@@ -763,7 +763,7 @@ The construction MUST proceed as follows:
763763 \begin{array}{l}
764764 Φ_i = \mathrm{AES\text{-}CTR}'_ i\bigl(Φ_ {\mathrm{aes\_ key}_ {i-1}},
765765 Φ_ {\mathrm{iv}_ {i-1}}, Φ_ {i-1} \mid 0_ {(t+1)κ} \bigr),\; \; \;
766- \text{where notation $ 0_x$ defines the string of $0$ bits of length $x$ .}
766+ \text{where notation } 0_x \text{ defines the string of } 0 \text{ bits of length } x\text{ .}
767767 \end{array}
768768 `$
769769
@@ -814,9 +814,9 @@ The construction MUST proceed as follows:
814814 \begin{array}{l}
815815 β_i = \mathrm{AES\text{-}CTR}\bigl(β_ {\mathrm{aes\_ key}_ i},
816816 β_ {\mathrm{iv}_ i}, \mathrm{addr}_ {i+1} \mid \mathrm{delay}_ i
817- \mid γ_ {i+1} \mid β_ {i+1 \, [ 0 \ldots (r(t+1) - t)κ - 1] } \bigr),\; \; \;
818- \text{where notation $ X_ {[ a \ldots b] }$ denotes the substring of $X$
819- from byte offset $a$ to $b$ , inclusive, using zero-based indexing.}
817+ \mid γ_ {i+1} \mid β_ {i+1 \, [ 0 \ldots (r(t+1) - t)κ - 1] } \bigr),\\
818+ \text{where notation } X_ {[ a \ldots b] } \text{ denotes the substring of } X
819+ \text{ from byte offset } a \text{ to } b\text{ , inclusive, using zero-based indexing.}
820820 \end{array}
821821 `$
822822
@@ -1055,7 +1055,7 @@ Once the node determines its role as an intermediary following the steps in [Sec
10551055
10561056 $`
10571057 \begin{array}{l}
1058- β' = B_ {[ (t + 1)κ\ldots(r(t +1 ) + t + 2)\kappa - 1] }
1058+ β' = B_ {[ (t + 1)κ\ldots(r(t +1 ) + t + 2)κ - 1] }
10591059 \end{array}
10601060 `$
10611061
@@ -1142,8 +1142,8 @@ Once the node determines its role as an exit following the steps in [Section 8.6
11421142 $`
11431143 \begin{array}{l}
11441144 m = δ'_ {[ κ\ldots] },\; \; \;
1145- \text{where notation $ X_ {[ a \ldots] }$ denotes the substring of $X$
1146- from byte offset $a$ to the end of the string using zero-based indexing.}
1145+ \text{where notation } X_ {[ a \ldots] } \text{ denotes the substring of } X
1146+ \text{ from byte offset } a \text{ to the end of the string using zero-based indexing.}
11471147 \end{array}
11481148 `$
11491149
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