谁能帮我查询一下这台iphone什么时候出新款 X的信息,序列号为:F17VJH9MJCLJ

百度搜狗360神马必应国搜
&&&&&&&&&&&&&&&&&
黄金位招租
请输入正确的域名:
&!DOCTYPE html PUBLIC &-//W3C//DTD XHTML 1.0 Transitional//EN& &http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd&&
&html xmlns=&http://www.w3.org/1999/xhtml& &
&title&郧西教育信息网&/title&
&script language=&javascript& src=&js/function.js& type=&text/javascript&&&/script&
&script type=&text/javascript& src=&js/sz_div_wz.js&&&/script&
&script type=&text/javascript& src=&js/ppt.js&&&/script&
&script language=&Javascript& type=&text/Javascript& src=&js/default.js&&&/script&
&meta content=&text/ charset=gb2312& http-equiv=&Content-Type&/&
&link href=&css/main.css& rel=&stylesheet& type=&text/css&/&
&meta name=&Microsoft Border& content=&none, default&/&
&script type =&text/javascript& &
//window.open(&http://222.42.44.215:800/web/FFTD002.aspx&);
&body style=' text-align:' &
&form name=&zt& method=&post& action=&default.aspx& id=&zt& accept=&&&
&input type=&hidden& name=&__VIEWSTATE& id=&__VIEWSTATE& value=&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& /&
&input type=&hidden& name=&h_yhxx& id=&h_yhxx& /&
&input type=&hidden& name=&h_yhid& id=&h_yhid& value=&0& /&
&input type=&hidden& name=&h_yhbh& id=&h_yhbh& /&
&input type=&hidden& name=&h_yhxm& id=&h_yhxm& /&
&input type=&hidden& name=&h_yhjbid& id=&h_yhjbid& value=&0& /&
&input type=&hidden& name=&h_yhlxid& id=&h_yhlxid& value=&0& /&
&input type=&hidden& name=&h_top& id=&h_top& value=&wzgl/upload//317055.jpg|wzgl/upload//527055.jpg|wzgl/upload//175795.jpg|wzgl/upload//065334.jpg|wzgl/upload//275334.jpg& /&
&input type=&hidden& name=&h_dz& id=&h_dz& value=&wzgl/xswz.aspx?wzid=82278^lmid=2|wzgl/xswz.aspx?wzid=80546^lmid=2|wzgl/xswz.aspx?wzid=80012^lmid=2|wzgl/xswz.aspx?wzid=79935^lmid=2|wzgl/xswz.aspx?wzid=79946^lmid=2& /&
&input type=&hidden& name=&h_topbt& id=&h_topbt& value=&郧西县“迎元旦”暨第十五届中学生运动会开幕式|全市学生营养改善现场会在郧西召开|市政府教育督导室督导郧西县义务教育均衡发展“迎国检”工作|郧西县2017年教学工作总结会在店子镇召开|郧西县中小学德育工作会在上津中学召开& /&
&div style=&width:990&&
&!--全部内容开始--&
&!--顶部代码--&
&div style=&margin:0background-color:#&&
&div style=&width:990height:245 overflow: margin-left:0 &&
&TITLE&郧西教育信息网&/TITLE&
&META content=&text/ charset=gb2312& http-equiv=Content-Type&
&script language=Javascript&
//下面的代码取得日期
var D=new Date();
//var yy=D.getYear();
var yy=D.getFullYear();
var mm=D.getMonth()+1;
var dd=D.getDate();
var ww=D.getDay();
if (ww==0) ww=&&font color=RED&星期日&/font&&;
if (ww==1) ww=&星期一&;
if (ww==2) ww=&星期二&;
if (ww==3) ww=&星期三&;
if (ww==4) ww=&星期四&;
if (ww==5) ww=&星期五&;
if (ww==6) ww=&&font color=RED&星期六&/font&&;
var ss=parseInt(D.getTime() / 1000);
if (yy&100) yy=&19&+
bsDate=yy+&年&+mm+&月&;
bsDate2=dd+&日&;
/*****************************************************************************
个人偏好设定
*****************************************************************************/
var conWeekend = 3;
// 星期六颜色显示: 1=黑色, 2=绿色, 3=红色, 4=隔周休
/*****************************************************************************
*****************************************************************************/
var lunarInfo=new Array(
0x04bd8,0x04ae0,0x0a570,0x054d5,0x0d260,0x0d950,0xa0,0x09ad0,0x055d2,
0x04ae0,0x0a5b6,0x0a4d0,0x0d250,0x1d255,0x0b540,0x0d6a0,0x0ada2,0x095b0,0x14977,
0xa4b0,0x0b4b5,0x06a50,0x06d40,0x1ab54,0x02b60,0xf2,0x04970,
0xd4a0,0x0ea50,0x06e95,0x05ad0,0x02b60,0x186e3,0x092e0,0x1c8d7,0x0c950,
0x0d4a0,0x1d8a6,0x0b550,0x056a0,0x1a5b4,0x025d0,0x092d0,0x0d2b2,0x0a950,0x0b557,
0x06ca0,0x0b550,0xda0,0x0a5d0,0xb0,0x0a9a8,0x0e950,0x06aa0,
0x0aea6,0x0ab50,0x04b60,0x0aae4,0x0a570,0xf263,0x0d950,0x05b57,0x056a0,
0x096d0,0x04dd5,0x04ad0,0x0a4d0,0x0d4d4,0x0d250,0x0d558,0x0b540,0x0b5a0,0x195a6,
0x095b0,0x049b0,0x0a974,0x0a4b0,0x0b27a,0x06a50,0x06d40,0x0af46,0x0ab60,0x09570,
0x04af5,0xb0,0x074a3,0x0ea50,0x06b58,0x055c0,0x0ab60,0x096d5,0x092e0,
0x0c960,0x0d954,0x0d4a0,0x0da50,0xa0,0x0abb7,0x025d0,0x092d0,0x0cab5,
0x0a950,0x0b4a0,0x0baa4,0x0ad50,0x055d9,0x04ba0,0x0a5b0,0xb0,0x0a930,
0xaa0,0x0ad50,0x05b52,0x04b60,0x0a6e6,0x0a4e0,0x0d260,0x0ea65,0x0d530,
0x05aa0,0x076a3,0x096d0,0x04bd7,0x04ad0,0x0a4d0,0x1d0b6,0x0d250,0x0d520,0x0dd45,
0x0b5a0,0x056d0,0x055b2,0x049b0,0x0a577,0x0a4b0,0x0aa50,0x1b255,0x06d20,0x0ada0,
var solarMonth=new Array(31,28,31,30,31,30,31,31,30,31,30,31);
var Gan=new Array(&甲&,&乙&,&丙&,&丁&,&戊&,&己&,&庚&,&辛&,&壬&,&癸&);
var Zhi=new Array(&子&,&丑&,&寅&,&卯&,&辰&,&巳&,&午&,&未&,&申&,&酉&,&戌&,&亥&);
var Animals=new Array(&鼠&,&牛&,&虎&,&兔&,&龙&,&蛇&,&马&,&羊&,&猴&,&鸡&,&狗&,&猪&);
var solarTerm = new Array(&小寒&,&大寒&,&立春&,&雨水&,&惊蛰&,&春分&,&清明&,&谷雨&,&立夏&,&小满&,&芒种&,&夏至&,&小暑&,&大暑&,&立秋&,&处暑&,&白露&,&秋分&,&寒露&,&霜降&,&立冬&,&小雪&,&大雪&,&冬至&);
var sTermInfo = new Array(0,,,867,149,072,343,563,350,447,795,532,504758);
var nStr1 = new Array('日','一','二','三','四','五','六','七','八','九','十','十一','十二');
var nStr2 = new Array('初','十','廿','卅','□');
var monthname = new Array(&JAN&,&FEB&,&MAR&,&APR&,&MAY&,&JUN&,&JUL&,&AUG&,&SEP&,&OCT&,&NOV&,&DEC&);
var sFtv = new Array(
&0101*元旦&,
&0214 情人节&,
&0308 妇女节&,
&0501 劳动节&,
&0504 青年节&,
&0601 儿童节&,
&0701 建党节 香港回归纪念&,
&0801 建军节&,
&1001*国庆节&)
//农历节日 *表示放假日
var lFtv = new Array(
&0101*春节&,
&0115 元宵节&,
&0505 端午节&,
&0815 中秋节&,
&0909 重阳节&,
&1224 小年&,
&0100*除夕&)
//某月的第几个星期几。 5,6,7,8 表示到数第 1,2,3,4 个星期几
var wFtv = new Array(
&0520 母亲节 Mother's Day&,
&0630 父亲节 Father's Day&,
&1144 感恩节 Thanksgiving Day&);
/*****************************************************************************
*****************************************************************************/
//====================================== 传回农历 y年的总天数
function lYearDays(y) {
var i, sum = 348;
for(i=0x8000; i&0x8; i&&=1) sum += (lunarInfo[y-1900] & i)? 1: 0;
return(sum+leapDays(y));
//====================================== 传回农历 y年闰月的天数
function leapDays(y) {
if(leapMonth(y))
return((lunarInfo[y-1900] & 0x10000)? 30: 29);
else return(0);
//====================================== 传回农历 y年闰哪个月 1-12 , 没闰传回 0
function leapMonth(y) {
return(lunarInfo[y-1900] & 0xf);
//====================================== 传回农历 y年m月的总天数
function monthDays(y,m) {
return( (lunarInfo[y-1900] & (0x10000&&m))? 30: 29 );
//====================================== 算出农历, 传入日期物件, 传回农历日期物件
该物件属性有 .year .month .day .isLeap
function Lunar(objDate) {
var i, leap=0, temp=0;
var offset
= (Date.UTC(objDate.getFullYear(),objDate.getMonth(),objDate.getDate()) - Date.UTC())/;
for(i=1900; i&2050 && offset&0; i++) { temp=lYearDays(i); offset-= }
if(offset&0) { offset+= i--; }
this.year =
leap = leapMonth(i); //闰哪个月
this.isLeap =
for(i=1; i&13 && offset&0; i++) {
if(leap&0 && i==(leap+1) && this.isLeap==false)
{ --i; this.isLeap = temp = leapDays(this.year); }
{ temp = monthDays(this.year, i); }
//解除闰月
if(this.isLeap==true && i==(leap+1)) this.isLeap =
if(offset==0 && leap&0 && i==leap+1)
if(this.isLeap)
{ this.isLeap = }
{ this.isLeap = --i; }
if(offset&0){ offset += --i; }
this.month =
this.day = offset + 1;
//==============================传回国历 y年某m+1月的天数
function solarDays(y,m) {
return(((y%4 == 0) && (y%100 != 0) || (y%400 == 0))? 29: 28);
return(solarMonth[m]);
//============================== 传入 offset 传回干支, 0=甲子
function cyclical(num) {
return(Gan[num%10]+Zhi[num%12]);
//====================== 中文日期
function cDay(d){
switch (d) {
s = '初十';
s = '二十';
s = '三十';
s = nStr2[Math.floor(d/10)];
s += nStr1[d%10];
return(s);
//====================== 中文月
function cMonth(d){
s= nStr1[d];
return(s);
function CAL(){
var nl=new Lunar(D);
if(mm&2) nlsj=cyclical(yy-);
else nlsj=cyclical(yy-1900+36);
nlsj=& 农历&+nl.year + &年(&+nlsj+')' +cMonth(nl.month) + &月& +(nl.isLeap?'(闫月)':'') + cDay(nl.day) + &日&;
//nlsj=D.getYear();
nlsj=nl.year + &年& + nl.month + &月& +nl.isLeap + nl.day + &日&;
//document.write(&&b&&span style='FONT-SIZE: 9color: #0000ff'&&+bsDate+bsDate2+bsWeek+nlsj+&&/b&&/span&&);
document.write(&&span style='FONT-SIZE: 9color: #000000'&&+bsDate+bsDate2+bsWeek+nlsj+&&/span&&);
function gbys(obj,zt) {
if (zt==0) {
obj.style.background=&#ffffff&;
obj.style.fontWeight=&bold&;
obj.style.color='red'
obj.style.background=&#85D2F9&;
obj.style.fontWeight=&&;
obj.style.color='#000000'
//在标签上滑动时改变背景
function ShowTabs(a,b,c,d){
if (d==1) {
for (i = 1; i &= i++) {
xh=(i&10)? '0'+i:i;
if (i == a) {
document.getElementById(&tit& + c + xh).className = &act&;
document.getElementById(&txt& + c + xh).style.display = &block&;
document.getElementById(&tit& + c + xh).className = &&;
//alert(xh);
document.getElementById(&txt& + c + xh).style.display = &none&;
for (i = 1; i &= i++) {
xh=(i&10)? '0'+i:i;
if (i == a) {
document.getElementById(&tit& + c + xh).className = &act&;
document.getElementById(&tit& + c + xh).className = &&;
&style type=&text/css&&
.s {width:60}
&link href=&../css/main.css& rel=&stylesheet& type=&text/css&/&
&div style=&text-align: &&
&div style=&width:990 text-align: &&
&!--第一层代码--&
style=&width:990&&
&!--第一层左侧代码--&
&table border=&0& width=&990px& &
&td style=&width:440 height: 16&&
&script language=javascript&CAL();&/script&
&td style=&width:540 text-align: height: 16&&
&a href=&/zgk/zkcj_cx.aspx&&中考成绩&/a& 请你留言 &script language=&Javascript&&
function bookmarkit(){window.external.addFavorite('http://www.yxi.e21.edu.cn','◆郧西教育信息网◆')}
if (document.all)document.write('&a href=&#& onClick=&bookmarkit()&&收藏本站&/a&')&/script& &a href=# onClick=&this.style.behavior='url(#default#homepage)';this.setHomePage
('http://www.yxi.e21.edu.cn');&&设为首页&/a& 
&span id=&top_b_yhts&&欢迎您的访问!&/span&
style=&width:990 background-color:#85D2F9;&&
&!--第二层代码--&
&img src=&../../total/aa.png& width=&990px& height=&180px& /&
&object classid = &clsid:D27CDB6E-AE6D-11cf-96B8-& codebase = &http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab #version=4,0,2,0& height = &180px& width = &990px& &
&param name = &movie& value = &../total/total.swf&/&
&param name = &quality& value = &high&/&
&param name = &wmode& value = &transparent&/&
&embed src = &../total/total.swf& quality = &high& pluginspage = &http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash & type = &application/x-shockwave-flash& wmode = &transparent& height = &180px& width = &990px&&
&/object &
&object id=&FlashID& classid=&clsid:d27cdb6e-ae6d-11cf-96b8-& codebase=&http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0& height=&180px& width=&990px&&
&param name=&quality& value=&high& /&
&param name=&wmode& value=&transparent& /&
&param name=&movie& value=&../total/total.swf& /&
&embed height=&180px& pluginspage=&http://www.macromedia.com/go/getflashplayer& quality=&high& src=&../total/total.swf& type=&application/x-shockwave-flash& width=&990px& wmode=&transparent&&&/embed&
&!--主体下面的代码--&
&div style=& width:990height:40 text-align: background-color:#85D2F9;&&
&a href=&/default.aspx& &&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&首 页&/span&&/a&
&!--&a href=&/zwgk/index.aspx& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&政务公开&/span&&/a&--&
&a href=&http://www.yunxi.gov.cn/bmxzdh/xzbm_52305/yxxjyj_52420/& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&政务公开&/span&&/a&
&a href=&http://222.42.44.215:1990/default.aspx& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&管理平台&/span&&/a&
&a href=&http://yxxjyky.com& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&教育科研&/span&&/a&
&a href=&http://222.42.44.215:1990/web/glxt/gzsgl/index.aspx& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&名师工作室&/span&&/a&
&a href=&/wzgl/xslmwz.aspx?lmid=103& target=&_blank&&&span style=&width:70& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&教育督导&/span&&/a&
&a href=&http://1s1k.eduyun.cn/portal/html/1s1k/index/1.html& target=&_blank& &&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&优课资源&/span&&/a&
&a href=&http://www.hbwt.com.cn/index.aspx& target=&_blank& &&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&教育网台&/span&&/a&
&a href=&http://www.eact.com.cn/& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&教师培训&/span&&/a&
&a href=&/wzgl/cxzy.aspx& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&创先争优&/span&&/a&
&a href=&/wzgl/yywz.aspx& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&语言文字&/span&&/a&
&a href=&/wzgl/xslmwz.aspx?lmid=67&sfxszlm=1& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&学生资助&/span&&/a&
&a href=&/wzgl/xslmwz.aspx?lmid=44&sfxszlm=1& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&招生考试&/span&&/a&
&a href=&http://www.xwjy.org/tresearch/wgindex.jsp?cid=00019&wgid=WG_185412& target=&_blank&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&课外活动&/span&&/a&
&a href=&/share/glxt.aspx&&&span class=&s& onmouseover=&gbys(this,0)& onmouseout=&gbys(this,1)&&管理入口&/span&&/a&
&/body&&/html&
&div style=&width:990 text-align:;&&
&a href=&sss.htm&&&img alt=&& src=&jc/qzlx_2017sd.gif& width=&990px& /&&/a&
&div style=&width:990 t

我要回帖

更多关于 iphone什么时候出新款 的文章

 

随机推荐