{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h1> Fusion de tables </h1>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h2> A) Réunion de tables ( cas le plus simple) </h2>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    " <p> Une première opération naturelle est de réunir dans une même table les données de deux (ou plusieurs) autres tables qui ont la <strong>même structure </strong>(les mêmes descripteurs, c'est à dire les mêmes noms de colonnes).<br>\n",
    "L’opération est facile dans ce cas, il suffit d’utiliser l’opérateur + sur les deux tables.  <br>\n",
    "On va créer la table3 à partir des table1 et table2 représentées ci- dessous:</p>"
   ]
  },
  {
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    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![NoteEl%C3%A8ves.jpeg](attachment:NoteEl%C3%A8ves.jpeg)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h4> Les étapes : </h4>\n",
    " \n",
    "\n",
    "<p>1. Créer les deux fichiers NotesElèves1.csv et NotesElèves2.csv à partir du bloc-notes de Windows ou l'editeur de texte sous  Linux. <br>Enregistrer ces fichiers dans le même dossi que le notebook </p>\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<p> 2. Importer les données de NotesEleves.csv et NotesEleves2.csv dans les variables Table1 et Table2.</p>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import csv\n",
    "with open(\"NotesElèves1.csv\", \"r\",encoding=\"utf8\") as csvfile:\n",
    "    d = csv.DictReader(csvfile, delimiter=';')\n",
    "    table1 = []\n",
    "    for ligne in d:\n",
    "        table1.append(dict(ligne)) \n",
    "print(table1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# reste à le faire aussi pour le fichier NotesElèves2.csv\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<p> 3. Fusionner les deux tables dans un table3 par l'opération d'addition de tableau : </p>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "Table3=Table1+Table2\n",
    "print(Table3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<p> 4. Exporter les données de Table3 dans un nouveau fichier.csv : NotesElèves3.csv </p>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# ecriture de table3 dans un fichier csv\n",
    "with open(\"NotesElèves3.csv\",\"w\",newline='') as sortie:\n",
    "    descripteurs= [\"Nom\",\"Maths\",\"NSI\",\"Anglais\"]\n",
    "    new=csv.DictWriter(sortie,fieldnames=descripteurs ,delimiter=\";\")\n",
    "    new.writeheader()\n",
    "    new.writerows(table3)\n",
    "    sortie.close()\n",
    "\n",
    "# exécuter ce code et aller verifier dans votre  dossier de travail la création du fichier NotesElèves3.csv"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    " <h3> Cette méthode est possible car les 2 tables ont les mêmes attributs : \"Nom\",\"Maths\",\"NSI\",\"Anglais\"</h3>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h2> B. Jointure de tables </h2>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<p> Nous pouvons effectuer des opérations du même type avec des tables ayant des attributs différents, mais <strong> au moins un attribut commun.</strong></p> \n",
    "Par exemple creer une table qui regroupent les colonnes de la table1 et table4 pour les élèves dont le nom est commun aux deux tables :"
   ]
  },
  {
   "attachments": {
    "jointure.JPG": {
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pB2qLspJ/+S6/iMXxNr3hXwP4W1OeHT5NNmWztJrVVczIJAqK4k3BT1BK7PxrV1rxy1l44l8OG+03R5BaJNbT6ojFb12LAonzoBtwM8knd045reIfB+v6v8OtF0K3XTUu7GW0eZnupPLIgZT8pEWTnb3Ax71pa94e1PW47+0v7DSNVsL2MbIb6Vh9kfYFbb+7bcMjcD8pz9eNajbcmtdX91lb8b7+nYxpJqKT00X331/Cx09hJcTadbSX0SwXLxK00StuCORyAe+D3rC8ef8AIu2v/Ya0r/04W9aHhnR28PeF9N0h7p7trK3SEzv1k2jGaz/Hn/Iu2v8A2GtK/wDThb05W5nYuN+VXOkrjPiH4esvFX9i6PqSnybi6lAdTho2FvKVdT2IOCPpXZ1g67Y6vda5otzpkNi9vYzvLP8AaLh43IaN0woCMP4s8kdKhpPQbuldHE2fiC8uvBOv+FPFTK2v6NBslZhxeQ5HlzqPcdfQ1q+NLXxDpnjbSfFejaU2u2Vlay20+nRSBZo95B82MNwxwMEdcfWrPxB8AyeLDZX+k3KWOr2bhBM2Qs0DEeZE+ATgjkccEVs3llrcHiU6lpUttcWs1ssE1ldStEFZWYiRGCtz8xBG3nA54patqT3/AOBv87/J9lZkqNm100/P9N/Tuzl7bXvD3iPwN4w1LQI5ra7mt5v7RtbmMxTQzCErh0PQ4UfXFb/w2/5Jf4a/7BkH/oArNbwZqH2fxVfqLL+1/EUIhaISssECrGUX59hZjySTtGemBitzwXpV9oXgzS9J1QW/2ixto7dmtpWkR9qgZBZVPOOmKqP2vSP4c1/uuN3vH/t79LfkV/iP/wAks8V/9gW8/wDRD10lc38R/wDklniv/sC3n/oh66SgopazqcOi6He6ndHENpA8z/RRmvLPAV3a6B8UH0yLUba8HiLTVvZmt5lcC+jJ87oTjIbOPavQfFOnarqq2Ftp8dm9mt3HPeCe4eNnRDuCKFRs5YLnJHAI71neO/DOqa7daDf6B9jS/wBIv1uVkupmjBTG10+VGzuU+3QUo6SUn3t8u/3u/wD26TPVWXa/z7fhb/t4ZL4l1yT4nXfhazjsBCmmpepdSo5aPLlcFQ3z9OxXr145zU+Jd5p/g3xTqWs2EM194bu2tJFtCyx3B+XYwzkoDvGck4561qW3h3Wk+Ks3iaaOwWym0tLExpdO0isrl92PLAI5x1rmtV0nUvCfhPx7faxNYQRa1cNNbvFuuSjSKkSo0booOT3zjmo1Ufk/v5tPw/q5e8/K6+7l1/E2r3xL4msPEnhvSpZNJlGuK7GWO1lzBsUOwx5h3AqcBuMHBwc4rP8AA1zeWcPxBuNLsvt95Hr1w0Nr5oj81tiYXceB9apae+veBZtJvNf8M6O9tNJFp0dxZajPcXFr5hCgASrwhIGVQ4+uKvx/D7Xp/DfjPS7i8tLF9fvZLu2uLWd5DHuC/I4KLx8uDg9DWj0cnHs187xdvuM4NtRUu6f4SV/vNCz8a38fjzSfDt9caXfHULaZ5TYBg1nLGFYoxLsGyG/2TxnHNZ1t41utKtPHl8+kWUk2i3qpmxtzG1zmNT5kvLFiA3J9Fq3/AMIl4ifxN4X1kxaPANFgmtpLOCaQKyyKBvRvL/2R8u3/AIFTtJ8KeJtN1DxRdwz6fby6tqMV7blJnkwECBo3BjGAwUjIzjPSl/k//Slb8Pn8wTenqvyd/wAf6sbPhXXp9eY3EGq6RrGnNCGS600FNkmeUZTI/bnt3BFdLXH6H4Nax8dXPiVrOw0tp7MW0lrp7l1nbcG8xyUTkdBx+Pauwqui/rr/AF+uo1e7v/Whzfhf/kYvGf8A2Go//TfZ10lc34X/AORi8Z/9hqP/ANN9nXSUigooooAKKKKACiiigAooooAKKKKAObvv+Sp6F/2BdS/9H2NdJXN33/JU9C/7Aupf+j7GukoAD0rzqyDeDGs9chyNH1IKmpIOkEpOFn+h4DfnXochcRN5Kqz4+UM20E+5wcflWXpWmzf8I2um63BbPmMxSJFIXR1P1UGuarCUpqUd0v8ALT5/8E9HCV1RpyUtYyaTXda7ea0afczLvWrfw9beJNXkTzUinjYKhA8wmGMKM+5IqW/1vUtDj0651f7LLb3dwlvKII2RoGf7pyWO4A4B4Hr7Vn2XgORPCur6DqF8ZoLqbNrN1eKNVQRhs91K/iBWhf6JqWuR6dbav9lit7S4S4lMEjO07J90YKjaCcE8n096mKqL8Pz1v8v+Adj+p8yTkpJOzfeKirW873+dr6CnWtUl8aXmhW62ixxWaXKXDoxK7mK4Khvm6eq1SsvEWu6jouqTxRafFc6VPLBJuV2S4MfJ2jcCgIxyS3Pbjm/Bo+oRePLvWWW1NpPZJbKombzAVZmyRsxzn1qtpOg6rYabr8Ey2Zk1K6mnh2zsQokAGGOzjGO2aj97yvfaX5+7+H/BFfDKOije0Pv+1/wfvNzQ9TGs6DY6ksflC7gSXYTnbkZxmr1ZXhjTrnSPDFhp195RmtYFiZoXLK2BjPIB/StWu48nEKCrTVP4bu3pfQ5u+/5KnoX/AGBdS/8AR9jXSVzd9/yVPQv+wLqX/o+xrpKDEK831XULPTf2gbGbULqG1iPh6RQ80gQE+evGT3r0iuOuPD2tv8WIPEsUenmwi01rEo104lOZA+7b5ZHQdN340l/Ei/X/ANJa/UUvgfy/NM4uK91fwufiL4z0O2SHSmaOeyhvIHVLl0TEsirlSAxx83fGeetdPqnjbWfD3h9dW12DSwmoyW0GmwwyuCskvXznbA2jrlR0B+tbfj7Q7/xL4F1XRdK+zC5voGhV7mRkRM9yVVj+GKoeIPB154k8Eafp000FjqmmywXFtNGxljWWLGM5VSQeQeO9JbW6LlXy6/h/wBSve668336WM7wzrkFj4wPh+wfSb/8AtC1e8OpaajNiZSAVnJkcsTnIJcHAx71WsPHPirUvh9q3iOG30iJ9JnulaF0kYXKwswOPnHlkhep389hXZ6f/AMJJLJ5urR6dbCONgLe0neVZ37MztGpQewB69TjnlNG8Fa/p/wANNe8OzjTWu9Rlu2hkS6kMYE7MfmJiyMbuwOfalPmUXbdLT1vp+Gn5lRtzK+zevpbX8f8AgGhdeOpbhvC1lpFvEt/4jhNwhuMsltEsYd2IBBY8gAZGc9RVmy8TX0fji48Kat9mN21j9us7qCJkSRN21lZCxIKnHRuQe1ZsPgfUobTwlfRvZprPhyD7OU81jDcxtGEdd+wMucAg7TjHQ1pWXhm+k8b3HivVvsovFsfsNnaQSsyRpu3MzSFAcscdF4A71pK3M7bXf3a2t+HnuZx5uRX3svvvr+vlt1ObtfHvim9+HWseJo7fSYzpE90rQskjC5SFiDj5h5ZIHX5+ewrR1Dxrrem2vhvWJ7awOma1cwW72qhzNB5w+VhJna2OMjYPrVXTvA3iC0+FviDwzL/Zpu9Tlu2hkW6kMaidmPzHysgjcOgOfarGt+D9f1Pwf4X0uFdNW40i7tJ5y91JsYQ44U+Vk59wMVMd1f8Aufj8X9dOg5Xs7f3/AP7X+vvPQKKRdxQbwA2OQDkA/WlplnN33/JU9C/7Aupf+j7Gukrm77/kqehf9gXUv/R9jXSUAef/ABOj03Xkg8L6pfW9nBc281zI08yxgsq7Ihyeu9ww/wCudWPA3ii51v4Q2urRSRG/tbVopvMUsvnRZVsgEHnbnr3rZ0LTdVg8QaxqOsx2YN48a25t52kKQouFQ5Rf4i7dT972rA0fwlr+jX/i2O3j006brUzXFrF9rkDQyOm18jysAE/NwTWb5lCSW7V/n0+dn+A95Rb6O3ye/wCK+5mc3xC8SRfC/TPHE1ppYtpVhe6slWQuyO4Uskm7CnnO0q31rf17xRq+n+PtB0LToLOWDV4J5C8wZWhMYU5yDhh83TA6dR1GHceAfEE3wPtPBYOmi/hihiaY3MnlEI6tkHys5OMYx+NbOp+HNcvvH/hrXkj09bfSoJ4p4zdPvYyqoyv7vBxt7kZ9q2lb2jS2u/utp+JlHm5E3vb8bobpnjS8ttd8TaV4mW1J0O2jvPtVojIssLqx5RmbDDaf4iDXMw+Orf8A4lPi5l0e8udSlhhNhCxlvbSCUgDa28gYyGZQig5PPGT0cfg3ULnx14l1DU1szpWt6fHZbY53MqhQ4JKlAOd3rx71N4X0PxVoGh2Xh+W4057KxVYo9RR3M7xKeFMJTaG2gDdvPriohum/L83f71b8bDnfVLz/ACVvxv8AgZ9z8Rjc32vx6ZqOjWK6NK1useovmS8lVQzBcOu1educMc844weu8M62PEfhfTtYFtJa/bYFlMEg+aMkcqfoa57TfDGueF/EWtXHh7+z7vT9Zuvtjw3kzwvbSlcMV2owcHAODt+tdfZxzw2cUd3P9onVQJJdgXe3cgDoPaiPwq/Zff1/H5dinfm+/wC7p+Bg+PP+Rdtf+w1pX/pwt66Sub8ef8i7a/8AYa0r/wBOFvXSUxhRRRQAUUUUAFFFFAHP+NvFUXg7wxLqkkSzSGWOCCN32K0jsFXc3ZcnJPoDWRp3jaV/Gmn6HLeaZq8V/bSSC60sHFvImCVcb34YE4OR06Vq+OfCv/CY+F5NMS5+yXCyx3FtPt3COWNgykjuMjB9jVjTF8STTxNrg061iiUh0spXm+0N0BJdF2DvtG45x82AcqO7v/St/n+nQUr9P6d/8v18jRW+t7nfFZ3du8wU4AcPt9yAc4rzm18e+Kb34dax4mjt9JjOkT3StCySMLlIWIOPmHlkgdfn57Cu4sfC2g6NczXuh6BpdleyIQZre1jhZ884Z1XOCcZ61x2neBvEFp8LfEHhmX+zTd6nLdtDIt1IY1E7MfmPlZBG4dAc+1TK9m1vb8bqxSs5RT2v+FmWtQ8a63ptr4b1ie2sDpmtXMFu9qoczQecPlYSZ2tjjI2D61peIde1rTbu/ZTpem2Ntbh7ae+bzGvZcElFRXUrjAHcnPArL1vwfr+p+D/C+lwrpq3GkXdpPOXupNjCHHCnysnPuBipm8Ia5D4t1/Ureawnh1y2SLzLl3MtiVTbtQBcOhJJxlOadS9pKHd2+5W/G+/+RnTv7rl2V/W7v+FjO1Xxtcah4G8HeIF03T5E1e/tEkt7yEzeS0jffjORhlwcHHcVbtv+TiL/AP7FyL/0e1Z//CAeJB8P/C/h4f2U02hX1vO8xupAsqRNngeUSCc/QetdBb+HdYT4sT+JpUsRYzaWliUW5cyqyyF92PLAI5x1rTT2l1tzS+7lsvxF73s7Pe0fvUrv8DsKKKKk0CiiigAooooAK5u+/wCSp6F/2BdS/wDR9jXSVzd9/wAlT0L/ALAupf8Ao+xoA6SiiigAooooAKKKKACiiigAooooAKKKKACiiigArifEWqXdh8U9E+yaFqGp40W/x9kkt1zuntM/62VPu7Rn/fXGfm29tXN33/JU9C/7Aupf+j7GgA/4SjV/+hE8Qf8Af/T/AP5Ko/4SjV/+hE8Qf9/9P/8AkqukrDn1ue58Qy6Lo6RGe3iEtzcTAskO77q7QQWY4JxkYHeplJRt5mtOlKq3y9NX5Ir/APCUav8A9CJ4g/7/AOn/APyVR/wlGr/9CJ4g/wC/+n//ACVWhHLrEGsQwXK21zZzI5M0MTRtEwxgEFmBB5546VabVNPS8Fo19bLcltohMy7yfTbnOaFJMcqMl8Oul9P60MX/AISjV/8AoRPEH/f/AE//AOSqP+Eo1f8A6ETxB/3/ANP/APkqlXUr1fiUdLNyWsm0w3IiKL8r+YF64z0z371sSarp8N19mmv7aOfIHlNMobnpxnPNKM1JX9V9zsVUw84NLe6vp2Zjf8JRq/8A0IniD/v/AKf/APJVH/CUav8A9CJ4g/7/AOn/APyVV/UryeLWNNt7a/sIFkkbz4Lhv3sy7TgRjPXIz9BVubU7C2uBb3F7bxTNjEbyqrHPTgnPNNSRDozsmtbq/wCNjF/4SjV/+hE8Qf8Af/T/AP5Krn/EfiPVJNe8Js/gvXIjHq0jKjzWOZT9huhtXFyRnBLfNgYU85wD6JXN+KP+Ri8Gf9hqT/033lUZB/wlGr/9CJ4g/wC/+n//ACVR/wAJRq//AEIniD/v/p//AMlV0lFAHN/8JRq//QieIP8Av/p//wAlUf8ACUav/wBCJ4g/7/6f/wDJVdJWfrlxe2mjXNzpgtzPDG0mLgMVIAJ7c1MpKMXJ9BpNuyMv/hKNX/6ETxB/3/0//wCSqP8AhKNX/wChE8Qf9/8AT/8A5KqPw14g1bxJ8MbHXba3tf7VvrITRwnIhEh6Z5ztHfnNY91e/EnTr7T4ru78LTi8ukhEVvY3IcrnLsCZsDagY5PoB3q2mpcr9CFJOPMvU3P+Eo1f/oRPEH/f/T//AJKo/wCEo1f/AKETxB/3/wBP/wDkqukopFHN/wDCUav/ANCJ4g/7/wCn/wDyVXP+NPEeqTaDbLJ4L1yADVtNYPJNYkEi+gIX5bknLEBR2yRkgZI9Erm/Hn/Iu2v/AGGtK/8AThb0AH/CUav/ANCJ4g/7/wCn/wDyVR/wlGr/APQieIP+/wDp/wD8lV0lFAHN/wDCUav/ANCJ4g/7/wCn/wDyVR/wlGr/APQieIP+/wDp/wD8lVW8X+JtV8O614fhtYrOSz1XUo7GQyBvMTcGJYYIH8NdLqF9Bpmnz3t22yGBC7kDJwOwHc9gO9K+jfy/L/MOtvn+f+Rh/wDCUav/ANCJ4g/7/wCn/wDyVR/wlGr/APQieIP+/wDp/wD8lVW+H3ivUPFllq82q2cVlJZanNZpDHklVTGNxyctzzjArrafRPvZ/fqJO/8AXY878feI9Un+G3iWKXwXrlskmk3StNLNYlIwYWBZttyWwOpwCfQGug/4SjV/+hE8Qf8Af/T/AP5Ko+I//JLPFf8A2Bbz/wBEPXSUDOb/AOEo1f8A6ETxB/3/ANP/APkqj/hKNX/6ETxB/wB/9P8A/kqukooA5v8A4SjV/wDoRPEH/f8A0/8A+SqrX+sXmq6fNY6l8PNcurWdCksMsunsrg9iPtVdbWD411fUPD/hHUdX0tLaSSxt5Lhkud2GCqTgbfpUzajFt7FRTbSRg2ym1mt5V+H3ieZrU7oBdala3CwnBGVEl4wU4JGRzitj/hKNX/6ETxB/3/0//wCSqmTUdZ1LwPZ3+jxWf9q3ltDIonDeShcKWYgEMQAScA5OMZrBiv8A4hWfiTSrHVLrw1cRXkredHZ2c6yJCq5dwWlIGCVXoeXFW01LlZnFpx5l2Nj/AISjV/8AoRPEH/f/AE//AOSqP+Eo1f8A6ETxB/3/ANP/APkqukopFHN/8JRq/wD0IniD/v8A6f8A/JVH/CUav/0IniD/AL/6f/8AJVdJRQByXge6mvdU8XXFzYXGnyvrSbra5aNpExYWg5MbMvOM8MeD2PFdbXN+F/8AkYvGf/Yaj/8ATfZ10lABRRRQAUUUUAFFFFABRRRQAUUUUAcT4i1S7sPinon2TQtQ1PGi3+Pskluud09pn/Wyp93aM/764z823S/4SjV/+hE8Qf8Af/T/AP5Kovv+Sp6F/wBgXUv/AEfY10lAHN/8JRq//QieIP8Av/p//wAlUf8ACUav/wBCJ4g/7/6f/wDJVWG1u4vvEFzpGjrEGskVrq6mUskbNyqBQRuOOTyMcdangm1iLW0trxLe4s5YXcXMETRmN1KgIwLNnIJIOR0PFZqopbHS8NOK95pO17dbb/lrbcof8JRq/wD0IniD/v8A6f8A/JVH/CUav/0IniD/AL/6f/8AJVbQ1TTzefZBfWxuc7fJ85d+fTbnNY9pqV63xEv9KkuC9nHYR3EcZRRtZnYHkDJHy96bqJNLv/lf9BQw85qT2sr69rpafeN/4SjV/wDoRPEH/f8A0/8A+SqP+Eo1f/oRPEH/AH/0/wD+Sq2X1XT47oWr39stwW2iEzKHJ9MZzmqt7eTp4g061gv7CKOTeZ7aZv38vy5Xyxntgk8dBT5kTGjOTta2jf3K5Q/4SjV/+hE8Qf8Af/T/AP5Ko/4SjV/+hE8Qf9/9P/8AkqtqTVLCG7FrNfW0dwxAELTKHJPTjOeatU009jNxlG11ued3niPVD8SdGlPgvXFddJv1EJmsd7gzWZLD/SduBtAOSD8wwDzjoP8AhKNX/wChE8Qf9/8AT/8A5Kovv+Sp6F/2BdS/9H2NdJTJOb/4SjV/+hE8Qf8Af/T/AP5Ko/4SjV/+hE8Qf9/9P/8Akqukri9X8Q69b/EzTfDdhNp0drf2M10JJrOSR4zGVGOJVBzuPYUdUu/6K/6A9Ff+t7Gh/wAJRq//AEIniD/v/p//AMlUf8JRq/8A0IniD/v/AKf/APJVImu3Wi6jff8ACX6no9tpqLF9lvP+PUGRt26Nt8jcjCkYxw1a0uvaRA9qk2q2UbXmPsyvcIDPnps5+b8KA2Mr/hKNX/6ETxB/3/0//wCSqP8AhKNX/wChE8Qf9/8AT/8A5KrUTXtHk1L+z49VsWvdxX7MtyhkyOSNuc5oude0ezmnivNVsYJLePzZkluUUxJx8zAngcjk+oouBl/8JRq//QieIP8Av/p//wAlUf8ACUav/wBCJ4g/7/6f/wDJVSWmqXN541mgt9Y0i40wWSutpDJuulk3ffODjYVIxWimu6RLfmxi1Sye7G4G3W4QyDHX5c5470dBXMr/AISjV/8AoRPEH/f/AE//AOSqP+Eo1f8A6ETxB/3/ANP/APkqpdF8aaJr2sahpunX1vJNZTCHCzKfNOwOSgByQN2CfUGtGPXNJl1E2EWp2b3oJBtluEMgI6jbnPGRR2GZP/CUav8A9CJ4g/7/AOn/APyVR/wlGr/9CJ4g/wC/+n//ACVXSUUAed3niPVD8SdGlPgvXFddJv1EJmsd7gzWZLD/AEnbgbQDkg/MMA846D/hKNX/AOhE8Qf9/wDT/wD5Kovv+Sp6F/2BdS/9H2NdJQBzf/CUav8A9CJ4g/7/AOn/APyVR/wlGr/9CJ4g/wC/+n//ACVXSVyWo634mH9u3FnZWtjaaSp8k30TOb4hA7MpV1CL/DnDc544xUuSirv1Gk27Is/8JRq//QieIP8Av/p//wAlUf8ACUav/wBCJ4g/7/6f/wDJVZA+IraloXhSbR7VEv8AxOR5CXGWS3UIWkdgCCwXGAARnI5FPk+IH9izeJrTxHHEbjQbVb0SWylFuYWB2kKxO1twKkZPY98VUvdvfpf8N/6/yJi1K1utvx2NT/hKNX/6ETxB/wB/9P8A/kqj/hKNX/6ETxB/3/0//wCSqy08X6xpk/huTxFDZfZfEEggC2yOrWcrIXRWZmIkBxtJwvPOOeLXifxNq2heLfDlhDFZyWOsXptXLh/NTEbNkcgdvehpp287fMXMrX8r/Itf8JRq/wD0IniD/v8A6f8A/JVH/CUav/0IniD/AL/6f/8AJVdJRQUed+NPEeqTaDbLJ4L1yADVtNYPJNYkEi+gIX5bknLEBR2yRkgZI6D/AISjV/8AoRPEH/f/AE//AOSqPHn/ACLtr/2GtK/9OFvXSUAc3/wlGr/9CJ4g/wC/+n//ACVR/wAJRq//AEIniD/v/p//AMlVvXd5bWFs1xfXEVtAn3pZnCKv1J4ptlf2eo2/n6fdwXcO4r5kEgdcjqMjvQBh/wDCUav/ANCJ4g/7/wCn/wDyVR/wlGr/APQieIP+/wDp/wD8lVt32pWOmRrJqV7b2iO21WuJVjDH0BJ61Dba9pF75n2PVbK48qMSyeVcI+xD0Y4PA4PPtQBlf8JRq/8A0IniD/v/AKf/APJVH/CUav8A9CJ4g/7/AOn/APyVWrZ6zpmspMmkara3TIvzNazpKY8jgnGcfjXOfDTX9Q1zwndXuuXYnmh1G6g81kWPEcchVchQB0HWjrbyuJu1vW36/oXv+Eo1f/oRPEH/AH/0/wD+SqP+Eo1f/oRPEH/f/T//AJKrWsdc0rU5Wi03U7O8kVdzJb3CSED1IB6Vn6JqN3ea9rSz6rpN5ZQyILaGzfdNbjb8wm5wCSDj2o6jIf8AhKNX/wChE8Qf9/8AT/8A5Ko/4SjV/wDoRPEH/f8A0/8A+Sq1rPXNJ1G4eDT9Ts7qaNdzxwXCOyjOMkA5AzxXPf8ACV3WrQS3ejz2On6aJjb297fQvO15ICQRFErISuQQDuJbBwuMEq4Fv/hKNX/6ETxB/wB/9P8A/kqj/hKNX/6ETxB/3/0//wCSqg03xnbK/la3f2AiMUksWoxEwwSCNgkoYOT5bKxAILH68EDZPiTQ10uPUm1nTxYSkLHdG6TynJ6APnB/OmK5m/8ACUav/wBCJ4g/7/6f/wDJVH/CUav/ANCJ4g/7/wCn/wDyVWpd6/o1hIkd9q1jbPIAyLNcohYE4BAJ5ySK5vxTr2o6T8QPCdnbXwj0/UpLhbqJkQqQkRYHcRkc+/b60dUPo38zQ/4SjV/+hE8Qf9/9P/8Akqj/AISjV/8AoRPEH/f/AE//AOSq2NO1jTNXWRtJ1G0vlibbIbadZAh9DtJwaZLr2jwXwsp9VsY7ssFED3KCQk9BtJzk0AZX/CUav/0IniD/AL/6f/8AJVH/AAlGr/8AQieIP+/+n/8AyVW5e6hZabB5+o3cFpFuC+ZPKEXJ6DJPWls7601G3Fxp91DdQkkCSCQOpI68jigDC/4SjV/+hE8Qf9/9P/8Akqj/AISjV/8AoRPEH/f/AE//AOSqzvG3i5dI8QaBocWqw6adSmk+0XJaPfBGkZYH58qMsAMkHvj1rW03XrGy0lYtb8S6XdXlqi/arhZY4hljhSV3fLnp7npSTvqD0diL/hKNX/6ETxB/3/0//wCSqzbbVLvUvinpH2zQtQ0jy9F1Db9tkt283M9lnb5Mr9Mc5x1GM847YHIyORXN33/JU9C/7Aupf+j7GmB0lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXN33/JU9C/7Aupf+j7Gukrm77/AJKnoX/YF1L/ANH2NAHSVxehk6T8SvEFtf8A7s6p5VzZyNwJQq7WUH1B7eldpUN1Z219CYb22huIj1SaMOv5Gs5wbkpLodWHrqlGcJLSas/LVNP70Yd/rOoWvjfTdJRrY2t5BNM2YW8xfL28A78c59K4zVr2C6+Hcd3pqQafYyaqjLbsS8xk+0jczOTwepxg4GOa9MttNsbJy9nZW9uzdWiiVSfyFRto2lsZy2m2ZNx/rswL+9/3uOfxrGVGcuv9XT/Q78PjqFCUGov3eV+tm73W17NJPW1vM598/wDC3vl6/wBhnH/f6s3w/wCT/wAKm1P+2dvn/wCl/b/N6+ZubOc98bcfhXZRaNpkN2t1DptpHcIu1ZkgUOo9AcZxTpNK0+a6+0zWFtJPkHzWhUtx05xnik6DcWr78y+93J+vU+WMLPTl16+7f8Hf5NHDqLv/AIt4dT3fa9x83f8Aez5B6+9O1P7ZpEGt6tYNbapo89y7X9jcBo50dSI28twefuggEemDXb3OmWF5cRz3djbTzRf6uSWFWZPoSMihtL097v7U9jbNcZB84wqXyOh3YzVOjJttPd/ol89jRZlC8W497rp8TlZdVvo1qrFlG3orYI3DOD1Fc54o/wCRi8Gf9hqT/wBN95XSVzfij/kYvBn/AGGpP/TfeV0niHSUUUUAFUdb/wCRf1D/AK9ZP/QTV6q99p9lqdsbfUrSC7hJyYriISKfwIxUVIucHFdSou0kzlfhF/ySDwz/ANeCUvhfUh4j8a+Ir9vmi0mcaVajIIXCh5WHuWKj6IK6TTNG0vRYTDo+m2mnxHGUtYFiU46cKBU1tY2lkZjZ2sNuZ5DLKYowvmOerNjqT6mtpy5qjn6/e/8AgXXzMoxcYKPa34f8GxPRRRUFhXN+PP8AkXbX/sNaV/6cLeukrm/Hn/Iu2v8A2GtK/wDThb0AdJRRRQB5/wDFD/kKeB/+xjh/9AetrxVYa9fahpbaRaabeWVrIZ57e9vZLcySrjyzlYpMhTlsHHIU9q1NQ8N6Hq1wk+q6Np99MhBWS5tUkZSOmCwJFXBaWws/sgt4hbbPL8gINm3GNu3pjHaklZfO/wCCX6A9ZX8rfi3+p5x8HptWefxUL6ys4YTrt0zvDePIwlyuUCmJQV/2sgn+6K9Nqhpug6RozytpGlWNg0x3Sm1tkiMh9TtAz+NX6e0UuyS+5WF1b7tv73c5v4j/APJLPFf/AGBbz/0Q9dJXN/Ef/klniv8A7At5/wCiHrpKBhRRRQAVzHxL/wCSW+Jv+wZP/wCgGunqpqOk6drFv5Gr6fa30PP7u6hWVfyYEVFSPNBx7lwlyyUuxS8If8iRon/YPg/9FrWN4E1IeJLnW/ELHcr30ljag/wQwnbx/vPvY/Uegrp9P0uw0m3+z6VY21lDnPl20KxrnGOigDoKfZ2Npp0Bh0+1htYi7OY4IwilmOWbA7knJPetZPmm5ev4/wBW+ZhGLjCMe1vwX/DMnoooqTQKKKKAOb8L/wDIxeM/+w1H/wCm+zrpK5vwv/yMXjP/ALDUf/pvs66SgAooooAKKKKACiiigAooooAKKKKAObvv+Sp6F/2BdS/9H2NdJXN33/JU9C/7Aupf+j7GukoA4zwy39l+OfEenX/7ua+uFvLVm486MqAQvqVIwR71oXWt39t43g0km3ezlspLpsQt5g2sBtB345z6VuXVla38Xl31tDcx5zsmjDj8jTbbTrKyZms7O3t2f7xiiVS31wK540pRioJ6I9KeKpVJupOOrja3S6Vk79O9vxPNb28gufBGhXVgltYWMurQPBahi8gPnEks5P3upIxxnqa6OPzP+Fqav5H+s/sWHZn18x8V0R0TSiJgdMs8XDbph9nT94fVuOTx3p0Okabb3n2uDTrSK527fOSBQ+PTcBnFZrDy79b/APkvKdVTMaUoyiovXm8/icXq93a1r7vc4fTvI/4UfdfbP9d9mn+05+/9p3NnPfdvx79KsMLr/hIfAJ1LP2z7NN5+eu/yBnP412L6Vp8l0Lp7C2a4DbhMYVLg+ucZzSz6ZYXN3HdXNjbTXEX+rmkhVnT6EjIqlRd0/T8L/wCZLzGDlJ8r95zfpzRcbLyV/nZaHD3Ul5otvfalZPa6xoVxqBe4tpgUuIZPNCMEYcNh14BGemDXoVVTpenm7+1GxtvtG7d53krvz0zuxnNWq0pU3BWOPFYmNdRstV177W20urb6X67HN33/ACVPQv8AsC6l/wCj7Gukrm77/kqehf8AYF1L/wBH2NdJWxwhXm/iSzivvjv4bgneZFOkXhzBO8Lffj/iQg/rXpFZV54X0DUb4XuoaHpt1dAYE89pG749NxGaX2k+1/xTX6ikrxa9Pwaf6HOah4U0y703xJ4WW8mnn1iJrwLNI0jwfIkanexJPzICM+hHaszwVrzeKtPs9W1GKRjoOnPDdRryTecrKP8AeVY//Itd3p+gaPpNxLcaXpNjZTTKFkltrZI2cDoCVAJAqza2NpYrKtjaw2wmkaWQQxhN7t95jjqT3PU0rOzXl+V0vwf4IHq/n/lf8V91zxDUL+3ufAPga90tLPTNLm121ezsUdpJk/eNuLys3J55GOCfvGuu1bTrLU/2gLODUbSC7hbw7LmOeMOp/fAcg8dCR+NdmfC3h9o5420LTSlw4eZTZx4lYHIZhjkg85NPHhzQxqMeoDRtP+2xqES5+yp5iKOgDYyAPSqVr382/vjyis7fJL7pXOJRILX48amqp5UMfheMYiGNqiZugHoBxWZon9peFJfCen3L6f4i8OXV2E0m9jDRXdszxuVZxkrINpYEjB5ya9MGhaSuqnU10uyGoMNpuxbp5pHpvxn9aLXQ9Jsbo3NlpdlbXDZzLDbojnPXkDPNKF42v/Wrf679Akrt26/5Jfpt1POvDUl0n/C0U0tgNQGpTG3UH5t5t12cdeo4ql4c0keIPhN4XNxr9nZ2trLbTKYLJjcrcq/KFjIfnLFgflycmvVV0jTV1RtTXT7UX7KEa7EC+aV9C+M4/Go4fD+jW+qPqcGkWMV+/wB67S2QSt9XAyfzoj7tvJR/8l/z/DzCSvf/ALe/8m/y/qxoUUUUyjm77/kqehf9gXUv/R9jXSVzd9/yVPQv+wLqX/o+xrpKACuI8Qavp/ie7vvDTatBYafCRDqU5nVJJSRkwR5PHBG5+wOBzkr29YF14D8IX11LdXvhTRLi4mYvJNNp0Lu7HqSSuSfela712D0OO1uHTrTxv8PdS0byxotpNc6Yhh/1cbMmxBn03IVz3Nc/4+0e78R+IviFLpaNMtt4fgtDs53TBzMUHvtA49xXsi6PpiaSNLTTrRdPVNgsxAohC+mzGMe2Kls7G00+3EFhaw2sIJIjgjCLk9TgcUpJvrte3z/4d/0hLRr5fg7/AOSPNPF80fiLTvh1baY4le71O2vE2HOIooyzt9BkDPqRWl8RP+R0+H//AGGW/wDRD12dpo2l6fcyXFhptnazy/6yWGBUZ+c8kDJ55qG+8NaFql0t1qei6deXCHKzXFokjqcYyCQT0q29br+a/wCX+RPJ7vL/AHeX8/8AM06KbHGkUaxxIqIgCqqjAUDoAKdSLOb8ef8AIu2v/Ya0r/04W9dJXN+PP+Rdtf8AsNaV/wCnC3rpKAPN/iDPdw/EvwQGuILawaS5Cy3MRkiW58seXuAZecb8c9c1pabDp/hTXvEuu614gtv36wSXypAYILcgFVbJZvnYAZGc9OORXX3tjaalava6jaw3du/3op4w6N9QeDVePQtIh0ltLh0uyj09hhrRbdBCR6bMY/SlG6X3/j/X5dhNXd/T8P6/PucJ4lv7fTfi/oOsLcw3qS6TOiWhnSMxqWU+cjOVQ5yFI3AkdM4NZl3ZWHhX4c6zfa9Z22pW+ta0LhbS1udsMXmSr5avKo+6CAzYyMkjnv0fifwxNqXjOxvNR0O38Q6BDZtCmnMsR+zz7h+92SkKwK8dcjHA5p3hPwRb6Zq2u3H9k2+maPqixLHou1GjUqDudkXKKWyBhSRhc98Ajt9/3c17fPvr/kpXv9338tr/AC7af55NpJOv7QVvHd3dpLM3h59yWqFFUecpVSCxJwO/H0FcgftH/ChtS8nd9m/4SWb7dtz/AMe32z95n/Zx19s17SPDGgKsCroemgWwKwAWkf7oHqF44zjtU1hoek6VDLDpel2dlFMSZUtrdI1kJ6khQM9e9CVkvL/5Lm/4ANN/1/d5f+CcT4//AORo8Bf2Jt+2/wBqfJ5X/Pp5Z83p/Bjb7dKyraGzm8QfFeDUbmSztJjbxzXEXDRK1sAWH0zmvS7HRNJ0yVpdN0yzs5GXaz29ukZI9CQOlNt/D+jWl1cXNrpNjDPcjE8sdsitKP8AaIGW/Gk43TT63/G3+X4j1TTXS34X/wA/wPPbH/hIdN8QWPhnXk03UJp9JuY9J1ixDRPGiqoIljJIGfk5BxkVX8JadrF3/ZTWMMEX9j6H/Zwhllw1he5AkLx9SSoG09weuDmvTbDRtL0tmbTNNtLMuAGNvAse4DscAUl7oek6nMs2paXZXcqjCvPbpIwHsSKbV9+v/wBt+kn89fVKNtO3/A/y+66OV8J+Ebm30fR7fWogo06wkt5I2cO080uPNdiOMcHHOTuOQMCud8Eq7mP4e3oLt4d1J5JAwzvtEIktzn3Z4/8Avhq9Q8ldO0x49Ks4h5MZ8m2jxEpOOFHGFye9Y/hnTrtr6/1/V9Nj03UdSWJHtlkWVokjXADOvDHczHjtinf32/6ve6+7X0T9Bctopf1tZ/f+aPPfEmo2d/4X+JbaTb2umrAZYdQkuS0k13KIQAVBYCNegX72eeBmrF/DDf6x8JFukS4jaJ2IcbgSLUEH35Ga9Nl0LSZ7976bS7KS7dPLa4e3QyMuMbS2MkY7VXXwj4bRrdk8P6WrWpzARZRgxH/Z4+X8KUFy2v8A3fwT/wA/lsOS5r/9vf8Ak1vyt8zkYUaH4+6wtkqo83hyJyAMB3EzAE+p7VieHfsv/DNuqf2xj7V5F5/aG/7/ANq3tnPffu2479K9RXQdITVjqq6VYrqLDBvBbJ5xHpvxn9aJdB0ee+F7PpVjJdhgwne2QyAjodxGcio5Lw5e6a/Fv9fwRW0+fzT+5Jfp+LPMvD/9rf8ACwPA/wDwlO/P/CNt5XmZx9s+XfnP8ez8etaOm6pbaL8WPGmoXF1FaaFBaWrXkzttiW6wQcnpu2bc9+leh3un2WpQeRqNpBdxbg3lzxB1yOhwR1qIaLpa6Y+nLptmLGTO+1EC+U2euUxg/lWrbbv6/i2/wv8AgiFCyt6fhb87fizivGMqT/E34eSwurxyT3bI6nIYGDgg1WtdK0/U/j34jTUrG3u0GjWhCzxK4Hzv2I9q7q78PaLf3UFzfaRYXM9sMQSzWqO0Q/2SRkfhSx+H9Gh1VtTi0mxS/f712tsglb6vjP60lo15X/Eck5L5L8Hc0AMDA4Fc3ff8lT0L/sC6l/6Psa6Subvv+Sp6F/2BdS/9H2NBR0lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXE+ItBtNX+Keifa5tQjzot/n7JqVxbfdntMf6p1/vnP97C5ztXHbVzd9/wAlT0L/ALAupf8Ao+xoAP8AhA9I/wCfzxB/4Ueof/H6ZL4I0SCJpJr/AF6ONRlnfxLfgD6kz109cfcynVvipFpl181pptgLtYT915WfaGI77R09zWc58rSW7dvwv+h04eh7Zyu7KKbfy/zeglv4b8K3kwitNd1WeRhuCReKr5iR64E9Xf8AhA9I/wCfzxB/4Ueof/H6v6s+iteWI1S8tYLmCcS2wlmVH3YI4B5OQT0rJ8QeI9T0ay1O8kWxtY7QFraCdt8l4qqGJGGG3uAMHpk1LqqCbl0/r+kawwrryjGkrX7+ttO/3addNSf/AIQPSP8An88Qf+FHqH/x+j/hA9I/5/PEH/hR6h/8fovPEN5FrnhyGBIfsurh/MV0JkTERfhs49B0p0evXq+LNX02WKKaCys0uohEhEjFi3ynJIP3ewHWm60YvXu19yv+RP1Kry38r/Lm5fzG/wDCB6R/z+eIP/Cj1D/4/R/wgekf8/niD/wo9Q/+P0zw34lm1+G1uYLmwuEkQm6tYMiW0bGQGy3OD8p+Uc89KZoHiifXpI2t7ixDCVludOIK3FsoJGSS3JyB/CBzx05PaxbS7lTwFaHNzfZ38t/8vTz1RN/wgekf8/niD/wo9Q/+P1z/AIj8FaXDr3hNEutcIm1aRGL6/fMQPsN03ykzEqcqOVwcZGcEg+iVzfij/kYvBn/Yak/9N95Wpwh/wgekf8/niD/wo9Q/+P0f8IHpH/P54g/8KPUP/j9dJRQBzf8Awgekf8/niD/wo9Q/+P1Bd+D/AA9YW7XF9qmtW0K/ekm8T36KPxM+K6usrVtD07UNQ07VNSLbtJd54d0mI1YqVLMOhwM4Pak9AMiy8JeHNRt/P0/VtZu4dxXzIPFF865HUZE/Worfw34Vu7yS0tNd1We5jzvgi8VXzOuOuVE+RXGXMmqabo/xM8aWQktbC/twdNBG0yGOLYbgDsCeh7gA+lWfE8KeHvhv4EvdNXy5tPvrARlRglZAFkB/3gxz60R1aXfl++X+X9WIlKydv7z/APAbfnc7f/hA9I/5/PEH/hR6h/8AH6P+ED0j/n88Qf8AhR6h/wDH66SimWc3/wAIHpH/AD+eIP8Awo9Q/wDj9c/408FaXbaDbPHda4SdW01CJNfvnGGvoFPDTEZwTg9QcEEEA16JXN+PP+Rdtf8AsNaV/wCnC3oAP+ED0j/n88Qf+FHqH/x+j/hA9I/5/PEH/hR6h/8AH66SigDkLjwv4YtLmK3uta1eGeZgscUnim+VnJ6AAz5JNSXfg/w9YW7XF9qmtW0K/ekm8T36KPxM+Kx/ifDENb8DzCJPNPiKFS+0bsbH4zXXatoenahqGnapqRbdpLvPDukxGrFSpZh0OBnB7VKfutvo7fgn+oPSVl2v+LX6GRZeEvDmo2/n6fq2s3cO4r5kHii+dcjqMifrVj/hA9I/5/PEH/hR6h/8frF8BWN5N4z8WeJBG8Gk6tNCLKNhjzvLTa023sG7HuBn0rvqron5CTu2ed+PvBWl2vw28S3EV1rjPDpN06iXX76RCRCxG5GmKsPUEEHoRXQf8IHpH/P54g/8KPUP/j9HxH/5JZ4r/wCwLef+iHrpKBnN/wDCB6R/z+eIP/Cj1D/4/R/wgekf8/niD/wo9Q/+P10lFAHN/wDCB6R/z+eIP/Cj1D/4/R/wgekf8/niD/wo9Q/+P10lFAHG3Ph3wnZ3i2l5r2qQXL42wy+K71XbPAwpuM81e/4QPSP+fzxB/wCFHqH/AMfrzm9uWh8P/Euzt7STWIbm6lL6lEAY4S0YUo/IY+VjJ2BsAeuRXrHhwIvhfTFivVv0W0iAulORNhR8+ffrSjrG/kvxV/w79egm7St6/h/n+HUzf+ED0j/n88Qf+FHqH/x+j/hA9I/5/PEH/hR6h/8AH66SimM5v/hA9I/5/PEH/hR6h/8AH6P+ED0j/n88Qf8AhR6h/wDH66SigDkvA9hDpmqeLrS2e4eKPWk2tc3MlxIc2FoeZJGZj17k4HHQV1tc34X/AORi8Z/9hqP/ANN9nXSUAFFFFABRRRQAUUUUAFFFFABRRRQBxPiLQbTV/inon2ubUI86Lf5+yalcW33Z7TH+qdf75z/ewuc7Vxpf8IHpH/P54g/8KPUP/j9F9/yVPQv+wLqX/o+xrpKAOXm8FaHbQtLcahrsUajLPJ4lv1A+pM9V7bwz4XvJvJtNb1aeXG7ZF4qvmbHrgT0qv/a/xTuLW7+e30izjkhhb7plkJy+O5AGB6ZNbOptor6tp51C8tob22lL2yPMquWKFSADyQQ3T6VjGo5Lm6Xt9zsd8sNGnaMrtuPNp0urr16Xelr+RR/4QPSP+fzxB/4Ueof/AB+j/hA9I/5/PEH/AIUeof8Ax+q2v+JtT0TT9Qv50sYFtXJgs5G3S3MYxlwwb5c5OBtOMc9aualrl5aeI9AtIVgNrqjSLIHQ702xl+Dux6dqFWi/w/HYSwNVpSVrO/X+Vcz/AA/yGf8ACB6R/wA/niD/AMKPUP8A4/R/wgekf8/niD/wo9Q/+P06PXr1fFmr6bLFFNBZWaXUQiQiRixb5TkkH7vYDrUXhvxLNr8NrcwXNhcJIhN1awZEto2MgNlucH5T8o556UKtF6L+rO36Clgq0YOb2ST+9XX4f5D/APhA9I/5/PEH/hR6h/8AH6P+ED0j/n88Qf8AhR6h/wDH6h0DxRPr0kbW9xYhhKy3OnEFbi2UEjJJbk5A/hA546c9VVwmpx5kY4jDzw8+Spv/AF/Xbsed3ngrS1+JOjW4utc2SaTfuSdfvi4KzWYGH87cB8xyAcHgkHaMdB/wgekf8/niD/wo9Q/+P0X3/JU9C/7Aupf+j7GukqzA5v8A4QPSP+fzxB/4Ueof/H6P+ED0j/n88Qf+FHqH/wAfrpKKAOb/AOED0j/n88Qf+FHqH/x+mS+CNEgiaWe/16ONBlnfxLfgKPUkz109eb+JZTrnxu8P+G77L6Za2EmqPA33J5lbam4fxbeoB780byUV1/RN/kgekW+3+dvzZei07wNPcxW8Hiq8knmOIok8YXhaQ+igXGT+Fa3/AAgekf8AP54g/wDCj1D/AOP1rano9nq62wvI9xtbiO5hYYyjocjB/Q+xNcT4q8da54Y0rUNVvY9KtFtZ8QaXM/mXF3AHCmQOr4XOcgbDjHPXhX6P+tv6/ENf6+Z0H/CB6R/z+eIP/Cj1D/4/WY+ieFY/EcWgyap4hXUpommjgOvan86LjJDebt4yO9SeJ/FWsaX4p8N6bpMFlNHrZlTFyHVo2SMuDuB6dONvbrzkYx/tP/hdHhL+3vsn9o/2JefaPsW7yd29Pu7ucfWmtZJev4Jv9CXJKN15fi0jqP8AhA9I/wCfzxB/4Ueof/H6P+ED0j/n88Qf+FHqH/x+ukooKOb/AOED0j/n88Qf+FHqH/x+j/hA9I/5/PEH/hR6h/8AH66SigDzu88FaWvxJ0a3F1rmyTSb9yTr98XBWazAw/nbgPmOQDg8Eg7RjoP+ED0j/n88Qf8AhR6h/wDH6L7/AJKnoX/YF1L/ANH2NdJQBzf/AAgekf8AP54g/wDCj1D/AOP1RvfD3hPTZ0h1HX9UtJXGVjn8V3qMwzjgG455OK7KuJ8Uabpnh/Q/EVxBBNe6l4iBjW2J8x7iUx7EjQHooAJ9ANxOBUybSulf9fL5jSu7f16ly58H+H7K0e6vNU1q3t0G55pfE9+qKPUkz4FNs/CPh3ULcT2Gra1dQkkCSDxPfuuR1GRPiuMWw1HS9V+FnhTW5TM8Ecs91825Xlhi+QE99pbj6Cs7x9rF34c8RfEKLS3aFbnw/BdnZxtmLmEuPfaRz7CnN8r013t52/zs/wCmRFuVr6bX+bt+Gh39p4c8KahcyW9hr2qXU8X+sih8V3rsnOOQLjI54ou/DnhSwuo7a+13VbaeXmOKbxXfIz844BnyeSBXPeL4Y/DunfDq50xBE9pqdtZpsGMxSxlXX6HAOPUCl8Hwx+I9M+Idzqaea13qd1ZuHGcRRIERfoOT9TRN8vM/5b/O3L/8kgi+bl/vW/G//wAizrf+ED0j/n88Qf8AhR6h/wDH6P8AhA9I/wCfzxB/4Ueof/H6qfCjU7nV/hT4fvL12kne0VXdurbSVyfwFdfVzjyycewQlzRUjzvxp4K0u20G2eO61wk6tpqESa/fOMNfQKeGmIzgnB6g4IIIBroP+ED0j/n88Qf+FHqH/wAfo8ef8i7a/wDYa0r/ANOFvXSVJRzf/CB6R/z+eIP/AAo9Q/8Aj9H/AAgekf8AP54g/wDCj1D/AOP1J4y8UDwro8FwkAuLq8u4rK1hZtoaWRsDJ9ByT9KksJPE0Wu/Z9Vj0+605rfeLy1RoWjlBA2GNnfcDyQwI9MULX+vK/5A9P6+RX/4QPSP+fzxB/4Ueof/AB+j/hA9I/5/PEH/AIUeof8Ax+o/FXii50fXNA0XToojd61cPEk9wpMcKom5iQCCxPQDI+vFZ2neKPEk/ifxHpT2tjetokCvGltG0TXjyJujXc7lYyMEEHPUHI6Ur9fX8A629Px0NX/hA9I/5/PEH/hR6h/8fo/4QPSP+fzxB/4Ueof/AB+sWHxvqVp4w0HRdUl0q6k1YSpPDYg77GVU37WbewbjjovTPfFXvDviXVtX1rxbplybJH0a5SG2ljgcBg0YfLqX5644IobSV/Jv7nb9RXV0v61v/kXP+ED0j/n88Qf+FHqH/wAfo/4QPSP+fzxB/wCFHqH/AMfrlrX4oXa/DXQ/EWqRWlq+p3htp7ry3NtZrvcCRxuzj5QPvDk9RWnqvje+0Twfda3O2n6jbC7iit7+yyYPIcqDM6h2ICEtkBudvbPDel/J2+en+YX6f11/yNb/AIQPSP8An88Qf+FHqH/x+s7UdE8HaRMkWreI9RsZH+6lz4tvYy30DXAzVfVPGV/a+CdX1eyv9L1OERxJp1/YD920sjbMMu9/usVPXkH2NZVxrv8Awi2l6/FpLqBokKLd3joHuNRv3QMFJPblcnk/NgbQtJuzfl/X+X3ruCd7f1/X/Adzq4/A+izRLJDf69JG4yrL4lvyGHqD59P/AOED0j/n88Qf+FHqH/x+uU1HUPEXhfTPENx4chspZLGytr6e2kgZovPYObhUVXXaSqq+PU5/izXTx6/qGo3nh1dGuLKS31G2N3cu9s5/dBV5QiQbSWdQAd3friq62X9f1Z/cLm0T/rp/miT/AIQPSP8An88Qf+FHqH/x+swaJ4VbxGdBGq+IRqfkG48g6/qQzGCAWDebtIyQOv8AI1Q8SePdb8Naa+o6lFpdsy3yxJpDP5lzJbmUR+bvV8AncGxsIHQnJpmqm9P7QNgNNEAkfw9IDJPkrGPOHO0YLduMj61MXzNW63/CLf8AkOTsn5W/Ox0v/CB6R/z+eIP/AAo9Q/8Aj9H/AAgekf8AP54g/wDCj1D/AOP1i2nxDuNOsPF58TwQPP4XYGSSyVkS5Vow64ViSp5xjJp2peMNc8PeF9O8Sa3FYPY3EkIu7W3jdZLZZSACJC5D7Swz8q55xjoWmna3l+O33/h1Bu34/hv/AF9xsf8ACB6R/wA/niD/AMKPUP8A4/R/wgekf8/niD/wo9Q/+P1XPie+1XxzfeHNBNrCNMto5ru6uYmlBaTOyNVV17DJJPoMd6seEPFEniB9Wsb6GOHUdHvDaXIiJ2PwGV1zyAykHBzg5GT1oWv5/K9gbSf9dr/kZGtaX4Q8Pf8AIX1fxBDiMysF17U5CkYIBdgkp2qCR8xwPetWPwPossSyRX2vsjgMrDxJqGCD0P8Ar65sJqU37QV9Cl3aiP8AsGIlJbZnBjM7ZXHmD5v9rp7Vd8M+JvFfiHVtRt44NHS10nWHsrqQiVXkiVQcouSA2SOpx7cZKg+ZLvr9yly/5BJ2k12t+Meb/M2f+ED0j/n88Qf+FHqH/wAfrNttBtNE+KekfYptQl87RdQ3fbdSuLvGJ7LG3znbb15xjPGegrtq5u+/5KnoX/YF1L/0fY0xnSUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc3ff8lT0L/sC6l/6Psa6SuJ8RT65F8U9E/sXTtPu/wDiS3+Ptd+9vnM9pv8Auwv0xHj13NnbtG4A7asHVPD8sviG117Spo4b+CIwSJKDsuIic7SRyCDyDz9DUP27xv8A9C94f/8AB9P/APIdH27xv/0L3h//AMH0/wD8h1MoqW/Q1pVp0Zc0PT1T3Q7UdI1PWtR0ie7S0tE066F0fKnaUyHay7eUXH3uv6VnXHhLVHsvElilxavHrLSOl1KWMsYZQPLK4wVGODu49Kv/AG7xv/0L3h//AMH0/wD8h0fbvG//AEL3h/8A8H0//wAh1lKhCV79b/ikv0R1Qx9amkoWSW3yfN+ZFdeH9Umi8PXUZtBfaO3zRNI3lyqY9hw23IPf7poj0HWP+Eo1TU2uLWJb+xS3jaJm327ruwcEYblhzkfSpft3jf8A6F7w/wD+D6f/AOQ6Pt3jf/oXvD//AIPp/wD5DqnSi5c3z/C35B9eq2tZbNbdG+a336/8AYfDdxeeILDVrqCysrm0D+ZPaOWe43KVw2VXA53ck88e9RyeGLu/vdJudSjsVu9PlWR9RgJ86faMbcbRgN3G44/lP9u8b/8AQveH/wDwfT//ACHR9u8b/wDQveH/APwfT/8AyHS9jD8b/P8Ar/gh9frK1uisvJa6emr0eh0lc34o/wCRi8Gf9hqT/wBN95R9u8b/APQveH//AAfT/wDyHXP+I7zxide8JmfQtDR11aQwqmtTMHb7DdcMTajaNu45APIAxzkbHAeiUVzf27xv/wBC94f/APB9P/8AIdH27xv/ANC94f8A/B9P/wDIdAHSVyXjfS/FGqy6dH4dTSZrOKQy3dvqU8kYnIxsX5EbKg5JBxkgds1Z+3eN/wDoXvD/AP4Pp/8A5Do+3eN/+he8P/8Ag+n/APkOlYOlitb6X4n1/T9S07xxFo8Fhd2jW4i0uaSUsX4LMZEXGB0Az1+lUE8Fatf2HhzSdcuLN7DQp45zLCzGS8aIYj3IVAQdCfmbkVsfbvG//QveH/8AwfT/APyHR9u8b/8AQveH/wDwfT//ACHTWjuvL8NV91xNXVn5/jo/vsdJRXN/bvG//QveH/8AwfT/APyHR9u8b/8AQveH/wDwfT//ACHQM6Sub8ef8i7a/wDYa0r/ANOFvR9u8b/9C94f/wDB9P8A/Idc/wCNLzxi2g2wutC0ONP7W00ho9amclvt0G0YNqOC2ATngEnBxggHolFc39u8b/8AQveH/wDwfT//ACHR9u8b/wDQveH/APwfT/8AyHQBR8ceHtc8QaloEulRaf5Ok6lHfMbm6dGkCqwKgLEwH3uuad4x03xbqy6Wuiw6M8EbGW+tL66lVJXAGxcrGSyA5JBAyQvbIq59u8b/APQveH//AAfT/wDyHR9u8b/9C94f/wDB9P8A/IdJKyt53/r7kD1d32t+f+bJPD3/AAl73kr+K49HggWPbFHpk0ku5s8li6LjAGABnqfaugrm/t3jf/oXvD//AIPp/wD5Do+3eN/+he8P/wDg+n/+Q6Yg+I//ACSzxX/2Bbz/ANEPXSV534+vPGLfDbxKt5oWhxW50m6EskWtTO6r5LZKqbVQxA6AkZ9R1roPt3jf/oXvD/8A4Pp//kOgZ0lFc39u8b/9C94f/wDB9P8A/IdH27xv/wBC94f/APB9P/8AIdAHSUVzf27xv/0L3h//AMH0/wD8h0fbvG//AEL3h/8A8H0//wAh0AYtl4M1rQtE13Q9GksJrLVLieeG4upXWS3M33gUCEPgkkfMueh9a6rwzoUPhnwvp2iW0jyxWNusKyP1bA6ms/7d43/6F7w//wCD6f8A+Q6Pt3jf/oXvD/8A4Pp//kOhaKy8vw2+4Vtb+v47nSUVzf27xv8A9C94f/8AB9P/APIdH27xv/0L3h//AMH0/wD8h0DOkorm/t3jf/oXvD//AIPp/wD5Do+3eN/+he8P/wDg+n/+Q6ADwv8A8jF4z/7DUf8A6b7OukrkvA8l9Lqni59Vt7e2uzrSeZFbXDTRr/oFpjDsiE8YP3Rg8c9T1tABRRRQAUUUUAFFFFABRRRQAUUUUAc3ff8AJU9C/wCwLqX/AKPsa6SuJ8RT65F8U9E/sXTtPu/+JLf4+1372+cz2m/7sL9MR49dzZ27Ru0vt3jf/oXvD/8A4Pp//kOgCXUNAnHiWLX9HmjjuxD9nuIZs+XcR5yASOVYHocH6U280jUdV1zSL27W1tY9NlaYrFM0pkLIVxyi4xnOefpTPt3jf/oXvD//AIPp/wD5Do+3eN/+he8P/wDg+n/+Q6z9lH5Xv873/M644yqrd0mk+tmmrfc3vt9xl3Hg7VpNC1/SY7izZdUmeZLyUsZfmOdjrjoMABtx47Vp6loepXcmhX0BtVvdKkLNC8jeXIGQoQG25B7j5aX7d43/AOhe8P8A/g+n/wDkOj7d43/6F7w//wCD6f8A+Q6hUIJWXl+Gxs8xrNpu3Xp3XK/vX/AsRR6DrH/CUapqbXFrEt/YpbxtEzb7d13YOCMNyw5yPpTj4buLzxBYatdQWVlc2gfzJ7Ryz3G5SuGyq4HO7knnj3p/27xv/wBC94f/APB9P/8AIdH27xv/ANC94f8A/B9P/wDIdP2MLW/re/6kfXqt7qydrfK1vy/z3IJPDF3f3uk3OpR2K3enyrI+owE+dPtGNuNowG7jccfy6uub+3eN/wDoXvD/AP4Pp/8A5Do+3eN/+he8P/8Ag+n/APkOrjBRvbqY1sROtZS2W35/10C+/wCSp6F/2BdS/wDR9jXSV53eXnjH/hZOjM2haGLgaTfhIxrUxRl86z3Et9lyCCFwMHOTyMAHoPt3jf8A6F7w/wD+D6f/AOQ6s5zpKK5v7d43/wChe8P/APg+n/8AkOj7d43/AOhe8P8A/g+n/wDkOgDpK5bxN4Sm1TX9K8RaPdJaavpZdUMqlo7iJ/vxPjkA9QR0PY1L9u8b/wDQveH/APwfT/8AyHR9u8b/APQveH//AAfT/wDyHS63DdWYt7beKNUazhb7BpcCXEc1zJb3ck0kiowYxrmNAAcYJyeMjHNcdefDbxFL4L8SeHIrzTZBqt1Jcx6jO0nnPucOEkUL2wF3Bjgfw12H27xv/wBC94f/APB9P/8AIdH27xv/ANC94f8A/B9P/wDIdFv6+7/Jf1cOqfb/AIP+b/qxl6x4b8Q6l4l8JapHDpijRTK1yjXknzl49mE/dc4684qzqPhzV7n4p6T4jgWy+wWNlNayK9w4lbzCp3BRGRxt6buat/bvG/8A0L3h/wD8H0//AMh0fbvG/wD0L3h//wAH0/8A8h0+qfr+On6k8qtbyS+53Okorm/t3jf/AKF7w/8A+D6f/wCQ6Pt3jf8A6F7w/wD+D6f/AOQ6CjpKK5v7d43/AOhe8P8A/g+n/wDkOj7d43/6F7w//wCD6f8A+Q6AC+/5KnoX/YF1L/0fY10led3l54x/4WTozNoWhi4Gk34SMa1MUZfOs9xLfZcgghcDBzk8jAB6D7d43/6F7w//AOD6f/5DoA6SvP5tM+IUHizUdUsrbwzdpK3l2jXl7cK8EAxhAqxEAkjcxBOTjsorc+3eN/8AoXvD/wD4Pp//AJDo+3eN/wDoXvD/AP4Pp/8A5DpdbhurFHUPDGtarDoOrXk9kviHSLl7gLGzC3dXyrQ7tu4DaQN23OVzg1DJ8P8A+2pvE134jkiFxr1qtkI7Zi620Kg7QGYDc24licDsO2a1Pt3jf/oXvD//AIPp/wD5Do+3eN/+he8P/wDg+n/+Q6Gk016/j/X9XYdU/wCtNfzMtPCGsanP4bj8RTWX2Xw/IJw1s7s15KqFEZlZQIwM7iMtzxnjlW8Iaxpk3iSLw7NZi11+Rpy1y7q1nMyBHZVVSHBxuxlee/PGn9u8b/8AQveH/wDwfT//ACHR9u8b/wDQveH/APwfT/8AyHRJc179b3872v8AkvuEko2t0tbytt+b+80vDuiW/hvw3YaNZEmCxgWFGbq2B1PuTzWlXN/bvG//AEL3h/8A8H0//wAh0fbvG/8A0L3h/wD8H0//AMh1Tbk7sIpRVkHjz/kXbX/sNaV/6cLeukrzvxpeeMW0G2F1oWhxp/a2mkNHrUzkt9ug2jBtRwWwCc8Ak4OMHoPt3jf/AKF7w/8A+D6f/wCQ6Qw8deFG8XaDFa29yLS9tLqK8tJ2XcqSxnIyPQ8g/Wp4U8U3FvI922mWU6QOsUcDvPHJKR8ruWRCqj+6M9fvcVB9u8b/APQveH//AAfT/wDyHR9u8b/9C94f/wDB9P8A/IdK2jXf/hg6pnJ+No9cu7bwfot1Lpt54iluDPJDtkhglMcZ3Osq/PEFJByoyTxjGaiig1e5GreA9S06y0PUtY0+S6i1XSrmS4WQghCZGdVk3DKjJJyO9dBq1h4m1sQf2l4V8PyPbP5kEqeIbmOSFsYyjraBlOOODS2Fj4o025kubXwxoRuZVCPcT+JLqaRlBJC73tS20Ek4zjmi17p7O9/mv+G+77lqmmt1b8H/AMOZp8GeJGvvCF2I9Fg/4R1nR7aGaQJMrR7Cyt5fynodu09/mrSsvDGuaP4w8QX+mS6fJZa60crtOziW2kWMJwoXEikDP3lNaH27xv8A9C94f/8AB9P/APIdH27xv/0L3h//AMH0/wD8h05e9e/W/wCO/wCOolFJJLpb8P8AhzE8J+EvEnhvwTpejyPpdzJZSyi4haVzDdxOWPJMeUILA42sOCO9P0fwPqPh86ndaL/Z9k1/fpdHSoiwtQgj2NHu25G7O4kJwQODjnY+3eN/+he8P/8Ag+n/APkOj7d43/6F7w//AOD6f/5Doercur/4H+Q7Lb+v61Mex+G1q954hlvra20+21yCOGSx01z5aMhJ87dtX5ySOi8bR1qdfCNwqXcV3oujam15t+03j3Ulu9wQAA5QRsFfCryrckdq0ft3jf8A6F7w/wD+D6f/AOQ6Pt3jf/oXvD//AIPp/wD5DpWSCyvc2oLC3gsGt/JRUlB81clt5IwSSeWJ9Tya4v4WeH59G0u/S5uPPit7qaw09gD8lrFK+0e53Mwz6KPSrms2nijxBpcmnav4W8P3FrKVLJ/wkNwnIIIOVtAQQQDwans28X6fZxWll4Y8Ow28KBI4012cBQO3/HnRbVv5f1+K+bBrRL+v66+qRydx8NPEj+AdQ8MJd6ZIZb77ZHqEryebcYmEgWUbflPGNwLcDpXRp4e16T4oWfia4h06O1j0trGWOO7kZwxcPuAMQBHGOSK0Pt3jf/oXvD//AIPp/wD5Do+3eN/+he8P/wDg+n/+Q6a0afb/AC5fyBq9/P8Azv8AmYCfD+/1HUPG8eufY007xMsao1tcM8sO2PYCQ0YGcjPWp9S8H654h8L6d4b1uWwSxt5ITd3VvI7SXKxEEARlAE3FRn5mxzjPUbH27xv/ANC94f8A/B9P/wDIdH27xv8A9C94f/8AB9P/APIdJK1vK34bf194NX/H8dyufDF9pXjm+8R6CLWYanbRw3drcytEA0edkisqN2OCCPQ57VS0/wAJeIdEt7+90m+08azq+qreag88btEsPAMUeOchQACcZOenbV+3eN/+he8P/wDg+n/+Q6Pt3jf/AKF7w/8A+D6f/wCQ6a0/rpe9vvX6A0n/AF5W/Ipx+HdZj+LNz4lCWJ0+XTEsQv2lxKCshfdt8vHfGN1L4H8O6x4f1DxDJqq2Plapqcl9Eba4eRkDBQFYNGv93qDVv7d43/6F7w//AOD6f/5Do+3eN/8AoXvD/wD4Pp//AJDoj7u3Zr73f8wau7+af3K35HSVzd9/yVPQv+wLqX/o+xo+3eN/+he8P/8Ag+n/APkOs22n1yb4p6R/b2nafZY0XUPK+xX73O/9/ZZ3boY9uOMYznJ6Y5BnbUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc3ff8lT0L/sC6l/6Psa6Subvv+Sp6F/2BdS/9H2NAHSVT1dpY9Gu5Led4JY4WdZECkggE9GBH6VcrP16aKDw/fPPIkafZ3G52AGdp9axru1KT8ma0VerFeaOe06XV7/wJY6n/AG/NFf3VvEyb44BG0rYwv+r6MTj8a6SPWLKXWJdKSVvtsUXnPEY2HyZxuBIwRn0NcP4fm8JwfD/SLy+n0+G4tLeG4Z43jWbfHg49SSRjHfOK0mvYbL4oR3t+62sF7o6xwvKcKziQsUB6bsHpUe0tJK+7736O34o9zEYVTqVI8rVue1opbNaabpL7iz4j123vvA+vXOjXcyT6fFIrOgeF4pVXdjkA9x7Vq22q29no2mtfTsZbiFAihWkklbYCcKASe5P51wTXtu3g34ghpBGz3dwVSX5GOYlA+U881euZRBrnhrVpr57XTDpbW5vYtjJDIQp+ZmBCghcZPp1rCFZ35u6j8r83/DGssvhyey1STb837kXbbv5HYv4h0tNLn1BrnFtbMVnby33REdQy43Lj3FP0/XdN1W5mg0+6WeSFEeQKpwA2dpyRg9D09K5HXINNtfA/iy8s7ya5N9AxkupmXZM/l4GzAAPGBkDBPqQa67QJYpvD1g1vIkifZ4xlGBHCjjiuinOcpuLtok/vv/kebXw1GnQdSKe9u1tE9dPNrp0fkaFc34o/5GLwZ/2GpP8A033ldJXN+KP+Ri8Gf9hqT/033ldB5Z0lFFFABWdr5u00K7l0+7+yTxRNIsnlh+ik4weK0ayvE17a2Phu/kvbmG2RreRQ00gQElTgZPesqztTk12Lp6zRyumeN7y0+A8HjHVcXl6mmfapBtCCR8cDCjAGcdKS81/WfDll4Y1TUdVF/Bq11Ba3sLQIiRmZcq0W1QwAbAwxbI755qr8PLnSNQ+AOn292i6pbxaTsvLO3xLIw2nKbQc7jzgcVi6lo2m6zZeFdG8M6ze61HFqVvcpFNOkn9nW8fzHftUEdAg8wlskgd66JpKu105l913f8Py8jmi26Kfk/vsrfj+fU9koooqDYK5vx5/yLtr/ANhrSv8A04W9dJXN+PP+Rdtf+w1pX/pwt6AOkooooA4rxzrOsaJrnhj+zr8R2upatFZ3EBgVsoVYnDHkfdq345utSiXSbTStZ/sT7XdstxfCOJ/KiWGRzxICv3lUZ965/wCK2qafba14LiuL62iki1+GWRHmVSibH+Ygnge9dPrev6LZ6hosmqW6zWtw7Pb6oVVre2fb8pMmflLAkA9PepjrF/4v0j/wdBSdp/8Abv6yHeEILtbGWe58XHxRFMw8qcQwIsYHUAwqAfxzXQ1594QtzN8VfFOq6QF/sO5gt082L/VXF0Ad7oejYXALDvx2r0Gr3SYlu0c38R/+SWeK/wDsC3n/AKIeukrm/iP/AMks8V/9gW8/9EPXSUigooooAK5zx9fajpXgfVtU0e8Frc2NpLcKTEsgYqpIBB+ldHXI/FK9tbT4X+IVurmGBptOnSISSBS7bDwM9T7CsqztTk12NKSTmk+5dt7zW774eWl5pRt5dZuLGKRGuRtjMjKCWIX6k4GPTisk6rrej/EjRNBkv5NWtdRsp5boywxq1s0e3a4KKuFYkjDZ7YNSaP4lsLD4W6bqESPqsFvZ28VxHYATMmVUMSAf4QckdcDpWJM1mnxE8Mt8OWtTBN5g1ddP2mD7MF+UybflDbvu9+vbNdE1as0trv8AJ/h1/wCGOWDbopve3+X4/wBdT06iiioNgooooA5vwv8A8jF4z/7DUf8A6b7Oukrm/C//ACMXjP8A7DUf/pvs66SgAooooAKKKKACiiigAooooAKKKKAObvv+Sp6F/wBgXUv/AEfY10lc3ff8lT0L/sC6l/6Psa6SgDM8RzXFt4a1C5s7h7eeC3klSRFU4KqSOGBH6VlWX9qXnhbTb4a7Ol3dRQSbXjg2OzAFlx5eeeehrQ8XTRQeD9WaeRIwbOVQXYDJKHA5rmNMvPCdh4K0rU7iTT1ubO0hmzC0YmeQJjb6kk5GK5Jy/eSV+kevm7ntYSk5YVSUbvmt8KfTbXpc7GHWLG41S506KVjd2qCSWIxOMKc4IJGDnB6ZrnvFeuQ3/wAPtYv9EvZ0kswyebEXheORcAjnB4zTUu4dN+KN9LqEi2yXunQrbtIcCVlZ9yqe7DI461zD3tufhh4xVpVjkfUboiOQ7X5YEAqeQfasqlZunJPtL8HZHThcDBVadRJvWm/L3t+nfT8z0ltTtrGztPtkxEk6qsaBWd5G25OFAJPHJ4qKXxLpMGlTajLdFbW3YpM3lOTEw6hlxuU/UVy2rSC38V6Dq0189rpZ0+SD7bFsZIZDtb5mYFVBC4yfTrUHiWHTLXwJ4ou7O8muTfKDJczMuydwoA8vAAPAHIGPyNa1K8kpyVtL/ht9/wDkZU8vpTlT5m/fa285Wa20std/lbU7bT9ZsNUmnj0+5WdrcqJNqnA3DIwSMHj0zV6q2myxTaZbvA6SIY1wyEEHj1FWa69VueLVUVNqKt6/8Mjm77/kqehf9gXUv/R9jXSVzd9/yVPQv+wLqX/o+xrpKDM4bVdT1eL4x6No0Gr3EWm3lhPcy2yxQkFo2QABihYDk55rsr29tdNsZrzULiO2toELyyysFVFHck15z4h1nTLL4++HmvNRtLcRaTdpIZZ1UIxZCAcngkCoPifrUfijw1f6d4Yl/tJtKms768NiyzZj87JQAZBYBN2OeMcc1Kf7uPz/APSmr/JC+1Lyt+S/Nnf2HiXStSvxZW88iXTRecsFxbyQO8ecblEigsPcZxVebxpoMBmL3rGG3l8ma5S3kaCJwcENKFKLg8HJ4PWucsYtC8ReI7DVNO8RXuuaha286QyI0Pl2gdcN5vlouDkABW5z24JHO6FeWuj/AAJvPDWr7V1yK3urSXTn/wBfcTMXxtTq+7IIIyCOe1Em4pu2qW3fV7fh82EdWlfRvftp/XyR6XqXinRdI1C0stSvlt570E2wdG2y4GSFbG0n2znkeopth4i0jxC19Y6fdyfabUbbiB45LeaLOcHa4VgDjhhx6GvNrhDouufCbTtdu4RfWcciXAkkUFW+z4GefXgepFbFpqVjD+0DrpkvLeMf2DArbpVHzLI5IPPUDr6U5pK6v/Mvuv8A5EqT5VLyi/vdiL4d+PbGz+HNvdeJ9XuJpVurhJrqVJZ/K/fOF8x1BCDGMbiBjFd9qOv6ZpUds97dqv2xtlskamR5zjOERQWbjngHjmvIfD99Yj9l7XR9qt8iHUFYeYv3meTaD7njHrW2/iWKy07wCubKCyubTZJrsqLILNxCoCK5+VGcnGWyOMYNNu8mvT8b/wCX4/e27P8A8C/B/wDB/A7uLxbos+lXuoxXbNb2Dsl3+4kDwMvJDx7dy4BzyOnPSq9j498Mal5xs9YhdILRb2WRgyIkLdGLMAB05GcjuBXm+jahZ2lp8U4rq/8Ankd5Y3uyI3mQ2wUOBhcgnoQMdMU/UYptU/Zt0E6Kv25bSKxlu4LY72eOMo0iYHUgDJHXipTurv8AufLmvf7gu/8A0r8Grfejb8X+KVl8WeC00e91K3F5qqxzIYZ4I7iHYx/iUK4yB0zxjsa9Lrynxv4p0TVta8B3Gm6hDPbprivJKjfJF+6cbXPRW/2Tg8HjivVgcjI5FVFWi/V/khXvP5L85HN33/JU9C/7Aupf+j7Gukrm77/kqehf9gXUv/R9jXSUFhXHay/ieO38Q6jPqS6TaWEbPpywpFIJlWPcXlLqTy2V2grgA89DXY15b4j+IXg7Vtev9A8Sa/aWOl2EohubZ5CGvZBglWx0iHAI/iII+6CGiSb0T1t/T/ruNaav+vIsw+PdT1nRPBENqq2Go+KF8yaRVDG3iRN0jIGyMngDIIGehp1/4/u/Cd34tsdXk+3to1gmo2croqPMj5XY+0AZDjGQBwR35qDXbqyvNe8EeNNKGdCsZri2knC7Y4oZFKLL7R5Qc9MEHisXxP4cufHWreO7/RV8+3fRodOs5UOUuZkYysEPRgDtXI4zkdqdR7tafFfyXT9PvIhvFN3+H566/hf8zp59f13w1J4UutY1H7dBrdwlpexNCiLbyyIWQxlQCAGG3DFsjHOesN/cazqHijVU/wCFgf8ACN28V4trZ2ht7R/NxDGxIMqlidzMMZ7VQ1q7h8bR+BdN0lvOngv4L6+jX71mkKHcJB1Q7sLhsEnPoa19X13wveaF4o0+/sUs7tjLFPZXMSrNettwkiKMmQNgbSMnjsac3yuTte17Ly93/goULvlT6pX9fe/4H9M7q2jkhtIo552uJEQK8zKFMhA5YgAAZ68DFS1zvw/s9T0/4eaHaa8WOoQ2caz7zlgcdD7gYBroquatJoIO8Ezm/Hn/ACLtr/2GtK/9OFvXSVzfjz/kXbX/ALDWlf8Apwt66SpLCuF8M3l23xc8YWEt5czWlvDZvDBLMzpEXVy20E8ZPp7V3VeZaFrOn2nxj8eXEl1GyxWVpIyxtvYhI334Uckj0FK6Urvswd+V28vzR6Dqeq2Wj2ouNRnESM4jQBSzSOeiqoBLMfQAmqcfivR5bS+uFuZMad/x9xG2lEsIxkFoyu8DHOcYxzXB+NtRGsXXgXxbYXF3DoMdxJJPcpAN9uJIyqSsrqcAHIJIIGa1bPTdJ1F/EOraHqd3rt5faX9ne9DxNA4AbYimNVUsMnOAcZGTzUzcowk+qv8AggTTlFdHb8WdDceNtAtfDtlrs16w0y/2fZ7gW8rBt5ATIC5XJI+9isOS8u4vjxb2KXlz9im0OSdrYzMYvMEqqGC5wDj+vrXn2p63p7fs6aDp63AN3Zy2EV3CAd1syTJuEg/g6fxYzXYz6jZTftC2IhvbdjJ4ekRCsqnLGZSAOeTjnHpWjSVXTWzkvVcja/Mz5m4a9ov/AMmszrrrxloVnNKlxfFVglEM04gkaGKQ8bXlC7FOSBgkYyM9RUereOvDmhX01nq2pC2uIbc3TI8MhzEOrLhfm69FyeD6GvMPC1nYf8INqPhHxjrt/Z332m5judJQQrLeBpCweIGMu+4MOVP5V0AudPtPj/pVr9piRovDjQLHLKpcN5q4U8/ex+dStXFJ7/8AyLf5opytfy/+SS/J/wDDnQX/AIu+2ajNa6Tdw2dhZWiXeoarMmRCjjKIinjeV+bJ6DHBzVFPE02l3ExGqajqSWsUVzdwalawxOlvIxUSIY0TaRhiVcZIU8DisbxHoU9vrmsQ31zDZ2OpapZ6rHd3eRbyLCEDwSOPuHMYYZ4OeM4ONXSdATVdX16Qa/YanBqk8El09rIHdY0QDyNoJCKSCc5JwxGM/NRDXX+un+dum3doUr7f1/X+fkzqbDxXpGp6xqGlWU0z3umgG6ia0lTy8jI5ZQDkdME5qGPxtoEllDdLeSBLidraBGtZVkmkUkMqRld74wc7QRwa5HxtJc+EviHp3iHTYGk/tu1fSJURSc3GC1uxx2zuUnsKseIbyPwlqHhHSfLtrSx2yRPrlzEHNqwQABWbhHkJPzNkHng0k20vu+ev6WfzW5Tum18/lb/O/wBz2NDxd4jtdS+GniS+0DUZo7nTrabLRF4ZbeZE3AMpAZT0OCORUnh7xvo66FoEGoak5ur62hRJ5IpDHLMUGV87bsL5zxuznNec/b7S28O/Fu3uL/Ms5d4TdERyXCm2ADgYXIJHBAwe1afjXUNPHwS8KFLu22/adM2ESrj5XTdjnt39KcN/X2f/AJNe5M5O1+3P+FrHqN/4g03Tb6OyuZpGu5EMi29vBJPJsHVisakhc8ZIxniltvEGlXejyarBfwmxiDebOzbRFt+8GzgqRg5BwRXFWE8Wh/GLX9T1u6igsdWsLU6feTSBYmVA2+MOeM5O7HcHNcpqGhavrHgfx9e6TBM9nqWsR3dpAqHNzDGU81lHUh9px/exxnNK+ny+7VLX0vf5Mpv3rLv+l/8AgHrNp4r0e9u7e2iuJElulLW32i2lhE4Az8jOoD8c8E8c9Ki8ba3J4d8EavqtuGM9taSyRbYy+HCkgkAHAyOp4rj/ABre2viz/hE7Lwtcx3V5Hq1vdt9nYMbSFAS7OB9zj5cHHJxV7xp4p0rWfhX4yNpM6CzgubKU3EbRZlCHhdwG7rxjrU1f4Urbq/4Ja/e7epVF3qRT62/G+n4X9BvhzX9K0XSrHWNa13Vo11WG3hMeopOYRcFQSyM6/Luz2ITjI712Oi69pviGzku9HuftEEczwM/lsmHU4YYYA9e/SvLPFuqac3wz8AE31qVGpaaSfOXGFA3d+3f0r2GORJY1kiZXRxuVlOQwPcGt5by8m1+Cf6swpt8sfNJ/mv0X49x1c3ff8lT0L/sC6l/6Psa6Subvv+Sp6F/2BdS/9H2NQbHSUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc3ff8AJU9C/wCwLqX/AKPsa6SsjVfCfhzXrpbrXNA0vUrhEEay3llHM6qCSFBYE4ySce5oA16K5v8A4Vx4I/6E3w//AOCuD/4mj/hXHgj/AKE3w/8A+CuD/wCJoA6Siub/AOFceCP+hN8P/wDgrg/+Jo/4Vx4I/wChN8P/APgrg/8AiaAOkorm/wDhXHgj/oTfD/8A4K4P/iaP+FceCP8AoTfD/wD4K4P/AImgDpKK5v8A4Vx4I/6E3w//AOCuD/4mj/hXHgj/AKE3w/8A+CuD/wCJoA6Sub8Uf8jF4M/7DUn/AKb7yj/hXHgj/oTfD/8A4K4P/iaP+FceCP8AoTfD/wD4K4P/AImgDpKK5v8A4Vx4I/6E3w//AOCuD/4mj/hXHgj/AKE3w/8A+CuD/wCJoA6Siub/AOFceCP+hN8P/wDgrg/+Jo/4Vx4I/wChN8P/APgrg/8AiaAOkorm/wDhXHgj/oTfD/8A4K4P/iaP+FceCP8AoTfD/wD4K4P/AImgDpKK5v8A4Vx4I/6E3w//AOCuD/4mj/hXHgj/AKE3w/8A+CuD/wCJoA6Sub8ef8i7a/8AYa0r/wBOFvR/wrjwR/0Jvh//AMFcH/xNH/CuPBH/AEJvh/8A8FcH/wATQB0lFc3/AMK48Ef9Cb4f/wDBXB/8TR/wrjwR/wBCb4f/APBXB/8AE0AdJRXN/wDCuPBH/Qm+H/8AwVwf/E0f8K48Ef8AQm+H/wDwVwf/ABNAHSUVzf8AwrjwR/0Jvh//AMFcH/xNH/CuPBH/AEJvh/8A8FcH/wATQAfEf/klniv/ALAt5/6Ieukrm/8AhXHgj/oTfD//AIK4P/iaP+FceCP+hN8P/wDgrg/+JoA6Siub/wCFceCP+hN8P/8Agrg/+Jo/4Vx4I/6E3w//AOCuD/4mgDpKK5v/AIVx4I/6E3w//wCCuD/4mj/hXHgj/oTfD/8A4K4P/iaAOkorm/8AhXHgj/oTfD//AIK4P/iaP+FceCP+hN8P/wDgrg/+JoA6Siub/wCFceCP+hN8P/8Agrg/+Jo/4Vx4I/6E3w//AOCuD/4mgDpKK5v/AIVx4I/6E3w//wCCuD/4mj/hXHgj/oTfD/8A4K4P/iaADwv/AMjF4z/7DUf/AKb7OukqjpWi6VoNq1roemWem27uZGis7dYUZiACxCgDOABn2FXqACiiigAooooAKKKKACiiigAooooA5u+/5KnoX/YF1L/0fY10lZGq+E/DmvXS3WuaBpepXCII1lvLKOZ1UEkKCwJxkk49zVL/AIVx4I/6E3w//wCCuD/4mgDpKK5v/hXHgj/oTfD/AP4K4P8A4mj/AIVx4I/6E3w//wCCuD/4mgDpKK5v/hXHgj/oTfD/AP4K4P8A4mj/AIVx4I/6E3w//wCCuD/4mgDpKK5v/hXHgj/oTfD/AP4K4P8A4mj/AIVx4I/6E3w//wCCuD/4mgDpKK5v/hXHgj/oTfD/AP4K4P8A4mj/AIVx4I/6E3w//wCCuD/4mgAvv+Sp6F/2BdS/9H2NdJXN/wDCuPBH/Qm+H/8AwVwf/E0f8K48Ef8AQm+H/wDwVwf/ABNAHSUVzf8AwrjwR/0Jvh//AMFcH/xNH/CuPBH/AEJvh/8A8FcH/wATQB0lFc3/AMK48Ef9Cb4f/wDBXB/8TR/wrjwR/wBCb4f/APBXB/8AE0AdJRXN/wDCuPBH/Qm+H/8AwVwf/E0f8K48Ef8AQm+H/wDwVwf/ABNAHSUVzf8AwrjwR/0Jvh//AMFcH/xNH/CuPBH/AEJvh/8A8FcH/wATQB0lFc3/AMK48Ef9Cb4f/wDBXB/8TR/wrjwR/wBCb4f/APBXB/8AE0AdJRXN/wDCuPBH/Qm+H/8AwVwf/E0f8K48Ef8AQm+H/wDwVwf/ABNABff8lT0L/sC6l/6Psa6Sub/4Vx4I/wChN8P/APgrg/8AiaP+FceCP+hN8P8A/grg/wDiaAOkorm/+FceCP8AoTfD/wD4K4P/AImj/hXHgj/oTfD/AP4K4P8A4mgDpKK5v/hXHgj/AKE3w/8A+CuD/wCJo/4Vx4I/6E3w/wD+CuD/AOJoA6Siub/4Vx4I/wChN8P/APgrg/8AiaP+FceCP+hN8P8A/grg/wDiaAOkorm/+FceCP8AoTfD/wD4K4P/AImj/hXHgj/oTfD/AP4K4P8A4mgA8ef8i7a/9hrSv/Thb10lc3/wrjwR/wBCb4f/APBXB/8AE0f8K48Ef9Cb4f8A/BXB/wDE0AdJRXN/8K48Ef8AQm+H/wDwVwf/ABNH/CuPBH/Qm+H/APwVwf8AxNAHSUVzf/CuPBH/AEJvh/8A8FcH/wATR/wrjwR/0Jvh/wD8FcH/AMTQB0lFc3/wrjwR/wBCb4f/APBXB/8AE0f8K48Ef9Cb4f8A/BXB/wDE0AdJRXN/8K48Ef8AQm+H/wDwVwf/ABNH/CuPBH/Qm+H/APwVwf8AxNAHSUVzf/CuPBH/AEJvh/8A8FcH/wATR/wrjwR/0Jvh/wD8FcH/AMTQA+bStY1HxRHLqclh/Y9lMLizjhV/PaTYV/eZ+XALMRj26Y56Gub/AOFceCP+hN8P/wDgrg/+Jo/4Vx4I/wChN8P/APgrg/8AiaOlg63Okorm/wDhXHgj/oTfD/8A4K4P/iaP+FceCP8AoTfD/wD4K4P/AImgDpKK5v8A4Vx4I/6E3w//AOCuD/4mj/hXHgj/AKE3w/8A+CuD/wCJoA6Siub/AOFceCP+hN8P/wDgrg/+Jo/4Vx4I/wChN8P/APgrg/8AiaAOkorm/wDhXHgj/oTfD/8A4K4P/iaP+FceCP8AoTfD/wD4K4P/AImgDpK5u+/5KnoX/YF1L/0fY0f8K48Ef9Cb4f8A/BXB/wDE1d0rwn4c0G6a60PQNL024dDG0tnZRwuykglSVAOMgHHsKANeiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqOt6aNZ0C/0xpTCL22kgMgXOzepXOO+M14Z428J6Fo3xw+HOk2Gk2UVkyOksQt12zY4y4x8x9zSWs1Hu7fg3+gpPlg5dk3+X9fI+garX2pWOmQ+bqV7b2cR/juJVjX8ya4OzmHgbxFf+G/Cnh4yxXAk1ZpJW+yWdspUKYxIFbJLLnAXjd7VwvxN8bWXxF/ZvvNctbJ7Vo7+KFopSHMbiRc4YdQQevFS5e7ePl+Lt+D0KW9n5/lf8tT32ORJolkidXjcBlZTkMD0INVrfVtOu7yS0tNQtZ7mIbpIY5lZ0GcZKg5HPFeeW3xNfw7e+FdH1/QLixstYt4obS/Nwj/vNqja6D7ucj+I9enWsPwXJBY/tJ/EOaTbDBFZRSOQMBQFQk/zNW7Kdunva/4TNSbpqXX3fxPaqK8uf4128fhuDxU2iSDwzPffY0vPtI8/7xXzPJ242ZB/jz7V6XJHDfWZRwJIJkwcHG5SKNbX/ruVdXt/XYmzRXjPwCTyta8fQqWKQ600cYZyxVVLgDJ54FezULVJ90n96uCerXZtfc7BRRRQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKRhlSPUV86/F/wRo3hLRPA1hYWVsZDq6Jc3PkKr3JPLFz1OSTwSaF8SXdpfe7Ck7Rcuyb+5XPouobq7trGAz3txFbxL1kmcIo/E1wk0Fp4D8aCDwr4daafxJsDRQRi3tLcxBt0jyKpC5DDgLk7feud8QePbbx38JfH9rJpwtbzRYZbedBKJoywBwyPgZGVPYGolK0HJdFf7tyl8ST6v8z161u7e+tUubKeK4gkGUlhcOrD1BHBqH+1tOOojTxqFr9tOcW3nL5hwMn5c56c1414V+JUvgT4S+D7jVvD1wdFnjS2k1BbhMxsScN5YySvB5JB46VYu/KP7XelyQhdsmgs+5R97O/n8q0krT5Vtdr7k2ZKd6fM97J/e0j2iivNbv4wx/2brusaRozX+i6BcfZ7y6N15cjsCAxij2kMBn+Jl9s13mmazZatoNtrNpKPsVzbrcJI/GEIzk+nFTdcvN0/z1Rp1t/Wm5eorwHWb+81n49fD/WriR1s757hrC2YYCQKuFcj+8+S30KjtXv1NXcFJ9b/AIMV1zcq7L8QooooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5J488O+JdV+MvhXX9M8O3V1puilvPlW4tlMmT/ArSgn8cV63RQtJKXYHrFxfU8v8S+HfFt78VbbVP7Pj1rw41j5cdhPdpHHaT9fMZDkMQR1AYjPHSuJsvhX4y/4UZq3gybS4Yb+XVFuIZTdxmORN6knIORwueRn2zxX0NRUqKSt/W/N+f4A9Xf+trfkeR634M8QeNtU8FwX2kvpFh4ekSe7luLiJ2mdAoCxiNm4O3q23r0qLSfBmvXHxc8a6hqmiXNro3iKy+yRXRngYp8gUsyrIWAODjAPbOK9hoptJvXrf/ybf8iVGySXS34O6/E8Q8D/AA71jw7oTeGtZ8B6Dq0kMzG31y58iSMoWJBdCPMJXJIH0GR1r2mRja2bNDbtMY0+WGHapbA+6u4gD8SBU1FU22tRpJM8p+EXh7xF4b8QeK317QLmyg1jUnvLeY3Fu6qhLEBgkhYHkdAR716tRRS2SXZ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    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![jointure.JPG](attachment:jointure.JPG)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<p> 1. Créer le fichier Elèves4.csv </p>\n",
    "<p> 2. Importer les données de Elèves4.csv dans une variable table4 </p>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(\"Elèves4.csv\", \"r\",encoding=\"utf8\") as csvfile:\n",
    "    d = csv.DictReader(csvfile, delimiter=';')\n",
    "    table4= []\n",
    "    for ligne in d:\n",
    "        table4.append(dict(ligne))\n",
    "print(table4)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<p> 3. Compléter le code de la fonction fusion(ligne,ligneB) qui va créer un nouveau dictionnaire <br>représentant la ligne de la table fusionnée recherchée.</p>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    " \n",
    "def fusion(ligneA,ligneB):\n",
    "    \"\"\" rôle : fonction qui va créer l'enregistrement (un dictionnaire) avec les attributs souhaités\n",
    "        entrée :  deux dictionnaires    \n",
    "        sortie : un dictionnaire\n",
    "    \"\"\"\n",
    "    return {\"Nom\":.......,\"Prénom\":.......,\"Année\":.........,\"e-mail\":.........,\"Maths\":..........,  ...........}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<p> 4. L’algorithme de jointure des tables que l’on applique est une double boucle imbriquée qui parcourt<br>les deux tables en testant si le nom est commun aux deux tables.<br>Complèter son code </p>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "jointure=[]    # table finale\n",
    "for ligneA in ......:    # parcourt de la 1ère table avec itérateur ligneA\n",
    "    for ...... in .......:   # parcourt de la 2ème avec itérateur ligneB\n",
    "        if ligneA[\"Nom\"]==.........:   # on identifie l'enregistrement commun avec le nom\n",
    "            jointure.append(...................)   # on crée l'enregistrement avec la fonction fusion que l'on ajoute au tableau résultat\n",
    "print(jointure)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# remarque : on aurait pu écrire la même table jointure par compréhension\n",
    "jointurebis=[............... for ligneA in ........ for ....... in ........if ligneA[\"Nom\"]==............]\n",
    "print(jointurebis)\n",
    "    "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 5. On finit par l'écriture de la table jointure dans un nouveau fichier csv : jointure1-4.csv"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "with open(\"jointure1-4.csv.csv\",\"w\",newline='') as sortie:\n",
    "    attributs= list(jointure[0].keys()) # on recupere les attributs de la table resultats par les clés du 1er enregistrement\n",
    "    new=csv.DictWriter(sortie,attributs ,delimiter=\";\")\n",
    "    new.writeheader()\n",
    "    new.writerows(jointure)\n",
    "    sortie.close()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h3> Attention </h3>\n",
    "<p> Si des élèves ont le même nom, on risque d'avoir des enregistrements faux ou manquants. <br> \n",
    "En effet le test  <strong> if ligneA[\"Nom\"]==ligneB[\"Nom\"] </strong> est alors vrai deux fois. <br> \n",
    "L'attribut commun aux deux tables doit donc permettre à identifier les éléments de <strong>manière unique</strong>.<br>\n",
    "Une manière de faire est <strong>d'associer, au moment du chargement, un entier unique pour chaque entrée de la table</strong>. <br>\n",
    "Cet identifiant (nommé Id) est souvent présent dans les tables.</p>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<h2> C. Exercice </h2>"
   ]
  },
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5j33g22v9H0vTptRvlj0uWKaF0MW5mj+5u+TB/ACrM/huG48U2mvPe3YubSB4EjHl+WVYgtkbM5JUd6v/APCMeL/+hk0T/wAEU3/yXVe40fxHZyxR3fjDw7BJMwWJJdHkUuScAAG75OfSnd3/AK9CbK1jSrAvP+Sj6P8A9gm//wDR1nWr/wAIx4v/AOhk0T/wRTf/ACXWFeeHPFI+ImkRN4g0cztpV8ySDRpQqqJbQMCv2rJJJXByMYPBzkIZ09Yz+G4H8XJ4hN5dC5S2NqIgU8vyywYjG3dnI65q/wD8Ix4v/wChk0T/AMEU3/yXR/wjHi//AKGTRP8AwRTf/JdHW4dLGOngqwgjv4LO6vbWy1Au09nDKBGWf7zLkFlz1wpA9qg/4QOz/srQ9PGpagItDlSW1IMW4lFKru/d88E+lb//AAjHi/8A6GTRP/BFN/8AJdH/AAjHi/8A6GTRP/BFN/8AJdC0/D8Ng3/rvuUG8Nwv4tj8Qm9u/tMdsbURDy/LMZYMeNmc5HXNLo3hyDRdR1O8gu7qd9SnE86zFNofaF+XaoI4UdzV7/hGPF//AEMmif8Agim/+S6P+EY8X/8AQyaJ/wCCKb/5Lo2/r5huWqX4cf8AIoSf9hbU/wD0vnqp/wAIx4v/AOhk0T/wRTf/ACXVr4bRTQeDWiupElnj1XU1kkjjKK7C/nBIUklQT2ycep60AdXRRRQAUUUUAFFFFABRRRQB5t/zdN/3Jn/t7XpNebf83Tf9yZ/7e16TQAUUUUAFFFFABRRRQAUUUUAFFFFAHK/Ef/kUI/8AsLaZ/wCl8FJR8SYpp/BqxWsiRTyarpixySRl1RjfwAEqCCwB7ZGfUdaq/wDCMeL/APoZNE/8EU3/AMl0AWqwbLwhY2kmsmaa4vYtacvdw3OwoxKBDjaoIG0Y61qf8Ix4v/6GTRP/AARTf/JdH/CMeL/+hk0T/wAEU3/yXQBz1z4AsbvQYtHm1PVGsoJI5LdDMhMPlsCoBKZYcfx7q0IfDMMPitvEBv7yS6e1W0aNvL8soGLDgIDnJPetH/hGPF//AEMmif8Agim/+S6P+EY8X/8AQyaJ/wCCKb/5Lp3YdLFqsDw7/wAh3xX/ANhaP/0hta1f+EY8X/8AQyaJ/wCCKb/5LrC8PeHPFMmueKVh8QaOjx6qiys2jSsHb7FbHKj7UNo2lRgk8gnPOAgOnrGfw3A/i5PEJu7r7SlsbUQ/J5XllgxGNueo65q//wAIx4v/AOhk0T/wRTf/ACXR/wAIx4v/AOhk0T/wRTf/ACXR1uHSxhjwJp0em3+mW13fW2m3wk8yyilURoXzuKEqWXk5wDt9qWfwTa3Gn6JaNqN+qaLLHLbMpiyzIpVd37vng9sVt/8ACMeL/wDoZNE/8EU3/wAl0f8ACMeL/wDoZNE/8EU3/wAl0bf122B6/j+O5Qbw3C/i2PxCb27+0x2xtREPL8sxlgx42Zzkdc0ujeHINF1HU7yC7up31KcTzrMU2h9oX5dqgjhR3NXv+EY8X/8AQyaJ/wCCKb/5Lo/4Rjxf/wBDJon/AIIpv/kujb+vmG5aqPwH/wAhHxd/2Gk/9IbSof8AhGPF/wD0Mmif+CKb/wCS6T4fWep2WseMIdUvbS7ZdWiG62tGg+b7FbEnDSPxtKDHYqxydwCgHbUUUUAFFFFABRRRQAUUUUAFFFFABXm3xk/5kL/sc9O/9qV6TXm3xk/5kL/sc9O/9qUAek0UUUAedeF/+Qdf/wDYa1P/ANLp62JFLxsqu0ZYYDLjI9+QRWB4b0HxHe2WoXGm63pdrbPrWp7IbjSZJnXF9ODlxcIDyCfujGcc9a1/+EY8X/8AQyaJ/wCCKb/5LoAwbfwDpMPhZNBmlu7m1inNxDJI6rLDJvL7lZFXBDE1PJ4Pgn1nTNVudU1Ge90wSCGR3jwwcYIZQgHTuAD71r/8Ix4v/wChk0T/AMEU3/yXR/wjHi//AKGTRP8AwRTf/JdAFDRvDcOialqd7BeXU76nMJ5km2bQ4ULldqgjgDua2aq/8Ix4v/6GTRP/AARTf/JdH/CMeL/+hk0T/wAEU3/yXQBaorD0HT/F+t6dLdf29okHl3t1abf7FmbPkXEkO7P2ofe8vdjtnHOM1pf8Ix4v/wChk0T/AMEU3/yXQBaoqr/wjHi//oZNE/8ABFN/8l0f8Ix4v/6GTRP/AARTf/JdAFqiqv8AwjHi/wD6GTRP/BFN/wDJdH/CMeL/APoZNE/8EU3/AMl0AWqKq/8ACMeL/wDoZNE/8EU3/wAl0f8ACMeL/wDoZNE/8EU3/wAl0AWqKq/8Ix4v/wChk0T/AMEU3/yXR/wjHi//AKGTRP8AwRTf/JdAFqiqv/CMeL/+hk0T/wAEU3/yXR/wjHi//oZNE/8ABFN/8l0AUY/Ddtb+JLvWrS5uree9REuY0ZTHKUGFYgqSCBxwR75qrY+C9Ps9F1XSpJ7q7tNVlmluFnZQcy/fwUVcVsf8Ix4v/wChk0T/AMEU3/yXUN1ofiaxgM974t8P28Q6yTaNIij8Td0dB63Mq98Fwah4ftNIudV1JoLSWKWOTdFvJjIKAkx4IBA7ZPc1e1fw5aaytm91LOl3Yv5lteQsFliYjBI42nI6ggg+lW4/DfiyWNZIvE+hOjgMrLocpDA9CD9rp3/CMeL/APoZNE/8EU3/AMl03clW6DNP04WO95Lme8uJABJcXBXewHQYUKoHJ4AHU1dqo/hvxbGu6TxPoSL6tocoH/pXS/8ACMeL/wDoZNE/8EU3/wAl0hlqiqv/AAjHi/8A6GTRP/BFN/8AJdH/AAjHi/8A6GTRP/BFN/8AJdAFqiqv/CMeL/8AoZNE/wDBFN/8l0f8Ix4v/wChk0T/AMEU3/yXQBaoqr/wjHi//oZNE/8ABFN/8l0f8Ix4v/6GTRP/AARTf/JdAFqiqv8AwjHi/wD6GTRP/BFN/wDJdH/CMeL/APoZNE/8EU3/AMl0AWqKq/8ACMeL/wDoZNE/8EU3/wAl0f8ACMeL/wDoZNE/8EU3/wAl0AHhf/ko+v8A/YJ07/0de12tcP4SsNS074ieIItYvrW9nbStOZZLW0a3UL5t4MFWkkJOQec9xxxk9xQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzd9/yVPQv+wLqX/o+xrpK5u+/wCSp6F/2BdS/wDR9jXSUAeYaxa6TH8fraS/06OdJPD0rOFsjMWbz15IVSemRmp/AF5Fp8fi/WGvFh8OR3ZltLRmO6zRI/3mUPMYJGQhAI9Bmr95Y6wnxkg1yHRLqfTY9HezaeOaAZkMocYVpA2MDriqR8CX2u6p40vtSUaZB4isEsYbbeHddqMPNk2kruy3QE8DrSTahpvZ/wDpTaKaTnr3X5JP+vI2G8dG2s9F1DUtMNrp2tTxwW8vn7pI2lGY/MTaAM9OGbBI98Nt/GupX3iLVtH07w61zNpN3BDcSC8VU8uRQ3mDcASQpztxzg89M1vCuk39lpem6bqHhOztr2xSKObUcQtDIEwC8e0+ZuIH8SrgnqccyeE9M1Wx+IHi+/vtLmt7PVJ4JLWdpYmDhIghyFcsOR3FW7czttr+n/BM9eXXf/hx3hrxFrWreMPFFlcW1qINMuIreNRct8uYQ+fuc5Lc9Me+OXeG/G9/4khS6t/Dssdklxc29zP9qVjG0LFRtTGX3FcdsZ703w/pOq6H468VXM2ntPZatPFdW9zDKmBtiCFGVmDBsrxgEc9RVbwJo2vaX4F1XTri0fStRlu72a2kleORR5sjtG3yM3TIyDUfZv5fjp/wSutvP8Nf+AXW8cz2raC+q6LJYwa7ci2gWSb9/C7KWXzYto25284Y4yKn/wCEtu5vGWpeGrPSFlu7K1julme62ROrlgAx2kqfl7Bq46Xwt4juNK8JSz6E0mq6PqUNxqdxJdxPLdhVZWdHLfMMsThiuOgFdJpem6rD8W9a1mfSp49Pu9Nt4IpzLEcvGzlhtDlh94YOKuyv83+Wn4ib/Jfnr+BNZ/EXT38H6nr2p20tj/ZNzJaXdvkSMJkYLtQjG7cSMdOvauf+IlzqdxN4Ke+0yG2jfxFasGW58x0PzYVhsAHHoTyPxqqPAWuax4I8X6RcWrabd3+tyalYSTyRujjejpu2MxGSmDnpmtXxVZ+JvElt4ZdfDskEmnaxb3d5GbuEnagO4x/Nhhz32n29FHeL84/o3+N/uHLaSXaS/Ox6JXN33/JU9C/7Aupf+j7GukByoJGPY9q5u+/5KnoX/YF1L/0fY0gOkooooA8++K0Eax+GrpAyz/8ACQWUZdWIypk5H0rqtZ0BNbvdPkurqUWlnI0ktmMeXdErhRIO4BOcdM9awPiRpuravDokOj6TcXv2TWLW9meOWFAI42Jb77qSfbFWPGF34hddOg0nw7eX9nOWbUEguoIZVUD5Y8vIBhieSpPAI70L4fm/yQ3v8v1Zn+APtT+MfF8tmGTw2bqJNPUDEZlVMTGIdNu7HTjIPvXfVz/hzUtXvJXgvvC8ugWcEQWJZriCQuc9FETsFAA746jFdBTeyF1YVzfgP/kXbr/sNar/AOnC4rpK5vwH/wAi7df9hrVf/ThcUgOkooooAKKKKACiiigAooooA82/5um/7kz/ANva9Jrzb/m6b/uTP/b2vSaACiiigAooooAKKKKACiiigAooooA5vx5/yLtr/wBhrSv/AE4W9dJXN+PP+Rdtf+w1pX/pwt66SgArz7ToEtfj/qMUAZY28PxSlNxI3GdgTg9zgflXoNcNb2GsL8ZbnXH0S6XTZdJjslnM0H3xMzE7fM3YwfT8KF8a+f5MJfA/l+aLXiHRdMsbfXte8QTvfRywAQxTqGFqAuAkQ7MzHOR8xJA7CrPw5j1mH4c6InicyHVBar5/nHLj0Df7W3GfesnUL/xMvi+6mm8FX2qWNoyrpzQ31qsZ4+aUq8oO8kkDI4A46mut0a6v73TEuNW086bcuzE2rSrI0a5O3cykqTjngkc0R2+79f8AMJbr+v62L9c34X/5GLxn/wBhqP8A9N9nXSVzfhf/AJGLxn/2Go//AE32dAHSUUUUAeZ/GW6l1D4f+I7O0laO3sLPzLt42xuc4KRZ+h3MPTaOhNddd6Amtx6NJdXUotLMeZLZjHl3RKYUSDuATnHTPWuT+I3w8j1DwjrUXh2y1e61PUQ7iKLWpkhMjEElo3nWPHttI46Vd1SHXdM0TRtM0Tw9quoWLBm1BG1SNrhQBxH5k02SGJ5wxwowMZ4F8P3f1/X5jfT5/oJ4A+1P4x8Xy2YZPDZuok09QMRmVUxMYh027sdOMg+9d9XP+HNS1e8leC+8Ly6BZwRBYlmuIJC5z0UROwUADvjqMV0FN7IXVhXN+F/+Ri8Z/wDYaj/9N9nXSVzfhf8A5GLxn/2Go/8A032dIDpKKKKACiiigAooooAKKKKACiiigArzb4yf8yF/2Oenf+1K9Jrzb4yf8yF/2Oenf+1KAPSaKKKAOb8B/wDIu3X/AGGtV/8AThcV0lc34D/5F26/7DWq/wDpwuK6SgBk0KTwtFMu5HGGHqK4T4RjZo2vxgsVj8QXqIGYnChwAOfQDFd3M7Rws6RPMyjIRCAW9hkgfma4z4babq2j2uswaxpNxZG71e6vYneWFwY5Hyv3HYg47Yoj8T9P1QS+Fev6M7aiiigDm/Af/Iu3X/Ya1X/04XFdJXN+A/8AkXbr/sNar/6cLiukoAKKKKACiiigAooooA4L42W8E3wh1t54Y5DFEjIzqDsPmLyM9Ktvb+DbzUdGht107+0I5Rc272ixl0Ma5YkjkAjg/Wn/ABS0rUtd+HOqaVothJe3l2ipHGkkaYw6nJLso6A10Mdsl9Ywm8tGhlVCoWXaXjyu04KkjoT0NGqTa3uN62Xr+hzsXjt7vwvdeJtP0o3Gi2/mMJPP2zTRxkhpEj24I+UkAsCQO1S6h45ittU8OW9jZNfweIVZrWeKULjEe/JBHTGOc+vHrjaX4c17Q/hhceDLaxFxMsM1pa33moITG5ba7gneCA3ICnkcU248JajpWtfD630uwmvbDw9HJFc3KyRLgGDywdrOCefQGqVr+Wn6/wDAF0+//gfqdFpPix7rxNqeg6tYLYXunwJdFo5/OilhcsAwYqpBG05BHHqa5bxt4juPEvwX1/VNM02NtLuLCfyZZrjZK8YBHmBNhGOMjLAkeh4rT/sHUrr4p63fXGnzR6Xf6NHYJdeZH98M5b5Q+7GGGDisYeHvFVt8F7/wR/Y63N5Dp8lnbXiXMaw3CYIU8ncr4xwRjP8AFWctYP0/V/8AA+8qOk12v+i/4P3HXWWq3dppPh+xsNLmvJbqzQmYkpBAqxrku+DgnOAADmsi/wDiBcSeAPE+radZRx3+gvcW88Uk2UEkaZ3KwX5hyDyF/Cm3WleIWvPDEj6fNdaRa2TQahpSzxq3m7VCuwLhJFGG+Xd3zgmsyz8F64fCfj7Q5NPhtH1u4uJrGRZkMJWSJVVTj5lIIwflx6VdTVy+f33X6EUtFFPy/L/Mv+LdURPhTbXvirRLfVreQ2nmwfa2G8syBXzsHIYgkfrXR3PibHioeHdKtFur6O1F1OZJfKjgjLbVBYKxLMQcADoDkjjPMeLNI1/XPhHb6RbaFOupKbRXtzcQceVIjMd2/aRhTjnPsK1V0TUNN+Itz4ntbOS5t9T0+O2ubZXQSwyRsSrfMwUghiDhuCB1zxUrcz7Xf5afiTG/Ir72X56/gPl8exReH/EN6bE/bfDpf7dZGbH3U3go+OQy8gkD3xUdz48nsbLQ9TvNGaPS9YlggWb7SDLC8uNhaPbjaSeobPtWNe+DtXfw/wCPb4WZk1TxPG0cFlHKmYkWHy4wzFguTyTg4GcZNS+I9C1vUPh74X0600ed7yxu7CW5h86EGNYWUvyXwehxgmpja6v/AHfx+L7i5eX978LW/rqejUUiksgJUqSMlT1HtxS0gCiiigAooooAKKKKAObsf+Sp67/2BdN/9H31dJXN2P8AyVPXf+wLpv8A6Pvq6SgAooooAKKKKACiiigAooooAKKKKACiiigDjfEer22jfEnQLi8jvJEbSdRQCzsprp8+dZHlIlZgOOpGOgzyKvf8J5pH/Pn4g/8ACc1D/wCMUX3/ACVPQv8AsC6l/wCj7GukoA5v/hPNI/58/EH/AITmof8Axij/AITzSP8Anz8Qf+E5qH/xiukooA5v/hPNI/58/EH/AITmof8Axij/AITzSP8Anz8Qf+E5qH/ximxeKryT4jz+FjpkAjhsVvjd/aySUZygGzy+vGfvV01HS4dbHN/8J5pH/Pn4g/8ACc1D/wCMUf8ACeaR/wA+fiD/AMJzUP8A4xXSUUAc3/wnmkf8+fiD/wAJzUP/AIxR/wAJ5pH/AD5+IP8AwnNQ/wDjFac11qi+Ira2h0+KTS3hdp7wzgNHICNqiPHIPPOeK0aAOb/4TzSP+fPxB/4Tmof/ABij/hPNI/58/EH/AITmof8AxiukooA5v/hPNI/58/EH/hOah/8AGK5+88aaW3xJ0a4FrrmyPSb9CDoF8HJaazIwnk7iPlOSBgcAkbhn0Subvv8Akqehf9gXUv8A0fY0AH/CeaR/z5+IP/Cc1D/4xR/wnmkf8+fiD/wnNQ/+MV0lFAHN/wDCeaR/z5+IP/Cc1D/4xR/wnmkf8+fiD/wnNQ/+MU+48S3balqlrpmkvcDS0Vp5biUwLIxXdsj+U7iB1PAyQM9cWdB8T6d4h8JWviK0cx2NxB5+ZvlMYGdwb6YP5UdLh1sU/wDhPNI/58/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/ABil8GeL18Y2epXCWElktlqEtkElfLPsx8xGBtzn7vOK6OgDm/8AhPNI/wCfPxB/4Tmof/GKi+HVwl14SluIhIqTatqbqJY2jcA385G5GAZT6ggEdCK6mub8B/8AIu3X/Ya1X/04XFAHSUUUUAFFFFABRRRQAUUUUAebf83Tf9yZ/wC3tek15t/zdN/3Jn/t7XpNABRRRQAUUUUAFFFFABRRRQAUUUUAct8RbhLXwlFcSiRkh1bTHYRRtI5Av4CdqKCzH0ABJ6AVL/wnmkf8+fiD/wAJzUP/AIxR48/5F21/7DWlf+nC3rpKAOb/AOE80j/nz8Qf+E5qH/xij/hPNI/58/EH/hOah/8AGK6Suds/FT3Hj258MT6c0EkFit6J/ODB1ZygGAODwe9HWwbK43/hPNI/58/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/ABineKvFUnhiTTC+nNcwX99DZCVZgvltI2AcYOQK6KjpcPI5v/hPNI/58/EH/hOah/8AGK5/w5400uHXvFjva64RNq0bqE0C+YgfYbVfmAhJU5U8Ng4wcYIJ9Erm/C//ACMXjP8A7DUf/pvs6AD/AITzSP8Anz8Qf+E5qH/xij/hPNI/58/EH/hOah/8YrpKKAOb/wCE80j/AJ8/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/GK29RuJ7TTbie0tWu544y0VurbTK3Zc9snv2rkpvFPjSzntFv8Awdp0cdzcx2+YtcMjjccEhfs4zgZY89AaFq7B0uaX/CeaR/z5+IP/AAnNQ/8AjFH/AAnmkf8APn4g/wDCc1D/AOMV0lFAHN/8J5pH/Pn4g/8ACc1D/wCMVR8C6vbarr3jJ7WO8jH9rRPi6sprc4NjbL0kVTnKHjqAVOMMpPZVzfhf/kYvGf8A2Go//TfZ0AdJRRRQAUUUUAFFFFABRRRQAUUUUAFebfGT/mQv+xz07/2pXpNebfGT/mQv+xz07/2pQB6TRRRQB5/4T8W6dpml31pc22sPLHrWqbmttEvLiM5v5zxJHEynr2JweOorc/4TzSP+fPxB/wCE5qH/AMYo8B/8i7df9hrVf/ThcV0lAHN/8J5pH/Pn4g/8JzUP/jFH/CeaR/z5+IP/AAnNQ/8AjFaPiDWl0HSjeG0uLx2lSGOC3Tczu7BVHoBk8k8AVQt/FRXxjF4a1WzW1vri0N3btDN5sciqwVhkqpDAkdsEd+1C1/r5hsN/4TzSP+fPxB/4Tmof/GKP+E80j/nz8Qf+E5qH/wAYrpKKAPO/BfjTS7bQblJLXXCTq2pODHoF84w19Ow5WEjOCMjqDkEAgiug/wCE80j/AJ8/EH/hOah/8Yo8B/8AIu3X/Ya1X/04XFdJQBzf/CeaR/z5+IP/AAnNQ/8AjFH/AAnmkf8APn4g/wDCc1D/AOMV0lFAHN/8J5pH/Pn4g/8ACc1D/wCMUf8ACeaR/wA+fiD/AMJzUP8A4xXSUUAc3/wnmkf8+fiD/wAJzUP/AIxR/wAJ5pH/AD5+IP8AwnNQ/wDjFdJRQBzf/CeaR/z5+IP/AAnNQ/8AjFH/AAnmkf8APn4g/wDCc1D/AOMU3X/FV5o3i3QtGg0yC5TWXlRZ3uzGYjGm85URtnj3rpqOlwOb/wCE80j/AJ8/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/GK6SigDm/8AhPNI/wCfPxB/4Tmof/GKP+E80j/nz8Qf+E5qH/xirvirWpvDnhXUdZgtEuzY273DQvMYtyqpJAYK3PHpWHc+PZtK0nRdV1zSo4NP1Z4IvOtrozG3eUfJvUovy5IGQT9KFq7Ly/HYHpr6/huX/wDhPNI/58/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/ABiukrm/iB4hvPCngi/1vTo4JZbNVby5wSrAsF7EetA0ruwf8J5pH/Pn4g/8JzUP/jFH/CeaR/z5+IP/AAnNQ/8AjFdFExeFGPVlBOKdQSndXOb/AOE80j/nz8Qf+E5qH/xij/hPNI/58/EH/hOah/8AGK2tT1O10jT5L3UJRFBGQCx9SQAB7kkCrVAzm/8AhPNI/wCfPxB/4Tmof/GKP+E80j/nz8Qf+E5qH/xiukooA5v/AITzSP8Anz8Qf+E5qH/xij/hPNI/58/EH/hOah/8YrpKKAOb/wCE80j/AJ8/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/GK6SigDm/8AhPNI/wCfPxB/4Tmof/GKP+E80j/nz8Qf+E5qH/xiukooA43w5q9trPxJ1+4s47yNF0nTkIvLKa1fPnXp4SVVYjnqBjqM8Guyrm7H/kqeu/8AYF03/wBH31dJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzd9/yVPQv+wLqX/o+xrpK5u+/5KnoX/YF1L/0fY10lABRRRQBwVt/ycLf/APYuQ/8ApQ9Q/FtraXS9Ixsa4ttd0/Jx80YaYd+2cV08ng7RpfET66Y7tdSkh8hp0v50zHnO3aHC4yc9KR/BegzWN9Z3Nm91DqEqzXIubmWZndQApDOxK42jG0jGOKI6cvk7/wDk1we8n3/+Rsc7rccafHjwuyKqySaZemQgYLY8vGfXGTVLwXp9p448M65c+JNz38mq3UEkwfbNZiNyqLG/WPaoBGMdSe5rsF8G6GmrWWqC1lN/YxtHBdNdSmTY2MqzFsuOBw2adJ4Q0OTUp777EY5rk7rgRTSRx3BxjMkasFk44+YGhaK3r+dw/wCB+VjlbtIY/jh4ce1YSrJoV0fMDbvNw0QVi38XHf3rC8M2WqeNvhtfX0xs7bWbi6uSdVmuW86ykSVgoACfKECgbQwGM56mvTJvDOlT+IbfXJYJf7QtYmhhlW5kUIjYyuwNtwdo7dqgPg7Qv7RmvUs2jkuHLzxxXEiQzscZaSJWCOeByyk01sl6/m2H/A/Kxr2u/wCxw+bIssnlrukToxxyR7GpaKKHqxLRBXN33/JU9C/7Aupf+j7Gukrm77/kqehf9gXUv/R9jSGdJRRRQBga7c3Gqm58P6LL5V1JDi5u8ZFoj8ZA7yEZ2jt1PGAcW60qTw7o+ieHvDug32qaLZcXItJ7feSmCqN5sqZ3MdzYz93GMGr978NfDF/ql3qM9vfLdXknmTtBqt1CHbAGdqShegA4HatvTNEsdH0ddM06OSK1UNgGd3f5iSSXYliSSTnOaFoge5wXwg1C5uZvFcc2kXloja9dymWZ4SqsSv7o7JGO4eoBX0Y16ZWTofhjSvDhuzpEM0X2ydrifzLqWXfI33m+djgnHatan0S7JL7kHVvu2/vYVzfgP/kXbr/sNar/AOnC4rpK5vwH/wAi7df9hrVf/ThcUgOkooooAKKKKACiiigAooooA82/5um/7kz/ANva9Jrzb/m6b/uTP/b2vSaACiiigAooooAKKKKACiiigAooooA5vx5/yLtr/wBhrSv/AE4W9dJXN+PP+Rdtf+w1pX/pwt66SgArgrb/AJOFv/8AsXIf/Sh672sRPCGjx+Im11I7oak8Qhac385ygbcF279uMnOMULSSfr+TQPWLXp+af6HO/Ff/AJB/hr/sZLH/ANDNd7WPrnhXSfEbW51iK4m+zTJPCI7yaIJIhyrYRgMj1rVhiWCFY0LlVGAXcufxJJJ/GmtI287/AIJfoD1afl+r/wAx9c34X/5GLxn/ANhqP/032ddJXN+F/wDkYvGf/Yaj/wDTfZ0gOkooooAK5fRtRXxD4x1eUfNb6HKLGEEcecUDSv8AgGVR6fN611FUNL0TTtFa8OmWy25vrlrq4wxPmStjc3J4zgdOKFv/AF/W1w6f1/XYv0UUUAFc34X/AORi8Z/9hqP/ANN9nXSVzfhf/kYvGf8A2Go//TfZ0AdJRRRQAUUUUAFFFFABRRRQAUUUUAFebfGT/mQv+xz07/2pXpNebfGT/mQv+xz07/2pQB6TRRRQBzfgP/kXbr/sNar/AOnC4rpK5vwH/wAi7df9hrVf/ThcV0lAFXUdRttK0+S8vX2RRgZwMliTgKB3JJAAHUmsDTvDxm8YHxZrjeXfvb/Y7K03DbaxE7iCf4pGxkkcADAzjJ1fEHhvS/FGnpZa1DLNBHKsyiK4khIdeh3Rsp4+tUNI8BaBoepx6hYQ3huYwQjXOpXNwFyMEhZJGAOOM4zzQt7g9rI6OiiigDm/Af8AyLt1/wBhrVf/AE4XFdJXN+A/+Rduv+w1qv8A6cLiukoAKKKKACiiigAooooA4Lxn/wAlS+H/AP183n/pOat/FTXrrQfhzrNxpMxj1FbUvEUPzIm5VeQf7ofNbOq+E9I1rVrLUtRiuHu7Bma2kjvZovKJGCQEcDkcHinx+GNKS+nu3hmuJri3NtJ9qupZ1MROSu12KgHvgc96N429Sk7ST9PzObt/DtwmpeHdS0xtP0mG3OJ2huGkbUI3jPyNlF3NnDBjk5B9TXPxS3Xhq9tpvE+mR6pp13qqyWniWxmBmQyy5jSVGG4L8wT5SRt4wK9C0rwrpGiyK2n28qCPiKOS5llSAYxiNHYrGMcYUCnR+F9HiaPbakpFL50cDTO0SPnIZYy2wEHkYHB5qr+9czt7tv66mf8AEn/kl3ib/sF3H/os1xWpO8GlfD1PEpivdEuprWIQwxtEY7jy8wu5LNvUEdPl5weelenaxpFlr2lT6bqkby2lwhjljSZ496kYIJQg4IPrVK48I6Jd+H4dEurRp7C3KGGOSeRmjKfdKuW3gjHBByKmOjv5r8L/AOehUtUl6/jb/LU5nRVHiH4o+LrfX4UuotNFtDZW06h0SN4yzOFPGWbIJ68YrjdZvbq4+CvxAsp5ZJbTTdUltbKR2JPlCRDtBPUKSVH0x2r1+fw9ptxcrcvFKtysQh+0RXEkcrIOis6sGYd+SeeaSXwzo02gNokmnQNpj/ftdvyP827n1yeTnr3zQtPu/Va/h+I09b+d/wANv67HC+N9Ng0C68JatoCG31WXV7a0lkRjvu4XBDrIerjGTls4xmrvhqJPEfjrxl/wkMKXZsLuK0tbe4UOkMPlBgVU8AsWJJ6nA9K6y18NaVaXFvPHbu8lqpW3M88k3kDGPkDsQvHHGOOOlPuvD+m3d897JC8d1JGIpJred4XkUZwGKMNwGTjPTJp33+f42/yf3snovl+v+f4HjOpzy6p8Hr1NSH2uPTvFC2dlPP8AOzQLeIoG48njK+4Fd54s0nUo9csLjw5p2nata2NtILjQJ5BAr+YwxMnyldw2MPmHc8jNdPc+GNFvPDp0G402BtL2hRbBdqjByCMcgg85HOeaG8N6axhbZcCWGMxLMt3KJSn90yBtzD6k0dLf1sl+n4j63/re/wCpS8CanYar4Rt59Lt7i0hWWWJrW5xvt3WRg0fHGFbIGOwFdFVexsLXTLNLWwgSCBMkIg7k5J9ySSSTySasUN3YlogooopDCiiigAooooA5ux/5Knrv/YF03/0ffV0lc3Y/8lT13/sC6b/6Pvq6SgAooooAKKKKACiiigAooooAKKKKACiiigDjfEdhc6j8SdAis9WvNKddJ1FjNZpCzsPOshtPmxuuOc8DPA565vf8Ivq//Q9+IP8Avxp//wAi0X3/ACVPQv8AsC6l/wCj7GukoA5v/hF9X/6HvxB/340//wCRaP8AhF9X/wCh78Qf9+NP/wDkWukooA5v/hF9X/6HvxB/340//wCRaP8AhF9X/wCh78Qf9+NP/wDkWtjV4IbnR7uK5iSaNoWykihgePQ1538OtZsvDXwf8IJFaLJeaqqW9vBEAnnSncSWbHACgknk4Hc8ULW/y/G/+QPp8/wOs/4RfV/+h78Qf9+NP/8AkWj/AIRfV/8Aoe/EH/fjT/8A5FpbfxaP+Eg1HRNQsmi1Cys1vhHbP5wniJI+ThTuyuMEdxjNVl8a3FvqGgQato72K687R24M+6WFwhcLKm0bTgEHBbB496a1DYsf8Ivq/wD0PfiD/vxp/wD8i0f8Ivq//Q9+IP8Avxp//wAi1DF4vvbzxTrfh/T9HWS80qOKTzJbvZDIJASoLbCynjsp7/jf8JeJovFehm/jtpLSSO4ltp4JGDGOSNyrDI4IyODS3B6Fb/hF9X/6HvxB/wB+NP8A/kWj/hF9X/6HvxB/340//wCRa6SigDm/+EX1f/oe/EH/AH40/wD+Ra5+88OaoPiTo0R8aa4ztpN+wmMNjvQCazBUf6NtwdwJyCflGCOc+iVzd9/yVPQv+wLqX/o+xoAP+EX1f/oe/EH/AH40/wD+RaP+EX1f/oe/EH/fjT//AJFrpKKAOb/4RfV/+h78Qf8AfjT/AP5Fo/4RfV/+h78Qf9+NP/8AkWsH4tXc174H8RafZStHHaaZLPeSocH7p2RZ98bj7AD+KtqDQE1vRfDcl1dSi0s4Eklsxjy7omIBRIO4BOcdM9aFqm/66/5A9LfP8Lf5kn/CL6v/AND34g/78af/APItH/CL6v8A9D34g/78af8A/ItYvgD7U/jHxfLZhk8Nm6iTT1AxGZVTExiHTbux04yD7131HRMOrRzf/CL6v/0PfiD/AL8af/8AItRfDqJ4PCUsUs8ly8eramrTShQ8hF/OCzbQFyepwAPQCuprm/Af/Iu3X/Ya1X/04XFAHSUUUUAFFFFABRRRQAUUUUAebf8AN03/AHJn/t7XpNebf83Tf9yZ/wC3tek0AFFFFABRRRQAUUUUAFFFFABRRRQBy3xFiefwlFFFPJbPJq2mKs0QUvGTfwAMu4FcjqMgj1BqX/hF9X/6HvxB/wB+NP8A/kWjx5/yLtr/ANhrSv8A04W9dJQBzf8Awi+r/wDQ9+IP+/Gn/wDyLR/wi+r/APQ9+IP+/Gn/APyLXSVkeI9Mg1Ozg+3XF1Ha286zTQ26lvtIGR5bqoJZckEgdcc8ZoApf8Ivq/8A0PfiD/vxp/8A8i0f8Ivq/wD0PfiD/vxp/wD8i1keEEZviH4kl0xhb6MsVvGtiR5ZW4AJeQRHBQEFRkgbiM89a7ujoHWxzf8Awi+r/wDQ9+IP+/Gn/wDyLXP+HPDmqSa94sVPGmuRGPVo1Z0hscyn7Danc2bYjOCF+XAwo4zkn0Sub8L/APIxeM/+w1H/AOm+zoAP+EX1f/oe/EH/AH40/wD+RaP+EX1f/oe/EH/fjT//AJFrpKKAOb/4RfV/+h78Qf8AfjT/AP5Fo/4RfV/+h78Qf9+NP/8AkWuX+Mt1LqHw/wDEdnaStHb2Fn5l28bY3OcFIs/Q7mHptHQmuuu9ATW49GkurqUWlmPMlsxjy7olMKJB3AJzjpnrQtrg9P6/ruQ/8Ivq/wD0PfiD/vxp/wD8i0f8Ivq//Q9+IP8Avxp//wAi1i+APtT+MfF8tmGTw2bqJNPUDEZlVMTGIdNu7HTjIPvXfUdEw6tHN/8ACL6v/wBD34g/78af/wDItUfAthc2OveMlutWvNSP9rRLvukhU5FjbHd+7jQZIYL6YReAdxbsq5vwv/yMXjP/ALDUf/pvs6AOkooooAKKKKACiiigAooooAKKKKACvNvjJ/zIX/Y56d/7Ur0mvNvjJ/zIX/Y56d/7UoA9JooooA8/8J6DqN7pd9cW3izWNPifWtU221tFZmNMX844MkDNzjPLHk9hxW5/wi+r/wDQ9+IP+/Gn/wDyLR4D/wCRduv+w1qv/pwuK6SgDm/+EX1f/oe/EH/fjT//AJFo/wCEX1f/AKHvxB/340//AORa0PEWmx6ro0lvPd3VrCrpLKbTO+RFYMycAkhgMEDkg1ymhxqfi5dHQsWOlQ6Si3VkUMHmTmT5JBCcHhQQXwAcgZOOBau39bf0ge1/63Nv/hF9X/6HvxB/340//wCRaP8AhF9X/wCh78Qf9+NP/wDkWukooA878F+HNUm0G5aPxprkAGrakpSOGxIJF9OC3zWxOWILHtknAAwB0H/CL6v/AND34g/78af/APItHgP/AJF26/7DWq/+nC4rpKAOb/4RfV/+h78Qf9+NP/8AkWj/AIRfV/8Aoe/EH/fjT/8A5FrpKKAOb/4RfV/+h78Qf9+NP/8AkWj/AIRfV/8Aoe/EH/fjT/8A5FrpKKAOb/4RfV/+h78Qf9+NP/8AkWj/AIRfV/8Aoe/EH/fjT/8A5FrpKKAOb/4RfV/+h78Qf9+NP/8AkWj/AIRfV/8Aoe/EH/fjT/8A5FrpKKAOb/4RfV/+h78Qf9+NP/8AkWj/AIRfV/8Aoe/EH/fjT/8A5FrpK858dabY3XxU8BG6sreYyXF2HMkStuAgJAORzg80LVpB0Z0X/CL6v/0PfiD/AL8af/8AItH/AAi+r/8AQ9+IP+/Gn/8AyLXOfE+CPwb4WbxZ4bjXT7vTJ4pJY7ceXHdRNIqukiDhuDwSMgjiuj0/xY9942vPDzWKx/Z7CK+S4E+7zFkYqFK7RtPynuaFqv67XB6a/wBdv8vvD/hF9X/6HvxB/wB+NP8A/kWj/hF9X/6HvxB/340//wCRaqaX44l1Hw74h1JtLWKTQ7u4tnhFzuEvkqCzBtgxnnAxVaX4iTW/hvRvEdxojR6RqRgV3+0gzQGYqEby9uGXLDncD/s00r7eX47feD038/w3NT/hF9X/AOh78Qf9+NP/APkWj/hF9X/6HvxB/wB+NP8A/kWppvEjTeJbnQtHtEu7yzt0nummmMUcQfOxchWJY7ScYwB37VN4X8SW3irQ01K0jeH97JDLDJgtFIjFXUkcHBB5HUUg2Kf/AAi+r/8AQ9+IP+/Gn/8AyLR/wi+r/wDQ9+IP+/Gn/wDyLXSUUAc3/wAIvq//AEPfiD/vxp//AMi0f8Ivq/8A0PfiD/vxp/8A8i10lFAHN/8ACL6v/wBD34g/78af/wDItH/CL6v/AND34g/78af/APItdJRQBzf/AAi+r/8AQ9+IP+/Gn/8AyLR/wi+r/wDQ9+IP+/Gn/wDyLXSUUAc3/wAIvq//AEPfiD/vxp//AMi0f8Ivq/8A0PfiD/vxp/8A8i10lFAHG+HLC5074k6/Feateaq7aTpzCa8SFXUedejaPKjRccZ5GeTz0x2Vc3Y/8lT13/sC6b/6Pvq6SgAooooAKKKKACiiigAooooAKKKKACiiigDm77/kqehf9gXUv/R9jXSVxviPV7bRviToFxeR3kiNpOooBZ2U10+fOsjykSswHHUjHQZ5FXv+E80j/nz8Qf8AhOah/wDGKAOkorm/+E80j/nz8Qf+E5qH/wAYo/4TzSP+fPxB/wCE5qH/AMYoA09f1C303Q7ue6k2jymVFHLSMVOFUdWY9gOTXm9r4C1Z/hv4E/0OGXUvD7x3E2n3WAJUZSJI8ngMA3GeMjtXa/8ACeaR/wA+fiD/AMJzUP8A4xR/wnmkf8+fiD/wnNQ/+MULT8Pwv/mD/wA/xIDY6ld6JqR0TR4PDV7NZvHbNMkRmWYj5STEWUKDjuSfQY55dvDWvSyeDL4+HmW70i7D6nJJdxPPcHymjLq5Y7xls/MwPtXX/wDCeaR/z5+IP/Cc1D/4xR/wnmkf8+fiD/wnNQ/+MU07O/p+APVW9fxM7QdM1W0+J/inVrrSp47HUILVbaYyxHeYlYMMByR1GMin/DXSdT0XRdSt9YsJLOSbVbq6jDyRvujkkLKfkZsHB6Gr3/CeaR/z5+IP/Cc1D/4xR/wnmkf8+fiD/wAJzUP/AIxQtPusD1/rysdJRXN/8J5pH/Pn4g/8JzUP/jFH/CeaR/z5+IP/AAnNQ/8AjFIDpK5u+/5KnoX/AGBdS/8AR9jR/wAJ5pH/AD5+IP8AwnNQ/wDjFc/eeNNLb4k6NcC11zZHpN+hB0C+DktNZkYTydxHynJAwOASNwyAeiUVzf8Awnmkf8+fiD/wnNQ/+MUf8J5pH/Pn4g/8JzUP/jFAGD8QfAMGo+GNeOiWmrXGqanFJiKDWZoonlKbQWjaZYyOAMYIwOlMntfEGj+GNC0rSfDmq39qUzqcbapG0y4UARh5Zvus391iAowMZrof+E80j/nz8Qf+E5qH/wAYo/4TzSP+fPxB/wCE5qH/AMYoWit6fgD119fxJPDmpaveSvBfeF5dAs4IgsSzXEEhc56KInYKAB3x1GK6Cub/AOE80j/nz8Qf+E5qH/xij/hPNI/58/EH/hOah/8AGKYHSVzfgP8A5F26/wCw1qv/AKcLij/hPNI/58/EH/hOah/8YqL4dXCXXhKW4iEipNq2puoljaNwDfzkbkYBlPqCAR0IpAdTRRRQAUUUUAFFFFABRRRQB5t/zdN/3Jn/ALe16TXm3/N03/cmf+3tek0AFFFFABRRRQAUUUUAFFFFABRRRQBzfjz/AJF21/7DWlf+nC3rpK5b4i3CWvhKK4lEjJDq2mOwijaRyBfwE7UUFmPoACT0AqX/AITzSP8Anz8Qf+E5qH/xigDpKytam1q3lsZdGtYLuATH7bC7bZWj2nBjJIXcGwcMQCM8iqH/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFAFKw8PX9x8UrjxZcxNYW40xbCO2Z1Z5j5hcu20kADgDknk9K7Gub/wCE80j/AJ8/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/GKOiX9dw63/AK7HSVzfhf8A5GLxn/2Go/8A032dH/CeaR/z5+IP/Cc1D/4xXP8AhzxppcOveLHe11wibVo3UJoF8xA+w2q/MBCSpyp4bBxg4wQSAeiUVzf/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFAHM/Eb4eR6h4R1qLw7ZavdanqIdxFFrUyQmRiCS0bzrHj22kcdKu6pDrumaJo2maJ4e1XULFgzagjapG1woA4j8yabJDE84Y4UYGM8bP/CeaR/z5+IP/AAnNQ/8AjFH/AAnmkf8APn4g/wDCc1D/AOMUbKw3r/Xck8Oalq95K8F94Xl0CzgiCxLNcQSFznooidgoAHfHUYroK5v/AITzSP8Anz8Qf+E5qH/xij/hPNI/58/EH/hOah/8YpiOkrm/C/8AyMXjP/sNR/8Apvs6P+E80j/nz8Qf+E5qH/xiqPgXV7bVde8ZPax3kY/taJ8XVlNbnBsbZekiqc5Q8dQCpxhlJQHZUUUUAFFFFABRRRQAUUUUAFFFFABXm3xk/wCZC/7HPTv/AGpXpNebfGT/AJkL/sc9O/8AalAHpNFFFAHN+A/+Rduv+w1qv/pwuK6SvP8Awn4t07TNLvrS5ttYeWPWtU3NbaJeXEZzfzniSOJlPXsTg8dRW5/wnmkf8+fiD/wnNQ/+MUAaOuyazDaQy6BBbXMqToZ4Z2KmSH+MIegf0zx/OsCTQNQ1j4m6V4klt30220uymg8uR0Mlw0hHBCMwCrjPJznt3q9/wnmkf8+fiD/wnNQ/+MUf8J5pH/Pn4g/8JzUP/jFC0d/62sD1Vv63udJRXN/8J5pH/Pn4g/8ACc1D/wCMUf8ACeaR/wA+fiD/AMJzUP8A4xQAeA/+Rduv+w1qv/pwuK6SvO/BfjTS7bQblJLXXCTq2pODHoF84w19Ow5WEjOCMjqDkEAgiug/4TzSP+fPxB/4Tmof/GKAOkorm/8AhPNI/wCfPxB/4Tmof/GKP+E80j/nz8Qf+E5qH/xigDpKK5v/AITzSP8Anz8Qf+E5qH/xij/hPNI/58/EH/hOah/8YoA6Siub/wCE80j/AJ8/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/GKAOkorm/8AhPNI/wCfPxB/4Tmof/GKP+E80j/nz8Qf+E5qH/xigDpK4jxfp+r3Xj/wlqOnaPcXtppc1w9zLHLCu0SRbBgO6k8n0rT/AOE80j/nz8Qf+E5qH/xij/hPNI/58/EH/hOah/8AGKOtw6FDxboepeOrSDRbiybTdINxHLfSXEiNJMiMGEaKjMMMQMsSMAdDmkl0jVdM+KsuvWmnG+0+90yOybyZkRrd43ZgSHIypDdRkjHStD/hPNI/58/EH/hOah/8Yo/4TzSP+fPxB/4Tmof/ABihaf15WB6/153Oa0HQPEFj4S8bWV9pLC71S+vJ7VYZ4mSVZVwuCWGOf7wWodW8Oa/dfBXQtBg0eZtTtfsImg8+EbPJeMud2/aeFOME11f/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFNO2393/yXYHr+P8A5NuYM/hi6074ial4iHh9dastZtoFlt8w+fayx5XOJGClSp5w2cjoa7XSYHt9PVZLS3syWZhBbgBUBPAOOCcdSOM/nWR/wnmkf8+fiD/wnNQ/+MUf8J5pH/Pn4g/8JzUP/jFLpYHq7nSUVzf/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFAHSUVzf/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFAHSUVzf/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFAHSUVzf/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFAHSUVzf/AAnmkf8APn4g/wDCc1D/AOMUf8J5pH/Pn4g/8JzUP/jFABY/8lT13/sC6b/6Pvq6SuN8Oavbaz8SdfuLOO8jRdJ05CLyymtXz516eElVWI56gY6jPBrsqACiiigAooooAKKKKACiiigAooooAKKKKAObvv8Akqehf9gXUv8A0fY10lc3ff8AJU9C/wCwLqX/AKPsa6SgAooooAzPEetw+G/DOo61dRvLFYW7zsidWCjOBVCy1DXrmy0vUI/7Pu7a8MbTRQIwMUbjO5ZCxD7cj+EZ68dK0dfvrLTdBu7rVkV7FExcBwCvlk4YsD2AOT7ZrzrVPDTfD2+0bUfh/qF1HZ32ow28uhvMZraaORvmaJTkoVBLZU4wPSiPxW9P6+YS+HTz/r5HpVxrGmWdyLe71G0gnbGIpZ1VjnpwTnmnT6nYWtyltc3ttDO6lliklVWYAEkgE5IABP4V5D4q1Ky1H4ZfEOfSre30yCO6uIbsTlpJrmdQq7uSBHkgbRzwOMVt+I4Yb3xn8M1uUSeN/tBYONwb/Rs8+vPNNK6Xy/FX/r9Aej+/8DvzrmkrYw3rapZC0nGYZzcJ5cg/2Wzg/hVqC4hurdJ7WWOaGQZSSNgysPUEda4qafTLb4m2+i6TptpZaha6O0kd3KCIooGk5jjiUgE5GScjHHWoPgxIsngObZKsqDVb4KydMee5GPQc5/Ghaq/9b2B6f15XPQKKKKQBXN33/JU9C/7Aupf+j7Gukrm77/kqehf9gXUv/R9jQB0lFFFAEF61ylhO1jGklyI2MKOcKz44BPpmuLvrj4i6d9lMuoeGJ3uLiOFYYtNuAzZPzYJn7KGb6LXd1yeh6n/b/j3Xm6waGyWEI7eYyiSVvryi/wDAT6mhbg9jrKKKKACub8B/8i7df9hrVf8A04XFdJXN+A/+Rduv+w1qv/pwuKAOkooooAKKKKACiiigAooooA82/wCbpv8AuTP/AG9r0mvNv+bpv+5M/wDb2vSaACiiigAooooAKKKKACiiigAooooA5vx5/wAi7a/9hrSv/Thb10lc348/5F21/wCw1pX/AKcLeukoAKZPNHbW8k87rHFGpd3Y4CgDJJp9YHiuz1q/trSHRbexuYhOHu4by7e3EqLyFDLHJxuwSMcgY70AUPBfi698T6x4it7yzjtItNuo4rZQD5jI8SuC+T975ugAx05rrq8y+HM+tP8AETxuL/T7CBGv4TcGC+eUxv8AZ02qgMK7wR1JK46YPWvTafRei/IXV+rCub8L/wDIxeM/+w1H/wCm+zrpK5vwv/yMXjP/ALDUf/pvs6QzpKKKKAK2oteJptwdLSJ7zyz5CzE7N/bdjnGeuOa4+5ufiFp95YJcah4auBdXSRGKHTbhXKZy7AmcgYQMeR2HrXc1yXhjVB4i8XeIr3rDpVz/AGXbjIIBVVeVvqWYD6IKI/F+P9feD2OtooooAK5vwv8A8jF4z/7DUf8A6b7Oukrm/C//ACMXjP8A7DUf/pvs6AOkooooAKKKKACiiigAooooAKKKKACvNvjJ/wAyF/2Oenf+1K9Jrzb4yf8AMhf9jnp3/tSgD0miiigDm/Af/Iu3X/Ya1X/04XFdJXN+A/8AkXbr/sNar/6cLiukoACQqkscAckntXHeGPGd34g8da5pTWsUWnWVtbz2koz5kyyF/nPOADtBAx0OT1wNbxZaavf6L9l0OO0leWVRcJdXLQB4erqHWNyCen3ehPeuI8Jza9/wu/xGt5pemW4NhZLcCDUZJBEgEmwpmBd5PcHbj1NOOrB6R/ruepUUUUgOb8B/8i7df9hrVf8A04XFdJXN+A/+Rduv+w1qv/pwuK6SgAooooA5GXxBrCfFiDw2r2P9nyaY18WNu/mgiQJt3eZjvnO2urlljgiaWeRY40GWd2wFHqSa4Wf/AJOFs/8AsW5f/Shan+IXiDRrXT0sNTshqLfb7NPJaUxxxySSHy2kYdFBTJGDngd6a1jHz/8Akmhv4n8vyTOsstTsNSDnTr62uxGQH8iVX256ZweKx/E3ic6LqmiaVAsYu9auWghlnz5cW1C5JAI3HgALkZJ61zWjySj9oDU47i6gmlPh+EuIE2KCJ2wCCxJIB6+/aui8W2Hh3xBNZeHPE9qs4vhJLalmKFZI9v3GBBV8MSMdgaXRPv8Ao3/kLq1/WqT/AFLa6jf6ZdXjeIZLJNOhhWWO+QGIZJIZGVmbkYBznnPSm6T4x0TVvDttrKajawWtxGsmZp0XZuGQGyeDjtXEWdvrHh3XPEXhcard61oi6I93DJev5s1nIdyiIydWBAJGeePzzNUdJP2R7faytjR7boc4IZB/OmtU36fi2v0Hb3kv62X+Z62ur6a4uiuoWrCzbbc4mX9wcZw/PynHPNJDrGm3NtLcW+o2ksMP+tkjnVlT6kHArj/F40HQdM0WKTQ7aVtQ1S1jix+5jWYDKSSso5C7eAc5OBVTw9JJ/wALu8VRz3ME839k2fmeQmxQQ0nG3cTkAjqe9Lo/n+CuTfS/p+Lsdf4b8U6X4p037bpNzHLHvkUAOC2FcruwOgO3I9jUGn6zc6p4mmitrvTBpsEbL5STCW5lfON/ythEGCMHJOeduK8x06W+X9k+5/sZm+1pb3AYRE71UXDeZjHOdua7WPSbXVZvCeqLrNskdmd2nrYWxTzkaIgoTvb5NvJ6fdFU1ZvyB7ff+B1U2uaTb3LW8+p2cU6nDRPcIGHGehOelZ66vJeeKrGLTtY0iXTpbV5HthJuuZTxtdMHGzB5OO4rzXSdJOu/DK+8I213Z3EkmrTD+1XnT58XO9pNh+fzBggDGCQDnFdVqUax/Hbw2qgfLol4Ono8VJLVfP8A9JuOWl/L/Ox2c+rada3S21zf2sNw2NsUkyq5z0wCc81ZkDmJhCyq+PlZl3AH3GRn868j8KWUviDwT4u0vXNStbSSXUr2PUzNbkzRAt8r7i4GAmzacYAA9K9T0uLyNHs4fPkuPLgRfOlXa8mFHzMOxPU0ul/T8UGzt6/gcn4R1/xL4o8L3eoNdaTbXEV3c2yD7DIU/dSMgY/vs87cnmuk0/VcWNjHrc9pa6rNbrJNbCQLh9uX2gknAIPrwK8/+Hvh62134d6vbTXN3AbjU9QjLxXUihczuM7AwU/THNWvFM1lrPxA+Hc8QW4tpLm8KFhkNthOD7jIyPwquy72/IOr8rnf2Gq6fqsbyaXfW16kbFHa3mWQKw6glScH2rm/iD4qi0LwdrFxp2sWttqllbPLFE0kbMXCkhSjdc4+tY8ay2/xp8Uf2agWeTw9byBVGN8oeUKT6noK52C8sJf2U79ppYzcHTZ1vPOI3/ayW3h8879/rz0rOXwNr+tWv0/FFR+NLz/RP9fzPVbHVIo/Dthe6rdwwmaCJnlmdUDOyg+w5Pap31fTY9PF/JqFqlmelw06iM/8CzivNlnvU+Jvg+OS4ht7STw6wsmuImdDcfJvAAZfn2dOc4zS+L9Fg0n4X/EJodQ+2NeLLcTxJFsiglMa7lQZPXAY8nk+9aT0bfr+DsZ09VFen4q56Zb6jZXdxNBaXlvPNBjzo4pVZo8jI3AHjI6ZqxWV4e02xsdJtpLKzt7eSa2i8x4ogrPheNxHXGT1rVpSVnYIu6uFFFFIo5ux/wCSp67/ANgXTf8A0ffV0lc3Y/8AJU9d/wCwLpv/AKPvq6SgAooooAKKKKACiiigAooooAKKKKACiiigDm77/kqehf8AYF1L/wBH2NdJWRrPhjTdeura6v8A7YlxapJHDLZ389q6q5QupMTqSCY0ODn7oql/wgekf8/niD/wo9Q/+P0AdJRXIal4Y8L6NZG81jW9WsLVSFM914pvokBPQbmnA5rLYfDpXkVvGsoaJd0gPjS6yg9T/pPAoA9CZVdSrgMrDBBGQRVO00bTLCbzbHTrS2kwRvhgVDj0yBWHa+DdAvbWK6stT1y4t5kDxTReJr90dTyCCJ8EH1FZmsaf4M0C+s7LWNc1y1ub6RYraN/EWpEysTgAYm9SKOtg6HXSaHpMt3NdS6XZPcXCeXNM1uheROm1mxkjnoagbwvoDyWzvoems9oCLdjaRkw/7hx8v4VnSeBtGijaR7zxAFUEk/8ACR6geP8Av/WXoOleD/E8VzJoOt65epay+TM0fiLUQEfGdvMw55oXkB195pOnahLDLqFha3Ulu26F54Vcxn1UkcH6U6102xsZZpLKyt7Z523zNDEqGRvViByfc1if8IHpH/P54g/8KPUP/j9Z2raH4P0BI313xFqOmJKSI2vPFt7CHI643XAzQG52tFcrB4O8P3Vml3baprc1tIgkSePxPfsjKRkMGE+CMd6o6TpPgrXpHj0PxPf6k8Yy62fi68mKj1IW4OKOtgO4rm77/kqehf8AYF1L/wBH2NH/AAgekf8AP54g/wDCj1D/AOP1E3w60FrqO6aXXDcRo0aSnxDf71VipZQfOyASikjvtHoKAOporm/+ED0j/n88Qf8AhR6h/wDH6x73TvBuna9aaJe65rkOpXpxb2x8Raluk+mJqOtg8zvKhgsrW1knktraGF7h/MmaOMKZWxjcxHU4AGT6Vg/8IHpH/P54g/8ACj1D/wCP0f8ACB6R/wA/niD/AMKPUP8A4/QB0lFc3/wgekf8/niD/wAKPUP/AI/R/wAIHpH/AD+eIP8Awo9Q/wDj9AHSVzfgP/kXbr/sNar/AOnC4o/4QPSP+fzxB/4Ueof/AB+tbR9HstB0xLDTEkS3R5JP3szzOzO7O7M7ksxLMxJJPWgC9RRRQAUUUUAFFFFABRRRQB5t/wA3Tf8Acmf+3tek15t/zdN/3Jn/ALe16TQAUUUUAFFFFABRRRQAUUUUAFFFFAHN+PP+Rdtf+w1pX/pwt66SuW+IsCXXhKK3lMipNq2mIxikaNwDfwA7XUhlPoQQR1BqX/hA9I/5/PEH/hR6h/8AH6AOkpCAykMAQRgg965z/hA9I/5/PEH/AIUeof8Ax+mTeCdDt4XmuNQ12KJBlnfxLfqqj1JM/FAGvY6Do+l3UtzpmlWNnPP/AK2W3tkjaT/eIAJ/GtCuTtPCXhzUI2ew1fWbpFOGaHxRfOAfQ4nqx/wgekf8/niD/wAKPUP/AI/QB0lc34X/AORi8Z/9hqP/ANN9nR/wgekf8/niD/wo9Q/+P1z/AIc8FaXNr3ixHutcAh1aNFKa/fKSPsNq3zETAscseWycYGcAAAHolFc3/wAIHpH/AD+eIP8Awo9Q/wDj9H/CB6R/z+eIP/Cj1D/4/QB0lQ21la2ZlNpbQwGaQyy+VGF8xz1ZsdSfU1zE/hTw3a3EcFzrGsQzSsFjjk8UXys5PQAGfk0+58G6BZQGa81PW7eJeskvia/VR+JnoA6qiuUtfB/h6+h86y1TWrmLJG+HxPfuuR1GRPU//CB6R/z+eIP/AAo9Q/8Aj9AHSVzfhf8A5GLxn/2Go/8A032dH/CB6R/z+eIP/Cj1D/4/VHwLpNtpWveMktZLyQf2tEmbq9muDgWNs3WRmOcueepAUZwqgAHZUUUUAFFFFABRRRQAUUUUAFFFFABXm3xk/wCZC/7HPTv/AGpXpNebfGT/AJkL/sc9O/8AalAHpNFFFAHN+A/+Rduv+w1qv/pwuK6SvP8Awn4S07U9Lvru5udYSWTWtU3Lba3eW8YxfzjiOOVVHTsBk89TW5/wgekf8/niD/wo9Q/+P0AdJWfbeH9GstRe/s9Jsbe9kGHuYrZFkYe7AZNYl54Q8PadZy3eoarrVrbQrukmn8T36Ig9SxnwBWdpVh4F126Nroniy81G4VS5itPGF5K4Ud8LcE45HPvQt9A6HeUVzf8Awgekf8/niD/wo9Q/+P0f8IHpH/P54g/8KPUP/j9AB4D/AORduv8AsNar/wCnC4rpK878F+CtLudBuXkutcBGrakgEev3yDC306jhZgM4AyepOSSSSa6D/hA9I/5/PEH/AIUeof8Ax+gDpKK5v/hA9I/5/PEH/hR6h/8AH6P+ED0j/n88Qf8AhR6h/wDH6ANG48M6Dd6j/aF1omnTXuNv2mS0jaTHpuIzTovDuiQ291BDo9hHDeHNzGlqgWc9MuMYb8azP+ED0j/n88Qf+FHqH/x+j/hA9I/5/PEH/hR6h/8AH6ANaLQ9Jgmt5YdLso5LZdkDpboDEvopx8o9hU93ZWt/D5N9bQ3MWc7Jow659cGsL/hA9I/5/PEH/hR6h/8AH6P+ED0j/n88Qf8AhR6h/wDH6AN21sbSxiMVlaw20bEsUhjCAk98CqL+FvD8tjJZS6Fpr2kr+ZJbtZxmN2zncVxgnPeqH/CB6R/z+eIP/Cj1D/4/R/wgekf8/niD/wAKPUP/AI/QBsy6Tp0+mnTp7C1ksiNptnhUx49NpGKbFoulwXMVxDptnHPCnlxSpAoaNf7qnGQPYVkf8IHpH/P54g/8KPUP/j9IfAmjgEm88QADqT4k1D/4/QBtWulafYyzy2VhbW0lw26Z4YVQyn1Ygcn61FZaFpWmTTz6VpllZXFxzLLb2yIzn1YgAn8awrbwn4bvZJUs9X1m4eEgSLF4ovmKZ6ZAn46U248MeF7S4W3u9b1aCZ8bY5fFN8rNk4GAZ89aAOdg+H0Vx4cvLTxL4PsNX1+cyh9YZIP3zMW2SeYT5iYG3gLxjjNdnofhSy07T9LOo29tqGrWFrHAdSlgUzMVUAkORuGSPWqV14P8PWMPnXuqa1bRZC75vE9+i5PQZM9OtvBmg3lus9pqWuTwt92SLxNfsp+hE9NPsD1eptXGhaRd6lFqF1pVlPew/wCruZLdGkT6MRkVdkjSaNo5kWRGGGVhkEehFct/wiPh3+0PsP8AautfbPL837P/AMJPf+Zszjdt8/OM8Z6VP/wgekf8/niD/wAKPUP/AI/S6B1LcXg/w1BBJDD4d0mOKUkyRpYxhXJ6kjbzmpf+EZ0HdaH+xNOzYjbaH7JH/o49E4+X8MVn/wDCB6R/z+eIP/Cj1D/4/R/wgekf8/niD/wo9Q/+P0Aa6aLpcWqPqUem2aX7ja10sCiVh6F8ZPX1qObw9otxNcTT6RYSy3SGOd3tkLSqeqsSPmHPQ1mf8IHpH/P54g/8KPUP/j9H/CB6R/z+eIP/AAo9Q/8Aj9AGrPoWkXWljTbnSrKawUYFrJbo0QH+4Rj9KWbQ9JudKGmXGl2UtgBgWklujRAf7hGP0rJ/4QPSP+fzxB/4Ueof/H6P+ED0j/n88Qf+FHqH/wAfoA37W1t7K2S3soIreFBhIokCKo9gOBUtc3/wgekf8/niD/wo9Q/+P0f8IHpH/P54g/8ACj1D/wCP0AdJRXN/8IHpH/P54g/8KPUP/j9H/CB6R/z+eIP/AAo9Q/8Aj9ABY/8AJU9d/wCwLpv/AKPvq6SuN8OaTbaN8Sdft7OS8kRtJ05yby9munz516OHlZmA46A46nHJrsqACiiigAooooAKKKKACiiigAooooAKKKKACiiigClqek2mrpbpfx+YlvcJcIp6b0OVJ+h5/CvIfB8aTftS+PI5VDo9hErKwyCCsWRXtZ6cda8y8N+BvE2lfGbXPGF6mkmy1eFITDFeStJCFCDPMIDfc6ZHXrRD49drP8VYU9Yab3X4O5S1fxjrPgLwxqq2+n6dp1joCrDp1leSGWfUIVwN4KMNi4IxkN74rB+KutP4gs/hVrVtbBJL7U4LlIHfABbYwUtjpk4zj8K17n4SeJWs/G+nQavp0tp4mlM8dzcpI1xGc5EbY42jgA5OPSrOpfCzXdS8M+CLJr7T4rvwrLHKSN7R3HlhQozgEZ28nHHoaqL1Upd4v/P+vuKfVL+9/wAD+vvNSx+IGr2nxe/4QjxNZ2K/bLU3VhdWTPyADlHDd/lbkY6DjmvP/hz4xtvAfw+8fa/dwtcC38QTLHCrbfMdioVc9hk8n0r0eLwLqN58UP8AhOdZezF1aWBtLGwglZkUndlnlKA87iOE4z3rk9J+C+rT+BvFXhvxJcWEK61qDahb3NlO8pgkyCoZWjTIGOSDzntUapedv/bl+NkGnN5XX5flc2bD4rTJ4y8NaJqL6XfDxBAX36bISbKQDPlv8zbhzjd8v0roviRotr4j8PWuj36B7e9vo4nBHTIbB+oOD+FO8Kad4xsrGxsvEd7pZisUEZmsg7SXSquF3BwAnqcZzjgirniqy1q9Ol/2FBYS/Zr1Lif7ZcvF8q54XbG+Sc98Yx3pzUXZef4X/wAiYuSTfW342PK/hjr11P8ADm78AX0jLrOn6idGYBiGELFizj6IsuP90VS+FPiOw8AfDnx5rE0GbbT9bmWOCP5dx+VUQenJA9q9IsPh1FpnxQ1bxvb+S11fWSxpaliFWbGGbdg8EKozjP3uOa5Xw/8AB7VT4K8WeGvFEunpDr1497FcWNw8jQOSCoKtGuQCoOc89MUOTab6ta+t1/k38ykoppdL/hZ/5pfIt2fxfnj1zwlZ6gdLu08Sr80enyEyae5ClVf5m3/ewTheh4qXTPiJ4r1zxD4y0XTdP0iOfw7gRzzvIUkOGIyo5OdvqMe9dB4P0bxnpGk6fpOt32lPbacqxLcWiuZbmNBhQwYYQ9Mkbs44xnIw/C3gTxPonizxtrF2mkuviIbreKK8lJiYbgAxMI4O7qM4x0NOdteXs7fhb9f1FHZX30/4Ji/8Lk8TXPwdXx7Z6NpkcNvMI7q3lmkZpRvCEpjG3kjru7/jW8ealLqfxd+FepafApku4ZZo45X2gb1U8kA9M+lT2vwl8VW/wBuvATS6Ob6a53rci6l8oJ5gck/us5yMYx3zntWzd/DfX7vU/A+rCfTYrvwvbeVJbebI8dwcKvD7AVGFJztOD2NUuVTv2a/J3/Eh3cLd0/zVv1LmgfEHWZ/iJrfgrX7Kxj1Gytvtdnc2xfypozjAZWJII3Dvzg9KyfB3xT8V+K9Ct9eXQNNh0i3u501Sc3RDQxRru3Ip6n/OB1re0vwJqMHj7W/G2oyWkuqXtoLS0sopGEMCAD70hXJJKjnZxzwap/Cz4eat4S8C6j4Y8T/2fPBeSyuZbK4d9yyKFKkNGuOB1yahX5fO343/AMtzR2v5X/C2v4nPP8eJY/B1r4sMWmNZ3F/9n/skTf6YsO4r5md2M8Z27Mf7Ve0xyLLEkifddQw+hrzjwL4I8X+B9Hbw1a6ppc2jRyu1tesj/aolZiSvl42E8nBJxk9COK9JHT1qny20J1uFFFFSMKKKKACiiigAooooAKKKKAPNv+bpv+5M/wDb2vSa82/5um/7kz/29r0mgAooooAKKKKACiiigAooooAKKKKAOb8ef8i7a/8AYa0r/wBOFvXSVzfjz/kXbX/sNaV/6cLeukoAK4j4qFV0DS5DON8Wr2siWXU35V8+So7k9R2yvJAya7euc8XeGJPEEmkXlnOkV7o98t5AJQfLkIBVkbHIyGPIzg44PSjqn5r8w6P0f5GNo0xuvjNqlxOJNNl/siGNbCcr5lyBIx875SVIXOzgkjJzjjPeVy9v4au7rx9H4o1VoIXtrFrK3trdzIMMwZnZyq5PAAGOOTk546in9lf11Yfab9PyQVzfhf8A5GLxn/2Go/8A032ddJXN+F/+Ri8Z/wDYaj/9N9nSA6SiiigDz/4mRR/214Hl8tfM/wCEihG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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![exercice_jointure.JPG](attachment:exercice_jointure.JPG)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}