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28 Jun 2022
Question 3
Encapsulation is supported by ___________
![](data:image/png;base64,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)
Question 3
Encapsulation is supported by ___________
teacherrecoLv10
27 Aug 2023
27 Aug 2023
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devsingh077Lv10
26 Aug 2023
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miopicdreamLv3
21 Jul 2022
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learn4lifeLv10
1 Jul 2022
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29 Jun 2022
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28 Jun 2022
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