FORMATO XML APE2015 STANDARD NAZIONALE 12.00 03 2033-10-26 0 0 1 3 4 false 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 JPG 019036 Via Tonani 1 / 45.1338888888889 10.0244444444444 E 1970 41.00 0.00 191.18 0.00 D150 CREMONA (CR) 1 51 159 4 true false false true false false 2 0 false E 130.88 A1 51.87 151 3 511 4 130.88 1.73 24.79 0 CAPPOTTO TERMICO true 10 B 57.04 0 CAPPOTTO TERMICO ORIZZONTALE true 10 E 130.88 1 SOSTITUZIONE INFISSI IN PVC false 10 E 120.03 A1 46.89 0 0 191.18 81.63 0.4270 61.66 0.0241 0.1400 1 PRINCIPALE 2022 - 1 23.50 0.61 0.88 100.65 1 PRINCIPALE 2022 - 1 23.50 0.58 0.86 30.23 1 Lorenzo Verdini Via Due Fonti, n. 20/b, Macerata, 62100. lorenzo@tecnicocirilli.it 3494027657 Geometra Collegio dei Geometri di Macerata n. 1404 0 true true false 2023-10-26 CREMONA 26100 CREMONA LOMBARDIA 2389 2023-10-23 Acca Software S.p.A.|TerMus|42.00|2024-01-12T11:15:26Z 67 14.50 51.87 0 3 0 FORMATO XML APE2015 STANDARD NAZIONALE - COMPLETO 5.00 2016-12-19 5 1 2 0 019036 LOMBARDIA CREMONA Via Tonani 47 5 4 2022 2389 E 45.1338888888889 10.0244444444444 45 3.5 3.8 9.4 12.8 18.6 22.7 23.8 22.2 19.9 14.5 7.7 1.7 82.1 63.4 60.9 62 52.7 53.2 53 54.1 62.4 66.7 84 79.2 1.38 2.52 3.65 5.11973595871481 7.99130837258952 10.2764217291909 9.53710905498599 6.76904349800471 4.3908113097004 2.84 1.66 1.42 1.50663056293436 3.34778797204009 5.52466663696177 7.74759860735779 11.2183727150055 13.3794101796454 12.8965292077922 9.8292420519737 7.082302958491 3.68877942677814 1.93975220328518 1.53082330196751 3.04612480531801 6.93296955632193 9.22184388627179 10.7345988861497 14.0141134411638 15.7573755795246 15.5992447113418 12.8513612259323 10.98437008462 6.24699075521773 4.13212918883283 3.52997946441024 5.22122621137273 10.6154359677794 11.6282870915467 11.350598093161 12.9876671144891 13.6991977603117 13.868608016366 12.7617508763195 12.7750916644127 8.45939905093565 6.89779556085708 6.59576161659628 5.22122621137273 10.6154359677794 11.6282870915467 11.350598093161 12.9876671144891 13.6991977603117 13.868608016366 12.7617508763195 12.7750916644127 8.45939905093565 6.89779556085708 6.59576161659628 3.04612480531801 6.93296955632193 9.22184388627179 10.7345988861497 14.0141134411638 15.7573755795246 15.5992447113418 12.8513612259323 10.98437008462 6.24699075521774 4.13212918883283 3.52997946441024 1.50663056293436 3.34778797204009 5.52466663696177 7.74759860735779 11.2183727150055 13.3794101796454 12.8965292077922 9.8292420519737 7.082302958491 3.68877942677814 1.93975220328518 1.53082330196751 3.8 8.7 12.5 15.6 21.2 24.4 23.9 19.1 15.3 8.4 5.1 4.2 6.63323154475362 12.7980063621281 12.2818228264519 10.2151466967611 10.4934685081701 10.7286696628476 10.9118360897665 10.9162372491733 12.4416303053392 9.58667497340679 8.67173215911202 8.58290445713114 0 ZONA UNICA (oggetto della CERTIFICAZIONE) 0 41.00 137.35 1 VANO PRINCIPALE 41.00 137.35 3.35 Muro 0 14.84 0.8548 2 2 1 45.00 90 1.00 936.88 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 9577.56736 11342.12067 13161.13603 6196.59204 8283.30169 14706.96129 15392.10209 14899.49381 7330.10830 6386.66906 8589.43969 10060.29820 13688.44 25137.12 30485.76 14478.45 18936.37 34756.50 36359.19 33457.35 19370.34 11582.70 17500.53 17292.04 Muro 0 15.58 0.8548 2 2 1 135.00 90 1.00 983.41 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 10053.20276 11905.38626 13814.73646 6504.32347 8694.66205 15437.32957 16156.49542 15639.42352 7694.13174 6703.83999 9016.00329 10559.90669 4146.08 8321.18 15203.26 9648.00 17771.24 35630.92 35489.79 27048.96 12082.28 4885.58 5165.79 4212.65 Muro 0 14.04 0.8548 2 2 1 225.00 90 1.00 886.12 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 9058.69238 10727.64912 12448.11737 5860.88502 7834.54494 13910.19590 14558.21845 14092.29775 6932.99182 6040.66442 8124.09758 9515.27076 3735.93 7498.01 13699.28 8693.57 16013.23 32106.14 31978.97 24373.15 10887.05 4402.28 4654.76 3795.92 Vetrata 2 ante, vetro doppio BE 4-8-4 argon, telaio legno duro 9 cm - Sud-Ovest 1.08 0.68 5.52 0.40 2.2114 2.2114 0 3 0.0000 45.00 90 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 400.70461 474.52968 550.63333 259.25195 346.55534 615.30730 643.97211 623.36245 306.67580 267.20436 359.36349 420.90102 18790.75 34525.65 40984.47 18859.33 0.00 0.00 0.00 0.00 0.00 15796.35 24128.29 23802.12 Vetrata 2 ante, vetro doppio BE 4-8-4 argon, telaio legno duro 9 cm - Nord-Ovest 1.02 0.63 5.42 0.39 2.2156 2.2156 0 3 0.0000 135.00 90 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 379.16207 449.01819 521.03038 245.31414 327.92396 582.22737 609.35111 589.84946 290.18841 252.83901 340.04352 398.27269 4789.33 9770.39 17990.58 11397.86 0.00 0.00 0.00 0.00 0.00 5746.06 6018.04 4868.99 Vetrata 2 ante, vetro doppio BE 4-8-4 argon, telaio legno duro 9 cm - Nord-Est 1.12 0.71 5.58 0.41 2.2091 2.2091 0 3 0.0000 225.00 90 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 1.00 413.63013 489.83658 568.39510 267.61463 357.73417 635.15526 664.74470 643.47024 316.56824 275.82356 370.95547 434.47801 5438.73 11095.18 20429.98 12943.33 0.00 0.00 0.00 0.00 0.00 6525.19 6834.05 5529.20 Muro 4 0 17.69 0.7938 2 2 90 1116.64 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Muro 4 0 0.00 1.6490 0 5 90 0.00 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00000 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Solaio Superiore 6 2 41.00 1.2500 0 7 0.00 2953.07 Solaio Inferiore 6 1 41.00 1.0650 0 7 0.00 2197.44 Muro 6 0 33.27 0.7938 2 2 90 2100.05 0.30 41.21 268.13 0.00 0.00 8 9 41.00 137.35 81.63 191.18 62.14 3.22 0.8374 2.2119 68.68 0 0.0000 PRINCIPALE 8 601.94 488.72 239.94 53.05 0.00 0.00 0.00 0.00 0.00 69.45 363.75 684.42 2501.27 9 63.30 57.17 63.30 61.25 63.30 61.25 63.30 63.30 61.25 63.30 61.25 63.30 745.26 Generatore... 23.50 1 2 0 895.58 986.24 90.66 17.09 0.91 758.11 837.68 79.57 15.10 0.91 472.33 543.70 71.37 14.29 0.87 174.10 220.59 46.49 11.95 0.79 72.73 105.88 33.16 11.64 0.69 70.38 102.46 32.09 11.27 0.69 72.73 105.88 33.16 11.64 0.69 72.73 105.88 33.16 11.64 0.69 70.38 102.46 32.09 11.27 0.69 201.23 251.21 49.98 12.49 0.80 609.64 685.66 76.02 14.84 0.89 994.99 1090.18 95.19 17.75 0.91 4464.92 5137.83 672.91 160.98 0.87 0 0.9237 205.0000 DISTRIBUZIONE IDRAULICA 0.9900 1 70.00 70.00 70.00 70.00 0.00 0.00 0.00 0.00 0.00 70.00 70.00 70.00 765.75 773.49 773.49 0.00 0.99 644.37 650.87 650.87 0.00 0.99 371.87 375.63 375.63 0.00 0.99 96.52 97.49 97.49 0.00 0.99 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 119.59 120.80 120.80 0.00 0.99 501.84 506.91 506.91 0.00 0.99 858.26 866.93 866.93 0.00 0.99 3358.20 3392.12 3392.12 0.00 0.99 DISTRIBUZIONE ACQUA CALDA SANITARIA 0.9259 1 48.00 63.30 68.36 68.36 0.00 0.93 57.17 61.75 61.75 0.00 0.93 63.30 68.36 68.36 0.00 0.93 61.25 66.16 66.16 0.00 0.93 63.30 68.36 68.36 0.00 0.93 61.25 66.16 66.16 0.00 0.93 63.30 68.36 68.36 0.00 0.93 63.30 68.36 68.36 0.00 0.93 61.25 66.16 66.16 0.00 0.93 63.30 68.36 68.36 0.00 0.93 61.25 66.16 66.16 0.00 0.93 63.30 68.36 68.36 0.00 0.93 745.26 804.90 804.90 0.00 0.93 16.07 0.00 0.00 0.00 14.20 0.00 0.00 0.00 13.43 0.00 0.00 0.00 11.24 0.00 0.00 0.00 10.94 0.00 0.00 0.00 10.59 0.00 0.00 0.00 10.94 0.00 0.00 0.00 10.94 0.00 0.00 0.00 10.59 0.00 0.00 0.00 11.74 0.00 0.00 0.00 13.95 0.00 0.00 0.00 16.69 0.00 0.00 0.00 151.32 0.00 0.00 0.00 8 Zona con impianto a distribuzione idraulica, con Radiatori su parete esterna isolata e regolazione Solo Climatica / centralizzata H_1 | ZONA (*001a) 41.00 137.35 3.35 0 0.95 0.00 1 0 11173.61 53.54 13.74 107.58 2395.95 607.00 104.47 718.15 0.00 601.94 53.54 13.74 127.40 2078.15 538.29 199.41 648.65 0.00 488.72 53.54 13.74 147.83 1454.02 389.95 285.86 718.15 0.00 239.94 53.54 13.74 69.60 504.29 141.83 155.52 347.49 0.00 53.05 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 53.54 13.74 71.74 567.10 146.36 101.04 393.83 0.00 69.45 53.54 13.74 96.48 1704.99 437.89 133.13 694.99 0.00 363.75 53.54 13.74 113.00 2646.05 673.22 123.12 718.15 0.00 684.42 53.54 13.74 733.63 11350.56 2934.54 1102.55 4239.42 0.00 2501.27 601.94 640.36 38.42 0.00 0.94 488.72 519.91 31.19 0.00 0.94 239.94 255.25 15.32 0.00 0.94 53.05 56.44 3.39 0.00 0.94 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 69.45 73.89 4.43 0.00 0.94 363.75 386.97 23.22 0.00 0.94 684.42 728.11 43.69 0.00 0.94 2501.27 2660.93 159.66 0.00 0.94 640.36 765.75 125.39 0.00 0.84 519.91 644.37 124.45 0.00 0.81 255.25 371.87 116.62 0.00 0.69 56.44 96.52 40.08 0.00 0.58 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 0.00 0.00 0.00 0.00 1.00 73.89 119.59 45.70 0.00 0.62 386.97 501.84 114.87 0.00 0.77 728.11 858.26 130.15 0.00 0.85 2660.93 3358.20 697.27 0.00 0.79 9 Zona con impianto di ACS centralizzato senza accumulo W_1 | ZONA (*001a) 66.02 40.00 13.38 63.30 57.17 63.30 61.25 63.30 61.25 63.30 63.30 61.25 63.30 61.25 63.30 745.26 4 VANO SCALA (con 2 pareti esterne) ZONA (017) false 0.60 0 10.50 0.00 0.00 0.00 11.10 0.00 0.00 0.00 12.40 0.00 0.00 0.00 14.60 0.00 0.00 0.00 16.80 0.00 0.00 0.00 19.30 0.00 0.00 0.00 21.00 0.00 0.00 0.00 20.70 0.00 0.00 0.00 18.90 0.00 0.00 0.00 16.00 0.00 0.00 0.00 13.40 0.00 0.00 0.00 11.20 0.00 0.00 0.00 0.00 0.00 0.00 6 altra ZONA di confine climatizzata ZONA (*001b) 0 26.00 20.00 2 MLP01 - Muratura in Mattoni Pieni (da 42 cm) MLP01.SO1836 1.00 elemento generico composto 1 0.4200 0.4200 1000 500.0000 1.000 5 Porta di caposcala tamburato *DRE.02 2.88 Abete 0 0.0100 0.1200 1700 450.0000 0.083 Strato d'aria verticale da 4 cm 3 0.0400 0.2222 1008 1.3000 0.180 Abete 0 0.0100 0.1200 1700 450.0000 0.083 7 Soletta in laterocemento (da 35 cm) *prsol04.1.4 1.67 Soletta laterocemento da 35 1 0.3500 0.5833 1000 2000.0000 0.600 3 Vetrata 2 ante, vetro doppio BE 4-8-4 argon, telaio legno duro 9 cm Vetrata 2 ante, vetro doppio BE 4-8-4 argon, telaio legno duro 9 cm 2 0.0800 2.1000 Legno o metallo-legno 1 1.3000 15 10 15 04 15 05 18 09 594.64 -1122.66 14.5034 27.3820 19.7903 0.0000 32.0772 0.0000 0.0000 0.0000 51.8675 0.0000 0.0000 0.0000 0.0000 0.0000 0.0000 0.0000 19.7903 0.0000 32.0772 0.0000 0.0000 0.0000 51.8675 0.7329 0.0000 0.5667 0.000 0.000 0.000 0.000 0.000 0.000 594.64 -1122.66 14.5034 27.3820 19.7903 0.0000 32.0772 0.0000 0.0000 0.0000 51.8675 0.0000 0.0000 0.0000 0.0000 0.0000 0.0000 0.0000 19.7903 0.0000 32.0772 0.0000 0.0000 0.0000 51.8675 0.7329 0.0000 0.5667 0.000 0.000 0.000 0.000 0.000 0.000 0.00 11173.61 41.21 0.4270 E false 61.6631 17.6071 101.5297 0.0000 31.0859 0.0000 0.0000 0.0000 132.6156 0.8772 0.0000 0.8574 0.0000 0.0000 0.0000 1.7347 100.6525 0.0000 30.2285 0.0000 0.0000 0.0000 130.8809 0.6073 0.0000 0.5847 0.82 0.99 19.001 0.000 5.792 0.000 0.000 0.000 0.86 0.00 2.76 1.31 1.31 151.32 0.00 0.00 0.00 29.88 665.54 168.61 29.02 199.49 0.00 606.49 4.56 601.94 601.94 38.42 0.9400 0.00 1.0000 765.75 7.73 0.9900 0.00 773.49 78.30 0.9081 0.00 0.00 0.00 14.76 923.16 6.94 930.10 Metano 90.136 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2.05 63.30 63.30 0.00 63.30 0.00 1.0000 0.00 68.36 6.92 0.9081 0.00 0.00 1.30 81.59 0.61 82.20 Metano 7.966 Sm³ 0.00 0.00 0.00 0.00 35.39 577.27 149.52 55.39 180.18 0.00 492.84 4.12 488.72 488.72 31.19 0.9400 0.00 1.0000 644.37 6.51 0.9900 0.00 650.87 68.31 0.9050 0.00 0.00 0.00 12.97 780.43 6.09 786.53 Metano 76.105 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.85 57.17 57.17 0.00 57.17 0.00 1.0000 0.00 61.75 6.48 0.9050 0.00 0.00 1.23 74.04 0.58 74.61 Metano 7.220 Sm³ 0.00 0.00 0.00 0.00 41.06 403.90 108.32 79.41 199.49 0.00 244.50 4.56 239.94 239.94 15.32 0.9400 0.00 1.0000 371.87 3.76 0.9900 0.00 375.63 56.76 0.8687 0.00 0.00 0.00 11.36 476.16 5.34 481.50 Metano 45.755 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2.05 63.30 63.30 0.00 63.30 0.00 1.0000 0.00 68.36 10.33 0.8687 0.00 0.00 2.07 86.66 0.97 87.63 Metano 8.327 Sm³ 0.00 0.00 0.00 0.00 19.33 140.08 39.40 43.20 96.53 0.00 55.26 2.21 53.05 53.05 3.39 0.9400 0.00 1.0000 96.52 0.97 0.9900 0.00 97.49 21.37 0.8202 0.00 0.00 0.00 4.44 133.46 2.08 135.54 Metano 12.578 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.98 61.25 61.25 0.00 61.25 0.00 1.0000 0.00 66.16 22.33 0.7476 0.00 0.00 6.80 106.17 3.20 109.37 Metano 9.364 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 68.11 109.40 0.00 0.00 0.00 0.00 0.00 0.00 1.0000 0.00 1.0000 0.00 0.00 1.0000 0.00 0.00 0.00 1.0000 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Metano 0.000 Sm³ 25.84 111.65 35.54 68.11 109.40 0.00 -34.94 -34.94 2.05 63.30 63.30 0.00 63.30 0.00 1.0000 0.00 68.36 31.17 0.6869 0.00 0.00 10.94 125.84 5.14 130.99 Metano 10.532 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 130.82 193.05 0.00 0.00 0.00 0.00 0.00 0.00 1.0000 0.00 1.0000 0.00 0.00 1.0000 0.00 0.00 0.00 1.0000 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Metano 0.000 Sm³ 45.89 70.60 32.63 130.82 193.05 0.00 -220.64 -220.64 1.98 61.25 61.25 0.00 61.25 0.00 1.0000 0.00 66.16 30.16 0.6869 0.00 0.00 10.59 121.78 4.98 126.76 Metano 10.192 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 132.38 199.49 0.00 0.00 0.00 0.00 0.00 0.00 1.0000 0.00 1.0000 0.00 0.00 1.0000 0.00 0.00 0.00 1.0000 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Metano 0.000 Sm³ 48.02 31.83 22.48 132.38 199.49 0.00 -277.56 -277.56 2.05 63.30 63.30 0.00 63.30 0.00 1.0000 0.00 68.36 31.17 0.6869 0.00 0.00 10.94 125.84 5.14 130.99 Metano 10.532 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 110.36 199.49 0.00 0.00 0.00 0.00 0.00 0.00 1.0000 0.00 1.0000 0.00 0.00 1.0000 0.00 0.00 0.00 1.0000 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Metano 0.000 Sm³ 46.49 112.97 38.83 110.36 199.49 0.00 -158.11 -158.11 2.05 63.30 63.30 0.00 63.30 0.00 1.0000 0.00 68.36 31.17 0.6869 0.00 0.00 10.94 125.84 5.14 130.99 Metano 10.532 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 56.17 115.83 0.00 0.00 0.00 0.00 0.00 0.00 1.0000 0.00 1.0000 0.00 0.00 1.0000 0.00 0.00 0.00 1.0000 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Metano 0.000 Sm³ 22.87 112.99 33.98 56.17 115.83 0.00 -30.64 -30.64 1.98 61.25 61.25 0.00 61.25 0.00 1.0000 0.00 66.16 30.16 0.6869 0.00 0.00 10.59 121.78 4.98 126.76 Metano 10.192 Sm³ 0.00 0.00 0.00 0.00 19.93 157.53 40.66 28.07 109.40 0.00 71.95 2.50 69.45 69.45 4.43 0.9400 0.00 1.0000 119.59 1.21 0.9900 0.00 120.80 25.11 0.8279 0.00 0.00 0.00 5.19 163.33 2.44 165.77 Metano 15.440 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2.05 63.30 63.30 0.00 63.30 0.00 1.0000 0.00 68.36 21.87 0.7576 0.00 0.00 6.55 107.52 3.08 110.60 Metano 9.548 Sm³ 0.00 0.00 0.00 0.00 26.80 473.61 121.64 36.98 193.05 0.00 368.17 4.41 363.75 363.75 23.22 0.9400 0.00 1.0000 501.84 5.07 0.9900 0.00 506.91 63.21 0.8891 0.00 0.00 0.00 12.34 622.68 5.80 628.48 Metano 60.330 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.98 61.25 61.25 0.00 61.25 0.00 1.0000 0.00 66.16 8.25 0.8891 0.00 0.00 1.61 81.27 0.76 82.02 Metano 7.874 Sm³ 0.00 0.00 0.00 0.00 31.39 735.02 187.00 34.20 199.49 0.00 688.98 4.56 684.42 684.42 43.69 0.9400 0.00 1.0000 858.26 8.67 0.9900 0.00 866.93 82.94 0.9127 0.00 0.00 0.00 15.47 1027.53 7.27 1034.79 Metano 100.515 Sm³ 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 2.05 63.30 63.30 0.00 63.30 0.00 1.0000 0.00 68.36 6.54 0.9127 0.00 0.00 1.22 81.03 0.57 81.60 Metano 7.926 Sm³ 0.00 0.00 0.00 0.00 203.79 3152.93 815.15 306.26 1177.62 0.00 2528.19 26.91 2501.27 2501.27 159.66 0.9400 0.00 1.0000 3358.20 33.92 0.9900 0.00 3392.12 396.00 0.8955 0.00 0.00 0.00 76.52 4126.75 35.97 4162.72 Metano 400.859 Sm³ 181.56 440.04 163.47 497.84 817.25 0.00 -721.89 -721.89 24.10 745.26 745.26 0.00 745.26 0.00 1.0000 0.00 804.90 236.54 0.7729 0.00 0.00 74.80 1239.37 35.15 1274.52 Metano 110.205 Sm³ 0.00 0.00 0.00 0.00 /descendant::ds:SignatureCwH76C1liTqIQtkQOWGVyttSRlQ6pIlct8qGFN1yxAc=dbPvKrq19lZ+9YOBrcZOKiLhVcdL2g6FFR6YYPG7GCg=jmTQEqpJmwtsMz7c0BIOXKogwiEAaQqthi+ybl8fzEmCW4L3Cr2zqVYV5eTvbgA75dRX8MIfFMrJIZS4CDgxG+/D5C2AHT6WwR5VrcAnaPqlEgohcUza0caC+lhzZRRa4MmF2hOyrw7Cnq31ep44PRFxHrdqNX27dakHzheoDbyaEqOc4bchGpX6Zl9UzTJLAD4MbqfU/2/XjgVoQdWKw4guVpoEBNBiIxQeRB29L2nFhjk4lVN6u/VNEWRBOWlw4AuyW2X0u5Kl0Dg62YeepiJYbLPZClrvwmG3Q1KspIrPx5o/S0aQ8klyjLqASc+YHpRQ1063qaJ91GewAR1l0g==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AQAB2024-05-13T10:23:02ZNhN4gq7hyigx5uwPtaUn7kw8XoqHdUMtgFGW7AHeK4U=CN=ArubaPEC S.p.A. NG CA 3,OU=Certification AuthorityC,O=ArubaPEC S.p.A.,C=IT21683143642577191390560119813178295469