More basic test cases for L4 -> LE

lib/haskell/natural4/test/Testcases/LogicalEnglish/and-not/and-not.csv

@@ -0,0 +1,5 @@
+GIVEN,x,IS A,Animal
+,aquatic animal,IS A,Aquatic animal
+DECIDE,x,is an,aquatic animal
+IF,,x,lives in water
+AND,NOT,x,lives on land

lib/haskell/natural4/test/Testcases/LogicalEnglish/product-twiceof/nonlib-rules.txt

@@ -0,0 +1,3 @@
+a x is twice of a y
+if y is between 0 & 100
+and x is the product of [y, 2].

lib/haskell/natural4/test/Testcases/LogicalEnglish/product-twiceof/nonlib-templates.txt

@@ -0,0 +1 @@
+*a x* is twice of *a y*

lib/haskell/natural4/test/Testcases/LogicalEnglish/product-twiceof/notes/product.pl

@@ -0,0 +1,11 @@
+:-module('product-prolog', []).
+source_lang(en).
+local_dict([is_twice_of, A, B], [x-x, y-y], [A, is, twice, of, B]).
+local_meta_dict([],[],[]).
+prolog_le(verified).
+is_twice_of(A, B) :-
+    between(0, 100, B),
+    product_list([B, 2], A).
+example(null, []).
+query(null, true).
+query(q, is_twice_of(_, _)).

lib/haskell/natural4/test/Testcases/LogicalEnglish/product-twiceof/product.csv

@@ -0,0 +1,7 @@
+GIVEN,x,IS A,Number,
+,y,IS A,Number,
+DECIDE,x,is twice of,y,
+IF,y,>=,0,
+AND,y,<=,100,
+AND,x,IS,PRODUCT,y
+,,,,2

lib/haskell/natural4/test/Testcases/LogicalEnglish/product-twiceof/product.le

@@ -0,0 +1,12 @@
+the target language is: prolog.
+
+the templates are:
+  *a x* is twice of *a y*.
+
+the knowledge base encoding includes:
+  a x is twice of a y
+  if y is between 0 & 100
+  and x is the product of [y, 2].
+
+query q is:
+  which number is twice of which other number.

lib/haskell/natural4/test/Testcases/LogicalEnglish/rpnary-and/rpnary-and.csv

@@ -0,0 +1,3 @@
+DECIDE,BoolOne rpnary syntax,IS,&&,fact 1
+,,,,fact 2
+,,,,fact 3

lib/haskell/natural4/test/Testcases/LogicalEnglish/simple-sum/notes/simple-sum.le

@@ -0,0 +1,31 @@
+the target language is: prolog.
+
+the templates are:
+  *a number* is the sum of *a list*,
+  the additional savings is *a number*,
+  the total savings is *a z*,
+  the initial savings is *a x*,
+  the additional savings is *a y*.
+
+
+the knowledge base includes:
+
+  % Arithmetic predicates required for sum example
+  a number is the sum of a list
+  if number is the sum of each X such that
+      X is in list.
+
+  the total savings is a z
+  if the initial savings is a x
+  and the additional savings is a y
+  and z is the sum of [x, y].
+
+scenario simple is:
+  the initial savings is 1000.
+  the additional savings is 337.
+
+%query q is:
+%  0 < 1.
+
+query totalsavings is:
+  the total savings is which value.