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4/7Rm2w+1f8IrnhDt/tD+8XHXyv9j9aKK0fw381+TB/1943Tv2j/t+p2ln/AMIp5f2iZIt/9o527mAzjyuetJbftIfaILyX/hFNv2eES4/tHO7LomP9Vx9/P4UUVnd81vQKr5aakt72/Ff5mrq3x3/svSIb/wD4RvzfMlWPZ9u24zEkmc+Wf7+PwzWXZ/tHfa5FX/hFNm6VI8/2jn7xxn/VUUVrJWfyi/vin+bFfQvj4+5TTW/4Rn/j9sZbz/j/APubHlTb/q+c+VnPH3unHNPVP2i/7Nvjbf8ACK+ZiON939oY++ivjHldt2PwoormpTlK1/734SsvwH1a9Asv2i/tkqp/wiuzKSvn+0M/cQt/zy74xVjxH+0F/wAI/wCILzSv+EY8/wCzOF837ft3cA9PLOOvrRRXRNWat2NXFWb/AMP4pleD9ozzri1i/wCEVx5+3n+0Pu5bb/zy59aWw/aK+3Mo/wCEV2Znih/5CGfvkjP+q7Yooqml7Tl6X/VoxqNqN0QT/tJ+QsDf8Inu82Pf/wAhHGOSMf6r2rotN+NX9oTa1H/wj/l/2YJjn7ZnzNmf+mfGce9FFZ4l8kqij05rfKSS/A1aXJfzj+O5zlr+0n9pvIYP+ET2+bIqbv7RzjJxn/VUS/tKeUkTf8IlnzE3/wDIR6ckf88vaiiq6X81+TMk/eaNPWvj5/ZElwn/AAjXm+TJEmft+3O+Pfn/AFZ6dKzIf2k/NiuH/wCETx5MYfH9o9fmVcf6r/a/SiiopttJvsvxin+Zti4qnNqPf9bGvq/x2OmaNFfr4cEhklSPYb3GMxJJnPl/7ePwz7UUUUqtGMpa32js2t4pvZ92zNNn/9k=)
DIGITAL TRANSISTOR (NPN)
Features
1) Built-in bias resistors enable the configuration of an inverter circuit without
connecting external input resistors(see equivalent circuit).
2) The bias resistors consist of thin-film resistors with complete isolation to
allow negative biasing of the input. They also have the advantage of
almost completely eliminating parasitic effects.
3) Only the on/off conditions need to be set for operation, making device
design easy.
PIN CONNENCTIONS AND MARKING
SOT-523 SOT-323
SOT-23
TO-92S
SOT-23
SOT-23-3L
DTC124EE DTC124EUA
DTA114ECA
DTC124ECA
DTC124EKA
DTC124ESA
Addreviated symbol: 25
Addreviated symbol: 25
Addreviated symbol: 25
Addreviated symbol: 25
http://www.lgesem
i.com
mail:lge@lgesemi.com
Revision:20170701-P1
DTC124EE/DTC124EUA/DTC124ECA
DTC124EKA/ DTC124ESA