// for our ide tweaking
  api 'gradle.plugin.org.jetbrains.gradle.plugin.idea-ext:gradle-idea-ext:0.7'
  // When upgrading forbidden apis, ensure dependency version is bumped in ThirdPartyPrecommitPlugin as well
  api 'de.thetaphi:forbiddenapis:3.1'
  api 'com.avast.gradle:gradle-docker-compose-plugin:0.14.0'
  api 'org.apache.maven:maven-model:3.6.2'
  api 'com.networknt:json-schema-validator:1.0.36'

{* ../../docs_src/metadata/tutorial002_py310.py hl[3] *}

OpenAPI şemasını tamamen kapatmak isterseniz `openapi_url=None` ayarlayabilirsiniz; bu, onu kullanan dokümantasyon arayüzlerini de devre dışı bırakır.

## Doküman URL'leri { #docs-urls }

Dahil gelen iki dokümantasyon arayüzünü yapılandırabilirsiniz:

* **Swagger UI**: `/docs` adresinden sunulur.

				// delete marker, if not add a new version for this delete
				// marker.
				if versioned {
					vr.VersionID = mustGetUUID()
				}
			}
		}
		// De-dup same object name to collect multiple versions for same object.
		v, ok := versionsMap[objects[i].ObjectName]
		if ok {
			v.Versions = append(v.Versions, vr)
		} else {
			v = FileInfoVersions{

			}
			policy, _ = c.iamGroupPolicyMap.Load(name)
			return policy.toSlice(), policy.UpdatedAt, nil
		}
		return nil, time.Time{}, nil
	}

	// returned policy could be empty, we use set to de-duplicate.
	var policies set.StringSet
	var updatedAt time.Time

	if store.getUsersSysType() == LDAPUsersSysType {
		// For LDAP policy mapping is part of STS users, we only need to lookup
		// those mappings.

ium\u000efastvps-server\u0005fbsbx\u000bfirebaseapp\u0010firewall-gateway\u0005fldrv\u000bforgeblocks\u000cframercanvas\nfreebox-os\u0009freeboxos\u0008freemyip\u0007from-ak\u0007from-al\u0007from-ar\u0007from-ca\u0007from-ct\u0007from-dc\u0007from-de\u0007from-fl\u0007from-ga\u0007from-hi\u0007from-ia\u0007from-id\u0007from-il\u0007from-in\u0007from-ks\u0007from-ky\u0007from-ma\u0007from-md\u0007from-mi\u0007from-mn\u0007from-mo\u0007from-ms\u0007from-mt\u0007from-nc\u0007from-nd\u0007from-ne\u...

          // keep-sorted start
          "1.fm",
          "a.b.c.1.2.3.ca.us",
          "a\u7f51\u7edcA.\u7f51\u7edc.Cn", // "a网络A.网络.Cn"
          "cnn.ca",
          "cool.co.uk",
          "cool.de",
          "cool.dk",
          "cool.es",
          "cool.nl",
          "cool.se",
          "cool\uFF61fr", // Alternate dot character
          "foo.bar.google.com",
          "google.Co.uK",

Pan, jyegerlehner, Karan Desai, Karel Van De Plassche, Kb Sriram,
KhabarlakKonstantin, Koan-Sin Tan, krivard, Kwotsin, Leandro Gracia Gil, Li
Chen, Liangliang He, Louie Helm, lspvic, Luiz Henrique Soares, LáSzló Csomor,
Mark Wong, Mathew Wicks, Matthew Rahtz, Maxwell Paul Brickner, Michael Hofmann,
Miguel Flores Ruiz De Eguino, MikeTam1021, Mortada Mehyar, Mycosynth, Namnamseo,

          // keep-sorted start
          "1.fm",
          "a.b.c.1.2.3.ca.us",
          "a\u7f51\u7edcA.\u7f51\u7edc.Cn", // "a网络A.网络.Cn"
          "cnn.ca",
          "cool.co.uk",
          "cool.de",
          "cool.dk",
          "cool.es",
          "cool.nl",
          "cool.se",
          "cool\uFF61fr", // Alternate dot character
          "foo.bar.google.com",
          "google.Co.uK",

errors.New("crypto/rsa: invalid prime") } if pN.Mul(qN, N).IsZero() != 1 { return errors.New("crypto/rsa: p * q != n") } // Check that de ≡ 1 mod p-1, and de ≡ 1 mod q-1. // // This implies that e is coprime to each p-1 as e has a multiplicative // inverse. Therefore e is coprime to lcm(p-1,q-1) = λ(N). // It also implies that a^de ≡ a mod p as a^(p-1) ≡ 1 mod p. Thus a^de ≡ a // mod n for all a coprime to n, as required. // // This checks dP, dQ, and e. pMinus1, err := bigmod.NewModulus(p.Nat().SubOne(p).Bytes(p))...

errors.New("crypto/rsa: invalid prime") } if pN.Mul(qN, N).IsZero() != 1 { return errors.New("crypto/rsa: p * q != n") } // Check that de ≡ 1 mod p-1, and de ≡ 1 mod q-1. // // This implies that e is coprime to each p-1 as e has a multiplicative // inverse. Therefore e is coprime to lcm(p-1,q-1) = λ(N). // It also implies that a^de ≡ a mod p as a^(p-1) ≡ 1 mod p. Thus a^de ≡ a // mod n for all a coprime to n, as required. // // This checks dP, dQ, and e. We don't check d because it is not actually //...