<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
Node name="v_S" refname="v" relxpath="Source">
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
Node name="v_T" refname="v" relxpath="Target">
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
Signature>sorts i, p</
Signature>
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
Node name="s2_A1" refname="s2" relxpath="Actuals/Spec[1]">
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
Signature>sorts j, q, t</
Signature>
<
Node name="s2" refname="s2" relxpath="">
<
ConsStatus>Cons(ConsistencyByNoSentences)</
ConsStatus>
<
Signature>sorts i, j, p2, q, s, t</
Signature>
<
Link source="s_IU1" target="s_PU1" linkid="0">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts i} extended with {p}</
GMorphism>
<
Link source="s_IU1" target="s2_A1V" linkid="5">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts i} extended with {p}</
GMorphism>
<
Link source="s_PU1" target="s" linkid="1">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts i, p} extended with {s}</
GMorphism>
<
Link source="s_PU1" target="s2_A1V" linkid="7" status="proven">
<
Type>GlobalProvenThmInc</
Type>
<
Rule>Global-Decomposition</
Rule>
<
RuleTarget linkref="7" />
<
ProofBasis linkref="5" />
<
ProofBasis linkref="15" />
identity morphism over { sorts i, p}</
GMorphism>
<
Link source="s_PU1" target="s2_A1V" linkid="15" status="proven">
<
Type>LocalProvenThmInc</
Type>
<
Rule>Local-Inference</
Rule>
identity morphism over { sorts i, p}</
GMorphism>
<
Link source="s" target="s2" linkid="13">
{p |-> q} : { sorts i, p, s} |-> { sorts i, j, p2, q, s, t}</
GMorphism>
<
Link source="v_IU1" target="v_PU1" linkid="2">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts j} extended with {r}</
GMorphism>
<
Link source="v_IU1" target="s2_A1A1" linkid="8">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts j} extended with {t}</
GMorphism>
<
Link source="v_PU1" target="v_T" linkid="3">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts j, r} extended with {q}</
GMorphism>
<
Link source="v_PU1" target="s2_A1A1" linkid="9" status="proven">
<
Type>GlobalProvenThm</
Type>
<
Rule>Global-Decomposition</
Rule>
<
RuleTarget linkref="9" />
<
ProofBasis linkref="8" />
<
ProofBasis linkref="16" />
{r |-> t} : { sorts j, r} |-> { sorts j, t}</
GMorphism>
<
Link source="v_PU1" target="s2_A1A1" linkid="16" status="proven">
<
Type>LocalProvenThm</
Type>
<
Rule>Local-Inference</
Rule>
{r |-> t} : { sorts j, r} |-> { sorts j, t}</
GMorphism>
<
Link source="v_S" target="v_T" linkid="4" status="proven">
<
Type>GlobalProvenThm</
Type>
<
Rule>Global-Decomposition</
Rule>
<
RuleTarget linkref="4" />
<
ProofBasis linkref="17" />
{p |-> q} : { sorts p} |-> { sorts j, q, r}</
GMorphism>
<
Link source="v_S" target="v_T" linkid="17" status="proven">
<
Type>LocalProvenThm</
Type>
<
Rule>Local-Inference</
Rule>
{p |-> q} : { sorts p} |-> { sorts j, q, r}</
GMorphism>
<
Link source="v_S" target="s2_A1V" linkid="6">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts p} extended with {i}</
GMorphism>
<
Link source="v_T" target="s2_A1" linkid="11">
{r |-> t} : { sorts j, q, r} |-> { sorts j, q, t}</
GMorphism>
<
Link source="s2_PU1" target="s2" linkid="14">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts p2} extended with {i, j, q, s, t}</
GMorphism>
<
Link source="s2_A1A1" target="s2_A1" linkid="10">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts j, t} extended with {q}</
GMorphism>
<
Link source="s2_A1" target="s2" linkid="12">
<
Type>GlobalDefInc</
Type>
inclusion morphism of { sorts j, q, t} extended with {i, p2, s}</
GMorphism>
{p |-> q} : { sorts p} |-> { sorts j, q, r}</
GMorphism>