From ccc670168ffb5e7a80311c41a2f016738644089d Mon Sep 17 00:00:00 2001 From: Ma Bingyao Date: Fri, 2 Dec 2016 22:30:30 +0800 Subject: [PATCH] Improved getRequestHeader --- dist/hprose.js | 2 +- dist/hprose.min.js | 2 +- dist/hprose.src.js | 2 +- example/hprose.js | 2 +- src/HttpClient.js | 2 +- test/hprose.js | 2 +- 6 files changed, 6 insertions(+), 6 deletions(-) diff --git a/dist/hprose.js b/dist/hprose.js index cbe34fe..2bab6c1 100644 --- a/dist/hprose.js +++ b/dist/hprose.js @@ -798,7 +798,7 @@ else{header[k]=[header[k],v];}} else{header[k]=v;}}}} return header;} function HttpClient(uri,functions,settings){if(this.constructor!==HttpClient){return new HttpClient(uri,functions,settings);} -Client.call(this,uri,functions,settings);var _header=createObject(null);var self=this;function getRequestHeader(headers){var header={};var name,value;for(name in _header){header[name]=_header[name];} +Client.call(this,uri,functions,settings);var _header=createObject(null);var self=this;function getRequestHeader(headers){var header=createObject(null);var name,value;for(name in _header){header[name]=_header[name];} if(headers){for(name in headers){value=headers[name];if(Array.isArray(value)){header[name]=value.join(', ');} else{header[name]=value;}}} return header;} diff --git a/dist/hprose.min.js b/dist/hprose.min.js index bf87a2f..eee67fd 100644 --- a/dist/hprose.min.js +++ b/dist/hprose.min.js @@ -1 +1 @@ -eval(function(n){"use strict";function r(n){var r=[];return r[n-1]=void 0,r}function u(n,r){return f(n[0]+r[0],n[1]+r[1])}function t(n,r){var u,t;return n[0]==r[0]&&n[1]==r[1]?0:(u=0>n[1],t=0>r[1],u&&!t?-1:!u&&t?1:a(n,r)[1]<0?-1:1)}function f(n,r){var u,t;for(r%=0x10000000000000000,n%=0x10000000000000000,u=r%un,t=Math.floor(n/un)*un,r=r-u+t,n=n-t+u;0>n;)n+=un,r-=un;for(;n>4294967295;)n-=un,r+=un;for(r%=0x10000000000000000;r>0x7fffffff00000000;)r-=0x10000000000000000;for(;-0x8000000000000000>r;)r+=0x10000000000000000;return[n,r]}function i(n){return 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")); \ No newline at end of file diff --git a/dist/hprose.src.js b/dist/hprose.src.js index 9ba9c74..29801dc 100644 --- a/dist/hprose.src.js +++ b/dist/hprose.src.js @@ -6510,7 +6510,7 @@ hprose.global = ( var self = this; function getRequestHeader(headers) { - var header = {}; + var header = createObject(null); var name, value; for (name in _header) { header[name] = _header[name]; diff --git a/example/hprose.js b/example/hprose.js index cbe34fe..2bab6c1 100644 --- a/example/hprose.js +++ b/example/hprose.js @@ -798,7 +798,7 @@ else{header[k]=[header[k],v];}} else{header[k]=v;}}}} return header;} function HttpClient(uri,functions,settings){if(this.constructor!==HttpClient){return new HttpClient(uri,functions,settings);} -Client.call(this,uri,functions,settings);var _header=createObject(null);var self=this;function getRequestHeader(headers){var header={};var name,value;for(name in _header){header[name]=_header[name];} +Client.call(this,uri,functions,settings);var _header=createObject(null);var self=this;function getRequestHeader(headers){var header=createObject(null);var name,value;for(name in _header){header[name]=_header[name];} if(headers){for(name in headers){value=headers[name];if(Array.isArray(value)){header[name]=value.join(', ');} else{header[name]=value;}}} return header;} diff --git a/src/HttpClient.js b/src/HttpClient.js index 6bd9298..397ae85 100644 --- a/src/HttpClient.js +++ b/src/HttpClient.js @@ -141,7 +141,7 @@ var self = this; function getRequestHeader(headers) { - var header = {}; + var header = createObject(null); var name, value; for (name in _header) { header[name] = _header[name]; diff --git a/test/hprose.js b/test/hprose.js index cbe34fe..2bab6c1 100644 --- a/test/hprose.js +++ b/test/hprose.js @@ -798,7 +798,7 @@ else{header[k]=[header[k],v];}} else{header[k]=v;}}}} return header;} function HttpClient(uri,functions,settings){if(this.constructor!==HttpClient){return new HttpClient(uri,functions,settings);} -Client.call(this,uri,functions,settings);var _header=createObject(null);var self=this;function getRequestHeader(headers){var header={};var name,value;for(name in _header){header[name]=_header[name];} +Client.call(this,uri,functions,settings);var _header=createObject(null);var self=this;function getRequestHeader(headers){var header=createObject(null);var name,value;for(name in _header){header[name]=_header[name];} if(headers){for(name in headers){value=headers[name];if(Array.isArray(value)){header[name]=value.join(', ');} else{header[name]=value;}}} return header;}