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@ -2120,7 +2120,8 @@ my_func:
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</informaltable>
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</informaltable>
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<para revisionflag="added">
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<para revisionflag="added">
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In the following figure, prefix34 specifies a 34-bit field split
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In the following figure, prefix34 specifies a 34-bit field split
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between bits 14-31 and 48-63 of a doubleword. The other bits
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between bits 14-31 and 48-63 of a doubleword. The doubleword is
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8-byte aligned. The other bits
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remain unchanged. This is used by many PC-relative load and store
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remain unchanged. This is used by many PC-relative load and store
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instructions.
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instructions.
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</para>
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</para>
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@ -2816,9 +2817,9 @@ my_func:
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<entry>
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<entry>
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<para>Denotes the higher adjusted value: bits 32–47
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<para>Denotes the higher adjusted value: bits 32–47
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of the
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of the
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indicated value, compensating for #hi( ) being treated as a
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indicated value, compensating for #lo( ) being treated as a
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signed number. That is:</para>
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signed number. That is:</para>
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<para>#highera(x) = (x + 0x80000000) >> 32</para>
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<para>#highera(x) = (x + 0x8000) >> 32</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -2828,7 +2829,7 @@ my_func:
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<entry>
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<entry>
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<para>Denotes bits 48–63 of the indicated value. That
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<para>Denotes bits 48–63 of the indicated value. That
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is:</para>
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is:</para>
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<para>#higher(x) = x >> 48</para>
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<para>#highest(x) = x >> 48</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -2838,9 +2839,9 @@ my_func:
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<entry>
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<entry>
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<para>Denotes the highest adjusted value: bits 48–63
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<para>Denotes the highest adjusted value: bits 48–63
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of the
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of the
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indicated value, compensating for #higher( ) being treated as a
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indicated value, compensating for #lo( ) being treated as a
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signed number. That is:</para>
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signed number. That is:</para>
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<para>#highesta(x) = (x + 0x800000000000) >> 48</para>
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<para>#highesta(x) = (x + 0x8000) >> 48</para>
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</entry>
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</entry>
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</row>
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</row>
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<row>
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<row>
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@ -4895,7 +4896,7 @@ my_func:
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<para>prefix34*</para>
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<para>prefix34*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>S + A – P</para>
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<para>L – P</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -4909,7 +4910,7 @@ my_func:
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<para>prefix32*</para>
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<para>prefix32*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>(S + A – P) >> 2</para>
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<para>(L – P) >> 2</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -4923,7 +4924,7 @@ my_func:
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<para>prefix31*</para>
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<para>prefix31*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>(S + A – P) >> 3</para>
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<para>(L – P) >> 3</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -4937,7 +4938,7 @@ my_func:
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<para>prefix25*</para>
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<para>prefix25*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>(S + A – P) >> 3</para>
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<para>(L – P) >> 3</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -4951,7 +4952,7 @@ my_func:
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<para>prefix34*</para>
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<para>prefix34*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>S + A – P</para>
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<para>L – P</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -4965,7 +4966,7 @@ my_func:
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<para>prefix32*</para>
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<para>prefix32*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>(S + A – P) >> 2</para>
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<para>(L – P) >> 2</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -4979,7 +4980,7 @@ my_func:
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<para>prefix31*</para>
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<para>prefix31*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>(S + A – P) >> 3</para>
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<para>(L – P) >> 3</para>
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</entry>
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</entry>
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</row>
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</row>
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<row revisionflag="added">
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<row revisionflag="added">
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@ -4993,7 +4994,7 @@ my_func:
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<para>prefix25*</para>
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<para>prefix25*</para>
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</entry>
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</entry>
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<entry>
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<entry>
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<para>(S + A – P) >> 3</para>
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<para>(L – P) >> 3</para>
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</entry>
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</entry>
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</row>
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</row>
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<row>
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<row>
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