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  1. okhttp-dnsoverhttps/README.md

    OkHttp DNS over HTTPS Implementation
    ====================================
    
    This module is an implementation of [DNS over HTTPS][1] using OkHttp.
    
    ### Download
    
    ```kotlin
    testImplementation("com.squareup.okhttp3:okhttp-dnsoverhttps:4.12.0")
    ```
    
    ### Usage
    
    ```
      val appCache = Cache(File("cacheDir", "okhttpcache"), 10 * 1024 * 1024)
      val bootstrapClient = OkHttpClient.Builder().cache(appCache).build()
    
    Plain Text
    - Registered: Fri May 03 11:42:14 GMT 2024
    - Last Modified: Sun Dec 17 15:34:10 GMT 2023
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  2. README.md

    ## Resources
    
    *   [TensorFlow.org](https://www.tensorflow.org)
    *   [TensorFlow Tutorials](https://www.tensorflow.org/tutorials/)
    *   [TensorFlow Official Models](https://github.com/tensorflow/models/tree/master/official)
    *   [TensorFlow Examples](https://github.com/tensorflow/examples)
    *   [TensorFlow Codelabs](https://codelabs.developers.google.com/?cat=TensorFlow)
    Plain Text
    - Registered: Tue May 07 12:40:20 GMT 2024
    - Last Modified: Thu Oct 05 15:00:10 GMT 2023
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  3. mockwebserver-junit4/README.md

    MockWebServer for JUnit 4
    =========================
    
    This module integrates mockwebserver3.MockWebServer with JUnit 4.
    
    To use, first add this library as a test dependency:
    
    ```
    testImplementation("com.squareup.okhttp3:mockwebserver3-junit4:4.12.0")
    ```
    
    Then in tests annotated `@org.junit.Test`, you may declare a field with the `@Rule` annotation:
    
    ```
    @Rule public final MockWebServerRule serverRule = new MockWebServerRule();
    ```
    
    Plain Text
    - Registered: Fri May 03 11:42:14 GMT 2024
    - Last Modified: Sun Dec 17 15:34:10 GMT 2023
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  4. docs/tls/README.md

    Use the following command to generate a private key with RSA:
    
    ```sh
    openssl genrsa -out private.key 2048
    ```
    
    A response similar to this one should be displayed:
    
    ```
    Generating RSA private key, 2048 bit long modulus
    ............................................+++
    ...........+++
    e is 65537 (0x10001)
    ```
    
    Alternatively, use the following command to generate a private RSA key protected by a password:
    
    ```sh
    Plain Text
    - Registered: Sun May 05 19:28:20 GMT 2024
    - Last Modified: Thu Sep 29 04:28:45 GMT 2022
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