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              <li><a href="../../..">Unstable</a></li>
              <li><a href=".">8.5.dev / contrib:ergo dev</a></li>
              <li class="active"><a href="">2015-01-29 18:50:21</a></li>
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            <a href=".">« Up</a>
            <h1>
              contrib:ergo
              <small>
                dev
                <span class="label label-danger">Error</span>
              </small>
            </h1>
            <p><em><script>document.write(moment("2015-01-29 18:50:21 +0000", "YYYY-MM-DD HH:mm:ss Z").fromNow());</script> (2015-01-29 18:50:21 UTC)</em><p>
            <h2>Lint</h2>
            <dl class="dl-horizontal">
              <dt>Command</dt>
              <dd><code>ruby lint.rb unstable ../unstable/packages/coq:contrib:ergo/coq:contrib:ergo.dev</code></dd>
              <dt>Return code</dt>
              <dd>0</dd>
              <dt>Duration</dt>
              <dd>0 s</dd>
              <dt>Output</dt>
              <dd><pre>The package is valid.
</pre></dd>
            </dl>
            <h2>Dry install</h2>
            <p>Dry install with the current Coq version:</p>
            <dl class="dl-horizontal">
              <dt>Command</dt>
              <dd><code>opam install -y --dry-run coq:contrib:ergo.dev coq.8.5.dev</code></dd>
              <dt>Return code</dt>
              <dd>0</dd>
              <dt>Duration</dt>
              <dd>1 s</dd>
              <dt>Output</dt>
              <dd><pre>[NOTE] Package coq is already installed (current version is 8.5.dev).
The following actions will be performed:
 - install   coq:contrib:ergo.dev
=== 1 to install ===
=-=- Synchronizing package archives -=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
=-=- Installing packages =-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
Building coq:contrib:ergo.dev:
  coq_makefile -f Make -o Makefile
  make -j4
  make install
Installing coq:contrib:ergo.dev.
</pre></dd>
            </dl>
            <p>Dry install without Coq, to test if the problem was incompatibility with the current Coq version:</p>
            <dl class="dl-horizontal">
              <dt>Command</dt>
              <dd><code>true</code></dd>
              <dt>Return code</dt>
              <dd>0</dd>
              <dt>Duration</dt>
              <dd>0 s</dd>
            </dl>
            <h2>Install dependencies</h2>
            <dl class="dl-horizontal">
              <dt>Command</dt>
              <dd><code>ulimit -Sv 2000000; timeout 5m opam install -y --deps-only coq:contrib:ergo.dev</code></dd>
              <dt>Return code</dt>
              <dd>0</dd>
              <dt>Duration</dt>
              <dd>2 s</dd>
            </dl>
            <h2>Install</h2>
            <dl class="dl-horizontal">
              <dt>Command</dt>
              <dd><code>ulimit -Sv 2000000; timeout 5m opam install -y --verbose coq:contrib:ergo.dev</code></dd>
              <dt>Return code</dt>
              <dd>1024</dd>
              <dt>Duration</dt>
              <dd>6 s</dd>
              <dt>Output</dt>
              <dd><pre>The following actions will be performed:
 - install   coq:contrib:ergo.dev
=== 1 to install ===
=-=- Synchronizing package archives -=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
[coq:contrib:ergo] Fetching https://gforge.inria.fr/git/coq-contribs/ergo.git#trunk
Initialized empty Git repository in /home/bench/.opam/packages.dev/coq:contrib:ergo.dev/.git/
[master (root-commit) 95c3533] opam-git-init
From https://gforge.inria.fr/git/coq-contribs/ergo
 * [new branch]      trunk      -&gt; opam-ref
 * [new branch]      trunk      -&gt; origin/trunk
Make
Makefile
README
description
src/arith.ml
src/ergo.ml4
src/ergo.mli
src/ergo_plugin.mllib
src/ergo_plugin_mod.ml
tests/AltDemo.v
tests/Demo.v
tests/EinsteinEasy.v
tests/EinsteinEasy2.v
tests/Generators.v
tests/GeneratorsEq.v
tests/GeneratorsNG.v
tests/TestErgo.v
theories/Adequation.v
theories/AllInstances.v
theories/AltErgo.v
theories/CCX.v
theories/CNFLazy.v
theories/CNFLazyCommon.v
theories/CNFLazyN.v
theories/CPolynoms.v
theories/Cnf.v
theories/DiagProd.v
theories/Diff.v
theories/DistrNeg.v
theories/DoubleNegUtils.v
theories/Dpll.v
theories/Env.v
theories/EnvLazy.v
theories/Ergo.v
theories/FoldProps.v
theories/Index.v
theories/LLazy.v
theories/Lexico.v
theories/Literal.v
theories/ModelsRingExt.v
theories/Rational.v
theories/Sat.v
theories/SatCaml.v
theories/SemLazy.v
theories/Semantics.v
theories/TacticLazy.v
theories/Term.v
theories/TermUtils.v
theories/Theory.v
theories/TheoryArith.v
theories/Uf.v
theories/Use.v
HEAD is now at cc96672 Fix a few Require inside modules in AACTactics and Ergo.
=-=- Installing packages =-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=
Building coq:contrib:ergo.dev:
  coq_makefile -f Make -o Makefile
  make -j4
  make install
Warning: in option -R, ../Counting/theories is not a subdirectory of the current directory
Warning: -R/-Q options don&#39;t have a correct common prefix,
 install-doc will put anything in $INSTALLDEFAULTROOT
ocamldep -slash -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;src/ergo.mli&quot; &gt; &quot;src/ergo.mli.d&quot; || ( RV=$?; rm -f &quot;src/ergo.mli.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;src/ergo_plugin.mllib&quot; &gt; &quot;src/ergo_plugin.mllib.d&quot; || ( RV=$?; rm -f &quot;src/ergo_plugin.mllib.d&quot;; exit ${RV} )
ocamldep -slash -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;src/arith.ml&quot; &gt; &quot;src/arith.ml.d&quot; || ( RV=$?; rm -f &quot;src/arith.ml.d&quot;; exit ${RV} )
ocamldep -slash -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;src/ergo_plugin_mod.ml&quot; &gt; &quot;src/ergo_plugin_mod.ml.d&quot; || ( RV=$?; rm -f &quot;src/ergo_plugin_mod.ml.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/src&quot;: No such file or directory
Bad -I option: ../Containers/src: No such file or directory
Bad -I option: ../Nfix/src: No such file or directory
Bad -I option: ../Counting/src: No such file or directory
&quot;coqdep&quot; -c -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;src/ergo.ml4&quot; &gt; &quot;src/ergo.ml4.d&quot; || ( RV=$?; rm -f &quot;src/ergo.ml4.d&quot;; exit ${RV} )
Bad -I option: ../Containers/src: No such file or directory
Bad -I option: ../Nfix/src: No such file or directory
Bad -I option: ../Counting/src: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Adequation.v&quot; &gt; &quot;theories/Adequation.v.d&quot; || ( RV=$?; rm -f &quot;theories/Adequation.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/src&quot;: No such file or directory
Bad -I option: ../Containers/src: No such file or directory
Bad -I option: ../Nfix/src: No such file or directory
Bad -I option: ../Counting/src: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/AllInstances.v&quot; &gt; &quot;theories/AllInstances.v.d&quot; || ( RV=$?; rm -f &quot;theories/AllInstances.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/AltErgo.v&quot; &gt; &quot;theories/AltErgo.v.d&quot; || ( RV=$?; rm -f &quot;theories/AltErgo.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/CCX.v&quot; &gt; &quot;theories/CCX.v.d&quot; || ( RV=$?; rm -f &quot;theories/CCX.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/CNFLazyCommon.v&quot; &gt; &quot;theories/CNFLazyCommon.v.d&quot; || ( RV=$?; rm -f &quot;theories/CNFLazyCommon.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/CNFLazyN.v&quot; &gt; &quot;theories/CNFLazyN.v.d&quot; || ( RV=$?; rm -f &quot;theories/CNFLazyN.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/CNFLazy.v&quot; &gt; &quot;theories/CNFLazy.v.d&quot; || ( RV=$?; rm -f &quot;theories/CNFLazy.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Cnf.v&quot; &gt; &quot;theories/Cnf.v.d&quot; || ( RV=$?; rm -f &quot;theories/Cnf.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/CPolynoms.v&quot; &gt; &quot;theories/CPolynoms.v.d&quot; || ( RV=$?; rm -f &quot;theories/CPolynoms.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/DiagProd.v&quot; &gt; &quot;theories/DiagProd.v.d&quot; || ( RV=$?; rm -f &quot;theories/DiagProd.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Diff.v&quot; &gt; &quot;theories/Diff.v.d&quot; || ( RV=$?; rm -f &quot;theories/Diff.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/DistrNeg.v&quot; &gt; &quot;theories/DistrNeg.v.d&quot; || ( RV=$?; rm -f &quot;theories/DistrNeg.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/DoubleNegUtils.v&quot; &gt; &quot;theories/DoubleNegUtils.v.d&quot; || ( RV=$?; rm -f &quot;theories/DoubleNegUtils.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Dpll.v&quot; &gt; &quot;theories/Dpll.v.d&quot; || ( RV=$?; rm -f &quot;theories/Dpll.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/EnvLazy.v&quot; &gt; &quot;theories/EnvLazy.v.d&quot; || ( RV=$?; rm -f &quot;theories/EnvLazy.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Env.v&quot; &gt; &quot;theories/Env.v.d&quot; || ( RV=$?; rm -f &quot;theories/Env.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Ergo.v&quot; &gt; &quot;theories/Ergo.v.d&quot; || ( RV=$?; rm -f &quot;theories/Ergo.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/FoldProps.v&quot; &gt; &quot;theories/FoldProps.v.d&quot; || ( RV=$?; rm -f &quot;theories/FoldProps.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Index.v&quot; &gt; &quot;theories/Index.v.d&quot; || ( RV=$?; rm -f &quot;theories/Index.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Lexico.v&quot; &gt; &quot;theories/Lexico.v.d&quot; || ( RV=$?; rm -f &quot;theories/Lexico.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Literal.v&quot; &gt; &quot;theories/Literal.v.d&quot; || ( RV=$?; rm -f &quot;theories/Literal.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/LLazy.v&quot; &gt; &quot;theories/LLazy.v.d&quot; || ( RV=$?; rm -f &quot;theories/LLazy.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/ModelsRingExt.v&quot; &gt; &quot;theories/ModelsRingExt.v.d&quot; || ( RV=$?; rm -f &quot;theories/ModelsRingExt.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Rational.v&quot; &gt; &quot;theories/Rational.v.d&quot; || ( RV=$?; rm -f &quot;theories/Rational.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/SatCaml.v&quot; &gt; &quot;theories/SatCaml.v.d&quot; || ( RV=$?; rm -f &quot;theories/SatCaml.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Sat.v&quot; &gt; &quot;theories/Sat.v.d&quot; || ( RV=$?; rm -f &quot;theories/Sat.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Semantics.v&quot; &gt; &quot;theories/Semantics.v.d&quot; || ( RV=$?; rm -f &quot;theories/Semantics.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/SemLazy.v&quot; &gt; &quot;theories/SemLazy.v.d&quot; || ( RV=$?; rm -f &quot;theories/SemLazy.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/TacticLazy.v&quot; &gt; &quot;theories/TacticLazy.v.d&quot; || ( RV=$?; rm -f &quot;theories/TacticLazy.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/TermUtils.v&quot; &gt; &quot;theories/TermUtils.v.d&quot; || ( RV=$?; rm -f &quot;theories/TermUtils.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Term.v&quot; &gt; &quot;theories/Term.v.d&quot; || ( RV=$?; rm -f &quot;theories/Term.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/TheoryArith.v&quot; &gt; &quot;theories/TheoryArith.v.d&quot; || ( RV=$?; rm -f &quot;theories/TheoryArith.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Theory.v&quot; &gt; &quot;theories/Theory.v.d&quot; || ( RV=$?; rm -f &quot;theories/Theory.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Uf.v&quot; &gt; &quot;theories/Uf.v.d&quot; || ( RV=$?; rm -f &quot;theories/Uf.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;theories/Use.v&quot; &gt; &quot;theories/Use.v.d&quot; || ( RV=$?; rm -f &quot;theories/Use.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/AltDemo.v&quot; &gt; &quot;tests/AltDemo.v.d&quot; || ( RV=$?; rm -f &quot;tests/AltDemo.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/Demo.v&quot; &gt; &quot;tests/Demo.v.d&quot; || ( RV=$?; rm -f &quot;tests/Demo.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/EinsteinEasy2.v&quot; &gt; &quot;tests/EinsteinEasy2.v.d&quot; || ( RV=$?; rm -f &quot;tests/EinsteinEasy2.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/EinsteinEasy.v&quot; &gt; &quot;tests/EinsteinEasy.v.d&quot; || ( RV=$?; rm -f &quot;tests/EinsteinEasy.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/GeneratorsEq.v&quot; &gt; &quot;tests/GeneratorsEq.v.d&quot; || ( RV=$?; rm -f &quot;tests/GeneratorsEq.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/GeneratorsNG.v&quot; &gt; &quot;tests/GeneratorsNG.v.d&quot; || ( RV=$?; rm -f &quot;tests/GeneratorsNG.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/Generators.v&quot; &gt; &quot;tests/Generators.v.d&quot; || ( RV=$?; rm -f &quot;tests/Generators.v.d&quot;; exit ${RV} )
&quot;coqdep&quot; -c -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot; &quot;tests/TestErgo.v&quot; &gt; &quot;tests/TestErgo.v.d&quot; || ( RV=$?; rm -f &quot;tests/TestErgo.v.d&quot;; exit ${RV} )
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
coqdep: &quot;opendir&quot; failed on &quot;../Counting/theories&quot;: No such file or directory
&quot;coqc&quot;  -q  -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot;   tests/TestErgo
&quot;coqc&quot;  -q  -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot;   tests/Generators
&quot;coqc&quot;  -q  -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot;   tests/GeneratorsNG
&quot;coqc&quot;  -q  -R &quot;../Counting/theories&quot; Counting -R &quot;../Nfix/theories&quot; Nfix -R &quot;../Containers/theories&quot; Containers -R &quot;theories&quot; Ergo -R &quot;tests&quot; Tests -I &quot;../Counting/src&quot; -I &quot;../Nfix/src&quot; -I &quot;../Containers/src&quot; -I &quot;src&quot;   tests/GeneratorsEq
Warning: Cannot open ../Counting/theories
Warning: Cannot open ../Nfix/theories
Warning: Cannot open ../Containers/theories
Warning: Cannot open ../Counting/theories
Warning: Cannot open ../Nfix/theories
Warning: Cannot open ../Containers/theories
Warning: Cannot open ../Counting/theories
Warning: Cannot open ../Nfix/theories
Warning: Cannot open ../Counting/theories
Warning: Cannot open ../Containers/theories
Warning: Cannot open ../Nfix/theories
Warning: Cannot open ../Containers/theories
File &quot;./tests/TestErgo.v&quot;, line 1, characters 0-20:
Error: Cannot find library Ergo in loadpath
make: *** [tests/TestErgo.vo] Error 1
make: *** Waiting for unfinished jobs....
Makefile:480: recipe for target &#39;tests/TestErgo.vo&#39; failed
     = (occ 1 0 /\ occ 0 0) /\ (~ occ 1 0 \/ ~ occ 0 0)
     : Prop
Finished transaction in 0. secs (0.001u,0.s) (successful)
     = ((occ 2 1 \/ occ 2 0) /\ (occ 1 1 \/ occ 1 0) /\ (occ 0 1 \/ occ 0 0)) /\
       (((~ occ 2 1 \/ ~ occ 1 1) /\ (~ occ 2 1 \/ ~ occ 0 1)) /\
        (~ occ 1 1 \/ ~ occ 0 1)) /\
       ((~ occ 2 0 \/ ~ occ 1 0) /\ (~ occ 2 0 \/ ~ occ 0 0)) /\
       (~ occ 1 0 \/ ~ occ 0 0)
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = ((occ 6 5 \/ occ 6 4 \/ occ 6 3 \/ occ 6 2 \/ occ 6 1 \/ occ 6 0) /\
        (occ 5 5 \/ occ 5 4 \/ occ 5 3 \/ occ 5 2 \/ occ 5 1 \/ occ 5 0) /\
        (occ 4 5 \/ occ 4 4 \/ occ 4 3 \/ occ 4 2 \/ occ 4 1 \/ occ 4 0) /\
        (occ 3 5 \/ occ 3 4 \/ occ 3 3 \/ occ 3 2 \/ occ 3 1 \/ occ 3 0) /\
        (occ 2 5 \/ occ 2 4 \/ occ 2 3 \/ occ 2 2 \/ occ 2 1 \/ occ 2 0) /\
        (occ 1 5 \/ occ 1 4 \/ occ 1 3 \/ occ 1 2 \/ occ 1 1 \/ occ 1 0) /\
        (occ 0 5 \/ occ 0 4 \/ occ 0 3 \/ occ 0 2 \/ occ 0 1 \/ occ 0 0)) /\
       (((~ occ 6 5 \/ ~ occ 5 5) /\
         (~ occ 6 5 \/ ~ occ 4 5) /\
         (~ occ 6 5 \/ ~ occ 3 5) /\
         (~ occ 6 5 \/ ~ occ 2 5) /\
         (~ occ 6 5 \/ ~ occ 1 5) /\ (~ occ 6 5 \/ ~ occ 0 5)) /\
        ((~ occ 5 5 \/ ~ occ 4 5) /\
         (~ occ 5 5 \/ ~ occ 3 5) /\
         (~ occ 5 5 \/ ~ occ 2 5) /\
         (~ occ 5 5 \/ ~ occ 1 5) /\ (~ occ 5 5 \/ ~ occ 0 5)) /\
        ((~ occ 4 5 \/ ~ occ 3 5) /\
         (~ occ 4 5 \/ ~ occ 2 5) /\
         (~ occ 4 5 \/ ~ occ 1 5) /\ (~ occ 4 5 \/ ~ occ 0 5)) /\
        ((~ occ 3 5 \/ ~ occ 2 5) /\
         (~ occ 3 5 \/ ~ occ 1 5) /\ (~ occ 3 5 \/ ~ occ 0 5)) /\
        ((~ occ 2 5 \/ ~ occ 1 5) /\ (~ occ 2 5 \/ ~ occ 0 5)) /\
        (~ occ 1 5 \/ ~ occ 0 5)) /\
       (((~ occ 6 4 \/ ~ occ 5 4) /\
         (~ occ 6 4 \/ ~ occ 4 4) /\
         (~ occ 6 4 \/ ~ occ 3 4) /\
         (~ occ 6 4 \/ ~ occ 2 4) /\
         (~ occ 6 4 \/ ~ occ 1 4) /\ (~ occ 6 4 \/ ~ occ 0 4)) /\
        ((~ occ 5 4 \/ ~ occ 4 4) /\
         (~ occ 5 4 \/ ~ occ 3 4) /\
         (~ occ 5 4 \/ ~ occ 2 4) /\
         (~ occ 5 4 \/ ~ occ 1 4) /\ (~ occ 5 4 \/ ~ occ 0 4)) /\
        ((~ occ 4 4 \/ ~ occ 3 4) /\
         (~ occ 4 4 \/ ~ occ 2 4) /\
         (~ occ 4 4 \/ ~ occ 1 4) /\ (~ occ 4 4 \/ ~ occ 0 4)) /\
        ((~ occ 3 4 \/ ~ occ 2 4) /\
         (~ occ 3 4 \/ ~ occ 1 4) /\ (~ occ 3 4 \/ ~ occ 0 4)) /\
        ((~ occ 2 4 \/ ~ occ 1 4) /\ (~ occ 2 4 \/ ~ occ 0 4)) /\
        (~ occ 1 4 \/ ~ occ 0 4)) /\
       (((~ occ 6 3 \/ ~ occ 5 3) /\
         (~ occ 6 3 \/ ~ occ 4 3) /\
         (~ occ 6 3 \/ ~ occ 3 3) /\
         (~ occ 6 3 \/ ~ occ 2 3) /\
         (~ occ 6 3 \/ ~ occ 1 3) /\ (~ occ 6 3 \/ ~ occ 0 3)) /\
        ((~ occ 5 3 \/ ~ occ 4 3) /\
         (~ occ 5 3 \/ ~ occ 3 3) /\
         (~ occ 5 3 \/ ~ occ 2 3) /\
         (~ occ 5 3 \/ ~ occ 1 3) /\ (~ occ 5 3 \/ ~ occ 0 3)) /\
        ((~ occ 4 3 \/ ~ occ 3 3) /\
         (~ occ 4 3 \/ ~ occ 2 3) /\
         (~ occ 4 3 \/ ~ occ 1 3) /\ (~ occ 4 3 \/ ~ occ 0 3)) /\
        ((~ occ 3 3 \/ ~ occ 2 3) /\
         (~ occ 3 3 \/ ~ occ 1 3) /\ (~ occ 3 3 \/ ~ occ 0 3)) /\
        ((~ occ 2 3 \/ ~ occ 1 3) /\ (~ occ 2 3 \/ ~ occ 0 3)) /\
        (~ occ 1 3 \/ ~ occ 0 3)) /\
       (((~ occ 6 2 \/ ~ occ 5 2) /\
         (~ occ 6 2 \/ ~ occ 4 2) /\
         (~ occ 6 2 \/ ~ occ 3 2) /\
         (~ occ 6 2 \/ ~ occ 2 2) /\
         (~ occ 6 2 \/ ~ occ 1 2) /\ (~ occ 6 2 \/ ~ occ 0 2)) /\
        ((~ occ 5 2 \/ ~ occ 4 2) /\
         (~ occ 5 2 \/ ~ occ 3 2) /\
         (~ occ 5 2 \/ ~ occ 2 2) /\
         (~ occ 5 2 \/ ~ occ 1 2) /\ (~ occ 5 2 \/ ~ occ 0 2)) /\
        ((~ occ 4 2 \/ ~ occ 3 2) /\
         (~ occ 4 2 \/ ~ occ 2 2) /\
         (~ occ 4 2 \/ ~ occ 1 2) /\ (~ occ 4 2 \/ ~ occ 0 2)) /\
        ((~ occ 3 2 \/ ~ occ 2 2) /\
         (~ occ 3 2 \/ ~ occ 1 2) /\ (~ occ 3 2 \/ ~ occ 0 2)) /\
        ((~ occ 2 2 \/ ~ occ 1 2) /\ (~ occ 2 2 \/ ~ occ 0 2)) /\
        (~ occ 1 2 \/ ~ occ 0 2)) /\
       (((~ occ 6 1 \/ ~ occ 5 1) /\
         (~ occ 6 1 \/ ~ occ 4 1) /\
         (~ occ 6 1 \/ ~ occ 3 1) /\
         (~ occ 6 1 \/ ~ occ 2 1) /\
         (~ occ 6 1 \/ ~ occ 1 1) /\ (~ occ 6 1 \/ ~ occ 0 1)) /\
        ((~ occ 5 1 \/ ~ occ 4 1) /\
         (~ occ 5 1 \/ ~ occ 3 1) /\
         (~ occ 5 1 \/ ~ occ 2 1) /\
         (~ occ 5 1 \/ ~ occ 1 1) /\ (~ occ 5 1 \/ ~ occ 0 1)) /\
        ((~ occ 4 1 \/ ~ occ 3 1) /\
         (~ occ 4 1 \/ ~ occ 2 1) /\
         (~ occ 4 1 \/ ~ occ 1 1) /\ (~ occ 4 1 \/ ~ occ 0 1)) /\
        ((~ occ 3 1 \/ ~ occ 2 1) /\
         (~ occ 3 1 \/ ~ occ 1 1) /\ (~ occ 3 1 \/ ~ occ 0 1)) /\
        ((~ occ 2 1 \/ ~ occ 1 1) /\ (~ occ 2 1 \/ ~ occ 0 1)) /\
        (~ occ 1 1 \/ ~ occ 0 1)) /\
       ((~ occ 6 0 \/ ~ occ 5 0) /\
        (~ occ 6 0 \/ ~ occ 4 0) /\
        (~ occ 6 0 \/ ~ occ 3 0) /\
        (~ occ 6 0 \/ ~ occ 2 0) /\
        (~ occ 6 0 \/ ~ occ 1 0) /\ (~ occ 6 0 \/ ~ occ 0 0)) /\
       ((~ occ 5 0 \/ ~ occ 4 0) /\
        (~ occ 5 0 \/ ~ occ 3 0) /\
        (~ occ 5 0 \/ ~ occ 2 0) /\
        (~ occ 5 0 \/ ~ occ 1 0) /\ (~ occ 5 0 \/ ~ occ 0 0)) /\
       ((~ occ 4 0 \/ ~ occ 3 0) /\
        (~ occ 4 0 \/ ~ occ 2 0) /\
        (~ occ 4 0 \/ ~ occ 1 0) /\ (~ occ 4 0 \/ ~ occ 0 0)) /\
       ((~ occ 3 0 \/ ~ occ 2 0) /\
        (~ occ 3 0 \/ ~ occ 1 0) /\ (~ occ 3 0 \/ ~ occ 0 0)) /\
       ((~ occ 2 0 \/ ~ occ 1 0) /\ (~ occ 2 0 \/ ~ occ 0 0)) /\
       (~ occ 1 0 \/ ~ occ 0 0)
     : Prop
Finished transaction in 0.006 secs (0.005u,0.s) (successful)
     = ((occ 10 9 \/
         occ 10 8 \/
         occ 10 7 \/
         occ 10 6 \/
         occ 10 5 \/ occ 10 4 \/ occ 10 3 \/ occ 10 2 \/ occ 10 1 \/ occ 10 0) /\
        (occ 9 9 \/
         occ 9 8 \/
         occ 9 7 \/
         occ 9 6 \/
         occ 9 5 \/ occ 9 4 \/ occ 9 3 \/ occ 9 2 \/ occ 9 1 \/ occ 9 0) /\
        (occ 8 9 \/
         occ 8 8 \/
         occ 8 7 \/
         occ 8 6 \/
         occ 8 5 \/ occ 8 4 \/ occ 8 3 \/ occ 8 2 \/ occ 8 1 \/ occ 8 0) /\
        (occ 7 9 \/
         occ 7 8 \/
         occ 7 7 \/
         occ 7 6 \/
         occ 7 5 \/ occ 7 4 \/ occ 7 3 \/ occ 7 2 \/ occ 7 1 \/ occ 7 0) /\
        (occ 6 9 \/
         occ 6 8 \/
         occ 6 7 \/
         occ 6 6 \/
         occ 6 5 \/ occ 6 4 \/ occ 6 3 \/ occ 6 2 \/ occ 6 1 \/ occ 6 0) /\
        (occ 5 9 \/
         occ 5 8 \/
         occ 5 7 \/
         occ 5 6 \/
         occ 5 5 \/ occ 5 4 \/ occ 5 3 \/ occ 5 2 \/ occ 5 1 \/ occ 5 0) /\
        (occ 4 9 \/
         occ 4 8 \/
         occ 4 7 \/
         occ 4 6 \/
         occ 4 5 \/ occ 4 4 \/ occ 4 3 \/ occ 4 2 \/ occ 4 1 \/ occ 4 0) /\
        (occ 3 9 \/
         occ 3 8 \/
         occ 3 7 \/
         occ 3 6 \/
         occ 3 5 \/ occ 3 4 \/ occ 3 3 \/ occ 3 2 \/ occ 3 1 \/ occ 3 0) /\
        (occ 2 9 \/
         occ 2 8 \/
         occ 2 7 \/
         occ 2 6 \/
         occ 2 5 \/ occ 2 4 \/ occ 2 3 \/ occ 2 2 \/ occ 2 1 \/ occ 2 0) /\
        (occ 1 9 \/
         occ 1 8 \/
         occ 1 7 \/
         occ 1 6 \/
         occ 1 5 \/ occ 1 4 \/ occ 1 3 \/ occ 1 2 \/ occ 1 1 \/ occ 1 0) /\
        (occ 0 9 \/
         occ 0 8 \/
         occ 0 7 \/
         occ 0 6 \/
         occ 0 5 \/ occ 0 4 \/ occ 0 3 \/ occ 0 2 \/ occ 0 1 \/ occ 0 0)) /\
       (((~ occ 10 9 \/ ~ occ 9 9) /\
         (~ occ 10 9 \/ ~ occ 8 9) /\
         (~ occ 10 9 \/ ~ occ 7 9) /\
         (~ occ 10 9 \/ ~ occ 6 9) /\
         (~ occ 10 9 \/ ~ occ 5 9) /\
         (~ occ 10 9 \/ ~ occ 4 9) /\
         (~ occ 10 9 \/ ~ occ 3 9) /\
         (~ occ 10 9 \/ ~ occ 2 9) /\
         (~ occ 10 9 \/ ~ occ 1 9) /\ (~ occ 10 9 \/ ~ occ 0 9)) /\
        ((~ occ 9 9 \/ ~ occ 8 9) /\
         (~ occ 9 9 \/ ~ occ 7 9) /\
         (~ occ 9 9 \/ ~ occ 6 9) /\
         (~ occ 9 9 \/ ~ occ 5 9) /\
         (~ occ 9 9 \/ ~ occ 4 9) /\
         (~ occ 9 9 \/ ~ occ 3 9) /\
         (~ occ 9 9 \/ ~ occ 2 9) /\
         (~ occ 9 9 \/ ~ occ 1 9) /\ (~ occ 9 9 \/ ~ occ 0 9)) /\
        ((~ occ 8 9 \/ ~ occ 7 9) /\
         (~ occ 8 9 \/ ~ occ 6 9) /\
         (~ occ 8 9 \/ ~ occ 5 9) /\
         (~ occ 8 9 \/ ~ occ 4 9) /\
         (~ occ 8 9 \/ ~ occ 3 9) /\
         (~ occ 8 9 \/ ~ occ 2 9) /\
         (~ occ 8 9 \/ ~ occ 1 9) /\ (~ occ 8 9 \/ ~ occ 0 9)) /\
        ((~ occ 7 9 \/ ~ occ 6 9) /\
         (~ occ 7 9 \/ ~ occ 5 9) /\
         (~ occ 7 9 \/ ~ occ 4 9) /\
         (~ occ 7 9 \/ ~ occ 3 9) /\
         (~ occ 7 9 \/ ~ occ 2 9) /\
         (~ occ 7 9 \/ ~ occ 1 9) /\ (~ occ 7 9 \/ ~ occ 0 9)) /\
        ((~ occ 6 9 \/ ~ occ 5 9) /\
         (~ occ 6 9 \/ ~ occ 4 9) /\
         (~ occ 6 9 \/ ~ occ 3 9) /\
         (~ occ 6 9 \/ ~ occ 2 9) /\
         (~ occ 6 9 \/ ~ occ 1 9) /\ (~ occ 6 9 \/ ~ occ 0 9)) /\
        ((~ occ 5 9 \/ ~ occ 4 9) /\
         (~ occ 5 9 \/ ~ occ 3 9) /\
         (~ occ 5 9 \/ ~ occ 2 9) /\
         (~ occ 5 9 \/ ~ occ 1 9) /\ (~ occ 5 9 \/ ~ occ 0 9)) /\
        ((~ occ 4 9 \/ ~ occ 3 9) /\
         (~ occ 4 9 \/ ~ occ 2 9) /\
         (~ occ 4 9 \/ ~ occ 1 9) /\ (~ occ 4 9 \/ ~ occ 0 9)) /\
        ((~ occ 3 9 \/ ~ occ 2 9) /\
         (~ occ 3 9 \/ ~ occ 1 9) /\ (~ occ 3 9 \/ ~ occ 0 9)) /\
        ((~ occ 2 9 \/ ~ occ 1 9) /\ (~ occ 2 9 \/ ~ occ 0 9)) /\
        (~ occ 1 9 \/ ~ occ 0 9)) /\
       (((~ occ 10 8 \/ ~ occ 9 8) /\
         (~ occ 10 8 \/ ~ occ 8 8) /\
         (~ occ 10 8 \/ ~ occ 7 8) /\
         (~ occ 10 8 \/ ~ occ 6 8) /\
         (~ occ 10 8 \/ ~ occ 5 8) /\
         (~ occ 10 8 \/ ~ occ 4 8) /\
         (~ occ 10 8 \/ ~ occ 3 8) /\
         (~ occ 10 8 \/ ~ occ 2 8) /\
         (~ occ 10 8 \/ ~ occ 1 8) /\ (~ occ 10 8 \/ ~ occ 0 8)) /\
        ((~ occ 9 8 \/ ~ occ 8 8) /\
         (~ occ 9 8 \/ ~ occ 7 8) /\
         (~ occ 9 8 \/ ~ occ 6 8) /\
         (~ occ 9 8 \/ ~ occ 5 8) /\
         (~ occ 9 8 \/ ~ occ 4 8) /\
         (~ occ 9 8 \/ ~ occ 3 8) /\
         (~ occ 9 8 \/ ~ occ 2 8) /\
         (~ occ 9 8 \/ ~ occ 1 8) /\ (~ occ 9 8 \/ ~ occ 0 8)) /\
        ((~ occ 8 8 \/ ~ occ 7 8) /\
         (~ occ 8 8 \/ ~ occ 6 8) /\
         (~ occ 8 8 \/ ~ occ 5 8) /\
         (~ occ 8 8 \/ ~ occ 4 8) /\
         (~ occ 8 8 \/ ~ occ 3 8) /\
         (~ occ 8 8 \/ ~ occ 2 8) /\
         (~ occ 8 8 \/ ~ occ 1 8) /\ (~ occ 8 8 \/ ~ occ 0 8)) /\
        ((~ occ 7 8 \/ ~ occ 6 8) /\
         (~ occ 7 8 \/ ~ occ 5 8) /\
         (~ occ 7 8 \/ ~ occ 4 8) /\
         (~ occ 7 8 \/ ~ occ 3 8) /\
         (~ occ 7 8 \/ ~ occ 2 8) /\
         (~ occ 7 8 \/ ~ occ 1 8) /\ (~ occ 7 8 \/ ~ occ 0 8)) /\
        ((~ occ 6 8 \/ ~ occ 5 8) /\
         (~ occ 6 8 \/ ~ occ 4 8) /\
         (~ occ 6 8 \/ ~ occ 3 8) /\
         (~ occ 6 8 \/ ~ occ 2 8) /\
         (~ occ 6 8 \/ ~ occ 1 8) /\ (~ occ 6 8 \/ ~ occ 0 8)) /\
        ((~ occ 5 8 \/ ~ occ 4 8) /\
         (~ occ 5 8 \/ ~ occ 3 8) /\
         (~ occ 5 8 \/ ~ occ 2 8) /\
         (~ occ 5 8 \/ ~ occ 1 8) /\ (~ occ 5 8 \/ ~ occ 0 8)) /\
        ((~ occ 4 8 \/ ~ occ 3 8) /\
         (~ occ 4 8 \/ ~ occ 2 8) /\
         (~ occ 4 8 \/ ~ occ 1 8) /\ (~ occ 4 8 \/ ~ occ 0 8)) /\
        ((~ occ 3 8 \/ ~ occ 2 8) /\
         (~ occ 3 8 \/ ~ occ 1 8) /\ (~ occ 3 8 \/ ~ occ 0 8)) /\
        ((~ occ 2 8 \/ ~ occ 1 8) /\ (~ occ 2 8 \/ ~ occ 0 8)) /\
        (~ occ 1 8 \/ ~ occ 0 8)) /\
       (((~ occ 10 7 \/ ~ occ 9 7) /\
         (~ occ 10 7 \/ ~ occ 8 7) /\
         (~ occ 10 7 \/ ~ occ 7 7) /\
         (~ occ 10 7 \/ ~ occ 6 7) /\
         (~ occ 10 7 \/ ~ occ 5 7) /\
         (~ occ 10 7 \/ ~ occ 4 7) /\
         (~ occ 10 7 \/ ~ occ 3 7) /\
         (~ occ 10 7 \/ ~ occ 2 7) /\
         (~ occ 10 7 \/ ~ occ 1 7) /\ (~ occ 10 7 \/ ~ occ 0 7)) /\
        ((~ occ 9 7 \/ ~ occ 8 7) /\
         (~ occ 9 7 \/ ~ occ 7 7) /\
         (~ occ 9 7 \/ ~ occ 6 7) /\
         (~ occ 9 7 \/ ~ occ 5 7) /\
         (~ occ 9 7 \/ ~ occ 4 7) /\
         (~ occ 9 7 \/ ~ occ 3 7) /\
         (~ occ 9 7 \/ ~ occ 2 7) /\
         (~ occ 9 7 \/ ~ occ 1 7) /\ (~ occ 9 7 \/ ~ occ 0 7)) /\
        ((~ occ 8 7 \/ ~ occ 7 7) /\
         (~ occ 8 7 \/ ~ occ 6 7) /\
         (~ occ 8 7 \/ ~ occ 5 7) /\
         (~ occ 8 7 \/ ~ occ 4 7) /\
         (~ occ 8 7 \/ ~ occ 3 7) /\
         (~ occ 8 7 \/ ~ occ 2 7) /\
         (~ occ 8 7 \/ ~ occ 1 7) /\ (~ occ 8 7 \/ ~ occ 0 7)) /\
        ((~ occ 7 7 \/ ~ occ 6 7) /\
         (~ occ 7 7 \/ ~ occ 5 7) /\
         (~ occ 7 7 \/ ~ occ 4 7) /\
         (~ occ 7 7 \/ ~ occ 3 7) /\
         (~ occ 7 7 \/ ~ occ 2 7) /\
         (~ occ 7 7 \/ ~ occ 1 7) /\ (~ occ 7 7 \/ ~ occ 0 7)) /\
        ((~ occ 6 7 \/ ~ occ 5 7) /\
         (~ occ 6 7 \/ ~ occ 4 7) /\
         (~ occ 6 7 \/ ~ occ 3 7) /\
         (~ occ 6 7 \/ ~ occ 2 7) /\
         (~ occ 6 7 \/ ~ occ 1 7) /\ (~ occ 6 7 \/ ~ occ 0 7)) /\
        ((~ occ 5 7 \/ ~ occ 4 7) /\
         (~ occ 5 7 \/ ~ occ 3 7) /\
         (~ occ 5 7 \/ ~ occ 2 7) /\
         (~ occ 5 7 \/ ~ occ 1 7) /\ (~ occ 5 7 \/ ~ occ 0 7)) /\
        ((~ occ 4 7 \/ ~ occ 3 7) /\
         (~ occ 4 7 \/ ~ occ 2 7) /\
         (~ occ 4 7 \/ ~ occ 1 7) /\ (~ occ 4 7 \/ ~ occ 0 7)) /\
        ((~ occ 3 7 \/ ~ occ 2 7) /\
         (~ occ 3 7 \/ ~ occ 1 7) /\ (~ occ 3 7 \/ ~ occ 0 7)) /\
        ((~ occ 2 7 \/ ~ occ 1 7) /\ (~ occ 2 7 \/ ~ occ 0 7)) /\
        (~ occ 1 7 \/ ~ occ 0 7)) /\
       (((~ occ 10 6 \/ ~ occ 9 6) /\
         (~ occ 10 6 \/ ~ occ 8 6) /\
         (~ occ 10 6 \/ ~ occ 7 6) /\
         (~ occ 10 6 \/ ~ occ 6 6) /\
         (~ occ 10 6 \/ ~ occ 5 6) /\
         (~ occ 10 6 \/ ~ occ 4 6) /\
         (~ occ 10 6 \/ ~ occ 3 6) /\
         (~ occ 10 6 \/ ~ occ 2 6) /\
         (~ occ 10 6 \/ ~ occ 1 6) /\ (~ occ 10 6 \/ ~ occ 0 6)) /\
        ((~ occ 9 6 \/ ~ occ 8 6) /\
         (~ occ 9 6 \/ ~ occ 7 6) /\
         (~ occ 9 6 \/ ~ occ 6 6) /\
         (~ occ 9 6 \/ ~ occ 5 6) /\
         (~ occ 9 6 \/ ~ occ 4 6) /\
         (~ occ 9 6 \/ ~ occ 3 6) /\
         (~ occ 9 6 \/ ~ occ 2 6) /\
         (~ occ 9 6 \/ ~ occ 1 6) /\ (~ occ 9 6 \/ ~ occ 0 6)) /\
        ((~ occ 8 6 \/ ~ occ 7 6) /\
         (~ occ 8 6 \/ ~ occ 6 6) /\
         (~ occ 8 6 \/ ~ occ 5 6) /\
         (~ occ 8 6 \/ ~ occ 4 6) /\
         (~ occ 8 6 \/ ~ occ 3 6) /\
         (~ occ 8 6 \/ ~ occ 2 6) /\
         (~ occ 8 6 \/ ~ occ 1 6) /\ (~ occ 8 6 \/ ~ occ 0 6)) /\
        ((~ occ 7 6 \/ ~ occ 6 6) /\
         (~ occ 7 6 \/ ~ occ 5 6) /\
         (~ occ 7 6 \/ ~ occ 4 6) /\
         (~ occ 7 6 \/ ~ occ 3 6) /\
         (~ occ 7 6 \/ ~ occ 2 6) /\
         (~ occ 7 6 \/ ~ occ 1 6) /\ (~ occ 7 6 \/ ~ occ 0 6)) /\
        ((~ occ 6 6 \/ ~ occ 5 6) /\
         (~ occ 6 6 \/ ~ occ 4 6) /\
         (~ occ 6 6 \/ ~ occ 3 6) /\
         (~ occ 6 6 \/ ~ occ 2 6) /\
         (~ occ 6 6 \/ ~ occ 1 6) /\ (~ occ 6 6 \/ ~ occ 0 6)) /\
        ((~ occ 5 6 \/ ~ occ 4 6) /\
         (~ occ 5 6 \/ ~ occ 3 6) /\
         (~ occ 5 6 \/ ~ occ 2 6) /\
         (~ occ 5 6 \/ ~ occ 1 6) /\ (~ occ 5 6 \/ ~ occ 0 6)) /\
        ((~ occ 4 6 \/ ~ occ 3 6) /\
         (~ occ 4 6 \/ ~ occ 2 6) /\
         (~ occ 4 6 \/ ~ occ 1 6) /\ (~ occ 4 6 \/ ~ occ 0 6)) /\
        ((~ occ 3 6 \/ ~ occ 2 6) /\
         (~ occ 3 6 \/ ~ occ 1 6) /\ (~ occ 3 6 \/ ~ occ 0 6)) /\
        ((~ occ 2 6 \/ ~ occ 1 6) /\ (~ occ 2 6 \/ ~ occ 0 6)) /\
        (~ occ 1 6 \/ ~ occ 0 6)) /\
       (((~ occ 10 5 \/ ~ occ 9 5) /\
         (~ occ 10 5 \/ ~ occ 8 5) /\
         (~ occ 10 5 \/ ~ occ 7 5) /\
         (~ occ 10 5 \/ ~ occ 6 5) /\
         (~ occ 10 5 \/ ~ occ 5 5) /\
         (~ occ 10 5 \/ ~ occ 4 5) /\
         (~ occ 10 5 \/ ~ occ 3 5) /\
         (~ occ 10 5 \/ ~ occ 2 5) /\
         (~ occ 10 5 \/ ~ occ 1 5) /\ (~ occ 10 5 \/ ~ occ 0 5)) /\
        ((~ occ 9 5 \/ ~ occ 8 5) /\
         (~ occ 9 5 \/ ~ occ 7 5) /\
         (~ occ 9 5 \/ ~ occ 6 5) /\
         (~ occ 9 5 \/ ~ occ 5 5) /\
         (~ occ 9 5 \/ ~ occ 4 5) /\
         (~ occ 9 5 \/ ~ occ 3 5) /\
         (~ occ 9 5 \/ ~ occ 2 5) /\
         (~ occ 9 5 \/ ~ occ 1 5) /\ (~ occ 9 5 \/ ~ occ 0 5)) /\
        ((~ occ 8 5 \/ ~ occ 7 5) /\
         (~ occ 8 5 \/ ~ occ 6 5) /\
         (~ occ 8 5 \/ ~ occ 5 5) /\
         (~ occ 8 5 \/ ~ occ 4 5) /\
         (~ occ 8 5 \/ ~ occ 3 5) /\
         (~ occ 8 5 \/ ~ occ 2 5) /\
         (~ occ 8 5 \/ ~ occ 1 5) /\ (~ occ 8 5 \/ ~ occ 0 5)) /\
        ((~ occ 7 5 \/ ~ occ 6 5) /\
         (~ occ 7 5 \/ ~ occ 5 5) /\
         (~ occ 7 5 \/ ~ occ 4 5) /\
         (~ occ 7 5 \/ ~ occ 3 5) /\
         (~ occ 7 5 \/ ~ occ 2 5) /\
         (~ occ 7 5 \/ ~ occ 1 5) /\ (~ occ 7 5 \/ ~ occ 0 5)) /\
        ((~ occ 6 5 \/ ~ occ 5 5) /\
         (~ occ 6 5 \/ ~ occ 4 5) /\
         (~ occ 6 5 \/ ~ occ 3 5) /\
         (~ occ 6 5 \/ ~ occ 2 5) /\
         (~ occ 6 5 \/ ~ occ 1 5) /\ (~ occ 6 5 \/ ~ occ 0 5)) /\
        ((~ occ 5 5 \/ ~ occ 4 5) /\
         (~ occ 5 5 \/ ~ occ 3 5) /\
         (~ occ 5 5 \/ ~ occ 2 5) /\
         (~ occ 5 5 \/ ~ occ 1 5) /\ (~ occ 5 5 \/ ~ occ 0 5)) /\
        ((~ occ 4 5 \/ ~ occ 3 5) /\
         (~ occ 4 5 \/ ~ occ 2 5) /\
         (~ occ 4 5 \/ ~ occ 1 5) /\ (~ occ 4 5 \/ ~ occ 0 5)) /\
        ((~ occ 3 5 \/ ~ occ 2 5) /\
         (~ occ 3 5 \/ ~ occ 1 5) /\ (~ occ 3 5 \/ ~ occ 0 5)) /\
        ((~ occ 2 5 \/ ~ occ 1 5) /\ (~ occ 2 5 \/ ~ occ 0 5)) /\
        (~ occ 1 5 \/ ~ occ 0 5)) /\
       (((~ occ 10 4 \/ ~ occ 9 4) /\
         (~ occ 10 4 \/ ~ occ 8 4) /\
         (~ occ 10 4 \/ ~ occ 7 4) /\
         (~ occ 10 4 \/ ~ occ 6 4) /\
         (~ occ 10 4 \/ ~ occ 5 4) /\
         (~ occ 10 4 \/ ~ occ 4 4) /\
         (~ occ 10 4 \/ ~ occ 3 4) /\
         (~ occ 10 4 \/ ~ occ 2 4) /\
         (~ occ 10 4 \/ ~ occ 1 4) /\ (~ occ 10 4 \/ ~ occ 0 4)) /\
        ((~ occ 9 4 \/ ~ occ 8 4) /\
         (~ occ 9 4 \/ ~ occ 7 4) /\
         (~ occ 9 4 \/ ~ occ 6 4) /\
         (~ occ 9 4 \/ ~ occ 5 4) /\
         (~ occ 9 4 \/ ~ occ 4 4) /\
         (~ occ 9 4 \/ ~ occ 3 4) /\
         (~ occ 9 4 \/ ~ occ 2 4) /\
         (~ occ 9 4 \/ ~ occ 1 4) /\ (~ occ 9 4 \/ ~ occ 0 4)) /\
        ((~ occ 8 4 \/ ~ occ 7 4) /\
         (~ occ 8 4 \/ ~ occ 6 4) /\
         (~ occ 8 4 \/ ~ occ 5 4) /\
         (~ occ 8 4 \/ ~ occ 4 4) /\
         (~ occ 8 4 \/ ~ occ 3 4) /\
         (~ occ 8 4 \/ ~ occ 2 4) /\
         (~ occ 8 4 \/ ~ occ 1 4) /\ (~ occ 8 4 \/ ~ occ 0 4)) /\
        ((~ occ 7 4 \/ ~ occ 6 4) /\
         (~ occ 7 4 \/ ~ occ 5 4) /\
         (~ occ 7 4 \/ ~ occ 4 4) /\
         (~ occ 7 4 \/ ~ occ 3 4) /\
         (~ occ 7 4 \/ ~ occ 2 4) /\
         (~ occ 7 4 \/ ~ occ 1 4) /\ (~ occ 7 4 \/ ~ occ 0 4)) /\
        ((~ occ 6 4 \/ ~ occ 5 4) /\
         (~ occ 6 4 \/ ~ occ 4 4) /\
         (~ occ 6 4 \/ ~ occ 3 4) /\
         (~ occ 6 4 \/ ~ occ 2 4) /\
         (~ occ 6 4 \/ ~ occ 1 4) /\ (~ occ 6 4 \/ ~ occ 0 4)) /\
        ((~ occ 5 4 \/ ~ occ 4 4) /\
         (~ occ 5 4 \/ ~ occ 3 4) /\
         (~ occ 5 4 \/ ~ occ 2 4) /\
         (~ occ 5 4 \/ ~ occ 1 4) /\ (~ occ 5 4 \/ ~ occ 0 4)) /\
        ((~ occ 4 4 \/ ~ occ 3 4) /\
         (~ occ 4 4 \/ ~ occ 2 4) /\
         (~ occ 4 4 \/ ~ occ 1 4) /\ (~ occ 4 4 \/ ~ occ 0 4)) /\
        ((~ occ 3 4 \/ ~ occ 2 4) /\
         (~ occ 3 4 \/ ~ occ 1 4) /\ (~ occ 3 4 \/ ~ occ 0 4)) /\
        ((~ occ 2 4 \/ ~ occ 1 4) /\ (~ occ 2 4 \/ ~ occ 0 4)) /\
        (~ occ 1 4 \/ ~ occ 0 4)) /\
       (((~ occ 10 3 \/ ~ occ 9 3) /\
         (~ occ 10 3 \/ ~ occ 8 3) /\
         (~ occ 10 3 \/ ~ occ 7 3) /\
         (~ occ 10 3 \/ ~ occ 6 3) /\
         (~ occ 10 3 \/ ~ occ 5 3) /\
         (~ occ 10 3 \/ ~ occ 4 3) /\
         (~ occ 10 3 \/ ~ occ 3 3) /\
         (~ occ 10 3 \/ ~ occ 2 3) /\
         (~ occ 10 3 \/ ~ occ 1 3) /\ (~ occ 10 3 \/ ~ occ 0 3)) /\
        ((~ occ 9 3 \/ ~ occ 8 3) /\
         (~ occ 9 3 \/ ~ occ 7 3) /\
         (~ occ 9 3 \/ ~ occ 6 3) /\
         (~ occ 9 3 \/ ~ occ 5 3) /\
         (~ occ 9 3 \/ ~ occ 4 3) /\
         (~ occ 9 3 \/ ~ occ 3 3) /\
         (~ occ 9 3 \/ ~ occ 2 3) /\
         (~ occ 9 3 \/ ~ occ 1 3) /\ (~ occ 9 3 \/ ~ occ 0 3)) /\
        ((~ occ 8 3 \/ ~ occ 7 3) /\
         (~ occ 8 3 \/ ~ occ 6 3) /\
         (~ occ 8 3 \/ ~ occ 5 3) /\
         (~ occ 8 3 \/ ~ occ 4 3) /\
         (~ occ 8 3 \/ ~ occ 3 3) /\
         (~ occ 8 3 \/ ~ occ 2 3) /\
         (~ occ 8 3 \/ ~ occ 1 3) /\ (~ occ 8 3 \/ ~ occ 0 3)) /\
        ((~ occ 7 3 \/ ~ occ 6 3) /\
         (~ occ 7 3 \/ ~ occ 5 3) /\
         (~ occ 7 3 \/ ~ occ 4 3) /\
         (~ occ 7 3 \/ ~ occ 3 3) /\
         (~ occ 7 3 \/ ~ occ 2 3) /\
         (~ occ 7 3 \/ ~ occ 1 3) /\ (~ occ 7 3 \/ ~ occ 0 3)) /\
        ((~ occ 6 3 \/ ~ occ 5 3) /\
         (~ occ 6 3 \/ ~ occ 4 3) /\
         (~ occ 6 3 \/ ~ occ 3 3) /\
         (~ occ 6 3 \/ ~ occ 2 3) /\
         (~ occ 6 3 \/ ~ occ 1 3) /\ (~ occ 6 3 \/ ~ occ 0 3)) /\
        ((~ occ 5 3 \/ ~ occ 4 3) /\
         (~ occ 5 3 \/ ~ occ 3 3) /\
         (~ occ 5 3 \/ ~ occ 2 3) /\
         (~ occ 5 3 \/ ~ occ 1 3) /\ (~ occ 5 3 \/ ~ occ 0 3)) /\
        ((~ occ 4 3 \/ ~ occ 3 3) /\
         (~ occ 4 3 \/ ~ occ 2 3) /\
         (~ occ 4 3 \/ ~ occ 1 3) /\ (~ occ 4 3 \/ ~ occ 0 3)) /\
        ((~ occ 3 3 \/ ~ occ 2 3) /\
         (~ occ 3 3 \/ ~ occ 1 3) /\ (~ occ 3 3 \/ ~ occ 0 3)) /\
        ((~ occ 2 3 \/ ~ occ 1 3) /\ (~ occ 2 3 \/ ~ occ 0 3)) /\
        (~ occ 1 3 \/ ~ occ 0 3)) /\
       (((~ occ 10 2 \/ ~ occ 9 2) /\
         (~ occ 10 2 \/ ~ occ 8 2) /\
         (~ occ 10 2 \/ ~ occ 7 2) /\
         (~ occ 10 2 \/ ~ occ 6 2) /\
         (~ occ 10 2 \/ ~ occ 5 2) /\
         (~ occ 10 2 \/ ~ occ 4 2) /\
         (~ occ 10 2 \/ ~ occ 3 2) /\
         (~ occ 10 2 \/ ~ occ 2 2) /\
         (~ occ 10 2 \/ ~ occ 1 2) /\ (~ occ 10 2 \/ ~ occ 0 2)) /\
        ((~ occ 9 2 \/ ~ occ 8 2) /\
         (~ occ 9 2 \/ ~ occ 7 2) /\
         (~ occ 9 2 \/ ~ occ 6 2) /\
         (~ occ 9 2 \/ ~ occ 5 2) /\
         (~ occ 9 2 \/ ~ occ 4 2) /\
         (~ occ 9 2 \/ ~ occ 3 2) /\
         (~ occ 9 2 \/ ~ occ 2 2) /\
         (~ occ 9 2 \/ ~ occ 1 2) /\ (~ occ 9 2 \/ ~ occ 0 2)) /\
        ((~ occ 8 2 \/ ~ occ 7 2) /\
         (~ occ 8 2 \/ ~ occ 6 2) /\
         (~ occ 8 2 \/ ~ occ 5 2) /\
         (~ occ 8 2 \/ ~ occ 4 2) /\
         (~ occ 8 2 \/ ~ occ 3 2) /\
         (~ occ 8 2 \/ ~ occ 2 2) /\
         (~ occ 8 2 \/ ~ occ 1 2) /\ (~ occ 8 2 \/ ~ occ 0 2)) /\
        ((~ occ 7 2 \/ ~ occ 6 2) /\
         (~ occ 7 2 \/ ~ occ 5 2) /\
         (~ occ 7 2 \/ ~ occ 4 2) /\
         (~ occ 7 2 \/ ~ occ 3 2) /\
         (~ occ 7 2 \/ ~ occ 2 2) /\
         (~ occ 7 2 \/ ~ occ 1 2) /\ (~ occ 7 2 \/ ~ occ 0 2)) /\
        ((~ occ 6 2 \/ ~ occ 5 2) /\
         (~ occ 6 2 \/ ~ occ 4 2) /\
         (~ occ 6 2 \/ ~ occ 3 2) /\
         (~ occ 6 2 \/ ~ occ 2 2) /\
         (~ occ 6 2 \/ ~ occ 1 2) /\ (~ occ 6 2 \/ ~ occ 0 2)) /\
        ((~ occ 5 2 \/ ~ occ 4 2) /\
         (~ occ 5 2 \/ ~ occ 3 2) /\
         (~ occ 5 2 \/ ~ occ 2 2) /\
         (~ occ 5 2 \/ ~ occ 1 2) /\ (~ occ 5 2 \/ ~ occ 0 2)) /\
        ((~ occ 4 2 \/ ~ occ 3 2) /\
         (~ occ 4 2 \/ ~ occ 2 2) /\
         (~ occ 4 2 \/ ~ occ 1 2) /\ (~ occ 4 2 \/ ~ occ 0 2)) /\
        ((~ occ 3 2 \/ ~ occ 2 2) /\
         (~ occ 3 2 \/ ~ occ 1 2) /\ (~ occ 3 2 \/ ~ occ 0 2)) /\
        ((~ occ 2 2 \/ ~ occ 1 2) /\ (~ occ 2 2 \/ ~ occ 0 2)) /\
        (~ occ 1 2 \/ ~ occ 0 2)) /\
       (((~ occ 10 1 \/ ~ occ 9 1) /\
         (~ occ 10 1 \/ ~ occ 8 1) /\
         (~ occ 10 1 \/ ~ occ 7 1) /\
         (~ occ 10 1 \/ ~ occ 6 1) /\
         (~ occ 10 1 \/ ~ occ 5 1) /\
         (~ occ 10 1 \/ ~ occ 4 1) /\
         (~ occ 10 1 \/ ~ occ 3 1) /\
         (~ occ 10 1 \/ ~ occ 2 1) /\
         (~ occ 10 1 \/ ~ occ 1 1) /\ (~ occ 10 1 \/ ~ occ 0 1)) /\
        ((~ occ 9 1 \/ ~ occ 8 1) /\
         (~ occ 9 1 \/ ~ occ 7 1) /\
         (~ occ 9 1 \/ ~ occ 6 1) /\
         (~ occ 9 1 \/ ~ occ 5 1) /\
         (~ occ 9 1 \/ ~ occ 4 1) /\
         (~ occ 9 1 \/ ~ occ 3 1) /\
         (~ occ 9 1 \/ ~ occ 2 1) /\
         (~ occ 9 1 \/ ~ occ 1 1) /\ (~ occ 9 1 \/ ~ occ 0 1)) /\
        ((~ occ 8 1 \/ ~ occ 7 1) /\
         (~ occ 8 1 \/ ~ occ 6 1) /\
         (~ occ 8 1 \/ ~ occ 5 1) /\
         (~ occ 8 1 \/ ~ occ 4 1) /\
         (~ occ 8 1 \/ ~ occ 3 1) /\
         (~ occ 8 1 \/ ~ occ 2 1) /\
         (~ occ 8 1 \/ ~ occ 1 1) /\ (~ occ 8 1 \/ ~ occ 0 1)) /\
        ((~ occ 7 1 \/ ~ occ 6 1) /\
         (~ occ 7 1 \/ ~ occ 5 1) /\
         (~ occ 7 1 \/ ~ occ 4 1) /\
         (~ occ 7 1 \/ ~ occ 3 1) /\
         (~ occ 7 1 \/ ~ occ 2 1) /\
         (~ occ 7 1 \/ ~ occ 1 1) /\ (~ occ 7 1 \/ ~ occ 0 1)) /\
        ((~ occ 6 1 \/ ~ occ 5 1) /\
         (~ occ 6 1 \/ ~ occ 4 1) /\
         (~ occ 6 1 \/ ~ occ 3 1) /\
         (~ occ 6 1 \/ ~ occ 2 1) /\
         (~ occ 6 1 \/ ~ occ 1 1) /\ (~ occ 6 1 \/ ~ occ 0 1)) /\
        ((~ occ 5 1 \/ ~ occ 4 1) /\
         (~ occ 5 1 \/ ~ occ 3 1) /\
         (~ occ 5 1 \/ ~ occ 2 1) /\
         (~ occ 5 1 \/ ~ occ 1 1) /\ (~ occ 5 1 \/ ~ occ 0 1)) /\
        ((~ occ 4 1 \/ ~ occ 3 1) /\
         (~ occ 4 1 \/ ~ occ 2 1) /\
         (~ occ 4 1 \/ ~ occ 1 1) /\ (~ occ 4 1 \/ ~ occ 0 1)) /\
        ((~ occ 3 1 \/ ~ occ 2 1) /\
         (~ occ 3 1 \/ ~ occ 1 1) /\ (~ occ 3 1 \/ ~ occ 0 1)) /\
        ((~ occ 2 1 \/ ~ occ 1 1) /\ (~ occ 2 1 \/ ~ occ 0 1)) /\
        (~ occ 1 1 \/ ~ occ 0 1)) /\
       ((~ occ 10 0 \/ ~ occ 9 0) /\
        (~ occ 10 0 \/ ~ occ 8 0) /\
        (~ occ 10 0 \/ ~ occ 7 0) /\
        (~ occ 10 0 \/ ~ occ 6 0) /\
        (~ occ 10 0 \/ ~ occ 5 0) /\
        (~ occ 10 0 \/ ~ occ 4 0) /\
        (~ occ 10 0 \/ ~ occ 3 0) /\
        (~ occ 10 0 \/ ~ occ 2 0) /\
        (~ occ 10 0 \/ ~ occ 1 0) /\ (~ occ 10 0 \/ ~ occ 0 0)) /\
       ((~ occ 9 0 \/ ~ occ 8 0) /\
        (~ occ 9 0 \/ ~ occ 7 0) /\
        (~ occ 9 0 \/ ~ occ 6 0) /\
        (~ occ 9 0 \/ ~ occ 5 0) /\
        (~ occ 9 0 \/ ~ occ 4 0) /\
        (~ occ 9 0 \/ ~ occ 3 0) /\
        (~ occ 9 0 \/ ~ occ 2 0) /\
        (~ occ 9 0 \/ ~ occ 1 0) /\ (~ occ 9 0 \/ ~ occ 0 0)) /\
       ((~ occ 8 0 \/ ~ occ 7 0) /\
        (~ occ 8 0 \/ ~ occ 6 0) /\
        (~ occ 8 0 \/ ~ occ 5 0) /\
        (~ occ 8 0 \/ ~ occ 4 0) /\
        (~ occ 8 0 \/ ~ occ 3 0) /\
        (~ occ 8 0 \/ ~ occ 2 0) /\
        (~ occ 8 0 \/ ~ occ 1 0) /\ (~ occ 8 0 \/ ~ occ 0 0)) /\
       ((~ occ 7 0 \/ ~ occ 6 0) /\
        (~ occ 7 0 \/ ~ occ 5 0) /\
        (~ occ 7 0 \/ ~ occ 4 0) /\
        (~ occ 7 0 \/ ~ occ 3 0) /\
        (~ occ 7 0 \/ ~ occ 2 0) /\
        (~ occ 7 0 \/ ~ occ 1 0) /\ (~ occ 7 0 \/ ~ occ 0 0)) /\
       ((~ occ 6 0 \/ ~ occ 5 0) /\
        (~ occ 6 0 \/ ~ occ 4 0) /\
        (~ occ 6 0 \/ ~ occ 3 0) /\
        (~ occ 6 0 \/ ~ occ 2 0) /\
        (~ occ 6 0 \/ ~ occ 1 0) /\ (~ occ 6 0 \/ ~ occ 0 0)) /\
       ((~ occ 5 0 \/ ~ occ 4 0) /\
        (~ occ 5 0 \/ ~ occ 3 0) /\
        (~ occ 5 0 \/ ~ occ 2 0) /\
        (~ occ 5 0 \/ ~ occ 1 0) /\ (~ occ 5 0 \/ ~ occ 0 0)) /\
       ((~ occ 4 0 \/ ~ occ 3 0) /\
        (~ occ 4 0 \/ ~ occ 2 0) /\
        (~ occ 4 0 \/ ~ occ 1 0) /\ (~ occ 4 0 \/ ~ occ 0 0)) /\
       ((~ occ 3 0 \/ ~ occ 2 0) /\
        (~ occ 3 0 \/ ~ occ 1 0) /\ (~ occ 3 0 \/ ~ occ 0 0)) /\
       ((~ occ 2 0 \/ ~ occ 1 0) /\ (~ occ 2 0 \/ ~ occ 0 0)) /\
       (~ occ 1 0 \/ ~ occ 0 0)
     : Prop
Finished transaction in 0.027 secs (0.027u,0.s) (successful)
     = occ 1 0 /\ occ 0 0 -&gt; occ 1 0 /\ occ 0 0
     : Prop
Finished transaction in 0. secs (0.001u,0.s) (successful)
     = (occ 2 1 \/ occ 2 0) /\ (occ 1 1 \/ occ 1 0) /\ (occ 0 1 \/ occ 0 0) -&gt;
       ((occ 2 1 /\ occ 1 1 \/ occ 2 1 /\ occ 0 1) \/ occ 1 1 /\ occ 0 1) \/
       (occ 2 0 /\ occ 1 0 \/ occ 2 0 /\ occ 0 0) \/ occ 1 0 /\ occ 0 0
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = (occ 6 5 \/ occ 6 4 \/ occ 6 3 \/ occ 6 2 \/ occ 6 1 \/ occ 6 0) /\
       (occ 5 5 \/ occ 5 4 \/ occ 5 3 \/ occ 5 2 \/ occ 5 1 \/ occ 5 0) /\
       (occ 4 5 \/ occ 4 4 \/ occ 4 3 \/ occ 4 2 \/ occ 4 1 \/ occ 4 0) /\
       (occ 3 5 \/ occ 3 4 \/ occ 3 3 \/ occ 3 2 \/ occ 3 1 \/ occ 3 0) /\
       (occ 2 5 \/ occ 2 4 \/ occ 2 3 \/ occ 2 2 \/ occ 2 1 \/ occ 2 0) /\
       (occ 1 5 \/ occ 1 4 \/ occ 1 3 \/ occ 1 2 \/ occ 1 1 \/ occ 1 0) /\
       (occ 0 5 \/ occ 0 4 \/ occ 0 3 \/ occ 0 2 \/ occ 0 1 \/ occ 0 0) -&gt;
       ((occ 6 5 /\ occ 5 5 \/
         occ 6 5 /\ occ 4 5 \/
         occ 6 5 /\ occ 3 5 \/
         occ 6 5 /\ occ 2 5 \/ occ 6 5 /\ occ 1 5 \/ occ 6 5 /\ occ 0 5) \/
        (occ 5 5 /\ occ 4 5 \/
         occ 5 5 /\ occ 3 5 \/
         occ 5 5 /\ occ 2 5 \/ occ 5 5 /\ occ 1 5 \/ occ 5 5 /\ occ 0 5) \/
        (occ 4 5 /\ occ 3 5 \/
         occ 4 5 /\ occ 2 5 \/ occ 4 5 /\ occ 1 5 \/ occ 4 5 /\ occ 0 5) \/
        (occ 3 5 /\ occ 2 5 \/ occ 3 5 /\ occ 1 5 \/ occ 3 5 /\ occ 0 5) \/
        (occ 2 5 /\ occ 1 5 \/ occ 2 5 /\ occ 0 5) \/ occ 1 5 /\ occ 0 5) \/
       ((occ 6 4 /\ occ 5 4 \/
         occ 6 4 /\ occ 4 4 \/
         occ 6 4 /\ occ 3 4 \/
         occ 6 4 /\ occ 2 4 \/ occ 6 4 /\ occ 1 4 \/ occ 6 4 /\ occ 0 4) \/
        (occ 5 4 /\ occ 4 4 \/
         occ 5 4 /\ occ 3 4 \/
         occ 5 4 /\ occ 2 4 \/ occ 5 4 /\ occ 1 4 \/ occ 5 4 /\ occ 0 4) \/
        (occ 4 4 /\ occ 3 4 \/
         occ 4 4 /\ occ 2 4 \/ occ 4 4 /\ occ 1 4 \/ occ 4 4 /\ occ 0 4) \/
        (occ 3 4 /\ occ 2 4 \/ occ 3 4 /\ occ 1 4 \/ occ 3 4 /\ occ 0 4) \/
        (occ 2 4 /\ occ 1 4 \/ occ 2 4 /\ occ 0 4) \/ occ 1 4 /\ occ 0 4) \/
       ((occ 6 3 /\ occ 5 3 \/
         occ 6 3 /\ occ 4 3 \/
         occ 6 3 /\ occ 3 3 \/
         occ 6 3 /\ occ 2 3 \/ occ 6 3 /\ occ 1 3 \/ occ 6 3 /\ occ 0 3) \/
        (occ 5 3 /\ occ 4 3 \/
         occ 5 3 /\ occ 3 3 \/
         occ 5 3 /\ occ 2 3 \/ occ 5 3 /\ occ 1 3 \/ occ 5 3 /\ occ 0 3) \/
        (occ 4 3 /\ occ 3 3 \/
         occ 4 3 /\ occ 2 3 \/ occ 4 3 /\ occ 1 3 \/ occ 4 3 /\ occ 0 3) \/
        (occ 3 3 /\ occ 2 3 \/ occ 3 3 /\ occ 1 3 \/ occ 3 3 /\ occ 0 3) \/
        (occ 2 3 /\ occ 1 3 \/ occ 2 3 /\ occ 0 3) \/ occ 1 3 /\ occ 0 3) \/
       ((occ 6 2 /\ occ 5 2 \/
         occ 6 2 /\ occ 4 2 \/
         occ 6 2 /\ occ 3 2 \/
         occ 6 2 /\ occ 2 2 \/ occ 6 2 /\ occ 1 2 \/ occ 6 2 /\ occ 0 2) \/
        (occ 5 2 /\ occ 4 2 \/
         occ 5 2 /\ occ 3 2 \/
         occ 5 2 /\ occ 2 2 \/ occ 5 2 /\ occ 1 2 \/ occ 5 2 /\ occ 0 2) \/
        (occ 4 2 /\ occ 3 2 \/
         occ 4 2 /\ occ 2 2 \/ occ 4 2 /\ occ 1 2 \/ occ 4 2 /\ occ 0 2) \/
        (occ 3 2 /\ occ 2 2 \/ occ 3 2 /\ occ 1 2 \/ occ 3 2 /\ occ 0 2) \/
        (occ 2 2 /\ occ 1 2 \/ occ 2 2 /\ occ 0 2) \/ occ 1 2 /\ occ 0 2) \/
       ((occ 6 1 /\ occ 5 1 \/
         occ 6 1 /\ occ 4 1 \/
         occ 6 1 /\ occ 3 1 \/
         occ 6 1 /\ occ 2 1 \/ occ 6 1 /\ occ 1 1 \/ occ 6 1 /\ occ 0 1) \/
        (occ 5 1 /\ occ 4 1 \/
         occ 5 1 /\ occ 3 1 \/
         occ 5 1 /\ occ 2 1 \/ occ 5 1 /\ occ 1 1 \/ occ 5 1 /\ occ 0 1) \/
        (occ 4 1 /\ occ 3 1 \/
         occ 4 1 /\ occ 2 1 \/ occ 4 1 /\ occ 1 1 \/ occ 4 1 /\ occ 0 1) \/
        (occ 3 1 /\ occ 2 1 \/ occ 3 1 /\ occ 1 1 \/ occ 3 1 /\ occ 0 1) \/
        (occ 2 1 /\ occ 1 1 \/ occ 2 1 /\ occ 0 1) \/ occ 1 1 /\ occ 0 1) \/
       (occ 6 0 /\ occ 5 0 \/
        occ 6 0 /\ occ 4 0 \/
        occ 6 0 /\ occ 3 0 \/
        occ 6 0 /\ occ 2 0 \/ occ 6 0 /\ occ 1 0 \/ occ 6 0 /\ occ 0 0) \/
       (occ 5 0 /\ occ 4 0 \/
        occ 5 0 /\ occ 3 0 \/
        occ 5 0 /\ occ 2 0 \/ occ 5 0 /\ occ 1 0 \/ occ 5 0 /\ occ 0 0) \/
       (occ 4 0 /\ occ 3 0 \/
        occ 4 0 /\ occ 2 0 \/ occ 4 0 /\ occ 1 0 \/ occ 4 0 /\ occ 0 0) \/
       (occ 3 0 /\ occ 2 0 \/ occ 3 0 /\ occ 1 0 \/ occ 3 0 /\ occ 0 0) \/
       (occ 2 0 /\ occ 1 0 \/ occ 2 0 /\ occ 0 0) \/ occ 1 0 /\ occ 0 0
     : Prop
Finished transaction in 0.004 secs (0.004u,0.s) (successful)
     = (occ 10 9 \/
        occ 10 8 \/
        occ 10 7 \/
        occ 10 6 \/
        occ 10 5 \/ occ 10 4 \/ occ 10 3 \/ occ 10 2 \/ occ 10 1 \/ occ 10 0) /\
       (occ 9 9 \/
        occ 9 8 \/
        occ 9 7 \/
        occ 9 6 \/
        occ 9 5 \/ occ 9 4 \/ occ 9 3 \/ occ 9 2 \/ occ 9 1 \/ occ 9 0) /\
       (occ 8 9 \/
        occ 8 8 \/
        occ 8 7 \/
        occ 8 6 \/
        occ 8 5 \/ occ 8 4 \/ occ 8 3 \/ occ 8 2 \/ occ 8 1 \/ occ 8 0) /\
       (occ 7 9 \/
        occ 7 8 \/
        occ 7 7 \/
        occ 7 6 \/
        occ 7 5 \/ occ 7 4 \/ occ 7 3 \/ occ 7 2 \/ occ 7 1 \/ occ 7 0) /\
       (occ 6 9 \/
        occ 6 8 \/
        occ 6 7 \/
        occ 6 6 \/
        occ 6 5 \/ occ 6 4 \/ occ 6 3 \/ occ 6 2 \/ occ 6 1 \/ occ 6 0) /\
       (occ 5 9 \/
        occ 5 8 \/
        occ 5 7 \/
        occ 5 6 \/
        occ 5 5 \/ occ 5 4 \/ occ 5 3 \/ occ 5 2 \/ occ 5 1 \/ occ 5 0) /\
       (occ 4 9 \/
        occ 4 8 \/
        occ 4 7 \/
        occ 4 6 \/
        occ 4 5 \/ occ 4 4 \/ occ 4 3 \/ occ 4 2 \/ occ 4 1 \/ occ 4 0) /\
       (occ 3 9 \/
        occ 3 8 \/
        occ 3 7 \/
        occ 3 6 \/
        occ 3 5 \/ occ 3 4 \/ occ 3 3 \/ occ 3 2 \/ occ 3 1 \/ occ 3 0) /\
       (occ 2 9 \/
        occ 2 8 \/
        occ 2 7 \/
        occ 2 6 \/
        occ 2 5 \/ occ 2 4 \/ occ 2 3 \/ occ 2 2 \/ occ 2 1 \/ occ 2 0) /\
       (occ 1 9 \/
        occ 1 8 \/
        occ 1 7 \/
        occ 1 6 \/
        occ 1 5 \/ occ 1 4 \/ occ 1 3 \/ occ 1 2 \/ occ 1 1 \/ occ 1 0) /\
       (occ 0 9 \/
        occ 0 8 \/
        occ 0 7 \/
        occ 0 6 \/
        occ 0 5 \/ occ 0 4 \/ occ 0 3 \/ occ 0 2 \/ occ 0 1 \/ occ 0 0) -&gt;
       ((occ 10 9 /\ occ 9 9 \/
         occ 10 9 /\ occ 8 9 \/
         occ 10 9 /\ occ 7 9 \/
         occ 10 9 /\ occ 6 9 \/
         occ 10 9 /\ occ 5 9 \/
         occ 10 9 /\ occ 4 9 \/
         occ 10 9 /\ occ 3 9 \/
         occ 10 9 /\ occ 2 9 \/ occ 10 9 /\ occ 1 9 \/ occ 10 9 /\ occ 0 9) \/
        (occ 9 9 /\ occ 8 9 \/
         occ 9 9 /\ occ 7 9 \/
         occ 9 9 /\ occ 6 9 \/
         occ 9 9 /\ occ 5 9 \/
         occ 9 9 /\ occ 4 9 \/
         occ 9 9 /\ occ 3 9 \/
         occ 9 9 /\ occ 2 9 \/ occ 9 9 /\ occ 1 9 \/ occ 9 9 /\ occ 0 9) \/
        (occ 8 9 /\ occ 7 9 \/
         occ 8 9 /\ occ 6 9 \/
         occ 8 9 /\ occ 5 9 \/
         occ 8 9 /\ occ 4 9 \/
         occ 8 9 /\ occ 3 9 \/
         occ 8 9 /\ occ 2 9 \/ occ 8 9 /\ occ 1 9 \/ occ 8 9 /\ occ 0 9) \/
        (occ 7 9 /\ occ 6 9 \/
         occ 7 9 /\ occ 5 9 \/
         occ 7 9 /\ occ 4 9 \/
         occ 7 9 /\ occ 3 9 \/
         occ 7 9 /\ occ 2 9 \/ occ 7 9 /\ occ 1 9 \/ occ 7 9 /\ occ 0 9) \/
        (occ 6 9 /\ occ 5 9 \/
         occ 6 9 /\ occ 4 9 \/
         occ 6 9 /\ occ 3 9 \/
         occ 6 9 /\ occ 2 9 \/ occ 6 9 /\ occ 1 9 \/ occ 6 9 /\ occ 0 9) \/
        (occ 5 9 /\ occ 4 9 \/
         occ 5 9 /\ occ 3 9 \/
         occ 5 9 /\ occ 2 9 \/ occ 5 9 /\ occ 1 9 \/ occ 5 9 /\ occ 0 9) \/
        (occ 4 9 /\ occ 3 9 \/
         occ 4 9 /\ occ 2 9 \/ occ 4 9 /\ occ 1 9 \/ occ 4 9 /\ occ 0 9) \/
        (occ 3 9 /\ occ 2 9 \/ occ 3 9 /\ occ 1 9 \/ occ 3 9 /\ occ 0 9) \/
        (occ 2 9 /\ occ 1 9 \/ occ 2 9 /\ occ 0 9) \/ occ 1 9 /\ occ 0 9) \/
       ((occ 10 8 /\ occ 9 8 \/
         occ 10 8 /\ occ 8 8 \/
         occ 10 8 /\ occ 7 8 \/
         occ 10 8 /\ occ 6 8 \/
         occ 10 8 /\ occ 5 8 \/
         occ 10 8 /\ occ 4 8 \/
         occ 10 8 /\ occ 3 8 \/
         occ 10 8 /\ occ 2 8 \/ occ 10 8 /\ occ 1 8 \/ occ 10 8 /\ occ 0 8) \/
        (occ 9 8 /\ occ 8 8 \/
         occ 9 8 /\ occ 7 8 \/
         occ 9 8 /\ occ 6 8 \/
         occ 9 8 /\ occ 5 8 \/
         occ 9 8 /\ occ 4 8 \/
         occ 9 8 /\ occ 3 8 \/
         occ 9 8 /\ occ 2 8 \/ occ 9 8 /\ occ 1 8 \/ occ 9 8 /\ occ 0 8) \/
        (occ 8 8 /\ occ 7 8 \/
         occ 8 8 /\ occ 6 8 \/
         occ 8 8 /\ occ 5 8 \/
         occ 8 8 /\ occ 4 8 \/
         occ 8 8 /\ occ 3 8 \/
         occ 8 8 /\ occ 2 8 \/ occ 8 8 /\ occ 1 8 \/ occ 8 8 /\ occ 0 8) \/
        (occ 7 8 /\ occ 6 8 \/
         occ 7 8 /\ occ 5 8 \/
         occ 7 8 /\ occ 4 8 \/
         occ 7 8 /\ occ 3 8 \/
         occ 7 8 /\ occ 2 8 \/ occ 7 8 /\ occ 1 8 \/ occ 7 8 /\ occ 0 8) \/
        (occ 6 8 /\ occ 5 8 \/
         occ 6 8 /\ occ 4 8 \/
         occ 6 8 /\ occ 3 8 \/
         occ 6 8 /\ occ 2 8 \/ occ 6 8 /\ occ 1 8 \/ occ 6 8 /\ occ 0 8) \/
        (occ 5 8 /\ occ 4 8 \/
         occ 5 8 /\ occ 3 8 \/
         occ 5 8 /\ occ 2 8 \/ occ 5 8 /\ occ 1 8 \/ occ 5 8 /\ occ 0 8) \/
        (occ 4 8 /\ occ 3 8 \/
         occ 4 8 /\ occ 2 8 \/ occ 4 8 /\ occ 1 8 \/ occ 4 8 /\ occ 0 8) \/
        (occ 3 8 /\ occ 2 8 \/ occ 3 8 /\ occ 1 8 \/ occ 3 8 /\ occ 0 8) \/
        (occ 2 8 /\ occ 1 8 \/ occ 2 8 /\ occ 0 8) \/ occ 1 8 /\ occ 0 8) \/
       ((occ 10 7 /\ occ 9 7 \/
         occ 10 7 /\ occ 8 7 \/
         occ 10 7 /\ occ 7 7 \/
         occ 10 7 /\ occ 6 7 \/
         occ 10 7 /\ occ 5 7 \/
         occ 10 7 /\ occ 4 7 \/
         occ 10 7 /\ occ 3 7 \/
         occ 10 7 /\ occ 2 7 \/ occ 10 7 /\ occ 1 7 \/ occ 10 7 /\ occ 0 7) \/
        (occ 9 7 /\ occ 8 7 \/
         occ 9 7 /\ occ 7 7 \/
         occ 9 7 /\ occ 6 7 \/
         occ 9 7 /\ occ 5 7 \/
         occ 9 7 /\ occ 4 7 \/
         occ 9 7 /\ occ 3 7 \/
         occ 9 7 /\ occ 2 7 \/ occ 9 7 /\ occ 1 7 \/ occ 9 7 /\ occ 0 7) \/
        (occ 8 7 /\ occ 7 7 \/
         occ 8 7 /\ occ 6 7 \/
         occ 8 7 /\ occ 5 7 \/
         occ 8 7 /\ occ 4 7 \/
         occ 8 7 /\ occ 3 7 \/
         occ 8 7 /\ occ 2 7 \/ occ 8 7 /\ occ 1 7 \/ occ 8 7 /\ occ 0 7) \/
        (occ 7 7 /\ occ 6 7 \/
         occ 7 7 /\ occ 5 7 \/
         occ 7 7 /\ occ 4 7 \/
         occ 7 7 /\ occ 3 7 \/
         occ 7 7 /\ occ 2 7 \/ occ 7 7 /\ occ 1 7 \/ occ 7 7 /\ occ 0 7) \/
        (occ 6 7 /\ occ 5 7 \/
         occ 6 7 /\ occ 4 7 \/
         occ 6 7 /\ occ 3 7 \/
         occ 6 7 /\ occ 2 7 \/ occ 6 7 /\ occ 1 7 \/ occ 6 7 /\ occ 0 7) \/
        (occ 5 7 /\ occ 4 7 \/
         occ 5 7 /\ occ 3 7 \/
         occ 5 7 /\ occ 2 7 \/ occ 5 7 /\ occ 1 7 \/ occ 5 7 /\ occ 0 7) \/
        (occ 4 7 /\ occ 3 7 \/
         occ 4 7 /\ occ 2 7 \/ occ 4 7 /\ occ 1 7 \/ occ 4 7 /\ occ 0 7) \/
        (occ 3 7 /\ occ 2 7 \/ occ 3 7 /\ occ 1 7 \/ occ 3 7 /\ occ 0 7) \/
        (occ 2 7 /\ occ 1 7 \/ occ 2 7 /\ occ 0 7) \/ occ 1 7 /\ occ 0 7) \/
       ((occ 10 6 /\ occ 9 6 \/
         occ 10 6 /\ occ 8 6 \/
         occ 10 6 /\ occ 7 6 \/
         occ 10 6 /\ occ 6 6 \/
         occ 10 6 /\ occ 5 6 \/
         occ 10 6 /\ occ 4 6 \/
         occ 10 6 /\ occ 3 6 \/
         occ 10 6 /\ occ 2 6 \/ occ 10 6 /\ occ 1 6 \/ occ 10 6 /\ occ 0 6) \/
        (occ 9 6 /\ occ 8 6 \/
         occ 9 6 /\ occ 7 6 \/
         occ 9 6 /\ occ 6 6 \/
         occ 9 6 /\ occ 5 6 \/
         occ 9 6 /\ occ 4 6 \/
         occ 9 6 /\ occ 3 6 \/
         occ 9 6 /\ occ 2 6 \/ occ 9 6 /\ occ 1 6 \/ occ 9 6 /\ occ 0 6) \/
        (occ 8 6 /\ occ 7 6 \/
         occ 8 6 /\ occ 6 6 \/
         occ 8 6 /\ occ 5 6 \/
         occ 8 6 /\ occ 4 6 \/
         occ 8 6 /\ occ 3 6 \/
         occ 8 6 /\ occ 2 6 \/ occ 8 6 /\ occ 1 6 \/ occ 8 6 /\ occ 0 6) \/
        (occ 7 6 /\ occ 6 6 \/
         occ 7 6 /\ occ 5 6 \/
         occ 7 6 /\ occ 4 6 \/
         occ 7 6 /\ occ 3 6 \/
         occ 7 6 /\ occ 2 6 \/ occ 7 6 /\ occ 1 6 \/ occ 7 6 /\ occ 0 6) \/
        (occ 6 6 /\ occ 5 6 \/
         occ 6 6 /\ occ 4 6 \/
         occ 6 6 /\ occ 3 6 \/
         occ 6 6 /\ occ 2 6 \/ occ 6 6 /\ occ 1 6 \/ occ 6 6 /\ occ 0 6) \/
        (occ 5 6 /\ occ 4 6 \/
         occ 5 6 /\ occ 3 6 \/
         occ 5 6 /\ occ 2 6 \/ occ 5 6 /\ occ 1 6 \/ occ 5 6 /\ occ 0 6) \/
        (occ 4 6 /\ occ 3 6 \/
         occ 4 6 /\ occ 2 6 \/ occ 4 6 /\ occ 1 6 \/ occ 4 6 /\ occ 0 6) \/
        (occ 3 6 /\ occ 2 6 \/ occ 3 6 /\ occ 1 6 \/ occ 3 6 /\ occ 0 6) \/
        (occ 2 6 /\ occ 1 6 \/ occ 2 6 /\ occ 0 6) \/ occ 1 6 /\ occ 0 6) \/
       ((occ 10 5 /\ occ 9 5 \/
         occ 10 5 /\ occ 8 5 \/
         occ 10 5 /\ occ 7 5 \/
         occ 10 5 /\ occ 6 5 \/
         occ 10 5 /\ occ 5 5 \/
         occ 10 5 /\ occ 4 5 \/
         occ 10 5 /\ occ 3 5 \/
         occ 10 5 /\ occ 2 5 \/ occ 10 5 /\ occ 1 5 \/ occ 10 5 /\ occ 0 5) \/
        (occ 9 5 /\ occ 8 5 \/
         occ 9 5 /\ occ 7 5 \/
         occ 9 5 /\ occ 6 5 \/
         occ 9 5 /\ occ 5 5 \/
         occ 9 5 /\ occ 4 5 \/
         occ 9 5 /\ occ 3 5 \/
         occ 9 5 /\ occ 2 5 \/ occ 9 5 /\ occ 1 5 \/ occ 9 5 /\ occ 0 5) \/
        (occ 8 5 /\ occ 7 5 \/
         occ 8 5 /\ occ 6 5 \/
         occ 8 5 /\ occ 5 5 \/
         occ 8 5 /\ occ 4 5 \/
         occ 8 5 /\ occ 3 5 \/
         occ 8 5 /\ occ 2 5 \/ occ 8 5 /\ occ 1 5 \/ occ 8 5 /\ occ 0 5) \/
        (occ 7 5 /\ occ 6 5 \/
         occ 7 5 /\ occ 5 5 \/
         occ 7 5 /\ occ 4 5 \/
         occ 7 5 /\ occ 3 5 \/
         occ 7 5 /\ occ 2 5 \/ occ 7 5 /\ occ 1 5 \/ occ 7 5 /\ occ 0 5) \/
        (occ 6 5 /\ occ 5 5 \/
         occ 6 5 /\ occ 4 5 \/
         occ 6 5 /\ occ 3 5 \/
         occ 6 5 /\ occ 2 5 \/ occ 6 5 /\ occ 1 5 \/ occ 6 5 /\ occ 0 5) \/
        (occ 5 5 /\ occ 4 5 \/
         occ 5 5 /\ occ 3 5 \/
         occ 5 5 /\ occ 2 5 \/ occ 5 5 /\ occ 1 5 \/ occ 5 5 /\ occ 0 5) \/
        (occ 4 5 /\ occ 3 5 \/
         occ 4 5 /\ occ 2 5 \/ occ 4 5 /\ occ 1 5 \/ occ 4 5 /\ occ 0 5) \/
        (occ 3 5 /\ occ 2 5 \/ occ 3 5 /\ occ 1 5 \/ occ 3 5 /\ occ 0 5) \/
        (occ 2 5 /\ occ 1 5 \/ occ 2 5 /\ occ 0 5) \/ occ 1 5 /\ occ 0 5) \/
       ((occ 10 4 /\ occ 9 4 \/
         occ 10 4 /\ occ 8 4 \/
         occ 10 4 /\ occ 7 4 \/
         occ 10 4 /\ occ 6 4 \/
         occ 10 4 /\ occ 5 4 \/
         occ 10 4 /\ occ 4 4 \/
         occ 10 4 /\ occ 3 4 \/
         occ 10 4 /\ occ 2 4 \/ occ 10 4 /\ occ 1 4 \/ occ 10 4 /\ occ 0 4) \/
        (occ 9 4 /\ occ 8 4 \/
         occ 9 4 /\ occ 7 4 \/
         occ 9 4 /\ occ 6 4 \/
         occ 9 4 /\ occ 5 4 \/
         occ 9 4 /\ occ 4 4 \/
         occ 9 4 /\ occ 3 4 \/
         occ 9 4 /\ occ 2 4 \/ occ 9 4 /\ occ 1 4 \/ occ 9 4 /\ occ 0 4) \/
        (occ 8 4 /\ occ 7 4 \/
         occ 8 4 /\ occ 6 4 \/
         occ 8 4 /\ occ 5 4 \/
         occ 8 4 /\ occ 4 4 \/
         occ 8 4 /\ occ 3 4 \/
         occ 8 4 /\ occ 2 4 \/ occ 8 4 /\ occ 1 4 \/ occ 8 4 /\ occ 0 4) \/
        (occ 7 4 /\ occ 6 4 \/
         occ 7 4 /\ occ 5 4 \/
         occ 7 4 /\ occ 4 4 \/
         occ 7 4 /\ occ 3 4 \/
         occ 7 4 /\ occ 2 4 \/ occ 7 4 /\ occ 1 4 \/ occ 7 4 /\ occ 0 4) \/
        (occ 6 4 /\ occ 5 4 \/
         occ 6 4 /\ occ 4 4 \/
         occ 6 4 /\ occ 3 4 \/
         occ 6 4 /\ occ 2 4 \/ occ 6 4 /\ occ 1 4 \/ occ 6 4 /\ occ 0 4) \/
        (occ 5 4 /\ occ 4 4 \/
         occ 5 4 /\ occ 3 4 \/
         occ 5 4 /\ occ 2 4 \/ occ 5 4 /\ occ 1 4 \/ occ 5 4 /\ occ 0 4) \/
        (occ 4 4 /\ occ 3 4 \/
         occ 4 4 /\ occ 2 4 \/ occ 4 4 /\ occ 1 4 \/ occ 4 4 /\ occ 0 4) \/
        (occ 3 4 /\ occ 2 4 \/ occ 3 4 /\ occ 1 4 \/ occ 3 4 /\ occ 0 4) \/
        (occ 2 4 /\ occ 1 4 \/ occ 2 4 /\ occ 0 4) \/ occ 1 4 /\ occ 0 4) \/
       ((occ 10 3 /\ occ 9 3 \/
         occ 10 3 /\ occ 8 3 \/
         occ 10 3 /\ occ 7 3 \/
         occ 10 3 /\ occ 6 3 \/
         occ 10 3 /\ occ 5 3 \/
         occ 10 3 /\ occ 4 3 \/
         occ 10 3 /\ occ 3 3 \/
         occ 10 3 /\ occ 2 3 \/ occ 10 3 /\ occ 1 3 \/ occ 10 3 /\ occ 0 3) \/
        (occ 9 3 /\ occ 8 3 \/
         occ 9 3 /\ occ 7 3 \/
         occ 9 3 /\ occ 6 3 \/
         occ 9 3 /\ occ 5 3 \/
         occ 9 3 /\ occ 4 3 \/
         occ 9 3 /\ occ 3 3 \/
         occ 9 3 /\ occ 2 3 \/ occ 9 3 /\ occ 1 3 \/ occ 9 3 /\ occ 0 3) \/
        (occ 8 3 /\ occ 7 3 \/
         occ 8 3 /\ occ 6 3 \/
         occ 8 3 /\ occ 5 3 \/
         occ 8 3 /\ occ 4 3 \/
         occ 8 3 /\ occ 3 3 \/
         occ 8 3 /\ occ 2 3 \/ occ 8 3 /\ occ 1 3 \/ occ 8 3 /\ occ 0 3) \/
        (occ 7 3 /\ occ 6 3 \/
         occ 7 3 /\ occ 5 3 \/
         occ 7 3 /\ occ 4 3 \/
         occ 7 3 /\ occ 3 3 \/
         occ 7 3 /\ occ 2 3 \/ occ 7 3 /\ occ 1 3 \/ occ 7 3 /\ occ 0 3) \/
        (occ 6 3 /\ occ 5 3 \/
         occ 6 3 /\ occ 4 3 \/
         occ 6 3 /\ occ 3 3 \/
         occ 6 3 /\ occ 2 3 \/ occ 6 3 /\ occ 1 3 \/ occ 6 3 /\ occ 0 3) \/
        (occ 5 3 /\ occ 4 3 \/
         occ 5 3 /\ occ 3 3 \/
         occ 5 3 /\ occ 2 3 \/ occ 5 3 /\ occ 1 3 \/ occ 5 3 /\ occ 0 3) \/
        (occ 4 3 /\ occ 3 3 \/
         occ 4 3 /\ occ 2 3 \/ occ 4 3 /\ occ 1 3 \/ occ 4 3 /\ occ 0 3) \/
        (occ 3 3 /\ occ 2 3 \/ occ 3 3 /\ occ 1 3 \/ occ 3 3 /\ occ 0 3) \/
        (occ 2 3 /\ occ 1 3 \/ occ 2 3 /\ occ 0 3) \/ occ 1 3 /\ occ 0 3) \/
       ((occ 10 2 /\ occ 9 2 \/
         occ 10 2 /\ occ 8 2 \/
         occ 10 2 /\ occ 7 2 \/
         occ 10 2 /\ occ 6 2 \/
         occ 10 2 /\ occ 5 2 \/
         occ 10 2 /\ occ 4 2 \/
         occ 10 2 /\ occ 3 2 \/
         occ 10 2 /\ occ 2 2 \/ occ 10 2 /\ occ 1 2 \/ occ 10 2 /\ occ 0 2) \/
        (occ 9 2 /\ occ 8 2 \/
         occ 9 2 /\ occ 7 2 \/
         occ 9 2 /\ occ 6 2 \/
         occ 9 2 /\ occ 5 2 \/
         occ 9 2 /\ occ 4 2 \/
         occ 9 2 /\ occ 3 2 \/
         occ 9 2 /\ occ 2 2 \/ occ 9 2 /\ occ 1 2 \/ occ 9 2 /\ occ 0 2) \/
        (occ 8 2 /\ occ 7 2 \/
         occ 8 2 /\ occ 6 2 \/
         occ 8 2 /\ occ 5 2 \/
         occ 8 2 /\ occ 4 2 \/
         occ 8 2 /\ occ 3 2 \/
         occ 8 2 /\ occ 2 2 \/ occ 8 2 /\ occ 1 2 \/ occ 8 2 /\ occ 0 2) \/
        (occ 7 2 /\ occ 6 2 \/
         occ 7 2 /\ occ 5 2 \/
         occ 7 2 /\ occ 4 2 \/
         occ 7 2 /\ occ 3 2 \/
         occ 7 2 /\ occ 2 2 \/ occ 7 2 /\ occ 1 2 \/ occ 7 2 /\ occ 0 2) \/
        (occ 6 2 /\ occ 5 2 \/
         occ 6 2 /\ occ 4 2 \/
         occ 6 2 /\ occ 3 2 \/
         occ 6 2 /\ occ 2 2 \/ occ 6 2 /\ occ 1 2 \/ occ 6 2 /\ occ 0 2) \/
        (occ 5 2 /\ occ 4 2 \/
         occ 5 2 /\ occ 3 2 \/
         occ 5 2 /\ occ 2 2 \/ occ 5 2 /\ occ 1 2 \/ occ 5 2 /\ occ 0 2) \/
        (occ 4 2 /\ occ 3 2 \/
         occ 4 2 /\ occ 2 2 \/ occ 4 2 /\ occ 1 2 \/ occ 4 2 /\ occ 0 2) \/
        (occ 3 2 /\ occ 2 2 \/ occ 3 2 /\ occ 1 2 \/ occ 3 2 /\ occ 0 2) \/
        (occ 2 2 /\ occ 1 2 \/ occ 2 2 /\ occ 0 2) \/ occ 1 2 /\ occ 0 2) \/
       ((occ 10 1 /\ occ 9 1 \/
         occ 10 1 /\ occ 8 1 \/
         occ 10 1 /\ occ 7 1 \/
         occ 10 1 /\ occ 6 1 \/
         occ 10 1 /\ occ 5 1 \/
         occ 10 1 /\ occ 4 1 \/
         occ 10 1 /\ occ 3 1 \/
         occ 10 1 /\ occ 2 1 \/ occ 10 1 /\ occ 1 1 \/ occ 10 1 /\ occ 0 1) \/
        (occ 9 1 /\ occ 8 1 \/
         occ 9 1 /\ occ 7 1 \/
         occ 9 1 /\ occ 6 1 \/
         occ 9 1 /\ occ 5 1 \/
         occ 9 1 /\ occ 4 1 \/
         occ 9 1 /\ occ 3 1 \/
         occ 9 1 /\ occ 2 1 \/ occ 9 1 /\ occ 1 1 \/ occ 9 1 /\ occ 0 1) \/
        (occ 8 1 /\ occ 7 1 \/
         occ 8 1 /\ occ 6 1 \/
         occ 8 1 /\ occ 5 1 \/
         occ 8 1 /\ occ 4 1 \/
         occ 8 1 /\ occ 3 1 \/
         occ 8 1 /\ occ 2 1 \/ occ 8 1 /\ occ 1 1 \/ occ 8 1 /\ occ 0 1) \/
        (occ 7 1 /\ occ 6 1 \/
         occ 7 1 /\ occ 5 1 \/
         occ 7 1 /\ occ 4 1 \/
         occ 7 1 /\ occ 3 1 \/
         occ 7 1 /\ occ 2 1 \/ occ 7 1 /\ occ 1 1 \/ occ 7 1 /\ occ 0 1) \/
        (occ 6 1 /\ occ 5 1 \/
         occ 6 1 /\ occ 4 1 \/
         occ 6 1 /\ occ 3 1 \/
         occ 6 1 /\ occ 2 1 \/ occ 6 1 /\ occ 1 1 \/ occ 6 1 /\ occ 0 1) \/
        (occ 5 1 /\ occ 4 1 \/
         occ 5 1 /\ occ 3 1 \/
         occ 5 1 /\ occ 2 1 \/ occ 5 1 /\ occ 1 1 \/ occ 5 1 /\ occ 0 1) \/
        (occ 4 1 /\ occ 3 1 \/
         occ 4 1 /\ occ 2 1 \/ occ 4 1 /\ occ 1 1 \/ occ 4 1 /\ occ 0 1) \/
        (occ 3 1 /\ occ 2 1 \/ occ 3 1 /\ occ 1 1 \/ occ 3 1 /\ occ 0 1) \/
        (occ 2 1 /\ occ 1 1 \/ occ 2 1 /\ occ 0 1) \/ occ 1 1 /\ occ 0 1) \/
       (occ 10 0 /\ occ 9 0 \/
        occ 10 0 /\ occ 8 0 \/
        occ 10 0 /\ occ 7 0 \/
        occ 10 0 /\ occ 6 0 \/
        occ 10 0 /\ occ 5 0 \/
        occ 10 0 /\ occ 4 0 \/
        occ 10 0 /\ occ 3 0 \/
        occ 10 0 /\ occ 2 0 \/ occ 10 0 /\ occ 1 0 \/ occ 10 0 /\ occ 0 0) \/
       (occ 9 0 /\ occ 8 0 \/
        occ 9 0 /\ occ 7 0 \/
        occ 9 0 /\ occ 6 0 \/
        occ 9 0 /\ occ 5 0 \/
        occ 9 0 /\ occ 4 0 \/
        occ 9 0 /\ occ 3 0 \/
        occ 9 0 /\ occ 2 0 \/ occ 9 0 /\ occ 1 0 \/ occ 9 0 /\ occ 0 0) \/
       (occ 8 0 /\ occ 7 0 \/
        occ 8 0 /\ occ 6 0 \/
        occ 8 0 /\ occ 5 0 \/
        occ 8 0 /\ occ 4 0 \/
        occ 8 0 /\ occ 3 0 \/
        occ 8 0 /\ occ 2 0 \/ occ 8 0 /\ occ 1 0 \/ occ 8 0 /\ occ 0 0) \/
       (occ 7 0 /\ occ 6 0 \/
        occ 7 0 /\ occ 5 0 \/
        occ 7 0 /\ occ 4 0 \/
        occ 7 0 /\ occ 3 0 \/
        occ 7 0 /\ occ 2 0 \/ occ 7 0 /\ occ 1 0 \/ occ 7 0 /\ occ 0 0) \/
       (occ 6 0 /\ occ 5 0 \/
        occ 6 0 /\ occ 4 0 \/
        occ 6 0 /\ occ 3 0 \/
        occ 6 0 /\ occ 2 0 \/ occ 6 0 /\ occ 1 0 \/ occ 6 0 /\ occ 0 0) \/
       (occ 5 0 /\ occ 4 0 \/
        occ 5 0 /\ occ 3 0 \/
        occ 5 0 /\ occ 2 0 \/ occ 5 0 /\ occ 1 0 \/ occ 5 0 /\ occ 0 0) \/
       (occ 4 0 /\ occ 3 0 \/
        occ 4 0 /\ occ 2 0 \/ occ 4 0 /\ occ 1 0 \/ occ 4 0 /\ occ 0 0) \/
       (occ 3 0 /\ occ 2 0 \/ occ 3 0 /\ occ 1 0 \/ occ 3 0 /\ occ 0 0) \/
       (occ 2 0 /\ occ 1 0 \/ occ 2 0 /\ occ 0 0) \/ occ 1 0 /\ occ 0 0
     : Prop
Finished transaction in 0.038 secs (0.019u,0.018s) (successful)
     = forall x x0 x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 : Prop,
       x
       :: x0
          :: x1 :: x2 :: x3 :: x4 :: x5 :: x6 :: x7 :: x8 :: x9 :: x10 :: nil =
       x
       :: x0
          :: x1 :: x2 :: x3 :: x4 :: x5 :: x6 :: x7 :: x8 :: x9 :: x10 :: nil
     : Prop
     = forall x x0 : Prop, (x0 /\ x) /\ (~ x0 \/ ~ x) -&gt; False
     : Prop
Finished transaction in 0. secs (0.u,0.001s) (successful)
     = forall x x0 x1 x2 x3 x4 : Prop,
       ((x4 \/ x3) /\ (x2 \/ x1) /\ (x0 \/ x)) /\
       (((~ x4 \/ ~ x2) /\ (~ x4 \/ ~ x0)) /\ (~ x2 \/ ~ x0)) /\
       ((~ x3 \/ ~ x1) /\ (~ x3 \/ ~ x)) /\ (~ x1 \/ ~ x) -&gt; False
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = forall
         x x0 x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 x11 x12 x13 x14 x15 x16 x17 x18
          x19 x20 x21 x22 x23 x24 x25 x26 x27 x28 x29 x30 x31 x32 x33 x34 x35
          x36 x37 x38 x39 x40 : Prop,
       ((x40 \/ x39 \/ x38 \/ x37 \/ x36 \/ x35) /\
        (x34 \/ x33 \/ x32 \/ x31 \/ x30 \/ x29) /\
        (x28 \/ x27 \/ x26 \/ x25 \/ x24 \/ x23) /\
        (x22 \/ x21 \/ x20 \/ x19 \/ x18 \/ x17) /\
        (x16 \/ x15 \/ x14 \/ x13 \/ x12 \/ x11) /\
        (x10 \/ x9 \/ x8 \/ x7 \/ x6 \/ x5) /\
        (x4 \/ x3 \/ x2 \/ x1 \/ x0 \/ x)) /\
       (((~ x40 \/ ~ x34) /\
         (~ x40 \/ ~ x28) /\
         (~ x40 \/ ~ x22) /\
         (~ x40 \/ ~ x16) /\ (~ x40 \/ ~ x10) /\ (~ x40 \/ ~ x4)) /\
        ((~ x34 \/ ~ x28) /\
         (~ x34 \/ ~ x22) /\
         (~ x34 \/ ~ x16) /\ (~ x34 \/ ~ x10) /\ (~ x34 \/ ~ x4)) /\
        ((~ x28 \/ ~ x22) /\
         (~ x28 \/ ~ x16) /\ (~ x28 \/ ~ x10) /\ (~ x28 \/ ~ x4)) /\
        ((~ x22 \/ ~ x16) /\ (~ x22 \/ ~ x10) /\ (~ x22 \/ ~ x4)) /\
        ((~ x16 \/ ~ x10) /\ (~ x16 \/ ~ x4)) /\ (~ x10 \/ ~ x4)) /\
       (((~ x39 \/ ~ x33) /\
         (~ x39 \/ ~ x27) /\
         (~ x39 \/ ~ x21) /\
         (~ x39 \/ ~ x15) /\ (~ x39 \/ ~ x9) /\ (~ x39 \/ ~ x3)) /\
        ((~ x33 \/ ~ x27) /\
         (~ x33 \/ ~ x21) /\
         (~ x33 \/ ~ x15) /\ (~ x33 \/ ~ x9) /\ (~ x33 \/ ~ x3)) /\
        ((~ x27 \/ ~ x21) /\
         (~ x27 \/ ~ x15) /\ (~ x27 \/ ~ x9) /\ (~ x27 \/ ~ x3)) /\
        ((~ x21 \/ ~ x15) /\ (~ x21 \/ ~ x9) /\ (~ x21 \/ ~ x3)) /\
        ((~ x15 \/ ~ x9) /\ (~ x15 \/ ~ x3)) /\ (~ x9 \/ ~ x3)) /\
       (((~ x38 \/ ~ x32) /\
         (~ x38 \/ ~ x26) /\
         (~ x38 \/ ~ x20) /\
         (~ x38 \/ ~ x14) /\ (~ x38 \/ ~ x8) /\ (~ x38 \/ ~ x2)) /\
        ((~ x32 \/ ~ x26) /\
         (~ x32 \/ ~ x20) /\
         (~ x32 \/ ~ x14) /\ (~ x32 \/ ~ x8) /\ (~ x32 \/ ~ x2)) /\
        ((~ x26 \/ ~ x20) /\
         (~ x26 \/ ~ x14) /\ (~ x26 \/ ~ x8) /\ (~ x26 \/ ~ x2)) /\
        ((~ x20 \/ ~ x14) /\ (~ x20 \/ ~ x8) /\ (~ x20 \/ ~ x2)) /\
        ((~ x14 \/ ~ x8) /\ (~ x14 \/ ~ x2)) /\ (~ x8 \/ ~ x2)) /\
       (((~ x37 \/ ~ x31) /\
         (~ x37 \/ ~ x25) /\
         (~ x37 \/ ~ x19) /\
         (~ x37 \/ ~ x13) /\ (~ x37 \/ ~ x7) /\ (~ x37 \/ ~ x1)) /\
        ((~ x31 \/ ~ x25) /\
         (~ x31 \/ ~ x19) /\
         (~ x31 \/ ~ x13) /\ (~ x31 \/ ~ x7) /\ (~ x31 \/ ~ x1)) /\
        ((~ x25 \/ ~ x19) /\
         (~ x25 \/ ~ x13) /\ (~ x25 \/ ~ x7) /\ (~ x25 \/ ~ x1)) /\
        ((~ x19 \/ ~ x13) /\ (~ x19 \/ ~ x7) /\ (~ x19 \/ ~ x1)) /\
        ((~ x13 \/ ~ x7) /\ (~ x13 \/ ~ x1)) /\ (~ x7 \/ ~ x1)) /\
       (((~ x36 \/ ~ x30) /\
         (~ x36 \/ ~ x24) /\
         (~ x36 \/ ~ x18) /\
         (~ x36 \/ ~ x12) /\ (~ x36 \/ ~ x6) /\ (~ x36 \/ ~ x0)) /\
        ((~ x30 \/ ~ x24) /\
         (~ x30 \/ ~ x18) /\
         (~ x30 \/ ~ x12) /\ (~ x30 \/ ~ x6) /\ (~ x30 \/ ~ x0)) /\
        ((~ x24 \/ ~ x18) /\
         (~ x24 \/ ~ x12) /\ (~ x24 \/ ~ x6) /\ (~ x24 \/ ~ x0)) /\
        ((~ x18 \/ ~ x12) /\ (~ x18 \/ ~ x6) /\ (~ x18 \/ ~ x0)) /\
        ((~ x12 \/ ~ x6) /\ (~ x12 \/ ~ x0)) /\ (~ x6 \/ ~ x0)) /\
       ((~ x35 \/ ~ x29) /\
        (~ x35 \/ ~ x23) /\
        (~ x35 \/ ~ x17) /\
        (~ x35 \/ ~ x11) /\ (~ x35 \/ ~ x5) /\ (~ x35 \/ ~ x)) /\
       ((~ x29 \/ ~ x23) /\
        (~ x29 \/ ~ x17) /\
        (~ x29 \/ ~ x11) /\ (~ x29 \/ ~ x5) /\ (~ x29 \/ ~ x)) /\
       ((~ x23 \/ ~ x17) /\
        (~ x23 \/ ~ x11) /\ (~ x23 \/ ~ x5) /\ (~ x23 \/ ~ x)) /\
       ((~ x17 \/ ~ x11) /\ (~ x17 \/ ~ x5) /\ (~ x17 \/ ~ x)) /\
       ((~ x11 \/ ~ x5) /\ (~ x11 \/ ~ x)) /\ (~ x5 \/ ~ x) -&gt; False
     : Prop
Finished transaction in 0.071 secs (0.031u,0.04s) (successful)
     = forall
         x x0 x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 x11 x12 x13 x14 x15 x16 x17 x18
          x19 x20 x21 x22 x23 x24 x25 x26 x27 x28 x29 x30 x31 x32 x33 x34 x35
          x36 x37 x38 x39 x40 x41 x42 x43 x44 x45 x46 x47 x48 x49 x50 x51 x52
          x53 x54 x55 x56 x57 x58 x59 x60 x61 x62 x63 x64 x65 x66 x67 x68 x69
          x70 x71 x72 x73 x74 x75 x76 x77 x78 x79 x80 x81 x82 x83 x84 x85 x86
          x87 x88 x89 x90 x91 x92 x93 x94 x95 x96 x97 x98 x99 x100 x101 x102
          x103 x104 x105 x106 x107 x108 : Prop,
       ((x108 \/
         x107 \/ x106 \/ x105 \/ x104 \/ x103 \/ x102 \/ x101 \/ x100 \/ x99) /\
        (x98 \/ x97 \/ x96 \/ x95 \/ x94 \/ x93 \/ x92 \/ x91 \/ x90 \/ x89) /\
        (x88 \/ x87 \/ x86 \/ x85 \/ x84 \/ x83 \/ x82 \/ x81 \/ x80 \/ x79) /\
        (x78 \/ x77 \/ x76 \/ x75 \/ x74 \/ x73 \/ x72 \/ x71 \/ x70 \/ x69) /\
        (x68 \/ x67 \/ x66 \/ x65 \/ x64 \/ x63 \/ x62 \/ x61 \/ x60 \/ x59) /\
        (x58 \/ x57 \/ x56 \/ x55 \/ x54 \/ x53 \/ x52 \/ x51 \/ x50 \/ x49) /\
        (x48 \/ x47 \/ x46 \/ x45 \/ x44 \/ x43 \/ x42 \/ x41 \/ x40 \/ x39) /\
        (x38 \/ x37 \/ x36 \/ x35 \/ x34 \/ x33 \/ x32 \/ x31 \/ x30 \/ x29) /\
        (x28 \/ x27 \/ x26 \/ x25 \/ x24 \/ x23 \/ x22 \/ x21 \/ x20 \/ x19) /\
        (x18 \/ x17 \/ x16 \/ x15 \/ x14 \/ x13 \/ x12 \/ x11 \/ x10 \/ x9) /\
        (x8 \/ x7 \/ x6 \/ x5 \/ x4 \/ x3 \/ x2 \/ x1 \/ x0 \/ x)) /\
       (((~ x108 \/ ~ x98) /\
         (~ x108 \/ ~ x88) /\
         (~ x108 \/ ~ x78) /\
         (~ x108 \/ ~ x68) /\
         (~ x108 \/ ~ x58) /\
         (~ x108 \/ ~ x48) /\
         (~ x108 \/ ~ x38) /\
         (~ x108 \/ ~ x28) /\ (~ x108 \/ ~ x18) /\ (~ x108 \/ ~ x8)) /\
        ((~ x98 \/ ~ x88) /\
         (~ x98 \/ ~ x78) /\
         (~ x98 \/ ~ x68) /\
         (~ x98 \/ ~ x58) /\
         (~ x98 \/ ~ x48) /\
         (~ x98 \/ ~ x38) /\
         (~ x98 \/ ~ x28) /\ (~ x98 \/ ~ x18) /\ (~ x98 \/ ~ x8)) /\
        ((~ x88 \/ ~ x78) /\
         (~ x88 \/ ~ x68) /\
         (~ x88 \/ ~ x58) /\
         (~ x88 \/ ~ x48) /\
         (~ x88 \/ ~ x38) /\
         (~ x88 \/ ~ x28) /\ (~ x88 \/ ~ x18) /\ (~ x88 \/ ~ x8)) /\
        ((~ x78 \/ ~ x68) /\
         (~ x78 \/ ~ x58) /\
         (~ x78 \/ ~ x48) /\
         (~ x78 \/ ~ x38) /\
         (~ x78 \/ ~ x28) /\ (~ x78 \/ ~ x18) /\ (~ x78 \/ ~ x8)) /\
        ((~ x68 \/ ~ x58) /\
         (~ x68 \/ ~ x48) /\
         (~ x68 \/ ~ x38) /\
         (~ x68 \/ ~ x28) /\ (~ x68 \/ ~ x18) /\ (~ x68 \/ ~ x8)) /\
        ((~ x58 \/ ~ x48) /\
         (~ x58 \/ ~ x38) /\
         (~ x58 \/ ~ x28) /\ (~ x58 \/ ~ x18) /\ (~ x58 \/ ~ x8)) /\
        ((~ x48 \/ ~ x38) /\
         (~ x48 \/ ~ x28) /\ (~ x48 \/ ~ x18) /\ (~ x48 \/ ~ x8)) /\
        ((~ x38 \/ ~ x28) /\ (~ x38 \/ ~ x18) /\ (~ x38 \/ ~ x8)) /\
        ((~ x28 \/ ~ x18) /\ (~ x28 \/ ~ x8)) /\ (~ x18 \/ ~ x8)) /\
       (((~ x107 \/ ~ x97) /\
         (~ x107 \/ ~ x87) /\
         (~ x107 \/ ~ x77) /\
         (~ x107 \/ ~ x67) /\
         (~ x107 \/ ~ x57) /\
         (~ x107 \/ ~ x47) /\
         (~ x107 \/ ~ x37) /\
         (~ x107 \/ ~ x27) /\ (~ x107 \/ ~ x17) /\ (~ x107 \/ ~ x7)) /\
        ((~ x97 \/ ~ x87) /\
         (~ x97 \/ ~ x77) /\
         (~ x97 \/ ~ x67) /\
         (~ x97 \/ ~ x57) /\
         (~ x97 \/ ~ x47) /\
         (~ x97 \/ ~ x37) /\
         (~ x97 \/ ~ x27) /\ (~ x97 \/ ~ x17) /\ (~ x97 \/ ~ x7)) /\
        ((~ x87 \/ ~ x77) /\
         (~ x87 \/ ~ x67) /\
         (~ x87 \/ ~ x57) /\
         (~ x87 \/ ~ x47) /\
         (~ x87 \/ ~ x37) /\
         (~ x87 \/ ~ x27) /\ (~ x87 \/ ~ x17) /\ (~ x87 \/ ~ x7)) /\
        ((~ x77 \/ ~ x67) /\
         (~ x77 \/ ~ x57) /\
         (~ x77 \/ ~ x47) /\
         (~ x77 \/ ~ x37) /\
         (~ x77 \/ ~ x27) /\ (~ x77 \/ ~ x17) /\ (~ x77 \/ ~ x7)) /\
        ((~ x67 \/ ~ x57) /\
         (~ x67 \/ ~ x47) /\
         (~ x67 \/ ~ x37) /\
         (~ x67 \/ ~ x27) /\ (~ x67 \/ ~ x17) /\ (~ x67 \/ ~ x7)) /\
        ((~ x57 \/ ~ x47) /\
         (~ x57 \/ ~ x37) /\
         (~ x57 \/ ~ x27) /\ (~ x57 \/ ~ x17) /\ (~ x57 \/ ~ x7)) /\
        ((~ x47 \/ ~ x37) /\
         (~ x47 \/ ~ x27) /\ (~ x47 \/ ~ x17) /\ (~ x47 \/ ~ x7)) /\
        ((~ x37 \/ ~ x27) /\ (~ x37 \/ ~ x17) /\ (~ x37 \/ ~ x7)) /\
        ((~ x27 \/ ~ x17) /\ (~ x27 \/ ~ x7)) /\ (~ x17 \/ ~ x7)) /\
       (((~ x106 \/ ~ x96) /\
         (~ x106 \/ ~ x86) /\
         (~ x106 \/ ~ x76) /\
         (~ x106 \/ ~ x66) /\
         (~ x106 \/ ~ x56) /\
         (~ x106 \/ ~ x46) /\
         (~ x106 \/ ~ x36) /\
         (~ x106 \/ ~ x26) /\ (~ x106 \/ ~ x16) /\ (~ x106 \/ ~ x6)) /\
        ((~ x96 \/ ~ x86) /\
         (~ x96 \/ ~ x76) /\
         (~ x96 \/ ~ x66) /\
         (~ x96 \/ ~ x56) /\
         (~ x96 \/ ~ x46) /\
         (~ x96 \/ ~ x36) /\
         (~ x96 \/ ~ x26) /\ (~ x96 \/ ~ x16) /\ (~ x96 \/ ~ x6)) /\
        ((~ x86 \/ ~ x76) /\
         (~ x86 \/ ~ x66) /\
         (~ x86 \/ ~ x56) /\
         (~ x86 \/ ~ x46) /\
         (~ x86 \/ ~ x36) /\
         (~ x86 \/ ~ x26) /\ (~ x86 \/ ~ x16) /\ (~ x86 \/ ~ x6)) /\
        ((~ x76 \/ ~ x66) /\
         (~ x76 \/ ~ x56) /\
         (~ x76 \/ ~ x46) /\
         (~ x76 \/ ~ x36) /\
         (~ x76 \/ ~ x26) /\ (~ x76 \/ ~ x16) /\ (~ x76 \/ ~ x6)) /\
        ((~ x66 \/ ~ x56) /\
         (~ x66 \/ ~ x46) /\
         (~ x66 \/ ~ x36) /\
         (~ x66 \/ ~ x26) /\ (~ x66 \/ ~ x16) /\ (~ x66 \/ ~ x6)) /\
        ((~ x56 \/ ~ x46) /\
         (~ x56 \/ ~ x36) /\
         (~ x56 \/ ~ x26) /\ (~ x56 \/ ~ x16) /\ (~ x56 \/ ~ x6)) /\
        ((~ x46 \/ ~ x36) /\
         (~ x46 \/ ~ x26) /\ (~ x46 \/ ~ x16) /\ (~ x46 \/ ~ x6)) /\
        ((~ x36 \/ ~ x26) /\ (~ x36 \/ ~ x16) /\ (~ x36 \/ ~ x6)) /\
        ((~ x26 \/ ~ x16) /\ (~ x26 \/ ~ x6)) /\ (~ x16 \/ ~ x6)) /\
       (((~ x105 \/ ~ x95) /\
         (~ x105 \/ ~ x85) /\
         (~ x105 \/ ~ x75) /\
         (~ x105 \/ ~ x65) /\
         (~ x105 \/ ~ x55) /\
         (~ x105 \/ ~ x45) /\
         (~ x105 \/ ~ x35) /\
         (~ x105 \/ ~ x25) /\ (~ x105 \/ ~ x15) /\ (~ x105 \/ ~ x5)) /\
        ((~ x95 \/ ~ x85) /\
         (~ x95 \/ ~ x75) /\
         (~ x95 \/ ~ x65) /\
         (~ x95 \/ ~ x55) /\
         (~ x95 \/ ~ x45) /\
         (~ x95 \/ ~ x35) /\
         (~ x95 \/ ~ x25) /\ (~ x95 \/ ~ x15) /\ (~ x95 \/ ~ x5)) /\
        ((~ x85 \/ ~ x75) /\
         (~ x85 \/ ~ x65) /\
         (~ x85 \/ ~ x55) /\
         (~ x85 \/ ~ x45) /\
         (~ x85 \/ ~ x35) /\
         (~ x85 \/ ~ x25) /\ (~ x85 \/ ~ x15) /\ (~ x85 \/ ~ x5)) /\
        ((~ x75 \/ ~ x65) /\
         (~ x75 \/ ~ x55) /\
         (~ x75 \/ ~ x45) /\
         (~ x75 \/ ~ x35) /\
         (~ x75 \/ ~ x25) /\ (~ x75 \/ ~ x15) /\ (~ x75 \/ ~ x5)) /\
        ((~ x65 \/ ~ x55) /\
         (~ x65 \/ ~ x45) /\
         (~ x65 \/ ~ x35) /\
         (~ x65 \/ ~ x25) /\ (~ x65 \/ ~ x15) /\ (~ x65 \/ ~ x5)) /\
        ((~ x55 \/ ~ x45) /\
         (~ x55 \/ ~ x35) /\
         (~ x55 \/ ~ x25) /\ (~ x55 \/ ~ x15) /\ (~ x55 \/ ~ x5)) /\
        ((~ x45 \/ ~ x35) /\
         (~ x45 \/ ~ x25) /\ (~ x45 \/ ~ x15) /\ (~ x45 \/ ~ x5)) /\
        ((~ x35 \/ ~ x25) /\ (~ x35 \/ ~ x15) /\ (~ x35 \/ ~ x5)) /\
        ((~ x25 \/ ~ x15) /\ (~ x25 \/ ~ x5)) /\ (~ x15 \/ ~ x5)) /\
       (((~ x104 \/ ~ x94) /\
         (~ x104 \/ ~ x84) /\
         (~ x104 \/ ~ x74) /\
         (~ x104 \/ ~ x64) /\
         (~ x104 \/ ~ x54) /\
         (~ x104 \/ ~ x44) /\
         (~ x104 \/ ~ x34) /\
         (~ x104 \/ ~ x24) /\ (~ x104 \/ ~ x14) /\ (~ x104 \/ ~ x4)) /\
        ((~ x94 \/ ~ x84) /\
         (~ x94 \/ ~ x74) /\
         (~ x94 \/ ~ x64) /\
         (~ x94 \/ ~ x54) /\
         (~ x94 \/ ~ x44) /\
         (~ x94 \/ ~ x34) /\
         (~ x94 \/ ~ x24) /\ (~ x94 \/ ~ x14) /\ (~ x94 \/ ~ x4)) /\
        ((~ x84 \/ ~ x74) /\
         (~ x84 \/ ~ x64) /\
         (~ x84 \/ ~ x54) /\
         (~ x84 \/ ~ x44) /\
         (~ x84 \/ ~ x34) /\
         (~ x84 \/ ~ x24) /\ (~ x84 \/ ~ x14) /\ (~ x84 \/ ~ x4)) /\
        ((~ x74 \/ ~ x64) /\
         (~ x74 \/ ~ x54) /\
         (~ x74 \/ ~ x44) /\
         (~ x74 \/ ~ x34) /\
         (~ x74 \/ ~ x24) /\ (~ x74 \/ ~ x14) /\ (~ x74 \/ ~ x4)) /\
        ((~ x64 \/ ~ x54) /\
         (~ x64 \/ ~ x44) /\
         (~ x64 \/ ~ x34) /\
         (~ x64 \/ ~ x24) /\ (~ x64 \/ ~ x14) /\ (~ x64 \/ ~ x4)) /\
        ((~ x54 \/ ~ x44) /\
         (~ x54 \/ ~ x34) /\
         (~ x54 \/ ~ x24) /\ (~ x54 \/ ~ x14) /\ (~ x54 \/ ~ x4)) /\
        ((~ x44 \/ ~ x34) /\
         (~ x44 \/ ~ x24) /\ (~ x44 \/ ~ x14) /\ (~ x44 \/ ~ x4)) /\
        ((~ x34 \/ ~ x24) /\ (~ x34 \/ ~ x14) /\ (~ x34 \/ ~ x4)) /\
        ((~ x24 \/ ~ x14) /\ (~ x24 \/ ~ x4)) /\ (~ x14 \/ ~ x4)) /\
       (((~ x103 \/ ~ x93) /\
         (~ x103 \/ ~ x83) /\
         (~ x103 \/ ~ x73) /\
         (~ x103 \/ ~ x63) /\
         (~ x103 \/ ~ x53) /\
         (~ x103 \/ ~ x43) /\
         (~ x103 \/ ~ x33) /\
         (~ x103 \/ ~ x23) /\ (~ x103 \/ ~ x13) /\ (~ x103 \/ ~ x3)) /\
        ((~ x93 \/ ~ x83) /\
         (~ x93 \/ ~ x73) /\
         (~ x93 \/ ~ x63) /\
         (~ x93 \/ ~ x53) /\
         (~ x93 \/ ~ x43) /\
         (~ x93 \/ ~ x33) /\
         (~ x93 \/ ~ x23) /\ (~ x93 \/ ~ x13) /\ (~ x93 \/ ~ x3)) /\
        ((~ x83 \/ ~ x73) /\
         (~ x83 \/ ~ x63) /\
         (~ x83 \/ ~ x53) /\
         (~ x83 \/ ~ x43) /\
         (~ x83 \/ ~ x33) /\
         (~ x83 \/ ~ x23) /\ (~ x83 \/ ~ x13) /\ (~ x83 \/ ~ x3)) /\
        ((~ x73 \/ ~ x63) /\
         (~ x73 \/ ~ x53) /\
         (~ x73 \/ ~ x43) /\
         (~ x73 \/ ~ x33) /\
         (~ x73 \/ ~ x23) /\ (~ x73 \/ ~ x13) /\ (~ x73 \/ ~ x3)) /\
        ((~ x63 \/ ~ x53) /\
         (~ x63 \/ ~ x43) /\
         (~ x63 \/ ~ x33) /\
         (~ x63 \/ ~ x23) /\ (~ x63 \/ ~ x13) /\ (~ x63 \/ ~ x3)) /\
        ((~ x53 \/ ~ x43) /\
         (~ x53 \/ ~ x33) /\
         (~ x53 \/ ~ x23) /\ (~ x53 \/ ~ x13) /\ (~ x53 \/ ~ x3)) /\
        ((~ x43 \/ ~ x33) /\
         (~ x43 \/ ~ x23) /\ (~ x43 \/ ~ x13) /\ (~ x43 \/ ~ x3)) /\
        ((~ x33 \/ ~ x23) /\ (~ x33 \/ ~ x13) /\ (~ x33 \/ ~ x3)) /\
        ((~ x23 \/ ~ x13) /\ (~ x23 \/ ~ x3)) /\ (~ x13 \/ ~ x3)) /\
       (((~ x102 \/ ~ x92) /\
         (~ x102 \/ ~ x82) /\
         (~ x102 \/ ~ x72) /\
         (~ x102 \/ ~ x62) /\
         (~ x102 \/ ~ x52) /\
         (~ x102 \/ ~ x42) /\
         (~ x102 \/ ~ x32) /\
         (~ x102 \/ ~ x22) /\ (~ x102 \/ ~ x12) /\ (~ x102 \/ ~ x2)) /\
        ((~ x92 \/ ~ x82) /\
         (~ x92 \/ ~ x72) /\
         (~ x92 \/ ~ x62) /\
         (~ x92 \/ ~ x52) /\
         (~ x92 \/ ~ x42) /\
         (~ x92 \/ ~ x32) /\
         (~ x92 \/ ~ x22) /\ (~ x92 \/ ~ x12) /\ (~ x92 \/ ~ x2)) /\
        ((~ x82 \/ ~ x72) /\
         (~ x82 \/ ~ x62) /\
         (~ x82 \/ ~ x52) /\
         (~ x82 \/ ~ x42) /\
         (~ x82 \/ ~ x32) /\
         (~ x82 \/ ~ x22) /\ (~ x82 \/ ~ x12) /\ (~ x82 \/ ~ x2)) /\
        ((~ x72 \/ ~ x62) /\
         (~ x72 \/ ~ x52) /\
         (~ x72 \/ ~ x42) /\
         (~ x72 \/ ~ x32) /\
         (~ x72 \/ ~ x22) /\ (~ x72 \/ ~ x12) /\ (~ x72 \/ ~ x2)) /\
        ((~ x62 \/ ~ x52) /\
         (~ x62 \/ ~ x42) /\
         (~ x62 \/ ~ x32) /\
         (~ x62 \/ ~ x22) /\ (~ x62 \/ ~ x12) /\ (~ x62 \/ ~ x2)) /\
        ((~ x52 \/ ~ x42) /\
         (~ x52 \/ ~ x32) /\
         (~ x52 \/ ~ x22) /\ (~ x52 \/ ~ x12) /\ (~ x52 \/ ~ x2)) /\
        ((~ x42 \/ ~ x32) /\
         (~ x42 \/ ~ x22) /\ (~ x42 \/ ~ x12) /\ (~ x42 \/ ~ x2)) /\
        ((~ x32 \/ ~ x22) /\ (~ x32 \/ ~ x12) /\ (~ x32 \/ ~ x2)) /\
        ((~ x22 \/ ~ x12) /\ (~ x22 \/ ~ x2)) /\ (~ x12 \/ ~ x2)) /\
       (((~ x101 \/ ~ x91) /\
         (~ x101 \/ ~ x81) /\
         (~ x101 \/ ~ x71) /\
         (~ x101 \/ ~ x61) /\
         (~ x101 \/ ~ x51) /\
         (~ x101 \/ ~ x41) /\
         (~ x101 \/ ~ x31) /\
         (~ x101 \/ ~ x21) /\ (~ x101 \/ ~ x11) /\ (~ x101 \/ ~ x1)) /\
        ((~ x91 \/ ~ x81) /\
         (~ x91 \/ ~ x71) /\
         (~ x91 \/ ~ x61) /\
         (~ x91 \/ ~ x51) /\
         (~ x91 \/ ~ x41) /\
         (~ x91 \/ ~ x31) /\
         (~ x91 \/ ~ x21) /\ (~ x91 \/ ~ x11) /\ (~ x91 \/ ~ x1)) /\
        ((~ x81 \/ ~ x71) /\
         (~ x81 \/ ~ x61) /\
         (~ x81 \/ ~ x51) /\
         (~ x81 \/ ~ x41) /\
         (~ x81 \/ ~ x31) /\
         (~ x81 \/ ~ x21) /\ (~ x81 \/ ~ x11) /\ (~ x81 \/ ~ x1)) /\
        ((~ x71 \/ ~ x61) /\
         (~ x71 \/ ~ x51) /\
         (~ x71 \/ ~ x41) /\
         (~ x71 \/ ~ x31) /\
         (~ x71 \/ ~ x21) /\ (~ x71 \/ ~ x11) /\ (~ x71 \/ ~ x1)) /\
        ((~ x61 \/ ~ x51) /\
         (~ x61 \/ ~ x41) /\
         (~ x61 \/ ~ x31) /\
         (~ x61 \/ ~ x21) /\ (~ x61 \/ ~ x11) /\ (~ x61 \/ ~ x1)) /\
        ((~ x51 \/ ~ x41) /\
         (~ x51 \/ ~ x31) /\
         (~ x51 \/ ~ x21) /\ (~ x51 \/ ~ x11) /\ (~ x51 \/ ~ x1)) /\
        ((~ x41 \/ ~ x31) /\
         (~ x41 \/ ~ x21) /\ (~ x41 \/ ~ x11) /\ (~ x41 \/ ~ x1)) /\
        ((~ x31 \/ ~ x21) /\ (~ x31 \/ ~ x11) /\ (~ x31 \/ ~ x1)) /\
        ((~ x21 \/ ~ x11) /\ (~ x21 \/ ~ x1)) /\ (~ x11 \/ ~ x1)) /\
       (((~ x100 \/ ~ x90) /\
         (~ x100 \/ ~ x80) /\
         (~ x100 \/ ~ x70) /\
         (~ x100 \/ ~ x60) /\
         (~ x100 \/ ~ x50) /\
         (~ x100 \/ ~ x40) /\
         (~ x100 \/ ~ x30) /\
         (~ x100 \/ ~ x20) /\ (~ x100 \/ ~ x10) /\ (~ x100 \/ ~ x0)) /\
        ((~ x90 \/ ~ x80) /\
         (~ x90 \/ ~ x70) /\
         (~ x90 \/ ~ x60) /\
         (~ x90 \/ ~ x50) /\
         (~ x90 \/ ~ x40) /\
         (~ x90 \/ ~ x30) /\
         (~ x90 \/ ~ x20) /\ (~ x90 \/ ~ x10) /\ (~ x90 \/ ~ x0)) /\
        ((~ x80 \/ ~ x70) /\
         (~ x80 \/ ~ x60) /\
         (~ x80 \/ ~ x50) /\
         (~ x80 \/ ~ x40) /\
         (~ x80 \/ ~ x30) /\
         (~ x80 \/ ~ x20) /\ (~ x80 \/ ~ x10) /\ (~ x80 \/ ~ x0)) /\
        ((~ x70 \/ ~ x60) /\
         (~ x70 \/ ~ x50) /\
         (~ x70 \/ ~ x40) /\
         (~ x70 \/ ~ x30) /\
         (~ x70 \/ ~ x20) /\ (~ x70 \/ ~ x10) /\ (~ x70 \/ ~ x0)) /\
        ((~ x60 \/ ~ x50) /\
         (~ x60 \/ ~ x40) /\
         (~ x60 \/ ~ x30) /\
         (~ x60 \/ ~ x20) /\ (~ x60 \/ ~ x10) /\ (~ x60 \/ ~ x0)) /\
        ((~ x50 \/ ~ x40) /\
         (~ x50 \/ ~ x30) /\
         (~ x50 \/ ~ x20) /\ (~ x50 \/ ~ x10) /\ (~ x50 \/ ~ x0)) /\
        ((~ x40 \/ ~ x30) /\
         (~ x40 \/ ~ x20) /\ (~ x40 \/ ~ x10) /\ (~ x40 \/ ~ x0)) /\
        ((~ x30 \/ ~ x20) /\ (~ x30 \/ ~ x10) /\ (~ x30 \/ ~ x0)) /\
        ((~ x20 \/ ~ x10) /\ (~ x20 \/ ~ x0)) /\ (~ x10 \/ ~ x0)) /\
       ((~ x99 \/ ~ x89) /\
        (~ x99 \/ ~ x79) /\
        (~ x99 \/ ~ x69) /\
        (~ x99 \/ ~ x59) /\
        (~ x99 \/ ~ x49) /\
        (~ x99 \/ ~ x39) /\
        (~ x99 \/ ~ x29) /\
        (~ x99 \/ ~ x19) /\ (~ x99 \/ ~ x9) /\ (~ x99 \/ ~ x)) /\
       ((~ x89 \/ ~ x79) /\
        (~ x89 \/ ~ x69) /\
        (~ x89 \/ ~ x59) /\
        (~ x89 \/ ~ x49) /\
        (~ x89 \/ ~ x39) /\
        (~ x89 \/ ~ x29) /\
        (~ x89 \/ ~ x19) /\ (~ x89 \/ ~ x9) /\ (~ x89 \/ ~ x)) /\
       ((~ x79 \/ ~ x69) /\
        (~ x79 \/ ~ x59) /\
        (~ x79 \/ ~ x49) /\
        (~ x79 \/ ~ x39) /\
        (~ x79 \/ ~ x29) /\
        (~ x79 \/ ~ x19) /\ (~ x79 \/ ~ x9) /\ (~ x79 \/ ~ x)) /\
       ((~ x69 \/ ~ x59) /\
        (~ x69 \/ ~ x49) /\
        (~ x69 \/ ~ x39) /\
        (~ x69 \/ ~ x29) /\
        (~ x69 \/ ~ x19) /\ (~ x69 \/ ~ x9) /\ (~ x69 \/ ~ x)) /\
       ((~ x59 \/ ~ x49) /\
        (~ x59 \/ ~ x39) /\
        (~ x59 \/ ~ x29) /\
        (~ x59 \/ ~ x19) /\ (~ x59 \/ ~ x9) /\ (~ x59 \/ ~ x)) /\
       ((~ x49 \/ ~ x39) /\
        (~ x49 \/ ~ x29) /\
        (~ x49 \/ ~ x19) /\ (~ x49 \/ ~ x9) /\ (~ x49 \/ ~ x)) /\
       ((~ x39 \/ ~ x29) /\
        (~ x39 \/ ~ x19) /\ (~ x39 \/ ~ x9) /\ (~ x39 \/ ~ x)) /\
       ((~ x29 \/ ~ x19) /\ (~ x29 \/ ~ x9) /\ (~ x29 \/ ~ x)) /\
       ((~ x19 \/ ~ x9) /\ (~ x19 \/ ~ x)) /\ (~ x9 \/ ~ x) -&gt; False
     : Prop
Finished transaction in 0.453 secs (0.308u,0.144s) (successful)
     = (x 2 &lt;-&gt; x 1) \/ (x 1 &lt;-&gt; x 0) \/ (x 0 &lt;-&gt; x 2)
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = (x 4 &lt;-&gt; x 3) \/
       (x 3 &lt;-&gt; x 2) \/ (x 2 &lt;-&gt; x 1) \/ (x 1 &lt;-&gt; x 0) \/ (x 0 &lt;-&gt; x 4)
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = (x 12 &lt;-&gt; x 11) \/
       (x 11 &lt;-&gt; x 10) \/
       (x 10 &lt;-&gt; x 9) \/
       (x 9 &lt;-&gt; x 8) \/
       (x 8 &lt;-&gt; x 7) \/
       (x 7 &lt;-&gt; x 6) \/
       (x 6 &lt;-&gt; x 5) \/
       (x 5 &lt;-&gt; x 4) \/
       (x 4 &lt;-&gt; x 3) \/
       (x 3 &lt;-&gt; x 2) \/ (x 2 &lt;-&gt; x 1) \/ (x 1 &lt;-&gt; x 0) \/ (x 0 &lt;-&gt; x 12)
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = (x 20 &lt;-&gt; x 19) \/
       (x 19 &lt;-&gt; x 18) \/
       (x 18 &lt;-&gt; x 17) \/
       (x 17 &lt;-&gt; x 16) \/
       (x 16 &lt;-&gt; x 15) \/
       (x 15 &lt;-&gt; x 14) \/
       (x 14 &lt;-&gt; x 13) \/
       (x 13 &lt;-&gt; x 12) \/
       (x 12 &lt;-&gt; x 11) \/
       (x 11 &lt;-&gt; x 10) \/
       (x 10 &lt;-&gt; x 9) \/
       (x 9 &lt;-&gt; x 8) \/
       (x 8 &lt;-&gt; x 7) \/
       (x 7 &lt;-&gt; x 6) \/
       (x 6 &lt;-&gt; x 5) \/
       (x 5 &lt;-&gt; x 4) \/
       (x 4 &lt;-&gt; x 3) \/
       (x 3 &lt;-&gt; x 2) \/ (x 2 &lt;-&gt; x 1) \/ (x 1 &lt;-&gt; x 0) \/ (x 0 &lt;-&gt; x 20)
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = (x 100 &lt;-&gt; x 99) \/
       (x 99 &lt;-&gt; x 98) \/
       (x 98 &lt;-&gt; x 97) \/
       (x 97 &lt;-&gt; x 96) \/
       (x 96 &lt;-&gt; x 95) \/
       (x 95 &lt;-&gt; x 94) \/
       (x 94 &lt;-&gt; x 93) \/
       (x 93 &lt;-&gt; x 92) \/
       (x 92 &lt;-&gt; x 91) \/
       (x 91 &lt;-&gt; x 90) \/
       (x 90 &lt;-&gt; x 89) \/
       (x 89 &lt;-&gt; x 88) \/
       (x 88 &lt;-&gt; x 87) \/
       (x 87 &lt;-&gt; x 86) \/
       (x 86 &lt;-&gt; x 85) \/
       (x 85 &lt;-&gt; x 84) \/
       (x 84 &lt;-&gt; x 83) \/
       (x 83 &lt;-&gt; x 82) \/
       (x 82 &lt;-&gt; x 81) \/
       (x 81 &lt;-&gt; x 80) \/
       (x 80 &lt;-&gt; x 79) \/
       (x 79 &lt;-&gt; x 78) \/
       (x 78 &lt;-&gt; x 77) \/
       (x 77 &lt;-&gt; x 76) \/
       (x 76 &lt;-&gt; x 75) \/
       (x 75 &lt;-&gt; x 74) \/
       (x 74 &lt;-&gt; x 73) \/
       (x 73 &lt;-&gt; x 72) \/
       (x 72 &lt;-&gt; x 71) \/
       (x 71 &lt;-&gt; x 70) \/
       (x 70 &lt;-&gt; x 69) \/
       (x 69 &lt;-&gt; x 68) \/
       (x 68 &lt;-&gt; x 67) \/
       (x 67 &lt;-&gt; x 66) \/
       (x 66 &lt;-&gt; x 65) \/
       (x 65 &lt;-&gt; x 64) \/
       (x 64 &lt;-&gt; x 63) \/
       (x 63 &lt;-&gt; x 62) \/
       (x 62 &lt;-&gt; x 61) \/
       (x 61 &lt;-&gt; x 60) \/
       (x 60 &lt;-&gt; x 59) \/
       (x 59 &lt;-&gt; x 58) \/
       (x 58 &lt;-&gt; x 57) \/
       (x 57 &lt;-&gt; x 56) \/ (x 56 &lt;-&gt; x 55) \/ (.. &lt;-&gt; ..) \/ (..) \/ .. \/ ..
     : Prop
Finished transaction in 0.008 secs (0.u,0.008s) (successful)
     = ((x 2 \/ x 1) /\ (~ x 2 \/ ~ x 1)) /\
       ((x 1 \/ x 0) /\ (~ x 1 \/ ~ x 0)) /\ (x 0 \/ x 2) /\ (~ x 0 \/ ~ x 2)
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = ((x 4 \/ x 3) /\ (~ x 4 \/ ~ x 3)) /\
       ((x 3 \/ x 2) /\ (~ x 3 \/ ~ x 2)) /\
       ((x 2 \/ x 1) /\ (~ x 2 \/ ~ x 1)) /\
       ((x 1 \/ x 0) /\ (~ x 1 \/ ~ x 0)) /\ (x 0 \/ x 4) /\ (~ x 0 \/ ~ x 4)
     : Prop
Finished transaction in 0. secs (0.002u,0.s) (successful)
     = ((x 12 \/ x 11) /\ (~ x 12 \/ ~ x 11)) /\
       ((x 11 \/ x 10) /\ (~ x 11 \/ ~ x 10)) /\
       ((x 10 \/ x 9) /\ (~ x 10 \/ ~ x 9)) /\
       ((x 9 \/ x 8) /\ (~ x 9 \/ ~ x 8)) /\
       ((x 8 \/ x 7) /\ (~ x 8 \/ ~ x 7)) /\
       ((x 7 \/ x 6) /\ (~ x 7 \/ ~ x 6)) /\
       ((x 6 \/ x 5) /\ (~ x 6 \/ ~ x 5)) /\
       ((x 5 \/ x 4) /\ (~ x 5 \/ ~ x 4)) /\
       ((x 4 \/ x 3) /\ (~ x 4 \/ ~ x 3)) /\
       ((x 3 \/ x 2) /\ (~ x 3 \/ ~ x 2)) /\
       ((x 2 \/ x 1) /\ (~ x 2 \/ ~ x 1)) /\
       ((x 1 \/ x 0) /\ (~ x 1 \/ ~ x 0)) /\
       (x 0 \/ x 12) /\ (~ x 0 \/ ~ x 12)
     : Prop
Finished transaction in 0.002 secs (0.u,0.s) (successful)
     = ((x 20 \/ x 19) /\ (~ x 20 \/ ~ x 19)) /\
       ((x 19 \/ x 18) /\ (~ x 19 \/ ~ x 18)) /\
       ((x 18 \/ x 17) /\ (~ x 18 \/ ~ x 17)) /\
       ((x 17 \/ x 16) /\ (~ x 17 \/ ~ x 16)) /\
       ((x 16 \/ x 15) /\ (~ x 16 \/ ~ x 15)) /\
       ((x 15 \/ x 14) /\ (~ x 15 \/ ~ x 14)) /\
       ((x 14 \/ x 13) /\ (~ x 14 \/ ~ x 13)) /\
       ((x 13 \/ x 12) /\ (~ x 13 \/ ~ x 12)) /\
       ((x 12 \/ x 11) /\ (~ x 12 \/ ~ x 11)) /\
       ((x 11 \/ x 10) /\ (~ x 11 \/ ~ x 10)) /\
       ((x 10 \/ x 9) /\ (~ x 10 \/ ~ x 9)) /\
       ((x 9 \/ x 8) /\ (~ x 9 \/ ~ x 8)) /\
       ((x 8 \/ x 7) /\ (~ x 8 \/ ~ x 7)) /\
       ((x 7 \/ x 6) /\ (~ x 7 \/ ~ x 6)) /\
       ((x 6 \/ x 5) /\ (~ x 6 \/ ~ x 5)) /\
       ((x 5 \/ x 4) /\ (~ x 5 \/ ~ x 4)) /\
       ((x 4 \/ x 3) /\ (~ x 4 \/ ~ x 3)) /\
       ((x 3 \/ x 2) /\ (~ x 3 \/ ~ x 2)) /\
       ((x 2 \/ x 1) /\ (~ x 2 \/ ~ x 1)) /\
       ((x 1 \/ x 0) /\ (~ x 1 \/ ~ x 0)) /\
       (x 0 \/ x 20) /\ (~ x 0 \/ ~ x 20)
     : Prop
Finished transaction in 0.003 secs (0.u,0.003s) (successful)
     = ((x 100 \/ x 99) /\ (~ x 100 \/ ~ x 99)) /\
       ((x 99 \/ x 98) /\ (~ x 99 \/ ~ x 98)) /\
       ((x 98 \/ x 97) /\ (~ x 98 \/ ~ x 97)) /\
       ((x 97 \/ x 96) /\ (~ x 97 \/ ~ x 96)) /\
       ((x 96 \/ x 95) /\ (~ x 96 \/ ~ x 95)) /\
       ((x 95 \/ x 94) /\ (~ x 95 \/ ~ x 94)) /\
       ((x 94 \/ x 93) /\ (~ x 94 \/ ~ x 93)) /\
       ((x 93 \/ x 92) /\ (~ x 93 \/ ~ x 92)) /\
       ((x 92 \/ x 91) /\ (~ x 92 \/ ~ x 91)) /\
       ((x 91 \/ x 90) /\ (~ x 91 \/ ~ x 90)) /\
       ((x 90 \/ x 89) /\ (~ x 90 \/ ~ x 89)) /\
       ((x 89 \/ x 88) /\ (~ x 89 \/ ~ x 88)) /\
       ((x 88 \/ x 87) /\ (~ x 88 \/ ~ x 87)) /\
       ((x 87 \/ x 86) /\ (~ x 87 \/ ~ x 86)) /\
       ((x 86 \/ x 85) /\ (~ x 86 \/ ~ x 85)) /\
       ((x 85 \/ x 84) /\ (~ x 85 \/ ~ x 84)) /\
       ((x 84 \/ x 83) /\ (~ x 84 \/ ~ x 83)) /\
       ((x 83 \/ x 82) /\ (~ x 83 \/ ~ x 82)) /\
       ((x 82 \/ x 81) /\ (~ x 82 \/ ~ x 81)) /\
       ((x 81 \/ x 80) /\ (~ x 81 \/ ~ x 80)) /\
       ((x 80 \/ x 79) /\ (~ x 80 \/ ~ x 79)) /\
       ((x 79 \/ x 78) /\ (~ x 79 \/ ~ x 78)) /\
       ((x 78 \/ x 77) /\ (~ x 78 \/ ~ x 77)) /\
       ((x 77 \/ x 76) /\ (~ x 77 \/ ~ x 76)) /\
       ((x 76 \/ x 75) /\ (~ x 76 \/ ~ x 75)) /\
       ((x 75 \/ x 74) /\ (~ x 75 \/ ~ x 74)) /\
       ((x 74 \/ x 73) /\ (~ x 74 \/ ~ x 73)) /\
       ((x 73 \/ x 72) /\ (~ x 73 \/ ~ x 72)) /\
       ((x 72 \/ x 71) /\ (~ x 72 \/ ~ x 71)) /\
       ((x 71 \/ x 70) /\ (~ x 71 \/ ~ x 70)) /\
       ((x 70 \/ x 69) /\ (~ x 70 \/ ~ x 69)) /\
       ((x 69 \/ x 68) /\ (~ x 69 \/ ~ x 68)) /\
       ((x 68 \/ x 67) /\ (~ x 68 \/ ~ x 67)) /\
       ((x 67 \/ x 66) /\ (~ x 67 \/ ~ x 66)) /\
       ((x 66 \/ x 65) /\ (~ x 66 \/ ~ x 65)) /\
       ((x 65 \/ x 64) /\ (~ x 65 \/ ~ x 64)) /\
       ((x 64 \/ x 63) /\ (~ x 64 \/ ~ x 63)) /\
       ((x 63 \/ x 62) /\ (~ x 63 \/ ~ x 62)) /\
       ((x 62 \/ x 61) /\ (~ x 62 \/ ~ x 61)) /\
       ((x 61 \/ x 60) /\ (~ x 61 \/ ~ x 60)) /\
       ((x 60 \/ x 59) /\ (~ x 60 \/ ~ x 59)) /\
       ((x 59 \/ x 58) /\ (~ x 59 \/ ~ x 58)) /\
       ((x 58 \/ x 57) /\ (~ .. \/ ~ ..)) /\
       ((.. \/ ..) /\ (.. \/ ..)) /\
       ((..) /\ (..)) /\ (.. /\ ..) /\ (..) /\ .. /\ ..
     : Prop
Finished transaction in 0.022 secs (0.007u,0.014s) (successful)
     = (a 0 &lt;-&gt; a 1) &lt;-&gt; (a 1 &lt;-&gt; a 0)
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = ((a 0 &lt;-&gt; a 1) &lt;-&gt; a 2) &lt;-&gt; (a 2 &lt;-&gt; (a 1 &lt;-&gt; a 0))
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = ((((((((((a 0 &lt;-&gt; a 1) &lt;-&gt; a 2) &lt;-&gt; a 3) &lt;-&gt; a 4) &lt;-&gt; a 5) &lt;-&gt; a 6) &lt;-&gt;
           a 7) &lt;-&gt; a 8) &lt;-&gt; a 9) &lt;-&gt; a 10) &lt;-&gt;
       (a 10 &lt;-&gt;
        (a 9 &lt;-&gt;
         (a 8 &lt;-&gt;
          (a 7 &lt;-&gt;
           (a 6 &lt;-&gt; (a 5 &lt;-&gt; (a 4 &lt;-&gt; (a 3 &lt;-&gt; (a 2 &lt;-&gt; (a 1 &lt;-&gt; a 0))))))))))
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = ((((((((((((((((((((((((..) &lt;-&gt; a 8) &lt;-&gt; a 9) &lt;-&gt; a 10) &lt;-&gt; a 11) &lt;-&gt;
                          a 12) &lt;-&gt; a 13) &lt;-&gt; a 14) &lt;-&gt; 
                       a 15) &lt;-&gt; a 16) &lt;-&gt; a 17) &lt;-&gt; 
                    a 18) &lt;-&gt; a 19) &lt;-&gt; a 20) &lt;-&gt; a 21) &lt;-&gt; 
                a 22) &lt;-&gt; a 23) &lt;-&gt; a 24) &lt;-&gt; a 25) &lt;-&gt; 
            a 26) &lt;-&gt; a 27) &lt;-&gt; a 28) &lt;-&gt; a 29) &lt;-&gt; 
        a 30) &lt;-&gt;
       (a 30 &lt;-&gt;
        (a 29 &lt;-&gt;
         (a 28 &lt;-&gt;
          (a 27 &lt;-&gt;
           (a 26 &lt;-&gt;
            (a 25 &lt;-&gt;
             (a 24 &lt;-&gt;
              (a 23 &lt;-&gt;
               (a 22 &lt;-&gt;
                (a 21 &lt;-&gt;
                 (a 20 &lt;-&gt;
                  (a 19 &lt;-&gt;
                   (a 18 &lt;-&gt;
                    (a 17 &lt;-&gt;
                     (a 16 &lt;-&gt;
                      (a 15 &lt;-&gt;
                       (a 14 &lt;-&gt;
                        (a 13 &lt;-&gt;
                         (a 12 &lt;-&gt;
                          (a 11 &lt;-&gt; (a 10 &lt;-&gt; (a 9 &lt;-&gt; (a 8 &lt;-&gt; (..))))))))))))))))))))))))
     : Prop
Finished transaction in 0.049 secs (0.044u,0.004s) (successful)
     = (~ a 0 \/ ~ a 1) \/ a 0 /\ a 1
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = ((~ a 0 \/ ~ a 1) \/ ~ a 2) \/ (a 0 /\ a 1) /\ a 2
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = ((((((((((~ a 0 \/ ~ a 1) \/ ~ a 2) \/ ~ a 3) \/ ~ a 4) \/ ~ a 5) \/
            ~ a 6) \/ ~ a 7) \/ ~ a 8) \/ ~ a 9) \/ 
        ~ a 10) \/
       (((((((((a 0 /\ a 1) /\ a 2) /\ a 3) /\ a 4) /\ a 5) /\ a 6) /\ a 7) /\
         a 8) /\ a 9) /\ a 10
     : Prop
Finished transaction in 0. secs (0.002u,0.s) (successful)
     = ((((((((((((((((((((((((..) \/ ~ ..) \/ ~ a 9) \/ ~ a 10) \/ ~ a 11) \/
                          ~ a 12) \/ ~ a 13) \/ ~ a 14) \/ 
                       ~ a 15) \/ ~ a 16) \/ ~ a 17) \/ 
                    ~ a 18) \/ ~ a 19) \/ ~ a 20) \/ 
                 ~ a 21) \/ ~ a 22) \/ ~ a 23) \/ ~ a 24) \/ 
             ~ a 25) \/ ~ a 26) \/ ~ a 27) \/ ~ a 28) \/ 
         ~ a 29) \/ ~ a 30) \/
       (((((((((((((((((((((((.. /\ ..) /\ a 8) /\ a 9) /\ a 10) /\ a 11) /\
                         a 12) /\ a 13) /\ a 14) /\ 
                      a 15) /\ a 16) /\ a 17) /\ a 18) /\ 
                  a 19) /\ a 20) /\ a 21) /\ a 22) /\ 
              a 23) /\ a 24) /\ a 25) /\ a 26) /\ a 27) /\ 
         a 28) /\ a 29) /\ a 30
     : Prop
Finished transaction in 0.001 secs (0.u,0.s) (successful)
     = a 1 /\ (a 1 -&gt; a 1 -&gt; a 0) /\ True -&gt; a 0
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = a 2 /\ (a 2 -&gt; a 2 -&gt; a 1) /\ (a 1 -&gt; a 1 -&gt; a 0) /\ True -&gt; a 0
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = a 10 /\
       (a 10 -&gt; a 10 -&gt; a 9) /\
       (a 9 -&gt; a 9 -&gt; a 8) /\
       (a 8 -&gt; a 8 -&gt; a 7) /\
       (a 7 -&gt; a 7 -&gt; a 6) /\
       (a 6 -&gt; a 6 -&gt; a 5) /\
       (a 5 -&gt; a 5 -&gt; a 4) /\
       (a 4 -&gt; a 4 -&gt; a 3) /\
       (a 3 -&gt; a 3 -&gt; a 2) /\
       (a 2 -&gt; a 2 -&gt; a 1) /\ (a 1 -&gt; a 1 -&gt; a 0) /\ True -&gt; 
       a 0
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = a 30 /\
       (a 30 -&gt; a 30 -&gt; a 29) /\
       (a 29 -&gt; a 29 -&gt; a 28) /\
       (a 28 -&gt; a 28 -&gt; a 27) /\
       (a 27 -&gt; a 27 -&gt; a 26) /\
       (a 26 -&gt; a 26 -&gt; a 25) /\
       (a 25 -&gt; a 25 -&gt; a 24) /\
       (a 24 -&gt; a 24 -&gt; a 23) /\
       (a 23 -&gt; a 23 -&gt; a 22) /\
       (a 22 -&gt; a 22 -&gt; a 21) /\
       (a 21 -&gt; a 21 -&gt; a 20) /\
       (a 20 -&gt; a 20 -&gt; a 19) /\
       (a 19 -&gt; a 19 -&gt; a 18) /\
       (a 18 -&gt; a 18 -&gt; a 17) /\
       (a 17 -&gt; a 17 -&gt; a 16) /\
       (a 16 -&gt; a 16 -&gt; a 15) /\
       (a 15 -&gt; a 15 -&gt; a 14) /\
       (a 14 -&gt; a 14 -&gt; a 13) /\
       (a 13 -&gt; a 13 -&gt; a 12) /\
       (a 12 -&gt; a 12 -&gt; a 11) /\
       (a 11 -&gt; a 11 -&gt; a 10) /\
       (a 10 -&gt; a 10 -&gt; a 9) /\
       (a 9 -&gt; a 9 -&gt; a 8) /\
       (a 8 -&gt; a 8 -&gt; a 7) /\
       (a 7 -&gt; a 7 -&gt; a 6) /\
       (a 6 -&gt; a 6 -&gt; a 5) /\
       (a 5 -&gt; a 5 -&gt; a 4) /\
       (a 4 -&gt; a 4 -&gt; a 3) /\
       (a 3 -&gt; a 3 -&gt; a 2) /\
       (a 2 -&gt; a 2 -&gt; a 1) /\ (a 1 -&gt; a 1 -&gt; a 0) /\ True -&gt; 
       a 0
     : Prop
Finished transaction in 0.001 secs (0.u,0.s) (successful)
     = forall x x0 x1 : Prop,
       ~ ((x1 &lt;-&gt; x0) \/ (x0 &lt;-&gt; x) \/ (x &lt;-&gt; x1)) -&gt; False
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = forall x x0 x1 x2 x3 : Prop,
       ~
       ((x3 &lt;-&gt; x2) \/ (x2 &lt;-&gt; x1) \/ (x1 &lt;-&gt; x0) \/ (x0 &lt;-&gt; x) \/ (x &lt;-&gt; x3)) -&gt;
       False
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = forall x x0 x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 x11 : Prop,
       ~
       ((x11 &lt;-&gt; x10) \/
        (x10 &lt;-&gt; x9) \/
        (x9 &lt;-&gt; x8) \/
        (x8 &lt;-&gt; x7) \/
        (x7 &lt;-&gt; x6) \/
        (x6 &lt;-&gt; x5) \/
        (x5 &lt;-&gt; x4) \/
        (x4 &lt;-&gt; x3) \/
        (x3 &lt;-&gt; x2) \/
        (x2 &lt;-&gt; x1) \/ (x1 &lt;-&gt; x0) \/ (x0 &lt;-&gt; x) \/ (x &lt;-&gt; x11)) -&gt; False
     : Prop
Finished transaction in 0. secs (0.u,0.s) (successful)
     = forall
         x x0 x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 x11 x12 x13 x14 x15 x16 x17 x18
          x19 : Prop,
       ~
       ((x19 &lt;-&gt; x18) \/
        (x18 &lt;-&gt; x17) \/
        (x17 &lt;-&gt; x16) \/
        (x16 &lt;-&gt; x15) \/
        (x15 &lt;-&gt; x14) \/
        (x14 &lt;-&gt; x13) \/
        (x13 &lt;-&gt; x12) \/
        (x12 &lt;-&gt; x11) \/
        (x11 &lt;-&gt; x10) \/
        (x10 &lt;-&gt; x9) \/
        (x9 &lt;-&gt; x8) \/
        (x8 &lt;-&gt; x7) \/
        (x7 &lt;-&gt; x6) \/
        (x6 &lt;-&gt; x5) \/
        (x5 &lt;-&gt; x4) \/
        (x4 &lt;-&gt; x3) \/
        (x3 &lt;-&gt; x2) \/
        (x2 &lt;-&gt; x1) \/ (x1 &lt;-&gt; x0) \/ (x0 &lt;-&gt; x) \/ (x &lt;-&gt; x19)) -&gt; False
     : Prop
Finished transaction in 0.001 secs (0.002u,0.s) (successful)
     = forall
         x x0 x1 x2 x3 x4 x5 x6 x7 x8 x9 x10 x11 x12 x13 x14 x15 x16 x17 x18
          x19 x20 x21 x22 x23 x24 x25 x26 x27 x28 x29 x30 x31 x32 x33 x34 x35
          x36 x37 x38 x39 x40 x41 x42 x43 x44 x45 x46 x47 x48 x49 x50 x51 x52
          x53 x54 x55 x56 x57 x58 x59 x60 x61 x62 x63 x64 x65 x66 x67 x68 x69
          x70 x71 x72 x73 x74 x75 x76 x77 x78 x79 x80 x81 x82 x83 x84 x85 x86
          x87 x88 x89 x90 x91 x92 x93 x94 x95 x96 x97 x98 x99 : Prop,
       ~
       ((x99 &lt;-&gt; x98) \/
        (x98 &lt;-&gt; x97) \/
        (x97 &lt;-&gt; x96) \/
        (x96 &lt;-&gt; x95) \/
        (x95 &lt;-&gt; x94) \/
        (x94 &lt;-&gt; x93) \/
        (x93 &lt;-&gt; x92) \/
        (x92 &lt;-&gt; x91) \/
        (x91 &lt;-&gt; x90) \/
        (x90 &lt;-&gt; x89) \/
        (x89 &lt;-&gt; x88) \/
        (x88 &lt;-&gt; x87) \/
        (x87 &lt;-&gt; x86) \/
        (x86 &lt;-&gt; x85) \/
        (x85 &lt;-&gt; x84) \/
        (x84 &lt;-&gt; x83) \/
        (x83 &lt;-&gt; x82) \/
        (x82 &lt;-&gt; x81) \/
        (x81 &lt;-&gt; x80) \/
        (x80 &lt;-&gt; x79) \/
        (x79 &lt;-&gt; x78) \/
        (x78 &lt;-&gt; x77) \/
        (x77 &lt;-&gt; x76) \/
        (x76 &lt;-&gt; x75) \/
        (x75 &lt;-&gt; x74) \/
        (x74 &lt;-&gt; x73) \/
        (x73 &lt;-&gt; x72) \/
        (x72 &lt;-&gt; x71) \/
        (x71 &lt;-&gt; x70) \/
        (x70 &lt;-&gt; x69) \/
        (x69 &lt;-&gt; x68) \/
        (x68 &lt;-&gt; x67) \/
        (x67 &lt;-&gt; x66) \/
        (x66 &lt;-&gt; x65) \/
        (x65 &lt;-&gt; x64) \/
        (x64 &lt;-&gt; x63) \/
        (x63 &lt;-&gt; x62) \/
        (x62 &lt;-&gt; x61) \/
        (x61 &lt;-&gt; x60) \/
        (x60 &lt;-&gt; x59) \/ (x59 &lt;-&gt; x58) \/ (x58 &lt;-&gt; x57) \/ (..) \/ .. \/ ..) -&gt;
       False
     : Prop
Finished transaction in 0.019 secs (0.02u,0.s) (successful)
[ERROR] The compilation of coq:contrib:ergo.dev failed.
Removing coq:contrib:ergo.dev.
  rm -R /home/bench/.opam/system/lib/coq/user-contrib/ergo
rm: cannot remove &#39;/home/bench/.opam/system/lib/coq/user-contrib/ergo&#39;: No such file or directory
#=== ERROR while installing coq:contrib:ergo.dev ==============================#
# opam-version         1.2.0
# os                   linux
# command              make -j4
# path                 /home/bench/.opam/system/build/coq:contrib:ergo.dev
# compiler             system (4.01.0)
# exit-code            2
# env-file             /home/bench/.opam/system/build/coq:contrib:ergo.dev/coq:contrib:ergo-12739-d2c37b.env
# stdout-file          /home/bench/.opam/system/build/coq:contrib:ergo.dev/coq:contrib:ergo-12739-d2c37b.out
# stderr-file          /home/bench/.opam/system/build/coq:contrib:ergo.dev/coq:contrib:ergo-12739-d2c37b.err
### stdout ###
# ...[truncated]
#         (x66 &lt;-&gt; x65) \/
#         (x65 &lt;-&gt; x64) \/
#         (x64 &lt;-&gt; x63) \/
#         (x63 &lt;-&gt; x62) \/
#         (x62 &lt;-&gt; x61) \/
#         (x61 &lt;-&gt; x60) \/
#         (x60 &lt;-&gt; x59) \/ (x59 &lt;-&gt; x58) \/ (x58 &lt;-&gt; x57) \/ (..) \/ .. \/ ..) -&gt;
#        False
#      : Prop
# Finished transaction in 0.019 secs (0.02u,0.s) (successful)
### stderr ###
# ...[truncated]
# Warning: Cannot open ../Counting/theories
# Warning: Cannot open ../Nfix/theories
# Warning: Cannot open ../Counting/theories
# Warning: Cannot open ../Containers/theories
# Warning: Cannot open ../Nfix/theories
# Warning: Cannot open ../Containers/theories
# File &quot;./tests/TestErgo.v&quot;, line 1, characters 0-20:
# Error: Cannot find library Ergo in loadpath
# make: *** [tests/TestErgo.vo] Error 1
# make: *** Waiting for unfinished jobs....
&#39;opam install -y --verbose coq:contrib:ergo.dev&#39; failed.
</pre></dd>
            </dl>
            <h2>Installation size</h2>
            <p>No files were installed.</p>
            <h2>Uninstall</h2>
            <dl class="dl-horizontal">
              <dt>Command</dt>
              <dd><code>true</code></dd>
              <dt>Return code</dt>
              <dd>0</dd>
              <dt>Duration</dt>
              <dd>0 s</dd>
              <dt>Missing removes</dt>
              <dd>
                none
              </dd>
              <dt>Wrong removes</dt>
              <dd>
                none
              </dd>
            </dl>
          </div>
        </div>
      </div>
      <hr/>
      <div class="footer">
        <p class="text-center">
          <small>Sources are on <a href="https://github.com/coq-bench">GitHub</a>. © Guillaume Claret.</small>
        </p>
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