recursal/Fanatic-Fandom huggingface dataset:
Zadatak 102

Osnova prave prizme je romb čije su dijagonale d1 = 18 cm, d2 =24 cm dok je dijagonala bočne stranice prizme d = 39cm . Izračunati površinu prizme.

a
2

=

(

d
1

2

)

2

(

d
2

2

)

2

=
81
# 144
225

{\displaystyle a^2 = \left ( \frac{d\_1}{2} \right )^2 +\left ( \frac{d\_2}{2} \right )^2 = 81 + 144 = 225}

# a
15

{\displaystyle a=15 }

 cm

H
2

=

d
2

−

a
2

=

39
2

−

15
2

=
1521
−
# 225
1296

{\displaystyle H^2= d^2 -a^2 =39^2 - 15^2 = 1521-225 = 1296}

# H
36

{\displaystyle H= 36}

 cm

# P
2
B
# M
2

d
1

d
2

2

4
a
# H
18
∗
24
1
∗
15
∗
# 36
2592

{\displaystyle P=2B+M = 2\frac{d\_1d\_2}{ 2} + 4aH= 18\*24+1\*15\*36 = 2592}
Stepenovanje

Stepenovanje ili potenciranje je matematička binarna operacija, u zapisu ab.

U ovom zapisu a se naziva osnova, a b eksponent. Čita se „a na b-ti stepen“ ili

kraće „a na b“,  gdje je a kardinalni, a b redni (ordinalni)  broj;

na primjer,

5
7

{\displaystyle 5^7}

  se čita „pet na sedmi (stepen)“.

Ako je n ∈ N, onda stepen predstavlja osnovu pomnoženu samom sobom n puta:

a
n

=

a
a
⋯
a

⏞

n

{\displaystyle a^n= \overbrace{ a+a+\cdots+a }^{n}}

a
c

b
c

=
(
a
b

)
c

{\displaystyle a^cb^c =(ab)^c}

a
b

a
c

=

a

b
c

{\displaystyle a^ba^c = a^{b+c}}

a
b

/

a
c

=

a

b
−
c

{\displaystyle a^b/a^c =a^{b-c}}

(

a
b

)
c

=

a

b
c

{\displaystyle (a^b)^c =a^{bc}}

a
0

=
1

{\displaystyle a^0 =1}

a

−
1

=
1

/

a

{\displaystyle a^{-1}=1/a}

a

p

/

q

=

a
p

q

{\displaystyle a^{p/q}= \sqrt[q]{a^p}}
Zadatak 100

Odrediti površinu i zapreminu kocke u funkciji površine dijagonalnog presjeka.

# P

a
2

2

{\displaystyle P = a^2 \sqrt{2}}

a
2

=

P

2

{\displaystyle a^2 = \frac{P}{\sqrt{2}}}

# a

P

2

=

{\displaystyle a= \sqrt{\frac{P}{\sqrt{2}}} = }

P

2
4

=

{\displaystyle \frac{\sqrt{P}}{\sqrt[4 ]{2}}= }

P

8
4

2

{\displaystyle \frac{\sqrt{P}\sqrt[4]{8 }}{2} }

# P
6

a
2

=
6

P

2

=
3

2

P

{\displaystyle P=6a^2 = 6 \frac{P}{\sqrt{2}} = 3\sqrt{2}P }

# V

a
3

=

(

P

8
4

2

)

3

=

P
3

8
3

4

8

=

{\displaystyle V= a^3 = \left (\frac{\sqrt{P} \sqrt[4]{8}}{2} \right )^3 = \frac{\sqrt{P^3}\sqrt[4]{8^3}}{8}= }

P
3

4

2
4

8

=

P

P

2
4

2

{\displaystyle \frac{\sqrt{P^3}4\sqrt[4]{2}}{8}=
\frac{P\sqrt{P} \sqrt[4]{2}}{2} }

na osnovu

{

8
3

4

=

(

2
3

)
3

4

=

2
9

4

=
4

2
4

}

{\displaystyle \{ \sqrt[4]{8^3} = \sqrt[4]{(2^3)^3} = \sqrt[4]{2^9} =4\sqrt[4]{2} \}}
Zadatak 122

1. Prema definiciji imaginarne jedinice u skupu C ,

−
1

=
i

{\displaystyle \sqrt{-1}=i}
2. Kako glasi algebarski oblik kompleksnog broja?

# z
x
y
i

{\displaystyle z = x + yi}
3. Realni dio kompleksnog broja

# z
1
2
i

{\displaystyle z = 1+2i}

 je

R
e

=
1

{\displaystyle R\_e = 1}
4. Imaginarni dio kompleksnog broja

# z
3
−
2
i

{\displaystyle z = 3 - 2i}

  je

I
m

=
−
2

{\displaystyle I\_ m = - 2}
5. Dat je kompleksan

# z
2
2
i

{\displaystyle z= 2 + 2i}

 , njemu konjugovano - kompleksan broj je

z
¯

=
2
−
2
i

{\displaystyle \bar{z} = 2-2i}
6. Dat je kompleksan broj

# z
3
4
i

{\displaystyle z= 3 + 4 i}

 , modul kompleksnog broja je

z

=

16
9

=

25

=
5

{\displaystyle | z |= \sqrt{16 + 9} = \sqrt{25} = 5}
7. Zaokružiti tačan odgovor

 i4 | -i
 i5 | 1
 i0 | -i
Skull Pirate

swing

### Description

The crows nest has an unusual energy weld into it, corrupting any demons to be a skull pirate, legend has it, the body of a skull pirate and he person who wields the crows nest switch places, some users may be under a tombstone. This legend has not been proven.

## Activation Condition

This card is a [[secondary card]], thus it does not appear in the main deck and is only used upon activation. The Crows Nest can transform any warlord card(tier 3 of below) to this card.
Zadatak 070

* Izračunati glavnicu ako procenetni iznos 15% od ukupne sume novca iznosi 350 KM. Kolika je ta suma?

# 350

15
G

100

{\displaystyle 350 = \frac{15G}{ 100} }

/

:
5

{\displaystyle / :5}

# 350

3
G

20

{\displaystyle 350 = \frac{3G}{ 20} }

# 7000
3
G
=>
# G
2333
,
33

{\displaystyle 7000= 3G =>G = 2333,33 }

* Koliko iznosi 5% od 16 000 KM?

16000
∗
5

100

=
160
∗
# 5
800

{\displaystyle \frac{16000\*5}{100}= 160\*5 = 800}

* Koliko iznosi u procentima iznos od 150KM od glavnice 1.2000 KM

# 150

12000
∗
p

100

=
120
p
=>

150
120

=
1
,
25

{\displaystyle 150 = \frac{12000\*p}{100} = 120p => \frac{150}{120} = 1,25 }
Zadatak 001

Ako je

# x
4

15

{\displaystyle x=4+\sqrt{15}}

 koliko je

x
2

1

x
2

{\displaystyle x^2+\frac{1}{x^2}}

1
x

=

1

4

15

=

4
−

15

16
−
15

=
4
−

15

{\displaystyle \frac{1}{x}=\frac{1}{4 + \sqrt{ 15}}= \frac{4-\sqrt{ 15}}{16-15}=4-\sqrt{ 15}}

x
2

1

x
2

=
(
4

15

)
2

(
4
−

15

)
2

=
16
15
8

15

16
15
−
8

15

=
62

{\displaystyle x^2+\frac{1}{x^2}= (4+\sqrt{15})^2+(4 - \sqrt{15})^ 2=16+15+8\sqrt{15}+16+15-8\sqrt{15}
=62}
Algoritam

Algoritam se definiše kao skup simbola i općenitih postupka za rješavanje zadataka iz neke odredene klase matematičkih problema.

Euklidov se algoritam koristi za pronalaženje najveće zajedničke mjere dvaju prirodnih brojeva. Riječ algoritam dolazi od latinske riječi algorism koja je izvedena iz imena matematičara i astronoma ˆal-Khowarizmi-a. Kako su matematičari su otkrili nove metode za rješavanje problema i rješenja počeli bilježiti pomoću novih zapisa, pojam algoritam postao sinonim za procedure vezane za numeričke račune.

Na primjer,

382
∗
43

{\displaystyle 382 \* 43}

 moglo bi se riješiti pomoću sljedećih šest množenja:

(
300
80
2
)
∗
(
40
3
# )
n

{\displaystyle (300+80+2) \*(40+3)= n }

300
∗
40
300
∗
3
80
∗
40
80
∗
3
2
∗
40
2
∗
−
# 3
n

{\displaystyle 300 \* 40 + 300 \* 3 + 80 \* 40 + 80 \* 3 + 2 \* 40 + 2 \*- 3 = n}
Zadatak 016

Ako 4 muškarca ili 6 žena mogu obaviti posao za 12 dana radeći 7 sati dnevno, koliko će dana biti potrebno da se završi dvostruko veći posao sa 10 muškaraca i 3 žene koji rade zajedno 8 sati dnevno?

Posao rade 4 muškarca ili 6 žena što znaći sa je rad 2 muškarca ekvivalentan radu 3  žene

4 muškarca rade 12 dana po 7 sati tj

4
∗
12
∗
7

{\displaystyle 4\*12\*7}

Kako 10 muškaraca   I 3 žene treba da urade duplo veći posao, a rad 2 muškarca ekvivalentan radu 3  žene  posmatračemo za koliko dama bi taj posao uradilo 12 muškaraca

2
∗
4
∗
12
∗
# 7
12
∗
x
∗
8

{\displaystyle 2 \*4 \* 12 \* 7 = 12 \* x \* 8}

/

:
12
∗
8

{\displaystyle / : 12 \* 8}

# x
7

{\displaystyle x=7}

10 muškaraca   I 3 žene uradiili bi posao za 7 daba
Zadatak 091

Rješenje nejednačine je

3
x
5
≤
2

{\displaystyle 3x + 5 \leq 2 }

1. (
∞
,
1
)

{\displaystyle (\infty, 1 ) }
2. (
−
∞
,
−
1
)

{\displaystyle (-\infty,-1)}

3
x
5
≤
2

{\displaystyle 3x + 5 \leq 2 }

3
x
≤
2
−
5

{\displaystyle 3x \leq 2 -5 }

3
x
≤
−
3

{\displaystyle 3x \leq - 3 }

x
≤
−
1

{\displaystyle x \leq -1 }

Rješenje nejednačine je

(
−
∞
,
−
1
)

{\displaystyle (-\infty,-1)}
Kabinet matematike Wiki

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Zadatak 099

Pravilna četvorostrana prizma ima omotač 8 m2 i dijagonalu 3m . Izračunati njenu zapreminu.

# M
4
a
H
⇒
4
a
# H
8
⇒
a
# H
2

{\displaystyle M= 4aH \Rightarrow 4aH =8 \Rightarrow aH=2 }

# H

2
a

{\displaystyle H= \frac{2}{a}}

H
2

2

a
2

=

D
2

=
9

{\displaystyle H^2+ 2a^2=D^2 =9}

4

a
2

2

a
2

−
# 9
0
→

{\displaystyle \frac{4}{a^2}+2a^2-9=0 \rightarrow}

smjena

# t

a
2

{\displaystyle t=a^2}

2

t
2

−
9
t
# 4
0

{\displaystyle 2t^2-9t +4=0}

t

1

/

2

=

9
±

81
−
32

4

=

9
±

49

4

=

{\displaystyle t\_{1/2} =\frac{9\pm\sqrt{81-32}}{4}= \frac{9\pm\sqrt{49}}{4}= }

9
±
7

4

{\displaystyle \frac{9 \pm7}{4} }

⇒

t
1

=
4
,

t
2

=

1
2

{\displaystyle \Rightarrow t\_1 = 4,t\_2=\frac{1}{2} }

odnosno

a
2

=
4
⇒
# a
2

{\displaystyle a^2=4 \Rightarrow a= 2 }

# H

2
a

=
1

{\displaystyle H= \frac{2}{a}=1 }

# v

a
2

# H

2
2

∗
# 1
4

{\displaystyle v= a^2H = 2^2\*1=4 }

 m3

a
2

=

1
2

⇒

{\displaystyle a^2 = \frac{1}{2} \Rightarrow }

# a

2

2

{\displaystyle a =\frac{\sqrt{2}}{2} }

# H
2

2

{\displaystyle H= 2\sqrt{2} }

# V

(

2

2

)

2

∗
2

2

=

2

{\displaystyle V= \left ( \frac{\sqrt{2}}{2} \right )^2\*2\sqrt{2} =\sqrt{2} }

 m3
Zadatak 011

Radnik P je tri puta bolji radnik od radnika Q i završi posao za 48 dana manje od Q. za koliko dana  bi zavrpili taj posao radeći zajedno

Radnik P, koji radi tri puta brže od Q, završava posao za 48 dana manje od Q .tj. 48 dana mora biti 2/3 vremena potrebnog radniku Q-u da završi posao, što je

2
x

3

∗
48

{\displaystyle \frac{ 2x }{3}\*48}

2
# x
144

{\displaystyle 2x = 144}

# x
72

{\displaystyle x = 72}

Radnik Q uradi posao za  72 dana

To je zato što je vrijeme potrebno za završetak posla obrnuto proporcionalno brzini rada. Dakle  radnik  P će za 1/3 radnog dana uraditi onoliko posla koliko če radnik  Q uraditi  za 2/3 radnog vremena,

Radnik P  uradi posao za

1
3

∗
# 72
24

{\displaystyle \frac{1}{ 3 } \* 72 = 24}

   dana

Za 1 dan radeči zajedno uradit će

1
24

1
72

=

1
24

(
1

1
3

# )

1
24

∗

4
3

=

1
18

{\displaystyle \frac{1}{24}+ \frac{1}{72}= \frac{1}{24} (1+\frac{1}{ 3})= \frac{1}{24} \*
\frac{4}{ 3 } = \frac{1}{ 18}}

Odnosno  zajedno bi uradili posao za

x
18

=
1

{\displaystyle \frac{x}{ 18 } =1 }

# x
18

{\displaystyle x=18}

 dana
EclipseTsamsAU (Nora)

## EclipseTsamsAU

Sunny

Miri

Flare

### Likes

Drawing, friends, Tsams, TSPUD, Minecraft, Gacha Online(Roblox) murder drones and TADC

### Goals

Be a good friend, become an artist and create a game

## Origin

when I was about 5 I learned about the internet, I was on social media for a little while until my parents found out what I was doing on there, they said I shouldn’t be talking to strangers. I was 5 at the time so I didn’t think much of it until last year in December, my friend Rose was talking about the Tsams WIki I asked her about it and she told me about everything she has experienced, I told her I couldn’t go on social media, but she said she new what to do, a few days later she told me to come to her house, once I got there she reached into a box and gave me an iPad, she said it was for when I came over, so I could go on social media, and I made a few friends on the Tsams wiki and that leads us to today.

## Quotes

* “Your a dork anyway so who cares”
* ”screw you too buddy”
* ”We’Re KnOwN fOr OuR pAtOtOs”
* ”if I had I nickel for ever time I though my sanity out the window I’d have 2 nickels… it’s not a lot but it’s weird that it happened twice”
* ”F\*\*\* YOU JANIT”

## Trivia

* I am a lesbian
* I am learning Japanese
* I have OCD
* I have 7 OCs (all fandoms I’m in are included)

## Personality

cheerful most of the time but I can be kinda snappy or rude. I’m kinda sensitive (and if you don’t agree, let me just say I get sad when people squish spiders) I get really tired easily so if I spell something wrong or I say something out-of-pocket I’m just really tired ;-;.
FlareHeart (Flare)

## Relationships

### Friends

* Sunny
* Ally
* InDaGO
* Miri
* Emma
* TheKINGER

## Other Info

### Hobbies

* Drawing
* Writing
* Sketching
* Reading
* Singing
* Dancing
* Watching TSAMS/TLAES

### Likes

* Food
* Drawing
* Writing
* Sketching
* Reading
* Singing
* Dancing
* TSAMS/TLAES

## **Origin**

+\_What made you what you are now\_+

(WIP)

## **Quotes**

+\_Just for fun :D\_+

(WIP)

## **Trivia**

+\_Tell us about you in incomplete out of order sentences\_+

(WIP)

## **Personality**

+\_Who are you?\_+

(WIP)
Proporcionalnost

Dvije varijable su proporcionalne ako je promjena jedne popraćena promjenom druge, te ako su izmjene uvijek vezane upotrebom konstantnog množitelja. Konstanta se zove koeficijent proporcionalnosti proporcionalna konstanta.

Ako je jedna varijabla uvijek proizvod druge i konstante, za njih dvoje se kaže da su direktno proporcionalni. x and y su direktno proporcionalni ako je odnos y/x konstantan.

Ako je proizvod dvije varijable uvijek jednak konstanti, za to dvoje se kaže da su inverzno (indirektno) proporcionalni. x and y su inverzno proporcionalni ako je proizvod xy konstantan.

Za prikaz tvrdnje, "y je proporcionalan sa x," piše se jednačina y = cx,

Za prikaz ove tvrdnje, "y je inverzno proporcionalno x," piše se jednačina y = c/x.

Ako se linearna funkcija transformira 0, a i b u 0, c i d, te ako proizvod a b c d nije nula, kaže se da su a i b proporcionalni prema c i d. Ekvivalentnost dva odnosa poput

arijabla *y* je **eksponencijalno proporcijalna** varijabli *x*, ako je *y* direktno proprocionalno eksponencijalnoj funkciji od *x*, takva da ako postoje konstante različite od nule *k* and *a* takve da

# y
k

a
x

.

{\displaystyle y = k a^x.\,}

Tako, varijabla *y* je **logaritamski proporcionalna** varijabli *x*, ako je *y* direktno proporcionalna logaritmu od *x*, takva da ako postoje konstante različite od nule *k* and *a* takve da

# y
k

log
a

⁡
(
x
)
.

{\displaystyle y = k \log\_a (x).\,}
Monom

monom (mon- + -nom), jednočlani algebarski izraz koji obuhvata množenje i potenciranje varijabli i množenje konstantom bez sabiranja ili oduzimanja,

Primjer

x
3

y

z
4

{\displaystyle x^3yz^4}

,

a
2

b

{\displaystyle a^2b}

 ili

45
r
π

{\displaystyle 45 r\pi}

Zbir ili razlika dvaju monoma jest binom, triju monoma trinom, a više monoma polinom.
Zadatak 109

Provjeriti da li je par

(
4
,
3
)

{\displaystyle (4,3) }

  rješenje datog sistema

{

2
x
5
# y
23

x
−
6
# y
14

{\displaystyle \begin{cases} 2x+5y=23 \\ x-6y=14 \\ \end{cases}}

{

2
x
5
# y
23

x
−
6
# y
14

⇒
⏟

(
4
,
3
)

{\displaystyle \begin{cases} 2x+5y=23 \\ x-6y=14 \end{cases}\underbrace{ \Rightarrow }\_{(4,3)}}

{

2
∗
4
5
∗
# 3
23

9
−
6
∗
# 3
14

⇒

{\displaystyle \begin{cases} 2\*4 + 5\*3 = 23 \\ 9 - 6\*3 = 14 \\ \end{cases}\Rightarrow}

{

8
# 5
23

4
−
18
≠
14

{\displaystyle \begin{cases} 8 + 5 = 23 \\ 4 - 18 \neq 14 \\ \end{cases}}

 nije
Zadatak 093

Ako se ivica kocke produži za 3cm, površina joj se poveća za 198 cm2 . Izračunati površinu i zapeminu kocke.

# P
6

a
2

{\displaystyle P=6a^2}

P
1

=
6
(
a
3

)
2

{\displaystyle P\_1=6(a + 3)^2}

P
−

P
1

=
198

{\displaystyle P-P\_1=198}

6
(
a
3

)
2

−
6

a
2

=
198

/

:
6

{\displaystyle 6(a+3)^2-6a^2=198/:6}

(
a
3

)
2

−

a
2

=
33

{\displaystyle (a+3)^2-a^2=33}

(
a
3
a
)
(
a
3
−
a
# )
33

{\displaystyle (a+3+a)(a+3 - a)=33}

3
(
2
a
3
# )
33

{\displaystyle 3(2a+3)=33}

6
a
# 9
33

{\displaystyle 6a+9=33}

6
# a
24

{\displaystyle 6a=24}

# a
4

{\displaystyle a = 4 }

# P
6

a
2

=
6
∗

4
2

=
6
∗
# 16
96

{\displaystyle P=6a^2= 6\*4^2=6\*16= 96}

# V

a
3

=

4
3

=
64

{\displaystyle V= a^3 = 4^3 = 64}
Faded Warrior

I'm FADED

### Description

There were once thousands of soldiers roaming the trenches, but after the Warlord used his rage on the trenches, the soldiers were no more and the trenches were tainted. Only few faded soldiers remain, and who would roam around these trenches freely.

### Abilities

* Slashes the opponent dealing 2 damage
* Due to his ghostly powers, the opponent must roll a number higher than 3 to hit him
Zadatak 024

Ako je

1
,
5
# a
0
,
04
b

{\displaystyle 1,5 a =0,04 b}

 koliko je

b
−
a

b
a

{\displaystyle \frac{ b - a}{b +a}}

15
a

10

=

4
100

{\displaystyle \frac{15 a}{10} = \frac{ 4 }{ 100 }}

3
a

2

=

b
25

{\displaystyle \frac{ 3a}{ 2} = \frac{b}{25} }

⇒

{\displaystyle \Rightarrow}

# b

75
a

2

{\displaystyle b = \frac{75 a}{2}}

b
−
# a

75
a

2

−
# a

73
a

2

{\displaystyle b - a= \frac{75 a}{2} - a = \frac{ 73a}{2}}

b
# a

75
a

2

# a

77
a

2

{\displaystyle b + a= \frac{75 a}{2} + a = \frac{ 77a}{2}}

b
−
a

b
a

=

73
77

{\displaystyle \frac{ b - a}{ b + a } = \frac{73}{77}}
Wiki of hornstromp Wiki

**Welcome to the Wiki of hornstromp Wiki!**
This is a wiki for hornstromp with dozens of characters to talk about!

We're a collaborative community website about of hornstromp that anyone, including you, can build and expand. Wikis like this one depend on readers getting involved and adding content. Click the "ADD NEW PAGE" or "EDIT" button at the top of any page to get started!

## Important articles

PlaceholderA page about your topicPlaceholderA Main CharacterPlaceholderThe First EpisodePlaceholderAn Important LocationPlaceholderA Key EventPlaceholderA Crucial Item

*Need help building out this community?*

* Rules of this wiki
* Getting Started
* How to Contribute
* Managing your new community
* Guides
* All Help articles

You can also be part of the larger Fandom family of communities. Visit Fandom's Community Central!

*Community Founders*: Write a good and paragraph-length description for your welcome section about your topic. Let your readers know what your topic is about and add some general information about it. Then you should visit the admin dashboard for more tips.
Zadatak 012

39 radnika  može popraviti put za 12 dana radeći 5 sati dnevno. Za koliko dana će 30 radnika koji rade 6 sati dnevno završiti posao?

Da bi se popravio put potrebno je

39\*12\*5 sati

Ako bi radilo 30 radnika potrebno je

30\*6\*x sati  pa Imamo

39\*12\*5 =30\*6\*x / :30 /:6

x=13

30 radnika popravili bi put za 13 dana
Wpfu (InDaGO)

## Origin

+\_What made you what you are now\_+

my cousin, my cousin got me into FANF and i've just i gusse followd people my hole life and it led me here! so thank you, my family i have a gun

-InDaGO

## Quotes

+\_Just for fun :D\_+

i like uno

## Trivia

+\_Tell us about you in incomplete out of order sentences\_+

(idk how to do this ;-;)
Rolling Stones

ROLLING IN THE

### Description

Stones on Mount Roc come to life when they are called forth. The ancient birdies call upon three stones to attack an enemy, all three rocks are huge in stature, rolling down from the mountain with tremendous speed towards the target.

### Abilities

* Deals 5 damage to one of the opponents on-field card
Tribal Chief

Bow to the sun

### Description

Stands above all other tribe members, a descendant of the royal bloodline, guardian of the sun temple.

### Abilities

* Tribal chief does 1 damage, however increases its damage by 2 for each tribal card in the users deck

* Tribal chief gives a damage boost of 1 to other tribal cards

## Faction

### Bonuses

Gets a damage boost of 2 for each tribal slime in the deck
ILoveRainbowFriends2 (Jinx)

## Other Info

### Likes

SAMS Murder Drones

TADC

Drawing

Animating

Roleplaying

(wip)

### Dislikes

School Being called nicknames I've said I don't want to be called

## Quotes

"Sup."

"NOPE NOPE NOPE... THE LAND OF 10,000 NOPES."

"I want to punch Eclipse in his stupid face."

## Trivia

* I'm very sensitive and apologetic
* My favorite Murder Drones character is N
* I'm a NUzi (NxUzi) shipper

(wip)
JamaTheJammer^w^ (Chosen One)

## Origin

I am Jama, also known as Chosen One. I am a she/her and they/them. I AM F🐬🐬KING CHAOTIC AS S🐬🐬T- and I have ADHD, depression (I go to therapy-), social anxiety, and a "bit" of insomnia

## Quotes

"I'm surrounded by moons."

"It's okay I'M BIG BOI >:D"

"OH GOD THE BITE OF 2024-"

" Need help to stop bleeding? BUY GLITTER GLUE-"

## Trivia

+\_Tell us about you in incomplete out of order sentences\_+

## Personality

A chaotic person with loads of mood swings
Purple666Girl

Purple666Girl's PFP

## Origin

A lot of things made me who I am but the top two things I would say are Experiences and Trauma.

## Trivia

I'm a bi girl with a crazy life. I enjoy watching gaming videos which is how I found the "sun and moon show (and others)". I'm a crazy and weird person who just wants to feel like they belong somewhere. You ever feel like you're lost and don't know what to do? Well, that's how I feel all the time. I always get blamed for things. I have major trust issues and I suppose they came from my past. I'm afraid of letting anyone in for the chance of losing them.

## Personality

My personality is all over the place. My pfp is usually based on my emotions.
Animated Battle for Dream Island Voting (series)

This article or section is still under heavy development, so please beware that not all information is present.

*This article refers to the series, for the season go here.*

**Animated Battle for Dream Island Voting** (abr. ABFDIV) is an ongoing competition show, formerly a viewer voting by Switzerland. The show is currently on it's 1st season and 17th episode.
Sun and Moon Show Vent Wiki

**Welcome to the Sun and Moon Show Vent Wiki!**
A safe place for SAMS fans to vent and be themselves

*Need help building out this community?*

* Rules of this wiki
* Getting Started
* How to Contribute
* Managing your new community
* Guides
* All Help articles

You can also be part of the larger Fandom family of communities. Visit Fandom's Community Central!

*Community Founders*: Write a good and paragraph-length description for your welcome section about your topic. Let your readers know what your topic is about and add some general information about it. Then you should visit the admin dashboard for more tips.
Season 2

This article contains information about an upcoming event.

This article or section is still under heavy development, so please beware that not all information is present.

This article is about an unannounced event, so it is likely that it may not happen.

**Season 2** is a hypothetical second season of ABFDIV. Nothing much is known about the season.
Zadatak 053

Srediti izraz i odrediti stepen dobijenog polinoma

3

x
4

(
4
x
5
)
3

x
4

(
2

x
2

−
4
x
5
)
−
(
4
x
5
)
(
2
−
4
x
# )

{\displaystyle 3x^4 (4x + 5)+ 3x^4 (2x^2 - 4x + 5)- (4x + 5)(2 - 4x)=}

12

x
5

15

x
4

6

x
6

−
12

x
5

{\displaystyle 12x^5 + 15x^4 + 6x^6 - 12x^5 + }

15

x
4

−
8
x
16

x
2

{\displaystyle 15 x^4-8x+16x^2 }

=
6

x
6

30

x
4

16

x
2

12
x

{\displaystyle = 6x^6+30x^4+16x^2+12x }

=
6

x
6

30

x
4

16

x
2

−
10

{\displaystyle = 6x^6+30x^4+16x^2-10 }

šesti stepen polinoma
Fatal errors

## Common error types

No program is immune to crashing. If Keysight "hard-crashes" (closes itself and gives a white "fatal error" pop-up, usually on start-up), pay attention to what it actually says and see if it matches the entries below. If it does not, get in touch with support via Discord or the Steam forums.

## "...CreateUnorderedAccessView..."

### Cause

The Windows device running Keysight does not support WDDM 1.2 / D3D11.1 render features. This is usually due to:

* Running Windows 7

* Having ancient graphics drivers (particularly common on Intel HD integrated graphics)

### Solution

* Ensure you are above minimum specification (which includes being on Windows 10 or above)
* Ensure your graphics drivers are up to date. Be cautious when searching around, as "fix drivers" type applications are a common malware vector! It is recommended to find out what graphics device you have (if no dedicated graphics card, then search the CPU model) and then go to the manufacturer's first party website and search there.

### Explanation

"Unordered access views" or UAVs are a type of graphics card memory resource which are required for render-to-video to function. These are initialised on start-up, and so Keysight literally will not open unless these are supported. UAVs are fairly modern and niche (2011) compared to everything else Keysight requires, and so particularly old/basic drivers or Windows installations do not support them.

*A personal note from Egglyberts: for the love of God, if you're still using Windows 7: stop! It is no longer supported! Which means security vulnerabilities are not being patched, and new software (like Keysight) may rely on features that Win7 does not have. It's time for an upgrade!*

## "...D3D device being lost..."

### Cause

The graphics adapter (GPU) Keysight was using to run has been disconnected or reset.

### Solution

Ensure your graphics adapter is stable and not crashing under load. Keysight can produce 100% GPU utilisation, after all.

If you have multiple graphics adapters (common on gaming laptops with Intel CPUs), it is common for the laptop to switch between graphics adapters for better battery efficiency. Ensure Keysight will not have its graphics adapter swapped while it is running either by forcing "high performance" mode in power management for your device (this should force the full GPU to be used for applications like Keysight 100% of the time) or manually force Keysight to use a specific graphics adapter.

### Explanation

This error is Keysight reporting that it lost connection to the graphics adapter. Keysight's entire purpose is rendering graphics via a graphics adapter, so it ought to be fairly self-explanatory why disconnecting the graphics adapter is fatal.
Neo Monster

> **“**cuando la vida te da limones no hagas jugo de uva**”**
> ― Neo Monster
>
>

### ***Apariencia***

La cabeza y el cuello Neo Monster es cian, mientras que su cabeza está dividida en dos y la mitad derecha está corrupta. Su cuerpo es azul marino con rayas azul neón alrededor de los brazos, mientras que los dedos de sus manos y pies brillan en rosa neón. La mitad derecha de su cuerpo también está corrupta, lo que resulta en un dedo adicional en su mano derecha, costillas expuestas y la parte posterior del hueso de la pierna expuesta.
Sound

## No sound?

**Keysight does not produce any sound.**

This is intentional; Keysight would not be able to deliver high quality and low latency audio sufficient for live performance or recording. As such, rather than deliver a poor experience, Keysight deliberately does not produce sound to force users to use fit-for-purpose tools to create their own sound.

To find out more about using Keysight and a Digital-Audio-Workstation (DAW) application simultaneously to create beautiful sound and visuals, see: Getting Started.

## Using audio files in a render

The only capacity in which Keysight uses sound is as an option during render-to-video operations. An external audio file can be added to the video file during rendering as a means to bypass doing this in a video editor later and needing to re-encode the video.
Zadatak 017

45 radnika  može završiti posao za 16 dana. Četiri dana nakon što su počeli da rade, pridružilo im se još 36 radnika. Koliko će im dana  trebati da završe posao?

45 radnika završi posao za 16 dana tj nakon 4 dana oni urade ¼ posla

Što znaći ostalo im je ¾ posla. Oni bi  taj posao završili  za

3
4

∗
45
∗
# 16
45
∗
12

{\displaystyle \frac{3}{4}\*45\* 16=45\*12 }

¾\*45\*16= 12\*45

Kako taj posao radi

36
# 45
81

{\displaystyle 36 + 45 = 81}

 radnik Imamo

12\*45=81x / : 27

4\*15=3x

X=20/3 = 6  2/3
Козлов

**Козлов** - персонаж из серии фильмов ГОВК

### Появления

* Горение отменяльщиков в котле
* Горение отменяльщиков в котле 2: Измерение Барби
* Горение отменяльщиков в котле 3: Домой любой ценой
* Горение отменяльщиков в котле 4: Булька
* Горение отменяльщиков в котле 5

## Статус

### Отношения

Докладовов, Кассирша - друзья. Ученики - нейтрально. Демон - враг
Ogre Giant

What are you doing in MY LAND

### Description

Ogre giants come few and far between, they all live dry grasslands, setting up their place in a cave. They don't tend to trespassers kindly. Their most feared warrior, Regus, attempting to destroy the slime dojo. Although at first he was plowing through the Slime Samurais, he did not expect to encounter a fearsome opponent, The Sensei of the Slime Samurai. Regus towered over the sensei, laughing at his small stature, but he did not foreseen that he was defeated by this "weak" slime, scarring his face forever.

### Abilities

* Stomps the ground dealing 3 damage
* Deals Instant Kill Blows, which instantly decimates Tier 1 Cards and Tier 2 Cards,
Keysight Wiki

**Welcome to the Keysight Wiki!**
This wiki aims to be a central information repository for all things Keysight.

## Guides

PlaceholderEffectsPlaceholderA Main CharacterPlaceholderThe First EpisodePlaceholderAn Important LocationPlaceholderA Key EventPlaceholderA Crucial Item
## Documentation

Visuals

* Scene elements
* Effects
* Layout

Features

* Randomizer
* Render-to-video
* Midi playback
* Automation
* Simulation

System

* Save data
* Graphics
* Defaults

## Troubleshooting

* Sound
* Fatal errors

Getting started?
* See the guide

Got a problem?

* See all Troubleshooting articles

Got a question?

* See all Frequently-Asked-Questions

* Join the Discord

* Post on the Steam forums
Горение Отменяльщиков В Котле (ГОВК) Вики

**Добро пожаловать на Горение Отменяльщиков В Котле (ГОВК) Вики!**
Это вики по серии короткометражных фильмов серии "Горение Отменяльщиков В Котле"

В ГОВК вики вы сможете прочитать про все части фильма, а также про персонажей

## Описание

*Короче, вот вам ссылка на арсемае филмс, там сами смотрите*

Вот список служебных страниц, которые пригодятся любому участнику вики:

* Все статьи вики
* Категории
* Свежие правки
* Изображения на вики
* Справка
* Инструменты вики
* Управление вики
* Оформление вики

Посетите Вики Сообщества и задайте любой вопрос в обсуждениях.
The Honoured Ones

The honoured ones, are the ones who have been bestowed by the Slime King. Such slimes hold a medal which deems them as the Honoured Ones. They are looked up to by all other slimes. These cards are incredibly strong and all have a specific skill which establishes their position as an Honoured One.

## Tier 4

Sensei of the Slime SamuraiThe Warhammer Wielder
Save data

All user data for Keysight can be found under:

* [Windows] C:/Users/ [you] /Appdata/Local/Keysight

* [MacOS] Library/Application Support/Epic/Keysight

## Saves

These are any files that contain configuration of Keysight itself, such as Presets.

## Data

These are any files that expand upon the functionality of Keysight, such as extra images or templates.

### /Light bars

Contains user-created templates for *Widgets > Light bars* in the form of JSON files.

### /Particles

Contains user-created templates for *Effects > Particles* in the form of JSON files.

### /Pulses

Contains user-created templates for *Effects > Pulses* in the form of JSON files.

/Textures

Contains user-imported images, split across several different domains:

/Textures/Camera alignment

Used by *Core > Visual Layout (manual) > Augmented reality alignment > Enable alignment image overlay > Image*. Intended to be static images of webcam views

/Textures (randomiser enabled)

## Auto-generated (Keysight)

These folders and files are created during Keysight operation, but are not relevant to user operation of Keysight.

### /Export

Default output location for render-to-video operations. This can be changed in Keysight under *Midi > Global settings.*

### /Intermediate

Contains workspace for certain Keysight internal functions to read and write data to.

> **/Intermediate/Frames**
>
>
> Default output location for frames saved during render-to-video operations. This can be changed in Keysight under *Midi > Global settings.*
>
>
> **/Intermediate/Logs**
>
>
> Output location for log files when the save icon is clicked in the Log menu
>
>
> **/Intermediate/Midi**
>
>
> Location for the intermediate JSON file containing midi event data when a new midi file is imported.
>
>
> **/Intermediate/Preset**
>
>
>
> Location for staging required texture files for a preset export during Import/Export operations.
>
>

### /Presets (backup)

When a preset file is saved, it is backed up to this folder before being overwritten, giving one layer of protection against accidental save-overwrites.

## Auto-generated (Unreal Engine)

These folders and files are created by Unreal Engine, and are completely irrelevant to Keysight operation.

### /Config

Contains auto-generated Unreal Engine configuration files.

### /Crashes

Contains auto-generated crash information.

### /Logs

Contains auto-generated Unreal Engine logs.

### /webcache

Unknown. Likely due to a native engine plugin for UE-native web-browsing being enabled, but no web browsers are actually used by Keysight.
Tsiùrdan

View of Tsiùrdan from the sea

Tsiùrdan is a bustling port city and the capital of the eponymous province, located in the nation of Saragossa. A thriving center of trade and commerce, it is also known historically as the stronghold of the Tanar empire, as well as the ubiquitous slave trade in the Age of Conquest.

It is regarded as the financial capital of Faldroth, due to its extensive wealth and vast resources. Merchants from all across are drawn to Tsiùrdan for its fine weather, excellent opportunities, and stable economy.

## History

The city of Tsiùrdan dates back to the Age of Creation. It was founded by Yazi, a lieutenant of the vicious invader Zurghed.
Ron

ron

> “Creo que bebí demasiadas coca colas”
> - Ron, apareció por primera vez.
>
>

### ***Apariencia***

Ron parece una persona normal, pero su cabeza tiene la forma de una carpeta de archivos en una computadora con pequeños ojos de puntos y una sonrisa gigante y presumida. Además, usa un pijama marrón

### ***Trivia***

Ron tiene 13 años

Ron tiene un problema con la coca cola

Ron tiene Arachnophobia
Горение отменяльщиков в котле

**Горение отменяльщиков в котле** - первый фильм компании Arsemae films, и первый фильм в серии ГОВК. Фильм был выпущен 26 октября 2023 года

### Сюжет

Сначала, Козлов сидит в своем кабинете и играет в Brawl Stars. Дальше, заходит Докладовов с предложением отменить локации детям. Козлов сказал "Но они же уже всё закупили, потратили много денег", и в ответ услышал "Да вообще пофиг!". Козлов решил все же отменить локации детям. За это, их отправляют в ад. Демон заставляет их залезть в котел. В конце мы узнаем, что демон это Аркадий Паровозов.

### Заставки

#### В начале

В начале фильма, мы можем увидеть много заставок разных компаний. Дальше, мы видим титры ГТА Сан Андреас, с замененными именами и фамилиями.

#### В конце

В конце старушка говорит про то, что фильм закончился. После нее идет видео Ярослава Екимова, где он снимает Тимофея Карабарина на видео. Видео идет под пародийную песню с YouTube "Мама я фембой", от автора "Ильдар бро"

### Скрытый смысл

Фильм делался на чаепитие 6А класса к концу первой четверти, чтобы высмеять тех, кто отменил локации, которые действительно должны были быть, но их отменили
Zadatak 095

Dimenzije kvadra su tri uzastopna cela broja, a dijagonala je

149

{\displaystyle \sqrt{149}}

 149cm . Izračunati površinu i zapreminu kvadra.

a
2

b
2

c
2

=

D
2

⇒
(
x
−
1

)
2

x
2

(
x
1

)
2

=
149
⇒

x
2

−
2
x
1

x
2

x
2

2
x
# 1
149

{\displaystyle a^2 +b^2 + c^2 = D^2 \Rightarrow (x-1)^2 + x^2 + (x+1)^2 =149 \Rightarrow x^2 -2x +1 +x^2+ x^2 + 2x+1 = 149}

3

x
2

# 2
149
⇒
3

x
2

=
147
⇒

x
2

=
49
⇒
# x
7

{\displaystyle 3x^2 +2 = 149 \Rightarrow 3x^2=147 \Rightarrow x^2= 49 \Rightarrow x=7}

# a
6
,
# b
7
,
# c
8

{\displaystyle a=6,b=7,c=8}

# P
2
(
a
b
b
c
a
c
# )
2
∗
(
6
∗
7
7
∗
8
6
∗
8
# )
2
∗
# 146
292

{\displaystyle P= 2(ab +bc +ac) =2\*(6\*7+7\*8+6\*8)= 2\*146=292 }

# V
a
b
# c
6
∗
7
∗
# 8
336

{\displaystyle V =abc = 6\*7\*8 = 336 }
Devious Scoundrel

hehe

### Description

This scoundrel always hides behind loot carts. He steals countless of items, from Rations, weapons, instruments, clothing or even slimes. The scoundrel doesn't care if he's stealing from the Warlords or the slimes, as long as they have something worth stealing, they are a target.

### Abilities

* Reveals the 4 top cards of a chosen pile
Port Lhazarus

Sunrise over Port Lhazarus

### Population Dynamics

65% Tahrmujik, 15% Dedriali, 7% Northlander, 4% Saragossan, 2% Valvesdainer, 7% Other

## Other Information

### Founded

1,620 R.D. (by Nurien I)

Port Lhazarus is the capital city of the nation of Catamar. It is the country's legislative, judiciary, and military seat of power, and is renowned for its grandiose architecture, glamorous citizens, and its notorious crime lords who are famous for being as rich as royalty and just as corrupt.

## Etymology

The name 'Lhazarus' is a compound word and a combination of two Adrosid words - *Laz* and *arus*. *Laz* is the Catamarid name for God, and *arus* translates to 'river.' Co-incidentally, the river that flows by Port Lhazarus is also called the Lhazarus, and many people believe the river was named after the city on its southern banks. But it is the opposite case. Port Lhazarus was named after the river that passed through it.

In the Age of Emergence, Port Lhazarus was called Nemmerje, literally the Tower of Nemmer, the Adrosid god of honor and prosperity. After the coming of the Indravi lineage, the city's name was changed to Port Lhazarus.

## History

Port Lhazarus has been inhabited since ancient times.
Stonehenge Mage

I am the wonder

### Description

The creator of the stonehenge. This mage has been guarding the stonehenge for centuries. One of the first slimes to be imbued with sacred energy. It has protected this wonder for centuries and has defeated countless invaders, it is one of the only creatures borned with mass of sacred energy levels, that The Sacred Slime respects it.

### Abilities

* Stuns one opponent every two turns
* Hitting the opponent using it's stick dealing 1 damage
Hidden Goblin Bomb

### Description

Goblins love to sneak in sneaky surprises into item boxes, well a particular group of "funny" goblins decided to place bombs hidden in the boxes. At first it was fun, killing off slimes who were unfortunate enough to open up their doom, the early fun encouraged the group to place countless of hidden bombs in item boxes. Albeit it was all fun and games at first, until the infamous Portal Bomb incident which killed 6 demons. It's still unknown to this day how many hidden bombs are out there.

### Abilities

* Stuns (2 turns) and deals 2 damage to all the wielders on-field cards.

## Sabatoge Item

This item *must* be shown immediately, the effect must take place immediately. Hidden goblin bombs only affects the person who draws the card, it does not affect the opponent.
Comet Conjurers

Falling balls

### Description

Back in the day comet conjurers live in the forest near the volcanic lands, they don't have a certain area of stay, they set up bases all throughout the forest and rummage through the forest to build bases. Nowadays they just stay in their ancestors abandoned camps, practicing their comet conjuring powers on bigger and tougher rocks.

### Abilities

* Summons comets with deal 2 damage to the opponent piercing through their armour
Instant Kill Blows

### Description

Instant kill blows are blows that will instantly kill the opponents cards (based on limitations). Ignited Champion is infamous for being able to instantly kill Tier 3 Cards and below.

### Specific interactions

Instant kill blows are able to destroy all 4 parrys from the Sensei of the Slime Samurai.

### List

1. Ignited Champion, instant kills cards tier 3 or below
2. Ogre Giant, instant kills cards tier 2 or below
3. Monster Tamer, instant kills cards tier 2 or below
4. Alchemical Concoction will convert both on-field cards attacks to instant kill any tier cards
Melting Slimes

radioinactive

### Description

Countless unknowing slimes travel across the Sunken Forest, few came out unscathed, few were hurt, most were heavily injured, the others have been corrupted. Melting slimes spent most of their time just wandering around, they are very inactive and don't instigate fights due to experiencing the pain they might cause. Despite that, the Warlord forces them to attack their fellow slimes.

### Abilities

* Touching the opponent will deal 1 damage, and inflict poison (For two turns)
Demon Brute

wanna wrestle?

### Description

The demon brute is the keeper of the Avern Tavern, which is a safe haven for most adventurers. Most demons pass by this tavern when going to battle, often dropping by for a drink before setting foot on the battlefield. The demon brute loves to fight, asking the strong-looking bar attendees for a tussle on the regular, he once challenged an Ogre Giant to an arm wrestle match, although initially matching the strength of the giant, he was overpowered by the giant moments after. He alone protects the cavern and tends to the bar.

### Abilities

* Strikes his opponent with a devastating blow dealing 1 damage with double impact
* Double impact- Deals 1 more damage on the next turn
Slimes vs Warlords Wiki

**Welcome to the Slimes vs Warlords Wiki!**
*Slime V Warlords is a fun side project by two brothers, here you will learn more information about this card game.*

## How the game works

### **Standard Game Mode**

First both players choose which side they want to play. Both players draw 3 cards from their sides creatures, and 1 item. There will be two on-field cards at all times, if one falls, it must be replaced, either from the wielders deck or their pile. When drawing a card from the deck, the wielder of the cards turn remains (if the previous card has not performed a move), but if the wielder draws a card from the pile, there will be no turn given for that card until the next round begins.

The game runs on a turn based system, the turns are determined by the cards tiers, Tier 4 Cards will outspeed Tier 3 Cards. However if both cards are of the same tier, the deciding factor is a roll of a die.

The wielder can make various decisions when it's their turn. Such as, drawing a card from either pile, attacking the opposing sides cards or use an item. Using an item does not take a turn, however it must be the users turn to use an item. For example, if it's the opponent's turn, you can't use an item.

The goal of the Warlord cards wielder is to kill 15 slime cards from the opposing side. The Sacred Slime has 15 sacred lives, every slime the Warlord wielder kills, one life will be deducted. The goal of the slime cards wielder is to eliminate the Warlord, who has 15 lives himself. The Warlord will be a third on-field card when it reaches the 7th turn, the slime cards may attack any 3 of the on-field cards after the 7th turn, before the 7th turn, the Warlord is hidden and not on-field, therefore he cannot be attacked.

## Card Tiers

Tier 1 CardsTier 2 CardsTier 3 CardsTier 4 CardsTier 5 Cards

## Specific game mechanics

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Proporcija

R**azmjera dviju veličina**  a i  b,b≠0 , je broj do kojega dolazimo

dijeljenjem tih  veličina. Zapisujemo ga u obliku

a
:
b

{\displaystyle a:b}

 (čitaj: a prema b)

ili u obliku

a
b

{\displaystyle \frac{a}{b}}

.

Jednakost dvaju omjera nazivamo proporcija

a
b

=

c
d

{\displaystyle \frac a b= \frac c d}

Tri osnovne veličine u procentnom računu su:

·        glavnica G

·        procentna stopa p

·        procentni prinos P

Ako je odnos vrijednosti dvije promjenljive, konstantan, onda kažemo  da su dvije količine direktno proporcionalne.

(Ukoliko jedna promjenljiva raste, raste i druga.)

# k

y
x

{\displaystyle k= \frac{y}{x }}

# y
k
x

{\displaystyle y=kx}

 ili

a

c

b

d

↑=
a
# d
b
c

{\displaystyle \uparrow \begin{matrix} a & c \\ b & d\end{matrix} \uparrow = ad= bc }

Ako je proizvod vrijednosti dvije promjenljive različit od nule,  onda kažemo da su te dvije promjenljive obrnuto proporcionalne.

(Ukoliko jedna promjenljiva raste, druga opada.)

# k
x
y

{\displaystyle k= xy }

# y

k
x

{\displaystyle y=\frac{k}{x}}

 ili

a

b

c

v
d

↓=
a
# c
b
d

{\displaystyle \uparrow \begin{matrix} a & b\\ c & vd\end{matrix} \downarrow =
ac=bd}
Slime Ranger

third times the charm

### Description

Slime rangers train for several years to get their high level of accuracy. These rangers are able to shoot a demon from 100 meters away.

### Abilities

* Shoots an arrow to 1 opponent, dealing 1 damage each shot at the sidelines with 3 charges (off-field)

## Off-field card

An off-field card works like an item. It does not take a turn to summon this card. This card can be summoned off-field, place this card at the rear, behind both on-field cards, these cards will do damage off-field. The slime ranger can become on-field after all three charges has been used, the slime ranger is useless when on-field.
Ignited Champion

Fear 𝘧𝘦𝘢𝘳s him

### Description

Once a puny and frail demon, Razoth has trained to the absolute peak to become the strongest demon. Battling in the Demon Colosseum and becoming the ignited champion. Razoth is the first to head in battle, absolutely obliterating slime troops. All factions under the Warlord holds him in high regard due to his unrivalled combat skills, he is said to be able to cut the Giant Slime in half with a single strike, evidence has not yet backed this up.

### Abilities

* Swings and slashes his blades dealing one damage
* Deals Instant Kill Blows, which Instantly decimates Tier 1 Cards, Tier 2 Cards and Tier 3 Cards
Animated Battle for Dream Island Voting (season)

This article or section is still under heavy development, so please beware that not all information is present.

**Animated Battle for Dream Island** (formerly Battle for Dream Island Viewer Voting) is the first season of the series. It is currently on the 17th episode.

## Animated Battle for Dream Island Voting

### Run time

1a - March 6th - September 16th, 20231b - TBA

### Teams

Squishy CherriesSquashy GrapesAnother Name
Giant Slime

We got a big guy here

### Description

The slime has been infused with a mass of sacred energy. The sacred energy formed around its core which reacted, turning him into a giant to counteract and store the mass of sacred energy. The giant slime lives outsides the wall of the kingdom, being a warning against an attack.

### Abilities

* Attempts to squash the opponent, but only knocks them back with the impact, dealing 1 damage
Vine Trap

It's a trap!

### Description

The Archmage accidentally cast a spell to a bunch of vine seeds to come into sentience and attack the closest lifeform. These seeds were mistakenly transported into the item boxes.

### Abilities

* The vines fly up from the ground trapping both of the opponents on-field cards for 3 turns.
* These trap cards can't attack, the opponent can only draw cards or items during the meantime
Crows Nest

Sword in the hay?

### Description

Once a sword of a fallen warrior, has an unusual curse woven in it. Legend has it that it switches the place of the user and a dead pirate. However slimes can counteract this curse and utilize the sword to go and be a captain.

### Abilities

Promotes any slime card below tier 3 to a [[Slime Captain]]. Transforms a warlord card below tier to a Skull Pirate.
Cluster of fishes

Splish Splash Sploosh

### Description

Fishes love gossip, they understand all languages, usually there are schools of fishes hanging around rivers, hopefully being able to eavesdrop some gossip to tell their fishy friends. However the slimes and warlords figured this out and can easily sway an attack from them by exchanging gossip. Although most fishes die in this attack, some return to tell their fellow fishes about the experience and most importantly, the gossip!