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section
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dieresis
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©
copyright
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logicalnot
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‾
macron
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°
degree
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±
plusminus
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·
periodcentered
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﹐
cedilla
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×
multiply
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÷
divide
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circumflex
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̌
caron
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ˊ
uni02CA
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ˋ
uni02CB
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ˍ
uni02CD
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˙
dotaccent
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Α
Alpha
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Β
Beta
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Γ
Gamma
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Δ
uni0394
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Ε
Epsilon
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Ζ
Zeta
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Η
Eta
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Θ
Theta
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Ι
Iota
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Κ
Kappa
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Λ
Lambda
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Μ
Mu
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Ν
Nu
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Ξ
Xi
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Ο
Omicron
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Π
Pi
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Ρ
Rho
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Σ
Sigma
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Τ
Tau
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Υ
Upsilon
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Φ
Phi
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Χ
Chi
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Ψ
Psi
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Ω
uni03A9
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α
alpha
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β
beta
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γ
gamma
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δ
delta
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ε
epsilon
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ζ
zeta
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η
eta
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θ
theta
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ι
iota
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κ
kappa
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λ
lambda
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μ
uni03BC
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ν
nu
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ξ
xi
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ο
omicron
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π
pi
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ρ
rho
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σ
sigma
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τ
tau
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υ
upsilon
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φ
phi
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χ
chi
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ψ
psi
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ω
omega
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Ё
uni0401
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А
uni0410
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Б
uni0411
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В
uni0412
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Г
uni0413
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Д
uni0414
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Е
uni0415
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Ж
uni0416
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uni0417
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И
uni0418
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Й
uni0419
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Л
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uni041C
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uni041D
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uni041E
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uni0421
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Т
uni0422
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uni0423
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uni0424
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uni0425
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uni0426
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uni0427
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uni0428
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uni0429
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uni042B
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uni042C
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uni042D
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uni042E
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uni042F
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а
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б
uni0431
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в
uni0432
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г
uni0433
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д
uni0434
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е
uni0435
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ж
uni0436
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з
uni0437
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и
uni0438
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й
uni0439
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к
uni043A
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л
uni043B
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м
uni043C
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н
uni043D
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о
uni043E
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п
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uni0440
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с
uni0441
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т
uni0442
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у
uni0443
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ф
uni0444
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х
uni0445
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ц
uni0446
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ч
uni0447
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uni0448
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щ
uni0449
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ъ
uni044A
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ы
uni044B
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ь
uni044C
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э
uni044D
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ю
uni044E
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я
uni044F
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ё
uni0451
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–
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—
emdash
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─
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∥
uni2016
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quoteleft
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’
quoteright
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“
quotedblleft
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”
quotedblright
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‧
bullet
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‥
twodotenleader
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⋯
ellipsis
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′
minute
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‵
uni2035
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※
uni203B
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€
Euro
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℃
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℅
uni2105
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℉
uni2109
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№
uni2116
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℡
uni2121
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™
trademark
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Ⅰ
uni2160
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Ⅱ
uni2161
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Ⅲ
uni2162
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Ⅳ
uni2163
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Ⅴ
uni2164
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Ⅵ
uni2165
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Ⅶ
uni2166
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Ⅷ
uni2167
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Ⅸ
uni2168
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Ⅹ
uni2169
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ⅰ
uni2170
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ⅱ
uni2171
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ⅲ
uni2172
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ⅳ
uni2173
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ⅴ
uni2174
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ⅵ
uni2175
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ⅶ
uni2176
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ⅷ
uni2177
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ⅸ
uni2178
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arrowright
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↓
arrowdown
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↗
uni2197
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↘
uni2198
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↙
uni2199
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uni21B8
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↹
uni21B9
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⇧
uni21E7
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／
uni2215
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√
radical
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∞
infinity
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∟
orthogonal
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∠
angle
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∣
uni2223
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∩
intersection
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union
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integral
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∮
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therefore
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∵
uni2235
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