User:Evon R'al/Sandbox

Template being worked on

Original:
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Class name ?

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Draft:
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≡ SHIP: INFORMATION

[[]]

RELATED UNI-WIKI REFERENCES

EVE Online Ships Overview

EXTERNAL LINKS

fittings 0 highs 0 launchers 0 turrets 0 mediums 0 lows drones & cargo No drone bay 0 m3 cargo defense 0 HP 0 0 0 0 0 HP 0 0 0 0 target & nav 0 km tgt. range 0 m sig. radius 0 m/s max. velocity

fittings	0 highs 0 launchers 0 turrets 0 mediums 0 lows
drones & cargo	No drone bay 0 m3 cargo
defense	0 HP 0 0 0 0
target & nav	0 km tgt. range 0 m sig. radius 0 m/s max. velocity

S H I P   B O N U S E S

{{{bonuses}}}

 

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Problem

Qvar dar'zanar problem

There is a problem here. Using either ' or ʹ. They appear to look the same but they are not. The ʹ is not on my keyboard and I have not found a alt code yet so I had to copy/paste it.

• User:Qvar dar'zanar - File:Qvar dar'zanar.jpg
• User:Qvar darʹzanar - File:Qvar darʹzanar.jpg

{{Ship}} problem

Does this, testtooltip text stay inline?

Does this, testtooltip text stay inline?

Basic:

Does this,

Redeemer

Redeemer Black Ops Armageddon Class High Amount of High Slots High Amount of Low Slots 8 (0/6) 4 7 17,000 MW 505 tf 117 m/sec 800 m³

stay inline?

Inside a div:

Does this, Redeemer

Redeemer Black Ops Armageddon Class High Amount of High Slots High Amount of Low Slots 8 (0/6) 4 7 17,000 MW 505 tf 117 m/sec 800 m³

stay inline?

Inside a table:

Does this, Redeemer

Redeemer Black Ops Armageddon Class High Amount of High Slots High Amount of Low Slots 8 (0/6) 4 7 17,000 MW 505 tf 117 m/sec 800 m³

stay inline?

Does this, Redeemer Redeemer Black Ops Armageddon Class High Amount of High Slots High Amount of Low Slots 8 (0/6) 4 7 17,000 MW 505 tf 117 m/sec 800 m³ stay inline?

Inside a span:

Does

this, Redeemer

Redeemer Black Ops Armageddon Class High Amount of High Slots High Amount of Low Slots 8 (0/6) 4 7 17,000 MW 505 tf 117 m/sec 800 m³

stay

inline?

Inside the Co template:

Does this, Redeemer

Redeemer Black Ops Armageddon Class High Amount of High Slots High Amount of Low Slots 8 (0/6) 4 7 17,000 MW 505 tf 117 m/sec 800 m³

stay inline?

Inside p:

Does this, Redeemer

Redeemer Black Ops Armageddon Class High Amount of High Slots High Amount of Low Slots 8 (0/6) 4 7 17,000 MW 505 tf 117 m/sec 800 m³

stay inline?

The {{Ship}} template does a transclusion of the ship page with a mode parameter. If the mode parameter is anything else then box, then {{ShipBoxTooltip}} is called. Which, in turn, calls {{Tooltip}}. {{Ship}} is also used when there are variations of a ship. It is used in the source of the parameter variations. Here the results appear to be correct (See e.g. Harpy)
When the sentence with the ship template is inside another element there is no problem. Hmm does not do so well inside <p>.

Test

test

Warp parser error

Original code

Failed to parse (unknown function "\begin{align}"): {\displaystyle \begin{align} v & = k * e^{jt}\\ d & = \int_{0}^{t}k*e^{j⋅dx}\,dx = \frac{k*e^{jt}}{j}\\ & = \frac{v}{j} \end{align} }

adapted code

$\begin{array}{rl}v& =k*e^{jt}\\ d& =\underset{0}{\overset{t}{\int }}k*e^{j\cdot dxdx=\frac{k*e^{jt}}{j}}\\ & =\frac{v}{j}\end{array}$

subst and not

date= {{#time: F Y}} - date= December 2025 (The present)
date= {{subst:#time: F Y}} - date= June 2021 (At time of saving the edit)

MessageBox inside Note box

While running this mission inside Minmatar Republic space.

Message when jumping back to the agents solar system

Hand over contraband?
Minmatar Republic has discovered the contraband which you are transporting. If you decline to hand it over, your ship will be destroyed. Do not be alarmed, while we are waiting for for your response, one of our number will target, warp scramble and stasis web you – for your safety ….

Handing over the slaves incurred a 60.000 ISK fine and -0.1 standing loss towards Minmatar Republic.

Surprisingly the slaves where still in the cargo hold when reporting back to the agent so the mission could be completed.

CSS testing

• Line one
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"Complicated" table

Ship class	Ship type	Base Range	Max Skills Range	Fuel per ly	Fuel bay (m3)	Fuel bay (units)
Capital	Dreadnought	3.5 ly	7 ly	3000 units	8 000	266 666
	Carrier				3 000	100 000
	FAX
Super Capital	Supercarrier	3.0 ly	6 ly	3000 units	5 000	166 666
	Titan				60 000	2 000 000
Jump Freighter	Anshar	5.0 ly	10 ly	9400 units	12 000	400 000
	Nomad			8200 units
	Ark			8800 units
	Rhea			10000 units
Black Ops Battleship		4.0 ly	8 ly	700 units	2 150	71 666
Capital Industrial Ship	Rorqual	5 ly	10 ly	4000 units	10 000	333 333

"Complicated" table reformatted and with some "fancy" CSS

Ship class	Ship type	Range (ly)		Fuel per ly (units)	Fuel bay
		Base	Max Skills		(m3)	(units)
Capital	Dreadnought	3.5	7	3 000	8 000	266 666
	Carrier				3 000	100 000
	FAX
Super Capital	Supercarrier	3.0	6	3 000	5 000	166 666
	Titan				60 000	2 000 000
Jump Freighter	Anshar	5.0	10	9 400	12 000	400 000
	Nomad			8 200
	Ark			8 800
	Rhea			10 000
Black Ops Battleship		4.0	8	700	2 150	71 666
Capital Industrial Ship	Rorqual	5	10	4 000	10 000	333 333

Math

• UniWiki:Editing commands visual guide#Math
• Wikipedia:MathML
• Wikipedia:Wikipedia:Manual_of_Style/Mathematics
• Wikipedia:Extension:SimpleMathJax
• Wikipedia:Help:Displaying a formula
• MathJax

MathML

<math xmlns="http://www.w3.org/1998/Math/MathML"> <mi>a</mi><msup><mi>x</mi><mn>2</mn></msup> <mo>+</mo> <mi>b</mi><mi>x</mi> <mo>+</mo> <mi>c</mi> <mo>=</mo> <mn>0</mn> </math>

$<mi>a</mi><msup><mi>x</mi><mn>2</mn></msup><mo>+</mo><mi>b</mi><mi>x</mi><mo>+</mo><mi>c</mi><mo>=</mo><mn>0</mn>$ Does not work

TeX

<math> x = \frac{-b \pm \sqrt{b^2 - 4ac}}{2a} </math>

$x=\frac{-b\pm \sqrt{b^2-4ac}}{2a}$

<math display=block>\int_0^\pi \sin x\,dx.</math>

$$\underset{0}{\overset{\pi }{\int }}\sin xdx.$$

<math display=block>\sum_{n=1}^\infty 1/n^2 = \pi^2/6</math>

$$\sum _{n=1}^{\mathrm{\infty }}1/n^2={\pi }^2/6$$

Crystal damage

:<code>Life Expectancy (in cycles) = Structure Hitpoints / Volatility / Volatility Damage</code>

Life Expectancy (in cycles) = Structure Hitpoints / Volatility / Volatility Damage

:<math>\text{Life Expectancy (in cycles)} = \text{Structure Hitpoints} / \text{Volatility} / \text{Volatility Damage}</math>

$\text{Life Expectancy (in cycles)}=\text{Structure Hitpoints}/\text{Volatility}/\text{Volatility Damage}$