Fit lineare delle temperature medie invernali per le 22 stazioni. Dal 1990 a fine serie aug Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.641147 CORREL. COEFF OF (X,Y) (5=unknown) = -0.18984854921155975 COEFF OF DETERMINATION OF (X,Y) = 3.95568169448195922E-002 CORRECTED COEFF OF DETERMINATION = 4.58026301466332095E-002 PARAMETERS: 1 99.143981647754160 +- 110.33005575129594 2 -4.87870690470778717E-002 +- 5.51509627267348021E-002 bas Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.387558 CORREL. COEFF OF (X,Y) (5=unknown) = -0.18305691279310354 COEFF OF DETERMINATION OF (X,Y) = 3.67772320352222487E-002 CORRECTED COEFF OF DETERMINATION = 4.25841634092047061E-002 PARAMETERS: 1 83.550823763900496 +- 93.281938612494116 2 -3.97154761870601031E-002 +- 4.66290774935532240E-002 ber Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.332175 CORREL. COEFF OF (X,Y) (5=unknown) = -0.16275197114480047 COEFF OF DETERMINATION OF (X,Y) = 2.90709541722954518E-002 CORRECTED COEFF OF DETERMINATION = 3.36611048310789460E-002 PARAMETERS: 1 69.648899793217097 +- 89.558709113627444 2 -3.37660129313794716E-002 +- 4.47679373906428382E-002 bol Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.136986 CORREL. COEFF OF (X,Y) (5=unknown) = 6.76830920891197396E-002 COEFF OF DETERMINATION OF (X,Y) = 5.02767451722187925E-003 CORRECTED COEFF OF DETERMINATION = 5.82151786204638654E-003 PARAMETERS: 1 -16.636988370306767 +- 76.436635428330121 2 1.18390185089226607E-002 +- 3.82085733824650484E-002 bul Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.811694 CORREL. COEFF OF (X,Y) (5=unknown) = -7.43093876469652914E-002 COEFF OF DETERMINATION OF (X,Y) = 6.06030019218226860E-003 CORRECTED COEFF OF DETERMINATION = 7.01718969621104808E-003 PARAMETERS: 1 44.183419890749661 +- 121.79552130507372 2 -2.07221316861563865E-002 +- 6.08822338576626224E-002 gnv Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.132301 CORREL. COEFF OF (X,Y) (5=unknown) = -0.17186145743063355 COEFF OF DETERMINATION OF (X,Y) = 3.24163231435011870E-002 CORRECTED COEFF OF DETERMINATION = 3.75346899556329508E-002 PARAMETERS: 1 64.561180307781939 +- 76.121646601618991 2 -3.03586073208772372E-002 +- 3.80511191246656819E-002 hop Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.758179 CORREL. COEFF OF (X,Y) (5=unknown) = -0.23597550305076354 COEFF OF DETERMINATION OF (X,Y) = 6.11139864203844654E-002 CORRECTED COEFF OF DETERMINATION = 7.07635632236030682E-002 PARAMETERS: 1 132.22041875619229 +- 118.19782196868977 2 -6.57066622576967380E-002 +- 5.90838428330974150E-002 inn Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.352604 CORREL. COEFF OF (X,Y) (5=unknown) = -0.13597511162531739 COEFF OF DETERMINATION OF (X,Y) = 2.02920358164269156E-002 CORRECTED COEFF OF DETERMINATION = 2.34960414716522195E-002 PARAMETERS: 1 59.220782886635959 +- 90.932067439248456 2 -2.85146218836027296E-002 +- 4.54544414743307187E-002 kla Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.764756 CORREL. COEFF OF (X,Y) (5=unknown) = 0.33027630374381928 COEFF OF DETERMINATION OF (X,Y) = 0.11971859278527958 CORRECTED COEFF OF DETERMINATION = 0.13862152848821846 PARAMETERS: 1 -189.77314049367465 +- 118.64000068077647 2 9.53316782358790277E-002 +- 5.93048758191027925E-002 kre Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.842732 CORREL. COEFF OF (X,Y) (5=unknown) = -0.10845172025475711 COEFF OF DETERMINATION OF (X,Y) = 1.29086154265011226E-002 CORRECTED COEFF OF DETERMINATION = 1.49468178622644571E-002 PARAMETERS: 1 63.405617437930502 +- 123.88214093678495 2 -3.08678167700847661E-002 +- 6.19252776660767917E-002 mil Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.152065 CORREL. COEFF OF (X,Y) (5=unknown) = -0.50481664155014871 COEFF OF DETERMINATION OF (X,Y) = 0.27968817081095265 CORRECTED COEFF OF DETERMINATION = 0.32384946093899780 PARAMETERS: 1 216.97634637217220 +- 77.450392611329178 2 -0.10515658172955109 +- 3.87153227376867276E-002 mun Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.817382 CORREL. COEFF OF (X,Y) (5=unknown) = 8.98237668084496399E-002 COEFF OF DETERMINATION OF (X,Y) = 8.85501495802061035E-003 CORRECTED COEFF OF DETERMINATION = 1.02531752145501812E-002 PARAMETERS: 1 -48.090743178238625 +- 122.17793878249638 2 2.51625650419170302E-002 +- 6.10733938448462729E-002 pad Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 0.998691 CORREL. COEFF OF (X,Y) (5=unknown) = 5.94504995548857801E-002 COEFF OF DETERMINATION OF (X,Y) = 3.87898221838317743E-003 CORRECTED COEFF OF DETERMINATION = 4.49145309496999483E-003 PARAMETERS: 1 -12.112279568936913 +- 67.139411165870683 2 9.12885757444803492E-003 +- 3.35611464844235083E-002 rgb Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.636418 CORREL. COEFF OF (X,Y) (5=unknown) = -0.11054879916251258 COEFF OF DETERMINATION OF (X,Y) = 1.34126573836583062E-002 CORRECTED COEFF OF DETERMINATION = 1.55304453916043552E-002 PARAMETERS: 1 57.480184316605133 +- 110.01217452921895 2 -2.79490117180791198E-002 +- 5.49920626399822282E-002 rka Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.483288 CORREL. COEFF OF (X,Y) (5=unknown) = -0.21264937959961461 COEFF OF DETERMINATION OF (X,Y) = 4.96289414597393189E-002 CORRECTED COEFF OF DETERMINATION = 5.74650901112771090E-002 PARAMETERS: 1 103.48764721365364 +- 99.717629030325170 2 -4.96511040000653103E-002 +- 4.98461022647061769E-002 str Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.409057 CORREL. COEFF OF (X,Y) (5=unknown) = -6.85843558008427528E-002 COEFF OF DETERMINATION OF (X,Y) = 5.16246237764388105E-003 CORRECTED COEFF OF DETERMINATION = 5.97758801621923064E-003 PARAMETERS: 1 33.983594793544398 +- 94.727301545874951 2 -1.48683780334999266E-002 +- 4.73515747017951780E-002 stu Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.532626 CORREL. COEFF OF (X,Y) (5=unknown) = -0.22440591563680862 COEFF OF DETERMINATION OF (X,Y) = 5.52682069089088859E-002 CORRECTED COEFF OF DETERMINATION = 6.39947658945260733E-002 PARAMETERS: 1 112.49286445605100 +- 103.03448904400722 2 -5.43002844330911366E-002 +- 5.15041094300132257E-002 str Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.309715 CORREL. COEFF OF (X,Y) (5=unknown) = -0.41637002785801436 COEFF OF DETERMINATION OF (X,Y) = 0.19026797289716837 CORRECTED COEFF OF DETERMINATION = 0.22031028440724759 PARAMETERS: 1 192.88861089243233 +- 88.048783899539742 2 -9.29975719661613742E-002 +- 4.40131672726069845E-002 udi Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.099221 CORREL. COEFF OF (X,Y) (5=unknown) = -0.18426041656192144 COEFF OF DETERMINATION OF (X,Y) = 3.72624039409886892E-002 CORRECTED COEFF OF DETERMINATION = 4.31459414053553258E-002 PARAMETERS: 1 69.490255956479587 +- 73.897786838630779 2 -3.16773586393170881E-002 +- 3.69394727463250513E-002 ver Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.075293 CORREL. COEFF OF (X,Y) (5=unknown) = -8.54280303385935025E-002 COEFF OF DETERMINATION OF (X,Y) = 8.00953970496443186E-003 CORRECTED COEFF OF DETERMINATION = 9.27420386890618481E-003 PARAMETERS: 1 34.050151460372717 +- 72.289184596677643 2 -1.41533555990432658E-002 +- 3.61353766939485205E-002 wie Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.865665 CORREL. COEFF OF (X,Y) (5=unknown) = -0.10080752797556790 COEFF OF DETERMINATION OF (X,Y) = 1.11530256805744462E-002 CORRECTED COEFF OF DETERMINATION = 1.29140297354019898E-002 PARAMETERS: 1 60.955199175837919 +- 125.42382881418861 2 -2.90233755705600893E-002 +- 6.26959250665875961E-002 zur Y=A1+A2X+A3X**2+...+AnX**(n-1) DEGREE OF POLYNOMIAL=1 No OF DATA= 22 RMS OF RESIDUALS = 1.418405 CORREL. COEFF OF (X,Y) (5=unknown) = -0.18395339583133125 COEFF OF DETERMINATION OF (X,Y) = 3.71383317222860609E-002 CORRECTED COEFF OF DETERMINATION = 4.30022788363312314E-002 PARAMETERS: 1 84.427090936818502 +- 95.355678796381298 2 -4.08048578774303367E-002 +- 4.76656832199592942E-002