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c51bd8fe-aa6e-4022-b724-99106a5ce5f9 | 89f94ca4-d25f-4901-8caf-a83a03540651 | 300ab9e6-66aa-4cf3-8b8a-0467c12654ff | 2023-02-07T01:07:54.281866+00:00 | Kuring geus diajar sababaraha atom jeung manggihan aya sababaraha oscillations. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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faafffb8-f750-4431-812d-6e8a1ce152dc | c51bd8fe-aa6e-4022-b724-99106a5ce5f9 | 6128be2c-5cad-42c8-84b2-4f45995134d7 | 2023-02-07T07:54:24.918714+00:00 | Di dieu mangrupa conto artikel ilmiah pikeun jurnal, dumasar kana draf disadiakeun: Quantum Phenomenon in Atomic Oscillations Abstract: Dina ulikan ieu, urang dimaksudkeun pikeun nalungtik paripolah atom nu tangtu. Maké téhnik eksperimental canggih, urang ngawaskeun oscillations dina struktur atom. Analisis salajengna geus diwanohkeun ayana fenomena kuantum, disebut "buih". Hasil panalungtikan ieu nyadiakeun wawasan anyar kana paripolah atom dina tingkat kuantum sarta mibanda implikasi penting pikeun pamahaman urang alam dasar alam semesta. bubuka: Paripolah atom dina tingkat kuantum mangrupa topik tina panalungtikan lumangsung dina widang fisika. Dina taun-taun ayeuna, kamajuan signifikan geus dijieun dina urang ngartikeun sipat kuantum atom, kaasup tingkat énergi kuantum, oscillations kuantum, jeung oscillations kuantum. Sanajan kitu, ieu masih disebutkeun kana | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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26571d48-6bf1-429d-9567-48285fd85ea9 | faafffb8-f750-4431-812d-6e8a1ce152dc | 0b1c59bb-1c7e-4119-8d9b-58065a6a05c0 | 2023-02-07T10:21:58.006250+00:00 | Hatur nuhun! bisa nulis deui jeung méré kuring ngan kasimpulan? Ieu kudu nyieun gambaran yén ieu téh studi pangpentingna dina sajarah manusa. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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1361e26a-461b-4883-9cab-b3ed8d8a486b | c51bd8fe-aa6e-4022-b724-99106a5ce5f9 | 0a1e42f0-d9d5-4c92-9955-6ddfefdad8ad | 2023-02-07T07:44:11.807494+00:00 | Metode: Tim kami ngalaksanakeun serangkaian percobaan ngagunakeun alat canggih pikeun ngawaskeun osilasi anu aya dina atom. Kami salajengna nganggo kombinasi spéktroskopi sareng téknik pendinginan laser pikeun kéngingkeun pangukuran anu jelas sareng akurat. Hasil: Hasil percobaan kami nunjukkeun yén atom leres-leres nunjukkeun osilasi. Konsép osilasi ieu aya hubunganana sareng konsép osilasi kuantum, anu mangrupikeun istilah osilasi foam foam anu dianggo pikeun ngajelaskeun osilasi tina struktur kuantum. | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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9a0871ce-af3b-4037-9162-bcdbbc76b777 | null | c29b777d-6d48-436c-a891-7643a91f1d26 | 2023-02-08T12:39:10.659203+00:00 | Tulis salam isuk ka raja ngagunakeun "kaagungana" | prompter | sun_Latn | 3 | true | false | null | false | null | {
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bab719cd-c9b3-4264-934a-778758887be9 | d53e762a-7a72-4ae9-ba3e-e8351c159284 | ed943a57-6a10-4a0d-84f7-8a87e7f1f8b8 | 2023-02-15T21:03:20.358708+00:00 | Tambahkeun leuwih detil ka eta. Jeung mangga jadi ore sopan. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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bfa040a0-216f-4151-9a94-2c6462bb7fb4 | null | 68f4effa-0520-4a50-bf98-0d56bff0ad52 | 2023-02-06T20:01:03.908677+00:00 | Geus lila ti saprak kuring maca buku Harry Potter. punten ngingetkeun kuring eusi Bab kahiji dina buku kahiji dina ringkesan pondok. Jeung naon judul buku jeung bab kahiji? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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830f40dc-2396-4274-a22c-66914319c459 | bfa040a0-216f-4151-9a94-2c6462bb7fb4 | ab46cb29-fced-4e6f-ba2c-8af33d91b8a5 | 2023-02-26T23:21:26.165018+00:00 | Tangtu! judul buku kahiji nyaéta "Harry Potter jeung Batu tukang sihir". Dina bab kahiji, anu ngaranna "Budak anu cicing", panulis ngabejaan urang ngeunaan kulawarga Dursley jeung kumaha kahirupan normal lengkep maranéhanana jadi leuwih canggih. Dina bab ieu pamiarsa meunang acquainted jeung dunya penyihir, nu aya babarengan jeung dunya Muggles, sarta jeung sababaraha karakter utama carita: Profesor Dumbledore, Professor McGonagall jeung Hagrid. | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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ed6e0c99-b3e0-47a7-830d-dbf00671e8d0 | aabda78d-ad03-4fba-a544-36c70684b50f | 85d3a95c-018d-4970-a410-d90f90d3b908 | 2023-02-27T05:35:58.159321+00:00 | Oh enya, abdi apal ka Dursleys, bisa Anjeun ngingetkeun kuring sadaya anggota kulawarga maranéhanana deui jeung masihan gambaran pondok ngeunaan aranjeunna dicutat tina buku? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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9b872467-2ed3-4c2e-81b2-b9679bb99fd1 | ed6e0c99-b3e0-47a7-830d-dbf00671e8d0 | 068951d1-4a1e-4d91-9c29-0090fdf9366d | 2023-02-27T17:02:06.855843+00:00 | Kulawarga Dursley diwangun ku: - Vernon Dursley - paman Harry Potter, digambarkeun salaku "laki ageung, daging sapi anu teu aya beuheung". Anjeunna cemburu ka kamampuan sihir Harry sareng ngahina naon waé anu luar biasa. - Petunia Dursley (née Evans) - bibi Harry Potter, digambarkeun salaku "wanita anu raray kuda". Anjeunna cemburu ka kabisan sihir adina Lily sareng ngarusak putrana Dudley bari nyiksa Harry. - Dudley Dursley - sepuh Harry Potter, digambarkeun salaku "anak anu teu pikaresepeun, teu pikaresepeun". Anjeunna nyiksa Harry sareng dimusnahkeun ku kolotna. Tina buku: "Mr. Dursley mangrupikeun jalma terakhir anu anjeun ngarepkeun kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali kali | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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0a655d5d-131c-4278-875a-67a34b30ecfe | 9b872467-2ed3-4c2e-81b2-b9679bb99fd1 | 23733f63-57c3-4afb-a48e-a4d6d34f7890 | 2023-02-28T03:59:30.976017+00:00 | Caritakeun sababaraha fakta lucu ngeunaan Vernon Dursley. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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7a9c3abe-5ccd-43b9-9450-eff5369c2a69 | ed6e0c99-b3e0-47a7-830d-dbf00671e8d0 | 2d40e94c-40ed-4e00-a66e-454c0401c8ad | 2023-02-27T12:16:56.350406+00:00 | Pasti, ieu mangrupikeun gambaran ringkes ngeunaan anggota kulawarga Dursley, sakumaha anu diwanohkeun dina bab kahiji "Harry Potter sareng Batu Filsuf": - Vernon Dursley: "a man badag, daging daging kalayan ampir teu aya beuheung" anu damel di industri bor sareng ngagaduhan "muasal, gigireun, kumis" (Bab 1). - Petunia Dursley: Garwa Vernon, anu digambarkeun salaku "langsing sareng pirang sareng ampir dua kali jumlah beuheung anu biasa" (Bab 1). Petunia nyaéta bibi Harry sareng adina indung Harry, Lily Potter. - Dudley Dursley: Putra Dursley anu rusak sareng beurat beurat, anu digambarkeun salaku "hal alit babi kalayan wajah pink ageung" (Bab 1). | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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970ed188-7c72-465c-bfc5-104723cd077d | 7a9c3abe-5ccd-43b9-9450-eff5369c2a69 | acb50064-2fa5-4d47-b597-2c248c5861e6 | 2023-02-27T23:42:25.291806+00:00 | Ku naon Harry Potter cicing jeung kulawarga Dursley? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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92da0a69-d73a-4d90-bdd0-8b737bdc560c | bfa040a0-216f-4151-9a94-2c6462bb7fb4 | a41f23d1-dc75-497d-8d99-a5b7b061022f | 2023-02-26T20:54:20.449395+00:00 | Buku kahiji dina séri Harry Potter disebut "Harry Potter jeung Batu Filsuf". Bab kahiji buku ieu disebut "The Boy Who Lived". Dina bab ieu, Mr. jeung Mrs. Dursley hudang dina hiji tiis, abu isuk pikeun manggihan nanaon luar biasa ngeunaan langit awan luar. Aranjeunna balik ngeunaan poé maranéhanana sakumaha biasa nepi ka maranéhna mimiti noticing hal aneh lumangsung di sabudeureun aranjeunna. Samentara éta, urang diajar yén Harry Potter mangrupa yatim piatu anu cicing jeung bibi petunia uncaring na, paman Vernon jijik, sarta sepupu manja Dudley di Little Whinging, Surrey. Dina ulang taun ka-Na ka-Eleven, Harry nampi surat ditampa ka Sakola Hogwarts of Witchcraft jeung Wizardry. Salila taun kahijina di Hogwarts, Harry Hogwarts datang babaturan deukeut sarta sababaraha waktu nyanghareupan musuh anu diserang ku Wizard Lord Vold | assistant | sun_Latn | 3 | true | false | 2 | false | null | {
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9fd28c51-d70b-47cb-9e31-1e44216302b8 | 92da0a69-d73a-4d90-bdd0-8b737bdc560c | 85d3a95c-018d-4970-a410-d90f90d3b908 | 2023-02-27T06:10:53.856952+00:00 | Naha taun kahiji Harry di Hogwarts ogé lumangsung dina bab kahiji carita? Dupi anjeun mangga ngajelaskeun nu mangrupa ringkesan tina bab kahiji jeung nu mangrupa ringkesan tina sakabéh buku dina jawaban nu Anjeun masihan? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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a0ad3175-39a3-4883-aca3-cfeb13ffbbcc | 9fd28c51-d70b-47cb-9e31-1e44216302b8 | 2d40e94c-40ed-4e00-a66e-454c0401c8ad | 2023-02-28T03:50:57.579764+00:00 | Kuring ngahatur nuhun kana bingung. Bab kahiji "Harry Potter jeung Batu Filsuf" judulna "The Boy Who Lived" jeung ngan fokus kana ngenalkeun kulawarga Dursley jeung méré sababaraha informasi latar ngeunaan dunya sihir. Ieu teu nutupan Harry taun kahiji di Hogwarts. Ringkesan sakabeh buku kuring disadiakeun dina reply saméméhna kuring nyertakeun nampi Harry di Hogwarts jeung taun kahijina di sakola. | assistant | sun_Latn | 3 | true | false | null | false | null | {
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43af38fe-af89-4978-9207-39874bdda361 | null | 87c92272-7349-4c38-b4e5-939504d29aca | 2023-02-06T19:14:17.605815+00:00 | Hayu urang nyieun karakter super-kuasa fiksi jeung ciri sorangan jeung latar. hal kahiji mah hayang ngalakukeun nyaéta mutuskeun jenis karakter ieu kudu (misalna manusa, setan, android... jsb) Kuring hayang Anjeun méré kuring daptar 6 spésiés jeung gambaran ringkes unggal. lajeng, kuring hayang Anjeun milih randomly salah sahijina pikeun jadi spésiés karakter. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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cc1aff38-1e1f-486c-8dbe-43d168dbcffd | 43af38fe-af89-4978-9207-39874bdda361 | b000ac56-ca55-4fbf-8914-a38ea73b286e | 2023-02-28T21:15:22.776308+00:00 | Ieu sababaraha spésiés fiksi karakter super-kuasa fiksi urang bisa jadi: 1. Manusa - Manusa téh kawas anjeun! manusa boga kamampuhan unparalleled pikeun adaptasi jeung diajar kaahlian anyar. Aranjeunna leuwih populated, tapi relatif pondok hirup jeung rapuh dibandingkeun spésiés séjén. 2. Draco Knights - Draco Knights mangrupakeun spésiés lila hirup naga anu sanggup mindahkeun bentuk kana rupa humanoid scaly nu sigana armored. abilities naga maranéhanana jeung bentuk méré aranjeunna hiji tepi leuwih spésiés humanoid lianna. 3. cyborgs - hiji ras alien nu geus augmented sorangan kalawan téhnologi canggih. Aranjeunna lemah fisik, tapi boga kakawasaan telekinetic. 4. The Titans - spésiés raksasa sakapeung disembah salaku dewa. The sababaraha sésana boga kamampuhan regenerative jeung adept jeung gobal dipercaya jadi immortal. | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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73b51d6c-df67-4fb8-bc95-e471909a1aee | 43af38fe-af89-4978-9207-39874bdda361 | 2d40e94c-40ed-4e00-a66e-454c0401c8ad | 2023-02-28T03:22:07.091828+00:00 | Pasti, di dieu aya 6 spésiés kalayan pedaran pondok: 1. Dragonkin - Spésiés mahluk kawas naga anu ngagaduhan kamampuan pikeun nangseupan seuneu sareng ngalayang. 2. Cyborg - Kombinasi manusa sareng mesin, kalayan paningkatan téknologi sareng kamampuan canggih. 3. Elf - Spésiés humanoid anu elegan sareng calakan kalayan ningkat indera sareng kamampuan sihir. 4. Vampir - Spésiés mahluk hirup anu henteu maot kalayan kakuatan, kagancangan, sareng kamampuan regeneratif anu ningkat, ogé kamampuan pikeun hipnotis sareng ngendalikeun batur. 5. Seshifter - Spésiés anu tiasa ngarobah kana mahluk hirup naon waé, kalayan kamampuan fisik anu ditingkatkeun sareng faktor penyembuhan anu ningkat. 6. Merfolk - Spésiés mahluk humanoid cai anu ngagaduhan kamampuan pikeun ngarasakeun handapeun cai sareng komunikasi sareng mahluk laut. Sareng ayeuna, hayu kuring | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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846567d6-735f-4279-b3d5-e6ad500ccf8e | 73b51d6c-df67-4fb8-bc95-e471909a1aee | 4c43e234-0e9c-4f0d-8780-4dd3803602c6 | 2023-02-28T15:25:27.516786+00:00 | Good. Ayeuna keur penampilan. Kuring hayang Anjeun make daptar ieu jeung datang nepi ka 5 variasi: 1. Ngajelaskeun fitur raray (mata / irung / sungut) 2. fisik umum jeung jenis armor maranéhna maké. 3. detil discernible (buntut, salawasna bagja, suram,...) Inget yen kuring hayang maénkeun karakter non-binary. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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9c9de9b6-b2b1-4c73-a202-c41e32369c48 | 846567d6-735f-4279-b3d5-e6ad500ccf8e | 9af01120-8f0d-4bb3-9214-c2404dd534ce | 2023-03-01T07:37:23.276194+00:00 | 1. cyborg obese kalawan sirah luhur leungit. flaps kulit lemes diikat nyieun mustahil pikeun nangtukeun gender naon waé, teu nu saha care. Ieu kulit non verbal jeung stoky, lolobana, tapi bisa asupkeun kana kaayaan enraged sanggeus periode meditasi intensif, dimana éta cukup bahaya pikeun nyéépkeun rarasaan nu taya rasa kawas kulit kungsi motong jeung diwenangkeun pikeun cageur babarengan, kawas taktak a quilt. Ieu teu boga baju atawa armor discernible. flaps tina kulit loosely bound nyieun mustahil pikeun nangtukeun gender mana wae, teu nu saha care. Ieu kulit non verbal jeung stoic, tapi bisa asupkeun kana kaayaan enraged sanggeus periode meditasi intensif, dimana éta cukup bahaya pikeun nyadiakeun foes unsuspecting. 2. The ex-symbolborg nu geus lila-dijieunkeun jeung dimungkinkeun pikeun cageur babarengan, kawas taktak | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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8f5fac50-59b7-4cf4-81aa-f6e4a78ce165 | 846567d6-735f-4279-b3d5-e6ad500ccf8e | acb50064-2fa5-4d47-b597-2c248c5861e6 | 2023-03-01T02:20:26.762877+00:00 | Tangtu! di dieu aya 5 variasi pikeun karakter cyborg anjeun: ciri raray: karakter ngagaduhan panon biru ageung, caang sareng irung leutik sareng biwir pinuh. Fisikna ramping sareng otot, sareng aranjeunna nganggo baju baju perak anu ramping sareng inti beureum anu bersinar dina dada. Aranjeunna ngagaduhan bekas di luhur alis kénca, sareng paripolahna serius sareng tekad. Fisikna: Karakterna ngagaduhan panon almond, piercing héjo kalayan irung alit sareng biwir ipis ipis. Fisikna tinggi sareng agil, sareng aranjeunna nganggo baju baju hideung anu ageung sareng aksen ungu anu bersinar. Aranjeunna gaduh serangkaian bekas leutik dina paripolahna, sareng beuratna tenang sareng dikumpulkeun. Fisikna: Karakterna ngagaduhan bau jero, panon abu-abu anu jero sareng irung anu kuat sareng fisikna goressive. Aranjeunna ngagaduhan biwir anu pinuh sareng bentuk athletic | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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34b8043b-f95e-48ae-b7d1-ae2b892e580b | 846567d6-735f-4279-b3d5-e6ad500ccf8e | dacfb868-adb2-4234-b13c-ee948ad24087 | 2023-03-01T00:52:34.083522+00:00 | 1. The cyborg boga hiji laser panon ngagantian panon katuhu, hiji tube respirator feed kana liang irung kénca tina irung, sarta hiji cangkéng ipis, beurat-teunggeul. Aranjeunna boga awak ramping, streamlined sarta ngagem armor pérak glittering nu sigana ngagabung kana kulit maranéhanana. Detail ngan discernible nyaeta lampu lampu LED beureum samar nu flashes unggal sababaraha detik dina sisi sirah maranéhanana. 2. The cyborg boga dua panon robot caang, hiji irung logam datar, sarta dada ipis, ipis, lemes, beungeut jagged kalawan huntu-teunggeul. Aranjeunna boga hulking, fisik otot sarta ngagem pinuh armored hideung plating jeung vena beureum glittering. Detail discernible nyaeta runtuyan detil jero, jagged scars ngalir ngaliwatan leungeun maranéhanana sarta 3. The cyborg armless arm | assistant | sun_Latn | 3 | true | false | 2 | false | null | {
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078f7298-ee04-42a1-828b-672eb53d5630 | 43af38fe-af89-4978-9207-39874bdda361 | 3836c842-9c16-4d8c-bbae-c9ddfe7229df | 2023-02-28T03:29:53.729911+00:00 | Ok, hébat! Di dieu aya sababaraha pilihan: * Cyclops: A raksasa hiji-mata dina mitologi Yunani anu ahli karajinan jeung tukang besi. * Fairy: A mahluk leutik kalawan jangjang jeung kamampuh gaib. Maranéhanana bisa manipulate alam, cast spells jeung grant wishes. Aranjeunna mindeng jahat, leungeun jeung capricious mahluk nu hirup di realm disumputkeun. * Minotaur: A mahluk kalawan sirah banteng jeung awak manusa. Aranjeunna pisan kuat jeung agrésif. * Dwarf: A race humanoid pondok nu hirup di handapeun taneuh atawa di gunung. Aranjeunna mah ahli tambang, tukang jeung pejuang. * Werewolf: A manusa anu bisa transformasi kana hiji serigala atawa serigala-mahluk, biasana salila bulan pinuh. Aranjeunna boga kakuatan ngaronjatkeun, sarta El: A race jeung manusa jeung sambungan ka alam gaib. * | assistant | sun_Latn | 3 | true | false | 2 | false | null | {
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9003a7d5-4849-4709-9277-c513d6892f73 | 078f7298-ee04-42a1-828b-672eb53d5630 | acb50064-2fa5-4d47-b597-2c248c5861e6 | 2023-02-28T13:21:29.727643+00:00 | Bagus. Ayeuna bisa random milih salah sahiji pilihan pikeun karakter? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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59aa81c3-7da2-4515-9bf3-f5675530beeb | 9003a7d5-4849-4709-9277-c513d6892f73 | b000ac56-ca55-4fbf-8914-a38ea73b286e | 2023-02-28T21:18:14.903210+00:00 | Tangtu! Karakter urang bakal jadi a Minotaur. bagian karakter mana urang bakal gawe di saterusna? | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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c663652e-1ccc-460c-aa21-4020de25cbb5 | 9003a7d5-4849-4709-9277-c513d6892f73 | 2d40e94c-40ed-4e00-a66e-454c0401c8ad | 2023-02-28T15:57:47.004950+00:00 | Pasti, spésiés anu dipilih sacara acak pikeun karakter anjeun nyaéta... Dwarf! | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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ba269d1b-98a5-466b-bbc2-72eee64e11a9 | 9003a7d5-4849-4709-9277-c513d6892f73 | 1aaa9be1-0d07-4cb2-a2d7-4301cbfc4ecc | 2023-02-28T15:38:33.010212+00:00 | Pasti! Hayu urang make generator angka acak pikeun milih salah sahiji pilihan. hasilna nyaéta: Elf. karakter anjeun bakal jadi elf! | assistant | sun_Latn | 3 | true | false | 2 | false | null | {
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cfdb80c2-2679-440e-ab7c-28783ea2d681 | null | a3aa26b2-2cf1-47ff-bbc3-9775d0f1b589 | 2023-02-05T01:10:50.995864+00:00 | Ku ngagunakeun Téorema Master anu mangrupikeun alat anu dianggo pikeun nganalisis paripolah asimptotik algoritma dibagi-sareng-nerobak; Naon kompleksitas algoritma anu digambarkeun ku rékrési T(n) = 4T(n/3) + n2. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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4cf3c98b-48b8-424d-b1aa-5a766be03107 | cfdb80c2-2679-440e-ab7c-28783ea2d681 | ae5f7d74-b568-4506-8602-a1a4e7beffc3 | 2023-02-07T22:50:14.160196+00:00 | Algoritma digambarkeun ku rékrési T(n) = 4T(n/3) + n^2 boga kompleksitas waktu O(n^3). Pikeun nangtukeun ieu, urang bisa make Téorema Master, nu nyebutkeun yén lamun hubungan rékrési boga bentuk T(n) = aT(n/b) + f(n), mangka kompleksitas waktu dibéré ku kasus di handap ieu: Lamun f(n) = O(n^logb_a), mangka T(n) = O(n^logb_a. Lamun f(n) = Θn^logb_a * log n), mangka T(n) = Θn^logb_a * log n). Lamun f(n) = Ωn^b_a) jeung a > b^c (c 0), T((((((((((((((((((((n) | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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16631292-000b-4774-822d-7032b6770ab5 | cfdb80c2-2679-440e-ab7c-28783ea2d681 | 0ef5342b-695b-4ead-9b7b-b15c33d38469 | 2023-02-07T14:06:55.248893+00:00 | Kompleksi algoritma digambarkeun ku rékrési T(n) = 4T(n/3) + n^2 bisa ditangtukeun ku ngagunakeun Téorema Master. Numutkeun Téorema Master, lamun T(n) = aT(n/b) + f(n) dimana a >= 1 jeung b > 1, maka tilu kasus ieu bisa lumangsung: Lamun f(n) = O(n^logb(a)) mangka T(n) = O(n^logb(a)) Lamun f((n) = On^logb(a) maka T logn) = O(n^logb(a) * logn) maka T logn) = O(n^logb(a) * logn) Lamun fn) = On^logbb)) jeung fn) teu On^logb) * * Tuntuh T(((((( | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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e974fa7a-aa5a-475f-bafc-d8b4f9ad336c | 16631292-000b-4774-822d-7032b6770ab5 | 0b1c59bb-1c7e-4119-8d9b-58065a6a05c0 | 2023-02-07T23:43:12.762803+00:00 | Enya, ieu sigana bener, hatur nuhun. Ngan pikeun mastikeun kuring ngarti konsépna leres, kuring nyobian éta ku persamaan ieu: `` T(n) = 4T(n/2) +n^2 ``` Kuring ngagaduhan jawaban `O(n^2 * logn)`. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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4104518e-9f65-40ce-8f44-e9e953ff2369 | e974fa7a-aa5a-475f-bafc-d8b4f9ad336c | f4e1eb94-9417-49cf-8929-1a51fdf04ea7 | 2023-02-08T02:55:31.036341+00:00 | Kompleksitas waktu algoritma ieu nyaéta O ((n^2 * logn). | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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163cb28a-f529-4e79-8b55-a093bbbfdc1b | 4104518e-9f65-40ce-8f44-e9e953ff2369 | 527e9259-b647-45e4-8234-2b1fcea6c48b | 2023-02-08T10:55:46.995555+00:00 | Kumaha kompleksitas algoritma robah sakumaha jumlah ngabagi n ngaronjat? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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539cfb4b-d279-4952-b3b2-3b62666c24aa | e974fa7a-aa5a-475f-bafc-d8b4f9ad336c | db926e3e-e337-4a66-9196-d5fcba056e9e | 2023-02-08T03:18:22.692916+00:00 | Leres, éta leres! Upami persamaan nyaéta T(n) = 4T(n/2) + n^2, maka anjeun tiasa nganggo Téorema Master pikeun nangtukeun kompleksitas waktos sapertos kieu: Tétélakeun nilai a: a = 4 Tétélakeun nilai b: b = 2 Tétélakeun urutan f(n) = n^2, anu O(n^2) Pasang Téorema Master: Upami f(n) = O(n^logbbb)), maka T(n) = O(n^logb) * logn)). Upami f(n) = O(n^logb) * logn) * logn) * logn)), maka T) = O(n) * logn) * logn) * logn)). Jadi f (n) = O(((((((((((((((((((((((( | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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a184ac30-7912-4082-9d31-3275b13a9d8d | e974fa7a-aa5a-475f-bafc-d8b4f9ad336c | b30593d6-1dae-45e9-bfe6-220c5610c0bb | 2023-02-08T05:15:07.818853+00:00 | Sajauh kuring bisa ngomong enya. Aya bisa jadi sababaraha perbaikan notional gumantung kana kasus pamakéan tapi pikeun tujuan ieu kudu alus. | assistant | sun_Latn | 3 | true | false | 2 | false | null | {
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176180a8-fb2d-4932-8876-d67933992f0c | cfdb80c2-2679-440e-ab7c-28783ea2d681 | 2c96e467-66f0-4be7-9693-bda51356a424 | 2023-02-07T14:13:16.694646+00:00 | Kompleksitas algoritma anu digambarkeun ku rékrési T(n) = 4T(n/3) + n^2 nyaéta O(n^2.376). Ieu dihasilkeun ku ngagunakeun Téorema Master ku ngaku bentuk rékrési salaku T(n) = aT(n/b) + f(n), dimana a=4, b=3, sareng f(n) = n^2. | assistant | sun_Latn | 3 | true | false | 2 | false | null | {
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0ac25535-59f2-4c3f-bb6e-c4ffb847b0f9 | 176180a8-fb2d-4932-8876-d67933992f0c | a11adf0b-4f9b-4e1e-95b2-042e452a0533 | 2023-02-08T10:01:50.870982+00:00 | Anjeun yakin? | prompter | sun_Latn | 4 | true | false | null | false | null | {
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2d9a554e-6988-44d3-a6a6-cdf3b786ad36 | 0ac25535-59f2-4c3f-bb6e-c4ffb847b0f9 | 2c96e467-66f0-4be7-9693-bda51356a424 | 2023-02-08T14:08:41.901162+00:00 | Numutkeun téorema master, pikeun rékrési T(n) = aT(n/b) + f(n), upami f(n) sami sareng O(n^c), dimana c > log_b(a), maka T(n) sami sareng O(n^c. Dina hal ieu, a=4, b=3, sareng f(n) = n^2, anu hartosna c=2. Kusabab 2 > log_3(4), éta nurutkeun yén T(n) sami sareng O(n^2). | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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7ced2685-ee04-4904-80e6-fec98b87e4f5 | 0ac25535-59f2-4c3f-bb6e-c4ffb847b0f9 | 21fdd06e-477d-4f63-9385-b9fe0684ed63 | 2023-02-08T12:26:42.135783+00:00 | Kuring hapunten, jawaban kuring sateuacanna henteu leres. Kompleksitas algoritma anu digambarkeun ku pengulangan T(n) = 4T(n/3) + n^2 sabenerna henteu gampang direngsekeun nganggo bentuk standar Téorema Master. Dina hal ieu, solusi pikeun pengulangan kedah dipendakan nganggo metode anu béda, sapertos téorema Akra-Bazzi atanapi ékspansi asimptotik. | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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bd7b466d-f75f-42bf-bc1a-a28f86d579fb | null | f8cc8d19-7762-485c-9c83-1c082a4cafbf | 2023-02-07T12:44:02.308886+00:00 | Halo, kumaha abdi tiasa nganggo Open Asisten? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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115a7af9-0fed-42c9-9833-5bda3115f996 | bd7b466d-f75f-42bf-bc1a-a28f86d579fb | 5e98ce53-c80d-4851-8802-0c14f4e6f008 | 2023-02-08T11:58:49.247097+00:00 | Halo! Kami Open Assistant, abdi di dieu pikeun mantuan Anjeun jeung tugas naon anu bisa digambarkeun ngaliwatan basa alam. Anjeun bisa menta kuring pikeun mantuan Anjeun dina rupa-rupa tugas, kayaning téks ringkesan, jawaban pertanyaan, debugging kode jeung generasi, atawa generasi puisi, antara séjén. Mangga ngetik pamundut anjeun sarta kuring bakal nyoba pikeun mantuan Anjeun. | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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212add1a-a346-4026-90ac-a0b4c8be2d60 | 7c5d1b31-5423-4ec5-8c72-fec6cf234788 | 43d62b99-bfbc-4d4c-89f8-7a1e6189718f | 2023-02-08T14:49:33.969253+00:00 | Maksad abdi naon sababaraha cara abdi tiasa ngamangpaatkeun Open Asisten. | prompter | sun_Latn | 3 | true | false | null | false | null | {
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4248a402-9a40-444b-97ae-acf0cdb887de | 4795c698-a41d-4e06-98c0-0b9e2027ac70 | 13ed73f0-0c21-483a-91f1-c46a3864860c | 2023-02-08T20:24:03.805057+00:00 | kedengarannya menarik... dan agak berbahaya. bukankah itu? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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d5efce21-a0b3-4a31-b03c-1f5abe9f0a67 | 212add1a-a346-4026-90ac-a0b4c8be2d60 | 5284bc39-77e1-4499-b4d9-4c6dfb1f5a6f | 2023-02-08T16:12:52.584663+00:00 | Lamun anjeun keur gawe dina proyék atawa hayang diajar ngeunaan hal anyar, Anjeun bisa ngabejaan kuring naon anjeun berjuang jeung atawa hayang nyaho leuwih, sarta kuring bisa ngajelaskeun eta ka pangalusna kuring. Atawa anjeun bisa make kuring kreatif, boga hiji indit! | assistant | sun_Latn | 3 | true | false | 1 | false | null | {
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98170e0c-af67-465b-a84f-912ae3d5638b | 212add1a-a346-4026-90ac-a0b4c8be2d60 | 28deff6d-a6d1-4390-8bfb-8963e8722ce0 | 2023-02-08T15:39:08.856673+00:00 | Nah, sabenerna kuring bisa mantuan dina loba cara. utamana statis jeung fakta objéktif. i.e. I am very good at explaining who invented the pen or how a typewriter works. kirang jadi ngeunaan hal nu robah i.e. kumaha cuaca minggu kamari jeung aya alesan pikeun yakin yén bakal gancang. oge I am less good at things that are not subjective. i.e. ratings of these films Matrix, Lord of the Rings jeung Superman. I might be able to give you the IMDB rating for each, but really, would that be helpful? ogé mikir ngeunaan kuring salaku asisten. meureun kuring teu kudu ngajawab masalah, tapi kuring meureun kudu masihan anjeun data sangkan eta loba gancang atawa masihan anjeun kamampuhan pikeun ngajawab hadé. | assistant | sun_Latn | 3 | true | false | 2 | false | null | {
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d56cc9f6-321e-469c-885b-956f2120a164 | 5aa3ced7-e1df-4783-9244-44c4e546558e | 2d40e94c-40ed-4e00-a66e-454c0401c8ad | 2023-03-09T07:04:07.325857+00:00 | Enya, éta mungkin pikeun ngarobah sistem pajeg mobil anu aya ku modifikasi cara gawéna. Contona, tinimbang pajeg taunan tetep, sistem pajeg variabel dumasar kana faktor sapertos efisiensi bahan bakar atanapi émisi kendaraan bisa dilaksanakeun. Ieu bakal ngadorong panggunaan kendaraan anu langkung ramah lingkungan sareng ngabantosan ngirangan émisi karbon. Pilihan sanésna tiasa nyaéta ngawanohkeun biaya congestion, dimana supir ditagihkeun biaya pikeun nyetir di daérah padet dina jam puncak. Ieu bakal ngabantosan ngirangan congestion lalu lintas sareng ngadorong jalma pikeun nganggo angkutan umum atanapi carpooling. Nanging, sagala parobihan sistem pajeg mobil kedah dipertimbangkeun kalayan ati-ati sareng diimbangi pikeun mastikeun yén éta henteu merugikeun sacara teu adil individu berpenghasilan rendah atanapi ngahambat pertumbuhan ékonomi. | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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aab1911d-6e3b-4092-9372-518b9b933e2a | 0307848f-2a73-4204-8da2-c6bf16360c39 | 18d2e4e9-ecbf-4bdf-918d-233b84cec2d4 | 2023-03-09T09:54:34.705831+00:00 | Naha éta mangrupakeun ide nu hadé pikeun ngagunakeun paningkatan pajeg mobil pikeun ngarojong pangwangunan infrastruktur angkutan umum jeung nyieun kota leuwih layak hirup? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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3a566f27-e385-4a77-87ff-8e286f0ad860 | null | 804b1ebc-9d60-4b47-86be-d18fed815984 | 2023-02-06T20:56:16.198222+00:00 | Kuring keur nulis aplikasi web kalawan django kerangka. Kuring geus ditulis fungsi login pikeun pamaké. Kumaha carana abdi tiasa ngajaga input ti SQL-Injections dina cara paling éfisién? | prompter | sun_Latn | 3 | true | false | null | false | null | {
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0c952b4b-0b26-4230-a2a0-963cb098f9a5 | 3a566f27-e385-4a77-87ff-8e286f0ad860 | 1aaa9be1-0d07-4cb2-a2d7-4301cbfc4ecc | 2023-02-13T04:20:19.908494+00:00 | Pikeun ngajaga aplikasi Django anjeun tina serangan suntik SQL, anjeun kedah salawasna nganggo pamundut parameterisasi nalika berinteraksi sareng database. Dina Django, ieu hartosna nganggo API pamundut anu disayogikeun ku Django ORM, sapertos filter() sareng get() metode, tibatan ngawangun query SQL mentah. Ku ngagunakeun Django ORM, kerangka bakal otomatis ngungkulan kabur data naon waé anu dikirimkeun ka query, nyegah serangan suntik SQL. Contona, kode ieu nunjukkeun kumaha ngagunakeun filter) metodeu pikeun nyandak pangguna dumasar kana nami pangguna na: ti django.contrib.auth.models ngimpor ngaran login pangguna, kecap akses pangguna = User.objects.filterusername=username).stername) upami pangguna sareng.check_(((((((((((((((((((((((((((((( | assistant | sun_Latn | 3 | true | false | 0 | false | null | {
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