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<p>Prije svega nabavite API ključ za korištenje ChatGPT-a u aplikaciji GPTNOADS slijedeći ove korake:</p>
<p><b>1. korak: prijavite se za OpenAI račun</b><br/>Ako već niste, posjetite web mjesto OpenAI (https://openai.com) i kreirajte račun. Unesite potrebne podatke i dovršite postupak registracije.</p>
<p><b>Korak 2: Idite na OpenAI Developer Dashboard</b><br/>Nakon što ste se uspješno prijavili i prijavili na svoj OpenAI račun, idite na OpenAI Developer Dashboard. Ovdje možete upravljati svojim API ključevima i pristupiti relevantnim informacijama.</p>
<p><b>3. korak: Stvorite novi API ključ</b><br/>Na nadzornoj ploči razvojnog programera pronađite odjeljak "API ključevi" i kliknite na njega. Zatim kliknite gumb "Novi ključ" za generiranje novog API ključa posebno za vašu Android aplikaciju.</p>
<p><b>4. korak: Navedite potrebne pojedinosti</b><br/>Navedite sljedeći naziv za svoj API ključ: "GPTNOADS" kako biste lakše prepoznali njegovu svrhu. Ako želite, možete navesti relevantne pojedinosti o korištenju vaše aplikacije GPTNOADS, kao što je predviđeni slučaj upotrebe i sve druge relevantne informacije.</p>
<p><b>Korak 5: Pregledajte i prihvatite OpenAI uvjete</b><br/>Obavezno temeljito pregledajte OpenAI uvjete pružanja usluge i prihvatljivu politiku korištenja. Nakon što ste razumjeli i prihvatili uvjete, nastavite s potvrdom svoje usklađenosti.</p>
<p><b>Korak 6: Dohvatite svoj API ključ</b><br/>Nakon prihvaćanja uvjeta, vaš API ključ će biti generiran. Obavezno kopirajte i sigurno pohranite ovaj ključ jer on omogućuje pristup ChatGPT API-ju.</p>
<p><b>Korak 7: Integrirajte API ključ u svoju aplikaciju GPTNOADS</b><br/>U izborniku GPTNOADS odaberite “API ključ” i zatim ručno unesite ključ.</p>
<p><b>Korak 8: Testirajte i poboljšajte svoju integraciju</b><br/>S API ključem integriranim u aplikaciju GPTNOADS, započnite testiranje s jednostavnim pitanjem kao što je na primjer: "Glavni grad Francuske" i promatrajte odgovor. U slučaju poruke o pogrešci provjerite jeste li unijeli točan ključ. To je dugačak alfanumerički kod pa se može dogoditi da ga ne unesete ispravno, provjerite razliku između nule (0) i slova O. Nakon što unesete ključ, vidjet ćete odgovor na zaslonu.</p>
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/>
<hr/>
<h2>Izbornik</h2>
<p><b>povijest</b><br/>
Prikazuje u području odgovora sva korisnikova pitanja i prethodno ispunjene odgovore.
</p>
<p><b>poništi</b><br/>
Očistite područja pitanja i odgovora.
</p>
<p><b>parametri</b><br/>
Prvi izbor odnosi se na model, postoje dva modela:<br/>
gpt-4 i gpt-3.5-turbo<br/>
gpt-4 je najjači model, ali također niži i skuplji u usporedbi s gpt-3.5-turbo<br/>
gpt-3.5-turbo je brz, jeftiniji, ali je manje precizan od gpt-4<br/>
Modeli se brzo razvijaju stoga je bolje pogledati službene stranice<br/>
Potpuno objašnjenje modela na engleskom jeziku na: https://platform.openai.com/docs/models/overview<br/>
Objašnjenja o troškovima na engleskom jeziku nalaze se u istom dokumentu u odjeljku "Tokeni".<br/>
Ostali parametri dostupni su profesionalcima koji ih žele testirati. Koristite ih s oprezom jer je potrebno znati kako rade kako biste izbjegli smetnje. Nemojte ih koristiti ako niste sigurni kako to učiniti.<br/>
Potpuno objašnjenje parametara na engleskom jeziku na:<br/>
https://platform.openai.com/docs/api-reference/completions/create
</p>
<p><b>jezik</b><br/>
18 dostupnih jezika. Više na zahtjev.
</p>
<p><b>API ključ</b><br/>
Ovdje možete umetnuti svoj osobni API ključ. Pogledajte objašnjenja na vrhu ovog odjeljka za pomoć kako biste saznali kako dobiti svoj API ključ.<br/>
Stranica na kojoj se možete registrirati na:<br/>
https://openai.com/<br/>
Nakon prijave, nabavite API ključ na: https://platform.openai.com/<br/>
Kliknite naziv svog računa koji se obično nalazi u gornjem desnom kutu zaslona, odaberite "Prikaži API ključeve" i izradite svoj API ključ.
</p>
<p><b>pomoć</b><br/>
Ovaj ekran
</p>
<hr/>