill lnc, 1993.212

86. Ajouria gueria (d-E):mamuel de psychiatrie de lenfant. ED masson . paris,1977. 87. Robert des sports, dictionnaire de la langue des sports, dites par le robert, paris, France, 1982. 88. Buss , A . H, the psychology of agression, london, johm wiley, 1961. 89. Richard f :la psychologie modrene de comprend de savoir, 2end, sans anne.

:

. 09 2008. 1 . 19 3 . el yamineBoudaoud, revue scientifique de leucation physique Abd .92 et sportive, vol 1 n 5,universit dalger, 1995.

:

:

. 39 11 . ( 0102 ) 01 . 49 , . 0002 312

: . 59 9002 (. 8002 ( . 69 . ( )1002 . 79 _ 21 9 ( . ) 9002412

3 - 10

" 81 " ) - 51 ( . : : / ) ( . : : : : : :512

: )1 )2

:

..

........................................................................................ ........................................................................................ ............................ )3 : ...... ........................................................................................ ............................ )4 )5 )6 )7 )8 ........................................................................................

.......................................................................................: ..... ........................................................................................ ............................ : )9 ) 01 .......................................................................................: .... ........................................................................................ ............................ ) 11 .......................................................................................: ....612

........................................................................................ ............................ ) 21 .......................................................................................: .... ........................................................................................ ............................ ) 31 ) 41 712

: ) 51 ) 61

( ) ) 71 ) 81 ( ) .......................................................................................: .... ........................................................................................ ............................ ) 91 .......................................................................................: ....

........................................................................................ ............................ ( .) ) 02 .......................................................................................: .... ........................................................................................ ............................ ( .)912 812

3 - 20 "

81 " ) - 51 ( . : : / ) ( . : : : : : 01 01 5 1 6 :022

: )1 )2 : .. ........................................................................................

........................................................................................ ............................ )3 )4 )5 )6 ........................................................................................ ........................... ........................................................................................ ............................ )7 : .. ........................................................................................ ............................122

........................................................................................

: )8

)9 ) 01 : .......................................................................................: ... ........................................................................................ ............................ ) 11 : .. ........................................................................................ ............................ ) 21 : .. ........................................................................................ ............................ ) 31 ........................................................................................ ........................................................................................

222

: ) 41 ) 51 ( ) ) 61 ) 71 ) 81

....................................................................................: ........................................................................................ ................... ( )322

3 - 30 " 81" ) - 51 ( . : : / :422

) ( : .

: : : : ........................................................................................ ................... ........................................................................................ ............................ : )1 ........................................................................................ ................... ........................................................................................ ............................ )2 ........................................................................................ .................. ........................................................................................ ............................ )3

........................................................................................ ................... ........................................................................................ ............................522

)4 ........................................................................................ .................. ........................................................................................ ............................ )5 ........................................................................................ ................... ........................................................................................ ............................

)6 ........................................................................................ ................... ........................................................................................ ............................ )7 ........................................................................................ .................. ........................................................................................ ........................... )8 ........................................................................................ .................. ........................................................................................ ............................622

: )9

........................................................................................ ...... ........................................................................................ ............................ ) 01 ........................................................................................ .................. ........................................................................................ ............................ ) 11 ........................................................................................ .................. ........................................................................................ ............................ ) 21 ........................................................................................ ..................

........................................................................................ ............................ ) 31 ........................................................................................ .................. ........................................................................................ ............................ ) 41 ........................................................................................ .................. ........................................................................................ ............................ : ) 51 722

........................................................................................ .................. ........................................................................................ ............................ ) 61 ........................................................................................ .................. ........................................................................................ ............................ ) 71 ........................................................................................ .................. ........................................................................................ ............................ ) 81

........................................................................................ ............... ........................................................................................ ....................... ) 91 ........................................................................................ .................. ........................................................................................ ............................ ) 02 822

........................................................................................ ............... ........................................................................................ ....................... : ........................................................................................ ........................ ........................................................................................ ........................ ........................................................................................ ........................ ........................................................................................ ........................ ........................................................................................ ........................ ........................................................................................ ........................ 3 -