From 5d4596a938c4dde8c5ba99181b5c5443e973e00f Mon Sep 17 00:00:00 2001
From: Pavel <Pavel.Vlasov@nasdanika.org>
Date: Mon, 8 Jul 2024 21:41:57 -0400
Subject: [PATCH] 2024.7.0

---
 architecture/pom.xml                          |   4 +-
 core/pom.xml                                  |   4 +-
 core/pom.xml.versionsBackup                   |  46 +++
 ...aph-with-dependencies-and-subpackages.html |  50 +--
 docs/model/circular-layout-graph.html         |  50 +--
 docs/model/classifiers.html                   |  44 +--
 ...aph-with-dependencies-and-subpackages.html |  52 +--
 docs/model/default-graph.html                 |  52 +--
 docs/model/diagram.html                       |  54 +--
 ...aph-with-dependencies-and-subpackages.html |  50 +--
 docs/model/force-layout-graph.html            |  50 +--
 docs/model/glossary.html                      |  46 +--
 docs/model/index.html                         |  42 +--
 .../DoubleVectorStringItem/attributes.html    |  48 +--
 .../circular-layout-graph.html                |  54 +--
 .../DoubleVectorStringItem/default-graph.html |  54 +--
 .../DoubleVectorStringItem/diagram.html       |  52 +--
 .../force-layout-graph.html                   |  54 +--
 .../DoubleVectorStringItem/index.html         |  60 ++--
 .../DoubleVectorStringItem/inheritance.html   |  52 +--
 .../load-specification.html                   |  48 +--
 .../eStructuralFeatures/vector/index.html     |  50 +--
 .../circular-layout-graph.html                |  54 +--
 .../default-graph.html                        |  54 +--
 .../DoubleVectorStringStore/diagram.html      |  52 +--
 .../force-layout-graph.html                   |  54 +--
 .../DoubleVectorStringStore/index.html        |  58 ++--
 .../load-specification.html                   |  48 +--
 .../DoubleVectorStringStore/references.html   |  48 +--
 .../eStructuralFeatures/items/index.html      |  46 +--
 .../FloatVectorStringItem/attributes.html     |  48 +--
 .../circular-layout-graph.html                |  54 +--
 .../FloatVectorStringItem/default-graph.html  |  54 +--
 .../FloatVectorStringItem/diagram.html        |  52 +--
 .../force-layout-graph.html                   |  54 +--
 .../FloatVectorStringItem/index.html          |  60 ++--
 .../FloatVectorStringItem/inheritance.html    |  52 +--
 .../load-specification.html                   |  48 +--
 .../eStructuralFeatures/vector/index.html     |  50 +--
 .../circular-layout-graph.html                |  54 +--
 .../FloatVectorStringStore/default-graph.html |  54 +--
 .../FloatVectorStringStore/diagram.html       |  52 +--
 .../force-layout-graph.html                   |  54 +--
 .../FloatVectorStringStore/index.html         |  58 ++--
 .../load-specification.html                   |  48 +--
 .../FloatVectorStringStore/references.html    |  48 +--
 .../eStructuralFeatures/items/index.html      |  50 +--
 docs/model/search-documents.js                |   2 +-
 docs/model/search.html                        |  46 +--
 docs/model/semantic-info.json                 | 318 +++++++++---------
 docs/model/sitemap.xml                        |  90 ++---
 generator/pom.xml                             |   2 +-
 model/pom.xml                                 |   2 +-
 model/pom.xml.versionsBackup                  |  71 ++++
 open-ai/pom.xml                               |   2 +-
 open-ai/pom.xml.versionsBackup                |  27 ++
 playground/pom.xml                            |   4 +-
 pom.xml                                       |   8 +-
 pom.xml.versionsBackup                        | 211 ++++++++++++
 processors/pom.xml                            |   2 +-
 processors/pom.xml.versionsBackup             |  26 ++
 61 files changed, 1756 insertions(+), 1375 deletions(-)
 create mode 100644 core/pom.xml.versionsBackup
 create mode 100644 model/pom.xml.versionsBackup
 create mode 100644 open-ai/pom.xml.versionsBackup
 create mode 100644 pom.xml.versionsBackup
 create mode 100644 processors/pom.xml.versionsBackup

diff --git a/architecture/pom.xml b/architecture/pom.xml
index 3c23482..b7d5e48 100644
--- a/architecture/pom.xml
+++ b/architecture/pom.xml
@@ -2,7 +2,7 @@
 	xsi:schemaLocation="http://maven.apache.org/POM/4.0.0 http://maven.apache.org/xsd/maven-4.0.0.xsd">
 	<modelVersion>4.0.0</modelVersion>
 	<groupId>org.nasdanika.rag</groupId>
-	<version>2024.6.0</version>
+	<version>2024.7.0</version>
 	<artifactId>architecture</artifactId>
 	<packaging>jar</packaging>
 	<name>Nasdanika RAG Architecture</name>
@@ -54,7 +54,7 @@
 		<dependency>
 			<groupId>org.nasdanika.models.architecture</groupId>
 			<artifactId>processors</artifactId>
-			<version>2024.6.0</version>
+			<version>2024.7.0</version>
 		</dependency>		
 		<dependency>
 		    <groupId>org.junit.jupiter</groupId>
diff --git a/core/pom.xml b/core/pom.xml
index 0073c16..521ff95 100644
--- a/core/pom.xml
+++ b/core/pom.xml
@@ -3,7 +3,7 @@
 	<modelVersion>4.0.0</modelVersion>
 	<parent>
 		<groupId>org.nasdanika.rag</groupId>
-		<version>2024.6.0</version>
+		<version>2024.7.0</version>
 		<artifactId>parent</artifactId>
 		<relativePath>..</relativePath>
 	</parent>
@@ -39,7 +39,7 @@
 		<dependency>
 			<groupId>org.nasdanika.models.pdf</groupId>
 			<artifactId>model</artifactId>
-			<version>2024.6.0</version>
+			<version>2024.7.0</version>
 		</dependency>		
 	</dependencies>
 </project>
diff --git a/core/pom.xml.versionsBackup b/core/pom.xml.versionsBackup
new file mode 100644
index 0000000..0073c16
--- /dev/null
+++ b/core/pom.xml.versionsBackup
@@ -0,0 +1,46 @@
+<project xmlns="http://maven.apache.org/POM/4.0.0" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
+	xsi:schemaLocation="http://maven.apache.org/POM/4.0.0 http://maven.apache.org/xsd/maven-4.0.0.xsd">
+	<modelVersion>4.0.0</modelVersion>
+	<parent>
+		<groupId>org.nasdanika.rag</groupId>
+		<version>2024.6.0</version>
+		<artifactId>parent</artifactId>
+		<relativePath>..</relativePath>
+	</parent>
+	<artifactId>core</artifactId>
+	<packaging>jar</packaging>
+	<name>Core framework interfaces and classes</name>
+	<dependencies>
+		<dependency>
+			<groupId>${project.groupId}</groupId>
+			<artifactId>model</artifactId>
+			<version>${project.version}</version>
+		</dependency>
+		<dependency>
+		    <groupId>org.mapdb</groupId>
+		    <artifactId>mapdb</artifactId>
+		    <version>3.1.0</version>
+		</dependency>		
+		<dependency>
+		    <groupId>com.knuddels</groupId>
+		    <artifactId>jtokkit</artifactId>
+		    <version>1.0.0</version>
+		</dependency>
+		<dependency>
+		    <groupId>com.github.jelmerk</groupId>
+		    <artifactId>hnswlib-core</artifactId>
+		    <version>1.1.2</version>
+		</dependency>
+		<dependency>
+			<groupId>org.nasdanika.core</groupId>
+			<artifactId>common</artifactId>
+			<version>${core.version}</version>
+		</dependency>		
+		<dependency>
+			<groupId>org.nasdanika.models.pdf</groupId>
+			<artifactId>model</artifactId>
+			<version>2024.6.0</version>
+		</dependency>		
+	</dependencies>
+</project>
+
diff --git a/docs/model/circular-layout-graph-with-dependencies-and-subpackages.html b/docs/model/circular-layout-graph-with-dependencies-and-subpackages.html
index d5e29f3..bc0cdc7 100644
--- a/docs/model/circular-layout-graph-with-dependencies-and-subpackages.html
+++ b/docs/model/circular-layout-graph-with-dependencies-and-subpackages.html
@@ -72,7 +72,7 @@
 </script>
 </head>
   <body>
-    <div tabindex="-1" id="nsd_3z" class="modal">
+    <div tabindex="-1" id="nsd_5a" class="modal">
       <div class="modal-dialog">
         <div class="modal-content">
           <div class="modal-body">Hover mouse over nodes elements to display tooltips.
@@ -85,14 +85,14 @@
     <div class="container-fluid nsd-app-container">
       <div class="row">
         <div class="col nsd-app-header">
-          <a href="https://rag.nasdanika.org/" data-nsd-label-uuid="4b7eeb80-546b-4fcf-b0d9-80b7b9b8d6bc" class="nsd-app-header-title">
+          <a href="https://rag.nasdanika.org/" data-nsd-label-uuid="e2f0eb8e-afd0-4c84-80a3-c056bf1ffe40" class="nsd-app-header-title">
             <img src="https://docs.nasdanika.org/images/nasdanika-logo.png" class="nsd-app-label-icon">Nasdanika RAG</a>
           <ul class="nav nsd-app-header-navs">
             <li class="nav-item">
-              <a href="search.html" data-nsd-label-uuid="f1316b72-23f7-4900-839b-027c1a991096" class="nav-link"><span class="fas fa-search nsd-app-label-icon"></span>Search</a>
+              <a href="search.html" data-nsd-label-uuid="6dc85e8b-189a-4a8f-a6a5-2800271bd998" class="nav-link"><span class="fas fa-search nsd-app-label-icon"></span>Search</a>
             </li>
             <li class="nav-item">
-              <a href="glossary.html" data-nsd-label-uuid="9715aaa4-1743-4397-a7f1-93c3685c2af5" class="nav-link"><span class="fas fa-book nsd-app-label-icon"></span>Glossary</a>
+              <a href="glossary.html" data-nsd-label-uuid="6927fcb1-c7c8-4ba5-8e0f-d3fe5718b612" class="nav-link"><span class="fas fa-book nsd-app-label-icon"></span>Glossary</a>
             </li>
           </ul>
         </div>
@@ -100,29 +100,29 @@
       <div class="row">
         <div class="col nsd-app-navbar">
           <ul class="navbar navbar-light navbar-expand-lg">
-            <a href="index.html" data-nsd-label-uuid="d5343d9f-cc69-475c-8bba-582c341f2d4a" class="navbar-brand">
+            <a href="index.html" data-nsd-label-uuid="06fa41a8-86a5-49e8-a7fc-347850aac32a" class="navbar-brand">
               <img src="https://cdn.jsdelivr.net/gh/Nasdanika-Models/ecore@master/graph/web-resources/icons/EPackage.gif" class="nsd-app-label-icon">model</a>
-            <button type="button" data-toggle="collapse" data-target="#nsd_3u" aria-expanded="false" aria-label="Toggle navigation" class="navbar-toggler"><span class="navbar-toggler-icon"></span>
+            <button type="button" data-toggle="collapse" data-target="#nsd_55" aria-expanded="false" aria-label="Toggle navigation" class="navbar-toggler"><span class="navbar-toggler-icon"></span>
             </button>
-            <div id="nsd_3u" class="collapse navbar-collapse">
+            <div id="nsd_55" class="collapse navbar-collapse">
               <ul class="navbar-nav mr-auto">
                 <li class="nav-item">
-                  <a href="classifiers.html" data-nsd-label-uuid="917f6067-0926-4eeb-84d5-f61ca2c8ffe2" class="nav-link">Classifiers</a>
+                  <a href="classifiers.html" data-nsd-label-uuid="1ef87c9f-c09b-4385-bc78-a82ebfb90d86" class="nav-link">Classifiers</a>
                 </li>
                 <li class="nav-item">
-                  <a href="diagram.html" data-nsd-label-uuid="3039cf0d-2f77-4397-ac77-cd4478bd9f30" class="nav-link"><span class="fas fa-project-diagram nsd-app-label-icon"></span>Diagram</a>
+                  <a href="diagram.html" data-nsd-label-uuid="04262a4a-8cb6-4da0-8f73-dbc6d7d0c94a" class="nav-link"><span class="fas fa-project-diagram nsd-app-label-icon"></span>Diagram</a>
                 </li>
                 <li class="nav-item">
-                  </li><li data-nsd-label-uuid="053be829-0d10-4748-b3ed-1596dd69fb76" class="dropdown">
+                  </li><li data-nsd-label-uuid="b22af0d6-e9d0-4645-b8e4-9b9ca4f51679" class="dropdown">
                     <a role="button" data-toggle="dropdown" class="nav-link dropdown-toggle">
                       <img src="https://img.icons8.com/external-dreamstale-lineal-dreamstale/16/external-diagram-seo-media-dreamstale-lineal-dreamstale.png" class="nsd-app-label-icon">Graphs</a>
                     <div class="dropdown-menu">
-                      <a href="default-graph.html" data-nsd-label-uuid="33c772aa-b2b7-4902-8fc3-e009366feb4c" class="dropdown-item">Default Graph</a>
-                      <a href="circular-layout-graph.html" data-nsd-label-uuid="50572c96-3e7d-4ce5-812b-94d01fbf1a87" class="dropdown-item">Circular Graph</a>
-                      <a href="force-layout-graph.html" data-nsd-label-uuid="f4370e8c-b0af-414f-b585-866eb1becabe" class="dropdown-item">Force Graph</a>
+                      <a href="default-graph.html" data-nsd-label-uuid="d27034c6-d5f8-4f18-ad45-0f71c6910f8e" class="dropdown-item">Default Graph</a>
+                      <a href="circular-layout-graph.html" data-nsd-label-uuid="5886f06c-9ce6-4640-b466-d11b1be44d88" class="dropdown-item">Circular Graph</a>
+                      <a href="force-layout-graph.html" data-nsd-label-uuid="c4fa9872-9031-4338-81ab-c8afda138122" class="dropdown-item">Force Graph</a>
                       <div title="With dependencies and sub-packages" class="dropdown-divider"></div>
-                      <a href="default-graph-with-dependencies-and-subpackages.html" data-nsd-label-uuid="6df1a924-889f-4ccd-88f8-7fc5864c422f" class="dropdown-item">Default Graph</a><span data-nsd-label-uuid="22c9fce3-fc58-41e4-ab2c-e68ea3996f96" class="active dropdown-item">Circular Graph</span>
-                      <a href="force-layout-graph-with-dependencies-and-subpackages.html" data-nsd-label-uuid="c9c057e9-f651-411f-9e7a-43478aee6667" class="dropdown-item">Force Graph</a>
+                      <a href="default-graph-with-dependencies-and-subpackages.html" data-nsd-label-uuid="bf144862-1cd1-4d0f-9fa2-5296ad96809e" class="dropdown-item">Default Graph</a><span data-nsd-label-uuid="e60c5377-dc06-4948-aed9-505ab7d1f9ba" class="active dropdown-item">Circular Graph</span>
+                      <a href="force-layout-graph-with-dependencies-and-subpackages.html" data-nsd-label-uuid="d0b31106-910a-40ff-95e4-cf7d3f7e63fc" class="dropdown-item">Force Graph</a>
                     </div>
                   </li>
                 
@@ -134,25 +134,25 @@
       <div class="row nsd-app-content-row">
         <div class="col nsd-app-navigation-panel">
           <div class="list-group list-group-flush">
-            <a href="references/eClassifiers/DoubleVectorStringItem/index.html" title="DoubleVectorStringStore item - a mapping of String id to a double vector." data-nsd-label-uuid="28ecb23a-3f6a-4076-8661-1855536f2eba" class="list-group-item list-group-action">
+            <a href="references/eClassifiers/DoubleVectorStringItem/index.html" title="DoubleVectorStringStore item - a mapping of String id to a double vector." data-nsd-label-uuid="ed2277d1-a473-4e00-8d1f-3274d5c79eaa" class="list-group-item list-group-action">
               <img src="https://cdn.jsdelivr.net/gh/Nasdanika-Models/ecore@master/graph/web-resources/icons/EClass.gif" class="nsd-app-label-icon">DoubleVectorStringItem</a>
-            <a href="references/eClassifiers/DoubleVectorStringStore/index.html" title="Stores double vectors identified by strrings (URI's)" data-nsd-label-uuid="42b0f12f-f94b-476b-b9c2-01b806c6648e" class="list-group-item list-group-action">
+            <a href="references/eClassifiers/DoubleVectorStringStore/index.html" title="Stores double vectors identified by strrings (URI's)" data-nsd-label-uuid="cd9b9c2f-7af4-4fca-9a28-e12196bf1164" class="list-group-item list-group-action">
               <img src="https://cdn.jsdelivr.net/gh/Nasdanika-Models/ecore@master/graph/web-resources/icons/EClass.gif" class="nsd-app-label-icon">DoubleVectorStringStore</a>
-            <a href="references/eClassifiers/FloatVectorStringItem/index.html" title="FloatVectorStringStore item - a mapping of String id to a float vector." data-nsd-label-uuid="e086e0a4-a575-4a02-894b-5fe5e25842d8" class="list-group-item list-group-action">
+            <a href="references/eClassifiers/FloatVectorStringItem/index.html" title="FloatVectorStringStore item - a mapping of String id to a float vector." data-nsd-label-uuid="23b3fd11-78fb-4fe1-84dc-2fa2bdfb585d" class="list-group-item list-group-action">
               <img src="https://cdn.jsdelivr.net/gh/Nasdanika-Models/ecore@master/graph/web-resources/icons/EClass.gif" class="nsd-app-label-icon">FloatVectorStringItem</a>
-            <a href="references/eClassifiers/FloatVectorStringStore/index.html" title="Stores float vectors identified by strrings (URI's)" data-nsd-label-uuid="3bd0172b-631f-4b74-bc55-30e335014388" class="list-group-item list-group-action">
+            <a href="references/eClassifiers/FloatVectorStringStore/index.html" title="Stores float vectors identified by strrings (URI's)" data-nsd-label-uuid="05009546-2866-40b3-a1a4-e4b27a9b7be9" class="list-group-item list-group-action">
               <img src="https://cdn.jsdelivr.net/gh/Nasdanika-Models/ecore@master/graph/web-resources/icons/EClass.gif" class="nsd-app-label-icon">FloatVectorStringStore</a>
           </div>
         </div>
-        <div data-nsd-label-uuid="22c9fce3-fc58-41e4-ab2c-e68ea3996f96" data-nsd-action-uris="uuid:22c9fce3-fc58-41e4-ab2c-e68ea3996f96" class="col nsd-app-content-panel">
+        <div data-nsd-label-uuid="e60c5377-dc06-4948-aed9-505ab7d1f9ba" data-nsd-action-uris="uuid:e60c5377-dc06-4948-aed9-505ab7d1f9ba" class="col nsd-app-content-panel">
           <div class="container-fluid">
             <div class="row nsd-app-content-panel-breadcrumb-row">
               <div class="col">
                 <nav aria-label="breadcrumb" class="nsd-app-content-panel-breadcrumb">
                   <ol class="breadcrumb">
-                    <li class="breadcrumb-item"><span data-nsd-label-uuid="053be829-0d10-4748-b3ed-1596dd69fb76"><img src="https://img.icons8.com/external-dreamstale-lineal-dreamstale/16/external-diagram-seo-media-dreamstale-lineal-dreamstale.png" class="nsd-app-label-icon">Graphs</span>
+                    <li class="breadcrumb-item"><span data-nsd-label-uuid="b22af0d6-e9d0-4645-b8e4-9b9ca4f51679"><img src="https://img.icons8.com/external-dreamstale-lineal-dreamstale/16/external-diagram-seo-media-dreamstale-lineal-dreamstale.png" class="nsd-app-label-icon">Graphs</span>
                     </li>
-                    <li class="breadcrumb-item active"><span data-nsd-label-uuid="22c9fce3-fc58-41e4-ab2c-e68ea3996f96">Circular Graph</span>
+                    <li class="breadcrumb-item active"><span data-nsd-label-uuid="e60c5377-dc06-4948-aed9-505ab7d1f9ba">Circular Graph</span>
                     </li>
                   </ol>
                 </nav>
@@ -160,7 +160,7 @@
             </div>
             <div class="row nsd-app-content-panel-title-and-items-row">
               <div class="col-auto">
-                <h1><span data-nsd-label-uuid="22c9fce3-fc58-41e4-ab2c-e68ea3996f96" class="nsd-app-content-panel-title">Circular Graph<a data-toggle="modal" data-target="#nsd_3z" href="#" title="A circular layout graph of package classifiers showing relationships between them" style="vertical-align:super;font-size:x-small;margin-left:0.2em"><span class="far fa-question-circle nsd-app-label-icon"></span></a></span>
+                <h1><span data-nsd-label-uuid="e60c5377-dc06-4948-aed9-505ab7d1f9ba" class="nsd-app-content-panel-title">Circular Graph<a data-toggle="modal" data-target="#nsd_5a" href="#" title="A circular layout graph of package classifiers showing relationships between them" style="vertical-align:super;font-size:x-small;margin-left:0.2em"><span class="far fa-question-circle nsd-app-label-icon"></span></a></span>
                 </h1>
               </div>
             </div>
@@ -177,7 +177,7 @@ <h1><span data-nsd-label-uuid="22c9fce3-fc58-41e4-ab2c-e68ea3996f96" class="nsd-
 			render: "canvas",
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-                      <a href="index.html" title="Stores double vectors identified by strrings (URI's)" data-nsd-label-uuid="42b0f12f-f94b-476b-b9c2-01b806c6648e">
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@@ -836,9 +836,9 @@
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@@ -953,9 +953,9 @@
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@@ -966,9 +966,9 @@
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@@ -1057,9 +1057,9 @@
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@@ -1069,9 +1069,9 @@
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@@ -1082,9 +1082,9 @@
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@@ -1108,9 +1108,9 @@
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@@ -1121,9 +1121,9 @@
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@@ -1147,9 +1147,9 @@
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diff --git a/docs/model/sitemap.xml b/docs/model/sitemap.xml
index f060dcc..add4f1c 100644
--- a/docs/model/sitemap.xml
+++ b/docs/model/sitemap.xml
@@ -2,227 +2,227 @@
 <urlset xmlns="http://www.sitemaps.org/schemas/sitemap/0.9" >
   <url>
     <loc>https://rag.nasdanika.org/model/circular-layout-graph-with-dependencies-and-subpackages.html</loc>
-    <lastmod>2024-06-23T23:21:08.617-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.158-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/circular-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.603-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.149-04:00</lastmod>
     <changefreq>weekly</changefreq>
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     <loc>https://rag.nasdanika.org/model/index.html</loc>
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-    <lastmod>2024-06-23T23:21:08.467-04:00</lastmod>
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   <url>
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-    <lastmod>2024-06-23T23:21:08.491-04:00</lastmod>
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   <url>
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-    <lastmod>2024-06-23T23:21:08.484-04:00</lastmod>
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     <changefreq>weekly</changefreq>
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   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringItem/diagram.html</loc>
-    <lastmod>2024-06-23T23:21:08.483-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.063-04:00</lastmod>
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   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringItem/force-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.493-04:00</lastmod>
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     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringItem/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.456-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.051-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringItem/inheritance.html</loc>
-    <lastmod>2024-06-23T23:21:08.475-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.061-04:00</lastmod>
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   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringItem/load-specification.html</loc>
-    <lastmod>2024-06-23T23:21:08.495-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.073-04:00</lastmod>
     <changefreq>weekly</changefreq>
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   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringItem/references/eStructuralFeatures/vector/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.472-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.058-04:00</lastmod>
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   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/circular-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.545-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.089-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/default-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.544-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.087-04:00</lastmod>
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   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/diagram.html</loc>
-    <lastmod>2024-06-23T23:21:08.542-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.086-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/force-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.547-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.091-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.497-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.076-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/load-specification.html</loc>
-    <lastmod>2024-06-23T23:21:08.549-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.093-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/references/eStructuralFeatures/items/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.539-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.084-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/DoubleVectorStringStore/references.html</loc>
-    <lastmod>2024-06-23T23:21:08.498-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.078-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/attributes.html</loc>
-    <lastmod>2024-06-23T23:21:08.553-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.100-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/circular-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.564-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.114-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/default-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.562-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.112-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/diagram.html</loc>
-    <lastmod>2024-06-23T23:21:08.560-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.110-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/force-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.566-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.118-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.551-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.097-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/inheritance.html</loc>
-    <lastmod>2024-06-23T23:21:08.558-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.107-04:00</lastmod>
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   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/load-specification.html</loc>
-    <lastmod>2024-06-23T23:21:08.567-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.119-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringItem/references/eStructuralFeatures/vector/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.556-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.104-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/circular-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.587-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.135-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/default-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.585-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.132-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/diagram.html</loc>
-    <lastmod>2024-06-23T23:21:08.583-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.130-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/force-layout-graph.html</loc>
-    <lastmod>2024-06-23T23:21:08.595-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.136-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.569-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.121-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/load-specification.html</loc>
-    <lastmod>2024-06-23T23:21:08.596-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.138-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/references/eStructuralFeatures/items/index.html</loc>
-    <lastmod>2024-06-23T23:21:08.581-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.128-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/references/eClassifiers/FloatVectorStringStore/references.html</loc>
-    <lastmod>2024-06-23T23:21:08.578-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.124-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
   <url>
     <loc>https://rag.nasdanika.org/model/search.html</loc>
-    <lastmod>2024-06-23T23:21:08.621-04:00</lastmod>
+    <lastmod>2024-07-08T08:43:03.162-04:00</lastmod>
     <changefreq>weekly</changefreq>
   </url>
 </urlset>
\ No newline at end of file
diff --git a/generator/pom.xml b/generator/pom.xml
index 2f486ea..68798e4 100644
--- a/generator/pom.xml
+++ b/generator/pom.xml
@@ -3,7 +3,7 @@
 	<modelVersion>4.0.0</modelVersion>
 	<parent>
 		<groupId>org.nasdanika.rag</groupId>
-		<version>2024.6.0</version>
+		<version>2024.7.0</version>
 		<artifactId>parent</artifactId>
 		<relativePath>..</relativePath>
 	</parent>
diff --git a/model/pom.xml b/model/pom.xml
index 50e1028..122efb0 100644
--- a/model/pom.xml
+++ b/model/pom.xml
@@ -4,7 +4,7 @@
 	<modelVersion>4.0.0</modelVersion>
 	<parent>
 		<groupId>org.nasdanika.rag</groupId>
-		<version>2024.6.0</version>
+		<version>2024.7.0</version>
 		<artifactId>parent</artifactId>
 		<relativePath>..</relativePath>
 	</parent>
diff --git a/model/pom.xml.versionsBackup b/model/pom.xml.versionsBackup
new file mode 100644
index 0000000..50e1028
--- /dev/null
+++ b/model/pom.xml.versionsBackup
@@ -0,0 +1,71 @@
+<project xmlns="http://maven.apache.org/POM/4.0.0"
+	xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
+	xsi:schemaLocation="http://maven.apache.org/POM/4.0.0 http://maven.apache.org/xsd/maven-4.0.0.xsd">
+	<modelVersion>4.0.0</modelVersion>
+	<parent>
+		<groupId>org.nasdanika.rag</groupId>
+		<version>2024.6.0</version>
+		<artifactId>parent</artifactId>
+		<relativePath>..</relativePath>
+	</parent>
+	<artifactId>model</artifactId>
+	<packaging>jar</packaging>
+	<name>Ecore Model of RAG entities</name>
+	<build>
+		<plugins>
+			<plugin>
+				<groupId>org.apache.maven.plugins</groupId>
+				<artifactId>maven-jar-plugin</artifactId>
+				<version>3.4.2</version>
+				<executions>
+					<execution>
+						<phase>package</phase>
+						<goals>
+							<goal>jar</goal>
+						</goals>
+						<configuration>
+							<classifier>model</classifier>
+							<includes>
+								<include>model/**</include>
+							</includes>
+							<classesDirectory>${project.basedir}</classesDirectory>
+						</configuration>
+					</execution>
+				</executions>
+			</plugin>		
+			<plugin>
+				<groupId>org.jacoco</groupId>
+				<artifactId>jacoco-maven-plugin</artifactId>
+				<version>${jacoco.version}</version>
+				<executions>
+					<execution>
+						<id>default-prepare-agent</id>
+						<goals>
+							<goal>prepare-agent</goal>
+						</goals>
+					</execution>
+					<execution>
+						<id>report</id>
+						<phase>verify</phase>
+						<goals>
+							<goal>report</goal>
+						</goals>
+					</execution>
+				</executions>
+			</plugin>
+		</plugins>
+	</build>
+
+	<dependencies>	
+		<dependency>
+		    <groupId>org.eclipse.emf</groupId>
+		    <artifactId>org.eclipse.emf.ecore</artifactId>
+		    <version>2.36.0</version>
+		</dependency> 		
+		<dependency>
+		    <groupId>org.nasdanika.core</groupId>
+		    <artifactId>ncore</artifactId>
+		    <version>${core.version}</version>
+		</dependency> 		
+	</dependencies>
+</project>
\ No newline at end of file
diff --git a/open-ai/pom.xml b/open-ai/pom.xml
index 097e22b..bc76a84 100644
--- a/open-ai/pom.xml
+++ b/open-ai/pom.xml
@@ -3,7 +3,7 @@
 	<modelVersion>4.0.0</modelVersion>
 	<parent>
 		<groupId>org.nasdanika.rag</groupId>
-		<version>2024.6.0</version>
+		<version>2024.7.0</version>
 		<artifactId>parent</artifactId>
 		<relativePath>..</relativePath>
 	</parent>
diff --git a/open-ai/pom.xml.versionsBackup b/open-ai/pom.xml.versionsBackup
new file mode 100644
index 0000000..097e22b
--- /dev/null
+++ b/open-ai/pom.xml.versionsBackup
@@ -0,0 +1,27 @@
+<project xmlns="http://maven.apache.org/POM/4.0.0" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
+	xsi:schemaLocation="http://maven.apache.org/POM/4.0.0 http://maven.apache.org/xsd/maven-4.0.0.xsd">
+	<modelVersion>4.0.0</modelVersion>
+	<parent>
+		<groupId>org.nasdanika.rag</groupId>
+		<version>2024.6.0</version>
+		<artifactId>parent</artifactId>
+		<relativePath>..</relativePath>
+	</parent>
+	<artifactId>open-ai</artifactId>
+	<packaging>jar</packaging>
+	<name>OpenAI</name>
+	<description>OpenAI solution building blocks (implementations)</description>
+	<dependencies>
+		<dependency>
+		    <groupId>com.azure</groupId>
+		    <artifactId>azure-ai-openai</artifactId>
+		    <version>1.0.0-beta.9</version>
+		</dependency>		
+		<dependency>
+		    <groupId>${project.groupId}</groupId>
+		    <artifactId>core</artifactId>
+		    <version>${project.version}</version>
+		</dependency>		
+	</dependencies>
+</project>
+
diff --git a/playground/pom.xml b/playground/pom.xml
index 2a7d4c7..f3b67b7 100644
--- a/playground/pom.xml
+++ b/playground/pom.xml
@@ -3,7 +3,7 @@
 	<modelVersion>4.0.0</modelVersion>
 	<parent>
 		<groupId>org.nasdanika.rag</groupId>
-		<version>2024.6.0</version>
+		<version>2024.7.0</version>
 		<artifactId>parent</artifactId>
 		<relativePath>..</relativePath>
 	</parent>
@@ -20,7 +20,7 @@
 		<dependency>
 			<groupId>org.nasdanika.rag</groupId>
 			<artifactId>core</artifactId>
-			<version>2024.6.0</version>
+			<version>2024.7.0</version>
 		</dependency>
 	</dependencies>
 </project>
diff --git a/pom.xml b/pom.xml
index b60f754..841706f 100644
--- a/pom.xml
+++ b/pom.xml
@@ -3,7 +3,7 @@
 	<modelVersion>4.0.0</modelVersion>
 	<groupId>org.nasdanika.rag</groupId>
 	<artifactId>parent</artifactId>
-	<version>2024.6.0</version>
+	<version>2024.7.0</version>
 	<packaging>pom</packaging>
 	<name>Retrieval Augmented Generation</name>
 	<description>Abstractions and implementations for RAG in Java</description>
@@ -23,9 +23,9 @@
 	<url>rag.nasdanika.org</url>
 
 	<properties>
-		<core.version>2024.6.0</core.version>
-		<html.version>2024.6.0</html.version>
-		<models.ecore.version>2024.6.0</models.ecore.version>
+		<core.version>2024.7.0</core.version>
+		<html.version>2024.7.0</html.version>
+		<models.ecore.version>2024.7.0</models.ecore.version>
 		<jacoco.version>0.8.12</jacoco.version>
 		<project.build.sourceEncoding>UTF-8</project.build.sourceEncoding>
 		<maven.javadoc.failOnError>false</maven.javadoc.failOnError>
diff --git a/pom.xml.versionsBackup b/pom.xml.versionsBackup
new file mode 100644
index 0000000..b60f754
--- /dev/null
+++ b/pom.xml.versionsBackup
@@ -0,0 +1,211 @@
+<project xmlns="http://maven.apache.org/POM/4.0.0" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
+	xsi:schemaLocation="http://maven.apache.org/POM/4.0.0 http://maven.apache.org/xsd/maven-4.0.0.xsd">
+	<modelVersion>4.0.0</modelVersion>
+	<groupId>org.nasdanika.rag</groupId>
+	<artifactId>parent</artifactId>
+	<version>2024.6.0</version>
+	<packaging>pom</packaging>
+	<name>Retrieval Augmented Generation</name>
+	<description>Abstractions and implementations for RAG in Java</description>
+
+	<licenses>
+		<license>
+			<name>Eclipse Public License 2.0</name>
+			<url>https://www.nasdanika.org/builds/master/eclipse-public-license-2.0.html</url>
+			<distribution>repo</distribution>
+		</license>
+	</licenses>
+
+	<scm>
+		<url>https://github.com/Nasdanika/retrieval-augmented-generation</url>
+	</scm>
+
+	<url>rag.nasdanika.org</url>
+
+	<properties>
+		<core.version>2024.6.0</core.version>
+		<html.version>2024.6.0</html.version>
+		<models.ecore.version>2024.6.0</models.ecore.version>
+		<jacoco.version>0.8.12</jacoco.version>
+		<project.build.sourceEncoding>UTF-8</project.build.sourceEncoding>
+		<maven.javadoc.failOnError>false</maven.javadoc.failOnError>
+	</properties>	
+
+	<build>
+	    <extensions>
+	      <extension>
+	        <groupId>org.apache.maven.wagon</groupId>
+	         <artifactId>wagon-ssh</artifactId>
+	         <version>3.5.3</version>
+	      </extension>
+	    </extensions>
+	    
+		<plugins>
+		        <plugin>
+		            <groupId>org.apache.maven.plugins</groupId>
+		            <artifactId>maven-surefire-plugin</artifactId>
+		            <version>3.3.0</version>
+		            <dependencies>
+		                <dependency>
+		                    <groupId>org.junit.jupiter</groupId>
+		                    <artifactId>junit-jupiter-engine</artifactId>
+		                    <version>5.10.2</version>
+		                </dependency>
+		            </dependencies>
+		        </plugin>
+		        <plugin>
+		            <groupId>org.apache.maven.plugins</groupId>
+		            <artifactId>maven-site-plugin</artifactId>
+		            <version>4.0.0-M15</version>
+		        </plugin>
+			<plugin>
+				<groupId>org.apache.maven.plugins</groupId>
+				<artifactId>maven-compiler-plugin</artifactId>
+				<version>3.13.0</version>
+				<configuration>
+					<source>17</source>
+					<target>17</target>
+				</configuration>
+			</plugin>
+			<plugin>
+				<groupId>org.apache.maven.plugins</groupId>
+				<artifactId>maven-source-plugin</artifactId>
+				<version>3.3.1</version>
+				<executions>
+					<execution>
+						<id>attach-sources</id>
+						<goals>
+							<goal>jar-no-fork</goal>
+						</goals>
+					</execution>
+				</executions>
+			</plugin>
+			<plugin>
+				<groupId>org.apache.maven.plugins</groupId>
+				<artifactId>maven-javadoc-plugin</artifactId>
+				<version>3.7.0</version>
+			
+				<executions>
+					<execution>
+						<id>attach-javadocs</id>
+						<goals>
+							<goal>jar</goal>
+						</goals>
+						<configuration>
+							<failOnError>false</failOnError>
+							<additionalOptions>-Xdoclint:none</additionalOptions>
+							<linksource>true</linksource>	
+							<additionalOptions><![CDATA[--allow-script-in-comments]]></additionalOptions>
+							<links>
+								<link>https://download.eclipse.org/modeling/emf/emf/javadoc/2.11/</link>
+								<link>https://picocli.info/apidocs/</link>
+							</links>
+							<offlineLinks>
+                                                                <!-- Core -->
+								<offlineLink>
+									<url>https://docs.nasdanika.org/modules/core/apidocs/</url>
+									<location>${project.parent.basedir}/../core/target/apidocs/</location>
+								</offlineLink>
+							</offlineLinks>
+							<header>
+								<![CDATA[
+								      <script async src="https://www.googletagmanager.com/gtag/js?id=G-9BRJVLK8CC"></script>
+								      <script>
+								        window.dataLayer = window.dataLayer || [];
+								        function gtag(){dataLayer.push(arguments);}
+								        gtag('js', new Date());
+      
+								        gtag('config', 'G-9BRJVLK8CC');
+								      </script>    
+								]]>
+							</header>
+						</configuration>
+					</execution>
+				</executions>
+			</plugin>
+		</plugins>
+	</build>
+	<dependencies>
+		<dependency>
+		    <groupId>org.junit.jupiter</groupId>
+		    <artifactId>junit-jupiter-api</artifactId>
+		    <version>5.10.2</version>
+		    <scope>test</scope>
+		</dependency>		
+		<dependency>
+		    <groupId>org.junit.jupiter</groupId>
+		    <artifactId>junit-jupiter-engine</artifactId>
+		    <version>5.10.2</version>
+		    <scope>test</scope>
+		</dependency>		
+	</dependencies>
+
+	<organization>
+		<name>Nasdanika</name>
+		<url>https://nasdanika.org</url>
+	</organization>
+
+	<developers>
+		<developer>
+			<id>pvlasov</id>
+			<name>Pavel Vlasov</name>
+			<email>Pavel.Vlasov@nasdanika.org</email>
+			<roles>
+				<role>Lead Developer</role>
+			</roles>
+			<timezone>-5</timezone>
+		</developer>
+	</developers>
+
+	<modules>
+		<module>model</module>
+		<module>core</module>
+		<module>processors</module>
+		<module>open-ai</module>
+	</modules>
+	 <profiles>
+		<profile>
+			<id>ossrh</id>
+			<build>
+				<plugins>
+					<plugin>
+						<groupId>org.apache.maven.plugins</groupId>
+						<artifactId>maven-gpg-plugin</artifactId>
+						<version>3.2.4</version>
+						<executions>
+							<execution>
+								<id>sign-artifacts</id>
+								<phase>verify</phase>
+								<goals>
+									<goal>sign</goal>
+								</goals>
+							</execution>
+						</executions>
+					</plugin>	
+					<plugin>
+						<groupId>org.sonatype.plugins</groupId>
+						<artifactId>nexus-staging-maven-plugin</artifactId>
+						<version>1.6.13</version>
+						<extensions>true</extensions>
+						<configuration>
+							<serverId>ossrh</serverId>
+							<nexusUrl>https://oss.sonatype.org/</nexusUrl>
+							<autoReleaseAfterClose>true</autoReleaseAfterClose>
+						</configuration>
+					</plugin>								
+				</plugins>
+			</build>
+			<distributionManagement>
+				<repository>
+					<id>ossrh</id>
+					<url>https://oss.sonatype.org/service/local/staging/deploy/maven2</url>
+				</repository>
+				<snapshotRepository>
+					<id>ossrh</id>
+					<url>https://oss.sonatype.org/content/repositories/snapshots</url>
+				</snapshotRepository>
+			</distributionManagement>	
+		</profile>
+	</profiles>
+</project>
+
diff --git a/processors/pom.xml b/processors/pom.xml
index 127a23e..3ea218c 100644
--- a/processors/pom.xml
+++ b/processors/pom.xml
@@ -3,7 +3,7 @@
 	<modelVersion>4.0.0</modelVersion>
 	<parent>
 		<groupId>org.nasdanika.rag</groupId>
-		<version>2024.6.0</version>
+		<version>2024.7.0</version>
 		<artifactId>parent</artifactId>
 		<relativePath>..</relativePath>
 	</parent>
diff --git a/processors/pom.xml.versionsBackup b/processors/pom.xml.versionsBackup
new file mode 100644
index 0000000..127a23e
--- /dev/null
+++ b/processors/pom.xml.versionsBackup
@@ -0,0 +1,26 @@
+<project xmlns="http://maven.apache.org/POM/4.0.0" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance"
+	xsi:schemaLocation="http://maven.apache.org/POM/4.0.0 http://maven.apache.org/xsd/maven-4.0.0.xsd">
+	<modelVersion>4.0.0</modelVersion>
+	<parent>
+		<groupId>org.nasdanika.rag</groupId>
+		<version>2024.6.0</version>
+		<artifactId>parent</artifactId>
+		<relativePath>..</relativePath>
+	</parent>
+	<artifactId>processors</artifactId>
+	<packaging>jar</packaging>
+	<name>Node processors for documenation generation and instantiation</name>
+	<dependencies>
+		<dependency>
+			<groupId>${project.groupId}</groupId>
+			<artifactId>model</artifactId>
+			<version>${project.version}</version>
+		</dependency>		
+		<dependency>
+			<groupId>org.nasdanika.models.ecore</groupId>
+			<artifactId>graph</artifactId>
+			<version>${models.ecore.version}</version>
+		</dependency>		
+	</dependencies>
+</project>
+