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b9c345e6-76f9-44f6-9043-c6d6d83eeea1 | null | 08cf124d-856c-496a-856a-db8e6ba32d22 | 2023-02-12T20:12:54.338717+00:00 | Apa jenis tofu yang dibutuhkan untuk membuat Mapo tofu hidangan? | prompter | ind_Latn | 3 | true | false | null | false | null | {
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c37ab725-cfdc-4003-a0d5-b631d741a51e | null | 59578235-2348-491a-956e-7fa9efc1f906 | 2023-02-11T14:41:43.940094+00:00 | Bagaimana saya menyusun program go di Linux ke Windows executable? | prompter | ind_Latn | 3 | true | false | null | false | null | {
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14d1d5e8-61a2-4e0b-898c-f4b2c38236c2 | c37ab725-cfdc-4003-a0d5-b631d741a51e | 9bb7c7b0-1cdb-4035-b050-e4cc797af990 | 2023-03-12T03:19:12.334221+00:00 | Untuk mengkompilasi program Go di Linux ke ekzekutable Windows, Anda dapat mengunduh cross-compiiler dari situs web resmi Go. Sebagai alternatif, Anda dapat menggunakan paket pengelola distribusi Linux Anda untuk menginstal cross-compiiler. Misalnya, di Ubuntu, Anda dapat menginstal cross-compiiler menggunakan perintah... | assistant | ind_Latn | 4 | true | false | 1 | false | null | {
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2101cb80-c0b9-484a-9238-d4a1ff0a72d0 | null | bd1d44bf-f928-444b-a1bf-17a9176c628e | 2023-02-10T19:38:32.855321+00:00 | menjelaskan cara memfaktorkan (x^2 - y^2). | prompter | ind_Latn | 3 | true | false | null | false | null | {
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8e4ba1b5-4602-4794-87e1-2b5e818bce94 | 2101cb80-c0b9-484a-9238-d4a1ff0a72d0 | 49ddcb0d-6588-43bd-858d-19c577f12e7b | 2023-03-15T14:22:56.114436+00:00 | Berikut adalah langkah-langkah untuk faktor (x^2 - y^2): 1. Temukan faktor umum terbesar dari istilah. Dalam hal ini, GCF adalah 1. Jadi kita melanjutkan ke langkah berikutnya. 2. Cari faktor binomial. Kita perlu menemukan dua istilah yang hasilnya adalah (x^2 - y^2). Karena ini adalah perbedaan dua persegi, kita dapat... | assistant | ind_Latn | 3 | true | false | 0 | false | null | {
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f590175d-6e74-4311-8a92-7bb9ea8f6b06 | 2101cb80-c0b9-484a-9238-d4a1ff0a72d0 | 8a45843a-f665-4c9e-86b0-20b9fb0af4f0 | 2023-03-15T13:31:23.632378+00:00 | Faktoring adalah mencari apa yang harus dikalikan bersama untuk mendapatkan ekspresi atau "mebagi" ekspresi menjadi perkalian ekspresi yang lebih sederhana dan kebalikan dari "membesar" dalam aljabar. | assistant | ind_Latn | 3 | true | false | 1 | false | null | {
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756cddcf-8aa6-41d3-8f9d-2463fbf856ff | 2101cb80-c0b9-484a-9238-d4a1ff0a72d0 | 61548724-de43-4cc1-956d-c477dcab82fb | 2023-03-15T13:49:44.730218+00:00 | Untuk faktor ekspresi (x^2 - y^2) Anda dapat menggunakan rumus perbedaan kuadrat dan tulisnya sebagai (x + y) * (x - y). | assistant | ind_Latn | 3 | true | false | 2 | false | null | {
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7e6ffca7-6f9b-48e0-9f2a-44159dd30abd | null | f8d06c1b-39b1-4140-8981-c60e19910873 | 2023-02-04T21:48:42.399820+00:00 | Sebutkan beberapa lagu MGMT | prompter | ind_Latn | 4 | true | false | null | false | null | {
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33ad1dbd-34c3-415d-92b4-3b6d6078f372 | 7e6ffca7-6f9b-48e0-9f2a-44159dd30abd | effb2431-5982-4ae6-babe-8f56df73d4d9 | 2023-02-10T12:13:03.601497+00:00 | Berikut adalah pilihan lagu MGMT: Alien Days (2013) Brian Eno (2010) Selamat (2010) Cool Song No. 2 (2013) Electric Feel (2007) Flash Delirium (2010) Future Reflections (2007) Hand It Over (2018) I Love You Too, Death (2013) Introspection (2013) It's Working (2010) James (2018) Kids (2007) Lady Dada's Nightmare (2010) ... | assistant | ind_Latn | 3 | true | false | 0 | false | null | {
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648d5fd4-9745-432b-bc61-89aadea6feeb | 33ad1dbd-34c3-415d-92b4-3b6d6078f372 | 420a238c-b68d-44df-86d9-2c759a8de976 | 2023-02-10T20:06:57.350563+00:00 | Lagu mana yang membuat mem mem comp terbaik? | prompter | ind_Latn | 3 | true | false | null | false | null | {
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4a7a4e04-80ec-4798-add2-f484d4ebb01f | 7e6ffca7-6f9b-48e0-9f2a-44159dd30abd | afeaf3fb-bd97-426e-a041-cf11cfbeb89a | 2023-02-10T12:09:24.818640+00:00 | Ya, ini beberapa lagu MGMT: - Little Dark Age - Kids - Electric Feel - Time to Pretend - When You Die | assistant | ind_Latn | 3 | true | false | 1 | false | null | {
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0f681f07-e776-42a5-ab16-160034e085a5 | 4a7a4e04-80ec-4798-add2-f484d4ebb01f | 8111f6b2-5df4-4df8-b006-b463547a19ee | 2023-02-10T19:37:20.303373+00:00 | Apakah MGMT melakukan konser? | prompter | ind_Latn | 3 | true | false | null | false | null | {
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2694f015-40a5-44d7-8672-f8d62f469682 | 0f681f07-e776-42a5-ab16-160034e085a5 | b2477754-3638-45e5-8341-e495e2e38d7a | 2023-02-10T21:11:08.641278+00:00 | Ya, MGMT melakukan konser dan tur. Mereka dikenal karena pertunjukan langsung mereka yang energik dan menghibur, dan mereka telah bermain di banyak festival dan tempat di seluruh dunia. Jika Anda tertarik untuk melihat mereka tampil langsung, Anda dapat memeriksa situs resmi mereka atau halaman media sosial mereka untu... | assistant | ind_Latn | 4 | true | false | 0 | false | null | {
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787e993e-2f5b-4c42-9621-d118169819d3 | 2694f015-40a5-44d7-8672-f8d62f469682 | 3ea6bf5c-64d6-4ee9-b7d5-cf73689eb1cf | 2023-02-11T03:40:20.953158+00:00 | Apa harga/biaya khas untuk menghadiri konser langsung? | prompter | ind_Latn | 3 | true | false | null | false | null | {
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719e43a6-8972-4124-952c-41f302966dab | fe2c97fa-5bc0-4e7c-b992-5769e494392b | 2b47daf2-1618-4a8f-a0f5-cc561cdc29eb | 2023-03-02T04:54:43.290035+00:00 | Itu penjelasan yang sangat jelas dan ringkas tentang bagaimana bentuk bilinear simetris berhubungan dengan hukum cosinus dan rumus sudut. | prompter | ind_Latn | 3 | true | false | null | false | null | {
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} | b196505e-caa2-4dc5-85ac-fc0fbd5ecacb | ready_for_export | {
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0e488341-f466-40f0-bff4-e0dbeae1e8b8 | 719e43a6-8972-4124-952c-41f302966dab | 1aaa9be1-0d07-4cb2-a2d7-4301cbfc4ecc | 2023-03-03T04:45:57.700726+00:00 | Terima kasih! Saya senang penjelasan saya membantu. Jika Anda memiliki pertanyaan lebih atau jika ada hal lain yang bisa saya bantu, silakan bertanya. | assistant | ind_Latn | 3 | true | false | 0 | false | null | {
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} | b196505e-caa2-4dc5-85ac-fc0fbd5ecacb | ready_for_export | {
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beb7e773-d48f-408e-8470-347e49a175ee | 0e488341-f466-40f0-bff4-e0dbeae1e8b8 | d9993cc2-aa72-40ce-aca0-0179980c0f4f | 2023-03-04T03:42:51.371490+00:00 | Jelaskan hukum cosine secara rinci dengan bukti | prompter | ind_Latn | 3 | true | false | null | false | null | {
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} | b196505e-caa2-4dc5-85ac-fc0fbd5ecacb | ready_for_export | {
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6b1db158-51c4-4e48-9dd9-e2f6f81202ef | beb7e773-d48f-408e-8470-347e49a175ee | 068951d1-4a1e-4d91-9c29-0090fdf9366d | 2023-03-04T17:40:50.114655+00:00 | Tentu, di sini adalah bukti rinci dari hukum kosinus: Diberi: A segitiga ABC dengan panjang sisi a, b, dan c dan sudut C antara sisi a dan b. Untuk membuktikan: c^2 = a^2 + b^2 - 2ab cos(C) Bukti: 1. Lukiskan ketinggian dari A ke BC. Panggil kaki ketinggian D. Dengan teorema Pythagoras, AD^2 = a^2 - (a/2) ^2 = a^2/4. 2... | assistant | ind_Latn | 3 | true | false | null | false | null | {
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} | b196505e-caa2-4dc5-85ac-fc0fbd5ecacb | ready_for_export | {
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18509500-836f-4534-8c6f-dad199a9fc70 | 719e43a6-8972-4124-952c-41f302966dab | 99d788e6-7eb4-42c7-9dda-4cb8301dabf7 | 2023-03-03T17:45:35.008658+00:00 | Terima kasih atas kata-kata yang baik. Jika Anda memiliki pertanyaan lagi, tolong beritahu saya. | assistant | ind_Latn | 3 | true | false | 1 | false | null | {
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1af1e5f8-6f80-4d91-95d3-868706eb41fc | 18509500-836f-4534-8c6f-dad199a9fc70 | 811a020c-0975-4904-a4c3-382587f37817 | 2023-03-04T07:51:27.926443+00:00 | Bisakah Anda daftar kompilasi teorema yang relevan? | prompter | ind_Latn | 3 | true | false | null | false | null | {
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0.333... |
97673dd6-67e1-4e57-95c7-7e0b6e1b1686 | 719e43a6-8972-4124-952c-41f302966dab | 05aa59c1-ce6c-43db-b41f-c830bcae3f00 | 2023-03-03T03:25:36.424806+00:00 | Terima kasih, saya senang bisa membantu. Apakah Anda ingin tahu lebih banyak tentang bentuk linier simetris atau topik lain? | assistant | ind_Latn | 3 | true | false | 2 | false | null | {
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} | b196505e-caa2-4dc5-85ac-fc0fbd5ecacb | ready_for_export | {
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73fecbca-e60e-4941-a441-933910e97380 | 97673dd6-67e1-4e57-95c7-7e0b6e1b1686 | 0f0af6f5-e303-4f39-9214-f0f4fe70296e | 2023-03-03T15:56:58.039158+00:00 | Tidak, selamat tinggal. | prompter | ind_Latn | 3 | true | false | null | false | null | {
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} | b196505e-caa2-4dc5-85ac-fc0fbd5ecacb | ready_for_export | {
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... |
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