@@ -99,21 +99,22 @@ Terminology</h2>
9999 <dt> <dfn id="indefinite" lt="indefinite|indefinite size">indefinite size</dfn>
100100 <dd>
101101 A size that is not <a>definite</a> .
102- An <a>indefinite </a> <a>available size </a> is essentially infinite.
102+ <a>Indefinite </a> <a>available space </a> is essentially infinite.
103103
104- <dt> <dfn id="available" local-lt="available" lt="available size |available inline size |available block size|available space">available space</dfn>
104+ <dt> <dfn id="available" local-lt="available" lt="available space |available inline space |available block space">available space</dfn>
105105 <dd>
106- The space into which a box is laid out.
107- Unless otherwise specified, this is
106+ A size representing the space into which a box is laid out,
107+ as determined by
108+ the rules of the formatting context in which it participates.
109+ The space available to a box is usually
108110 either a measurement of its <a>containing block</a> (if that is <a>definite</a> )
109111 or an infinite size (when it is <a>indefinite</a> ).
110112 <a>Available space</a> can alternatively be either a
111113 <a>min-content constraint</a> or
112114 a <a>max-content constraint</a> .
113-
114115<!--
115116 <p>
116- The space <a>available</a> to a box is determined by the formatting context in which it participates.
117+
117118 In block, table, and inline formatting contexts [[!CSS21]] ,
118119 the <a>available space</a> is infinite in the block-axis dimension.
119120 <span class="issue"> What, exactly, is the available space in the inline axis??? What about other formatting models?</span>
@@ -146,7 +147,7 @@ Auto Box Sizes</h3>
146147 : <dfn>fill-available inline size</dfn>
147148 : <dfn>fill-available block size</dfn>
148149 :: Roughly, the <a>size</a> a box would take
149- if it filled its <a>available space</a>
150+ if it filled the <a>available space</a>
150151 in the given axis.
151152 (See [[#extrinsic]] .)
152153
@@ -284,7 +285,7 @@ New Keywords for 'width' and 'height'</h3>
284285 <dt> <dfn>fit-content(<<length-percentage>>)</dfn>
285286 <dd>
286287 Use the fit-content formula
287- with the <a>available size </a> replaced by the specified argument,
288+ with the <a>available space </a> replaced by the specified argument,
288289 i.e.
289290 <code> min(<a>max-content size</a> , max(<a>min-content size</a> , <<length-percentage>> ))</code>
290291 </dl>
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