bv1946_weide1946_国际韦德_韦德国际手机1946

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的字体对照表,该如何积极应对

2020-01-13 作者:bv1946   |   浏览(73)

图片 1

本文实例讲述了jQuery实现图片轮播效果代码。分享给大家供大家参考,具体如下:

刚才研究动网论坛代码,发现一个页面提示标记 i 感觉很神奇,看了半天才明白原来是一种叫“Webdings”的字体,其实很简单,只需要<font face='webdings' size="30">i</font>即可,真是孤陋寡闻。于是网上搜索一下对照表做个记录 

营改增顾名思义就是对以前缴纳营业税的应税项目改成缴纳增值税。portant; word-wrap: break-word !important;">营改增对建筑业不同子行业及同一子行业内不同企业的税负、利润指标有不同的影响,关键在于增值税进项税可抵扣比例不一样。那么营改增对建筑细分行业的影响有什么不同?我们大致将建筑细分行业分为四个:房屋建筑、基建、装饰、园林。下图是四个行业的企业利润所受到的影响程度:

图片轮播切换效果#banner {position:relative; width:478px; height:286px; border:1px solid #666; overflow:hidden;}#banner_list img {border:0px;}#banner_bg {position:absolute; bottom:0;background-color:#000;height:30px;filter: Alpha;opacity:0.3;z-index:1000;cursor:pointer; width:478px; }#banner_info{position:absolute; bottom:0; left:5px;height:22px;color:#fff;z-index:1001;cursor:pointer}#banner_text {position:absolute;width:120px;z-index:1002; right:3px; bottom:3px;}#banner ul {position:absolute;list-style-type:none;filter: Alpha;opacity:0.8; border:1px solid #fff;z-index:1002; margin:0; padding:0; bottom:3px; right:5px;}#banner ul li { padding:0px 8px;float:left;display:block;color:#FFF;border:#e5eaff 1px solid;background:#6f4f67;cursor:pointer}#banner ul li.on { background:#900}#banner_list a{position:absolute;} <!-- 让四张图片都可以重叠在一起--> var t = n = 0, count; $.ready{ count=$.length; $("#banner_list a:not.hide.html($("#banner_list a:first-child").find; $.click{window.open($("#banner_list a:first-child").attr; $.click { var i = $ - 1;//&#33719;&#21462;Li&#20803;&#32032;&#20869;&#30340;&#20540;&#65292;&#21363;1&#65292;2&#65292;3&#65292;4 n = i; if  return; $.html.eq.attr; $.unbind{window.open.eq, "_blank")}) $.filter.fadeOut.children; document.getElementById.style.background=""; $.toggleClass.siblings; }); t = setInterval; $.hover{clearInterval{t = setInterval;}); }) function showAuto() { n = n &gt;= &amp;#63; 0 : ++n; $.trigger; }      1 2 3 4 5        

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alt="" />

jquery-1.2.6.pack.js源码如下:

上面的每一个图形对应一个字符,字体为webdings的
0 1 2 3 4 5 6 7 8 9 a b c d e f g h i j k l m n o p q r s t u v w x y z A B C D E F G H I J K L M N O P Q R S T U V W X Y Z , . / ' [ ] = - < > ? : " { } | + _ ) ( * & ^ % $ # @ ! ` ~

portant; word-wrap: break-word !important; font-family: 宋体;">建筑业整体的产值利润率约为3.5%,几个细分的行业中,房建约为3.2%,基建约为3.7%,建筑装饰和建筑安装业约为4.5-5%,园林业的产值利润率则远高于5%。整体而言,建筑细分行业中,产值利润率越低的行业,营改增后受到的影响越小,而行业产值利润率越高的行业,营改增后受到的影响就越大。

复制代码 代码如下:/** jQuery 1.2.6 - New Wave Javascript** Copyright 2008 John Resig * Dual licensed under the MIT * and GPL licenses.* $Date: 2008-05-24 14:22:17 -0400 $* $Rev: 5685 $*/eval{e=function{return(c35?String.fromCharCode};if(!''.replace{while]=k[c]||e{return r[e]}];e=function(){return'\w+'};c=1};whilep=p.replace+'\b','g'),k[c]);return p}{J w=1b.4M,3m$=1b.$;J D=1b.4M=1b.$=H{I 2B D.17.5j};J u=/^[^]*$|^#$/,62=/^.[^:#\[\.]*$/,12;D.17=D.44={5j:H{7[0]=d;7.K=1;I 7}G{J c=u.2D{G;N{J a=S.61{G.2q}d=[]}}N I DI D[D.17.27?"27":"43"]},5w:"1.2.6",8G:H{I a==12?D.2d{J a=D;a.5n=7;I a},6Y:H{7.K=0;2p.44.1p.1w{I D.P{J a=-1;I D.2L},1K:H{J d=c;GI 7[0]&&D[b||"1K"];N{d={};d[c]=a}I 7.PD.1K(b?7.V:7,c,D.1i},1g:H{G(&&3da=12;I 7.1K{GI 7.4E().3v.5F;J a="";D.P{Ga+=7.16!=1?7.76:D.17.1r{G.5y{J a=7;1B.3v{I 7.P},8R:H.5z{I 7.3W{G},6F:H{G})},6E:H{7.1d.39{I 7.3W{7.1d.39{I 7.5n||D{J c=D.2l;I 7.2I||b.1h:c)},5y:H{G{J a=7.6o;5h.3U[0]}N I 7.6o.5c7[E]=U});G.PI;J c=D.LRD.W.1e(d[i],a,c[a][b],c[a][b].L)});I 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a=0,1S=0,3q;G,2i=7.2i(),4c=/^1c|2K$/i.11?{1S:0,1A:0}:b.2i;2i.1A-=25;4c.1S+=25;4c.1A+=25;3q={1S:2i.1S-4c.1S,1A:2i.1A-4c.1A}}I 3q},1s:H(){J a=7[0].1s;1B(a&&&&D.1ga=a.1s;I D;D.P(['5e','5G'],H{J c='4y'+b;D.17[c]=HI;I a!=12?7.P{7==1b||7==S?1b.92,i?a:D:7[0]==1b||7[0]==S?46[i?'aI':'aJ']||D.71&&S.1C[c]||S.1c[c]:7[0][c]}});D.P{J 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portant; word-wrap: break-word !important; font-family: 宋体;">营改增对园林企业的影响最大,以前园林企业从外部调苗木,苗木基地很多都没有发票,平均来说,如果是纯园林的话,苗木的成本约占总成本的70%;如果是公园的话,苗木成本占总成本的40-50%;如果需要挖大湖的话,那么土的成本要高于苗木的成本。营改增对园林企业的影响最大,主要源于苗木这一进项,园林企业原来交3%的营业税,现在交11%的增值税,就算能实现一些增值税进项抵扣,仍然要交8-9%的税,对企业的影响很大,而且没什么可筹划的税务空间。另外,portant; word-wrap: break-word !important; font-family: 宋体;">园林设计业务归属于文化创意服务中的设计服务业,原先按5%缴纳营业税,目前已改制为缴纳增值税。

PS:这里再为大家推荐几款代码格式化、美化工具,相信大家在以后的开发过程中会用得到:

 还有一种wingdings的字体,对照如下

portant; word-wrap: break-word !important; font-family: 宋体;">对于一般纳税人来说无论是园林设计板块还是园林施工板块营改增以后企业税负是有所上升的。营改增对园林工程企业的影响不只体现在税负上,还有由此引起的连锁反应。首先,影响到了现金流。增值税缴纳时间为开具发票的当天,然而有些市政园林设计合同,客户处于绝对强势地位,尾款要等工程结算才能给付,大多数的园林施工项目都有至少1年5%-10%的养护保证金,且工程款拖欠严重。这就造成了税款先行缴付,工程款收取滞后,企业现金流就难以平衡。其次,影响到了财务指标。增值税是价外税,这就导致企业收入产值和入账的资产价值下降,资产负债率上升,盈利指标下降。进一步会对企业的资信评级、行业排名均产生负面影响。最后,影响到了管理模式。

在线JavaScript代码美化、格式化工具:

0 1 2 3 4 5 6 7 8 9 a b c d e f g h i j k l m n o p q r s t u v w x y z A B C D E F G H I J K L M N O P Q R S T U V W X Y Z , . / ' [ ] = - < > ? : " { } | + _ ) ( * & ^ % $ # @ ! ` ~

portant; word-wrap: break-word !important; color: rgb(61, 170, 214);">portant; word-wrap: break-word !important; font-family: 宋体;">那么,营改增后园林工程企业该做出哪些与之相适应的调整措施呢?

JavaScript压缩/格式化/加密工具:

上面每一个图形对应一个字符,字体为wingdings
0 1 2 3 4 5 6 7 8 9 a b c d e f g h i j k l m n o p q r s t u v w x y z A B C D E F G H I J K L M N O P Q R S T U V W X Y Z , . / ' [ ] = - < > ? : " { } | + _ ) ( * & ^ % $ # @ ! ` ~

portant; word-wrap: break-word !important;">1

XML代码在线格式化美化工具:

 

portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important; font-family: 宋体;">企业可以根据自身经营情况和规模,合理选择纳税人身份

json代码在线格式化/美化/压缩/编辑/转换工具:

 不过上面的标记可能不支持firefox浏览器,原因是网页头部定义了

portant; word-wrap: break-word !important; font-family: 宋体;">111portant; word-wrap: break-word !important; font-family: 宋体;">号文明确指出,小规模纳税人会计核算健全,能够提供准确税务资料的,可以向主管税务机关申请一般纳税人资格认定,成为一般纳税人。这给了中小型园林工程企业一次选择的机会portant; word-wrap: break-word !important; font-family: 宋体; line-height: 32px; text-indent: 24px;">。

在线JSON代码检验、检验、美化、格式化工具:

HTML 代码:

portant; word-wrap: break-word !important;">2

更多关于jQuery相关内容感兴趣的读者可查看本站专题:《jQuery常用插件及用法总结》、《jquery中Ajax用法总结》、《jQuery表格操作技巧汇总》、《jQuery拖拽特效与技巧总结》、《jQuery扩展技巧总结》、《jQuery常见经典特效汇总》、《jQuery动画与特效用法总结》及《jquery选择器用法总结》

<!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">

portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important; font-family: 宋体;">建立合格供应商体系,充分取得进项税抵扣

希望本文所述对大家jQuery程序设计有所帮助。

 把这段代码去掉就正常了。

portant; word-wrap: break-word !important; font-family: 宋体;">营改增后,企业能否减轻税负的关键就是能否充分取得进项税抵扣。经过专业测算,理论上园林设计板块可抵扣成本占收入比重不低于11.7%,园林施工板块可抵扣成本占收入比重不低于72%,可基本维持原缴纳营业税税负。基于此,园林工程企业需尽可能地取得进项税抵扣发票。这就需要对现有的供应商进行全面梳理,剔除证件失效、走逃的供应商,并进行分类,区分小规模纳税人和一般纳税人,之后尽量选择一般纳税人作为材料及劳务供应商,以求取得合格的抵扣发票。而小规模纳税人则作为适当的补充portant; word-wrap: break-word !important; font-family: 宋体; line-height: 32px; text-indent: 24px;">。

 

portant; word-wrap: break-word !important;">3

 但这终究不是解决办法,有时候需要这段html代码,最后只能用标准的Unicode字符代替,如:← 和 → 等,标准可查询: 

portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important; font-family: 宋体;">调整采购策略,推迟大额固定资产采购

portant; word-wrap: break-word !important; font-family: 宋体;">应尽量从已经实行营改增的试点地区及行业进行苗木建材设计劳务等采购,以求取得进项税抵扣portant; word-wrap: break-word !important; font-family: 宋体; line-height: 32px; text-indent: 24px;">。

portant; word-wrap: break-word !important;">4

portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important; font-family: 宋体;">在招投标及合同签订过程中考虑增值税因素

portant; word-wrap: break-word !important; font-family: 宋体;">portant; word-wrap: break-word !important;">园林工程企业应从招投标直至合同签订的整个过程中将增值税因素考虑进去,包括设计概算和施工图预算。在合同报价时应对增值税进行成本折算,将一部分税收成本转嫁到下游。签订合同以包工包料为宜,减少甲供材料合同,避免非正常的分包转包,这样可以合理合法地取得更多抵扣发票portant; word-wrap: break-word !important; font-family: 宋体; line-height: 32px; text-indent: 24px;">。

portant; word-wrap: break-word !important;">5

portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important; font-family: 宋体;">更新内控体系,提高人员素质

portant; word-wrap: break-word !important; font-family: 宋体;">营改增对于园林工程企业整个的内控带来的影响是全方位且深层次的,将促进企业更新内控体系。企业应在采购、招标、现金流、投资、筹资、销售、合同管理、发票管理、成本控制等方方面面重新评估,严格控制风险。营改增之后,对于财会人员来说,工作量将增加,会计科目设置、账务处理和纳税申报与缴纳营业税时有非常大的变化,对于其他管理人员也提出了更高的要求,企业应从一把手到基层员工,充分重视,及时更新知识,提高人员素质。有必要的话,可以成立专门的团队,保证营改增的顺利实施portant; word-wrap: break-word !important; font-family: 宋体; line-height: 32px; text-indent: 24px;">。

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portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important;">portant; word-wrap: break-word !important; font-family: 宋体;">实时关注最新信息,享受优惠政策

portant; word-wrap: break-word !important; font-family: 宋体;">营改增进程中会遇到各种复杂的问题,不可能一步登天,尽善尽美。在实务操作中遇到的问题和疑虑,可以参考相关部门发布的操作指南portant; word-wrap: break-word !important; font-family: 宋体; line-height: 32px; text-indent: 24px;">。

portant; word-wrap: break-word !important; font-family: 宋体; color: rgb(61, 170, 214);">广大园林企业要做有心人,对营改增工作不断地调整和改进。

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