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MENDESAIN BAJU BODO

BAJU BODO

Baju Bodo merupakan pakaian adat suku Bugis-Makassar yang berasal dari Provinsi Sulawesi Selatan. Baju adat tersebut dikenal sebagai salah satu busana tertua di dunia. Dilansir dari situs Pemerintah Provinsi Sulawesi Selatan, Baju bodo adalah baju adat bagi perempuan Sulawesi Selatan yang dipakai sebagai pakaian kebesaran setiap acara. Dalam dunia pendidikan, baju adat ini ada disetiap sekolah. Baju adat tersebut juga sering dipakai dalam upacara pernikahan. Bahkan pada saat ini baju adat Bodo dipakai untuk menari dalam berbagai festival. Baju bodo berbentuk segi empat, biasanya berlengan pendek, yaitu setengah atas bagian siku lengan. Ini sesuai dengan namanya "bodo" yang memiliki arti pendek. Dulu Baju Bodo dipakai tanpa baju dalaman sehingga memperlihatkan payudara dan lekuk-lekuk dada pemakainya dan dipadukan dengan sehelai sarung yang menutupi bagian pinggang ke bawah badan. Dengan masuknya Islam di daerah tersebut, baju Bodo yang awal memperlihatkan aurat mengalami perubahan. Di mana dipasangkan dengan baju dalaman berwarna sama, namun lebih terang. Sedangkan busana bagian bawahnya berupa sarung sutera berwarna senada. Baju bodo juga dikenal sebagai salah satu busana tertua di dunia. Bahan yang dipakai untuk membuat baju Bodo adalah kain sutera. Di mana dengan cara dirajut membentuk bagian badan blus menggelembung.
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Tahukah kamu bahwa dengan mendesain baju bodo ini dapat mewariskan nilai luhur bangsa dan memperbanyak ragam desain baju bodo?

EDP-DP

Kamu adalah seorang yang ingin menjadi desainer bahu adat sulawesi selatan yaitu baju bodo yang sesuai dengan midel dan keinginan mu namun tidak menghilangkan sebagai ciri khasnya baju adat Pada aktifitas kali ini kalian akan mendesain bahu bodo dari bangun ruang sisi datar untuk pakaiannya dan lengannya begitu pula untuk lehernya berbentu segitiga

EDP-IG

Coba pertimbangkan desain apa yang akan anda buat yang modelnya nyaman dan elegan digunakan sehingga banyak yang menyukai desain anda

EDP-DCD

Desainlah beberapa desain bahu bodo dari bangun dasar prisma segi empat dan segitiga yang kamu pikir terbaik. Selanjutnya nantinya kamu akan memilih 1 desain yang akan kamu buat. Untuk memilih kamu bisa merujuk lagi pada pertanyaan berikut.        Apakah mungkin desain tersusun dari bangun gabungan yang terdiri dari prisma segi empat atau kerucut?        Desain seperti apa yang memungkinkan memberiikan kenyamanan orang menggunakannya dan akan tampak elegant?
Gambarkan desain yang kamu pilih tersebut lengkap dengan ukuran dan bahan yang diperlukan pada ruang di bawah ini.

Kriteria Sukses

Gambarkan desain rumah yang tersusun dari bangun dasar Prisma Segi empat dan seguitiga yang lengkap dengan ukuran jika bahan yang diperlukan maksimal 1,5 m2.

Mari Mendesain!

Desainlah baju bodo yang nyaman dan elegant digynakan dengan alat dan bahan yang sudah disediakan, dengan batasan yang sudah ditentukan di atas. Gunakan bantuan simulasi berikut ini untuk membantumu.

EDP-DE

Mari mengujicoba dan mengevalusi. Lakukanlah ujicoba dan evaluasi dengan menggunakan pertanyaan-pertanyaan berikut ini. Tentukan apa yang perlu diperbaiki dari desainmu.
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[/img]

PENGAMATAN

Desain bisa memberikan rasa ntaman untuk dipakai

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PENGAMATAN

Beberapa bagian desain ada yang perlu diperbaiki. Select all that appl

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EDP-ER

Mari Perbaiki Desainmu! Jika ada desain bangunan yang perlu diperbaiki, tuliskanlah hasil diskusimu disini dan jawablah pertanyaan berikut ini.