@@ -138,7 +138,7 @@ class Nand(Builtin):
138138 """
139139 <dl>
140140 <dt>'Nand[$expr1$, $expr2$, ...]'
141- <dt>' $expr1$' \u22BC $expr2$ \u22BC ...
141+ <dt>$expr1$ \u22BC $expr2$ \u22BC ...
142142 <dd> Implements the logical NAND function. The same as 'Not[And['$expr1$, $expr2$, ...']]'
143143 </dl>
144144 >> Nand[True, False]
@@ -155,7 +155,7 @@ class Nor(Builtin):
155155 """
156156 <dl>
157157 <dt>'Nor[$expr1$, $expr2$, ...]'
158- <dt>' $expr1$' \u22BD $expr2$ \u22BD ...
158+ <dt>$expr1$ \u22BD $expr2$ \u22BD ...
159159 <dd>Implements the logical NOR function. The same as 'Not[Or['$expr1$, $expr2$, ...']]'
160160 </dl>
161161 >> Nor[True, False]
@@ -172,7 +172,7 @@ class Implies(BinaryOperator):
172172 """
173173 <dl>
174174 <dt>'Implies[$expr1$, $expr2$]'
175- <dt>' $expr1$ \uF523 $expr2$'
175+ <dt>$expr1$ \u21D2 $expr2$
176176 <dd>evaluates each expression in turn, returning 'True'
177177 as soon as the first expression evaluates to 'False'. If the
178178 first expression evaluates to 'True', 'Implies' returns the
@@ -187,10 +187,10 @@ class Implies(BinaryOperator):
187187 If an expression does not evaluate to 'True' or 'False', 'Implies'
188188 returns a result in symbolic form:
189189 >> Implies[a, Implies[b, Implies[True, c]]]
190- = a \uF523 b \uF523 c
190+ = a \u21D2 b \u21D2 c
191191 """
192192
193- operator = "\uF523 "
193+ operator = "\u21D2 "
194194 precedence = 200
195195 grouping = "Right"
196196
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