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l(f)rg2022-03-25

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

܅


̖) ՚≺bar) Һwbar) ҺwL/min) wNm/hr) ƽm) xm
015-20 1.4

6.5
2.0

8.0
0.2

0.9
6.5

15.2
32.9

47.6
2.2

5.2
030-20 1.4

6.5
2.0

8.0
0.4

2.2
7.5

22.2
31.9

56.6
2.8

5.8
050-20 1.4

6.5
2.0

8.0
1.0

5.1
12.5

52.0
41.9

60.6
3.0

7.2
050-55 1.4

6.5
2.0

8.0
1.0

5.1
13.5

54.0
41.9

58.6
2.9

6.4
100-20 1.4

6.5
2.0

8.0
2.1

7.6
32.5

82.0
51.6

70.7
3.1

7.8
100-55 1.4

6.5
2.0

8.0
2.1

7.6
34.5

86.0
52.6

68.7
3.0

6.8
150-20 1.4

6.5
2.0

8.0
3.2

12.8
52.5

86.0
56.6

72.7
3.2

8.2
150-55 1.4

6.5
2.0

8.0
3.2

12.8
58.5

90.0
52.6

70.7
3.0

7.2
 

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