Plus or Minus

[Jake The Wolfie]

2 + 1i

Let us take this into an imaginary plane.

[Jake The Wolfie]

4 + i

[Jake The Wolfie]

3 + i

Because T3 can't read.

[Jake The Wolfie]

2i + 3

[Jake The Wolfie]

4 + 2i

reverzed

[Jake The Wolfie]

4 + 2i

>:3

[Jake The Wolfie]

5 + i

[Jake The Wolfie]

6 + 2i

[Jake The Wolfie]

8 - i

[Jake The Wolfie]

10 - 2i

[Jake The Wolfie]

9 - i

[Jake The Wolfie]

8

[Jake The Wolfie]

6

[Jake The Wolfie]

4

[Jake The Wolfie]

2 + i

[Jake The Wolfie]

2i

[Jake The Wolfie]

4i - 1

[Jake The Wolfie]

4i + 2

Woah, same!

[Jake The Wolfie]

5i + 1

I fully intend on graphing this eventually

[Jake The Wolfie]

6i

All of this is just imaginary, it's not too complex anymore.

[Jake The Wolfie]

5i

[Jake The Wolfie]

5i

[Jake The Wolfie]

Rotate again!

-5i

[Jake The Wolfie]

1 - 6i

[Jake The Wolfie]

3 - 6i

It's not 3's fault that 6i wants to drag it down!

[Jake The Wolfie]

-3i + 7

7 is a good friend, trying to help his friend -3i out of negaholism

[Jake The Wolfie]

-2i + 7 + Infinity 324


Well fuck, now we have infinity on one side. Thanks a lot, Infinity.

[Jake The Wolfie]

330 + 2∞ - 2i

[Jake The Wolfie]

329+2∞ - i

[Jake The Wolfie]

328+2∞

[Jake The Wolfie]

326+2∞

[Jake The Wolfie]

324+2∞

[Jake The Wolfie]

Oh, sorry Ircher!

322+2Ω

[Jake The Wolfie]

322+2Ω -i

[Jake The Wolfie]

320+2Ω -i

[Jake The Wolfie]

318+2Ω -i

[Jake The Wolfie]

315+2Ω

[Jake The Wolfie]

313+2Ω

Just an FYI, we are about an infinite distance away from reaching 0 now.

[Jake The Wolfie]

311+2Ω

Shoot for the moon. If you miss, you'll end up in the vacuum of space.

[Jake The Wolfie]

309+2Ω

[Jake The Wolfie]

307+2Ω

[Jake The Wolfie]

305+2Ω

[Jake The Wolfie]

303+2Ω

[Jake The Wolfie]

303+2Ω

[Jake The Wolfie]

301+2Ω

[Jake The Wolfie]

299+2Ω

[Jake The Wolfie]

297+2Ω

Yeah, progress!

[Jake The Wolfie]

295+2Ω

[Jake The Wolfie]

293+2Ω

[Jake The Wolfie]

291+2Ω

[Jake The Wolfie]

289+2Ω

[Jake The Wolfie]

287+2Ω

[Jake The Wolfie]

285+2Ω

We are so close, just a few omegas to go!

[Jake The Wolfie]

285+2Ω

[Jake The Wolfie]

284+3Ω

Jesus fuck Ythan, did you seriously just add another Omega away from 0?! Now it'll take the exact same amount of time to get to 0!!

[Jake The Wolfie]

283+2Ω

Imagine not having access to Alt codes. Couldn't be me.

- Jæk™

[Jake The Wolfie]

283+Ω -Ωi

[Jake The Wolfie]

281

Woah, we just traversed through so much infinite land.

[Jake The Wolfie]

279

[Jake The Wolfie]

276

It looks really cute, Infinity. Would snuggle.

[Jake The Wolfie]

274

[Jake The Wolfie]

272

[Jake The Wolfie]

270

[Jake The Wolfie]

270

[Jake The Wolfie]

270

please no

[Jake The Wolfie]

268

[Jake The Wolfie]

266

[Jake The Wolfie]

264

[Jake The Wolfie]

262

[Jake The Wolfie]

260

[Jake The Wolfie]

262

[Jake The Wolfie]

264

[Jake The Wolfie]

263 + i

[Jake The Wolfie]

262 + 2i

[Jake The Wolfie]

261 + 3i

[Jake The Wolfie]

260 + 4i

[Jake The Wolfie]

259 + 5i

[Jake The Wolfie]

258 + 6i

[Jake The Wolfie]

257 + 7i

[Jake The Wolfie]

256 + 8i

[Jake The Wolfie]

255 + 9i

[Jake The Wolfie]

254 + 10i

[Jake The Wolfie]

253 + 11i

[Jake The Wolfie]

253 + 12i

Negative Omega times i is just what you get when you order imaginary amounts.

[Jake The Wolfie]

249 + 13i

-i
-2i
-3i
...
-100i
-101i
...
-1000...000i
...
...
-Ωi
-(Ω+1)i
-(Ω+2)i
...
-2Ωi
-(2Ω+1)i
-(2Ω+2)i
...
...
etc

[Jake The Wolfie]

248 + 13i

Well, in non-complex numbers you order them by biggest to smallest. This can be done by considering that positive numbers have dexter distance from 0, and negative numbers have sinister distance from 0.
Moving this up to the complex plane, we can order numbers by both their real and imaginary distance from their respective 0 axis. The point 2 + 3i would have the same distace as 3 + 2i, but not the same as -2 + 3i, since the -2 has sinister distance from 0.

All of this to say that if you draw concentric circles around 0 + 0i, the positive complex numbers (where they would look like |x| + |y|i) would have the exact same dexter distance from 0 (and would thus all be ordered the same way), while all negative complex numbers (where they look like -|x| - |y|i) would have the same sinister distance from 0, and would be ordered behind the positive complex numbers. Meanwhile the mixed complex numbers (in the form or either -|x| + |y|i or |x| - |y|i) would have their dexter and sinister values added up, and ordered as such. None of these numbers would ever have a greater or smaller distance from 0 than Positive or negative complex numbers, and thus would fill the ordered continuum between the positive complex max and the negative complex min

All of this to say that you add dexter distance from the component's axis and subtract sinister distance from the axis.

[Jake The Wolfie]

247 + 14i

[Jake The Wolfie]

246 + 15i

[Jake The Wolfie]

245 + 16i

[Jake The Wolfie]

244 + 16i

No, fuck your quaternions. All my homies hate your quaternions

[Jake The Wolfie]

241 + 17i

[Jake The Wolfie]

240 + 18i

[Jake The Wolfie]

239 + 19i


Graphing this will just be a diagonal lineish

[Jake The Wolfie]

238 + 20i

Dunno how I'll handle us flinging off into Ω territory.

[Jake The Wolfie]

237 + 21i

[Jake The Wolfie]

236 + 22i

[Jake The Wolfie]

235 + 23i

[Jake The Wolfie]

234 + 24i

Ok, before you de-increment the real part, let's get to 56i

[Jake The Wolfie]

234+26i

[Jake The Wolfie]

2234+28i

[Jake The Wolfie]

2234+28i

Uhh whoops, sorry, we need to rewind a bit.

[Jake The Wolfie]

234 + 27i

nooOOOO!!

[Jake The Wolfie]

233 + 28i

[Jake The Wolfie]

232 + 29i

[Jake The Wolfie]

228 + 30i

[Jake The Wolfie]

2
2
1

p l u s

3
0
i

[Jake The Wolfie]

201 + 22i

[Jake The Wolfie]

200 + 23i

[Jake The Wolfie]

200 + 23i

[Jake The Wolfie]

199 + 24i

[Jake The Wolfie]

198 + 25i

[Jake The Wolfie]

196 + 26i

What is dx doing here? What

is

dx?

[Jake The Wolfie]

195 + 26i

You won't notice my infinitesimally small removal of it and adding +i.

[Jake The Wolfie]

194 + 27i - ndx, where n is the smallest number that, when multiplied by dx, equals 1.

[Jake The Wolfie]

193 + 30i + 2ndx, where n is equivalent to 1/dx

[Jake The Wolfie]

194 + 31i

[Jake The Wolfie]

193+32i

[Jake The Wolfie]

191+33i

[Jake The Wolfie]

190+34i

[Jake The Wolfie]

189 + 35i

[Jake The Wolfie]

188 + 36i

[Jake The Wolfie]

187 +37 i

[Jake The Wolfie]

186 + 38i

[Jake The Wolfie]

185 + 39i

[Jake The Wolfie]

167+29i

[Jake The Wolfie]

165+29i

[Jake The Wolfie]

162 + 28i

>w>

[Jake The Wolfie]

161 + 29i

[Jake The Wolfie]

159 + 30i

[Jake The Wolfie]

159 + 30i

!

[Jake The Wolfie]

158 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

185 + 30i

[Jake The Wolfie]

182 + 22i

[Jake The Wolfie]

182 + 22i

Not this again

[Jake The Wolfie]

181 + 21i

[Jake The Wolfie]

181 + 21i

[Jake The Wolfie]

180 + 22i

[Jake The Wolfie]

149 + 23i

[Jake The Wolfie]

149 + 23i

[Jake The Wolfie]

146 + 24i

Need to make it to 45i before you get to 123

[Jake The Wolfie]

145 + 25i

[Jake The Wolfie]

144 + 26i

[Jake The Wolfie]

142 + 27i

[Jake The Wolfie]

140 + 28i

[Jake The Wolfie]

139 + 29i

[Jake The Wolfie]

137 + 30i

[Jake The Wolfie]

136 + 31i

[Jake The Wolfie]

135 + 32i

[Jake The Wolfie]

134 + 33i

[Jake The Wolfie]

132 + 34i

[Jake The Wolfie]

131 + 36i

[Jake The Wolfie]

130 + 37i

[Jake The Wolfie]

129 + 38i

Ircher, help me reach 45i before these jackals reach 123

[Jake The Wolfie]

128 + 41i

[Jake The Wolfie]

127 + 42i

[Jake The Wolfie]

127 + 44i

[Jake The Wolfie]

127 + 45i

Quick! Someone poke T3 in the is so they can't see what we've done!

[Jake The Wolfie]

125 + 45i

[Jake The Wolfie]

124 + 45i

[Jake The Wolfie]

That's it. That's the thread. No more.

Anyway,

123 + 46i

[Jake The Wolfie]

122 + 47i

[Jake The Wolfie]

122 + 47i

[Jake The Wolfie]

121 + 48i

[Jake The Wolfie]

120 + 49i

[Jake The Wolfie]

119 + 50i

[Jake The Wolfie]

116+50i

(seems like a good place to stop)
Dunno. I'm waiting for someone else to count.

[Jake The Wolfie]

108 + 50i

[Jake The Wolfie]

103 + 50i

[Jake The Wolfie]

101 + 50i

[Jake The Wolfie]

42 + -90i

aand rotate!

[Jake The Wolfie]

40 - 90i

[Jake The Wolfie]

38 - 90i

[Jake The Wolfie]

37 - 89i

[Jake The Wolfie]

36 - 88i

Hey Ythan, come play nomic.

[Jake The Wolfie]

34 - 87i

[Jake The Wolfie]

33 - 86i

[Jake The Wolfie]

32-84i

[Jake The Wolfie]

34 - 82i

[Jake The Wolfie]

35 - 81i

[Jake The Wolfie]

36 - 80i

[Jake The Wolfie]

37 - 79i

[Jake The Wolfie]

37 - 78i

:3

[Jake The Wolfie]

38 - 77i

[Jake The Wolfie]

39 - 76i

[Jake The Wolfie]

40 - 75i

[Jake The Wolfie]

41 - 74i

[Jake The Wolfie]

42 - 73i

[Jake The Wolfie]

43 - 72i

[Jake The Wolfie]

44 - 71i

[Jake The Wolfie]

45 - 70i

Question to the curious (and

Ircher

should they be in the audience this evening)
Is the current value increasing, decreasing, or staying the same magnitude?

[Jake The Wolfie]

46 - 69i

ythan lets set aside our differences and up the real component for a bit

[Jake The Wolfie]

48 - 69i

[Jake The Wolfie]

50 - 69i