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Tape Reel Dia. Inside Reel
Width Thickness Thickness
A - Max WT - max
DO-214AA (SMB) 12 330 12.4 ± 2 18.4
All Dimensions are in mm
SS32_S300Rev290405E
Reel Dimensions for SMD Package
Package
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DO-214AA (SMB)