# Оформление текста

# 20 Мар 2015 14:43:43
Evgeniy

Горячие клавиши

 Теги Сочетание клавиш Описание [i][/i] Alt + i Курсив [b][/b] Alt + b Жирный [u][/u] Alt + ! Подчеркнутый [z][/z] Alt + ~ Зачеркнутый [sub][/sub] Alt + _ Нижний индекс [sup][/sup] Alt + ^ Верхний индекс [url=][/url] Alt + u Ссылка [h=2][/h] Alt + h Заголовок средний [h=3][/h] Alt + Shift + h Заголовок мелкий [align=c][/align] Alt + a Выравнивание по центру [align=j][/align] Alt + Shift + a Выравнивание по ширине [div][/div] Alt + d Блок [div=bq][/div] Alt + Shift + d Блок цитата [block][/block] Alt + f Автоблок [block=c][/block] Alt + Shift + f Автоблок с выравниванием по центру [box=s][/box] Alt + x Контейнер стягивающийся [box][/box] Alt + Shift + x Контейнер [cap=u][/cap] Alt + z Подпись снизу [cap=o][/cap] Alt + Shift + z Подпись сверху [list][/list] Alt + l Список ненумерованный [list=1][/list] Alt + Shift + l Список нумерованный [*] Alt + * Элемент списка [quote][/quote] Alt + q Цитата [table][/table] Alt + w Таблица [tr] Alt + r Строка таблицы [td] Alt + e Ячейка таблицы [img=] Alt + m Изображение [embed=] Alt + v Вставка видео или аудио [hidden][/hidden] Alt + h Скрытый [nobr][/nobr] Alt + n Запрет переносов строки [br] Alt + Enter Перевод строки [hr] Alt + g горизонтальная линия [pre][/pre] Alt + p Предформат [code][/code] Alt + c Код  Alt + t Выражение в TeX формате  Alt + $Выражение в TeX формате %% Alt + % Выражение в TeX формате $%% Alt + # Выражение в TeX формате — Alt + \ Тире   Tab Табуляция Формат и атрибуты псевдотегов Альтернативные варианты перечислены через '|'. Необязательные параметры отмечены знаком '?'. Возможные значения параметров w, h, color и др. см. внизу. [code=m? wsp? = nowrap|pre|preline|prewrap d? = 0-2 size? = font? = i? = b? = cp? = bg_color? = color? = ] text [/code] [pre=m?wsp? = nowrap|pre|preline|prewrapd? = 0-2 size? = font? = i? = b? =cp? =bg_color? = color? = ]text[/pre][isize? = font? = b?u?z?ov?cp?spbg_color? = color? = ]text[/i][bsize? = font? = i?u?z?ov?cp?spbg_color? = color? = ]text[/b][usize? = font? = i?b?z?ov?cp?spbg_color? = color? = ]text[/u][zsize? = font? = i?b?u?ov?cp?spbg_color? = color? = ]text[/z][hra? = l|c|rw? =h? = number(px|em)color? = ][color=size? = font? = i?b?u?z?ov?cp?spbg_color? =]text[/color][spani?b?u?z?ov?cp?sp?bg_color? = color? = ]text[/span][h=1|2|3inline?a? = cd? = 1-4w? = h? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = bg_color? = ta? = l|c|r|jsize? = font? = i?b?u?z?ov?cp?sp?bg_color? = color? = ]text[/h][align=l|c|r|j]text[/align][div=ind1|ind2|bl1|bl2|bq|qsour|enot|epi|sour|asourinline?nmb?a? = c|l|r|l_nmb|r_nmbd? = 1-4w? = h? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = bg_color? = ta? = l|c|r|jsize? = font? = i? b? cp?bg_color? = color? = ]text[/div][block=ind1|ind2|bl1|bl2|bq|qsour|enot|epi|sour|asourinline?nmb?a? = c|l|r|l_nmb|r_nmbd? = 1-4w? = h? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = ta? = l|c|r|jsize? = font? = i? b? cp? bg_color? = color? = ]text[/block][cap=u|ow? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = ta? = l|c|r|jsize? = font? = i? b? cp? bg_color? = color? = ]text[/cap][list=startd? = 1-4mark? = dec_z|latin|latin_u|roman|roman_u|greek|nonepdd_l? = size? = font? = i? b? cp? bg_color? = color? = ][*]item1[*]item2...[/list][listd? = 1-4mark? = circle|disc|square|nonepdd_l? = size? = font? = i? b? cp?bg_color? = color? = ][*]item1[*]item2...[/list][tablea? = c|l|r|l_nmb|r_nmbd? = 1-4w? = h? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = ta? = l|c|r|jsize? = font? = i? b? cp? bg_color? = color? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = va ? = t|m|b][trh? = size? = font? =bg_color? = color? = ][tdcs? = rs? = w? = ]text[td]...[tr][td]...[/table][quote={qname||urltext||url}inlined? = 1-4brd_color? = font? = size? = i? b? cp? bg_color? = color? = ]text[/quote][hidden={title}inlinevisibled? = 1-4w? = h? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = ta? = l|c|r|jsize? = font? = i? b? cp? bg_color? = color? = ]text[/quote][box=s?inline?a? = c|l|r|l_nmb|r_nmbd? = 1-4 w? = h? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = va ? = t|m|bta? = l|c|r|jsize? = font? = i? b? cp? bg_color? = color? = ]text[/box] [img=srcinline?nmb?nmw?a? = c|l|r|l_nmb|r_nmbd? = 1-4w? = max_w? =h? = target? = vi|nvialt? = mrg? = mrg_t? = mrg_r? = mrg_b? = mrg_l? = pdd? = pdd_t? = pdd_r? = pdd_b? = pdd_l? = brd? = brd_t? = brd_r? = brd_b? = brd_l? = brd_style? = brd_color? = bg_color? = va? =alt? = {text}title? = {text}][embed=srcaudio?inline?nmb?nmw?a? = c|l|r|l_nmb|r_nmbd? = 1-4w? = max_w? =h? = brd_color? = bg_color? = ][url=url name? = wordtarget? = s|b|vititle? = {text}][texw? =h,!h? =va,!va? =]formula[/tex] w, pdd_l, pdd_r, mrg_l, mrg_r = number(px|em|%) h, pdd_t, pdd-b, mrg_l, mrg_r = number(px|em) va = t|m|b|number(px|em) brd = number(px|em) size=m2|m1|p1|p2|number(px|em|%) font=tnr|arl|thm|crn|smb color= lgray| gray| dgray| black| maroon| brown| dred|| red| pink| orange| gold| yellow| olive| lime| lgreen| green| dgreen| teal| cyan| sky| azure| blue| dblue| navy| purple| violet| orchid| fuchsia| white | pgray | pred | yellow | lgreen | pcyan | psky | pblue | pviolet  *Имя: Заголовок: size size –3 –2 –1 +1 +2 +3 font tnr arl thm crn color color lgray gray dgray brown dred red pink orange gold yellow olive lime lgreen green dgreen teal cyan sky azure blue dblue navy purple violet orchid fuchsia span span i b u z ov cp sp h 1 2 3 4 align c l r j div div c bl1 bl2 ind1 ind2 bq qs epi block block c bl1 bl2 ind1 ind2 bq box box s cap o u list list =1 table table f symb symb nbsp [ ] { } | pre pre m code code m [tex-clear] [tex-help] [ted] formulas > Формат Стиль \text{} $\tstyle$ $\dstyle$ Шрифт $\mathit{}$ $\mathbf{}$ $\mathrm{}$ $\mathsf{}$ $\mathfrak{}$ $\mathbb{}$ $\mathcal{}$ $\mathscr{}$ Размер $\tiny Aa$ $\scriptsize Aa$ $\footnotesize Aa$ $\small Aa$ $\normalsize Aa$ $\large Aa$ $\Large Aa$ $\LARGE Aa$ $\huge Aa$ $\Huge Aa$ Цвет ${\color{Red} }$ ${\color{DarkRed} }$ ${\color{BrickRed} }$ ${\color{Magenta} }$ ${\color{VioletRed} }$ ${\color{Yellow} }$ ${\color{Orange} }$ ${\color{DarkOrange} }$ ${\color{Brown} }$ ${\color{Sepia} }$ ${\color{Green} }$ ${\color{DarkGreen} }$ ${\color{ForestGreen} }$ ${\color{Teal} }$ ${\color{Emerald} }$ ${\color{Blue} }$ ${\color{DarkBlue} }$ ${\color{RoyalBlue} }$ ${\color{BlueViolet} }$ ${\color{Purple} }$ ${\color{Gray} }$ ${\color{Plum} }$ ${\color{Cyan} }$ Квант., операц. $\forall$ $\exists$ $\exists!$ $\nexists$ $\lnot$ $\land$ $\lor$ $\cup$ $\cap$ $\sqcup$ $\sqcap$ $\setminus$ $\bigtriangleup$ $\uplus$ $\cdot$ $\circ$ $\times$ $\pm$ $\mp$ $\dotplus$ $\div$ $/$ $\neg$ $\wedge$ $\vee$ $\barwedge$ $\veebar$ $\curlywedge$ $\curlyvee$ $\textasciicircum$ $\oplus$ $\ominus$ $\otimes$ $\oslash$ $\odot$ $\circledcirc$ $\circledast$ Отношения $\in$ $\notin$ $\ni$ $\not\ni$ $\subset$ $\supset$ $\not\subset$ $\not\supset$ $\subseteq$ $\supseteq$ $\nsubseteq$ $\nsupseteq$ $\subsetneq$ $\supsetneq$ $\subsetneqq$ $\supsetneqq$ $\neq$ $\approx$ $\equiv$ $\not\equiv$ $\sim$ $\nsim$ $\cong$ $\ncong$ $\leqslant$ $\geqslant$ $\nleqslant$ $\ngeqslant$ $\le$ $\ge$ $\nleq$ $\ngeq$ $\nless$ $\ngtr$ $\lneq$ $\gneq$ $\lneqq$ $\gneqq$ $\ll$ $\gg$ $\prec$ $\succ$ $\nprec$ $\nsucc$ $\preceq$ $\succeq$ $\npreceq$ $\nsucceq$ $:=$ $\overset{\mathrm{def}}{=}$ $\triangleq$ $\models$ $\vdash$ $\dashv$ $\mid$ $\nmid$ $\mathop{\vdots}$ $\mathop{\not\vdots}$ $\parallel$ $\nparallel$ $\perp$ $\not\perp$ Буквы Греческие $\Gamma$ $\Delta$ $\Theta$ $\Lambda$ $\Xi$ $\Pi$ $\Sigma$ $\Upsilon$ $\Phi$ $\Psi$ $\Omega$ $\digamma$ $\alpha$ $\beta$ $\gamma$ $\delta$ $\epsilon$ $\varepsilon$ $\zeta$ $\eta$ $\theta$ $\vartheta$ $\iota$ $\kappa$ $\varkappa$ $\lambda$ $\mu$ $\nu$ $\xi$ $\pi$ $\varpi$ $\rho$ $\varrho$ $\sigma$ $\varsigma$ $\tau$ $\upsilon$ $\phi$ $\varphi$ $\chi$ $\psi$ $\omega$ Резные $\mathbb{A}$ $\mathbb{B}$ $\mathbb{C}$ $\mathbb{D}$ $\mathbb{E}$ $\mathbb{F}$ $\mathbb{G}$ $\mathbb{H}$ $\mathbb{I}$ $\mathbb{J}$ $\mathbb{K}$ $\mathbb{L}$ $\mathbb{M}$ $\mathbb{N}$ $\mathbb{O}$ $\mathbb{P}$ $\mathbb{Q}$ $\mathbb{R}$ $\mathbb{S}$ $\mathbb{T}$ $\mathbb{U}$ $\mathbb{V}$ $\mathbb{W}$ $\mathbb{X}$ $\mathbb{Y}$ $\mathbb{Z}$ Калиграф. $\mathcal{A}$ $\mathcal{B}$ $\mathcal{C}$ $\mathcal{D}$ $\mathcal{E}$ $\mathcal{F}$ $\mathcal{G}$ $\mathcal{H}$ $\mathcal{I}$ $\mathcal{J}$ $\mathcal{K}$ $\mathcal{L}$ $\mathcal{M}$ $\mathcal{N}$ $\mathcal{O}$ $\mathcal{P}$ $\mathcal{Q}$ $\mathcal{R}$ $\mathcal{S}$ $\mathcal{T}$ $\mathcal{U}$ $\mathcal{V}$ $\mathcal{W}$ $\mathcal{X}$ $\mathcal{Y}$ $\mathcal{Z}$ Рукописные. $\mathscr{A}$ $\mathscr{B}$ $\mathscr{C}$ $\mathscr{D}$ $\mathscr{E}$ $\mathscr{F}$ $\mathscr{G}$ $\mathscr{H}$ $\mathscr{I}$ $\mathscr{J}$ $\mathscr{K}$ $\mathscr{L}$ $\mathscr{M}$ $\mathscr{N}$ $\mathscr{O}$ $\mathscr{P}$ $\mathscr{Q}$ $\mathscr{R}$ $\mathscr{S}$ $\mathscr{T}$ $\mathscr{U}$ $\mathscr{V}$ $\mathscr{W}$ $\mathscr{X}$ $\mathscr{Y}$ $\mathscr{Z}$ Готические $\mathfrak{A}$ $\mathfrak{B}$ $\mathfrak{C}$ $\mathfrak{D}$ $\mathfrak{E}$ $\mathfrak{F}$ $\mathfrak{G}$ $\mathfrak{H}$ $\mathfrak{I}$ $\mathfrak{J}$ $\mathfrak{K}$ $\mathfrak{L}$ $\mathfrak{M}$ $\mathfrak{N}$ $\mathfrak{O}$ $\mathfrak{P}$ $\mathfrak{Q}$ $\mathfrak{R}$ $\mathfrak{S}$ $\mathfrak{T}$ $\mathfrak{U}$ $\mathfrak{V}$ $\mathfrak{W}$ $\mathfrak{X}$ $\mathfrak{Y}$ $\mathfrak{Z}$ $\mathfrak{a}$ $\mathfrak{b}$ $\mathfrak{c}$ $\mathfrak{d}$ $\mathfrak{e}$ $\mathfrak{f}$ $\mathfrak{g}$ $\mathfrak{h}$ $\mathfrak{i}$ $\mathfrak{j}$ $\mathfrak{k}$ $\mathfrak{l}$ $\mathfrak{m}$ $\mathfrak{n}$ $\mathfrak{o}$ $\mathfrak{p}$ $\mathfrak{q}$ $\mathfrak{r}$ $\mathfrak{s}$ $\mathfrak{t}$ $\mathfrak{u}$ $\mathfrak{v}$ $\mathfrak{w}$ $\mathfrak{x}$ $\mathfrak{y}$ $\mathfrak{z}$ Значки $\varnothing$ $\infty$ $\partial$ $\aleph$ $\mathfrak{c}$ $\ell$ $\hbar$ $\O$ $\bot$ $\top$ $\angle$ $\measuredangle$ $\sphericalangle$ $\frown$ $\smile$ $\vartriangle$ $\triangledown$ $\blacktriangle$ $\blacktriangledown$ $\triangleleft$ $\triangleright$ $\blacktriangleleft$ $\blacktriangleright$ $\triangle$ $\square$ $\blacksquare$ $\bigcirc$ $\star$ $\bigstar$ $\bullet$ $\diamond$ $\textasciicircum$ $\therefore$ $\because$ $\&$ $\%$ $\S$ $\P$ $\backslash$ Пробелы, разд. $\!$  $\,$ $\;$ $\$ $\quad$ $\qquad$ $\cdot$ $\dots$ $\cdots$ $\ddots$ $\vdots$ $\colon$ $\mid$ \phantom{} \mathstrut{} Стрелки $\to$ $\mapsto$ $\rightarrow$ $\leftarrow$ $\leftrightarrow$ $\nrightarrow$ $\nleftarrow$ $\nleftrightarrow$ $\Rightarrow$ $\Leftarrow$ $\Leftrightarrow$ $\nRightarrow$ $\nLeftarrow$ $\nLeftrightarrow$ $\Uparrow$ $\Downarrow$ $\Updownarrow$ $\rightrightarrows$ $\longmapsto$ $\longrightarrow$ $\longleftarrow$ $\longleftrightarrow$ $\uparrow$ $\downarrow$ $\updownarrow$ $\Longrightarrow$ $\Longleftarrow$ $\Longleftrightarrow$ $\implies$ $\iff$ $\rightleftarrows$ $\nearrow$ $\swarrow$ $\nwarrow$ $\searrow$ $\circlearrowleft$ $\circlearrowright$ $\curvearrowleft$ $\curvearrowright$ $\xrightarrow[]{}$ $\xleftarrow[]{}$ Индексы, декор. $^{}$ $_{}$ $^{}_{}$ ${}^{}$ ${}_{}$ ${}^{}_{}$ $\leftidx{}{}{}$ $\ltrans{}$ $\vec{}$ $\bar{}$ $\tilde{}$ $\hat{}$ $\dot{}$ $\ddot{}$ $\dddot{}$ $^{\circ}$ $\overset{\circ}{}$ $\overset{\frown}{}$ $\overrightarrow{}$ $\overleftarrow{}$ $\overline{}$ $\underline{}$ $\widetilde{}$ $\widehat{}$ $\overbrace{}^{}$ $\underbrace{}_{}$ $\overset{}{}$ $\underset{}{}$ $\left. \right|_{}^{}$ $\left. \right|_{}$ $\not{}$ $\cancel{}$ $\bcancel{}$ $\xcancel{}$ Дроби, корни $\frac{}{}$ $\tfrac{}{}$ $\dfrac{}{}$ $\cfrac{}{}$ $\sqrt{}$ $\sqrt[n]{}$ $\binom{}{}$ $\tbinom{}{}$ Скобки $()$ $\{\}$ $[]$ $||$ $\|\|$ $\langle \rangle$ $\left( \right)$ $\left\{ \right\}$ $\left[ \right]$ $\left| \right|$ $\left\| \right\|$ $\left\langle \right\rangle$ $\left( \right.$ $\left. \right)$ $\left\{ \right.$ $\left. \right\}$ $\left[ \right.;$ $\left. \right]$ $\left| \right.;$ $\left. \right|$ Операторы Станд. функц. $\max_{}$ $\min_{}$ $\sup_{}$ $\inf_{}$ $\Pr_{}$ $\operatorname{sign}$ $\deg$ $\arg$ $\operatorname{\text{нод}}$ $\operatorname{\text{нок}}$ $\operatorname{Im}$ $\operatorname{Re}$ $\dim$ $\ker$ $\hom$ $\operatorname{diag}$ $\operatorname{rank}$ $\det$ $\operatorname{tr}$ $\operatorname{spec}$ $\mathsf{P}$ $\mathsf{M}$ $\mathsf{D}$ $\Im$ $\Re$ \operatorname{} Элем. функц. $\exp$ $\log_{}$ $\ln$ $\lg$ $\sin$ $\cos$ $\tg$ $\ctg$ $\arcsin$ $\arccos$ $\arctg$ $\arcctg$ $\sh$ $\ch$ $\th$ $\cth$ Индукт. опер. $\sum_{}^{}$ $\sum_{}$ $\sum$ $\prod_{}^{}$ $\prod_{}$ $\prod$ $\bigcup_{}^{}$ $\bigcup_{}$ $\bigcup$ $\bigcap_{}^{}$ $\bigcap_{}$ $\bigcap$ $\bigsqcup_{}^{}$ $\bigsqcup_{}$ $\bigsqcup$ $\biguplus_{}^{}$ $\biguplus_{}$ $\biguplus$ $\bigvee_{}^{}$ $\bigwedge_{}^{}$ $\bigoplus_{}^{}$ $\bigotimes_{}^{}$ $\bigodot_{}^{}$ Пределы $\lim_{n\to\infty}$ $\lim_{x\to }$ $lim_{}$ $\limsup_{n\to\infty}$ $\liminf_{n\to\infty}$ $\varlimsup_{n\to\infty}$ $\varliminf_{n\to\infty}$ $\to$ $\rightrightarrows$ $\infty$ Дифф. опер. $\mathrm{d}$ $\partial$ $\frac{\mathrm{d} }{\mathrm{d} x}$ $\frac{\partial }{\partial x}$ $\frac{\partial^2 }{\partial x^2}$ $\nabla$ $\Delta$ $\operatorname{grad}$ $\operatorname{div}$ $\operatorname{rot}$ Интегралы $\int$ $\int_{}^{}$ $\int\limits_{}^{}$ $\int_{}$ $\int\limits_{}$ $\oint$ $\oint_{}$ $\oint\limits_{}$ $\ointctrclockwise$ $\ointclockwise$ $\iint$ $\iint_{}$ $\iint\limits_{}$ $\oiint$ $\oiint_{}$ $\oiint\limits_{}$ $\varoiint$ $\sqiint$ $\iiint$ $\iiint_{}$ $\iiint\limits_{}$ $\dotsint$ $\dotsint_{}$ $\dotsint\limits_{}$ Сравнения $\equiv$ $\mod{}$ $\pmod{}$ $\pod{}$ Матрицы $\begin{matrix} & \\ & \end{matrix}$ $\begin{pmatrix} & \\ & \end{pmatrix}$ $\begin{vmatrix} & \\ & \end{vmatrix}$ $\begin{Vmatrix} & \\ & \end{Vmatrix}$ $\begin{bmatrix} & \\ & \end{bmatrix}$ $\begin{Bmatrix} & \\ & \end{Bmatrix}$ $\left\{\begin{matrix} & \\ & \end{matrix}\right.$ $\left[\begin{matrix} & \\ & \end{matrix}\right.$ $\left.\begin{matrix} & \\ & \end{matrix}\right\}$ $\left.\begin{matrix} & \\ & \end{matrix}\right|$ $\left(\begin{smallmatrix} & \\ & \end{smallmatrix}\right)$ Блоки $\begin{cases} & \text{if}\ \\ & \text{if}\ \end{cases}$ \begin{aligned} & \\ & \end{aligned} \begin{align} & \tag{} \\ & \tag{} \end{align} $\begin{tikzpicture} \end{tikzpicture}$ $\ce{}$ Преобразовать url в ссылки Преобразовать \$ в tex *Вычислите Отправляя данные, вы соглашаетесь с Правилами сайта.