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Math3 - Visual Encoding Result

0 1 2 3 4 5 6 7 8 9 A B C D E F
0                 
1                 
2 0x0020

0x0020:0
0x222B

0x222B:0
0x222E

0x222E:0
0x222F

0x222F:0
0x2233

0x2233:0
0x2232

0x2232:0
0x2A16

0x2A16:0
0x2229

0x2229:0
0x222A

0x222A:0
0x228E

0x228E:0
0x2293

0x2293:0
0x2294

0x2294:0
 0x2227

0x2227:0
 0x2228

0x2228:0
3 0x22B2

0x22B2:0
0x22B4

0x22B4:0
 0x22EA

0x22EA:0
0x22EC

0x22EC:0
       0xEF01

parsl
0x2247

0x2247:0
0x2243

0x2243:0
0x2242

0x2242:0
4 0x22B3

0x22B3:0
0x22B5

0x22B5:0
 0x22EB

0x22EB:0
0x22ED

0x22ED:0
       0x2241

0x2241:0
0x2249

0x2249:0
0x2244

0x2244:0
0xEF08

NotEqualTilde
nesim
5 0x224F

0x224F:0
0x224E

0x224E:0
0xEF0D

nbumpe
NotHumpEqual
0xEF0C

NotHumpDownHump
nbump
0x2262

0x2262:0
0x2250

0x2250:0
0x2970

0x2970:0
0x003D
=
0x003D:0
   0x2322

0x2322:0
0x2323

0x2323:0
 0x224D

0x224D:0
0x226D

0x226D:0
6 0x226A

0x226A:0
0x2AA1

0x2AA1:0
0x2264

0x2264:0
0x2266

0x2266:0
0x2272

0x2272:0
0x226E

0x226E:0
0xEF13

nLtv
NotLessLess
0xEF29

NotNestedLessLess
0x2270

0x2270:0
 0x2268

0x2268:0
0x2274

0x2274:0
0x228F

0x228F:0
0x2291

0x2291:0
 0x22E2

0x22E2:0
7 0x226B

0x226B:0
0x2AA2

0x2AA2:0
0x2265

0x2265:0
0x2267

0x2267:0
0x2273

0x2273:0
0x226F

0x226F:0
0xEF15

nGtv
NotGreaterGreater
0xEF2A

NotNestedGreaterGreater
0x2271

0x2271:0
 0x2269

0x2269:0
0x2275

0x2275:0
0x2290

0x2290:0
0x2292

0x2292:0
  
8 0x227A

0x227A:0
 0x227C

0x227C:0
0x227E

0x227E:0
0x2280

0x2280:0
 0x22E0

0x22E0:0
0x22E8

0x22E8:0
0x2276

0x2276:0
0x2278

0x2278:0
0x22DA

0x22DA:0
0x2235

0x2235:0
0x22E3

0x22E3:0
0x2288

0x2288:0
0x2285

0x2285:0
0x2289

0x2289:0
9 0x227B

0x227B:0
 0x227D

0x227D:0
0x227F

0x227F:0
0x2281

0x2281:0
 0x22E1

0x22E1:0
0x22E9

0x22E9:0
0x2277

0x2277:0
0x2279

0x2279:0
0x22DB

0x22DB:0
0x2237

0x2237:0
0x220B

0x220B:0
0x220C

0x220C:0
0x2296

0x2296:0
0x2299

0x2299:0
A 0x22D5

0x22D5:0
0x2213

0x2213:0
0x22A2

0x22A2:0
0x22A8

0x22A8:0
0x22A3

0x22A3:0
0x2AE4

0x2AE4:0
0x22A5

0x22A5:0
0x22A4

0x22A4:0
0x22BA

0x22BA:0
0x226C

0x226C:0
0x2240

0x2240:0
0x22C8

0x22C8:0
0x221F

0x221F:0
0x2221

0x2221:0
0x2222

0x2222:0
0x2205

0x2205:0
B 0x2127

0x2127:0
0x2204

0x2204:0
0x03DC
Ϝ
0x03DC:0
0x03DA
Ϛ
0x03DA:0
 0x03E0
Ϡ
0x03E0:0
0x03B5
ε
0x03B5:0
0x03F1
ϱ
0x03F1:0
0xED03

0xED03:0
0x03C2
ς
0x03C2:0
  0x2136

0x2136:0
0x2137

0x2137:0
0x2138

0x2138:0
0x03F0
ϰ
0x03F0:0
C 0x00DD
Ý
0x00DD:0
0x00FD
ý
0x00FD:0
0x00D0
Ð
0x00D0:0
0x00F0
ð
0x00F0:0
0x00DE
Þ
0x00DE:0
0x00FE
þ
0x00FE:0
0x0141
Ł
0x0141:0
0x0142
ł
0x0142:0
0x00BF
¿
0x00BF:0
0x00A2
¢
0x00A2:0
0x212B

0x212B:0
0x00A3
£
0x00A3:0
0x00A1
¡
0x00A1:0
0x00A7
§
0x00A7:0
0x00B6

0x00B6:0
0x00A5
¥
0x00A5:0
D 0x00B5
µ
0x00B5:0
0x210F

0x210F:0
0x0131
ı
0x0131:0
 0xEEF0

jmath
 0x2020

0x2020:0
0x2021

0x2021:0
0x00B0
°
0x00B0:0
0x266D

0x266D:0
0x266E

0x266E:0
0x266F

0x266F:0
0x2370

0x2370:0
0x2353

0x2353:0
0x00C5
Å
0x00C5:0
0x019B
ƛ
0x019B:0
E 0x25A0

0x25A0:0
0x25A1

0x25A1:0
0x25FE

0x25FE:0
0x25FD

0x25FD:0
0x25AA

0x25AA:0
0x25AB

0x25AB:0
 0x25CF

0x25CF:0
0x25CB

0x25CB:0
0x2219

0x2219:0
0x25E6

0x25E6:0
  0x25C6

0x25C6:0
 0x25C7

0x25C7:0
F 0x25AE

0x25AE:0
0x25AF

0x25AF:0
0x25B2

0x25B2:0
0x25B3

0x25B3:0
0x25BC

0x25BC:0
0x25BD

0x25BD:0
0x29EB

0x29EB:0
0x2736

0x2736:0
0x2605

0x2605:0
  0x0190
Ɛ
0x0190:0
   0x2145

0x2145:0