More check(11, "SumsOfSquares") debugging

Print the contents of the input and output files and only run the
failing test to help filter out the noise.

M2/Macaulay2/packages/SemidefiniteProgramming.m2

@@ -591,10 +591,12 @@ solveCSDP(Matrix,Sequence,Matrix) := o -> (C,A,b) -> (
     writeCSDPparam(fparam);
     verbose1("Executing CSDP", o);
     verbose1("Input file: " | fin, o);
+    verbose1(get fin | newline, o);
     csdpRun := runProgram(csdpProgram, fin1 | " " | fout,
         RunDirectory => dir, KeepFiles => true, RaiseError => false);
     handleErrors(csdpRun#"return value", csdpRun#"error file", o.Verbosity);
     verbose1("Output file: " | fout, o);
+    verbose1(get fout | newline, o);
     fout2 := csdpRun#"output file";
     (X,y,Z,sdpstatus) := readCSDP(fout,fout2,n,o.Verbosity);
     y = checkDualSol(C,A,y,Z,o.Verbosity);

M2/Macaulay2/packages/SumsOfSquares.m2

@@ -1148,20 +1148,23 @@ checkLowerBound(String) := o -> (solver) -> (
         );
 
     --------------UNCONSTRAINED1--------------
+    -*
     t0:= (
         R := QQ[x];
         f := (x-1)^2 + (x+3)^2;
         (bound,sol) := lowerBound(f, Solver=>solver,Verbosity=>o.Verbosity);
         equal(bound,8)
         );
+    *-
 
     t1:= (
-        R = RR[x,y];
-        f = (x-exp(1)*y)^2 + x^2 + (y-4)^2;
-        (bound,sol) = lowerBound(f, Solver=>solver,Verbosity=>o.Verbosity);
+        R := RR[x,y];
+        f := (x-exp(1)*y)^2 + x^2 + (y-4)^2;
+        (bound,sol) := lowerBound(f, Solver=>solver,Verbosity=>o.Verbosity);
         equal(bound,16*exp(2)/(2+exp(2)))
         );
 
+    -*
     t2:= (
         R = QQ[x,z];
         f = x^4+x^2+z^6-3*x^2*z^2;
@@ -1208,6 +1211,8 @@ checkLowerBound(String) := o -> (solver) -> (
         );
 
     {t0,t1,t2,t3,t4,t5,t6}
+    *-
+    {t1}
     )
 
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