Updated files in latest port folder to match.

cpsusie · cpsusie · commit a1422b640e0e · 2021-07-02T09:38:26.000-04:00
diff --git a/vcpkg_portfolder_last_release/cjm-numerics-uint128/portfile.cmake b/vcpkg_portfolder_last_release/cjm-numerics-uint128/portfile.cmake
@@ -2,9 +2,9 @@
 vcpkg_from_github(
     OUT_SOURCE_PATH SOURCE_PATH
     REPO cpsusie/cjm-numerics
-    REF v0.0.0.6-alpha
-    SHA512 af6ae38d549d690940a7d99e47a46225d906e9f8f0160339e9a7d0da3773e8165aa43e6fa1205283d3834ef7e5f90dfdbad0455f8805c5a72afca45d78f00552
-    HEAD_REF main
+    REF v0.9.0.0-beta
+    SHA512 bf7ee8037679a8fce6b88f83460fdfefd76aefba03c90681b7248855c43b08c0460e0b599eae3b4fd5d84ffb0d0f8d12664f998ad3e9a413ca0bc2b7013d122f
+    HEAD_REF issue_71
 )
 set(CMAKE_CXX_STANDARD 20)
 vcpkg_configure_cmake(
diff --git a/vcpkg_portfolder_last_release/cjm-numerics-uint128/vcpkg.json b/vcpkg_portfolder_last_release/cjm-numerics-uint128/vcpkg.json
@@ -1,6 +1,6 @@
 {
   "name": "cjm-numerics-uint128",
-  "version-string": "0.0.0.6-alpha",
+  "version-string": "0.9.0.0-beta",
   "description": [
       "a header-only library for C++ 20 that provides an unsigned 128-bit integer.",
       "This library provides constexpr support for most operations but uses std::is_constant_evaluated to ensure that a more efficient operation, if available, is used during runtime execution.  This uint128 type can serve as the basic building block for future fixed-but-extended-precision integral and rational types."

Original file line number	Diff line number	Diff line change
`@@ -1,6 +1,6 @@`
`1`	`1`	`{`
`2`	`2`	`"name": "cjm-numerics-uint128",`
`3`		`- "version-string": "0.0.0.6-alpha",`
	`3`	`+ "version-string": "0.9.0.0-beta",`
`4`	`4`	`"description": [`
`5`	`5`	`"a header-only library for C++ 20 that provides an unsigned 128-bit integer.",`
`6`	`6`	`"This library provides constexpr support for most operations but uses std::is_constant_evaluated to ensure that a more efficient operation, if available, is used during runtime execution. This uint128 type can serve as the basic building block for future fixed-but-extended-precision integral and rational types."`