excel表格怎么设置每页都有表头

提问人:暴富。    发布日期:2022-09-23 11:40:52    浏览:894

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永远语り~光ノ歌~ 永远语り~El Ragna~

摸着石头过河    发表于 2022-09-23 12:05:11

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游民星空《红色警戒3》专区

《红色警戒3》伤害类型 数据表格

今天闲着无聊计算了星际2所有单位的DPS,因为是掐秒表计算所以肯定是有误差的,不过大方向是不会错的了呵呵。下面为大家展示(下表中所有单位均为初始值,没有经过任何攻防升级)。所有单位的DPS没有计算AOE伤害,只是对单体伤害。

人族单位DPS:

陆战队和掠夺者没有做打兴奋剂的测试。估计打了兴奋剂后DPS会翻倍吧?值得注意的是恶狼在升级火焰后对轻甲杀伤相当可观几乎是不升级的翻倍!坦克对不架对重甲的DPS也是可观,不容忽视。谁说雷神无用? DPS吓死人!

异形单位DPS:

令人意外的,腐化虫的DPS真的很低。后虫的DPS和一个中级单位差不多,是前期防守不错的单位。雷兽可以2秒杀掉一个陆战队,并且是AOE伤害!蟑螂的DPS是没有刺蛇高的,和狂暴狗差不多哦。

神族单位DPS:

不朽者的DPS对重甲相当恐怖,我们知道建筑物都是重甲的,不朽者拆建筑相当快。 3个不朽这10秒就基本能拆掉一个主厂!航母在升级小飞机速度后DPS也是非常可观的!追猎者龙骑没想像中DPS那么高! !

DPS排行榜:

雷神是冠军,恐怖的对地DPS。可以看到排行榜靠前的都是终极单位。值得注意的是中级单位中暗影圣堂,女妖的DPS非常可观。防御建筑物的DPS都不低。人类防空炮对重甲DPS高达40点!

相关内容请访问:星际争霸2专区

《星际争霸2》全单位DPS表格

《怪物猎人世界》每种武器的配装都是不尽相同的,找一个适合自己的配装才是通关游戏的根本,那么有没有一个简便好用的配装辅助型工具呢?为大家带来《怪物猎人世界》Excel简易配装器,希望可以解决大家的问题。

抽空用excel做了个简单的配装器,因为目前才HR55,防具、珠子、护石可能会不全,请轻喷。

使用方法

在蓝色单元格的下拉菜单直接选就可以了,技能属性、等级会自动出来,目前技能等级上限还未补完,武器未整理,请自行根据武器的镶嵌孔选择珠子就好了

Excel配装器下载地址:点击进入

《怪物猎人世界》Excel简易配装器

《使命召唤15》中的武器多种多样,同种类武器下各把武器的使用体验也是不同的,下面小编为大家带来了《使命召唤15》武器数据一览表格,看看你喜欢的武器到底能排第几吧。

值得注意的是,喷火加野火射速达到了1484rpm,而vesper不过1200,可想而知多可怕了。

《使命召唤15》武器数据一览表格

《荒野大镖客2》中的狩猎玩法能够为玩家提供许多资源,但有许多玩家不知道一些物品的制作需要哪些狩猎材料。下面小编带来了《荒野大镖客2》狩猎指南表格分享,看完你就知道该怎么做啦。

自制一份狩猎指南,之后野外打到猎物就可以直接查到用途了。


点击进入

《荒野大镖客2》狩猎指南表格分享

天堂之路,(stars path )冷门但是画风美,也是一个剁手的游戏“幽灵记忆”不错。虽然是英文界面,但是玩起来不用看字幕也是一样通关超级兄弟剑与巫术el孤独漂泊时空幻境

inforbe    发表于 2022-09-23 13:55:16

永远语り~风ノ歌~  CV:堀江由衣永远语り~El Ragna~ CV:堀江由衣  水树奈奈ho酱和77的这两首,不清楚你是要拿一首,不过现在都没发售的

45gtft    发表于 2022-09-23 11:57:56

永远语り~风ノ歌~ 永远语り~El Ragna~(合唱)

热情。    发表于 2022-09-23 11:57:56

duel [du·el || 'djuːəl] n. 决斗, 斗争 v. 决斗

淘淘    发表于 2022-09-23 11:59:31

LOS ENANITOS VERDES 来自阿根廷Mendoza的摇滚乐队"Los Enanitos Verdes" (The Green Dwarves) Los Enanitos Verdes于1984年发行首张同名专辑"Los Enanitos Verdes",乐队原有成员四人,已于1990年解散。    经过两年的休息,在1992年,原乐队成员Marciano Cantero (lead singer), Daniel Piccolo (drummer) and Felipe Staiti (guitar)决定重新回到Los Enanitos Verdes。  即使走过二十几个年头,EV在拉美地区一直反响强烈,享有盛誉。  2006年,EV发行了第十五张专辑Pescado original,也使更多亚洲乐迷开始爱上这只阿根廷摇滚乐队。   乐队现有成员: Daniel Piccolo: 鼓手 Felipe Staiti: 吉他 Marciano Cantero: 主唱 历年专辑列表: Los Enanitos Verdes, 1984 Contrarreloj, 1986 Habitaciones Extrañas, 1987 Carrousel, 1988 Había una vez, 1989 Igual que Ayer, 1992 Big Bang, 1994 20 grandes éxitos, 1995 Guerra Gaucha, 1996 Planetario, 1997 Tracción Acústica, 1998 Néctar, 1999 Amores lejanos, 2002 En vivo, 2004 Pescado original, 2006 下面是一点西班牙语的简介,偶西语不好,翻译不来:) Esta banda mendocina tiene origen como trío en 1979。     Con el éxito obtenido en sus presentaciones en Cuyo, la agrupación viaja a Buenos Aires para grabar un demo, que nunca fue editado。     Pese a este fracaso continuan realizando shows, tanto en Mendoza como en la Capital。   En 1984 se incorporan dos nuevos integrantes: Sergio Embroni (guitarra y voz) y Tito Dávila (teclados)。     Como quinteto editan el primer disco ("Los Enanitos Verdes")。 Para la segunda placa ("Contrareloj", 1986) cuentan con la producción artística de Andrés Calamaro。     En 1988 son protagonistas de una de las giras más extensas realizadas por un grupo argentino。   En seis meses se presentan en 31 oportunidades, entre las cuales se destacan: Viña del Mar (50。    000 espectadores), Mendoza (35。000) y Santiago de Chile (32。000), impulsados por su hit "La muralla"。   En noviembre de 1994 se presentan ante 10。  000 personas, en un concierto gratuito en los parques de ATC。   Al año siguiente, realizaron una exitosa gira por el interior para presentar "Big Bang" (1994) y reforzaron su arrollador éxito en América Latina con un tour extenso que culminó en México。     "Tracción acústica" fue un disco para el sello Polygram USA, hecho que los convirtió en el primer grupo argentino en fichar para una compañía norteamericana。     El álbum "Pescado original" se grabó en California durante los meses de enero y febrero de 2006。   El disco incluye catorce temas, una producción con un sonido más denso y letras con mayor contenido social。     La grabación la realizaron como trío y luego algunos invitados aportaron lo suyo, como el percusionista Luis Conte y el tecladista Jon Gilutin。     Los tracks destacados son "Mariposas", "Me permití soñar" (junto a Julieta Venegas) y "Sola" (junto a Coti Sorokin)。   Lo presentaron en una extensa gira continental, en la cual también celebraron sus 25 años de carrera。    。

小草    发表于 2022-09-23 11:59:50

理论物理的前沿E一Fractal logic space 从单一光子研究出发,看看原文吧

timeMenger-Urysohn dimension

The Menger-Urysohn dimension is a generalized topological dimension of topological spaces, arrived at by mathematical induction. It is based on the observation that, in n-dimensional Euclidean space Rn, (n−1)-dimensional spheres (that is, the boundaries of n-dimensional balls) have dimension n−1. Therefore it should be possible to define the dimension of a space inductively in terms of the dimensions of the boundaries of suitable open sets.

Hausdorff dimension

The Hausdorff dimension generalizes the notion of dimension to irregular sets such as fractals. For example, a Cantor set has a Hausdorff dimension of ln2/ln3, the ratio of the logarithm to the base 2 of the parts remaining to the whole after each iteration.

Fractal

A fractal is a mathematical set that typically displays self-similar patterns, and has fractional dimensions instead of the usual integer, 1, 2, 3, or 4. Geometric examples are branching trees, blood vessels, frond leaves etc.

Chaos theory

The study of dynamical systems with locally unpredictable behaviour that is highly sensitive to initial conditions, but are nevertheless globally determined, such that the trajectories are confined within a region of phase space called ‘strange attractors’.

Transfinite

A term coined by Cantor; it means beyond finite, but not necessarily the absolute infinite.

E infinity fractal spacetime looks and feels 4-dimensional

The idea that spacetime is fractal originated with Canadian mathematician Garnet Ord [4] who coined the term ‘fractal spacetime’, using a model in which particles are confined to move on fractal trajectories.Independently, French astrophysicist Laurent Nottale proposed a scale-relativity theory of fractal spacetime [5]. As Ord reminds us [4], American quantum physicist Richard Feynman (1918-1988) had already pointed out [6] that the paths of quantum mechanical particles look more like non-differentiable curves than straight lines when examined on a fine scale.

It is Egyptian-born Mohamed El Naschie, however, who has taken us furthest towards a coherent theory of physical reality that is also closest to our intuitive notion of organic spacetime. For precisely the same reasons, perhaps, El Naschie has attracted admiration and antagonism in equal measure.

As an aside, the journal Nature initiated a smear campaign against El Naschie in 2008 with an article written by its German correspondent [7] that was filled with insinuations and innuendoes, if not outright lies.It accuses El Naschie of “self-publishing” papers of “poor quality” without proper peer review in a theoretical physics journal of which he has been editor-in-chief. In fact, El Naschie has had hundreds of papers published in other journals; and his prolific output continued throughout the subsequent four-year period during which he brought a libel case single-handedly against Nature. El Naschie turned down all attempts by Nature to settle out of court, until the court ruled against him in 2012. By this time, Nature had spent £5 million in legal fees to defend itself. Given Nature’s shameful record in libeling myself and other scientists over the hazards of genetic modification, I became all the more determined to find out about El Naschie’s work; and have been suitably rewarded as a result.

El Naschie trained and practiced as an engineer while indulging in his hobby of cosmology, and produced a startling new theory of spacetime, which soon took over his life entirely. E-infinity, as he calls it, is a fractal spacetime with infinite dimensions. Yet its Hausdorff (fractal dimension) is 4.236067977... In other words, at ordinary resolution, it looks and feels 4 dimensional (three of space and one of time), with the rest of the dimensions ‘compacted’ in the remaining 0.236067977… “fuzzy tail”[8].

Think of a four dimensional hypercube with further four dimensional hypercubes nested inside like Russian dolls [9]. In fact, the exact Hausdorff dimension is 4 + f3, where f = (√5-1)/2, the golden ratio.Particularly suggestive is that the dimension 4 + f3 show the following self-similar continued fraction (see Figure 1) which sums to precisely 4 + f3 at infinity:

The 4-dimensional hypercube is the Euclidean representation of the E-infinity universe. It is a challenge to represent E-infinity it in its proper non-Euclidean form.

吮硒坦鞋赞烷裔    发表于 2022-09-23 12:00:05

EL PSY CONGROO!!!


原弥    发表于 2022-09-23 12:02:14

El condor pasa 纯音乐!

西瓜西瓜    发表于 2022-09-23 12:02:33

pn gg.lplp?l) I'm/ympcbppp,)[酷拽]x/#el?

J chen    发表于 2022-09-23 12:05:54

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