From 456827deba6041923c3728e789d17b839583ca40 Mon Sep 17 00:00:00 2001 From: github-actions-bot Date: Mon, 27 May 2024 18:39:10 +0000 Subject: [PATCH] Updates --- api/assets/search.js | 2 +- api/classes/global.tjs.PosixSocket.html | 24 ++++++++++++++++++++++-- 2 files changed, 23 insertions(+), 3 deletions(-) diff --git a/api/assets/search.js b/api/assets/search.js index 1d244f7a..3e31ca0d 100644 --- a/api/assets/search.js +++ b/api/assets/search.js @@ -1 +1 @@ -window.searchData = "data:application/octet-stream;base64,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"; \ No newline at end of file +window.searchData = "data:application/octet-stream;base64,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"; \ No newline at end of file diff --git a/api/classes/global.tjs.PosixSocket.html b/api/classes/global.tjs.PosixSocket.html index 1e3fdfea..4ea5cdf6 100644 --- a/api/classes/global.tjs.PosixSocket.html +++ b/api/classes/global.tjs.PosixSocket.html @@ -38,7 +38,9 @@

Constructors

Properties

-
@@ -84,6 +86,9 @@
protocol: Returns PosixSocket

Properties

+
+ +
fileno: number
info: {
    socket?: {
        domain: number;
        protocol: number;
        type: number;
    };
}
@@ -99,9 +104,12 @@
domainprotocol: number
  • type: number
  • +
    + +
    polling: boolean
    -
    defines: {
        AF_INET: number;
        AF_INET6: number;
        AF_NETLINK: number;
        AF_PACKET: number;
        SOCK_DGRAM: number;
        SOCK_RAW: number;
        SOCK_RDM: number;
        SOCK_SEQPACKET: number;
        SOCK_STREAM: number;
        SOL_NETLINK: number;
        SOL_PACKET: number;
        SOL_SOCKET: number;
        SO_BROADCAST: number;
        SO_BSDCOMPAT: number;
        SO_DEBUG: number;
        SO_DONTROUTE: number;
        SO_ERROR: number;
        SO_KEEPALIVE: number;
        SO_LINGER: number;
        SO_NO_CHECK: number;
        SO_OOBINLINE: number;
        SO_PRIORITY: number;
        SO_RCVBUF: number;
        SO_RCVBUFFORCE: number;
        SO_RCVTIMEO: number;
        SO_REUSEADDR: number;
        SO_REUSEPORT: number;
        SO_SNDBUF: number;
        SO_SNDBUFFORCE: number;
        SO_SNDTIMEO: number;
        SO_TYPE: number;
    }
    +
    defines: {
        AF_INET: number;
        AF_INET6: number;
        AF_NETLINK: number;
        AF_PACKET: number;
        IPPROTO_ICMP: number;
        IPPROTO_IP: number;
        IPPROTO_IPV6: number;
        IPPROTO_TCP: number;
        IPPROTO_UDP: number;
        SOCK_DGRAM: number;
        SOCK_RAW: number;
        SOCK_RDM: number;
        SOCK_SEQPACKET: number;
        SOCK_STREAM: number;
        SOL_NETLINK: number;
        SOL_PACKET: number;
        SOL_SOCKET: number;
        SO_BROADCAST: number;
        SO_BSDCOMPAT: number;
        SO_DEBUG: number;
        SO_DONTROUTE: number;
        SO_ERROR: number;
        SO_KEEPALIVE: number;
        SO_LINGER: number;
        SO_NO_CHECK: number;
        SO_OOBINLINE: number;
        SO_PRIORITY: number;
        SO_RCVBUF: number;
        SO_RCVBUFFORCE: number;
        SO_RCVTIMEO: number;
        SO_REUSEADDR: number;
        SO_REUSEPORT: number;
        SO_SNDBUF: number;
        SO_SNDBUFFORCE: number;
        SO_SNDTIMEO: number;
        SO_TYPE: number;
    }

    Type declaration

      @@ -114,6 +122,16 @@
      AF_NETLINK
      AF_PACKET: number
    • +
      IPPROTO_ICMP: number
    • +
    • +
      IPPROTO_IP: number
    • +
    • +
      IPPROTO_IPV6: number
    • +
    • +
      IPPROTO_TCP: number
    • +
    • +
      IPPROTO_UDP: number
    • +
    • SOCK_DGRAM: number
    • SOCK_RAW: number
    • @@ -533,7 +551,9 @@