<rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0">
  <channel>
    <title>MaplePrimes - Newest Comments</title>
    <link>http://www.mapleprimes.com/comments</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Fri, 23 Oct 2026 19:29:50 GMT</lastBuildDate>
    <pubDate>Fri, 23 Oct 2026 19:29:50 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest comments and answers added to MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Newest Comments</title>
      <link>http://www.mapleprimes.com/comments</link>
    </image>
    <item>
      <title>RationalSparse -&gt; LAModularSolve -&gt; IntegerLinearS...</title>
      <link>http://www.mapleprimes.com/questions/244820-Solvelinear-Dependencies?ref=Feed:MaplePrimes:New Comments#comment318431</link>
      <itunes:summary>&lt;p&gt;&lt;a href="/questions/244820-Solvelinear-Dependencies#comment318430"&gt;@dharr&lt;/a&gt;&amp;nbsp;I was going to add what I found&lt;br&gt;
&lt;br&gt;
The error is reproducible and the trace gives output below, from here I presume:&amp;nbsp;&lt;span style="color:#e74c3c;"&gt;&lt;strong&gt;showstat(LinearAlgebra:-Modular:-IntegerLinearSolve);&lt;/strong&gt;&lt;/span&gt;&lt;br&gt;
That is reached via&amp;nbsp;&lt;strong style="color: rgb(231, 76, 60);"&gt;kernelopts(opaquemodules=false); showstat(SolveTools:-LinearSolvers:-RationalSparse:-RationalSparse);&lt;/strong&gt;&amp;nbsp;&lt;span style="color:#e74c3c;"&gt;&lt;strong&gt;readlib(SolveTools:-LinearSolvers:-RationalSparse): showstat(SolveTools:-LinearSolvers:-RationalSparse:-LAModularSolve)&lt;/strong&gt;&lt;/span&gt;.&lt;br&gt;
&lt;br&gt;
&lt;span style="color:#2980b9;"&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="font-family:Courier New,Courier,monospace;"&gt;IntegerLinearSolve: 36 x 112 dense linear system with 1 rhs&lt;br&gt;
IntegerLinearSolve: using integer[8] coefficients&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3471051047&lt;br&gt;
IntegerLinearSolve: counts discarded, rank set to 36&lt;br&gt;
IntegerLinearSolve: 36 x 36, 36 rhs, bound: 315 steps at 32 bits&lt;br&gt;
IntegerLinearSolve: lifting vector 1 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 2&lt;br&gt;
IntegerLinearSolve: lift: 3 to 4&lt;br&gt;
IntegerLinearSolve: lift: 5 to 8&lt;br&gt;
IntegerLinearSolve: lift: 9 to 16&lt;br&gt;
IntegerLinearSolve: lift: 17 to 32&lt;br&gt;
IntegerLinearSolve: RR success, denom=304 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 1 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 2 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 24&lt;br&gt;
IntegerLinearSolve: RR success, denom=7 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 2 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 3 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 27&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 3 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 4 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 4 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 5 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 5 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 6 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 6 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 7 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 7 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 8 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 8 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 9 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 9 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 10 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 10 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 11 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=5 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 11 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 12 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 26&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 12 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 13 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 13 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 14 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 14 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 15 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 27&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 15 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 16 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 16 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 17 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 17 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 18 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 18 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 19 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 19 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 20 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 20 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 21 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 21 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 22 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 22 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 23 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 23 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 24 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 24 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 25 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 25 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 26 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 26 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 27 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 27 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 28 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 30&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 28 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 29 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 31&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 29 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 30 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 27&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 30 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 31 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 31 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 32 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 32 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 33 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 33 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 34 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 34 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 35 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 35 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 36 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 36 checks out&lt;br&gt;
IntegerLinearSolve: multiplying rhs by inverse&lt;br&gt;
IntegerLinearSolve: solving complete&lt;br&gt;
IntegerLinearSolve: 222 x 277 dense linear system with 1 rhs&lt;br&gt;
IntegerLinearSolve: using integer[8] coefficients&lt;br&gt;
IntegerLinearSolve: row reducing modulo 2566416427&lt;br&gt;
IntegerLinearSolve: counts discarded, rank set to 118&lt;br&gt;
IntegerLinearSolve: row reducing modulo 2566416409&lt;br&gt;
IntegerLinearSolve: 2 images have this rank profile&lt;br&gt;
IntegerLinearSolve: row reducing modulo 2566416401&lt;br&gt;
IntegerLinearSolve: 3 images have this rank profile&lt;br&gt;
IntegerLinearSolve: 118 x 118, 118 rhs, bound: 1767 steps at 31 bits&lt;br&gt;
IntegerLinearSolve: lifting vector 1 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 2&lt;br&gt;
IntegerLinearSolve: lift: 3 to 4&lt;br&gt;
IntegerLinearSolve: lift: 5 to 8&lt;br&gt;
IntegerLinearSolve: lift: 9 to 16&lt;br&gt;
IntegerLinearSolve: lift: 17 to 32&lt;br&gt;
IntegerLinearSolve: lift: 33 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=943 bits&lt;br&gt;
IntegerLinearSolve: lift: 65 to 128&lt;br&gt;
IntegerLinearSolve: RR success, denom=997 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 1 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 2 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 58&lt;br&gt;
IntegerLinearSolve: RR success, denom=4 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 2 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 3 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 60&lt;br&gt;
IntegerLinearSolve: RR success, denom=3 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 3 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 4 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 4 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 5 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 5 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 6 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 6 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 7 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 7 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 8 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 8 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 9 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 9 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 10 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 10 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 11 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 11 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 12 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 12 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 13 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 13 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 14 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 14 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 15 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 15 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 16 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=3 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 16 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 17 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 17 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 18 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 18 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 19 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=7 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 19 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 20 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 20 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 21 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 21 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 22 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 63&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 22 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 23 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 23 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 24 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 24 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 25 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 25 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 26 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 26 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 27 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 27 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 28 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 65&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 28 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 29 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 29 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 30 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 30 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 31 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 31 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 32 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 32 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 33 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 33 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 34 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 34 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 35 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 35 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 36 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 36 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 37 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 37 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 38 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 38 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 39 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 39 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 40 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 40 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 41 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 41 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 42 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 42 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 43 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 43 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 44 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 44 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 45 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 45 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 46 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 46 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 47 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 47 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 48 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 48 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 49 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 49 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 50 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 50 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 51 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 51 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 52 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 52 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 53 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 53 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 54 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 54 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 55 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 55 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 56 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 56 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 57 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 57 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 58 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 58 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 59 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 59 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 60 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 60 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 61 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 61 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 62 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 62 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 63 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 63 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 64 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 64 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 65 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 65 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 66 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=6 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 66 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 67 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 67 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 68 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 68 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 69 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 70&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 69 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 70 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 70 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 71 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 71 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 72 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 71&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 72 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 73 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 73 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 74 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 74 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 75 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 75 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 76 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 76 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 77 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 77 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 78 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 78 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 79 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 79 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 80 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 80 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 81 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 81 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 82 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 82 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 83 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 83 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 84 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 84 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 85 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 85 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 86 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 86 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 87 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 87 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 88 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 88 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 89 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 89 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 90 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 90 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 91 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 91 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 92 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 92 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 93 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 93 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 94 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 94 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 95 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 95 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 96 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 96 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 97 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 97 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 98 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 98 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 99 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 99 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 100 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 100 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 101 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 101 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 102 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 102 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 103 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 103 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 104 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 104 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 105 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 105 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 106 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 106 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 107 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 107 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 108 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 108 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 109 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 109 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 110 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 110 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 111 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 111 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 112 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 71&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 112 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 113 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 113 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 114 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 114 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 115 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 115 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 116 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 116 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 117 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 117 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 118 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 118 checks out&lt;br&gt;
IntegerLinearSolve: multiplying rhs by inverse&lt;br&gt;
IntegerLinearSolve: solving complete&lt;br&gt;
IntegerLinearSolve: 1090 x 1605 dense linear system with 1 rhs&lt;br&gt;
IntegerLinearSolve: using integer[8] coefficients&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3343624369&lt;br&gt;
IntegerLinearSolve: counts discarded, rank set to 469&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3343624363&lt;br&gt;
IntegerLinearSolve: 2 images have this rank profile&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3343624343&lt;br&gt;
IntegerLinearSolve: 3 images have this rank profile&lt;br&gt;
IntegerLinearSolve: 469 x 469, 469 rhs, bound: 30822 steps at 32 bits&lt;br&gt;
IntegerLinearSolve: lifting vector 1 of 469&lt;br&gt;
IntegerLinearSolve: lift: 1 to 2&lt;br&gt;
IntegerLinearSolve: lift: 3 to 4&lt;br&gt;
IntegerLinearSolve: lift: 5 to 8&lt;br&gt;
IntegerLinearSolve: lift: 9 to 16&lt;br&gt;
IntegerLinearSolve: lift: 17 to 32&lt;br&gt;
IntegerLinearSolve: lift: 33 to 64&lt;br&gt;
IntegerLinearSolve: lift: 65 to 128&lt;br&gt;
IntegerLinearSolve: RR success, denom=2152 bits&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;span style="color:#9b59b6;"&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="font-family:Courier New,Courier,monospace;"&gt;Error, (in LinearAlgebra:-Modular:-IntegerLinearSolve) invalid arguments to iratrecon&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;a href="/questions/244820-Solvelinear-Dependencies#comment318430"&gt;@dharr&lt;/a&gt;&amp;nbsp;I was going to add what I found&lt;br&gt;
&lt;br&gt;
The error is reproducible and the trace gives output below, from here I presume:&amp;nbsp;&lt;span style="color:#e74c3c;"&gt;&lt;strong&gt;showstat(LinearAlgebra:-Modular:-IntegerLinearSolve);&lt;/strong&gt;&lt;/span&gt;&lt;br&gt;
That is reached via&amp;nbsp;&lt;strong style="color: rgb(231, 76, 60);"&gt;kernelopts(opaquemodules=false); showstat(SolveTools:-LinearSolvers:-RationalSparse:-RationalSparse);&lt;/strong&gt;&amp;nbsp;&lt;span style="color:#e74c3c;"&gt;&lt;strong&gt;readlib(SolveTools:-LinearSolvers:-RationalSparse): showstat(SolveTools:-LinearSolvers:-RationalSparse:-LAModularSolve)&lt;/strong&gt;&lt;/span&gt;.&lt;br&gt;
&lt;br&gt;
&lt;span style="color:#2980b9;"&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="font-family:Courier New,Courier,monospace;"&gt;IntegerLinearSolve: 36 x 112 dense linear system with 1 rhs&lt;br&gt;
IntegerLinearSolve: using integer[8] coefficients&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3471051047&lt;br&gt;
IntegerLinearSolve: counts discarded, rank set to 36&lt;br&gt;
IntegerLinearSolve: 36 x 36, 36 rhs, bound: 315 steps at 32 bits&lt;br&gt;
IntegerLinearSolve: lifting vector 1 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 2&lt;br&gt;
IntegerLinearSolve: lift: 3 to 4&lt;br&gt;
IntegerLinearSolve: lift: 5 to 8&lt;br&gt;
IntegerLinearSolve: lift: 9 to 16&lt;br&gt;
IntegerLinearSolve: lift: 17 to 32&lt;br&gt;
IntegerLinearSolve: RR success, denom=304 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 1 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 2 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 24&lt;br&gt;
IntegerLinearSolve: RR success, denom=7 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 2 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 3 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 27&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 3 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 4 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 4 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 5 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 5 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 6 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 6 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 7 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 7 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 8 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 8 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 9 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 9 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 10 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 10 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 11 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=5 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 11 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 12 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 26&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 12 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 13 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 13 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 14 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 14 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 15 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 27&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 15 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 16 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 16 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 17 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 17 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 18 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 18 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 19 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 19 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 20 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 20 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 21 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 21 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 22 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 22 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 23 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 23 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 24 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 24 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 25 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 25 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 26 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 26 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 27 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 27 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 28 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 30&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 28 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 29 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 31&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 29 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 30 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 27&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 30 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 31 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 31 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 32 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 29&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 32 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 33 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 33 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 34 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 34 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 35 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 35 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 36 of 36&lt;br&gt;
IntegerLinearSolve: lift: 1 to 28&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 36 checks out&lt;br&gt;
IntegerLinearSolve: multiplying rhs by inverse&lt;br&gt;
IntegerLinearSolve: solving complete&lt;br&gt;
IntegerLinearSolve: 222 x 277 dense linear system with 1 rhs&lt;br&gt;
IntegerLinearSolve: using integer[8] coefficients&lt;br&gt;
IntegerLinearSolve: row reducing modulo 2566416427&lt;br&gt;
IntegerLinearSolve: counts discarded, rank set to 118&lt;br&gt;
IntegerLinearSolve: row reducing modulo 2566416409&lt;br&gt;
IntegerLinearSolve: 2 images have this rank profile&lt;br&gt;
IntegerLinearSolve: row reducing modulo 2566416401&lt;br&gt;
IntegerLinearSolve: 3 images have this rank profile&lt;br&gt;
IntegerLinearSolve: 118 x 118, 118 rhs, bound: 1767 steps at 31 bits&lt;br&gt;
IntegerLinearSolve: lifting vector 1 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 2&lt;br&gt;
IntegerLinearSolve: lift: 3 to 4&lt;br&gt;
IntegerLinearSolve: lift: 5 to 8&lt;br&gt;
IntegerLinearSolve: lift: 9 to 16&lt;br&gt;
IntegerLinearSolve: lift: 17 to 32&lt;br&gt;
IntegerLinearSolve: lift: 33 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=943 bits&lt;br&gt;
IntegerLinearSolve: lift: 65 to 128&lt;br&gt;
IntegerLinearSolve: RR success, denom=997 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 1 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 2 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 58&lt;br&gt;
IntegerLinearSolve: RR success, denom=4 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 2 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 3 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 60&lt;br&gt;
IntegerLinearSolve: RR success, denom=3 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 3 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 4 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 4 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 5 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 5 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 6 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 6 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 7 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 7 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 8 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 8 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 9 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 9 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 10 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 10 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 11 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 11 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 12 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 12 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 13 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 13 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 14 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 14 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 15 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 15 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 16 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=3 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 16 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 17 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 17 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 18 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 18 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 19 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 61&lt;br&gt;
IntegerLinearSolve: RR success, denom=7 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 19 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 20 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 20 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 21 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 21 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 22 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 63&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 22 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 23 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 23 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 24 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 24 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 25 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 25 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 26 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 26 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 27 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 64&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 27 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 28 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 65&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 28 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 29 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 29 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 30 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 30 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 31 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 31 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 32 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 32 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 33 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 33 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 34 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 34 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 35 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 35 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 36 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 36 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 37 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 37 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 38 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 38 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 39 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 39 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 40 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 40 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 41 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 41 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 42 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 42 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 43 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 43 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 44 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 44 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 45 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 45 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 46 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 46 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 47 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 47 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 48 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 48 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 49 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 49 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 50 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 50 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 51 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 51 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 52 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 52 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 53 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 53 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 54 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 54 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 55 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 66&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 55 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 56 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 56 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 57 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 57 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 58 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 58 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 59 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 59 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 60 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 60 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 61 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 62&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 61 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 62 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 62 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 63 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 67&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 63 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 64 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 64 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 65 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 65 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 66 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 68&lt;br&gt;
IntegerLinearSolve: RR success, denom=6 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 66 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 67 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 67 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 68 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 68 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 69 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 70&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 69 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 70 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 70 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 71 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 69&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 71 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 72 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 71&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 72 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 73 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 73 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 74 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 74 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 75 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 75 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 76 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 76 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 77 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 77 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 78 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 78 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 79 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 79 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 80 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 80 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 81 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 81 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 82 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 82 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 83 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 83 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 84 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 84 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 85 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 85 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 86 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 86 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 87 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 87 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 88 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 88 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 89 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 89 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 90 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 90 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 91 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 91 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 92 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 92 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 93 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 93 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 94 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 94 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 95 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 95 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 96 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 96 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 97 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 97 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 98 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 98 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 99 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 99 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 100 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 100 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 101 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 101 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 102 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 102 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 103 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 103 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 104 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 104 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 105 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 105 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 106 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 106 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 107 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 107 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 108 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 108 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 109 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 109 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 110 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 110 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 111 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 111 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 112 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 71&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 112 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 113 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 113 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 114 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 114 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 115 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 115 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 116 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 116 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 117 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 73&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 117 checks out&lt;br&gt;
IntegerLinearSolve: lifting vector 118 of 118&lt;br&gt;
IntegerLinearSolve: lift: 1 to 72&lt;br&gt;
IntegerLinearSolve: RR success, denom=1 bits&lt;br&gt;
IntegerLinearSolve: RR success, testing solution&lt;br&gt;
IntegerLinearSolve: solution 118 checks out&lt;br&gt;
IntegerLinearSolve: multiplying rhs by inverse&lt;br&gt;
IntegerLinearSolve: solving complete&lt;br&gt;
IntegerLinearSolve: 1090 x 1605 dense linear system with 1 rhs&lt;br&gt;
IntegerLinearSolve: using integer[8] coefficients&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3343624369&lt;br&gt;
IntegerLinearSolve: counts discarded, rank set to 469&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3343624363&lt;br&gt;
IntegerLinearSolve: 2 images have this rank profile&lt;br&gt;
IntegerLinearSolve: row reducing modulo 3343624343&lt;br&gt;
IntegerLinearSolve: 3 images have this rank profile&lt;br&gt;
IntegerLinearSolve: 469 x 469, 469 rhs, bound: 30822 steps at 32 bits&lt;br&gt;
IntegerLinearSolve: lifting vector 1 of 469&lt;br&gt;
IntegerLinearSolve: lift: 1 to 2&lt;br&gt;
IntegerLinearSolve: lift: 3 to 4&lt;br&gt;
IntegerLinearSolve: lift: 5 to 8&lt;br&gt;
IntegerLinearSolve: lift: 9 to 16&lt;br&gt;
IntegerLinearSolve: lift: 17 to 32&lt;br&gt;
IntegerLinearSolve: lift: 33 to 64&lt;br&gt;
IntegerLinearSolve: lift: 65 to 128&lt;br&gt;
IntegerLinearSolve: RR success, denom=2152 bits&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;span style="color:#9b59b6;"&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="font-family:Courier New,Courier,monospace;"&gt;Error, (in LinearAlgebra:-Modular:-IntegerLinearSolve) invalid arguments to iratrecon&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description>
      <guid>318431</guid>
      <pubDate>Fri, 23 Oct 2026 17:04:49 Z</pubDate>
      <itunes:author>Christian Wolinski</itunes:author>
      <author>Christian Wolinski</author>
    </item>
    <item>
      <title>bug</title>
      <link>http://www.mapleprimes.com/questions/244820-Solvelinear-Dependencies?ref=Feed:MaplePrimes:New Comments#comment318430</link>
      <itunes:summary>&lt;p&gt;&amp;quot;Any ideas why or how to prevent it?&amp;quot; - well it&amp;#39;s a bug so you should report it. As for why, without further details we can only speculate.&lt;/p&gt;

&lt;p&gt;I&amp;#39;m guessing that solving a linear system with integer/rational coefficients can lead to manipulation of very large integers. To make such problems tractable, one can solve them modulo some primes and then reconstruct the solution from that - see ?iratrecon&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&amp;quot;Any ideas why or how to prevent it?&amp;quot; - well it&amp;#39;s a bug so you should report it. As for why, without further details we can only speculate.&lt;/p&gt;

&lt;p&gt;I&amp;#39;m guessing that solving a linear system with integer/rational coefficients can lead to manipulation of very large integers. To make such problems tractable, one can solve them modulo some primes and then reconstruct the solution from that - see ?iratrecon&lt;/p&gt;
</description>
      <guid>318430</guid>
      <pubDate>Fri, 23 Oct 2026 16:33:41 Z</pubDate>
      <itunes:author>dharr</itunes:author>
      <author>dharr</author>
    </item>
    <item>
      <title>It seems Maple does not list  minor subrevision</title>
      <link>http://www.mapleprimes.com/questions/243764-GUI-Becomes-Unresponsive?ref=Feed:MaplePrimes:New Comments#comment318429</link>
      <itunes:summary>&lt;p&gt;&lt;a href="/questions/243764-GUI-Becomes-Unresponsive#comment318428"&gt;@nm&lt;/a&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve got it from&amp;nbsp;https://www.maplesoft.com/support/downloads/m2026_1_2update.aspx&lt;/p&gt;

&lt;p&gt;The previous version was really 2026.1.1 but still reported as 2026.1&amp;nbsp;&lt;/p&gt;

&lt;p&gt;See https://www.maplesoft.com/support/downloads/index.aspx for the list&lt;/p&gt;

&lt;p&gt;Cheers,&lt;/p&gt;

&lt;p&gt;Alex&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;a href="/questions/243764-GUI-Becomes-Unresponsive#comment318428"&gt;@nm&lt;/a&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve got it from&amp;nbsp;https://www.maplesoft.com/support/downloads/m2026_1_2update.aspx&lt;/p&gt;

&lt;p&gt;The previous version was really 2026.1.1 but still reported as 2026.1&amp;nbsp;&lt;/p&gt;

&lt;p&gt;See https://www.maplesoft.com/support/downloads/index.aspx for the list&lt;/p&gt;

&lt;p&gt;Cheers,&lt;/p&gt;

&lt;p&gt;Alex&lt;/p&gt;
</description>
      <guid>318429</guid>
      <pubDate>Fri, 23 Oct 2026 00:35:50 Z</pubDate>
      <itunes:author>alexsid</itunes:author>
      <author>alexsid</author>
    </item>
    <item>
      <title>reply</title>
      <link>http://www.mapleprimes.com/questions/243764-GUI-Becomes-Unresponsive?ref=Feed:MaplePrimes:New Comments#comment318428</link>
      <itunes:summary>&lt;p&gt;&lt;a href="/questions/243764-GUI-Becomes-Unresponsive#answer318427"&gt;@alexsid&lt;/a&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;I just did update now to my maple 2026.1 by clicking on &amp;quot;check for update&amp;quot;. It told me there is an update. So I updated maple.&lt;/p&gt;

&lt;p&gt;but when restart Maple it still says Maple 2026.1 and not Maple 2026.1.2 as you show.&amp;nbsp; Here is screen shot. I see the build date is oct 06 2026. Is this what you also have with your Maple 2026.1.2?&lt;/p&gt;

&lt;p&gt;What do you see&amp;nbsp; with the command&amp;nbsp;interface(verion)&amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p&gt;is it&amp;nbsp;maple 2026.1.2 or only maple 2026.1&amp;nbsp; also?&amp;nbsp; &amp;nbsp;Where did you get Maple 2026.1.2 showing?&lt;/p&gt;

&lt;p&gt;It is very confusing for users when doing an update and version number do not change at all.&amp;nbsp;&lt;br&gt;
&lt;br&gt;
&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;a href="/questions/243764-GUI-Becomes-Unresponsive#answer318427"&gt;@alexsid&lt;/a&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;I just did update now to my maple 2026.1 by clicking on &amp;quot;check for update&amp;quot;. It told me there is an update. So I updated maple.&lt;/p&gt;

&lt;p&gt;but when restart Maple it still says Maple 2026.1 and not Maple 2026.1.2 as you show.&amp;nbsp; Here is screen shot. I see the build date is oct 06 2026. Is this what you also have with your Maple 2026.1.2?&lt;/p&gt;

&lt;p&gt;What do you see&amp;nbsp; with the command&amp;nbsp;interface(verion)&amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p&gt;is it&amp;nbsp;maple 2026.1.2 or only maple 2026.1&amp;nbsp; also?&amp;nbsp; &amp;nbsp;Where did you get Maple 2026.1.2 showing?&lt;/p&gt;

&lt;p&gt;It is very confusing for users when doing an update and version number do not change at all.&amp;nbsp;&lt;br&gt;
&lt;br&gt;
&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;
</description>
      <guid>318428</guid>
      <pubDate>Thu, 22 Oct 2026 22:53:31 Z</pubDate>
      <itunes:author>nm</itunes:author>
      <author>nm</author>
    </item>
    <item>
      <title>Maple 2026.1.2 update mostly fixes the issue</title>
      <link>http://www.mapleprimes.com/questions/243764-GUI-Becomes-Unresponsive?ref=Feed:MaplePrimes:New Comments#answer318427</link>
      <itunes:summary>&lt;p&gt;Hi Jean-Michel,&lt;/p&gt;

&lt;p&gt;I have installed the recent update (&lt;strong&gt;Maple 2026.1.2)&amp;nbsp;&lt;/strong&gt;and GUI is now responsive. Tried different worksheets with 3d and everything worked (I have the latest Nvidia Studio driver 617.42).&lt;/p&gt;

&lt;p&gt;The only remaining problem is that after exiting Maple there is mserver.exe process left.&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Regards,&lt;/p&gt;

&lt;p&gt;Alex&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Hi Jean-Michel,&lt;/p&gt;

&lt;p&gt;I have installed the recent update (&lt;strong&gt;Maple 2026.1.2)&amp;nbsp;&lt;/strong&gt;and GUI is now responsive. Tried different worksheets with 3d and everything worked (I have the latest Nvidia Studio driver 617.42).&lt;/p&gt;

&lt;p&gt;The only remaining problem is that after exiting Maple there is mserver.exe process left.&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Regards,&lt;/p&gt;

&lt;p&gt;Alex&lt;/p&gt;
</description>
      <guid>318427</guid>
      <pubDate>Thu, 22 Oct 2026 16:56:58 Z</pubDate>
      <itunes:author>alexsid</itunes:author>
      <author>alexsid</author>
    </item>
    <item>
      <title>@sand15&amp;nbsp;My interest in certain topics would ...</title>
      <link>http://www.mapleprimes.com/questions/244818-Questions-I-Already-Asked?ref=Feed:MaplePrimes:New Comments#comment318426</link>
      <itunes:summary>&lt;p&gt;&lt;a href="/questions/244818-Questions-I-Already-Asked#comment318425"&gt;@sand15&lt;/a&gt;&amp;nbsp;&lt;br&gt;
My interest in certain topics would require so much time and expertise in Maple that I simply don&amp;rsquo;t have.&lt;/p&gt;

&lt;p&gt;A while back, I wrote a module that can perform symbolic calculations with matrices for the factor model in statistics.&lt;br&gt;
It would be impossible to do that manually in a short amount of time, and I have other interests.&lt;/p&gt;

&lt;p&gt;For me, it&amp;rsquo;s also about the mathematical concepts themselves.&amp;nbsp;&lt;br&gt;
It&amp;rsquo;s probably more rewarding when you can do everything yourself in Maple and understand the finer details, as you can see on the forum.&lt;/p&gt;

&lt;p&gt;I also see AI as a sparring partner from whom you can learn&amp;mdash;it&amp;rsquo;s incredibly powerful these days, and it might just surprise you from time to time.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;a href="/questions/244818-Questions-I-Already-Asked#comment318425"&gt;@sand15&lt;/a&gt;&amp;nbsp;&lt;br&gt;
My interest in certain topics would require so much time and expertise in Maple that I simply don&amp;rsquo;t have.&lt;/p&gt;

&lt;p&gt;A while back, I wrote a module that can perform symbolic calculations with matrices for the factor model in statistics.&lt;br&gt;
It would be impossible to do that manually in a short amount of time, and I have other interests.&lt;/p&gt;

&lt;p&gt;For me, it&amp;rsquo;s also about the mathematical concepts themselves.&amp;nbsp;&lt;br&gt;
It&amp;rsquo;s probably more rewarding when you can do everything yourself in Maple and understand the finer details, as you can see on the forum.&lt;/p&gt;

&lt;p&gt;I also see AI as a sparring partner from whom you can learn&amp;mdash;it&amp;rsquo;s incredibly powerful these days, and it might just surprise you from time to time.&lt;/p&gt;
</description>
      <guid>318426</guid>
      <pubDate>Thu, 22 Oct 2026 14:17:43 Z</pubDate>
      <itunes:author>janhardo</itunes:author>
      <author>janhardo</author>
    </item>
  </channel>
</rss>