diff --git a/examples/img/doc3.jpg b/examples/img/doc3.jpg
new file mode 100644
index 00000000..7a959711
Binary files /dev/null and b/examples/img/doc3.jpg differ
diff --git a/examples/lmm_example.ipynb b/examples/lmm_example.ipynb
index fa643321..d0b2547d 100644
--- a/examples/lmm_example.ipynb
+++ b/examples/lmm_example.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 1,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -22,7 +22,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 2,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -38,23 +38,23 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 3,
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/jpeg": 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       "text/plain": [
        "<IPython.core.display.Image object>"
       ]
      },
-     "execution_count": 4,
+     "execution_count": 3,
      "metadata": {},
      "output_type": "execute_result"
     }
    ],
    "source": [
-    "Image(filename=\"img/doc1.jpg\")"
+    "Image(filename=\"img/doc3.jpg\")"
    ]
   },
   {
@@ -66,30 +66,136 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 13,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "```json {   \"table_title\": \"TRANSFERRED AND TERMINATED MEMBERS\" } ```\n"
+     ]
+    }
+   ],
    "source": [
-    "image_path = \"img/doc1.jpg\"\n",
+    "image_path = \"img/doc3.jpg\"\n",
     "prompt = \"Here is the image of a page from a document. Parse this document, if you can find a table and its columns in the page, print Table Title in json format and if not found Table title will be 'N/A'\"\n",
-    "resp = model.generate(image_path, prompt, temperature=0.1, max_new_tokens=2000)\n",
+    "# The llava model can take two additional parameters\n",
+    "# temperature (float): The temperature parameter for text generation. Higher values (e.g., 1.0) make the output more random, while lower values (e.g., 0.1) make it more deterministic. Default is 0.2.\n",
+    "# max_new_tokens (int): The maximum number of tokens to generate. Default is 256.\n",
+    "resp = model.generate(prompt, image_path, temperature=0.1, max_new_tokens=1500)\n",
     "print(textwrap.fill(resp, 80))"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Write a post-processing function to parse the output and get the desired result. Here its a simple one where it looks for N/A and json like output and acts accordingly. \n",
+    "You can replace these with any python operations like regex, string manipulations etc"
+   ]
+  },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 8,
    "metadata": {},
    "outputs": [],
    "source": [
-    "if \"N/A\" in resp:\n",
-    "    title = None\n",
-    "else:\n",
-    "    try:\n",
-    "        title = json.loads(resp[resp.find(\"{\"):resp.find(\"}\")+1])\n",
-    "    except:\n",
+    "def get_table_title(resp):\n",
+    "    if \"N/A\" in resp:\n",
     "        title = None\n",
-    "print(title['table_title'] if title else \"N/A\")"
+    "    else:\n",
+    "        try:\n",
+    "            title = json.loads(resp[resp.find(\"{\"):resp.find(\"}\")+1])\n",
+    "        except:\n",
+    "            title = None\n",
+    "    return title['table_title'] if title else \"N/A\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 3/3 [00:19<00:00,  6.49s/it]\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>image_paths</th>\n",
+       "      <th>image_id</th>\n",
+       "      <th>table_title</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>img/doc1.jpg</td>\n",
+       "      <td>75499b5e-ffeb-4736-8492-fca4baa37987</td>\n",
+       "      <td>N/A</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>img/doc2.jpg</td>\n",
+       "      <td>1a8a24c1-caf1-4c69-876c-0d63712b3f7a</td>\n",
+       "      <td>N/A</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>img/doc3.jpg</td>\n",
+       "      <td>b7b78c26-8584-492d-8bb7-35ce91e83c77</td>\n",
+       "      <td>TRANSFERRED AND TERMINATED MEMBERS</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "    image_paths                              image_id  \\\n",
+       "0  img/doc1.jpg  75499b5e-ffeb-4736-8492-fca4baa37987   \n",
+       "1  img/doc2.jpg  1a8a24c1-caf1-4c69-876c-0d63712b3f7a   \n",
+       "2  img/doc3.jpg  b7b78c26-8584-492d-8bb7-35ce91e83c77   \n",
+       "\n",
+       "                          table_title  \n",
+       "0                                 N/A  \n",
+       "1                                 N/A  \n",
+       "2  TRANSFERRED AND TERMINATED MEMBERS  "
+      ]
+     },
+     "execution_count": 14,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df_doc = pd.DataFrame({\"image_paths\": [\"img/doc1.jpg\", \"img/doc2.jpg\", \"img/doc3.jpg\"]})\n",
+    "ds = va.data.DataStore(df_doc)\n",
+    "ds = ds.add_lmm(model)\n",
+    "ds = ds.add_column(name=\"table_title\", prompt=prompt, func=get_table_title)\n",
+    "ds.df"
    ]
   },
   {
@@ -129,17 +235,92 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "The image you've provided appears to be a cross-sectional view of a kidney,\n",
+      "likely from a CT scan. Based on the image, there are several features that could\n",
+      "be indicative of certain conditions:  1. Cyst: There are multiple round, well-\n",
+      "defined structures that could be cysts. These are typically seen as round,\n",
+      "fluid-filled spaces within the kidney.  2. Stone: There is a small, dense, round\n",
+      "structure that could be a kidney stone. Kidney stones are usually seen as bright\n",
+      "white, round, or irregularly shaped objects within the kidney.  3. Tumor: There\n",
+      "is a large, irregular mass in the center of the kidney that could be a tumor.\n",
+      "Tumors can vary in appearance, but they are often irregularly shaped and may\n",
+      "have a different density compared to the surrounding tissue.  4. Normal: The\n",
+      "rest of the kidney appears to be of normal density and texture, without any\n",
+      "obvious signs of infection or inflammation.  It's important to note that a\n",
+      "definitive diagnosis would require a medical professional to review the entire\n",
+      "scan and consider other clinical information. The interpretation of medical\n",
+      "images should always be done by a qualified healthcare provider.\n"
+     ]
+    }
+   ],
+   "source": [
+    "image_path = \"img/ct_scan1.jpg\"\n",
+    "ct_prompt = \"Here is the image of kidney CT scan, Based on the CT image, Describe if the image has features that corresponds to 'Cyst' or 'Stone' or 'Tumor'. If there are no abnormalities respond its 'Normal'\"\n",
+    "resp = model.generate(ct_prompt, image_path)\n",
+    "print(textwrap.fill(resp, 80))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Create a datastore and add the lmm model "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
    "metadata": {},
    "outputs": [],
    "source": [
-    "data = {\n",
-    "    \"Tumor\": [],\n",
-    "    \"Cyst\": [],\n",
-    "    \"Stone\": [],\n",
-    "    \"Normal\": []\n",
-    "}\n",
-    "df = pd.DataFrame(data)"
+    "df_ct = pd.DataFrame({\"image_paths\": [\"img/ct_scan1.jpg\", \"img/ct_scan2.jpg\"]})\n",
+    "ds_ct = va.data.DataStore(df_ct)\n",
+    "ds_ct = ds_ct.add_lmm(model)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Prompt the model to perform analysis on the image"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "  0%|          | 0/2 [00:00<?, ?it/s]"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "100%|██████████| 2/2 [00:31<00:00, 15.76s/it]\n"
+     ]
+    }
+   ],
+   "source": [
+    "ds_ct = ds_ct.add_column(\"analysis\", ct_prompt)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Add embedder to the data store"
    ]
   },
   {
@@ -148,10 +329,14 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "image_path = \"img/ct_scan1.jpg\"\n",
-    "prompt = \"Here is the image of kidney CT scan, Based on the CT image, categorize it as either 'Cyst' or 'Stone' or 'Tumor' or 'Normal' with probabilities to best of your ability. You can only respond with one category\"\n",
-    "resp = model.generate(image_path, prompt, temperature=0.1, max_new_tokens=2000)\n",
-    "print(textwrap.fill(resp, 80))"
+    "ds_ct = ds_ct.add_embedder(va.emb.get_embedder(\"sentence-transformer\"))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Perform RAG to get the most relevant information from the generated text, some examples below"
    ]
   },
   {
@@ -160,7 +345,8 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "row = {col_name: \"Probable\" if col_name in resp else \"Not Probable\" for col_name in df.columns}"
+    "ds_ct = ds_ct.build_index(\"analysis\")\n",
+    "ds_ct.search(\"Presence of a Cyst\", top_k=1)"
    ]
   },
   {
@@ -169,8 +355,8 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "df.loc[len(df.index)] = row\n",
-    "df"
+    "ds_ct = ds_ct.build_index(\"analysis\")\n",
+    "ds_ct.search(\"Presence of a Tumor\", top_k=1)"
    ]
   }
  ],
diff --git a/vision_agent/data/data.py b/vision_agent/data/data.py
index 98003cdc..cc069fa3 100644
--- a/vision_agent/data/data.py
+++ b/vision_agent/data/data.py
@@ -2,7 +2,7 @@
 
 import uuid
 from pathlib import Path
-from typing import Dict, List, Optional, Union, cast
+from typing import Dict, List, Optional, Union, cast, Callable
 
 import faiss
 import numpy as np
@@ -44,18 +44,19 @@ def add_lmm(self, lmm: LMM) -> Self:
         self.lmm = lmm
         return self
 
-    def add_column(self, name: str, prompt: str) -> Self:
+    def add_column(self, name: str, prompt: str, func: Optional[Callable[[str], str]] = None) -> Self:
         r"""Adds a new column to the DataFrame containing the generated metadata from the LMM.
 
         Args:
             name (str): The name of the column to be added.
             prompt (str): The prompt to be used to generate the metadata.
+            func (Optional[Callable[[Any], Any]]): A Python function to be applied on the output of `lmm.generate`. Defaults to None.
         """
         if self.lmm is None:
             raise ValueError("LMM not set yet")
 
         self.df[name] = self.df["image_paths"].progress_apply(  # type: ignore
-            lambda x: self.lmm.generate(prompt, image=x)
+            lambda x: func(self.lmm.generate(prompt, image=x)) if func else self.lmm.generate(prompt, image=x)
         )
         return self
 
diff --git a/vision_agent/lmm/lmm.py b/vision_agent/lmm/lmm.py
index 0d31cd3d..dde02ca7 100644
--- a/vision_agent/lmm/lmm.py
+++ b/vision_agent/lmm/lmm.py
@@ -26,10 +26,18 @@ class LLaVALMM(LMM):
     def __init__(self, name: str):
         self.name = name
 
-    def generate(self, prompt: str, image: Optional[Union[str, Path]] = None) -> str:
+    def generate(
+            self,
+            prompt: str,
+            image: Optional[Union[str, Path]] = None,
+            temperature: float = 0.2,
+            max_new_tokens: int = 256,
+    ) -> str:
         data = {"prompt": prompt}
         if image:
             data["image"] = encode_image(image)
+        data["temperature"] = temperature
+        data["max_new_tokens"] = max_new_tokens
         res = requests.post(
             BASETEN_URL,
             headers={"Authorization": f"Api-Key {BASETEN_API_KEY}"},