legal-nlp/01.Page_Splitting.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "I08sFJYCxR0Z"
   },
   "source": [
    "![JohnSnowLabs](https://nlp.johnsnowlabs.com/assets/images/logo.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "FwJ-P56kq6FU"
   },
   "source": [
    "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/JohnSnowLabs/spark-nlp-workshop/blob/master/legal-nlp/01.Page_Splitting.ipynb)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "gk3kZHmNj51v"
   },
   "source": [
    "#🎬 Installation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "_914itZsj51v",
    "pycharm": {
     "is_executing": true
    }
   },
   "outputs": [],
   "source": [
    "! pip install -q johnsnowlabs"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "YPsbAnNoPt0Z"
   },
   "source": [
    "##🔗 Automatic Installation\n",
    "Using my.johnsnowlabs.com SSO"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "fY0lcShkj51w",
    "pycharm": {
     "is_executing": true
    }
   },
   "outputs": [],
   "source": [
    "from johnsnowlabs import nlp, legal\n",
    "\n",
    "# nlp.install(force_browser=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "hsJvn_WWM2GL"
   },
   "source": [
    "##🔗 Manual downloading\n",
    "If you are not registered in my.johnsnowlabs.com, you received a license via e-email or you are using Safari, you may need to do a manual update of the license.\n",
    "\n",
    "- Go to my.johnsnowlabs.com\n",
    "- Download your license\n",
    "- Upload it using the following command"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "i57QV3-_P2sQ"
   },
   "outputs": [],
   "source": [
    "from google.colab import files\n",
    "\n",
    "print(\"Please Upload your John Snow Labs License using the button below\")\n",
    "license_keys = files.upload()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "xGgNdFzZP_hQ"
   },
   "source": [
    "- Install it"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "OfmmPqknP4rR"
   },
   "outputs": [],
   "source": [
    "nlp.install()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "DCl5ErZkNNLk"
   },
   "source": [
    "#📌 Starting"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "wRXTnNl3j51w",
    "outputId": "3b5b58ac-23a4-45ca-80a0-eebd33519841"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "👌 Detected license file /content/4.3.0.spark_nlp_for_healthcare-2.json\n",
      "👌 Launched \u001b[92mcpu optimized\u001b[39m session with with: 🚀Spark-NLP==4.3.0, 💊Spark-Healthcare==4.3.0, running on ⚡ PySpark==3.1.2\n"
     ]
    }
   ],
   "source": [
    "spark = nlp.start()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "nWu_IMfY4L1N"
   },
   "source": [
    "#🔎 Legal Text Splitting"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "PV_iiuN13pqt"
   },
   "source": [
    "📚Text splitting is very important for many reasons.\n",
    "\n",
    "- Legal documents may be **very long** (contracts, agreements, etc) and applying AI to the whole document may take much time.\n",
    "- Most Language Models have **token restrictions**. For example, Bert-based models can only process up to 512 tokens, while our biggest LM (Longformers) can process up to 4096 (but affecting negatively to the performance).\n",
    "- If you have models which do specific extractions on **specific sections**, it does not make sense you run them over the whole document: you may get a lot of False Positives.\n",
    "\n",
    "But also:\n",
    "- Language Models will only \"understand\" only that **portion of text you send to them**. If you send *little information*, they may be biased and take wrong decisions.\n",
    "- On the other hand, sometimes sending *too much information* makes the information get deluded or add noise.\n",
    "\n",
    "And!\n",
    "- Make sure the tokenization and splitting mechanism is the same in training and inference, or you will get undesirable results.\n",
    "\n",
    "Because of these reasons, the very first thing you need to think about is how to properly split your texts, depending on the kind of task you want to carry out.\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "epYpe7GR3pqt"
   },
   "source": [
    "#📌 1. Text Classification"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "Z74afIDs3pqu"
   },
   "source": [
    "#✔️ 1.1. Background\n",
    "Text classification is the NLP task in charge of retrieving a `category` based on a piece of text you send to the model. A good example of it it's `Clause identification` in legal contracts.\n",
    "\n",
    "There are several ways we can carry out Text Classification:\n",
    "\n",
    "- `At a whole-text level (no splitting)`: That's not feasible for most legal documents. As we already know, we have token restrictions (512 for most BERT-based thansformers). We can use Longformers (4096), but in most cases, documents as Legal Agreements have much more than that, what will go for sure beyond any limitation.\n",
    "\n",
    "- `Retrieving first page`: In most cases, the relevant information of a document is in the first page. Just by splitting by pages and retrieving the first one, you can do text classification. \n",
    "\n",
    "- `Using Legal NLP TextSplitter`: `TextSplitter` is an NLP annotator that it's meant to split documents into sentences, but is pretty customisable to retrieve **paragraphs or setions** as well.\n",
    "\n",
    "- `At paragraph, section or sentence level using NER` for detecting headers and `ChunkSentenceSplitter`\n",
    "\n",
    "The way you split may totally change the results you are getting. Let's see an example."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "LoefU3za3pqu"
   },
   "source": [
    "#✔️ 1.2. Page splitting"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "yL-ycp_g6SLc"
   },
   "source": [
    "Sometimes, pages have patterns which tell you how to split them. In our case, `the page number` was present in the bottom of our documents.\n",
    "\n",
    "Feel free to always analyze for signals when trying to detect pages boundaries. Patterns you can usually find in the bottom of a page:\n",
    "- Bottom placeholders\n",
    "- Name of people\n",
    "- Name of the document\n",
    "- etc."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "AA5f5-T13pqw"
   },
   "outputs": [],
   "source": [
    "document_assembler = (\n",
    "    nlp.DocumentAssembler().setInputCol(\"text\").setOutputCol(\"document\")\n",
    ")\n",
    "\n",
    "text_splitter = (\n",
    "    legal.TextSplitter()\n",
    "    .setInputCols([\"document\"])\n",
    "    .setOutputCol(\"pages\")\n",
    "    .setCustomBounds([\"\\n+\\s*[0-9]+\\s*\\n+\"])\n",
    "    .setUseCustomBoundsOnly(True)\n",
    "    .setExplodeSentences(True)\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, text_splitter])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "9b1OGUnn7atc"
   },
   "source": [
    "📜Explanation:\n",
    "- `.setCustomBounds([\"\\n+\\s+[0-9]\\n+\"])` sets an array of regular expression(s) to tell the annotator how to split the document.\n",
    "- `.setUseCustomBoundsOnly(True)` the default behaviour of TextSplitter is Text Splitting, so we set to ignore the default regex ('\\n', ...).\n",
    "- `.setExplodeSentences(True)` creates one new row in the dataframe per split."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "SZVLnu3j6Rsk"
   },
   "source": [
    "\n",
    "Let's download a document and use `whole-text` classifiers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "EK6jVBnf3pqv"
   },
   "outputs": [],
   "source": [
    "import requests\n",
    "\n",
    "URL = \"https://raw.githubusercontent.com/JohnSnowLabs/spark-nlp-workshop/master/legal-nlp/data/credit_agreement.txt\"\n",
    "response = requests.get(URL)\n",
    "\n",
    "credit_agreement = response.content.decode(\"utf-8\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "NGVrZmta6xmr"
   },
   "source": [
    "Let's apply our page splitter."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "oZtnquVx65Ic"
   },
   "source": [
    "## Using Fit/Transform (all the dataframe will be processed in paralel using all the spark cluster nodes)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "qmqE7OKZ60O2"
   },
   "outputs": [],
   "source": [
    "# fit: trains, configures and prepares the pipeline for inference.\n",
    "\n",
    "sdf = spark.createDataFrame([[credit_agreement]]).toDF(\"text\")\n",
    "\n",
    "fit = nlp_pipeline.fit(sdf)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "Fkbj6SAV8d8c",
    "outputId": "e5f7180f-6445-4223-e951-2f75809cbf89"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+--------------------+\n",
      "|               pages|\n",
      "+--------------------+\n",
      "|[{document, 70, 3...|\n",
      "|[{document, 31821...|\n",
      "|[{document, 34560...|\n",
      "|[{document, 37458...|\n",
      "|[{document, 40734...|\n",
      "|[{document, 43945...|\n",
      "|[{document, 46511...|\n",
      "|[{document, 49420...|\n",
      "|[{document, 53065...|\n",
      "|[{document, 56539...|\n",
      "|[{document, 59694...|\n",
      "|[{document, 62708...|\n",
      "|[{document, 65372...|\n",
      "|[{document, 69079...|\n",
      "|[{document, 71565...|\n",
      "|[{document, 74775...|\n",
      "|[{document, 77563...|\n",
      "|[{document, 80027...|\n",
      "|[{document, 82912...|\n",
      "|[{document, 85983...|\n",
      "+--------------------+\n",
      "only showing top 20 rows\n",
      "\n",
      "CPU times: user 83.3 ms, sys: 9.21 ms, total: 92.5 ms\n",
      "Wall time: 11.4 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "\n",
    "# transforms: executes inference on a fit pipeline\n",
    "res = fit.transform(sdf)\n",
    "\n",
    "res.select(\"pages\").show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "vf6Kn9VM756V"
   },
   "source": [
    "## Using LightPipelines (everything will be executed in 1 node. It's much quicker for small dataframes, but does not leverage the cluster capacities)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "bo2sw-xK75NH"
   },
   "outputs": [],
   "source": [
    "%%time\n",
    "import json\n",
    "\n",
    "lp = nlp.LightPipeline(fit)\n",
    "\n",
    "json_res = lp.annotate(credit_agreement)\n",
    "\n",
    "print(json.dumps(json_res, indent=4))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "ROJv5GzS-Uq6"
   },
   "outputs": [],
   "source": [
    "pages = [json_res[\"pages\"][i] for i in range(0, 10)]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "pulFvNWc8_M8"
   },
   "source": [
    "#✔️ 1.3. Document Classification using the 1st page\n",
    "Most of the documents can be identified by the 1 page (given it's a real 1st page and not a separation, cover page, page with noise, etc - you can filter those out)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "mpWAIp2MCt-w"
   },
   "source": [
    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)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "MSkwdt0s3pqv"
   },
   "source": [
    "We have some text classifiers which can be used to identify different legal documents:\n",
    "- Based on `Bert`, taking the first 512 tokens;\n",
    "- Based on `Longformers`, taking the first 4096 tokens, but being much slower;\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "Bwvqu95ZvPzV"
   },
   "source": [
    "`We have more than 150 document classification models for both Longformer and Sentence Bert`"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "UDt83AOAvTuF"
   },
   "source": [
    "### Using Sentence Bert\n",
    "Check the Classification notebook to see Legal Longformers in action. By now we will stick with the 512 tokens Bert-base ones."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "iadkvMQmxw_8",
    "outputId": "2f43c903-00ce-46c2-a28b-713f3f4a2321"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "sent_bert_base_cased download started this may take some time.\n",
      "Approximate size to download 389.1 MB\n",
      "[OK!]\n",
      "legclf_credit_agreement_bert download started this may take some time.\n",
      "[OK!]\n"
     ]
    }
   ],
   "source": [
    "document_assembler = (\n",
    "    nlp.DocumentAssembler().setInputCol(\"text\").setOutputCol(\"document\")\n",
    ")\n",
    "\n",
    "embeddings = (\n",
    "    nlp.BertSentenceEmbeddings.pretrained(\"sent_bert_base_cased\", \"en\")\n",
    "    .setInputCols(\"document\")\n",
    "    .setOutputCol(\"sentence_embeddings\")\n",
    ")\n",
    "\n",
    "doc_classifier = (\n",
    "    legal.ClassifierDLModel.pretrained(\n",
    "        \"legclf_credit_agreement_bert\", \"en\", \"legal/models\"\n",
    "    )\n",
    "    .setInputCols([\"sentence_embeddings\"])\n",
    "    .setOutputCol(\"category\")\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, embeddings, doc_classifier])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "qQoXUDtf4nid"
   },
   "source": [
    "#### Using fit / transform (all Spark Cluster nodes)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "cdZIReyWwK_k"
   },
   "outputs": [],
   "source": [
    "df = spark.createDataFrame([[pages[0]]]).toDF(\"text\")\n",
    "model = nlp_pipeline.fit(df)\n",
    "result = model.transform(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "-MWeFfBhwNfN",
    "outputId": "6ddc5fd5-b48d-44bf-a539-a7d8a5ca9473"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+------------------+\n",
      "|            result|\n",
      "+------------------+\n",
      "|[credit-agreement]|\n",
      "+------------------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "result.select(\"category.result\").show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "hgUvHQ7N4s_F"
   },
   "source": [
    "#### Using Light Pipeline (only driver, quicker but not scalable for big amounts of documents)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "5Gy6VT394z2e",
    "outputId": "178b8855-0534-44ee-bcd9-5c7f77d9a4cb"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['credit-agreement']\n"
     ]
    }
   ],
   "source": [
    "import json\n",
    "\n",
    "lp = nlp.LightPipeline(model)\n",
    "json_res = lp.annotate(pages[0])\n",
    "print(json_res[\"category\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "kRaUagGo5NYM"
   },
   "source": [
    "### Are you curious of what would happen with other pages❓"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "zpC5pe7f5Q00",
    "outputId": "a88fa03c-b1c8-4763-afa0-438aaf1e98ae"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\n",
      "    {\n",
      "        \"document\": [\n",
      "            \"Exhibit 10.1\\n\\n                                                                  EXECUTION COPY\\n\\n                    $225,000,000.00 REVOLVING CREDIT FACILITY\\n\\n                                CREDIT AGREEMENT\\n\\n                                  by and among\\n\\n                             P.H. GLATFELTER COMPANY\\n\\n                                       and\\n\\n                    Certain of its Subsidiaries, as Borrowers\\n\\n                                       and\\n\\n                       THE BANKS PARTY HERETO, as Lenders\\n\\n                                       and\\n\\n             PNC BANK, NATIONAL ASSOCIATION, as Administrative Agent\\n\\n                                      with\\n\\n           PNC CAPITAL MARKETS LLC and CITIZENS BANK OF PENNSYLVANIA,\\n\\n                  as Joint Lead Arrangers and Joint Bookrunners\\n\\n                                       and\\n\\n               CITIZENS BANK OF PENNSYLVANIA, as Syndication Agent\\n\\n                           Dated as of April 29, 2010\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n1.  CERTAIN DEFINITIONS..................................................      1\\n    1.1   Certain Definitions............................................      1\\n    1.2   Construction...................................................     28\\n          1.2.1   Number; Inclusion......................................     28\\n          1.2.2   Determination..........................................     28\\n          1.2.3   Administrative Agent's Discretion and Consent..........     28\\n          1.2.4   Documents Taken as a Whole.............................     28\\n          1.2.5   Headings...............................................     29\\n          1.2.6   Implied References to this Agreement...................     29\\n          1.2.7   Persons................................................     29\\n          1.2.8   Modifications to Documents.............................     29\\n          1.2.9   From, To and Through...................................     29\\n          1.2.10  Shall; Will............................................     29\\n          1.2.11  Quebec Matters.........................................     29\\n    1.3   Accounting Principles..........................................     30\\n2.  REVOLVING CREDIT AND SWING LOAN FACILITIES...........................     31\\n    2.1   Revolving Credit Commitments...................................     31\\n          2.1.1   Revolving Credit Loans.................................     31\\n          2.1.2   Swing Loan Commitment..................................     33\\n    2.2   Nature of Lenders' Obligations with Respect to Revolving Credit\\n          Loans..........................................................     33\\n    2.3   Commitment Fees................................................     33\\n    2.4   Revolving Credit Loan Requests.................................     34\\n          2.4.1   Revolving Credit Loan Requests.........................     34\\n          2.4.2   Swing Loan Requests....................................     34\\n    2.5   Making Revolving Credit Loans and Swing Loans; Revolving Credit\\n          Notes and Swing Notes..........................................     35\\n          2.5.1   Making Revolving Credit Loans..........................     35\\n          2.5.2   Making Swing Loans.....................................     35\\n    2.6   Revolving Credit Notes.........................................     35\\n    2.7   Swing Loan Note................................................     35\\n    2.8   Borrowings to Repay Swing Loans................................     36\\n    2.9   Utilization of Commitments in Optional Currencies..............     36\\n          2.9.1   Periodic Computations of Dollar Equivalent Amounts of\\n                  Revolving Credit Loans and Letters of Credit\\n                  Outstanding............................................     36\\n          2.9.2   Notices From Lenders That Optional Currencies Are\\n                  Unavailable to Fund New Loans..........................     36\\n          2.9.3   Notices From Lenders That Optional Currencies Are\\n                  Unavailable to Fund Renewals of the Euro-Rate Option...     37\\n          2.9.4   European Monetary Union................................     37\\n\\n\\n\\n                                       -i-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          2.9.5   Requests for Additional Optional Currencies............     38\\n    2.10  Use of Proceeds................................................     38\\n    2.11  Letter of Credit Subfacility...................................     38\\n          2.11.1  Issuance of Letters of Credit..........................     38\\n          2.11.2  Letter of Credit Fees..................................     39\\n          2.11.3  Disbursements, Reimbursement...........................     39\\n          2.11.4  Repayment of Participation Advances....................     41\\n          2.11.5  Documentation..........................................     41\\n          2.11.6  Determinations to Honor Drawing Requests...............     42\\n          2.11.7  Nature of Participation and Reimbursement Obligations..     42\\n          2.11.8  Indemnity..............................................     44\\n          2.11.9  Liability for Acts and Omissions.......................     44\\n    2.12  Currency Repayments............................................     46\\n    2.13  Optional Currency Amounts......................................     46\\n    2.14  Reduction of Commitment........................................     46\\n3.  INTEREST RATES.......................................................     47\\n    3.1   Interest Rate Options..........................................     47\\n          3.1.1   Interest Rate Options..................................     47\\n          3.1.2   Rate Quotations........................................     47\\n    3.2   Interest Periods...............................................     48\\n          3.2.1   Amount of Borrowing Tranche............................     48\\n          3.2.2   Renewals...............................................     48\\n    3.3   Interest After Default.........................................     48\\n          3.3.1   Letter of Credit Fees, Interest Rate...................     48\\n          3.3.2   Other Obligations......................................     48\\n          3.3.3   Acknowledgment.........................................     48\\n    3.4   Euro-Rate Unascertainable; Illegality; Increased Costs;\\n          Deposits Not Available.........................................     49\\n          3.4.1   Unascertainable........................................     49\\n          3.4.2   Illegality; Increased Costs; Deposits Not Available....     49\\n          3.4.3   Administrative Agent's and Lender's Rights.............     49\\n    3.5   Selection of Interest Rate Options.............................     50\\n    3.6   Canadian Interest Act Disclosure...............................     50\\n    3.7   Canadian Usury Provision.......................................     50\\n4.  PAYMENTS.............................................................     51\\n    4.1   Payments.......................................................     51\\n    4.2   Pro Rata Treatment of Lenders..................................     52\\n    4.3   Interest Payment Dates.........................................     52\\n    4.4   Voluntary Prepayments..........................................     52\\n\\n\\n\\n                                      -ii-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          4.4.1   Right to Prepay........................................     52\\n          4.4.2   Replacement of a Lender................................     53\\n          4.4.3   Change of Lending Office...............................     54\\n    4.5   Mandatory Prepayments..........................................     54\\n          4.5.1   Currency Fluctuations..................................     54\\n          4.5.2   Application Among Interest Rate Options................     55\\n    4.6   Additional Compensation in Certain Circumstances...............     55\\n          4.6.1   Increased Costs or Reduced Return Resulting from Taxes,\\n                  Reserves, Capital Adequacy Requirements, Expenses,\\n                  Etc....................................................     55\\n          4.6.2   Indemnity..............................................     56\\n    4.7   Interbank Market Presumption...................................     56\\n    4.8   Taxes..........................................................     57\\n          4.8.1   No Deductions..........................................     57\\n          4.8.2   Stamp Taxes............................................     57\\n          4.8.3   Indemnification for Taxes Paid by a Lender.............     57\\n          4.8.4   Certificate............................................     57\\n          4.8.5   Exclusions, etc........................................     58\\n          4.8.6   Change of Lending Office, etc..........................     58\\n          4.8.7   Survival...............................................     58\\n    4.9   Judgment Currency..............................................     58\\n          4.9.1   Currency Conversion Procedures for Judgments...........     58\\n          4.9.2   Indemnity in Certain Events............................     59\\n    4.10  Notes..........................................................     59\\n    4.11  Settlement Date Procedures.....................................     59\\n    4.12  Borrowers' Agent...............................................     60\\n5.  REPRESENTATIONS AND WARRANTIES.......................................     60\\n    5.1   Representations and Warranties.................................     60\\n          5.1.1   Organization and Qualification.........................     60\\n          5.1.2   Subsidiaries...........................................     60\\n          5.1.3   Power and Authority....................................     61\\n          5.1.4   Validity and Binding Effect............................     61\\n          5.1.5   No Conflict............................................     61\\n          5.1.6   Litigation.............................................     62\\n          5.1.7   Title to Properties....................................     62\\n          5.1.8   Financial Statements...................................     62\\n          5.1.9   Use of Proceeds; Margin Stock..........................     63\\n          5.1.10  Full Disclosure........................................     63\\n          5.1.11  Taxes..................................................     63\\n          5.1.12  Consents and Approvals.................................     64\\n          5.1.13  No Event of Default; Compliance with Instruments.......     64\\n\\n\\n\\n                                      -iii-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          5.1.14  Patents, Trademarks, Copyrights, Licenses, Etc.........     64\\n          5.1.15  Insurance..............................................     64\\n          5.1.16  Compliance with Laws...................................     65\\n          5.1.17  Material Contracts; Burdensome Restrictions............     65\\n          5.1.18  Investment Companies; Regulated Entities...............     65\\n          5.1.19  Plans and Benefit Arrangements.........................     65\\n          5.1.20  Employment Matters.....................................     66\\n          5.1.21  Environmental Matters..................................     67\\n          5.1.22  Senior Debt Status.....................................     68\\n          5.1.23  Anti-Terrorism Laws....................................     68\\n    5.2   Continuation of Representations................................     70\\n    5.3   Updates to Schedules...........................................     70\\n6.  CONDITIONS OF LENDING AND ISSUANCE OF LETTERS OF CREDIT..............     70\\n    6.1   First Loans and Letters of Credit..............................     70\\n          6.1.1   Officer's Certificate..................................     70\\n          6.1.2   Secretary's Certificate................................     71\\n          6.1.3   Delivery of Loan Documents.............................     71\\n          6.1.4   Opinion of Counsel.....................................     71\\n          6.1.5   Legal Details..........................................     72\\n          6.1.6   Payment of Fees........................................     72\\n          6.1.7   Consents...............................................     72\\n          6.1.8   Officer's Certificate Regarding MACs...................     72\\n          6.1.9   No Violation of Laws...................................     72\\n          6.1.10  No Actions or Proceedings; No Material Litigation......     72\\n          6.1.11  Other Requirements.....................................     73\\n    6.2   Each Additional Loan or Letter of Credit.......................     73\\n    6.3   Loans to Fund Acquisitions.....................................     73\\n7.  COVENANTS............................................................     73\\n    7.1   Affirmative Covenants..........................................     73\\n          7.1.1   Preservation of Existence, Etc.........................     73\\n          7.1.2   Payment of Liabilities, Including Taxes, Etc...........     74\\n          7.1.3   Maintenance of Insurance...............................     74\\n          7.1.4   Maintenance of Properties and Leases...................     74\\n          7.1.5   Maintenance of Patents, Trademarks, Etc................     74\\n          7.1.6   Visitation Rights......................................     75\\n          7.1.7   Keeping of Records and Books of Account................     75\\n          7.1.8   Plans and Benefit Arrangements.........................     75\\n          7.1.9   Compliance with Laws...................................     75\\n          7.1.10  Joinder of Guarantors and Borrowers....................     76\\n\\n\\n\\n                                      -iv-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          7.1.11  Anti-Terrorism Laws....................................     76\\n          7.1.12  German and English Borrowers...........................     77\\n    7.2   Negative Covenants.............................................     78\\n          7.2.1   Indebtedness...........................................     78\\n          7.2.2   Liens..................................................     80\\n          7.2.3   Guaranties.............................................     80\\n          7.2.4   Loans and Investments..................................     80\\n          7.2.5   Dividends and Related Distributions....................     82\\n          7.2.6   Liquidations, Mergers, Consolidations, Acquisitions....     82\\n          7.2.7   Dispositions of Assets or Subsidiaries.................     84\\n          7.2.8   Affiliate Transactions.................................     85\\n          7.2.9   Subsidiaries...........................................     85\\n          7.2.10  Continuation of or Change in Business..................     86\\n          7.2.11  Plans and Benefit Arrangements.........................     86\\n          7.2.12  Fiscal Year............................................     86\\n          7.2.13  Issuance of Stock......................................     86\\n          7.2.14  Changes in Organizational Documents....................     86\\n          7.2.15  Maximum Leverage Ratio.................................     87\\n          7.2.16  Minimum Interest Coverage Ratio........................     87\\n          7.2.17  Receivables Entities and Timberland Note Monetization\\n                  Entities...............................................     87\\n    7.3   Reporting Requirements.........................................     88\\n          7.3.1   Quarterly Financial Statements.........................     88\\n          7.3.2   Annual Financial Statements............................     88\\n          7.3.3   Certificate of the Borrower............................     89\\n          7.3.4   Notice of Default......................................     89\\n          7.3.5   Notice of Litigation...................................     89\\n          7.3.6   Notice of Change in Debt Rating........................     89\\n          7.3.7   Certain Events.........................................     90\\n          7.3.8   Budgets, Forecasts, Other Reports and Information......     90\\n          7.3.9   Notices Regarding Plans and Benefit Arrangements.......     91\\n8.  DEFAULT..............................................................     92\\n    8.1   Events of Default..............................................     92\\n          8.1.1   Payments Under Loan Documents..........................     92\\n          8.1.2   Breach of Warranty.....................................     92\\n          8.1.3   Breach of Negative Covenants and Certain Affirmative\\n                  Covenants..............................................     92\\n          8.1.4   Breach of Other Covenants..............................     93\\n          8.1.5   Defaults in Other Agreements or Indebtedness...........     93\\n          8.1.6   Final Judgments or Orders..............................     93\\n          8.1.7   Loan Document Unenforceable............................     93\\n\\n\\n\\n                                       -v-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          8.1.8   Proceedings Against Assets.............................     93\\n          8.1.9   Notice of Lien or Assessment...........................     94\\n          8.1.10  Insolvency.............................................     94\\n          8.1.11  Events Relating to Plans and Benefit Arrangements......     94\\n          8.1.12  Cessation of Business..................................     94\\n          8.1.13  Change of Control......................................     95\\n          8.1.14  Involuntary Proceedings................................     95\\n          8.1.15  Voluntary Proceedings..................................     95\\n    8.2   Consequences of Event of Default...............................     96\\n          8.2.1   Events of Default Other Than Bankruptcy, Insolvency or\\n                  Reorganization Proceedings.............................     96\\n          8.2.2   Bankruptcy, Insolvency or Reorganization Proceedings...     96\\n          8.2.3   Set-off................................................     96\\n          8.2.4   Suits, Actions, Proceedings............................     97\\n          8.2.5   Application of Proceeds................................     97\\n9.  THE AGENT............................................................     98\\n    9.1   Appointment....................................................     98\\n    9.2   Delegation of Duties...........................................     98\\n    9.3   Nature of Duties; Independent Credit Investigation.............     98\\n    9.4   Actions in Discretion of Administrative Agent; Instructions\\n          From the Lenders...............................................     99\\n    9.5   Reimbursement and Indemnification of Administrative Agent by\\n          the Borrower...................................................     99\\n    9.6   Exculpatory Provisions; Limitation of Liability................    100\\n    9.7   Reimbursement and Indemnification of Administrative Agent by\\n          Lenders........................................................    101\\n    9.8   Reliance by Administrative Agent...............................    101\\n    9.9   Notice of Default..............................................    102\\n    9.10  Notices........................................................    102\\n    9.11  Lenders in Their Individual Capacities; Administrative Agent in\\n          its Individual Capacity........................................    102\\n    9.12  Holders of Notes...............................................    102\\n    9.13  Sharing of Payments............................................    103\\n    9.14  Successor Administrative Agent.................................    103\\n    9.15  Administrative Agent's Fee.....................................    104\\n    9.16  Availability of Funds..........................................    104\\n    9.17  Calculations...................................................    104\\n    9.18  No Reliance on Administrative Agent's Customer Identification\\n          Program........................................................    105\\n    9.19  Beneficiaries..................................................    105\\n\\n\\n\\n                                      -vi-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n10. MISCELLANEOUS........................................................    105\\n    10.1  Modifications, Amendments or Waivers...........................    105\\n          10.1.1  Increase of Commitment.................................    105\\n          10.1.2  Extension of Payment; Reduction of Principal Interest\\n                  or Fees................................................    106\\n          10.1.3  Release a Guarantor....................................    106\\n          10.1.4  Miscellaneous..........................................    106\\n    10.2  No Implied Waivers; Cumulative Remedies; Writing Required......    106\\n    10.3  Reimbursement and Indemnification of Lenders by the Borrower...    107\\n    10.4  Holidays.......................................................    107\\n    10.5  Funding by Branch, Subsidiary or Affiliate.....................    108\\n          10.5.1  Notional Funding.......................................    108\\n          10.5.2  Actual Funding.........................................    108\\n    10.6  Notices; Lending Offices.......................................    108\\n    10.7  Severability...................................................    109\\n    10.8  Governing Law..................................................    110\\n    10.9  Prior Understanding............................................    110\\n    10.10 Duration; Survival.............................................    110\\n    10.11 Successors and Assigns.........................................    110\\n    10.12 Confidentiality................................................    112\\n          10.12.1 General................................................    112\\n          10.12.2 Sharing Information With Affiliates of the Lenders.....    112\\n    10.13 Counterparts...................................................    113\\n    10.14 Administrative Agent's or Lender's Consent.....................    113\\n    10.15 Exceptions.....................................................    113\\n    10.16 CONSENT TO FORUM; WAIVER OF JURY TRIAL.........................    113\\n    10.17 Certifications From Lenders and Participants...................    114\\n          10.17.1 Tax Withholding........................................    114\\n          10.17.2 USA Patriot Act........................................    115\\n    10.18 Nature of Foreign Borrower Obligations.........................    115\\n    10.19 Pledge of Foreign Loan Party Loans.............................    116\\n\\n\\n\\n                                      -vii-\\n\\n\\n\\n                         LIST OF SCHEDULES AND EXHIBITS\\n\\nSCHEDULES\\nSCHEDULE 1.1(A)   - PRICING GRID\\nSCHEDULE 1.1(B)   - COMMITMENTS OF BANKS AND ADDRESSES FOR NOTICES\\nSCHEDULE 1.1(E)   - EXISTING LETTERS OF CREDIT\\nSCHEDULE 1.1(M)   - MATERIAL SUBSIDIARIES\\nSCHEDULE 1.1(P)   - PERMITTED LIENS\\nSCHEDULE 5.1.1    - DOMESTIC QUALIFICATIONS TO DO BUSINESS\\nSCHEDULE 5.1.2    - SUBSIDIARIES\\nSCHEDULE 5.1.6    - LITIGATION\\nSCHEDULE 5.1.12   - CONSENTS AND APPROVALS\\nSCHEDULE 5.1.14   - PATENTS, TRADEMARKS, COPYRIGHTS, LICENSES, ETC.\\nSCHEDULE 7.2.1    - PERMITTED INDEBTEDNESS\\nSCHEDULE 7.2.4    - EXISTING INVESTMENTS\\n\\nEXHIBITS\\nEXHIBIT 1.1(A)    - ASSIGNMENT AND ASSUMPTION AGREEMENT\\nEXHIBIT 1.1(B)    - BORROWER JOINDER\\nEXHIBIT 1.1(G)(1) - GUARANTOR JOINDER\\nEXHIBIT 1.1(G)(2) - GUARANTY AGREEMENT\\nEXHIBIT 1.1(R)    - REVOLVING CREDIT NOTE\\nEXHIBIT 1.1(S)    - SWING LOAN NOTE\\nEXHIBIT 2.4       - LOAN REQUEST\\nEXHIBIT 6.1.4     - OPINION OF COUNSEL\\nEXHIBIT 7.2.6     - ACQUISITION COMPLIANCE CERTIFICATE\\nEXHIBIT 7.3.3     - QUARTERLY COMPLIANCE CERTIFICATE\\n\\n\\n                                     -viii-\\n\\n\\n\\n                                CREDIT AGREEMENT\\n\\n     THIS CREDIT AGREEMENT is dated as of April 29, 2010, and is made by and\\namong P.H. GLATFELTER COMPANY, a Pennsylvania corporation ( the \\\"COMPANY\\\") and\\ncertain of its subsidiaries identified on the signature pages hereto (each a\\n\\\"BORROWER\\\" and collectively, the \\\"BORROWERS\\\"), each of the GUARANTORS (as\\nhereinafter defined), the LENDERS (as hereinafter defined), PNC BANK, NATIONAL\\nASSOCIATION, in its capacity as agent for the Lenders under this Agreement\\n(hereinafter referred to in such capacity as the \\\"ADMINISTRATIVE AGENT\\\"), and,\\nfor the limited purpose of public identification in trade tables, PNC CAPITAL\\nMARKETS LLC and CITIZENS BANK OF PENNSYLVANIA, as joint arrangers and joint\\nbookrunners, and CITIZENS BANK OF PENNSYLVANIA, as syndication agent.\\n\\n                                   WITNESSETH:\\n\\n     WHEREAS, the Borrowers have requested the Lenders to provide a revolving\\ncredit facility to the Borrowers in an aggregate principal amount not to exceed\\n$225,000,000; and\\n\\n     WHEREAS, proceeds of the revolving credit facility shall be used for (1)\\nrefinancing existing Indebtedness, and (2) general corporate purposes; and\\n\\n     WHEREAS, the Lenders are willing to provide such credit upon the terms and\\nconditions hereinafter set forth;\\n\\n     NOW, THEREFORE, the parties hereto, in consideration of their mutual\\ncovenants and agreements hereinafter set forth and intending to be legally bound\\nhereby, covenant and agree as follows:\\n\\n                             1. CERTAIN DEFINITIONS\\n\\n          1.1 CERTAIN DEFINITIONS.\\n\\n          In addition to words and terms defined elsewhere in this Agreement,\\nthe following words and terms shall have the following meanings, respectively,\\nunless the context hereof clearly requires otherwise:\\n\\n               2006 SENIOR NOTES shall mean the Company's 7 ?% senior notes,\\nissued in 2006 and due May 1, 2016, in the aggregate principal amount of\\n$200,000,000, guarantied by certain of the Loan Parties.\\n\\n               2010 SENIOR NOTES shall mean the Company's 7 ?% senior notes,\\nissued in 2010 and due May 1, 2016, in the aggregate principal amount of\\n$100,000,000, guarantied by certain of the Loan Parties.\\n\\n               ACCOUNTS RECEIVABLE FACILITY DOCUMENTS means all documentation\\nentered into by the Company and its Subsidiaries, including, without limitation,\\nthe Receivables Entity, in connection with the sale or other transfer of\\naccounts receivable and other related assets pursuant to a Permitted Accounts\\nReceivable Program, as such documentation may be\\n\\n\\n\\namended, restated, supplemented or otherwise modified from time to time in\\naccordance with the terms hereof and thereof.\\n\\n               ADMINISTRATIVE AGENT shall have the meaning given to such term in\\nthe introductory paragraph hereof.\\n\\n               ADMINISTRATIVE AGENT'S FEE shall have the meaning assigned to\\nthat term in Section 9.15.\\n\\n               ADMINISTRATIVE AGENT'S LETTER shall have the meaning assigned to\\nthat term in Section 9.15.\\n\\n               AFFILIATE as to any Person shall mean any other Person (i) which,\\ndirectly or indirectly controls, is controlled by, or is under common control\\nwith such Person. For purposes of this definition, \\\"control\\\" (including, with\\ncorrelative meanings, the term \\\"controlled by\\\" and \\\"under common control with\\\")\\nshall mean the power, directly or indirectly, either to (a) vote 10% or more of\\nthe securities having ordinary voting power for the election of directors of\\nsuch Person or (b) direct or cause the direction of the management and policies\\nof such Person whether through the ownership of voting securities or by contract\\nor otherwise, including the power to elect a majority of the directors of a\\ncorporation.\\n\\n               AGREEMENT shall mean this Credit Agreement, as the same may be\\nextended, renewed, amended, supplemented or restated from time to time,\\nincluding all schedules and exhibits.\\n\\n               ANTI-TERRORISM LAWS shall mean any Laws relating to terrorism or\\nmoney laundering, including Executive Order No. 13224, the USA Patriot Act, the\\nLaws comprising or implementing the Bank Secrecy Act, and the Laws administered\\nby the United States Treasury Department's Office of Foreign Asset Control (as\\nany of the foregoing Laws may from time to time be amended, renewed, extended,\\nor replaced).\\n\\n               APPLICABLE COMMITMENT FEE RATE shall mean the percentage rate per\\nannum at the indicated level of Debt Rating in the pricing grid on SCHEDULE\\n1.1(A) next to the line titled \\\"Commitment Fee.\\\" The Applicable Commitment Fee\\nRate shall be computed in accordance with the parameters set forth on SCHEDULE\\n1.1(A).\\n\\n               APPLICABLE MARGIN shall mean the percentage spread to be added to\\nEuro-Rate under the Euro-Rate Option or to the Base Rate under the Base Rate\\nOption at the indicated level of Debt Rating in the pricing grid on SCHEDULE\\n1.1(A) next to the line titled \\\"Euro-Rate Spread\\\" or \\\"Base Rate Spread.\\\" The\\nApplicable Margin shall be computed in accordance with the parameters set forth\\non SCHEDULE 1.1(A).\\n\\n               ASSIGNMENT AND ASSUMPTION AGREEMENT shall mean an Assignment and\\nAssumption Agreement by and among a Purchasing Lender, a Transferor Lender and\\nthe Administrative Agent, as Administrative Agent and on behalf of the remaining\\nLenders, substantially in the form of EXHIBIT 1.1(A).\"\n",
      "        ],\n",
      "        \"sentence_embeddings\": [\n",
      "            \"Exhibit 10.1\\n\\n                                                                  EXECUTION COPY\\n\\n                    $225,000,000.00 REVOLVING CREDIT FACILITY\\n\\n                                CREDIT AGREEMENT\\n\\n                                  by and among\\n\\n                             P.H. GLATFELTER COMPANY\\n\\n                                       and\\n\\n                    Certain of its Subsidiaries, as Borrowers\\n\\n                                       and\\n\\n                       THE BANKS PARTY HERETO, as Lenders\\n\\n                                       and\\n\\n             PNC BANK, NATIONAL ASSOCIATION, as Administrative Agent\\n\\n                                      with\\n\\n           PNC CAPITAL MARKETS LLC and CITIZENS BANK OF PENNSYLVANIA,\\n\\n                  as Joint Lead Arrangers and Joint Bookrunners\\n\\n                                       and\\n\\n               CITIZENS BANK OF PENNSYLVANIA, as Syndication Agent\\n\\n                           Dated as of April 29, 2010\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n1.  CERTAIN DEFINITIONS..................................................      1\\n    1.1   Certain Definitions............................................      1\\n    1.2   Construction...................................................     28\\n          1.2.1   Number; Inclusion......................................     28\\n          1.2.2   Determination..........................................     28\\n          1.2.3   Administrative Agent's Discretion and Consent..........     28\\n          1.2.4   Documents Taken as a Whole.............................     28\\n          1.2.5   Headings...............................................     29\\n          1.2.6   Implied References to this Agreement...................     29\\n          1.2.7   Persons................................................     29\\n          1.2.8   Modifications to Documents.............................     29\\n          1.2.9   From, To and Through...................................     29\\n          1.2.10  Shall; Will............................................     29\\n          1.2.11  Quebec Matters.........................................     29\\n    1.3   Accounting Principles..........................................     30\\n2.  REVOLVING CREDIT AND SWING LOAN FACILITIES...........................     31\\n    2.1   Revolving Credit Commitments...................................     31\\n          2.1.1   Revolving Credit Loans.................................     31\\n          2.1.2   Swing Loan Commitment..................................     33\\n    2.2   Nature of Lenders' Obligations with Respect to Revolving Credit\\n          Loans..........................................................     33\\n    2.3   Commitment Fees................................................     33\\n    2.4   Revolving Credit Loan Requests.................................     34\\n          2.4.1   Revolving Credit Loan Requests.........................     34\\n          2.4.2   Swing Loan Requests....................................     34\\n    2.5   Making Revolving Credit Loans and Swing Loans; Revolving Credit\\n          Notes and Swing Notes..........................................     35\\n          2.5.1   Making Revolving Credit Loans..........................     35\\n          2.5.2   Making Swing Loans.....................................     35\\n    2.6   Revolving Credit Notes.........................................     35\\n    2.7   Swing Loan Note................................................     35\\n    2.8   Borrowings to Repay Swing Loans................................     36\\n    2.9   Utilization of Commitments in Optional Currencies..............     36\\n          2.9.1   Periodic Computations of Dollar Equivalent Amounts of\\n                  Revolving Credit Loans and Letters of Credit\\n                  Outstanding............................................     36\\n          2.9.2   Notices From Lenders That Optional Currencies Are\\n                  Unavailable to Fund New Loans..........................     36\\n          2.9.3   Notices From Lenders That Optional Currencies Are\\n                  Unavailable to Fund Renewals of the Euro-Rate Option...     37\\n          2.9.4   European Monetary Union................................     37\\n\\n\\n\\n                                       -i-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          2.9.5   Requests for Additional Optional Currencies............     38\\n    2.10  Use of Proceeds................................................     38\\n    2.11  Letter of Credit Subfacility...................................     38\\n          2.11.1  Issuance of Letters of Credit..........................     38\\n          2.11.2  Letter of Credit Fees..................................     39\\n          2.11.3  Disbursements, Reimbursement...........................     39\\n          2.11.4  Repayment of Participation Advances....................     41\\n          2.11.5  Documentation..........................................     41\\n          2.11.6  Determinations to Honor Drawing Requests...............     42\\n          2.11.7  Nature of Participation and Reimbursement Obligations..     42\\n          2.11.8  Indemnity..............................................     44\\n          2.11.9  Liability for Acts and Omissions.......................     44\\n    2.12  Currency Repayments............................................     46\\n    2.13  Optional Currency Amounts......................................     46\\n    2.14  Reduction of Commitment........................................     46\\n3.  INTEREST RATES.......................................................     47\\n    3.1   Interest Rate Options..........................................     47\\n          3.1.1   Interest Rate Options..................................     47\\n          3.1.2   Rate Quotations........................................     47\\n    3.2   Interest Periods...............................................     48\\n          3.2.1   Amount of Borrowing Tranche............................     48\\n          3.2.2   Renewals...............................................     48\\n    3.3   Interest After Default.........................................     48\\n          3.3.1   Letter of Credit Fees, Interest Rate...................     48\\n          3.3.2   Other Obligations......................................     48\\n          3.3.3   Acknowledgment.........................................     48\\n    3.4   Euro-Rate Unascertainable; Illegality; Increased Costs;\\n          Deposits Not Available.........................................     49\\n          3.4.1   Unascertainable........................................     49\\n          3.4.2   Illegality; Increased Costs; Deposits Not Available....     49\\n          3.4.3   Administrative Agent's and Lender's Rights.............     49\\n    3.5   Selection of Interest Rate Options.............................     50\\n    3.6   Canadian Interest Act Disclosure...............................     50\\n    3.7   Canadian Usury Provision.......................................     50\\n4.  PAYMENTS.............................................................     51\\n    4.1   Payments.......................................................     51\\n    4.2   Pro Rata Treatment of Lenders..................................     52\\n    4.3   Interest Payment Dates.........................................     52\\n    4.4   Voluntary Prepayments..........................................     52\\n\\n\\n\\n                                      -ii-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          4.4.1   Right to Prepay........................................     52\\n          4.4.2   Replacement of a Lender................................     53\\n          4.4.3   Change of Lending Office...............................     54\\n    4.5   Mandatory Prepayments..........................................     54\\n          4.5.1   Currency Fluctuations..................................     54\\n          4.5.2   Application Among Interest Rate Options................     55\\n    4.6   Additional Compensation in Certain Circumstances...............     55\\n          4.6.1   Increased Costs or Reduced Return Resulting from Taxes,\\n                  Reserves, Capital Adequacy Requirements, Expenses,\\n                  Etc....................................................     55\\n          4.6.2   Indemnity..............................................     56\\n    4.7   Interbank Market Presumption...................................     56\\n    4.8   Taxes..........................................................     57\\n          4.8.1   No Deductions..........................................     57\\n          4.8.2   Stamp Taxes............................................     57\\n          4.8.3   Indemnification for Taxes Paid by a Lender.............     57\\n          4.8.4   Certificate............................................     57\\n          4.8.5   Exclusions, etc........................................     58\\n          4.8.6   Change of Lending Office, etc..........................     58\\n          4.8.7   Survival...............................................     58\\n    4.9   Judgment Currency..............................................     58\\n          4.9.1   Currency Conversion Procedures for Judgments...........     58\\n          4.9.2   Indemnity in Certain Events............................     59\\n    4.10  Notes..........................................................     59\\n    4.11  Settlement Date Procedures.....................................     59\\n    4.12  Borrowers' Agent...............................................     60\\n5.  REPRESENTATIONS AND WARRANTIES.......................................     60\\n    5.1   Representations and Warranties.................................     60\\n          5.1.1   Organization and Qualification.........................     60\\n          5.1.2   Subsidiaries...........................................     60\\n          5.1.3   Power and Authority....................................     61\\n          5.1.4   Validity and Binding Effect............................     61\\n          5.1.5   No Conflict............................................     61\\n          5.1.6   Litigation.............................................     62\\n          5.1.7   Title to Properties....................................     62\\n          5.1.8   Financial Statements...................................     62\\n          5.1.9   Use of Proceeds; Margin Stock..........................     63\\n          5.1.10  Full Disclosure........................................     63\\n          5.1.11  Taxes..................................................     63\\n          5.1.12  Consents and Approvals.................................     64\\n          5.1.13  No Event of Default; Compliance with Instruments.......     64\\n\\n\\n\\n                                      -iii-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          5.1.14  Patents, Trademarks, Copyrights, Licenses, Etc.........     64\\n          5.1.15  Insurance..............................................     64\\n          5.1.16  Compliance with Laws...................................     65\\n          5.1.17  Material Contracts; Burdensome Restrictions............     65\\n          5.1.18  Investment Companies; Regulated Entities...............     65\\n          5.1.19  Plans and Benefit Arrangements.........................     65\\n          5.1.20  Employment Matters.....................................     66\\n          5.1.21  Environmental Matters..................................     67\\n          5.1.22  Senior Debt Status.....................................     68\\n          5.1.23  Anti-Terrorism Laws....................................     68\\n    5.2   Continuation of Representations................................     70\\n    5.3   Updates to Schedules...........................................     70\\n6.  CONDITIONS OF LENDING AND ISSUANCE OF LETTERS OF CREDIT..............     70\\n    6.1   First Loans and Letters of Credit..............................     70\\n          6.1.1   Officer's Certificate..................................     70\\n          6.1.2   Secretary's Certificate................................     71\\n          6.1.3   Delivery of Loan Documents.............................     71\\n          6.1.4   Opinion of Counsel.....................................     71\\n          6.1.5   Legal Details..........................................     72\\n          6.1.6   Payment of Fees........................................     72\\n          6.1.7   Consents...............................................     72\\n          6.1.8   Officer's Certificate Regarding MACs...................     72\\n          6.1.9   No Violation of Laws...................................     72\\n          6.1.10  No Actions or Proceedings; No Material Litigation......     72\\n          6.1.11  Other Requirements.....................................     73\\n    6.2   Each Additional Loan or Letter of Credit.......................     73\\n    6.3   Loans to Fund Acquisitions.....................................     73\\n7.  COVENANTS............................................................     73\\n    7.1   Affirmative Covenants..........................................     73\\n          7.1.1   Preservation of Existence, Etc.........................     73\\n          7.1.2   Payment of Liabilities, Including Taxes, Etc...........     74\\n          7.1.3   Maintenance of Insurance...............................     74\\n          7.1.4   Maintenance of Properties and Leases...................     74\\n          7.1.5   Maintenance of Patents, Trademarks, Etc................     74\\n          7.1.6   Visitation Rights......................................     75\\n          7.1.7   Keeping of Records and Books of Account................     75\\n          7.1.8   Plans and Benefit Arrangements.........................     75\\n          7.1.9   Compliance with Laws...................................     75\\n          7.1.10  Joinder of Guarantors and Borrowers....................     76\\n\\n\\n\\n                                      -iv-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          7.1.11  Anti-Terrorism Laws....................................     76\\n          7.1.12  German and English Borrowers...........................     77\\n    7.2   Negative Covenants.............................................     78\\n          7.2.1   Indebtedness...........................................     78\\n          7.2.2   Liens..................................................     80\\n          7.2.3   Guaranties.............................................     80\\n          7.2.4   Loans and Investments..................................     80\\n          7.2.5   Dividends and Related Distributions....................     82\\n          7.2.6   Liquidations, Mergers, Consolidations, Acquisitions....     82\\n          7.2.7   Dispositions of Assets or Subsidiaries.................     84\\n          7.2.8   Affiliate Transactions.................................     85\\n          7.2.9   Subsidiaries...........................................     85\\n          7.2.10  Continuation of or Change in Business..................     86\\n          7.2.11  Plans and Benefit Arrangements.........................     86\\n          7.2.12  Fiscal Year............................................     86\\n          7.2.13  Issuance of Stock......................................     86\\n          7.2.14  Changes in Organizational Documents....................     86\\n          7.2.15  Maximum Leverage Ratio.................................     87\\n          7.2.16  Minimum Interest Coverage Ratio........................     87\\n          7.2.17  Receivables Entities and Timberland Note Monetization\\n                  Entities...............................................     87\\n    7.3   Reporting Requirements.........................................     88\\n          7.3.1   Quarterly Financial Statements.........................     88\\n          7.3.2   Annual Financial Statements............................     88\\n          7.3.3   Certificate of the Borrower............................     89\\n          7.3.4   Notice of Default......................................     89\\n          7.3.5   Notice of Litigation...................................     89\\n          7.3.6   Notice of Change in Debt Rating........................     89\\n          7.3.7   Certain Events.........................................     90\\n          7.3.8   Budgets, Forecasts, Other Reports and Information......     90\\n          7.3.9   Notices Regarding Plans and Benefit Arrangements.......     91\\n8.  DEFAULT..............................................................     92\\n    8.1   Events of Default..............................................     92\\n          8.1.1   Payments Under Loan Documents..........................     92\\n          8.1.2   Breach of Warranty.....................................     92\\n          8.1.3   Breach of Negative Covenants and Certain Affirmative\\n                  Covenants..............................................     92\\n          8.1.4   Breach of Other Covenants..............................     93\\n          8.1.5   Defaults in Other Agreements or Indebtedness...........     93\\n          8.1.6   Final Judgments or Orders..............................     93\\n          8.1.7   Loan Document Unenforceable............................     93\\n\\n\\n\\n                                       -v-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n          8.1.8   Proceedings Against Assets.............................     93\\n          8.1.9   Notice of Lien or Assessment...........................     94\\n          8.1.10  Insolvency.............................................     94\\n          8.1.11  Events Relating to Plans and Benefit Arrangements......     94\\n          8.1.12  Cessation of Business..................................     94\\n          8.1.13  Change of Control......................................     95\\n          8.1.14  Involuntary Proceedings................................     95\\n          8.1.15  Voluntary Proceedings..................................     95\\n    8.2   Consequences of Event of Default...............................     96\\n          8.2.1   Events of Default Other Than Bankruptcy, Insolvency or\\n                  Reorganization Proceedings.............................     96\\n          8.2.2   Bankruptcy, Insolvency or Reorganization Proceedings...     96\\n          8.2.3   Set-off................................................     96\\n          8.2.4   Suits, Actions, Proceedings............................     97\\n          8.2.5   Application of Proceeds................................     97\\n9.  THE AGENT............................................................     98\\n    9.1   Appointment....................................................     98\\n    9.2   Delegation of Duties...........................................     98\\n    9.3   Nature of Duties; Independent Credit Investigation.............     98\\n    9.4   Actions in Discretion of Administrative Agent; Instructions\\n          From the Lenders...............................................     99\\n    9.5   Reimbursement and Indemnification of Administrative Agent by\\n          the Borrower...................................................     99\\n    9.6   Exculpatory Provisions; Limitation of Liability................    100\\n    9.7   Reimbursement and Indemnification of Administrative Agent by\\n          Lenders........................................................    101\\n    9.8   Reliance by Administrative Agent...............................    101\\n    9.9   Notice of Default..............................................    102\\n    9.10  Notices........................................................    102\\n    9.11  Lenders in Their Individual Capacities; Administrative Agent in\\n          its Individual Capacity........................................    102\\n    9.12  Holders of Notes...............................................    102\\n    9.13  Sharing of Payments............................................    103\\n    9.14  Successor Administrative Agent.................................    103\\n    9.15  Administrative Agent's Fee.....................................    104\\n    9.16  Availability of Funds..........................................    104\\n    9.17  Calculations...................................................    104\\n    9.18  No Reliance on Administrative Agent's Customer Identification\\n          Program........................................................    105\\n    9.19  Beneficiaries..................................................    105\\n\\n\\n\\n                                      -vi-\\n\\n\\n\\n                                TABLE OF CONTENTS\\n\\n\\n\\nSection                                                                     Page\\n-------                                                                     ----\\n                                                                         \\n10. MISCELLANEOUS........................................................    105\\n    10.1  Modifications, Amendments or Waivers...........................    105\\n          10.1.1  Increase of Commitment.................................    105\\n          10.1.2  Extension of Payment; Reduction of Principal Interest\\n                  or Fees................................................    106\\n          10.1.3  Release a Guarantor....................................    106\\n          10.1.4  Miscellaneous..........................................    106\\n    10.2  No Implied Waivers; Cumulative Remedies; Writing Required......    106\\n    10.3  Reimbursement and Indemnification of Lenders by the Borrower...    107\\n    10.4  Holidays.......................................................    107\\n    10.5  Funding by Branch, Subsidiary or Affiliate.....................    108\\n          10.5.1  Notional Funding.......................................    108\\n          10.5.2  Actual Funding.........................................    108\\n    10.6  Notices; Lending Offices.......................................    108\\n    10.7  Severability...................................................    109\\n    10.8  Governing Law..................................................    110\\n    10.9  Prior Understanding............................................    110\\n    10.10 Duration; Survival.............................................    110\\n    10.11 Successors and Assigns.........................................    110\\n    10.12 Confidentiality................................................    112\\n          10.12.1 General................................................    112\\n          10.12.2 Sharing Information With Affiliates of the Lenders.....    112\\n    10.13 Counterparts...................................................    113\\n    10.14 Administrative Agent's or Lender's Consent.....................    113\\n    10.15 Exceptions.....................................................    113\\n    10.16 CONSENT TO FORUM; WAIVER OF JURY TRIAL.........................    113\\n    10.17 Certifications From Lenders and Participants...................    114\\n          10.17.1 Tax Withholding........................................    114\\n          10.17.2 USA Patriot Act........................................    115\\n    10.18 Nature of Foreign Borrower Obligations.........................    115\\n    10.19 Pledge of Foreign Loan Party Loans.............................    116\\n\\n\\n\\n                                      -vii-\\n\\n\\n\\n                         LIST OF SCHEDULES AND EXHIBITS\\n\\nSCHEDULES\\nSCHEDULE 1.1(A)   - PRICING GRID\\nSCHEDULE 1.1(B)   - COMMITMENTS OF BANKS AND ADDRESSES FOR NOTICES\\nSCHEDULE 1.1(E)   - EXISTING LETTERS OF CREDIT\\nSCHEDULE 1.1(M)   - MATERIAL SUBSIDIARIES\\nSCHEDULE 1.1(P)   - PERMITTED LIENS\\nSCHEDULE 5.1.1    - DOMESTIC QUALIFICATIONS TO DO BUSINESS\\nSCHEDULE 5.1.2    - SUBSIDIARIES\\nSCHEDULE 5.1.6    - LITIGATION\\nSCHEDULE 5.1.12   - CONSENTS AND APPROVALS\\nSCHEDULE 5.1.14   - PATENTS, TRADEMARKS, COPYRIGHTS, LICENSES, ETC.\\nSCHEDULE 7.2.1    - PERMITTED INDEBTEDNESS\\nSCHEDULE 7.2.4    - EXISTING INVESTMENTS\\n\\nEXHIBITS\\nEXHIBIT 1.1(A)    - ASSIGNMENT AND ASSUMPTION AGREEMENT\\nEXHIBIT 1.1(B)    - BORROWER JOINDER\\nEXHIBIT 1.1(G)(1) - GUARANTOR JOINDER\\nEXHIBIT 1.1(G)(2) - GUARANTY AGREEMENT\\nEXHIBIT 1.1(R)    - REVOLVING CREDIT NOTE\\nEXHIBIT 1.1(S)    - SWING LOAN NOTE\\nEXHIBIT 2.4       - LOAN REQUEST\\nEXHIBIT 6.1.4     - OPINION OF COUNSEL\\nEXHIBIT 7.2.6     - ACQUISITION COMPLIANCE CERTIFICATE\\nEXHIBIT 7.3.3     - QUARTERLY COMPLIANCE CERTIFICATE\\n\\n\\n                                     -viii-\\n\\n\\n\\n                                CREDIT AGREEMENT\\n\\n     THIS CREDIT AGREEMENT is dated as of April 29, 2010, and is made by and\\namong P.H. GLATFELTER COMPANY, a Pennsylvania corporation ( the \\\"COMPANY\\\") and\\ncertain of its subsidiaries identified on the signature pages hereto (each a\\n\\\"BORROWER\\\" and collectively, the \\\"BORROWERS\\\"), each of the GUARANTORS (as\\nhereinafter defined), the LENDERS (as hereinafter defined), PNC BANK, NATIONAL\\nASSOCIATION, in its capacity as agent for the Lenders under this Agreement\\n(hereinafter referred to in such capacity as the \\\"ADMINISTRATIVE AGENT\\\"), and,\\nfor the limited purpose of public identification in trade tables, PNC CAPITAL\\nMARKETS LLC and CITIZENS BANK OF PENNSYLVANIA, as joint arrangers and joint\\nbookrunners, and CITIZENS BANK OF PENNSYLVANIA, as syndication agent.\\n\\n                                   WITNESSETH:\\n\\n     WHEREAS, the Borrowers have requested the Lenders to provide a revolving\\ncredit facility to the Borrowers in an aggregate principal amount not to exceed\\n$225,000,000; and\\n\\n     WHEREAS, proceeds of the revolving credit facility shall be used for (1)\\nrefinancing existing Indebtedness, and (2) general corporate purposes; and\\n\\n     WHEREAS, the Lenders are willing to provide such credit upon the terms and\\nconditions hereinafter set forth;\\n\\n     NOW, THEREFORE, the parties hereto, in consideration of their mutual\\ncovenants and agreements hereinafter set forth and intending to be legally bound\\nhereby, covenant and agree as follows:\\n\\n                             1. CERTAIN DEFINITIONS\\n\\n          1.1 CERTAIN DEFINITIONS.\\n\\n          In addition to words and terms defined elsewhere in this Agreement,\\nthe following words and terms shall have the following meanings, respectively,\\nunless the context hereof clearly requires otherwise:\\n\\n               2006 SENIOR NOTES shall mean the Company's 7 ?% senior notes,\\nissued in 2006 and due May 1, 2016, in the aggregate principal amount of\\n$200,000,000, guarantied by certain of the Loan Parties.\\n\\n               2010 SENIOR NOTES shall mean the Company's 7 ?% senior notes,\\nissued in 2010 and due May 1, 2016, in the aggregate principal amount of\\n$100,000,000, guarantied by certain of the Loan Parties.\\n\\n               ACCOUNTS RECEIVABLE FACILITY DOCUMENTS means all documentation\\nentered into by the Company and its Subsidiaries, including, without limitation,\\nthe Receivables Entity, in connection with the sale or other transfer of\\naccounts receivable and other related assets pursuant to a Permitted Accounts\\nReceivable Program, as such documentation may be\\n\\n\\n\\namended, restated, supplemented or otherwise modified from time to time in\\naccordance with the terms hereof and thereof.\\n\\n               ADMINISTRATIVE AGENT shall have the meaning given to such term in\\nthe introductory paragraph hereof.\\n\\n               ADMINISTRATIVE AGENT'S FEE shall have the meaning assigned to\\nthat term in Section 9.15.\\n\\n               ADMINISTRATIVE AGENT'S LETTER shall have the meaning assigned to\\nthat term in Section 9.15.\\n\\n               AFFILIATE as to any Person shall mean any other Person (i) which,\\ndirectly or indirectly controls, is controlled by, or is under common control\\nwith such Person. For purposes of this definition, \\\"control\\\" (including, with\\ncorrelative meanings, the term \\\"controlled by\\\" and \\\"under common control with\\\")\\nshall mean the power, directly or indirectly, either to (a) vote 10% or more of\\nthe securities having ordinary voting power for the election of directors of\\nsuch Person or (b) direct or cause the direction of the management and policies\\nof such Person whether through the ownership of voting securities or by contract\\nor otherwise, including the power to elect a majority of the directors of a\\ncorporation.\\n\\n               AGREEMENT shall mean this Credit Agreement, as the same may be\\nextended, renewed, amended, supplemented or restated from time to time,\\nincluding all schedules and exhibits.\\n\\n               ANTI-TERRORISM LAWS shall mean any Laws relating to terrorism or\\nmoney laundering, including Executive Order No. 13224, the USA Patriot Act, the\\nLaws comprising or implementing the Bank Secrecy Act, and the Laws administered\\nby the United States Treasury Department's Office of Foreign Asset Control (as\\nany of the foregoing Laws may from time to time be amended, renewed, extended,\\nor replaced).\\n\\n               APPLICABLE COMMITMENT FEE RATE shall mean the percentage rate per\\nannum at the indicated level of Debt Rating in the pricing grid on SCHEDULE\\n1.1(A) next to the line titled \\\"Commitment Fee.\\\" The Applicable Commitment Fee\\nRate shall be computed in accordance with the parameters set forth on SCHEDULE\\n1.1(A).\\n\\n               APPLICABLE MARGIN shall mean the percentage spread to be added to\\nEuro-Rate under the Euro-Rate Option or to the Base Rate under the Base Rate\\nOption at the indicated level of Debt Rating in the pricing grid on SCHEDULE\\n1.1(A) next to the line titled \\\"Euro-Rate Spread\\\" or \\\"Base Rate Spread.\\\" The\\nApplicable Margin shall be computed in accordance with the parameters set forth\\non SCHEDULE 1.1(A).\\n\\n               ASSIGNMENT AND ASSUMPTION AGREEMENT shall mean an Assignment and\\nAssumption Agreement by and among a Purchasing Lender, a Transferor Lender and\\nthe Administrative Agent, as Administrative Agent and on behalf of the remaining\\nLenders, substantially in the form of EXHIBIT 1.1(A).\"\n",
      "        ],\n",
      "        \"category\": [\n",
      "            \"credit-agreement\"\n",
      "        ]\n",
      "    },\n",
      "    {\n",
      "        \"document\": [\n",
      "            \"AUGMENTING LENDER shall have the meaning assigned to such term in\\nSection 2.1.1.2.\\n\\n               AUTHORIZED OFFICER shall mean those individuals, designated by\\nwritten notice to the Administrative Agent from the Company, on behalf of all\\nthe Loan Parties, authorized to execute notices, reports and other documents on\\nbehalf of the Loan Parties required hereunder. The Company, on behalf of all the\\nLoan Parties, may amend such list of individuals from time to time by giving\\nwritten notice of such amendment to the Administrative Agent.\\n\\n               BASE RATE shall mean the greater of (i) the interest rate per\\nannum announced from time to time by the Administrative Agent at its Principal\\nOffice as its then prime rate, which rate may not be the lowest rate then being\\ncharged to commercial borrowers by the Administrative Agent, (ii) the Federal\\nFunds Open Rate plus 0.5% per annum, or (iii) the Daily Euro-Rate plus 1.00% per\\nannum.\\n\\n               BASE RATE OPTION shall mean the option of the Borrowers to have\\nLoans bear interest at the rate and under the terms and conditions set forth in\\nSection 3.1.1(i).\\n\\n               BENEFIT ARRANGEMENT shall mean at any time an \\\"employee benefit\\nplan,\\\" within the meaning of Section 3(3) of ERISA, which is neither a Plan nor\\na Multiemployer Plan and which is maintained, sponsored or otherwise contributed\\nto by any member of the ERISA Group.\\n\\n               BLOCKED PERSON shall have the meaning assigned to such term in\\nSection 5.1.23.2.\\n\\n               BORROWER shall have the meaning given to such term in the\\nintroductory paragraph hereto and shall include any Person required to join this\\nAgreement pursuant to Section 7.2.9 or which elects to join this agreement as a\\nBorrower and, in each case, executes a Borrower Joinder.\\n\\n               BORROWER JOINDER shall mean a joinder by a Person as a Borrower\\nunder this Agreement and the other Loan Documents in substantially the form of\\nEXHIBIT 1.1(B).\\n\\n               BORROWING DATE shall mean, with respect to any Loan, the date for\\nthe making thereof or the renewal or conversion thereof at the same or a\\ndifferent Interest Rate Option, which shall be a Business Day.\\n\\n               BORROWING TRANCHE shall mean specified portions of Loans\\noutstanding as follows: (i) any Loans to which a Euro-Rate Option applies which\\nbecome subject to the same Interest Rate Option under the same Loan Request by\\nthe Borrowers and which have the same Interest Period and which are denominated\\neither in Dollars or in the same Optional Currency shall constitute one\\nBorrowing Tranche, and (ii) all Loans to which a Base Rate Option applies shall\\nconstitute one Borrowing Tranche.\"\n",
      "        ],\n",
      "        \"sentence_embeddings\": [\n",
      "            \"AUGMENTING LENDER shall have the meaning assigned to such term in\\nSection 2.1.1.2.\\n\\n               AUTHORIZED OFFICER shall mean those individuals, designated by\\nwritten notice to the Administrative Agent from the Company, on behalf of all\\nthe Loan Parties, authorized to execute notices, reports and other documents on\\nbehalf of the Loan Parties required hereunder. The Company, on behalf of all the\\nLoan Parties, may amend such list of individuals from time to time by giving\\nwritten notice of such amendment to the Administrative Agent.\\n\\n               BASE RATE shall mean the greater of (i) the interest rate per\\nannum announced from time to time by the Administrative Agent at its Principal\\nOffice as its then prime rate, which rate may not be the lowest rate then being\\ncharged to commercial borrowers by the Administrative Agent, (ii) the Federal\\nFunds Open Rate plus 0.5% per annum, or (iii) the Daily Euro-Rate plus 1.00% per\\nannum.\\n\\n               BASE RATE OPTION shall mean the option of the Borrowers to have\\nLoans bear interest at the rate and under the terms and conditions set forth in\\nSection 3.1.1(i).\\n\\n               BENEFIT ARRANGEMENT shall mean at any time an \\\"employee benefit\\nplan,\\\" within the meaning of Section 3(3) of ERISA, which is neither a Plan nor\\na Multiemployer Plan and which is maintained, sponsored or otherwise contributed\\nto by any member of the ERISA Group.\\n\\n               BLOCKED PERSON shall have the meaning assigned to such term in\\nSection 5.1.23.2.\\n\\n               BORROWER shall have the meaning given to such term in the\\nintroductory paragraph hereto and shall include any Person required to join this\\nAgreement pursuant to Section 7.2.9 or which elects to join this agreement as a\\nBorrower and, in each case, executes a Borrower Joinder.\\n\\n               BORROWER JOINDER shall mean a joinder by a Person as a Borrower\\nunder this Agreement and the other Loan Documents in substantially the form of\\nEXHIBIT 1.1(B).\\n\\n               BORROWING DATE shall mean, with respect to any Loan, the date for\\nthe making thereof or the renewal or conversion thereof at the same or a\\ndifferent Interest Rate Option, which shall be a Business Day.\\n\\n               BORROWING TRANCHE shall mean specified portions of Loans\\noutstanding as follows: (i) any Loans to which a Euro-Rate Option applies which\\nbecome subject to the same Interest Rate Option under the same Loan Request by\\nthe Borrowers and which have the same Interest Period and which are denominated\\neither in Dollars or in the same Optional Currency shall constitute one\\nBorrowing Tranche, and (ii) all Loans to which a Base Rate Option applies shall\\nconstitute one Borrowing Tranche.\"\n",
      "        ],\n",
      "        \"category\": [\n",
      "            \"other\"\n",
      "        ]\n",
      "    },\n",
      "    {\n",
      "        \"document\": [\n",
      "            \"DECLINED SHARE shall have the meaning assigned to that term in\\nSection 2.1.1.2.\\n\\n               DEFAULTING LENDER shall have the meaning assigned to that term in\\nSection 4.4.2.\\n\\n               DESIGNATED CREDIT PARTIES means the Company and those\\nSubsidiaries that are from time to time party to the Accounts Receivable\\nFacility Documents.\\n\\n               DOLLAR, DOLLARS, U.S. DOLLARS and the symbol $ shall mean lawful\\nmoney of the United States of America.\\n\\n               DOLLAR EQUIVALENT shall mean, with respect to any amount of any\\ncurrency, the Equivalent Amount of such currency expressed in Dollars.\\n\\n               DOLLAR EQUIVALENT REVOLVING FACILITY USAGE shall mean, at any\\ntime, the sum of the Dollar Equivalent of the principal amount of Revolving\\nCredit Loans then outstanding and the principal amount of Swing Loans then\\noutstanding and the Dollar Equivalent amount of Letters of Credit Outstanding.\\n\\n               DOMESTIC GUARANTOR shall mean those Guarantors which are\\norganized under the laws of the United States.\\n\\n               DRAWING DATE shall have the meaning assigned to that term in\\nSection 2.11.3.2.\\n\\n               EBITDA shall mean, for any period and any Person, net income\\n(excluding gains and losses on sales of assets (with the exception of sales of\\ntimberland property noted in the definition of Consolidated EBITDA)) and\\nnon-cash pension income and non-cash pension expenses) plus income tax expense,\\ninterest expense (excluding Timberland Installment Sale Interest Expense),\\ndepreciation, amortization expense and any Permitted EBITDA Add Backs (if\\nConsolidated EBITDA is being computed for the Company) of such Person.\\n\\n               ENGLISH BORROWER shall mean any Borrower organized under the Laws\\nof England and Wales.\\n\\n               ENVIRONMENTAL COMPLAINT shall mean any written complaint by any\\nPerson or Official Body setting forth a cause of action for personal injury or\\nproperty damage, natural resource damage, contribution or indemnity for response\\ncosts, civil or administrative penalties, criminal fines or penalties, or\\ndeclaratory or equitable relief arising under any Environmental Laws or any\\norder, notice of violation, citation, subpoena, request for information or other\\nwritten notice or demand of any type issued by an Official Body pursuant to any\\nEnvironmental Laws.\\n\\n               ENVIRONMENTAL LAWS shall mean all applicable federal, state,\\nlocal and foreign Laws and any legally binding consent decrees, settlement\\nagreements, judgments, orders\"\n",
      "        ],\n",
      "        \"sentence_embeddings\": [\n",
      "            \"DECLINED SHARE shall have the meaning assigned to that term in\\nSection 2.1.1.2.\\n\\n               DEFAULTING LENDER shall have the meaning assigned to that term in\\nSection 4.4.2.\\n\\n               DESIGNATED CREDIT PARTIES means the Company and those\\nSubsidiaries that are from time to time party to the Accounts Receivable\\nFacility Documents.\\n\\n               DOLLAR, DOLLARS, U.S. DOLLARS and the symbol $ shall mean lawful\\nmoney of the United States of America.\\n\\n               DOLLAR EQUIVALENT shall mean, with respect to any amount of any\\ncurrency, the Equivalent Amount of such currency expressed in Dollars.\\n\\n               DOLLAR EQUIVALENT REVOLVING FACILITY USAGE shall mean, at any\\ntime, the sum of the Dollar Equivalent of the principal amount of Revolving\\nCredit Loans then outstanding and the principal amount of Swing Loans then\\noutstanding and the Dollar Equivalent amount of Letters of Credit Outstanding.\\n\\n               DOMESTIC GUARANTOR shall mean those Guarantors which are\\norganized under the laws of the United States.\\n\\n               DRAWING DATE shall have the meaning assigned to that term in\\nSection 2.11.3.2.\\n\\n               EBITDA shall mean, for any period and any Person, net income\\n(excluding gains and losses on sales of assets (with the exception of sales of\\ntimberland property noted in the definition of Consolidated EBITDA)) and\\nnon-cash pension income and non-cash pension expenses) plus income tax expense,\\ninterest expense (excluding Timberland Installment Sale Interest Expense),\\ndepreciation, amortization expense and any Permitted EBITDA Add Backs (if\\nConsolidated EBITDA is being computed for the Company) of such Person.\\n\\n               ENGLISH BORROWER shall mean any Borrower organized under the Laws\\nof England and Wales.\\n\\n               ENVIRONMENTAL COMPLAINT shall mean any written complaint by any\\nPerson or Official Body setting forth a cause of action for personal injury or\\nproperty damage, natural resource damage, contribution or indemnity for response\\ncosts, civil or administrative penalties, criminal fines or penalties, or\\ndeclaratory or equitable relief arising under any Environmental Laws or any\\norder, notice of violation, citation, subpoena, request for information or other\\nwritten notice or demand of any type issued by an Official Body pursuant to any\\nEnvironmental Laws.\\n\\n               ENVIRONMENTAL LAWS shall mean all applicable federal, state,\\nlocal and foreign Laws and any legally binding consent decrees, settlement\\nagreements, judgments, orders\"\n",
      "        ],\n",
      "        \"category\": [\n",
      "            \"other\"\n",
      "        ]\n",
      "    },\n",
      "    {\n",
      "        \"document\": [\n",
      "            \"EURO-RATE OPTION shall mean the option of the Borrowers to have\\nLoans bear interest at the rate and under the terms and conditions set forth in\\nSection 3.1.1(ii).\\n\\n               EURO-RATE RESERVE PERCENTAGE shall mean as of any day the maximum\\npercentage in effect on such day, (i) as prescribed by the Board of Governors of\\nthe Federal Reserve System (or any successor) for determining the reserve\\nrequirements (including supplemental, marginal and emergency reserve\\nrequirements) with respect to eurocurrency funding (currently referred to as\\n\\\"EUROCURRENCY LIABILITIES\\\"); and (ii) to be maintained by a Lender as required\\nfor reserve liquidity, special deposit, or similar purpose by any governmental\\nor monetary authority of any country or political subdivision thereof (including\\nany central bank), against (A) any category of liabilities that includes\\ndeposits by reference to which a Euro-Rate is to be determined, or (B) any\\ncategory of extension of credit or other assets that includes Loans or Borrowing\\nTranches to which a Euro-Rate applies.\\n\\n               EVENT OF DEFAULT shall mean any of the events described in\\nSection 8.1 and referred to therein as an \\\"Event of Default.\\\"\\n\\n               EXECUTIVE ORDER NO. 13224 shall mean the Executive Order No.\\n13224 on Terrorist Financing, effective September 24, 2001, as the same has\\nbeen, or shall hereafter be, renewed, extended, amended or replaced.\\n\\n               EXISTING LETTERS OF CREDIT shall mean those letters of credit\\nissued by PNC Bank or another Lender prior to the Closing Date as described on\\nSCHEDULE 1.1(E) attached hereto; provided that the Loan Parties will cause those\\nletters of credit issued by Lenders other than PNC Bank, as they expire, to be\\nreplaced by letters of credit issued by PNC Bank under Section 2.11.\\n\\n               EXPIRATION DATE shall mean, with respect to the Revolving Credit\\nCommitments, May 31, 2014.\\n\\n               FACILITY SHARE shall mean for any Lender, the Revolving Credit\\nCommitment of such Lender.\\n\\n               FEDERAL FUNDS EFFECTIVE RATE for any day shall mean the rate per\\nannum (based on a year of 360 days and actual days elapsed and rounded upward to\\nthe nearest 1/100 of 1%) announced by the Federal Reserve Bank of New York (or\\nany successor) on such day as being the weighted average of the rates on\\novernight federal funds transactions arranged by federal funds brokers on the\\nprevious trading day, as computed and announced by such Federal Reserve Bank (or\\nany successor) in substantially the same manner as such Federal Reserve Bank\\ncomputes and announces the weighted average it refers to as the \\\"Federal Funds\\nEffective Rate\\\" as of the date of this Agreement; provided, if such Federal\\nReserve Bank (or its successor) does not announce such rate on any day, the\\n\\\"Federal Funds Effective Rate\\\" for such day shall be the Federal Funds Effective\\nRate for the last day on which such rate was announced.\\n\\n               FEDERAL FUNDS OPEN RATE for any day shall mean the rate per annum\\n(based on a year of 360 days and the actual days elapsed) which is the daily\\nfederal funds open\"\n",
      "        ],\n",
      "        \"sentence_embeddings\": [\n",
      "            \"EURO-RATE OPTION shall mean the option of the Borrowers to have\\nLoans bear interest at the rate and under the terms and conditions set forth in\\nSection 3.1.1(ii).\\n\\n               EURO-RATE RESERVE PERCENTAGE shall mean as of any day the maximum\\npercentage in effect on such day, (i) as prescribed by the Board of Governors of\\nthe Federal Reserve System (or any successor) for determining the reserve\\nrequirements (including supplemental, marginal and emergency reserve\\nrequirements) with respect to eurocurrency funding (currently referred to as\\n\\\"EUROCURRENCY LIABILITIES\\\"); and (ii) to be maintained by a Lender as required\\nfor reserve liquidity, special deposit, or similar purpose by any governmental\\nor monetary authority of any country or political subdivision thereof (including\\nany central bank), against (A) any category of liabilities that includes\\ndeposits by reference to which a Euro-Rate is to be determined, or (B) any\\ncategory of extension of credit or other assets that includes Loans or Borrowing\\nTranches to which a Euro-Rate applies.\\n\\n               EVENT OF DEFAULT shall mean any of the events described in\\nSection 8.1 and referred to therein as an \\\"Event of Default.\\\"\\n\\n               EXECUTIVE ORDER NO. 13224 shall mean the Executive Order No.\\n13224 on Terrorist Financing, effective September 24, 2001, as the same has\\nbeen, or shall hereafter be, renewed, extended, amended or replaced.\\n\\n               EXISTING LETTERS OF CREDIT shall mean those letters of credit\\nissued by PNC Bank or another Lender prior to the Closing Date as described on\\nSCHEDULE 1.1(E) attached hereto; provided that the Loan Parties will cause those\\nletters of credit issued by Lenders other than PNC Bank, as they expire, to be\\nreplaced by letters of credit issued by PNC Bank under Section 2.11.\\n\\n               EXPIRATION DATE shall mean, with respect to the Revolving Credit\\nCommitments, May 31, 2014.\\n\\n               FACILITY SHARE shall mean for any Lender, the Revolving Credit\\nCommitment of such Lender.\\n\\n               FEDERAL FUNDS EFFECTIVE RATE for any day shall mean the rate per\\nannum (based on a year of 360 days and actual days elapsed and rounded upward to\\nthe nearest 1/100 of 1%) announced by the Federal Reserve Bank of New York (or\\nany successor) on such day as being the weighted average of the rates on\\novernight federal funds transactions arranged by federal funds brokers on the\\nprevious trading day, as computed and announced by such Federal Reserve Bank (or\\nany successor) in substantially the same manner as such Federal Reserve Bank\\ncomputes and announces the weighted average it refers to as the \\\"Federal Funds\\nEffective Rate\\\" as of the date of this Agreement; provided, if such Federal\\nReserve Bank (or its successor) does not announce such rate on any day, the\\n\\\"Federal Funds Effective Rate\\\" for such day shall be the Federal Funds Effective\\nRate for the last day on which such rate was announced.\\n\\n               FEDERAL FUNDS OPEN RATE for any day shall mean the rate per annum\\n(based on a year of 360 days and the actual days elapsed) which is the daily\\nfederal funds open\"\n",
      "        ],\n",
      "        \"category\": [\n",
      "            \"other\"\n",
      "        ]\n",
      "    }\n",
      "]\n"
     ]
    }
   ],
   "source": [
    "json_res = lp.annotate([pages[0], pages[1], pages[5], pages[9]])\n",
    "print(json.dumps(json_res, indent=4))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "4LwNwtTv5uA8"
   },
   "source": [
    "Ok our classifiers, which work on the top 512 tokens, say we have a **10K document** by using the first page."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "zSw7YQfS5vic"
   },
   "source": [
    "#✔️ 1.4. Paragraph / Section / Items splitting"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "U-A2PTjaSJRM"
   },
   "source": [
    "## TextSplitter\n",
    "To split by sentences or paragraphs or ..."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "6rQdecRWDvkr"
   },
   "source": [
    "In most cases:\n",
    "- paragraphs can be extracted using just `\\n\\n`.\n",
    "- sections and items may be delimited by headers and subheaders. We can train DL models to detect them or, if use numeration (if theyu are numerated sections) or other patterns to delimit their boundaries\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "c4ywgRBu3pq0"
   },
   "outputs": [],
   "source": [
    "example1 = \"\"\"Exhibit 10.2\n",
    "\n",
    "Execution Version\n",
    "\n",
    "INTELLECTUAL PROPERTY AGREEMENT\n",
    "\n",
    "This INTELLECTUAL PROPERTY AGREEMENT (this \"Agreement\"), dated as of December 31, 2018 (the \"Effective Date\") is entered into by and between Armstrong Flooring, Inc., a Delaware corporation (\"Seller\") and AFI Licensing LLC, a Delaware limited liability company (\"Licensing\" and together with Seller, \"Arizona\") and AHF Holding, Inc. (formerly known as Tarzan HoldCo, Inc.), a Delaware corporation (\"Buyer\") and Armstrong Hardwood Flooring Company, a Tennessee corporation (the \"Company\" and together with Buyer the \"Buyer Entities\") (each of Arizona on the one hand and the Buyer Entities on the other hand, a \"Party\" and collectively, the \"Parties\").\n",
    "\n",
    "WHEREAS, Seller and Buyer have entered into that certain Stock Purchase Agreement, dated November 14, 2018 (the \"Stock Purchase Agreement\"); WHEREAS, pursuant to the...\"\"\""
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "9jerVCQuF24v"
   },
   "source": [
    "By `\\n\\n`..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "SxWYrFuBElq4",
    "outputId": "b0a5b8b3-f68c-4a3b-dc2a-eafac05d7f27"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+--------------------+\n",
      "|              result|\n",
      "+--------------------+\n",
      "|      [Exhibit 10.2]|\n",
      "| [Execution Version]|\n",
      "|[INTELLECTUAL PRO...|\n",
      "|[This INTELLECTUA...|\n",
      "|[WHEREAS, Seller ...|\n",
      "+--------------------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "text_splitter = (\n",
    "    legal.TextSplitter()\n",
    "    .setInputCols([\"document\"])\n",
    "    .setOutputCol(\"paragraphs\")\n",
    "    .setCustomBounds([\"\\n\\n\"])\n",
    "    .setUseCustomBoundsOnly(True)\n",
    "    .setExplodeSentences(True)\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, text_splitter])\n",
    "\n",
    "sdf = spark.createDataFrame([[example1]]).toDF(\"text\")\n",
    "\n",
    "fit = nlp_pipeline.fit(sdf)\n",
    "res = fit.transform(sdf)\n",
    "\n",
    "res = res.select(\"paragraphs.result\").show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "gAjPslKQEu6K",
    "outputId": "51add0fc-5366-42dd-cc7d-aa471674aa76"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+--------------------+\n",
      "|              result|\n",
      "+--------------------+\n",
      "|      [Exhibit 10.2]|\n",
      "| [Execution Version]|\n",
      "|[INTELLECTUAL PRO...|\n",
      "|[This INTELLECTUA...|\n",
      "|[WHEREAS, Seller ...|\n",
      "+--------------------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "text_splitter = (\n",
    "    legal.TextSplitter()\n",
    "    .setInputCols([\"document\"])\n",
    "    .setOutputCol(\"paragraphs\")\n",
    "    .setCustomBounds([\"\\n\\n\"])\n",
    "    .setUseCustomBoundsOnly(True)\n",
    "    .setExplodeSentences(True)\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, text_splitter])\n",
    "\n",
    "sdf = spark.createDataFrame([[example1]]).toDF(\"text\")\n",
    "\n",
    "fit = nlp_pipeline.fit(sdf)\n",
    "res = fit.transform(sdf)\n",
    "\n",
    "res = res.select(\"paragraphs.result\").show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "m_3ueCfRF8Kw"
   },
   "source": [
    "By other regular expressions ..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "tr0P_O5JEiSH"
   },
   "outputs": [],
   "source": [
    "example2 = \"\"\"\n",
    "4. GRANT OF KNOW-HOW LICENSE \n",
    "4.1 Arizona Know-How Grant. Subject to the terms and conditions of this Agreement, Arizona hereby grants to the Company a perpetual, non- exclusive, royalty-free license in, to and under the Arizona Licensed Know-How for use in the Company Field throughout the world. \n",
    "4.2 Company Know-How Grant. Subject to the terms and conditions of this Agreement, the Company hereby grants to Seller a perpetual, non- exclusive, royalty-free license in, to and under the Company Licensed Know-How for use in the Arizona Field throughout the world. \n",
    "5. GRANT OF PATENT LICENSE \n",
    "5.1 Arizona Patent Grant. Subject to the terms and conditions of this Agreement, Arizona hereby grants to the Company a perpetual, non-exclusive, royalty-free license in, to and under the Arizona Licensed Patents for use in the Company Field throughout the world.\n",
    "\"\"\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "hjerJLEeGCC_",
    "outputId": "ef334eca-8ef2-4e8c-e4e3-392c7bfa6645"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+--------------------+\n",
      "|              result|\n",
      "+--------------------+\n",
      "|[GRANT OF KNOW-HO...|\n",
      "|[Arizona Know-How...|\n",
      "|[Company Know-How...|\n",
      "|[GRANT OF PATENT ...|\n",
      "|[Arizona Patent G...|\n",
      "+--------------------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "text_splitter = (\n",
    "    legal.TextSplitter()\n",
    "    .setInputCols([\"document\"])\n",
    "    .setOutputCol(\"paragraphs\")\n",
    "    .setCustomBounds([\"\\n\\d\\.?\\d? \"])\n",
    "    .setUseCustomBoundsOnly(True)\n",
    "    .setExplodeSentences(True)\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, text_splitter])\n",
    "\n",
    "sdf = spark.createDataFrame([[example2]]).toDF(\"text\")\n",
    "\n",
    "fit = nlp_pipeline.fit(sdf)\n",
    "res = fit.transform(sdf)\n",
    "\n",
    "res = res.select(\"paragraphs.result\").show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "HD2G0YtMGKdG"
   },
   "source": [
    "BE CAREFUL. If you use a pattern to split and you want it to be included, use `setCustomBoundsStrategy` to `prepend` (goes as the first part of the next section) or `append` (goes as a last part of the previous section)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "OxNP2YZIGiad",
    "outputId": "732b5254-36ac-43ed-a439-84b6d914f692"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+--------------------+\n",
      "|              result|\n",
      "+--------------------+\n",
      "|[4. GRANT OF KNOW...|\n",
      "|[4.1 Arizona Know...|\n",
      "|[4.2 Company Know...|\n",
      "|[5. GRANT OF PATE...|\n",
      "|[5.1 Arizona Pate...|\n",
      "+--------------------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "text_splitter = (\n",
    "    legal.TextSplitter()\n",
    "    .setInputCols([\"document\"])\n",
    "    .setOutputCol(\"paragraphs\")\n",
    "    .setCustomBounds([\"\\n\\d\\.?\\d? \"])\n",
    "    .setCustomBoundsStrategy(\"prepend\")\n",
    "    .setUseCustomBoundsOnly(True)\n",
    "    .setExplodeSentences(True)\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, text_splitter])\n",
    "\n",
    "sdf = spark.createDataFrame([[example2]]).toDF(\"text\")\n",
    "\n",
    "fit = nlp_pipeline.fit(sdf)\n",
    "res = fit.transform(sdf)\n",
    "\n",
    "res = res.select(\"paragraphs.result\").show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "XbFyZvlmSSdc"
   },
   "source": [
    "## Using NER and ChunkSentenceSplitter\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "-VvRsuKIHzCl"
   },
   "source": [
    "... using pretrained NER models for `Headers and Subheaders`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "cGvILozB3pq0",
    "outputId": "2ea7f86f-f22c-431e-e3c3-f5fda62c06a8"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "sentence_detector_dl download started this may take some time.\n",
      "Approximate size to download 514.9 KB\n",
      "[OK!]\n",
      "roberta_embeddings_legal_roberta_base download started this may take some time.\n",
      "Approximate size to download 447.2 MB\n",
      "[OK!]\n",
      "legner_headers download started this may take some time.\n",
      "[OK!]\n"
     ]
    }
   ],
   "source": [
    "documentAssembler = nlp.DocumentAssembler().setInputCol(\"text\").setOutputCol(\"document\")\n",
    "\n",
    "sentenceDetector = (\n",
    "    nlp.SentenceDetectorDLModel.pretrained(\"sentence_detector_dl\", \"xx\")\n",
    "    .setInputCols([\"document\"])\n",
    "    .setOutputCol(\"sentence\")\n",
    ")\n",
    "\n",
    "tokenizer = nlp.Tokenizer().setInputCols([\"sentence\"]).setOutputCol(\"token\")\n",
    "\n",
    "embeddings = (\n",
    "    nlp.BertEmbeddings.pretrained(\"bert_embeddings_sec_bert_base\", \"en\")\n",
    "    .setInputCols([\"sentence\", \"token\"])\n",
    "    .setOutputCol(\"embeddings\")\n",
    ")\n",
    "\n",
    "ner_model = (\n",
    "    legal.NerModel.pretrained(\"legner_headers\", \"en\", \"legal/models\")\n",
    "    .setInputCols([\"sentence\", \"token\", \"embeddings\"])\n",
    "    .setOutputCol(\"ner\")\n",
    ")\n",
    "\n",
    "ner_converter = (\n",
    "    nlp.NerConverter()\n",
    "    .setInputCols([\"sentence\", \"token\", \"ner\"])\n",
    "    .setOutputCol(\"ner_chunk\")\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(\n",
    "    stages=[\n",
    "        documentAssembler,\n",
    "        sentenceDetector,\n",
    "        tokenizer,\n",
    "        embeddings,\n",
    "        ner_model,\n",
    "        ner_converter,\n",
    "    ]\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "uUAZCN500SAA"
   },
   "outputs": [],
   "source": [
    "text = \"\"\"AGREEMENT\n",
    "\n",
    "NOW, THEREFORE, for good and valuable consideration, and in consideration of the mutual covenants and conditions herein contained, the Parties agree as follows:\n",
    "\n",
    "2. Definitions. For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1. 2. Appointment as Reseller.\n",
    "\n",
    "2.1 Appointment. The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6\n",
    "\n",
    "2.2 Customer Agreements.\n",
    "\n",
    "a) Subscriptions. Allscripts and its Affiliates may sell Subscriptions for terms no less than one year and no greater than four (4) years on a subscription basis to Persons who subsequently execute a Customer Agreement, provided that Allscripts may enter into Customer Agreements with terms longer than four (4) years with large organizations, provided that Phreesia consents in each instance in writing in advance, which consent will not be unreasonably withheld.\"\"\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "mGV53Qg43pq0"
   },
   "outputs": [],
   "source": [
    "sdf = spark.createDataFrame([[text]]).toDF(\"text\")\n",
    "\n",
    "fit = nlp_pipeline.fit(sdf)\n",
    "\n",
    "lp = nlp.LightPipeline(fit)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "NtV97-ON3pq0"
   },
   "outputs": [],
   "source": [
    "res = lp.fullAnnotate(text)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 563
    },
    "id": "Wb32X3CGImZU",
    "outputId": "15cdfefb-4061-4fd9-8345-33c394cb685f"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<style>\n",
       "    @import url('https://fonts.googleapis.com/css2?family=Montserrat:wght@300;400;500;600;700&display=swap');\n",
       "    @import url('https://fonts.googleapis.com/css2?family=Vistol Regular:wght@300;400;500;600;700&display=swap');\n",
       "    \n",
       "    .spark-nlp-display-scroll-entities {\n",
       "        border: 1px solid #E7EDF0;\n",
       "        border-radius: 3px;\n",
       "        text-align: justify;\n",
       "        \n",
       "    }\n",
       "    .spark-nlp-display-scroll-entities span {  \n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        color: #536B76;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "    }\n",
       "    \n",
       "    .spark-nlp-display-entity-wrapper{\n",
       "    \n",
       "        display: inline-grid;\n",
       "        text-align: center;\n",
       "        border-radius: 4px;\n",
       "        margin: 0 2px 5px 2px;\n",
       "        padding: 1px\n",
       "    }\n",
       "    .spark-nlp-display-entity-name{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "        \n",
       "        background: #f1f2f3;\n",
       "        border-width: medium;\n",
       "        text-align: center;\n",
       "        \n",
       "        font-weight: 400;\n",
       "        \n",
       "        border-radius: 5px;\n",
       "        padding: 2px 5px;\n",
       "        display: block;\n",
       "        margin: 3px 2px;\n",
       "    \n",
       "    }\n",
       "    .spark-nlp-display-entity-type{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        color: #ffffff;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "        \n",
       "        text-transform: uppercase;\n",
       "        \n",
       "        font-weight: 500;\n",
       "\n",
       "        display: block;\n",
       "        padding: 3px 5px;\n",
       "    }\n",
       "    \n",
       "    .spark-nlp-display-entity-resolution{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        color: #ffffff;\n",
       "        font-family: 'Vistol Regular', sans-serif !important;\n",
       "        \n",
       "        text-transform: uppercase;\n",
       "        \n",
       "        font-weight: 500;\n",
       "\n",
       "        display: block;\n",
       "        padding: 3px 5px;\n",
       "    }\n",
       "    \n",
       "    .spark-nlp-display-others{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "        \n",
       "        font-weight: 400;\n",
       "    }\n",
       "\n",
       "</style>\n",
       " <span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #B309A9\"><span class=\"spark-nlp-display-entity-name\">AGREEMENT </span><span class=\"spark-nlp-display-entity-type\">HEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\"><br><br>NOW, THEREFORE, for good and valuable consideration, and in consideration of the mutual covenants and conditions herein contained, the Parties agree as follows:<br><br></span><span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #B309A9\"><span class=\"spark-nlp-display-entity-name\">2. Definitions </span><span class=\"spark-nlp-display-entity-type\">HEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">. For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1. </span><span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #B309A9\"><span class=\"spark-nlp-display-entity-name\">2. Appointment as Reseller </span><span class=\"spark-nlp-display-entity-type\">HEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">.<br><br></span><span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #032379\"><span class=\"spark-nlp-display-entity-name\">2.1 Appointment </span><span class=\"spark-nlp-display-entity-type\">SUBHEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">. The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6<br><br></span><span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #032379\"><span class=\"spark-nlp-display-entity-name\">2.2 Customer Agreements </span><span class=\"spark-nlp-display-entity-type\">SUBHEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">.<br><br></span><span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #032379\"><span class=\"spark-nlp-display-entity-name\">a) Subscriptions </span><span class=\"spark-nlp-display-entity-type\">SUBHEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">. Allscripts and its Affiliates may sell Subscriptions for terms no less than one year and no greater than four (4) years on a subscription basis to Persons who subsequently execute a Customer Agreement, provided that Allscripts may enter into Customer Agreements with terms longer than four (4) years with large organizations, provided that Phreesia consents in each instance in writing in advance, which consent will not be unreasonably withheld.</span></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from johnsnowlabs import viz\n",
    "\n",
    "ner_viz = viz.NerVisualizer()\n",
    "\n",
    "ner_viz.display(res[0], label_col=\"ner_chunk\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "Vvc7JYhP3pq1",
    "outputId": "96762169-0375-4f1d-ded1-0126dc1bf0b8"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[(0, 8), (173, 186), (295, 320), (324, 338), (698, 720), (724, 739)]"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ner_res = res[0][\"ner_chunk\"]  # Document 0\n",
    "\n",
    "sections = []\n",
    "for ann in ner_res:\n",
    "    sections.append((ann.begin, ann.end))\n",
    "sections"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "q_G81s_T3pq1"
   },
   "outputs": [],
   "source": [
    "section_texts = []\n",
    "last_section = 0\n",
    "last_section_name = \"\"\n",
    "for s in sections:\n",
    "    t = last_section_name + text[last_section : s[0]]\n",
    "    if t != \"\":\n",
    "        section_texts.append(t)\n",
    "    last_section = s[1] + 1\n",
    "    last_section_name = text[s[0] : s[1] + 1]\n",
    "section_texts.append(last_section_name + text[last_section : s[0]])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "MQ1_gBVX3pq1"
   },
   "outputs": [],
   "source": [
    "OKGREEN = \"\\033[92m\"\n",
    "ENDC = \"\\033[0m\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "AFEB4iUw3pq1",
    "outputId": "649536ce-a819-4c9a-c493-cab7a772f0ba"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\u001b[92mSECTION:\u001b[0m\n",
      "AGREEMENT\n",
      "\n",
      "NOW, THEREFORE, for good and valuable consideration, and in consideration of the mutual covenants and conditions herein contained, the Parties agree as follows:\n",
      "\n",
      "\n",
      "\u001b[92mSECTION:\u001b[0m\n",
      "2. Definitions. For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1. \n",
      "\u001b[92mSECTION:\u001b[0m\n",
      "2. Appointment as Reseller.\n",
      "\n",
      "\n",
      "\u001b[92mSECTION:\u001b[0m\n",
      "2.1 Appointment. The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6\n",
      "\n",
      "\n",
      "\u001b[92mSECTION:\u001b[0m\n",
      "2.2 Customer Agreements.\n",
      "\n",
      "\n",
      "\u001b[92mSECTION:\u001b[0m\n",
      "a) Subscriptions\n"
     ]
    }
   ],
   "source": [
    "for t in section_texts:\n",
    "    print(f\"{OKGREEN}SECTION:{ENDC}\\n{t}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "aoZwJL5BSbuz"
   },
   "source": [
    "... or automatically using ChunkSentenceSpliting..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "4j9qBo6qScK0"
   },
   "outputs": [],
   "source": [
    "chunkSentenceSplitter = (\n",
    "    legal.ChunkSentenceSplitter()\n",
    "    .setInputCols(\"document\", \"ner_chunk\")\n",
    "    .setOutputCol(\"paragraphs\")\n",
    "    .setGroupBySentences(False)\n",
    ")\n",
    "\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(\n",
    "    stages=[\n",
    "        documentAssembler,\n",
    "        sentenceDetector,\n",
    "        tokenizer,\n",
    "        embeddings,\n",
    "        ner_model,\n",
    "        ner_converter,\n",
    "        chunkSentenceSplitter,\n",
    "    ]\n",
    ")\n",
    "\n",
    "\n",
    "paragraphs = nlp_pipeline.fit(sdf).transform(sdf)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 268
    },
    "id": "IzdVodAxSjb0",
    "outputId": "6f1c8c79-c455-470d-fa19-6d9265e0c37a"
   },
   "outputs": [
    {
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       "      <div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "    }\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>result</th>\n",
       "      <th>entity</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>AGREEMENT\\n\\nNOW, THEREFORE, for good and valuable consideration, and in consideration of the mutual covenants and conditions herein contained, the Parties agree as follows:\\n\\n</td>\n",
       "      <td>HEADER</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2. Definitions. For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1.</td>\n",
       "      <td>HEADER</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2. Appointment as Reseller.\\n\\n</td>\n",
       "      <td>HEADER</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2.1 Appointment. The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6\\n\\n</td>\n",
       "      <td>SUBHEADER</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.2 Customer Agreements.\\n\\n</td>\n",
       "      <td>SUBHEADER</td>\n",
       "    </tr>\n",
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      "text/plain": [
       "                                                                                                                                                                                                                                                                                                                                                                                     result  \\\n",
       "0                                                                                                                                                                                                         AGREEMENT\\n\\nNOW, THEREFORE, for good and valuable consideration, and in consideration of the mutual covenants and conditions herein contained, the Parties agree as follows:\\n\\n   \n",
       "1                                                                                                                                                                                                                                                                2. Definitions. For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1.    \n",
       "2                                                                                                                                                                                                                                                                                                                                                           2. Appointment as Reseller.\\n\\n   \n",
       "3  2.1 Appointment. The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6\\n\\n   \n",
       "4                                                                                                                                                                                                                                                                                                                                                              2.2 Customer Agreements.\\n\\n   \n",
       "\n",
       "      entity  \n",
       "0     HEADER  \n",
       "1     HEADER  \n",
       "2     HEADER  \n",
       "3  SUBHEADER  \n",
       "4  SUBHEADER  "
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "pd.set_option(\"display.max_colwidth\", None)\n",
    "result_df = (\n",
    "    paragraphs.selectExpr(\"explode(paragraphs) as result\")\n",
    "    .selectExpr(\"result.result\", \"result.metadata.entity\")\n",
    "    .toPandas()\n",
    ")\n",
    "result_df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "5aWuDAkhiELJ"
   },
   "source": [
    "## Pretrained Pipeline for Section Splitting\n",
    "This is just section splitting using NER with ContextualParser. \n",
    "\n",
    "So just use it to get some headers and subheaders from legal document like `1. Items` or `2.2. Disclousers ` etc.\n",
    "\n",
    "You can check [this notebook](https://github.com/JohnSnowLabs/spark-nlp-workshop/blob/master/legal-nlp/05.6.Contextual_Parser_Rule_Based_NER.ipynb) to learn how ContextualParser works."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "bDBfbFWGiIg1",
    "outputId": "b18277ad-2409-41fe-cf6a-13cc97d20ce2"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "legpipe_header_subheader download started this may take some time.\n",
      "Approx size to download 23 KB\n",
      "[OK!]\n"
     ]
    }
   ],
   "source": [
    "legal_pipeline = nlp.PretrainedPipeline(\n",
    "    \"legpipe_header_subheader\", \"en\", \"legal/models\"\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "lhWda-b7C49o",
    "outputId": "12bfb259-de4a-46bd-925e-3e6d94670823"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[DocumentAssembler_b472a95d49de,\n",
       " REGEX_TOKENIZER_22dc8c206996,\n",
       " CONTEXTUAL-PARSER_d7bc800f45ce,\n",
       " CONTEXTUAL-PARSER_3c3c655d79ad,\n",
       " MERGE_981702c8024d]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "legal_pipeline.model.stages"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "O-pPEu7eEUqF"
   },
   "source": [
    "This pre-trained Pipeline includes two ContextualParser. The first one extracts the `HEADER` section and the second one extracts the `SUBHEADER` section."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "0EuJwkdQiIlB",
    "outputId": "1cbb855b-90d3-4711-d577-0f14c6c44341"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'document': [Annotation(document, 0, 553, 2. DEFINITION. \n",
       "  \n",
       "  For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1 and 2 Appointment as Reseller.\n",
       "  \n",
       "  2.1 Appointment. \n",
       "  \n",
       "  The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6\n",
       "  \n",
       "  2.2 Customer Agreements., {}, [])],\n",
       " 'merged_chunk': [Annotation(chunk, 0, 12, 2. DEFINITION, {'tokenIndex': '0', 'entity': 'HEADER', 'field': 'HEADER', 'chunk': '0', 'normalized': '', 'sentence': '0', 'confidenceValue': '0.50'}, []),\n",
       "  Annotation(chunk, 154, 168, 2.1 Appointment, {'tokenIndex': '28', 'entity': 'SUBHEADER', 'field': 'SUBHEADER', 'chunk': '1', 'normalized': '', 'sentence': '0', 'confidenceValue': '0.50'}, []),\n",
       "  Annotation(chunk, 530, 552, 2.2 Customer Agreements, {'tokenIndex': '81', 'entity': 'SUBHEADER', 'field': 'SUBHEADER', 'chunk': '2', 'normalized': '', 'sentence': '0', 'confidenceValue': '0.50'}, [])],\n",
       " 'token': [Annotation(token, 0, 0, 2, {'sentence': '0'}, []),\n",
       "  Annotation(token, 1, 1, ., {'sentence': '0'}, []),\n",
       "  Annotation(token, 3, 12, DEFINITION, {'sentence': '0'}, []),\n",
       "  Annotation(token, 13, 13, ., {'sentence': '0'}, []),\n",
       "  Annotation(token, 17, 19, For, {'sentence': '0'}, []),\n",
       "  Annotation(token, 21, 28, purposes, {'sentence': '0'}, []),\n",
       "  Annotation(token, 30, 31, of, {'sentence': '0'}, []),\n",
       "  Annotation(token, 33, 36, this, {'sentence': '0'}, []),\n",
       "  Annotation(token, 38, 46, Agreement, {'sentence': '0'}, []),\n",
       "  Annotation(token, 47, 47, ,, {'sentence': '0'}, []),\n",
       "  Annotation(token, 49, 51, the, {'sentence': '0'}, []),\n",
       "  Annotation(token, 53, 61, following, {'sentence': '0'}, []),\n",
       "  Annotation(token, 63, 67, terms, {'sentence': '0'}, []),\n",
       "  Annotation(token, 69, 72, have, {'sentence': '0'}, []),\n",
       "  Annotation(token, 74, 76, the, {'sentence': '0'}, []),\n",
       "  Annotation(token, 78, 85, meanings, {'sentence': '0'}, []),\n",
       "  Annotation(token, 87, 94, ascribed, {'sentence': '0'}, []),\n",
       "  Annotation(token, 96, 102, thereto, {'sentence': '0'}, []),\n",
       "  Annotation(token, 104, 105, in, {'sentence': '0'}, []),\n",
       "  Annotation(token, 107, 110, this, {'sentence': '0'}, []),\n",
       "  Annotation(token, 112, 118, Section, {'sentence': '0'}, []),\n",
       "  Annotation(token, 120, 120, 1, {'sentence': '0'}, []),\n",
       "  Annotation(token, 122, 124, and, {'sentence': '0'}, []),\n",
       "  Annotation(token, 126, 126, 2, {'sentence': '0'}, []),\n",
       "  Annotation(token, 128, 138, Appointment, {'sentence': '0'}, []),\n",
       "  Annotation(token, 140, 141, as, {'sentence': '0'}, []),\n",
       "  Annotation(token, 143, 150, Reseller, {'sentence': '0'}, []),\n",
       "  Annotation(token, 151, 151, ., {'sentence': '0'}, []),\n",
       "  Annotation(token, 154, 156, 2.1, {'sentence': '0'}, []),\n",
       "  Annotation(token, 158, 168, Appointment, {'sentence': '0'}, []),\n",
       "  Annotation(token, 169, 169, ., {'sentence': '0'}, []),\n",
       "  Annotation(token, 173, 175, The, {'sentence': '0'}, []),\n",
       "  Annotation(token, 177, 183, Company, {'sentence': '0'}, []),\n",
       "  Annotation(token, 185, 190, hereby, {'sentence': '0'}, []),\n",
       "  Annotation(token, 192, 196, [***], {'sentence': '0'}, []),\n",
       "  Annotation(token, 197, 197, ., {'sentence': '0'}, []),\n",
       "  Annotation(token, 199, 208, Allscripts, {'sentence': '0'}, []),\n",
       "  Annotation(token, 210, 212, may, {'sentence': '0'}, []),\n",
       "  Annotation(token, 214, 217, also, {'sentence': '0'}, []),\n",
       "  Annotation(token, 219, 226, disclose, {'sentence': '0'}, []),\n",
       "  Annotation(token, 228, 236, Company's, {'sentence': '0'}, []),\n",
       "  Annotation(token, 238, 244, pricing, {'sentence': '0'}, []),\n",
       "  Annotation(token, 246, 256, information, {'sentence': '0'}, []),\n",
       "  Annotation(token, 258, 265, relating, {'sentence': '0'}, []),\n",
       "  Annotation(token, 267, 268, to, {'sentence': '0'}, []),\n",
       "  Annotation(token, 270, 272, its, {'sentence': '0'}, []),\n",
       "  Annotation(token, 274, 281, Merchant, {'sentence': '0'}, []),\n",
       "  Annotation(token, 283, 292, Processing, {'sentence': '0'}, []),\n",
       "  Annotation(token, 294, 301, Services, {'sentence': '0'}, []),\n",
       "  Annotation(token, 303, 305, and, {'sentence': '0'}, []),\n",
       "  Annotation(token, 307, 316, facilitate, {'sentence': '0'}, []),\n",
       "  Annotation(token, 318, 328, procurement, {'sentence': '0'}, []),\n",
       "  Annotation(token, 330, 331, of, {'sentence': '0'}, []),\n",
       "  Annotation(token, 333, 340, Merchant, {'sentence': '0'}, []),\n",
       "  Annotation(token, 342, 351, Processing, {'sentence': '0'}, []),\n",
       "  Annotation(token, 353, 360, Services, {'sentence': '0'}, []),\n",
       "  Annotation(token, 362, 363, on, {'sentence': '0'}, []),\n",
       "  Annotation(token, 365, 370, behalf, {'sentence': '0'}, []),\n",
       "  Annotation(token, 372, 373, of, {'sentence': '0'}, []),\n",
       "  Annotation(token, 375, 385, Sublicensed, {'sentence': '0'}, []),\n",
       "  Annotation(token, 387, 395, Customers, {'sentence': '0'}, []),\n",
       "  Annotation(token, 396, 396, ,, {'sentence': '0'}, []),\n",
       "  Annotation(token, 398, 406, including, {'sentence': '0'}, []),\n",
       "  Annotation(token, 407, 407, ,, {'sentence': '0'}, []),\n",
       "  Annotation(token, 409, 415, without, {'sentence': '0'}, []),\n",
       "  Annotation(token, 417, 426, limitation, {'sentence': '0'}, []),\n",
       "  Annotation(token, 428, 429, by, {'sentence': '0'}, []),\n",
       "  Annotation(token, 431, 440, references, {'sentence': '0'}, []),\n",
       "  Annotation(token, 442, 443, to, {'sentence': '0'}, []),\n",
       "  Annotation(token, 445, 448, such, {'sentence': '0'}, []),\n",
       "  Annotation(token, 450, 456, pricing, {'sentence': '0'}, []),\n",
       "  Annotation(token, 458, 468, information, {'sentence': '0'}, []),\n",
       "  Annotation(token, 470, 472, and, {'sentence': '0'}, []),\n",
       "  Annotation(token, 474, 481, Merchant, {'sentence': '0'}, []),\n",
       "  Annotation(token, 483, 492, Processing, {'sentence': '0'}, []),\n",
       "  Annotation(token, 494, 501, Services, {'sentence': '0'}, []),\n",
       "  Annotation(token, 503, 504, in, {'sentence': '0'}, []),\n",
       "  Annotation(token, 506, 513, Customer, {'sentence': '0'}, []),\n",
       "  Annotation(token, 515, 524, Agreements, {'sentence': '0'}, []),\n",
       "  Annotation(token, 525, 525, ., {'sentence': '0'}, []),\n",
       "  Annotation(token, 527, 527, 6, {'sentence': '0'}, []),\n",
       "  Annotation(token, 530, 532, 2.2, {'sentence': '0'}, []),\n",
       "  Annotation(token, 534, 541, Customer, {'sentence': '0'}, []),\n",
       "  Annotation(token, 543, 552, Agreements, {'sentence': '0'}, []),\n",
       "  Annotation(token, 553, 553, ., {'sentence': '0'}, [])],\n",
       " 'header': [Annotation(chunk, 0, 12, 2. DEFINITION, {'field': 'HEADER', 'tokenIndex': '0', 'normalized': '', 'confidenceValue': '0.50', 'sentence': '0'}, [])],\n",
       " 'subheader': [Annotation(chunk, 154, 168, 2.1 Appointment, {'field': 'SUBHEADER', 'tokenIndex': '28', 'normalized': '', 'confidenceValue': '0.50', 'sentence': '0'}, []),\n",
       "  Annotation(chunk, 530, 552, 2.2 Customer Agreements, {'field': 'SUBHEADER', 'tokenIndex': '81', 'normalized': '', 'confidenceValue': '0.50', 'sentence': '0'}, [])]}"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "text = [\n",
    "    \"\"\"2. DEFINITION. \n",
    "\n",
    "For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1 and 2 Appointment as Reseller.\n",
    "\n",
    "2.1 Appointment. \n",
    "\n",
    "The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6\n",
    "\n",
    "2.2 Customer Agreements.\"\"\"\n",
    "]\n",
    "\n",
    "result = legal_pipeline.fullAnnotate(text)[0]\n",
    "\n",
    "result"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 143
    },
    "id": "L6TAIArDBI4n",
    "outputId": "df4461ee-f495-4b7f-9577-1eac8fa6da6f"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "  <div id=\"df-0544b03e-7907-4891-a178-745d82129321\">\n",
       "    <div class=\"colab-df-container\">\n",
       "      <div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
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       "        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>chunks</th>\n",
       "      <th>begin</th>\n",
       "      <th>end</th>\n",
       "      <th>entities</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>2. DEFINITION</td>\n",
       "      <td>0</td>\n",
       "      <td>12</td>\n",
       "      <td>HEADER</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2.1 Appointment</td>\n",
       "      <td>154</td>\n",
       "      <td>168</td>\n",
       "      <td>SUBHEADER</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2.2 Customer Agreements</td>\n",
       "      <td>530</td>\n",
       "      <td>552</td>\n",
       "      <td>SUBHEADER</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>\n",
       "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-0544b03e-7907-4891-a178-745d82129321')\"\n",
       "              title=\"Convert this dataframe to an interactive table.\"\n",
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       "  </svg>\n",
       "      </button>\n",
       "      \n",
       "  <style>\n",
       "    .colab-df-container {\n",
       "      display:flex;\n",
       "      flex-wrap:wrap;\n",
       "      gap: 12px;\n",
       "    }\n",
       "\n",
       "    .colab-df-convert {\n",
       "      background-color: #E8F0FE;\n",
       "      border: none;\n",
       "      border-radius: 50%;\n",
       "      cursor: pointer;\n",
       "      display: none;\n",
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       "      height: 32px;\n",
       "      padding: 0 0 0 0;\n",
       "      width: 32px;\n",
       "    }\n",
       "\n",
       "    .colab-df-convert:hover {\n",
       "      background-color: #E2EBFA;\n",
       "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
       "      fill: #174EA6;\n",
       "    }\n",
       "\n",
       "    [theme=dark] .colab-df-convert {\n",
       "      background-color: #3B4455;\n",
       "      fill: #D2E3FC;\n",
       "    }\n",
       "\n",
       "    [theme=dark] .colab-df-convert:hover {\n",
       "      background-color: #434B5C;\n",
       "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
       "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
       "      fill: #FFFFFF;\n",
       "    }\n",
       "  </style>\n",
       "\n",
       "      <script>\n",
       "        const buttonEl =\n",
       "          document.querySelector('#df-0544b03e-7907-4891-a178-745d82129321 button.colab-df-convert');\n",
       "        buttonEl.style.display =\n",
       "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
       "\n",
       "        async function convertToInteractive(key) {\n",
       "          const element = document.querySelector('#df-0544b03e-7907-4891-a178-745d82129321');\n",
       "          const dataTable =\n",
       "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
       "                                                     [key], {});\n",
       "          if (!dataTable) return;\n",
       "\n",
       "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
       "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
       "            + ' to learn more about interactive tables.';\n",
       "          element.innerHTML = '';\n",
       "          dataTable['output_type'] = 'display_data';\n",
       "          await google.colab.output.renderOutput(dataTable, element);\n",
       "          const docLink = document.createElement('div');\n",
       "          docLink.innerHTML = docLinkHtml;\n",
       "          element.appendChild(docLink);\n",
       "        }\n",
       "      </script>\n",
       "    </div>\n",
       "  </div>\n",
       "  "
      ],
      "text/plain": [
       "                    chunks  begin  end   entities\n",
       "0            2. DEFINITION      0   12     HEADER\n",
       "1          2.1 Appointment    154  168  SUBHEADER\n",
       "2  2.2 Customer Agreements    530  552  SUBHEADER"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "chunks = []\n",
    "entities = []\n",
    "begin = []\n",
    "end = []\n",
    "\n",
    "for n in result[\"merged_chunk\"]:\n",
    "    begin.append(n.begin)\n",
    "    end.append(n.end)\n",
    "    chunks.append(n.result)\n",
    "    entities.append(n.metadata[\"entity\"])\n",
    "\n",
    "df = pd.DataFrame({\"chunks\": chunks, \"begin\": begin, \"end\": end, \"entities\": entities})\n",
    "df.head(20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 398
    },
    "id": "Yns7AD516ewn",
    "outputId": "aa6765a4-6ac4-459d-961c-25060b8921dc"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "<style>\n",
       "    @import url('https://fonts.googleapis.com/css2?family=Montserrat:wght@300;400;500;600;700&display=swap');\n",
       "    @import url('https://fonts.googleapis.com/css2?family=Vistol Regular:wght@300;400;500;600;700&display=swap');\n",
       "    \n",
       "    .spark-nlp-display-scroll-entities {\n",
       "        border: 1px solid #E7EDF0;\n",
       "        border-radius: 3px;\n",
       "        text-align: justify;\n",
       "        \n",
       "    }\n",
       "    .spark-nlp-display-scroll-entities span {  \n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        color: #536B76;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "    }\n",
       "    \n",
       "    .spark-nlp-display-entity-wrapper{\n",
       "    \n",
       "        display: inline-grid;\n",
       "        text-align: center;\n",
       "        border-radius: 4px;\n",
       "        margin: 0 2px 5px 2px;\n",
       "        padding: 1px\n",
       "    }\n",
       "    .spark-nlp-display-entity-name{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "        \n",
       "        background: #f1f2f3;\n",
       "        border-width: medium;\n",
       "        text-align: center;\n",
       "        \n",
       "        font-weight: 400;\n",
       "        \n",
       "        border-radius: 5px;\n",
       "        padding: 2px 5px;\n",
       "        display: block;\n",
       "        margin: 3px 2px;\n",
       "    \n",
       "    }\n",
       "    .spark-nlp-display-entity-type{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        color: #ffffff;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "        \n",
       "        text-transform: uppercase;\n",
       "        \n",
       "        font-weight: 500;\n",
       "\n",
       "        display: block;\n",
       "        padding: 3px 5px;\n",
       "    }\n",
       "    \n",
       "    .spark-nlp-display-entity-resolution{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        color: #ffffff;\n",
       "        font-family: 'Vistol Regular', sans-serif !important;\n",
       "        \n",
       "        text-transform: uppercase;\n",
       "        \n",
       "        font-weight: 500;\n",
       "\n",
       "        display: block;\n",
       "        padding: 3px 5px;\n",
       "    }\n",
       "    \n",
       "    .spark-nlp-display-others{\n",
       "        font-size: 14px;\n",
       "        line-height: 24px;\n",
       "        font-family: 'Montserrat', sans-serif !important;\n",
       "        \n",
       "        font-weight: 400;\n",
       "    }\n",
       "\n",
       "</style>\n",
       " <span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #477253\"><span class=\"spark-nlp-display-entity-name\">2. DEFINITION </span><span class=\"spark-nlp-display-entity-type\">HEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">. <br><br>For purposes of this Agreement, the following terms have the meanings ascribed thereto in this Section 1 and 2 Appointment as Reseller.<br><br></span><span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #728912\"><span class=\"spark-nlp-display-entity-name\">2.1 Appointment </span><span class=\"spark-nlp-display-entity-type\">SUBHEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">. <br><br>The Company hereby [***]. Allscripts may also disclose Company's pricing information relating to its Merchant Processing Services and facilitate procurement of Merchant Processing Services on behalf of Sublicensed Customers, including, without limitation by references to such pricing information and Merchant Processing Services in Customer Agreements. 6<br><br></span><span class=\"spark-nlp-display-entity-wrapper\" style=\"background-color: #728912\"><span class=\"spark-nlp-display-entity-name\">2.2 Customer Agreements </span><span class=\"spark-nlp-display-entity-type\">SUBHEADER</span></span><span class=\"spark-nlp-display-others\" style=\"background-color: white\">.</span></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize outputs\n",
    "\n",
    "visualiser = nlp.viz.NerVisualizer()\n",
    "\n",
    "visualiser.display(result, label_col=\"merged_chunk\", document_col=\"document\")\n",
    "\n",
    "## Contextual Parser for SUBHEADER"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "rejTgU8LIdok"
   },
   "source": [
    "#✔️ 1.5. Paragraph Classification and the consequences of splitting"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "SdQEusv7KJ4U"
   },
   "source": [
    "![image.png](data:image/png;base64,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)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "UR_JGuKp3pqw"
   },
   "source": [
    "\n",
    "In Legal NLP we have more than 350 classifiers which you can use to detect specific clauses in your documents. You can find them in Models Hub, where they all end with `_clause`\n",
    "\n",
    "```\n",
    "...\n",
    "- legclf_indemnification_clause\n",
    "- legclf_insolvency_clause\n",
    "- legclf_whereas_clause\n",
    "- legclf_indebtedness_clause\n",
    "- legclf_in_witness_whereof_clause\n",
    "- legclf_illegality_clause\n",
    "- legclf_indebtedness_clause\n",
    "- legclf_guarantee_clause\n",
    "- legclf_increased_costs_clause\n",
    "- legclf_insurance_clause\n",
    "- legclf_intellectual_property_clause\n",
    "- legclf_interest_clause\n",
    "- legclf_jurisdiction_clause\n",
    "- legclf_letters_of_credit_clause\n",
    "- legclf_liability_clause\n",
    "...\n",
    "```\n",
    "All of these models are Binary Classifiers, which means they will return True or False, or better to say ,the name of the class (for example, `whereas`) if the class `whereas` is found, or `other` if it's not a `wheras` clause, but something else.\n",
    "\n",
    "CLARIFICATION: We did not want to return `True` or `False` because these models can all be stuck one after another, so in case a clause triggers some classes at the same time (clauses are very often not disjoint) we could be getting several `True`, which is less informative than retrieving directly the type of the classes detected `interest` and `increased_costs` for example.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "id": "cXm2ilVc3pqw"
   },
   "source": [
    "## Example of how splitting affects paragraph classification"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "iYgqcMd43pqy"
   },
   "outputs": [],
   "source": [
    "document_assembler = (\n",
    "    nlp.DocumentAssembler().setInputCol(\"text\").setOutputCol(\"document\")\n",
    ")\n",
    "\n",
    "text_splitter = (\n",
    "    legal.TextSplitter()\n",
    "    .setInputCols([\"document\"])\n",
    "    .setOutputCol(\"pages\")\n",
    "    .setCustomBounds([\"\\n+\\s*[0-9-ivx]+\\s*\\n+\"])\n",
    "    .setUseCustomBoundsOnly(True)\n",
    "    .setExplodeSentences(True)\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, text_splitter])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "rWMysWTfKto7"
   },
   "outputs": [],
   "source": [
    "sdf = spark.createDataFrame([[credit_agreement]]).toDF(\"text\")\n",
    "\n",
    "fit = nlp_pipeline.fit(sdf)\n",
    "\n",
    "lp = nlp.LightPipeline(fit)\n",
    "\n",
    "res = lp.annotate(credit_agreement)\n",
    "pages = res[\"pages\"]\n",
    "pages = [p for p in pages if p.strip() != \"\"]  # We remove empty pages"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "d8LpHAK0KrBC"
   },
   "outputs": [],
   "source": [
    "candidates = [[pages[0]], [pages[5]], [pages[8]], [pages[9]]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "K0DdUbIyLz8D",
    "outputId": "bdd0019a-7c57-4020-f743-9c3b523322ca"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "sent_bert_base_cased download started this may take some time.\n",
      "Approximate size to download 389.1 MB\n",
      "[OK!]\n",
      "legclf_whereas_clause download started this may take some time.\n",
      "[OK!]\n"
     ]
    }
   ],
   "source": [
    "document_assembler = (\n",
    "    nlp.DocumentAssembler().setInputCol(\"text\").setOutputCol(\"document\")\n",
    ")\n",
    "\n",
    "embeddings = (\n",
    "    nlp.BertSentenceEmbeddings.pretrained(\"sent_bert_base_cased\", \"en\")\n",
    "    .setInputCols(\"document\")\n",
    "    .setOutputCol(\"sentence_embeddings\")\n",
    ")\n",
    "\n",
    "doc_classifier = (\n",
    "    legal.ClassifierDLModel.pretrained(\"legclf_whereas_clause\", \"en\", \"legal/models\")\n",
    "    .setInputCols([\"sentence_embeddings\"])\n",
    "    .setOutputCol(\"category\")\n",
    ")\n",
    "\n",
    "nlp_pipeline = nlp.Pipeline(stages=[document_assembler, embeddings, doc_classifier])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "fo4_YSLeMEUp",
    "outputId": "9f06e7ba-ee83-42f5-f6ae-0afb898b18c3"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+---------+\n",
      "|   result|\n",
      "+---------+\n",
      "|  [other]|\n",
      "|  [other]|\n",
      "|[whereas]|\n",
      "|  [other]|\n",
      "+---------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "df = spark.createDataFrame(candidates).toDF(\"text\")\n",
    "\n",
    "model = nlp_pipeline.fit(df)\n",
    "\n",
    "result = model.transform(df)\n",
    "result.select(\"category.result\").show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "Rmh6ruAyNCYh"
   },
   "source": [
    "we have some whereas information in `page[8]`!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "9JXB_GdWMtJi",
    "outputId": "03ab79e9-a008-4141-ed8a-c72be4ae5a17"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CREDIT AGREEMENT\n",
      "\n",
      "     THIS CREDIT AGREEMENT is dated as of April 29, 2010, and is made by and\n",
      "among P.H. GLATFELTER COMPANY, a Pennsylvania corporation ( the \"COMPANY\") and\n",
      "certain of its subsidiaries identified on the signature pages hereto (each a\n",
      "\"BORROWER\" and collectively, the \"BORROWERS\"), each of the GUARANTORS (as\n",
      "hereinafter defined), the LENDERS (as hereinafter defined), PNC BANK, NATIONAL\n",
      "ASSOCIATION, in its capacity as agent for the Lenders under this Agreement\n",
      "(hereinafter referred to in such capacity as the \"ADMINISTRATIVE AGENT\"), and,\n",
      "for the limited purpose of public identification in trade tables, PNC CAPITAL\n",
      "MARKETS LLC and CITIZENS BANK OF PENNSYLVANIA, as joint arrangers and joint\n",
      "bookrunners, and CITIZENS BANK OF PENNSYLVANIA, as syndication agent.\n",
      "\n",
      "                                   WITNESSETH:\n",
      "\n",
      "     WHEREAS, the Borrowers have requested the Lenders to provide a revolving\n",
      "credit facility to the Borrowers in an aggregate principal amount not to exceed\n",
      "$225,000,000; and\n",
      "\n",
      "     WHEREAS, proceeds of the revolving credit facility shall be used for (1)\n",
      "refinancing existing Indebtedness, and (2) general corporate purposes; and\n",
      "\n",
      "     WHEREAS, the Lenders are willing to provide such credit upon the terms and\n",
      "conditions hereinafter set forth;\n",
      "\n",
      "     NOW, THEREFORE, the parties hereto, in consideration of their mutual\n",
      "covenants and agreements hereinafter set forth and intending to be legally bound\n",
      "hereby, covenant and agree as follows:\n",
      "\n",
      "                             1. CERTAIN DEFINITIONS\n",
      "\n",
      "          1.1 CERTAIN DEFINITIONS.\n",
      "\n",
      "          In addition to words and terms defined elsewhere in this Agreement,\n",
      "the following words and terms shall have the following meanings, respectively,\n",
      "unless the context hereof clearly requires otherwise:\n",
      "\n",
      "               2006 SENIOR NOTES shall mean the Company's 7 ?% senior notes,\n",
      "issued in 2006 and due May 1, 2016, in the aggregate principal amount of\n",
      "$200,000,000, guarantied by certain of the Loan Parties.\n",
      "\n",
      "               2010 SENIOR NOTES shall mean the Company's 7 ?% senior notes,\n",
      "issued in 2010 and due May 1, 2016, in the aggregate principal amount of\n",
      "$100,000,000, guarantied by certain of the Loan Parties.\n",
      "\n",
      "               ACCOUNTS RECEIVABLE FACILITY DOCUMENTS means all documentation\n",
      "entered into by the Company and its Subsidiaries, including, without limitation,\n",
      "the Receivables Entity, in connection with the sale or other transfer of\n",
      "accounts receivable and other related assets pursuant to a Permitted Accounts\n",
      "Receivable Program, as such documentation may be\n",
      "\n",
      "\n",
      "\n",
      "amended, restated, supplemented or otherwise modified from time to time in\n",
      "accordance with the terms hereof and thereof.\n",
      "\n",
      "               ADMINISTRATIVE AGENT shall have the meaning given to such term in\n",
      "the introductory paragraph hereof.\n",
      "\n",
      "               ADMINISTRATIVE AGENT'S FEE shall have the meaning assigned to\n",
      "that term in Section 9.15.\n",
      "\n",
      "               ADMINISTRATIVE AGENT'S LETTER shall have the meaning assigned to\n",
      "that term in Section 9.15.\n",
      "\n",
      "               AFFILIATE as to any Person shall mean any other Person (i) which,\n",
      "directly or indirectly controls, is controlled by, or is under common control\n",
      "with such Person. For purposes of this definition, \"control\" (including, with\n",
      "correlative meanings, the term \"controlled by\" and \"under common control with\")\n",
      "shall mean the power, directly or indirectly, either to (a) vote 10% or more of\n",
      "the securities having ordinary voting power for the election of directors of\n",
      "such Person or (b) direct or cause the direction of the management and policies\n",
      "of such Person whether through the ownership of voting securities or by contract\n",
      "or otherwise, including the power to elect a majority of the directors of a\n",
      "corporation.\n",
      "\n",
      "               AGREEMENT shall mean this Credit Agreement, as the same may be\n",
      "extended, renewed, amended, supplemented or restated from time to time,\n",
      "including all schedules and exhibits.\n",
      "\n",
      "               ANTI-TERRORISM LAWS shall mean any Laws relating to terrorism or\n",
      "money laundering, including Executive Order No. 13224, the USA Patriot Act, the\n",
      "Laws comprising or implementing the Bank Secrecy Act, and the Laws administered\n",
      "by the United States Treasury Department's Office of Foreign Asset Control (as\n",
      "any of the foregoing Laws may from time to time be amended, renewed, extended,\n",
      "or replaced).\n",
      "\n",
      "               APPLICABLE COMMITMENT FEE RATE shall mean the percentage rate per\n",
      "annum at the indicated level of Debt Rating in the pricing grid on SCHEDULE\n",
      "1.1(A) next to the line titled \"Commitment Fee.\" The Applicable Commitment Fee\n",
      "Rate shall be computed in accordance with the parameters set forth on SCHEDULE\n",
      "1.1(A).\n",
      "\n",
      "               APPLICABLE MARGIN shall mean the percentage spread to be added to\n",
      "Euro-Rate under the Euro-Rate Option or to the Base Rate under the Base Rate\n",
      "Option at the indicated level of Debt Rating in the pricing grid on SCHEDULE\n",
      "1.1(A) next to the line titled \"Euro-Rate Spread\" or \"Base Rate Spread.\" The\n",
      "Applicable Margin shall be computed in accordance with the parameters set forth\n",
      "on SCHEDULE 1.1(A).\n",
      "\n",
      "               ASSIGNMENT AND ASSUMPTION AGREEMENT shall mean an Assignment and\n",
      "Assumption Agreement by and among a Purchasing Lender, a Transferor Lender and\n",
      "the Administrative Agent, as Administrative Agent and on behalf of the remaining\n",
      "Lenders, substantially in the form of EXHIBIT 1.1(A).\n"
     ]
    }
   ],
   "source": [
    "print(pages[8])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "JHZc5uvhNGJr"
   },
   "source": [
    "But what if the splitting would have been different?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "DVMAgadm3pqy"
   },
   "outputs": [],
   "source": [
    "text = \"\"\"\n",
    "-vii-\n",
    "\n",
    "\n",
    "\n",
    "                         LIST OF SCHEDULES AND EXHIBITS\n",
    "\n",
    "SCHEDULES\n",
    "SCHEDULE 1.1(A)   - PRICING GRID\n",
    "SCHEDULE 1.1(B)   - COMMITMENTS OF BANKS AND ADDRESSES FOR NOTICES\n",
    "SCHEDULE 1.1(E)   - EXISTING LETTERS OF CREDIT\n",
    "SCHEDULE 1.1(M)   - MATERIAL SUBSIDIARIES\n",
    "SCHEDULE 1.1(P)   - PERMITTED LIENS\n",
    "SCHEDULE 5.1.1    - DOMESTIC QUALIFICATIONS TO DO BUSINESS\n",
    "SCHEDULE 5.1.2    - SUBSIDIARIES\n",
    "SCHEDULE 5.1.6    - LITIGATION\n",
    "SCHEDULE 5.1.12   - CONSENTS AND APPROVALS\n",
    "SCHEDULE 5.1.14   - PATENTS, TRADEMARKS, COPYRIGHTS, LICENSES, ETC.\n",
    "SCHEDULE 7.2.1    - PERMITTED INDEBTEDNESS\n",
    "SCHEDULE 7.2.4    - EXISTING INVESTMENTS\n",
    "\n",
    "EXHIBITS\n",
    "EXHIBIT 1.1(A)    - ASSIGNMENT AND ASSUMPTION AGREEMENT\n",
    "EXHIBIT 1.1(B)    - BORROWER JOINDER\n",
    "EXHIBIT 1.1(G)(1) - GUARANTOR JOINDER\n",
    "EXHIBIT 1.1(G)(2) - GUARANTY AGREEMENT\n",
    "EXHIBIT 1.1(R)    - REVOLVING CREDIT NOTE\n",
    "EXHIBIT 1.1(S)    - SWING LOAN NOTE\n",
    "EXHIBIT 2.4       - LOAN REQUEST\n",
    "EXHIBIT 6.1.4     - OPINION OF COUNSEL\n",
    "EXHIBIT 7.2.6     - ACQUISITION COMPLIANCE CERTIFICATE\n",
    "EXHIBIT 7.3.3     - QUARTERLY COMPLIANCE CERTIFICATE\n",
    "\n",
    "\n",
    "                                     -viii-\n",
    "\n",
    "\n",
    "\n",
    "                                CREDIT AGREEMENT\n",
    "\n",
    "     THIS CREDIT AGREEMENT is dated as of April 29, 2010, and is made by and\n",
    "among P.H. GLATFELTER COMPANY, a Pennsylvania corporation ( the \"COMPANY\") and\n",
    "certain of its subsidiaries identified on the signature pages hereto (each a\n",
    "\"BORROWER\" and collectively, the \"BORROWERS\"), each of the GUARANTORS (as\n",
    "hereinafter defined), the LENDERS (as hereinafter defined), PNC BANK, NATIONAL\n",
    "ASSOCIATION, in its capacity as agent for the Lenders under this Agreement\n",
    "(hereinafter referred to in such capacity as the \"ADMINISTRATIVE AGENT\"), and,\n",
    "for the limited purpose of public identification in trade tables, PNC CAPITAL\n",
    "MARKETS LLC and CITIZENS BANK OF PENNSYLVANIA, as joint arrangers and joint\n",
    "bookrunners, and CITIZENS BANK OF PENNSYLVANIA, as syndication agent.\n",
    "\n",
    "                                   WITNESSETH:\n",
    "\n",
    "     WHEREAS, the Borrowers have requested the Lenders to provide a revolving\n",
    "credit facility to the Borrowers in an aggregate principal amount not to exceed\n",
    "$225,000,000; and\n",
    "\n",
    "     WHEREAS, proceeds of the revolving credit facility shall be used for (1)\n",
    "refinancing existing Indebtedness, and (2) general corporate purposes; and\n",
    "\n",
    "     WHEREAS, the Lenders are willing to provide such credit upon the terms and\n",
    "conditions hereinafter set forth;\n",
    "\n",
    "     NOW, THEREFORE, the parties hereto, in consideration of their mutual\n",
    "covenants and agreements hereinafter set forth and intending to be legally bound\n",
    "hereby, covenant and agree as follows:\"\"\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "B4W3DPB89qk5",
    "outputId": "b1c08ec1-b6f8-4d53-e008-9ab33f0a1537"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "+-------+\n",
      "| result|\n",
      "+-------+\n",
      "|[other]|\n",
      "+-------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "df = spark.createDataFrame([[text]]).toDF(\"text\")\n",
    "\n",
    "model = nlp_pipeline.fit(df)\n",
    "\n",
    "result = model.transform(df)\n",
    "result.select(\"category.result\").show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "YTfdRqXGNfLD"
   },
   "source": [
    "#📜 Conclusions\n",
    "\n",
    "Splitting affects directly the quality of the predictions. This is because of two factors:\n",
    "- 1) Predicting much text at the same time usually adds too much information, and specific sections may be deluted in the overall context;\n",
    "- 2) Also token size restrictions may have happened!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "nn7LM80Vla1A"
   },
   "outputs": [],
   "source": []
  }
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