gt710 2g amd02402.9ghz 43g运存和4g运存 玩lol'中等特效能有多少帧

华硕HD7850-DC-1GD5-V2这个显卡玩LOL最高特效能有多少帧?_百度知道
华硕HD7850-DC-1GD5-V2这个显卡玩LOL最高特效能有多少帧?
可能还要直播,如果能凑合就好,不行请推荐另一款
提问者采纳
cpu是i3或amd750k,这样的配置lol最高特效能在80fps,a10,a8如果说电脑的内存4g或以上
提问者评价
我选的CPU是I3的谢谢你的回答
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lol的相关知识
其他3条回答
你太看得起LOL了
稳定60帧数完全没问题的
我跟小绿一起喜欢上了贴吧,直到有一天他都11级了,我才4级,就向小红讨教有没有什么秘籍。小黑憋了半天语重心长告诉我:”你每到一个帖子就粘贴这句话,十五天就到了11级”...我彻底恍然大悟!吧主再也不用担心我的经验了。我是路过的,我什么都不知道,不过我已经精秃了,假如你每天签到拿4经验,18级=75000天,如果从1岁开始签到,那100年=36500天,你差不多要活200年保持每天签到(谁知道200年后还有没有签到这玩意),如果你每天再水4经验,时间减半,但考虑现实,你不可能再活100年,取50年吧,你就要每天水16经验,可能你是个勤快的人,每天水32经验,那就需要25年!!!再如果你是个大水怪,每天水64经验,那就只要12.5年!!!还如果你个心急的人,每天水128经验,你只要6.25年!!!!假如你...
不同环境不一样的。
等待您来回答
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出门在外也不愁来自CSDN博客:springmvc 不解析EL表达式的解决办法
最后更新时间
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@Controller@RequestMapping(value=&/home&)public class HomeController {
@RequestMapping(value = &/index&)
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model.addAttribute(&msg&, &hello,springmvc&);
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来自CSDN博客:在EL中调用静态函数
最后更新时间
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&pre name=&code& class=&plain&&自定义EL函数 (其实调用普通类的静态方法)
作用:用EL也能使用java类中的函数!不用在jsp中再出现java代码!
第1步:创建你的类:
package com.
public class ELFunction {
public static
String toUpString (String str){
return str.toUpperCase();
a.创建tld文件:在WEB-INF目录下直接创建一个你的tld文件(用来包含所有类的方法)MyFunction.tld
b. 配置此tld文件:
&?xml version=&1.0& encoding=&UTF-8&?&
&pre name=&code& class=&plain&&&pre name=&code& class=&plain&&
&img src=&data:image/base64,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& alt=&& /&
来自CSDN博客:菜鸟的EL表达式的基本操作
最后更新时间
blog__8321654
&span style=&white-space:pre&&
&/span&session: ${sessionScope.u }
姓名:${seesionScope.st.name }
sessionScope范围可以省略:${st.name }
当省略时自动从pageScope,requestScope,SessionScope,ApplicationScope四个范围寻找,知道找到一个为止
&!-- 运算 --&
${1+1*4-8%9**4}
&!-- el关系运算符 --&
==,eq(等于) ${5==5} ${5 eq 5 }
!=,ne (不等于) ${5!=5} ${5 ne 5 }
&,lt (小于) ${5&3} ${5 lt 4 }
&,gt(大于) ${5&4} ${5 gt 6 }
&=,le(小于等于) ${5&=5} ${5 le 5 }
&!-- 数组结果 --&
String[] marry = { &nima&, &caodan&, &shit& };
session.setAttribute(&marry&, marry);
List list = new ArrayList();
list.add(&nima&);
list.add(&caodan&);
list.add(&fuck&);
session.setAttribute(&list&, list);
数组:${sessionScope.marry[2] }&br&
&!-- 集合结果 --&
集合:${list[1] }&br&
&!-- request getparamter --&
${param.id }
来自CSDN博客:Java web----EL函数库
最后更新时间
blog__1772368
&%@ page language=&java& import=&java.util.*& pageEncoding=&UTF-8&%&&%@page import=&com.cug.bean01.Person& %&&%@taglib prefix=&fn& uri=&/jsp/jstl/functions& %&&%String path = request.getContextPath();String basePath = request.getScheme()+&://&+request.getServerName()+&:&+request.getServerPort()+path+&/&;%&&!DOCTYPE HTML PUBLIC &-//W3C//DTD HTML 4.01 Transitional//EN&&&html&
&base href=&&%=basePath%&&&
&title&My JSP 'person.jsp' starting page&/title&
&meta http-equiv=&pragma& content=&no-cache&& &meta http-equiv=&cache-control& content=&no-cache&& &meta http-equiv=&expires& content=&0&&
&meta http-equiv=&keywords& content=&keyword1,keyword2,keyword3&& &meta http-equiv=&description& content=&This is my page&& &!-- &link rel=&stylesheet& type=&text/css& href=&styles.css&& --&
String[] strs = {&a&,&b&,&c&};
List list = new ArrayList();
list.add(&a&);
pageContext.setAttribute(&arr&, strs);
pageContext.setAttribute(&list&, list);
${fn:length(arr) }&br/&&!-- 3 --&
${fn:length(list) }&br/&&!-- 1 --&
${fn:toLowerCase(&Hello&) }&br/&&!-- hello --&
${fn:toUpperCase(&Hello&) }&br/&&!-- HELLO --&
${fn:contains(&abc&,&a&) }&br/&&!-- true --&
${fn:containsIgnoreCase(&abc&,&Ab&) }&br/&&!-- true --&
${fn:contains(arr,&a&) }&br/&&!-- true --&
${fn:containsIgnoreCase(list,&A&) }&br/&&!-- true --&
${fn:endsWith(&Hello.java&,&.java&) }&br/&&!-- true --&
${fn:startsWith(&Hello.java&,&Hell&) }&br/&&!-- true --&
${fn:indexOf(&hello-world&,&-&) }&br/&&!-- 5 --&
${fn:join(arr,&;&) }&br/&&!-- a;b;c --&
${fn:replace(&Hello-world&,&-&,&+&) }&br/&&!-- Hello+world --&
${fn:substring(&&,6,9) }&br/&&!-- 678 --&
${fn:substring(&&,5,-1) }&br/&&!-- 56789 --&
${fn:substringAfter(&hello-world&,&-&) }&br/&&!-- 56789 --&
${fn:substringBefore(&hello-world&,&-&) }&br/&&!-- 56789 --&
${fn:trim(
) }&br&&!-- hello --&
${fn:escapeXml(&&html&&/html&&) }&br/&&!-- &html&&/html& --&
&/body&&/html&
来自CSDN博客:JSP页面间传值el表达式
最后更新时间
blog__4011012
&span style=&font-size:24&&&a href=&a.jsp?name=Richard&&跳转至b.jsp&/a&&/span&
来自CSDN博客:表达式语言
最后更新时间
blog__5615355
&%@ page contentType=&text/html& pageEncoding=&GBK&%&&html&&head&&title&&/title&&/head&&body&&% pageContext.setAttribute(&info&,&page属性范围&) ; request.setAttribute(&info&,&request属性范围&) ; session.setAttribute(&info&,&session属性范围&) ; application.setAttribute(&info&,&application属性范围&) ;%&&h3&PAGE属性内容:${pageScope.info}&/h3&&h3&REQUEST属性内容:${requestScope.info}&/h3&&h3&SESSION属性内容:${sessionScope.info}&/h3&&h3&APPLICATION属性内容:${applicationScope.info}&/h3&&/body&&/html&
来自CSDN博客:【java读书笔记】JSTL,快速精通
最后更新时间
blog__3140100
&%@ taglib uri=&/jsp/jstl/core& prefix=&c&%&
来自CSDN博客:Struts2中EL表达式取值
最后更新时间
blog__2363257
&% ValueStack vs = (ValueStack)request.getAttribute(&struts.valueStack&);out.println(vs.getRoot());%&
来自CSDN博客:EL表达式
最后更新时间
blog__9229617
&span style=&font-size:18&&//我们在servlet中将数据写入到Request中, 然后转到我们的测试页面!&/span&
来自CSDN博客:struts2中的ognl表达式
最后更新时间
blog__5206733
//第一种方式:

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