1525 lines
644 KiB
XML
1525 lines
644 KiB
XML
<quiz>
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<question type="multichoice">
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<name>
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<text>Soal No 1</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Pada perangkat sumber terdapat perangkat pelumas, filter air, dan pengatur tekanan.
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Berikut ini manakah pernyataan yang benar?</p></text>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Perangkat pelumas dihubungkan setelah perangkat filter air</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Perangkat pelumas dihubungkan setelah perangkat pengatur tekanan</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. Perangkat pelumas dihubungkan setelah perangkat pelumas</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. Perangkat pelumas dihubungkan sebelum perangkat filter air</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. Perangkat pelumas dihubungkan sebelum perangkat pengatur tekanan</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 2</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Seorang fisikawan menghitung tekanan angin yang pas digunakan pada projek pneumatic nya sebesar 61182.97kg/m2, Berapa Bar yang yang harus disetting pada regulator pneumatic?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 4</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 5</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 6</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 7</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 8</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 3</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Engineer mengabarkan pada Seorang ilmuwan bahwa tekanan udara sebesar 85 PSI, Berapakah nilai tekanan angin dalam satuan Atm?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 2</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 3</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 4</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 5</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 6</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 4</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">(1)-Air Regulator-(2)-Air Separator-(3)-Air Lubrican
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Urutan diatasa adalah urutan sumber air pada rangkaian penumatik yang salah. Bagaimana urutan yang benar?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 3 - 2 - 1</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 2 - 1 - 3</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 1 - 3 - 2</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 3 - 1 - 2</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 1 - 2 - 3</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 5</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Udara yang ditiup keluar menimbulkan kebisingan (desisan), terlebih dalam ruangan kerja dan sangat mengganggu. Bagaimana mengatasinya?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Menggunakan Filter Air</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Menggunakan Regulator tekanan</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">C. Menggunakan Silencer</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. Menggunakan Quick Exhaust</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. Menggunakan Penyearah angin</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 6</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Dari prediksi di bawah ini manakah yang paling benar?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (14).png" alt="unnamed (14)" class="img-fluid atto_image_button_text-bottom"></p></text>
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</file>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Valve 1S ditekan, maka piston 1A memanjang tidak kembali</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Valve 1S ditekan, maka piston 1A memanjang lalu kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. Valve 1S dilepaskan setelah ditekan, maka piston 1A memanjang tidak kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. Valve 1S dilepaskan setelah ditekan, maka piston 1A memanjang lalu kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. Valve 1S dilepaskan setelah ditekan, maka piston 1A tidak kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 7</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah diagram pergerakan suatu mesin, komponen seperti apakah yang digunakan pada label 1S1?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-15-23.png" alt="Screenshot_2022-02-24_09-15-23" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="Screenshot_2022-02-24_09-15-23.png" path="/" 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<answer fraction="0" format="html">
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-45-11.png" alt="Screenshot_2022-02-24_09-45-11" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-43-43.png" alt="Screenshot_2022-02-24_09-43-43" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="Screenshot_2022-02-24_09-43-43.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (21).png" alt="unnamed (21)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (21).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (19).png" alt="unnamed (19)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (19).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 8</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut adalah susunan sistem pada pneumatic secara acak
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(1)Elemen masukan (sensors)
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(2 )Catu daya (energi supply)
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(3)Elemen kerja (actuators)
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(4)Elemen pengolah (processors)
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Bagaimanakan urutan yang benar ?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 2 - 3 - 1 - 4</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 4 - 2 - 3 - 1</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 1 - 4 - 2 - 3</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 1 - 2 - 4 - 3</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 2 - 1 - 4 - 3</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 9</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Tentukan valve apa yang digunakan untuk mengendalikan piston pada gambar diatas dengan ketentuan, pada awal waktu posisi piston tidak memanjang!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (5).png" alt="unnamed (5)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (5).png" path="/" 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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (4).png" alt="unnamed (4)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (4).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (3).png" alt="unnamed (3)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (3).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (2).png" alt="unnamed (2)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (1).png" alt="unnamed (1)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed.png" alt="unnamed" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 10</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah rangkaian pneumatic satu silinder, pilihlah komponen untuk diletakkan di kotak biru agar silinder 1A dapat maju perlahan dan dapat diatur kecepatannya!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-15.png" alt="2022-02-25_07-15" class="img-fluid atto_image_button_text-bottom"></p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-15_1.png" alt="2022-02-25_07-15_1" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_07-15_1.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-16.png" alt="2022-02-25_07-16" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_07-16.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-16_1.png" alt="2022-02-25_07-16_1" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_07-16_1.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-16_2.png" alt="2022-02-25_07-16_2" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_07-16_2.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-16_3.png" alt="2022-02-25_07-16_3" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_07-16_3.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 11</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah grafik pergerakan dari pneumatic satu silinder, komponen apa yang digunakan pada step 2 agar tombol stop 1S4 aktif ketika silinder memanjang?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-15-23.png" alt="Screenshot_2022-02-24_09-15-23" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="Screenshot_2022-02-24_09-15-23.png" path="/" 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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08.png" alt="2022-02-25_08-08" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_1.png" alt="2022-02-25_08-08_1" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_1.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_2.png" alt="2022-02-25_08-08_2" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_2.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_3.png" alt="2022-02-25_08-08_3" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_3.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-09.png" alt="2022-02-25_08-09" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-09.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 12</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah rangkaian pengunci pneumatic, tentukan komponen yang digunakan pada kotak ungu agar rangkaian tersebut bekerja dengan baik!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_09-01.png" alt="2022-02-25_09-01" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_09-01.png" path="/" 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<answer fraction="100" format="html">
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<file name="2022-02-25_08-08.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_1.png" alt="2022-02-25_08-08_1" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_1.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_2.png" alt="2022-02-25_08-08_2" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_2.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_3.png" alt="2022-02-25_08-08_3" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_3.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-09.png" alt="2022-02-25_08-09" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-09.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<shuffleanswers>0</shuffleanswers>
|
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<answernumbering>abc</answernumbering>
|
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</question>
|
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<question type="multichoice">
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<name>
|
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<text>Soal No 13</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Urutan pemberian sumber pada pneumatic yang benar adalah?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Air Lubrican->Air Separator->Air Lubrican</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Air Regulator->Air Separator->Air Lubrican</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">C. Air Separator->Air Regulator->Air Lubrican</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. Air Lubrican-> Air Separator->Air Regulator</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. Air Separator->Air Lubrican->Air Regulator</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<shuffleanswers>0</shuffleanswers>
|
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<answernumbering>abc</answernumbering>
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</question>
|
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<question type="multichoice">
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<name>
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<text>Soal No 14</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Seorang fisikawan ingin mengidentifikasi besaran tekanan angin pad proyek pneumaticnya dengan satuan kg/m2, ternyata indikator tekanan pneumatic menunjuknya pada 6 Bar. Berapakah nilai tekanan angin dalam kg/m2?</p></text>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 61182.97</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 71182.97</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 81182.97</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 91182.97</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 99182.97</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 15</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berapakah 88 PSI = …. ATM </p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 4.9</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 5.9</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 6.9</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 7.9</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 8.9</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 16</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Urutan pemberian sumber pada pneumatic yang benar adalah? </p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Air Lubrican->Air Separator->Air Lubrican</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Air Regulator->Air Separator->Air Lubrican</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">C. Air Separator->Air Regulator->Air Lubrican</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
|
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. Air Lubrican-> Air Separator->Air Regulator</p></text>
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<feedback>
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<text>Ooopss!</text>
|
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</feedback>
|
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. Air Separator->Air Lubrican->Air Regulator</p></text>
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<feedback>
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<text>Ooopss!</text>
|
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</feedback>
|
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</answer>
|
|
<shuffleanswers>0</shuffleanswers>
|
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 17</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Dari beberapa simbol berikut, manakah yang digunakan untuk mengatasi kebisingan(desisan) pada pneumatic?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. /asset/unnamed (6).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. /asset/unnamed (13).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
|
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. /asset/unnamed (12).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. /asset/unnamed (11).png</p></text>
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<feedback>
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<text>Ooopss!</text>
|
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</feedback>
|
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</answer>
|
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">E. /asset/unnamed (10).png</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
|
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</answer>
|
|
<shuffleanswers>0</shuffleanswers>
|
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<answernumbering>abc</answernumbering>
|
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</question>
|
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<question type="multichoice">
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<name>
|
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<text>Soal No 18</text>
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</name>
|
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Dari prediksi di bawah ini manakah yang paling benar?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (16).png" alt="unnamed (16)" class="img-fluid atto_image_button_text-bottom"></p></text>
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</file>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Valve 1S ditekan, maka piston 1A memanjang tidak kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Valve 1S ditekan, maka piston 1A kembali setelah memanjang</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. Valve 1S dilepaskan setelah ditekan, maka piston 1A memanjang tidak kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. Valve 1S dilepaskan setelah ditekan, maka piston 1A memanjang lalu kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. Valve 1S dilepaskan setelah ditekan, maka piston 1A tidak kembali</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 19</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah diagram pergerakan suatu mesin, komponen seperti apakah yang digunakan pada label 1V5?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-17-22.png" alt="Screenshot_2022-02-24_09-17-22" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="Screenshot_2022-02-24_09-17-22.png" path="/" 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</file>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. /asset/unnamed (10).png</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. /asset/Screenshot_2022-02-24_09-45-11.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. /asset/Screenshot_2022-02-24_09-43-43.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. /asset/unnamed (21).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. /asset/unnamed (19).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 20</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Susunan sistem pada pneumatic yang benar adalah ?</p></text>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Supply - Sensor - Processor - Actuators</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Sensor - Supply - Processor - Actuators</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. Processor - Supply - Sensor - Actuators</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. Sensor - Actuators - Supply - Processor</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. Processor - Supply - Sensor - Actuators</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 21</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Tentukan valve apa yang digunakan untuk mengendalikan piston pada gambar diatas dengan ketentuan, pada awal waktu posisi piston memanjang!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (5).png" alt="unnamed (5)" class="img-fluid atto_image_button_text-bottom"></p></text>
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</file>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. /asset/unnamed (4).png</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. /asset/unnamed (3).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. /asset/unnamed (2).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. /asset/unnamed (1).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. /asset/unnamed.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 22</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah rangkaian pneumatic satu silinder, pilihlah komponen untuk diletakkan di kotak biru agar silinder 1A dapat mundur perlahan dan dapat diatur kecepatannya!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-15.png" alt="2022-02-25_07-15" class="img-fluid atto_image_button_text-bottom"></p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. /asset/2022-02-25_07-15_1.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. /asset/2022-02-25_07-16.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">C. /asset/2022-02-25_07-16_1.png</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. /asset/2022-02-25_07-16_2.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. /asset/2022-02-25_07-16_3.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 23</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah grafik pergerakan dari pneumatic satu silinder, komponen apa yang digunakan pada step 1 agar tombol stop 1S3 aktif ketika silinder kembali memendek?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-16.png" alt="2022-02-25_08-16" class="img-fluid atto_image_button_text-bottom"></p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. /asset/2022-02-25_08-08.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">B. /asset/2022-02-25_08-08_1.png</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. /asset/2022-02-25_08-08_2.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. /asset/2022-02-25_08-08_3.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. /asset/2022-02-25_08-09.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 24</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah rangkaian pengunci pneumatic, tentukan komponen tombol stop yang digunakan pada kotak ungu agar rangkaian tersebut bekerja dengan baik!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_09-07.png" alt="2022-02-25_09-07" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_09-07.png" path="/" 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</file>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. /asset/Screenshot_2022-02-24_09-43-43.png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. /asset/unnamed (4).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">C. /asset/unnamed (21).png</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. /asset/unnamed (19).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. /asset/unnamed (20).png</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 25</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">(1)-Air Regulator-(2)-Air Separator-(3)-Air Lubrican
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Urutan diatasa adalah urutan sumber air pada rangkaian penumatik yang salah. Bagaimana urutan yang benar?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 3 - 2 - 1</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 2 - 1 - 3</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 1 - 3 - 2</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 3 - 1 - 2</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 1 - 2 - 3</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 26</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Seorang engineer mengidentifikasi kesalahan, didapati takann angin pada rangkaian 3 Bar, dan ingin melaporkannya pada fisikawan, akan tetapi fisikawan membutuhkan nilai satuan dalam kg/m2, berapakah nilai tersebut dalam kg/m2?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 60591.49</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 50591.49</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 40591.49</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 30591.49</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 20591.49</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 27</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berapakah 7 ATM = …. PSI? </p></text>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 103</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 113</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 123</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 143</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 153</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<shuffleanswers>0</shuffleanswers>
|
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<answernumbering>abc</answernumbering>
|
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</question>
|
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<question type="multichoice">
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<name>
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<text>Soal No 28</text>
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</name>
|
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Pada perangkat sumber terdapat perangkat pelumas, filter air, dan pengatur tekanan.
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Setelah apakah perangkat pelumas dihubungkan?</p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. Perangkat pelumas dihubungkan setelah perangkat filter air</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
|
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">B. Perangkat pelumas dihubungkan setelah perangkat pengatur tekanan</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
|
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</answer>
|
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<answer fraction="0" format="html">
|
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<text><p dir="ltr" style="text-align: left;">C. Perangkat pelumas dihubungkan setelah perangkat pelumas</p></text>
|
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<feedback>
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<text>Ooopss!</text>
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</feedback>
|
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</answer>
|
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<answer fraction="0" format="html">
|
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<text><p dir="ltr" style="text-align: left;">D. Perangkat pelumas dihubungkan sebelum perangkat filter air</p></text>
|
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<feedback>
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<text>Ooopss!</text>
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</feedback>
|
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</answer>
|
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<answer fraction="0" format="html">
|
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<text><p dir="ltr" style="text-align: left;">E. Perangkat pelumas dihubungkan sebelum perangkat pengatur tekanan</p></text>
|
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<feedback>
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<text>Ooopss!</text>
|
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</feedback>
|
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</answer>
|
|
<shuffleanswers>0</shuffleanswers>
|
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<answernumbering>abc</answernumbering>
|
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</question>
|
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<question type="multichoice">
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<name>
|
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<text>Soal No 29</text>
|
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</name>
|
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<questiontext format="html">
|
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<text><p dir="ltr" style="text-align: left;">Dari beberapa komponen berikut, manakah yang digunakan untuk meredam desisan pneumatic?</p></text>
|
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</questiontext>
|
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<answer fraction="100" format="html">
|
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/flat-silencer.png" alt="flat-silencer" class="img-fluid atto_image_button_text-bottom"></p></text>
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</file>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Free-shipping-10PCS-Pneumatic-fitting-push-in-quick-connector-fittings-PC6-01-PC6-02-PC8-01.jpg" alt="Free-shipping-10PCS-Pneumatic-fitting-push-in-quick-connector-fittings-PC6-01-PC6-02-PC8-01" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/71145504.jpg" alt="71145504" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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Nk+V6NybNQG2m/N7zN7qMsC4dozHaAQGEyT5eh2/0PYzKL3OsZVVWZ+X945xWvdtob6Lc8zZNk+V6N6bJu6Btpu+JveZudQ+yJV4f3j219pjM3XiDZj/QACrQRsTHRF6xZk3d95/f7ka7wbyaI2nvBDifM9G5NmqDbTfjrXGYN3QMi0oOPeFWuB+nigzelnR2l63cnT9+UC2O+3BHaLFM/I+8/t9yCJkSTa4IIogQWQ15NeIPhBiX1TbhtoyFBax7ITbMsnCBuOJR5P2hmPooooRgTJCtN+T99y02N4u8Yx1bPabP6/ciRNFQhgLt71GVUG63hz4g3CYFuVfXHEDEsJmSsSnCnAKlDXVKdcayCfJ/bT4J2TFoIR+i5giWbfvdwxZq47MYygY78E+b+5H0EF+CfWkQyvSBOIUgSpnAQJDX923ovy/20bpu5Lw1iEsS42/e3se8eUY6NjNjxPmfuR9Ox4nzH20rEr0Gv9Dt6L8v9tGq80eJs0EIqHrj97ftEWUjGCDDPexnzv3I+nZ8T4jD1ENP6HbS3Li+p+2nVi5YcE2QhCbb6fvf2cwUdbhjLJa79orfv/EfT8KfEftD/AA/1O2luXPnPtFU16T7pSQ0QhCDOG3706HqEzXONRdx0Jh3irMxy2hY9Oz4nxX7Q9Vy5cf1v20dy4/qPtKB2sBAHluvVlZtAhCG3SG371cPYiE0Va9ZtjscOycMqn9hheXrs+J8J+3puXLly4vqftoriIFhjLxMK6lw7QCCiEITlYrwfve54JzvaELihrVIDBoB4Yw29Hk/nRJBFj4i+k/b0XLly5cuL6n7R1LuRvY6+3/YtyTc3ZVxA0N4RskiJWu/3vcOyGIDz8R3WXxF3fWVEiQ0ZbxL1p8BjDY+gxNSPQVEmAqmCHxTIHMpKSnpFlmsAUykES9ZsiQvxPpCAVACBqbxFtmJXZiryQP3t08QX4dDRfDoyttt0dopZKlRI2NoDxCbxB0BOiSyUOQi1KhxZNpC7UjvPYRiW83/v5d/Ohsvdon3YRsQ9z7wGfdNHxD68QQg2gDiB6GaCUZd4o1EUYAnveXb8/vYFCWORGpWxwvsP4iwi5dxQqrOjOR9mKMJEjDDCIliXiPSiOkp0h0IDpAOIAgDiEBK12AjOYN2ghUNudFNjWwbrwEudLcPXp7bfvf2yGCGW+PD2ZmLvrkOj/MG6g4jOYXgwgnBp8kqLd9ohxE0V/iAFSpUE2GO3gG+YBtEmCI3cdGbAWrsEIGbp57/xHc8/vf2yEGEMrOx6P8xyzHT+qd5l2eAicwBvLIRnaqXPZjcoInpFcRklxOxMW0v0nYh0IdKHKQW7A5heIFsSwj0kVd54jGC13yhp4Niz3dnQjHZ5/e9mDSoV3M7O52h7boB/4sGtp3q/tKux7TrMB2YM2uYDnEEbkAmSD7wXnEt4J2CdonanYJXZKOZWdstLXnTj0BRR1D79CLSa/wCyXvozh5P3vZghto53jGQx92Rx7uIhcXsD42Mest4dvrFnuBkh4GbXzoXp3hDzC+svvPf0HrBob7ZH7Tgl+XJRiDXcz3Fjozh5P3vYg0NCPFLgTe/1S8kMMnRv/MZ5Qzr3EqULXeF76EIaEITPr7/kAIm8MHuUv5fvm/t2ls2rfKe7qxjD5j98ghpjQhDaL0HHK+IAs4bGfzQwxm9N+jBtIeY+JtOelj5hF+EGezoQmOuhfT6RBaO5xD3xVGWLW6O/LOCz0r6E+7mfqypvXGK7BwKho6sYfMfv0HmHaEPmEL6QhDab70+cw6vMGJVM/XJW+sDDbKutMo2Xwzuf6doO4RByidgnyNmTcr9UZsi82+8JpA6KnMzpxqxjGEiaCK06p++YaEIQhPMNAL0NoZh+hdeUtZ1cHifPP3zDQhDQ8whOIeZUJ9YeZxD0++vvPfQ9p76sZlN5ilY7Fz5J+9/GhqaGIQ+sPaGp29BfoNDStet6bzzK0AOWbwnzY0i8TKG7DwRJkaZxH3IDaE/efiQhoQ086cZhoQ76E8kO8P8AAd/T1qZPtTCCZGyKCJpOczbo5aRhuDT1NoILGz93+LoQhDQxNjU8aX3hjMOZ5n00PR8ekqyHVi61dXBCg0GBQaOvExSrOlRsQqXFjsTZDSolfsTF5vj92+Gw1NPpoQ2hr7QhCENTQ2igW0HeM1a7ZgOO6OJbYHoPzALYrqsAdEq8Giqu4/eW1voIRD8KM2sNXaYVu6QFJuiwgzbo/unw2GpvCEITiEIQnbQhoeYPf0Z0UrDiEMBAOJQiAhcKbnQAStsHkhYh49Ecxm54igxs1H3jaDXAIl2h5u8MQUAvdNic9H9y+Gw0IeIaEIdpmHTENtTbQg/X0e2jCx4IVbRx3IJyQxyQlRtdImLFhQoY6M+JB7MasAj1CcDpG3gYBNoW+IldA4MexEjut7uPipYDNlg6wnL9w+C6kIQnGpDQneGh4nGh6KZcAG6DjCFY4jeeCI2B67oa5K3V0dWfBnXYlQk7kOERJxKhEG6Sxl3dDY2CFQLwHvF7BCtjHMpAe2P5jXgUDaMxlfFRthtzAFqz9u+C6ENCHmDiEIT2nFz76HXQ0OlTzPnUoGJDUC8Ez5PJMsi6EOwp51fQ6V6pnzLy77aAHeUqBnExqVTrUthYy8nmGLkaZw3u8EUKi8t0K/VZdsaYzAruEEFjZ+2bvd6DQ7Q2h2h4hDxB94QhDbeEN31LrTVqFCgDwS75hH0PodJ0mrm4XvM07lzuyx3ghdDOAJQSlVaXBZyvVhfeYR5eviH4LermMIWq7TAZvj9r/NqQxCoQhzD39HWoacQh41ND/E6qnN7ylBxLJnaqGOOYJiXodiZDJ0SoitpQLUs0dh/W0KCqxpWh7JvzHSYVy7/tP5tM6eIQhDQ0MENudD3nEIaH+PjR1YnBTUs/Nm8EczuRHYVtRdwe0enf/kr8HbQJPxo3bFbhMt7jrKBRsQhCVKjDGO3OjNnaej+z/m1JzCENp2hUIQ1IQ1IQnv6NufQ6OjGfoZYViE6kCWv7mYtOkGV8H8yg91mXvoBnL0IsLo6GkKgTBTFDCDDWokYYxWD5hOX7Lt93oNCG0IT3+sIQm0NoQ2hCHr49L6EiFrSvqRYpX6/beJoN3MIDaiNmCKVKO5dBUwmhZDtBgwhpUSMcxiHwjuN4ImP2P5jqaHaEIQ6wnXTvCFw66Gpp1zp7+t1dERAyqU7feKW1uLFicNzPPWLEwFszZmLfQIGEHULiP5Tvog4g2WfsXzH0Gh0qGYPZhC6n9qdYb6HaEP8ADx1nt6WMYxWGLYMHaXLixY8MeEWCOtIqnUqJjrDQDBgwzLMG2iNg9FLnGj+n9i+Y+khDaENoeJnabwlEIanoPTx6mM/t8y5cuXFiw6WLS2p35195kGf0vQOqDiC3HBT3hDT2qPU2HDyP4mQeYgZoWnREKrg++8JsIWJz+w/PdSEIQ8QhCHTGm0vrDabkIeYacerFaePUz7WEuXFix4YLvMtR2WXczp6fenchHQhhmHCc+jbR3zise8zJoIVdHTsnX7sob8OU/b9h+fr7wYPeD1g8whiG0PE4gzxDsaGvt/mY7T7D7y5cWL2iiguYlISuqCAoR2Yb6fDBvMECFRXtfV3n2L0uxMUfGwFGlQtjQ8GISREsThgcbwej+wfN9BCEOkHpCEvMJxod5xCGvvD0HqYxjPtvvLl4ixZuQzmHUZHEsWLhVyWzGCzouz7wOsx6nsVF5DR0ewL9v51+5AIXO7vmWmr6y8+xbBB32TvCULcrs8P7B/S7Q9BCELhCD0hC60IXC57+o199ePSz5R95cXEXeUSnmOu8CAuNFduTsTFi9czb2upMM7ugrHYZxKD5e8u43SJKwPh+dKCYMeTl+yuxM7cHhhCWW39ZP1/9btL9AwhDtCE8w0rrDaG0If48avjVnyiXFxFvKLiqzswCBjaHZKvEJiZxN20WBbO8bmbeZgnUdFHWsThlGFHW5XKPpxMTpMR2hbbFfPB9tvedyezp86Wyw48n/L/X/wBbtB6ekYMGH9NDaF6bw3htCGp/hdWMZ8w0XvABhcnMClkws2hAQiyGErALkgEAy+/zjiEpzEAjhIangbwTc931/r8ysN1U7P8AfibkyXfvL9OBZ503j2D2g7IBPD+u/udpfoNCEJeIQhMcMIeIbbw04hp7QnHo8aurNzyRZURvBMOYcTfpPKBAKxDQEHZA8kJwbQBQuEZuHqQLAjMjgVAgLRZt4MRNmzuH+n1lS8D3zb4+0Y3huF1wgEri5S/bb4/Xf1O0GXDUgwe8GEK20JcIPaDCHvoae3q8zbRjozF+EWYcS5zAxiDbEHac5NsIOyBA94GOYYYluISQZMLQpAgQXWyVLK4pY4usHvGf5iigdMTeZX5o/Z/H67+72YMGXL6uhBhBgwfc0NunvCENoXDQhDQ0O08+pjGYrwlRFyXoiCBW8GLYm4bTZCDugXcC+GEEHZoEEVAgQJYE5vclmZxTO5GHjifQ7gSn6N+fx+u+B+zBgwYMGEFqe8GDBhcL1G0ND0Hp49bHa9kz1e82piILYDxAgqyQileIGMwygoQEC9oQGIECVAzrhDKPZzHe81TGzAvuYlQdRIErbv8AZ/XbPj+Y0hAwHEGDCpeIMHrCEIQYQgkO+h6OJ7a49TtFWH9rgkPvOlhhxtB8QMQNqYbJViMxaSBCA3mxAgQMQIEr0GtyEZl/2r/ko/qbMdP30z9z7P6fZF7zsIbRvf07Xj+YygXxEC2iG8ndlkIGDBhCF7dYOIQc1CHtCFaZ0Iek9TDSdsyTtY7w7JsgYwwOfEMGYAKgEbA8wgggIGYECHp40sPVnz/2eGfeM+M08RL4f0uIy9eI9mrpxDs0BN6CG206kLy9oiAByykSg33QAoCJTaA3iMO1wXJYL181BYY7wesBiOEh1hoV0+kIaEP7enGh6eNXVgsFcYdkLEsIm8sprb4g2MQDaB2ggYanOgIECBCH+Cjrj+Js+z7MFl3gS9TFfuv/AD9Hel9gmJVdBCAgQJUqVDexpm7NOX4l2Ap6MElkYDCRxFIxY7zBhOrcg2kTQ70OD1gPMNoMIJCGpCGuJjXzo6M2HWAeICp7punbmbSCzaBbAgbwJVniBAgQh/guCz6p95f1d/of9lK9FwJZM3XsYP0IeWenMxnsN4EICBK9XESWU9ZWEsgpqFkvtI+8wijb1N4aW2dSI9/MW37hmKoUTFOEhuzLoPaDCEIQ9WfS6sfZH3gOYGhlUK8PEGLgYgdYbQgqVoQhoem5cdh1vumW9xe//kpZzgnMoy9Dlgl0FB2/zmWRLwwdXeUqrlYQRUqVKlSu0r00BIjdeHrLKkgJcO85CO8soWUiFm+gpKlmzA7oG2BIvSy4MnknWQgcQYFQYOJcHQ08S9ONONXRAlcEdqN8w7Idk8J4RFFNo7t1h1qATYhvC62ht6D1e8uXLl/3MxXZF+wYjNysUbrDWl+i7f5lBa0TjN92K3IsCBCKga1pXrU7EvvYYq6ZWoMUVdTwS9YPAQyg+1sDpKlaHUu7y8kwjb0bTu6sMGDBgy++h59FziOjMXI/0Qjl9ekEYgXcqUQKiw/0J3TjTiG02v8AhuLL7S5Y3N+z9iXBr1cHkwa+Qyjbx/mtDN8RK3faEkVxUCVUND0VrWtaC69mPbcJYRYzVTcevYgAQHBKxF0u3adkOiSOpfEbq7d5UQiJZHXP46TDzpLiEGDBh62OhWGXsQVE2rvDiJZcDEqVExMDvjRxL7whiYP+C5cuLHtu+C8SqMG4weXn2gcgbAUH+UzO/Qi9ODoQIHaBAlSpXpqca1pWnErTIBhtHFlN+Xt1gUGSz55gdo1WpS1nnDvh3Q74V5iXF39EqIRbOJdnw1FtFFCDBhoes+t3tDZVXeHNwYJz4MrtK7Su0TG0OGo78Q0xoQh6Lly5cWMNS/B/lUC1olvaTkiBUtfKhB/iLCM/bQLLETqaca1Pf17SpXfWtGUp43eZUSoeys8DxDuhHcnnO5GtHqdXpoGYj3kXeOKEIQfSaKGWFenqcEsDtczIjoR4lqrvDDvx0jTkd9KjOUeHbEMGhvB02Nb0WL1i9oug9Tbl7QABsf5FiUImg9Eud+c7j0kN0Hwwhx8kXLA/SEgbdG0MlmTqacaVK1P8TiXuCq91KTiOzApHZhJL9L7MewXVn2QFT502898XzLgKv7Ww4e2CU8QUrlny2qoMIQ0NbAtmDu+gl+L2CEYA94MSqL1m2HtMq9NWbGNyd4Og6GrcuLFixh6pxxyUrZ/3/KytaUd3rFrKu7Aj4bn61DdNg4PhlnzKVnQN1l6LXztLEK3xz/MXyjo/JGAivG4y6PPK3NalStOdcadfQugWIxN7sxEGCUeToxRuMrSoNsMFWVRAYe85z5rRt20ENBoQOwJiM0xODoQ7obpulCfEOIStosXPKLKddWbJuYpcHMGEUXLly4tTBcbNGVjvB/W8AFBQf5aEo14OsTAekLY203Wz4JQuwIfeYbvJRvpO++jHoXf+ETU6g4/iDrzjnPbp7QRAS33PbrFNS9zhgOC7w6Q2mvuSvVz62PMZmVMy7cx7pcx9Y5sp7wbvT5IJ/wAIOdj6S15jq/LTdvPPQeYDrE1om9mZFzC8VCvk8mDlhuqEEUyrzE27zZvFjeKPDMeYxiwx5fMHEGDLlx4xYuIiPdMMZwrqbQqzPU/yo+vTG2EdZmJVV3WKXjAcEfdChZLBbr7fpLx0/b8nEocDzX9HcjwryNz7dYAUDsbP8RHYtnvHL3/WXIiDYbkeq0Nk+yHZgNmK05ZVvo4lTiO20Zmoxhsm5ML6SzCeM6oQ9KWjgcBcUdY0wMwJSvclbh7SkbjoyyZVe7HCqnZg+kWEG6HZNkLO0NMOpNs2bTe+YsRZI8xiyoYsEGXiDLgwcEWNI90FQVlItunEACjb/KqMDfg/mX4rs/xG7n62HSYMWAQnpgRYxdBRo3MfIS3bOP5GUpgbH8/5hWUcWZwwSmmw8qEwj2A/mVucPuMJfoZNlP5gVrQPr305lSiff0VMGjtGMGJaSvylpU+uEIQjNmlEnYWOsqmw8TEYC94dYbRysXMEZNu0FpCGEAhF0CAhoBRWbnkm2IqPLFFkixYxYw4MHfaX8y4ZajDCroLXpMmU6G8rCD/M1qHA47Rmt39UCASg28S1Ct2L6wtqt+IwARv1luankYRpx8IJRxFWO7Jw8rqSnDgWz/DLoGffvP4ltJSz2HRhKwPuusd4lTsdbzLcorIm4xZX7nvAO9ydGGtTnaF7aNzrGOjHaGyYpvLHjfQMNHbnVtuOUz4dqYCJneb1XmDx3gQGCqHzlBghu0AgQgoWxXHl5IsTFvHli7x531ERvGrbzFBxB6QYR1b8x7ohdd1gGF9Tf/OPECh1XaBuzlXqxlj7IQJbfsTATkuLeNPEa+Q9KicVyzKsvt/EfrPvMilAd4owum6Gc7R/ze8KIpw3V0fkjrAEnH9tpnRZfN/beJsQup2Q9hyH8eICB2cdLtBAckWMIZlac6M86O22jEiby4ifflxoPMJ502aSueuEGd/rEq9usotcEJ9Yhwz6MKdoeyFr7wIELXABmK4xUvJMGkr4ixFzKoQplAm4dQgcZgjzBhEcjq8E/wCUx+hoFwPedtColQCV/wCpiRxiXC8/ebumOsYIrCwS0yfgiAxFVGKUMcf9g4txw9IbZg3aVNlSRpmeem/mbyBTtzjw/DCVHPDr3iUdZcfShRHA26PSHdbKHTowrjfMVU957xJxONHTi9WME5qhJiOEJ4m13qnm5w2bV3mJX/sDsws5faDiciGy4GIEBhjmYNoxjKveS0LEuY4uJm4hutiKROLIPvGR4mCCe8GDzcAmJ2CU5PZAoABwfok6RR7Y0tK3Mkw3OE3kEAKD5gwXZH7Y+0GQaa9mJEPSGOg2Yg7Q0Ew7ukBW1Jphod+s6y2w6Sbwcqcj+T7TYt23aHWMlH5ICtD+YoZ3X1P7iCHPYd/RtH0sdGJMTEnT4febNB00ubNOSeuEoxtLpRywO9kFbQX3rMMWdvrAd4N4qBN4UGCXox0DRAgXGWU7tuOkvDMsnTiBAtvRtAQAGwRAIBHcY8g/Q/SMNd9U2GF0L+0/6/EcH5K+8SiI6ZMrVHV5f0ln8r86lkNW2wrLMOv1kBcF2si1XXfb6weyr5NmOyhvBL+t3BHslUbysnk/ib7s279teOjmvoe0rn8n94mH4FchbkN3CU/zMiWN+5BYZbO5yRm4qM/aJq+t0Y+IMTE8A/ePENobQ02acz3xqwfWZM9veIiIQGRhiLAPEKbEtCHodQhX+CbFuHE21a6j+Z2MUK/XfOdMBgJy4jpVvQkSN53yWzLG6G63IsgxMeZVZ3yiiKZyImuWdntn51xtVid3JNq7ivblfj6TYOMMT2bOsHZsS12lgtHw8/P3hczs+dX/AAbRjNsxXqz5JshDTfVWO+cbjMbrE9YPeEIaENXRtmQGQsJiXY5TPn9fZXDPnTYTwEvQkSJEg9gbMegB/wDQmA7Rr1jp6ymyKnMcOjc6kAZMrJpvFOX04QUFFJ0SEhvHdUMPufmV9s28kahtsd1/T5ljeV+3MBwqGPPod5x6WLGM2T+87RYNBDTZOc+d0dui0IQhCGrGPE2HZoZoJvuTLV1OT9d5Gv1zpwmfaqJEiRIkSBEoSvcXgdGEO0NM7RHDs5P4m4O/8Nad8PYP5PtMLFd2xyfXHvMB/gf37wuTY+o/1lQ3pryRRvsj8fEAXYXq+tjGPE9gfyzZoIabJznz/pwhCEIasUeGVDumOYohKDZI5gvsPuQwJOT9ZXcBfcx/GnGH4okSJEiRIkY10h2gEMhWa5Os8obwi14yeYocJkilNgX/ADofPi10G0GwWj3EiO/RAw/OY+JZHhP+ywOHuEUzgV7ktbZfw6vp4ixixZQMVvoEY6CGmzT8jH6IeYQhCGqx4lAsX1ZhhASpaAduGU3luGH6qot6Hw/9NBugxepEiRIkSJEiS63/AKxEcGzt/EStkbHBHy4OO8t5ph+dauUVPPPzFwZg/h/E3h3e8XTlPe/rME4ozu2049TL7xYsWGKC88rc240EGcTZOcX1Oh9o4MIQhDW4ulhQ32l/hKSBKgRXCCXnAFTYcfquomDzxoLRLOkaiRiRIkSJEjncs9yV1KyMzTa76IY4YIWGxt40aAOR4f8AtRbCvYTiY/aF4UK+8FeglauKvrNzqxlxixYsYqHMwvSHFTDGghps0r6mO449AwYQYMuXFmKAmYl3y7diVVAolRFRHcybQab3n9XSRX05/wC3pV6u0SruOjEiRiRlInK+jj0br2imWFzw0nZPmFa/mJtfG/iHxEe52D+/WdwA6suXFl7xYvMwNsMVeZiH1ho21iGjtNsf1scccUGDBg4g6GBOZWOY12PB/MRbd5QQIrnBB8GfRuef1dcMmfLQ4vpMAMZ+/OjHRjGM6SfMQ1zEg7lOZQRgSeHP5i9YH6GeU2/M3XRYqDoftCSdkuXFiy4uIscN5SMJFYsvXbtKzTibaD0NsX18UfaODBgw1CQ3hA5jLWT0mVzl8E5HLKIgVtBL3QoKMejibnn9WJYhSdpztMPU4YllSxd3PlBSiZIkYxIxjLP4fWGu1AN5U8kH4/Eu6w+xDX3p8RYO/wCCfIPtHud/vLlxYsWMMiSxLvoJa15+kqSAAndK6CE41H9XO9HFCCCMYk5gnMzUZYjdXY3i2Ao6QSItC5yyBoTn09Zvef1lIHH3f8aWFm5KVHbz6xjEjoYxUvZ95y6jTM4qV9Uj5/7PjPtKPP8AzHT7r7EPnfhMMXWXFi7xhe8CritM/MafL8sy2+7KJRp2aTpCGjtNsrDugwqgdYd+h7490V4r6IW7vgwRWxTtKuIWwSgcCDUEvTjXnTiff/WAEFjhIxA7h26e2lS4tYSJgytmVEjGMY3VD9/Tlpz8f4Sp+v4Eafb8J3gtnBblgo+UWPdGKb2ghQA3lljfdtGwqurpH0gm/wBB2QhtpsmxiY3c3Z1n0J1UF/6wX/Awz1+1Qb/NWJ5rxic9QSAOI/tRM05ZsUY9QqATlDie+nM+/wDrcDDJ0mOWRSPDHJUFQWovUOGJEiRIkoHsb9+PSqtFdpd0TfM2FvflL224Q2rvQErD7EsADgqNDQpzBk08Gx7zMl0DYggggxBqbNPlCGrZBR1UOHBgQagTiHZAxGaCGZkAoekjkBdefHWKIuxfd/ErJVXdefR99/XX+FYOHXyaJZTDShZHM5nSJGGUaFsPmLK+nY0SGdB8ufzC2sD6J0tMpkePulgRjL3juzHFzBG/YG7DUG/ggY9sGIIGgIbQ39NG0NHabJSfFoWqAgQIjsXHygug9SgKtBBCFuraJL+sypmz0fvv69kyCy5/xoxhXUiPrF9ke1wLe3tDaHqNkaBXAFrGD4IeePiAbYMsc72JQAQA5MsuhBLfA+qNqq2sOJX2wYgh5hCEJs1dkIabJsnz0aTBTKJiBAiGcEKHmXjHqvA8JF8/BtNm0wMFI7+n/ff14IAjhHmMCVbn97R0ysTXYhm8kr1boKjsi1+owUOPlGbVbx0JypmYSnS5uBvuyyMsqVDiV9v3gxCA6CHMN9TbNkIatjPltHnFMXiY24zM7oAKFeq4VdDmWB+e6BLhMLMz0fibX7AhAEcI8y1bcDfw6mlBdMi/kl0e87j67HaBs8dYyqN4jisSotod4E94T8Rm2WJKlSocSvt+82Q8QIeIQnAmyeE84Qho7TYz57Rs04SVmX0oEAOWI2H3fiCCqeXRNBJcoKZ8n0bX7DeCiDmf6eXePrz+7jFUulZ3j6WILWBur28xFuGgtlc4PpDRTFnEqVEiRIxm2fifebN4Q2YQhN02Tqm3QQ0ZsZ81N0287TZ6oMvsexL1Z0OCdmdmEBKiSlMxJx+vo2v2A2g9nsIkbB6DCzR/pvNiR1MnofLV7Z/2DHgzB4NMvNjAx4RIkdo7Rjrfj+dPyhCH9uE3FTZnRabN4QnXRsZ8tPKeWrbGmKnyX2mOYtAJWjKhhCzARme89SbX7B4RtKlYiRjBH1X5Jx4bFHtExKfNt4eJxL7vA0+flbw48JWjHmMYzbOfH8zbDbQhDmG5MCb526CZ0dptZ8ho4k2aTY1+QmKGBA0d0MIAcxhNnWUMqHoFW/Ho2v19NG7okqJE3iWMbXo9qH0gp0MDCSiB6Rk8nMdCnSu0qDHhGMdoxjptnPj+ZshCHSEJu30bdYgTibJsnzGitepj5iHEEIsA5gg5iOs4WyV4jpsunMrwHp2v19i/T0pEiGY6Dfm9iWXiDDCCbCVNvgxjGLiMdHiXnwjxDbQhDaEXfR9OoTebJsZ85q7J4U2TGnzE2kGiIIIbwywY2ZcSrarqYPhfU+oy0FsNA/rrh2lz7a9dKlbxI4Sy5zzsQrh4Sp9xGMYu8YsWPEvPhHiKDiENN04TA2m3QQ8T2jtNrD9ZN3olsa/IRVAiADmMpgSnIszvgQKKNdtUd8HzAFB+vVeaQfVUqJEjDo2jd51xNvvjGLjeMIjDA1EexAqYooMNocw3mw0ec2Qhq2s+U0bDRtw1Kl6KV3IjU5JazGYD6pREHqTZ9YOW71/YRv6JBgwYeipUSJvGMcoHnTH3IoZK+YZeYjrK9YNbxhj6zNtFxJu9udImIgwitmzRnoIatsH1GjjqRsaqx0+xDmXEolO4wuhb19Ra0Fs8nt+x99SCigpN4QPeDB9FaVKjaUZ7y4696VDGWJysS0zcYLYZjErh4iPeF3QKnZBTq78xsrs6wHmK4RZ9D2Qhpsm1nyPpS2NU3qxCLT4SG2NvTcR6D5gCgr9ltbXM6xtC9BhBBAwfTUTEszmWjQzK/KyzD6QIR7IEJBBGZ+CEuik4dERlEihsl7q+I9F7xY0PEWsQ0dptZ8nBNujopsnE49XWJs26we56/tGfI+0s23zEIIIGCQhCVKjYlqxsjFKcEYYYe2buIZB5bfNpqPt+sN6sex2JiizqZk2QhpsZsYfr4Idps3Js/wCALWjLB3y7cftl4PKc+Y5QxwNmYId0UGEIaVEjAwYyy9se2O7EeyE8S/DuEFY3njaGGJQ7NgtYiRAyNh5raPEccWNYhNpsmxh+rhhmxggbHqRzgdIAUFH7cgEAjwzeWu6WqCHDMEIG4JBxoaJE3iZjCsxhhhllg0yQU2p2La7S2hDvvXyxBBBHcYg3BgHGCE0kcUWoabJsY8LvsPMMM2Taht6NgMdWD3PX9yqF3R5JYWdvcgQ7pggwYa0RJWIkeiNCOg4RhnsRX4u3MojOry/ifBfYijjxFNsIdtHbRlE+19Hl/EyfuOjAm1DY0C2jLAM5duP3a/8AJmzKFR0eHSIIGD6KxEiRKI8tDDDoMA4w7x7WHVccrthtHEYnHWIR2mxnxdE4E4Zeojq3hQiUm50g4iOcDpzAAoK/eAQBHhiGX3fiWQCPI6BBBF4nvrVypUrrGEldolQucF3NWZiYRl2esnpFHNughHacp8X0KWMOG8Nx9X98ErNwm5Miec41Qge8uXPbWtKxEi0EBxH307ScAYILGzQHkUezo7ZXQQjto+L/AKHd/h2YwO/DLYQMHHpdKt7wKm/MLEVpsEavsaY/gIy25XlgllxV0dPkH3m/T46CEdobwTsQV/olCBHhiZNnV+IIUFPRhBAwfTUPTgm8Z8ryOL8GnsR8G9NKP6Eh76eOg8w2jtM/0v8ARwMc8Dcia13T8zDvCBgy8b6bxwA4jP6+pPPsXBOxNqV67ZNKbAHdmJUh2VB20kIJsQDLl/0p/wDhmYuHjpCBgwZkL2MxzmOn2BPO38672Y9orO9iBbXWBRUQSkHzFG/oYgO3ygUAbAf6a4EneXuB1byhpwk7kIefCEpPhXuG/wAxukSYAx276cz2/wBVMwrgN4jadl+dC5HbRyWzY8jCmFnDcaF26cQwUYI3h/rFwva4YjBTj0ou0ACj/WUghKlJ4OpLP/YC7GgCij99/9k=</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 30</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Valve apa yang digunakan pada 1S apabila memiliki kriteria sebagai berikut: Apabila Valve 1S ditekan, maka piston 1A memanjang lalu kembali?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (17).png" alt="unnamed (17)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (17).png" path="/" 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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (8).png" alt="unnamed (8)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (18).png" alt="unnamed (18)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (19).png" alt="unnamed (19)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (20).png" alt="unnamed (20)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (21).png" alt="unnamed (21)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 31</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah diagram pergerakan suatu mesin, komponen seperti apakah yang digunakan pada label 1V2?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-16-37.png" alt="Screenshot_2022-02-24_09-16-37" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-49-46.png" alt="Screenshot_2022-02-24_09-49-46" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/Screenshot_2022-02-24_09-43-43.png" alt="Screenshot_2022-02-24_09-43-43" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="Screenshot_2022-02-24_09-43-43.png" path="/" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAJcAAAA7CAIAAAD5I4+7AAAAA3NCSVQICAjb4U/gAAAMDklEQVR4nOVcfVATZxp/0IxTorbWWFMjmNYCDZQUrgZRjnrGaOP4EeEGJqe0nno6IhU5q1ZPypW76yhzgKLV2ioIItrrtUDE6UytAa4fBOWjtT2PBLUWEu9glFhFN/1jM93749XtdrNJdrObTZTfMMzyY/d93t3fPu/7PO/HAuGBzo7zSoW8Yk+ZJ9nZcZ5KVuwp0ySrnUND3khTQ31+Xq6nCcGRn5draqgXwVB4QgK/xE2nMyvDsHnrtoLNW0iyq7MjK8PwkalJkzKTJPftLa+rPXbG3DpRJvNNCoinpj7p7V9NpsaCjXnBMBpU9P13UIBSaKpiGNbSbKYygXkhguC+qFTIGXm1Ku73Ly8XwZBepxXQ6b1Z4Qq6ijTwkZAgiNcK8pcsXCBIRRG83bZSIV+sny+Coc6O85pkNY7jQbXCFb5U5ClhxZ4ypUKeY8wWpKIIjLftHBpSKuRCPREfhhAEdMegqyiIhHvLSkVoUa3WHqQirQ6CG0IQ0B2FUnEUY2fJM5zZt7d8b1npR6amp6dPF6Dr9odeqxUdXL9xXQRzmpSZMtmkg2/vE8EWW3gKK4gXosvFiW5KS3YjXxQt7kCPCMOwoFphD7ov2mxWQbyQenmw0Wu754vn2i3iWNSkzFTFJxx575A45vyDpqrDbrdae6hMYF6III4vIkdUKuQZSxYF1RAVgrijSJkGHwlxHH9p3m/SZs4QpKIInreNYRipooBhKpui9DotbYQrACsYhul1Wtrb4BwaYiS9Bfy+VOQpYY4xW62KW792Da1Yh93usNsDi/E8H67DbqeqKFSYykZF/u6oVMhRgE1r/1DJDrudSpoa6r3dIHOMCvz6QrfbverlFb29tu07d44ZMwaR1xyOTa9ueGrqk+mzUtJnpcQoo3KM2V2dHTx7hLvYXfJ4woQJj0RG8iyQPQTpHVGATYbZCP+5eBEAurs6qeSFr78CgKtXv2MohfEd4e+F6EyyX0SnVZSXWXt6kBfa7f0V5WVKhXyFMZu9X3pzEcFHw1k2zjzdUamQ5+flot9UHpHFRYVUUq/TKhXymqNVnuUwqCiUhMT96Ka4qFCTpB4auuFpC8PurjBmsRcy3FQk+PWOqBcoLirUJKtpfH5erl6nJRkcxxHJGC3S5zRaW5r5N6TUM286ne1tX37S3CqTTfJsCaTSscfq3k+dkWxYtDAmNpZlKxRWeGt3SVaGYd36DVKpNLASjCtyqqsqXS4XKuGm0wkAK1etzsowuN1uiUQCAIMDAwCQl79poU67/6BHG05TFcMwWvsQmBcimBrqE1Wxjf68xNrTo1TI+/q+R4GPj58w9EWChzsqFXLkhdQAB43wIZIMcEwN9TnGbBSQewY4AWYabCTEcXxueppSIcewuyR5zmJBzUjVkcPUMjVJatqMmLfbZuRDq2LAvSPZI1LrX3O0CpE5xmySLC4qRC+KJllNG1YjfMSowK8hReTgwP8mymRS6VhEulyYMSsTHf/1zSIbJTBbvNQwfPt2YC1SyMEnWNXNXwAAMzQpzeaziOnu6kRkSmoqiksBoN1ieT4pGQBmp/0aRbAA4HK50AHnTIO9hL29tqXLMiIfeYS83Ol0Uk3YbD+rmPzCC9yfQBjhrd0le8tKycfKHjM0KQDwXGJiu6UNMU2mxmfj4wHg+aTkdosFANxut83aExsbBwC6+QtQBuJyuRJipyOLzCoKIuEZc+vjjz8+fOcOWcKUKYoJEyaQf76k15PHLWc/5Xr/YYWA3TEqOhoApk9/5sb16y6X65rDAQAxMbEAEBsbZ7P2uN1uFNqgM5+Nj28yNQKA3d4PACggYlCRk4QA4E3CiTLZNKXyzvCww2FH/5VIJJbO7o2bCjZuKuj+9iK1pW06ZZoaFcX1EYQVAnZHAEAP0G7vv3z5kio+AcWlSLbBgYHurs70F+egM6dNUwLATaez12o1ZNzrnthmGt4krKk7iUwCk2uOGzd+alRU6e5d+995F50jlY7duv1PNKOfnjkjlUpra6pra6oDeARhAtIdqQvP2MOQkdlrtfb1fT87LY0k01+c093VeeHrr1JSUxEjlUqfmDz56tXvms1nUWsMniqmzpr9Wds5auoTsIQICQnPNZ0yrVy9xttclcNh/+PGvPUb8hKeS/R7q6gxCVvwyR2fiYm58PVXly9dyjb+jiRRgNNusWzfWUiSS5Ya2r78ot3StnLV6nuU71DYW1KR88vRFsZMgyCI3HV/SJs5AwXiNUcrPQdoms1nPde++g7NGfnQZhpUcModqVZams1ojI06CM5ImhrqEUk+bT9zGnwkrNhTRs5pWK09mqRETZK6orys2Xy2s+N8zdFKvW6uUiFvMftPExlvm4rwUZFT7ki1Qk7OUJ8tSVKv8iS9qshfQk2yuq62hhz3w3G8pdlcXFSo183VJCXm5+W2NJu5ZsrhryJBEHqd9vUtm+emp5WW7OZkRamQU8dOSZI2rUiOqZIMvV9E4NkXklHuF59/RpISiUQ7T6edp+PaYTxYsNmst3744YP3TwLAgf0VW7fvYH9t+otzYuPiPEkytEGQSCSq+IRnYmJ+ZjzL4iOh2+1+rSC/3dIWvEX+YY6eixcHBwfIP202q0oVz/LaN4r/MvmJyWzIigMHqSRDpsFHQhp569YtljcgGvbtLf/uyhUAGB6+fWf4DpmklpSWewssbTbrO2/vR8f//vbbhISE0RIJAOjmL1iW+VvayYaMzJN1x8nZ7/a2NvYqMp7JiqS1wrTVU+z7Qk8SwzBNslqc7op9v4hhGJoeqTpyeO2qleRsiQ9DOI5TJ1U6zp9Dx946dXKtulIhnzM7NYDb4Qq6L6LxAgQ+XggApSW7ZLJJnm9raCGVSpHPyWSySKmUer/eIJFIqKdNmaLwfdVEmaz6+InVr+QAQH9/302nM9idi9fRcJ4S9vf3VVdVVlYfC2rtwxbaebqFixZHRERERER8882FYJtjVpGnhG63e9ECXWRkJJs3/WHFgUPvSceOJQiitvposG0xqMhfwsX6+T/++KP5X18Eu/bhDIlEUn/qNAC0tjS73e6g2qKryF/CV5YbL1+69Lddux/0OQr+UKni16xdBwDnz7UH1VAEQRDUv081Nnz4wT8ClnDVyyu6uzqjoqPPtn4ejOr62BHuFxER9JulYdSoUT/99FPA5QeGoOwIp4FrpvErdYLnomYRsHHDer+ZBsoTGhvq7fZ+2o+1p0eTpGYzih3A4hocx4eHb3O9ihOYR+AQAmhdZTLZsoxM8YOaiIgIv+dERUevWrP23YNvf2Jupf3L1NgAQLyaX+C3kACmnCQSyfjxj3K9iht8vEFc8/262hoB97xzAsusH8MwTVIibWUlht1VKuRsVuCFLZhVDEDCaw5HCJ8F+7EbU0P9jKRE6n3lb1ifY8wKWtXEAIOKgY265eflCvshBk5gryKO43rd3Irye12g3d4fko5cWNBVDExCtH0rhM+C0/wiqq3d3k8QhF43l+cexHAAPbr5+HQTcEwWH33ssRXG7M1btz0oIzUqVbwhI3PHti3ZxuXOoaF16zeEuka84VtkNtMXpob6UAU1JLjO9ZM7kB+Or8f5UpGNhOhxhDbAw3Fcr9Ny/YBAi9n8oAc1JPxkGn4nEYuLCkMY1CCgxuAhCFIChq9Mw6+ERBh80hLNRd9fl0VfejRC4DXTYCMh2ttWV1sjRk29gBQPte2eu8JGApgzDZYSIrL+w3+KVFkPoKFR6lbNkMdZIQF9Zurj003spy8AYNbstNGjR4sZVFOxY9sWA2XYdvFSA9xPlkYWaKrSdoT78EI0MhDCfrGl2ey5CpuRfOhB90VycRH480LqyID4cLvdr2/ZvO/AO7RJBu08nSo+obRkV6gqFhL4WT0VnhICwInjtXC/CaWhsvpYdVUl2s45QuBr9RQbCQmCoH0iSQTcdDrffGPnocOVjG9SVHS0ISPz7yPKHT0bWb99IZXUJKvVqjgRmn4qvH28h8RIyzo4ZBqMEx1xT08TOV9kOX9Sc7RKr9OOkKyD3iINDgywaUjJJlermz9u3HgxG48PTp4AgPRZKWxOvnLlMvttEg8u/CwL87v0pvjPbzBuOgkeyG9OsMGDMlnGE/8HnOnzNax6fFwAAAAASUVORK5CYII=</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (21).png" alt="unnamed (21)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (19).png" alt="unnamed (19)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (19).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 32</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Lengkapi susunan sistem pneumatic berikut dengan benar!
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“Supply - (1) ………. - (2)……… - Actuators”</p></text>
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</questiontext>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">A. (1) Sensor (2) Processor</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. (1) Processor (2) Sensor</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. (1) Actuator (2) Supplay</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. (1) Kompresor (2) Silinder</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">E. (1) Valve 2/3 (2) Sensor tekanan</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 33</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Tentukan piston apa yang digunakan apabila valve terpicu dari kiri maka piston tidak memanjang?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (4).png" alt="unnamed (4)" class="img-fluid atto_image_button_text-bottom"></p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (9).png" alt="unnamed (9)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (9).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (8).png" alt="unnamed (8)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (8).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (5).png" alt="unnamed (5)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (7).png" alt="unnamed (7)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (7).png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/unnamed (6).png" alt="unnamed (6)" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="unnamed (6).png" path="/" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAEkAAABJCAIAAAD+EZyLAAAAA3NCSVQICAjb4U/gAAABJUlEQVRoge3ZwQ6CMBREUWv4/1+ui5cQVBJoO2/KNHNXupEeqBVpqbW+Fu09ewCJ2aaZbZrZppltmtmm2cY8WCklXnBuYkm2UO2kn7dJ8ebkUcK5bgxbKeUfU2vdp2hS7LUk23Ns5XWSYTudfqcTFRvvuh15nJmZfvK+Dsb9faN+34JEO5teSzSzTTPbNLNNM9s0s00z2zSzTTPbNEM+LwE+4YGMCrwfABkT6hytPCdt02xlG3gtYW7TXAazYfcuIJ+GmZPwTRnIziPAlrTbNM4btaVuow3yhmyE/cERXr+NAIu6eZ02Gizq4/XYyLCog9dsmwKLWnlttomwqInXYJsOi+7z7g73UTeK0eXIH3Epklr5P45tmtmmmW2a2aaZbZrZptkHtJ1+ieQuZogAAAAASUVORK5CYII=</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 34</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah rangkaian pneumatic satu silinder, pilihlah komponen untuk diletakkan di kotak biru agar silinder 1A dapat maju dan mundur perlahan dan dapat diatur kecepatannya!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-15.png" alt="2022-02-25_07-15" class="img-fluid atto_image_button_text-bottom"></p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-41.png" alt="2022-02-25_07-41" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-41_1.png" alt="2022-02-25_07-41_1" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-41_2.png" alt="2022-02-25_07-41_2" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-42.png" alt="2022-02-25_07-42" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_07-42_1.png" alt="2022-02-25_07-42_1" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 35</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah grafik pergerakan dari pneumatic satu silinder, komponen apa yang digunakan pada step 1 agar tombol stop 1S3 aktif ketika silinder kembali memendek?</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-43.png" alt="2022-02-25_08-43" class="img-fluid atto_image_button_text-bottom"></p></text>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08.png" alt="2022-02-25_08-08" class="img-fluid atto_image_button_text-bottom"></p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_1.png" alt="2022-02-25_08-08_1" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_1.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_2.png" alt="2022-02-25_08-08_2" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_2.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-08_3.png" alt="2022-02-25_08-08_3" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-08_3.png" path="/" encoding="base64">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</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_08-09.png" alt="2022-02-25_08-09" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_08-09.png" path="/" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAIwAAABzCAIAAADFZn2lAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoUlEQVR4nO2dsU/CShjAry9vNTAx4qaLCUQXWBxgPmcX4iKm7g6a4KSRBXeCuzC3gxMkunRSYZStTOpU4h/QN1zsq6U9Smmv95XvN2k52uv9uO+u136g2LZNELn5J+0KIMtBSQBASQBASQBIVtJoNFL+cn5+PhgM5vO5p4x7CyFkMpkoiqLreqLVg4KInmRZlv3L1dXV8/Nzo9HglJ9MJuVyWdM0SqmA6smP6HBXLBZPTk50XZ9Op74FIhtyOmsc1ZSLf9M6cD6fX9wYzRAT41zwef7NAKJ70mw2u7u76/V6hULB89J0Oo0c5dxKOHqA9jMRkvL5vBOLtre3KaXNZtNT5vX1dXd3lxByeHi40s4VRVm0Yts2UB++iJ44WJZFCFEUZTabucvU63XDMCill5eXkQ+UJTF/sJNkOBySv5IYqqqqquouY5qmbdtfX1+EkFarFf4Q7lMI+pu/UX7SuZjd39/vdrvuLblcjhBSKBRM07y9vX14eAi5K9svsvnGQLikM7t7e3sLmh0Ui0XDMKrV6tbW1vHxccgduq1kL+iJljSfz5+enrrd7ng8DipTqVQ0TTs6OioUCrVabek+mR7mJmN9iCF6dtdoNH5+fkzTLJVKnLdQSnu9Xr1en0wmIY9i/w457F/FjzVPJC0y9bnzBL3MnBquggMAJQEAJQEAJQEAJQEgtVsVAvCdc0Oc8mVWkq8MoJdKGO4AgJIAgJIAgJIAgJIAgJIAsFmSIF4kkU2TBBSUBACUBIGkH0dK+/wSJOiU2UNqblRV7ff77kfb+v1+0B4IIf1+371FxNpdJlUtXQa0LIs9p0YImc1m7Xb78fFR07QIx/o/3IXPJbq/v/etNKYTBbE0l4SPd0wKk0t0cXER/iEexI1vLslSeOGO+a9Wq9PpdGdnh22klFJKy+VyJoNYQnByScIQanbn9q/rerPZpJT6Bj3EIUwuSUh4kjj+b25uMOjxCZNLEhKvpJD+S6VSp9O5vr6OcMgNJJfLNZtNVVXb7XaEt/MmDnz/p6enuq6HT39A3LkkLDh5cu4JId/f386rDrxwx/efy+UMwzg7O4s2rdxA3Lkke3t7hJCXlxdPmdFoRAg5ODj4s9VznbyY8NXr9ZxirIz71U6nQyllMz1N03yvn32vq6HDOa/FlrQsiy0xjMdjT7HhcMhKWpbFLnUNw/DscPnsjpNLRH6D3mAwwO9c8LA0l6RWq318fLy/vzcaDVbm8/PTNM1KpeLd10r+F3uSbduGYbBdZbInBdVf5HnxZnchc4kqlUqr1VrrU4dwSTyJB3qeUFD9RZ4X3k8CAEoCAEoCAEoCAEoCAEoCAEoCAEoCAEoCAEoCAEoCAEoCgOySxOSLS56VLrUkttIseQsKQF5Jzr0AAZ44h5DhPoukkjx3aza8P8koKZWv+pb5cxA99cU5pXgDAueOJ2tHGeJPGGJsnyiSkvttCOfLbvllEvIU14cg9vaJ2JOSGDDCN5D8/Sne9ll5TEpowFip3ZMbPxI6kTV3u1Y6pufAkesRoWfIMD4Fna97eyw1XEuSuwacR5/C7GfVFpdhZBL2qNfK4c63565fs5UCQup9iEMS7ROxJykJ/DZEeE9JG1o/lsbbPlEk2a7fhiCxNtnS1pG5DznE3j7RxyTxQ4JIQ+t3phirKuOyUELDHlxklEQWPKViSJ7VPEklEVcbbXIfYsgriUhwxSpJZ5JaEpHjnlvqyC4JISgJBCgJACgJACgJACgJACgJACgJAJn9JTI3sd/PFkz2JXkWliCuBGY83C0qkWQ5biWyLCmo04DzlGVJmQElASDjEwdOWFt8SdoJRZYlSdvoq4LhDgAoaQkydEeUBACUBACUBACUBACUBACUBACUBAARKw6wlpwlBN4dsA0Ewx0AUBIAUBIAUBIAUBIAUBIA/gMtzPup2eUKUwAAAABJRU5ErkJggg==</file>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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<question type="multichoice">
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<name>
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<text>Soal No 36</text>
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</name>
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<questiontext format="html">
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<text><p dir="ltr" style="text-align: left;">Berikut ini adalah rangkaian pengunci pneumatic, tentukan jalur pipa agar rangkaian tersebut bekerja dengan baik!</p><p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/2022-02-25_09-08.png" alt="2022-02-25_09-08" class="img-fluid atto_image_button_text-bottom"></p></text>
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<file name="2022-02-25_09-08.png" path="/" 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</file>
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</questiontext>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">A. 1-2, 4-6, dan 3-5</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">B. 1-2, 3-5, dan 4-6</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">C. 3-2, 1-6, dan 4-5</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="0" format="html">
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<text><p dir="ltr" style="text-align: left;">D. 1-6, 3-2, dan 4-5</p></text>
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<feedback>
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<text>Ooopss!</text>
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</feedback>
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</answer>
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<answer fraction="100" format="html">
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<text><p dir="ltr" style="text-align: left;">E. 1-2, 3-6, dan 4-5</p></text>
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<feedback>
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<text>YES!</text>
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</feedback>
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</answer>
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<shuffleanswers>0</shuffleanswers>
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<answernumbering>abc</answernumbering>
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</question>
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</quiz> |