GNU nano 6.2 test1.typ

= #strike[Introduction];#underline[CHANGED]
In this #strike[report,];#underline[CHANGED,] we will explore the
various factors that influence #emph[fluid dynamics] in glaciers and how
they contribute to the formation and behaviour#strike[
];#strike[of];#strike[ ];#strike[these]
#strike[natural];#underline[SOMETHING]
#strike[structures.];#underline[NEW.]

#underline[Another];#underline[ ];#underline[one.]

The equation $Q = rho A v + C$ defines the glacial flow rate.

The flow #strike[rate];#underline[CHANGED] of a glacier is defined by
the following equation:

$ Q = rho A v + C $

The flow rate of a #strike[glacier];#underline[CHANGED] is given by the
following equation:

#strike[$ Q = rho A v + upright(" time offset ") $];#underline[$ Q = rho A v + upright(" time CHANGED ") $]

Total displaced soil by glacial flow:
#strike[$ 7.32 beta + sum_(i = 0)^nabla frac(Q_i (a_i - epsilon), 2) $];#underline[$ 7.32 beta + sum_(i = 0)^nabla frac(Q_i (a_i - epsilon), 3) $]

#underline[$ v colon.eq vec(x_1, x_2, x_2) $]

#strike[$ v colon.eq vec(x_1, x_2, x_3) $];#underline[$ a arrow.r.squiggly b $]

$ a arrow.r.squiggly b $

Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed
do#underline[ ];#underline[eiusmod];#underline[
];#underline[tempor];#underline[ ];#underline[incididunt];#underline[
];#underline[ut];#underline[ ];#underline[labore];#underline[
];#underline[et];#underline[ ];#underline[dolore];#underline[
];#underline[magna];#underline[ ];#underline[aliqua.];#underline[
];#underline[Ut]

Number: #strike[3];#underline[6]

$- x$ is the opposite of $x$

#underline[let];#underline[ ];#underline[name];#underline[
];#underline[\=];#underline[ ];#underline[\[];#underline[#strong[Typst
NEW!];];#underline[\]];#underline[ ];let name =
\[#strong[#underline[Typst];#underline[
];#strike[Typst!];#underline[NEW!];];\]

#strong[strong]

`print(1)`

#link("https://typst.app/")

<intro>

= Heading
$x^2$

‘single” or “double”

~, —

#underline[$x^3$];#underline[ ];#strike[$x^2$];#underline[$x^3$]

$ x^2 $

#strike[$x_1$];#underline[$x_5$]

$x^2$

$1 + frac(a + b, 5)$

$x\
y$

#strike[$x & = 2\
 & = 3$];#underline[$x & = 5\
 & = 3$]

$pi$

$arrow.r$ \
#underline[$x y$];#underline[ ];$x y$

$arrow.r , eq.not$

$a upright(" is natural")$

$⌊x⌋$

Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod
tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim
veniam, quis nostrud exercitation ullamco laboris nisi

#emph[Hello] \
5

#underline[#emph[Hello];];#underline[ \
];hello from the #strong[world]

This is Typst‘s documentation. It #strike[explains];#underline[CHANGED]
Typst.

#underline[Sum];#underline[ ];#underline[is];#underline[ ];#underline[5.]

Sum is 5.

The #strike[coordinates];#underline[CHANGED] are 1, 2.

The #strike[first];#underline[CHANGED] element is
#strike[1.];#underline[5.] The last element is 4.

#underline[Austen];#underline[ ];#underline[wrote];#underline[
];#underline[Persuasion.]

Austen wrote Persuasion.

Homer wrote The Odyssey.

The y coordinate is 2.

(5, 6, 11)

This is shown

abc

Hello \
Heading \
3 is the same as 3

4 \
3 \
a — b — c

#strike[Dobrze];#underline[CHANGED]

#strong[Date:] 26.12.2022 \
#strong[Topic:] Infrastructure Test \
#strong[Severity:] High \
abc \
#strong[#strike[my];#strike[ ];#strike[text];#underline[changed];] \
already low

#strike[ABC];#underline[CHANGED];#strike[ \
];#strike[#strong[MY TEXT];] \
ALREADY HIGH

#underline[NEW]

“This is in quotes.”

“Das ist in Anführungszeichen.”

#underline[“C’est];#underline[ ];#underline[CHANGED];#underline[
];#underline[guillemets.”]

“C’est #strike[entre];#underline[CHANGED] guillemets.”

1#super[st] try!

Italic#strike[ ];#strike[Oblique]

This is #underline[important];.

Take #underline[care]
