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)
Case Dimensions
Metric shown in italics.
PartABCDEFFig.
Number(max)(max)(max)(max)
15DCB65.665.061.464.5004.060.950 6
143.8128.537.0114.30103.124.13
15DCB6B7.825.061.464.5006.060.950 6
198.6128.537.0114.30153.924.13
15DCB104.885.061.464.5004.060.950 3
123.8128.537.0114.30103.124.13
15DCB10B7.065.061.464.5006.060.950 3
179.3128.537.0114.30153.924.13
15DCF65.333.101.782.6773.702.000 8
135.478.745.268.0094.050.80
15DCF6B7.695.061.465.7406.063.520 7
195.3128.537.0145.80153.989.41
15DCF104.603.101.782.6773.702.000 4
116.878.745.268.094.050.80
15DCF10B7.065.061.465.7406.063.5205
179.3128.537.0145.80153.989.41
30DCB67.695.061.464.5006.060.950 6
195.3128.537.0114.30153.924.13
30DCB6B8.695.061.464.5007.060.950 6
220.7128.537.0114.30179.324.13
30DCB106.885.061.464.5006.060.950 3
174.6128.537.0114.30153.924.13
30DCB10B8.065.061.464.5007.060.950 3
204.7128.537.0114.30179.324.13
30DCF66.193.962.183.5004.562.000 8
157.2100.655.488.90115.850.80
30DCF6B8.695.001.465.7407.064.520 7
220.7127.037.0145.80179.3114.81
30DCF105.953.962.183.5004.562.000 4
151.1100.655.488.90115.850.80
30DCF10B8.065.061.465.7407.064.5205
204.7128.537.0145.80179.3114.81
60DCB68.695.061.464.5007.060.950 6
220.73128.537.0114.30179.324.13
60DCB6B10.695.061.464.5009.060.950 6
271.5128.537.0114.30230.124.13
60DCB109.755.061.464.5007.060.950 9
247.7128.537.0114.30179.324.13
60DCB10B11.755.061.464.5009.060.950 9
298.5128.537.0114.30230.124.13
60DCF67.565.482.554.9205.942.756 8
192.0139.264.8124.97150.970.00
60DCF6B10.695.061.465.7409.066.520 7
271.5128.537.0145.80230.1165.61
60DCF108.505.482.554.9205.942.57611
215.9139.264.8124.97150.965.43
60DCF10B11.755.061.465.7409.066.52010
298.5128.537.0145.80230.1165.61
100DCB6,10.315.061.784.5008.060.950 6
125DCB6261.9128.545.2114.30204.724.13
100DCF6,10.606.302.525.7008.464.583 8
125DCF6269.2160.064.0144.78214.9116.41
100DCB1011.135.061.784.5008.060.950 9
282.6128.545.2114.30204.724.13
100DCF1011.506.302.525.7008.464.58311
292.1160.064.0144.78214.9116.41
125DCB1011.505.061.784.5008.060.950 9
292.1128.545.2114.30204.724.13
125DCF1011.756.302.525.7008.464.58310
298.5160.064.0144.78214.9116.41
Libertyville, IL (847) 680-7400 - www.cor.com
Series DC
Case Style
Metric shown in italics.
Fig. 11
Typical dimensions
Mounting slots: (4)
.
260 x .39
6.6 x 9.9