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diff --git a/openpower/sv/vector_isa_comparison.mdwn b/openpower/sv/vector_isa_comparison.mdwn
index 10a6a7a0fc61d5048ae16865851ea18f171479b7..cbcfe439f4493a0795fb269a2c1e0faf4f22607a 100644 (file)
--- a/openpower/sv/vector_isa_comparison.mdwn
+++ b/openpower/sv/vector_isa_comparison.mdwn
@@ -96,19 +96,6 @@ It is clear that it is expected to deploy Multi-Issue to achieve
 high performance, which is a much cleaner approach that has not
 resulted in ISA poisoning such as that suffered by x86 (AVX).
 
-# Under investigation
-
-* [ETA-10](http://50.204.185.175/collections/catalog/102641713)
-  an extremely rare Scalable Vector Architecture from 1986,
-  similar to the CDC Cyber 205.
-  Only 25 machines were ever delivered. Page 3-220 of its ISA
-  shows that it had Predicate Masks and Horizontal Reduction.
-  Appendix H-1 shows it is likely a Memory-to-Memory Vector
-  Architecture, and overcame the penalties normally associated
-  with this by adding an explicit "Vector operand forwarding/chaining"
-  instruction (Page 3-69).  It is however clearly Scalable, up to Vector
-  elements of 2^16.
-
 # Actual 3D GPU Architectures and ISAs (all SIMD)
 
 All of these are not Vector ISAs, they are SIMD ISAs.
@@ -142,6 +129,16 @@ All of these are not Vector ISAs, they are SIMD ISAs.
   Mitch on direct contact with him.  It is a different approach from the
   others, which may be termed "Cray-Style Horizontal-First" Vectorisation.
   66000 is a *Vertical-First* Vector ISA.
+* [ETA-10](http://50.204.185.175/collections/catalog/102641713)
+  an extremely rare Scalable Vector Architecture from 1986,
+  similar to the CDC Cyber 205.
+  Only 25 machines were ever delivered. Page 3-220 of its ISA
+  shows that it had Predicate Masks and Horizontal Reduction.
+  Appendix H-1 shows it is likely a Memory-to-Memory Vector
+  Architecture, and overcame the penalties normally associated
+  with this by adding an explicit "Vector operand forwarding/chaining"
+  instruction (Page 3-69).  It is however clearly Scalable, up to Vector
+  elements of 2^16.
 
 The term Horizontal or Vertical alludes to the Matrix "Row-First" or
 "Column-First" technique, where: