<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1502 -->
 <question type="category"><category><text>WIRIS Funksies</text></category></question>
 
 <!-- resourceid-resourcedataid: 16868-13850 -->
 <question type="multianswerwiris">
    <name>
      <text>Voltooi die vloeidiagram...</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size: large;">Voltooi die vloeidiagram deur die operator in te vul.</span></p>
<p> </p>
<p><img src="@@PLUGINFILE@@/3crop1.png" width="376" height="297" alt="OPERAT_2" style="border: 2px solid black;" /></p>
<p> </p>
<p><span style="font-size: medium;">1. Die reël wat hierdie verwantskap waar maak is {#1}</span></p>]]></text>
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</file>
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/C/7zmwTHFDM1pnDjyF7h/142na4uQ/eU3cNfTdjTev2zWab3VaoXdbud9RESqpLnq8/j35/4ftj1wGnbzKiTPuRrpRfvxucb/xH88lo2FF2tU8XsEsAZ4AiN/eQfAkvN+lTjxHv6wby+6n+/FoRM++Kbxnd/uewvvnAbmKqI/jQ+//W4e1jT8DkA8lt5VhE9/9D6GPziJ1HmzC4EbNmxAbm4uli5dioyMDN5NRKQu4gR8b72B/a/8CVh6G+5a9Dae2/smXF3P44V/XoYHbr4aF6vg1wh+qDn1Hvql76HoSzXoOXkDHqx6Ao9vXIP5qnuHF2B1/X4IcRIfDu/Hzwrj8PzG1bjZUD/rusXExETs2LEDFosFXq+XNxMRhVRPTw+effbZIH23v+LtF6xYn/dtvJLxBPpe7sYvf/USBnZXYoW7CYWrHsJ39nihhkKIAALg5Zj/6WvO8VRwGC82fAUrN3lxd2MDvrrmeiy4fPo/In7+FbhccZnzxYhfeC0+96Ut+NETDwK/rsdXG36N92dZtpiamgqr1QqDwcA1QSIKOq/XC7vdjhUrVmDVqlX4/e9/H5zkz+fEE6Z6/Fr3dfzo+19GWsIlwMWJSM214Mln6nEPduPfTT/Gb3wfR2MAvBQJV1+NeIzhmP/MGC/efwn27z2HOffeg+xkeX1Q4ITvXQyfN5sew9ETwJxFV2KeYqeO4/APK9fgn3EMb3YfwJ/8sy/cz8jIgNFohNls5t1KRLPm9/vhcDhQUlICg8GAo0ePIjU1FV/4wheQlZUVjPAHv3sfnjt4DAvvuR0rEid2ALsI8TfmoaTwBuCgEy+6P4zGAHgJrlmejhvxDv4yMmlLy4nj+OAkcOL9IxNahh3FH5y/wWvnG9Ij7+HQ6FKs+myKgrfOCpzyH/9kk87ceGiDNMFtMpkAADabjXcvEQWkr68PdXV1iIuLw/79+7F+/Xrs27cPAHDFFVfg6quvxpVXXhnUn3ni6BhOnDMPuAJztMpfBQzgFWpw6XWZeOCft+Hnr3nx0eoFuFT+l4X/iOw1i9H+zI/QkKHFl9Ln4YN+F179awr0AF7+7//CU7cIZK9ZhevnyU8Op3DY/Spejv8nfO+mq5W7dfaUB46n2vFbLEZe0Rpcf2nwXmljYyMKCgqQmpqKnJwc3s1EdEFerxcvvPACbDYb0tLSsG7dOoyMjCAxMREA4HA4YLfb0dPTg7i4OLS0tAThp2qgTb0Fdy2PR/2ebjg92TBMmO07OeiEtOct4IYHccuyK5Q/iAH2LxMDrQ+KhLxWMfDRGQ3DxMnhvaJxQ45YiuXirvKfit6hY+L0X38vWotNoqb1WfHiwHvCf0bPs1HxYs0qkfBQh/iLInqhnRIjeypFjvExsd3+jOjo6BAdTzeL7xj/WcRjkVhl2SkOfRT8F+rxeIRerxcDAwPstERE59XV1SX0er1oa2sTHo/nrH8fGBgQer1eeDye8c+W4Dkhhru/I26Ph4jXf0U0tDvEi/t/K7rb68V6/UKBZSWi9bUjymlteR4I9D+eHukWFTcYxBN9H8zqBQTr+wQzAH54qFc8vb1KfO2BVWIpIBB/s7jnkTrRtmdAjJ4M3dvqdDrHL1oiotk8TDudzvFgWFZWFprPySe+Jf5t3SqxNP5mcVfhBlHR+Auxf/i4KoKfEEJohBAB7ub4GKMvWvHQk4vw+I/ux5KAeniOwf2Th/GIbwOe+cY/Ya6G0xqSJGH37t1obGyEVqvlgBDRtPn9fpjNZqxduxYGg2H8M+XYsWMwGo0coElmUQd4ERJuLUFtxsv43tN/COCIoI9x7PVf4Kfv/gue+votDH5/YzAYkJKSgsrKSg4GEc2I1WpFSkrKePADgOHhYVxzzTUcnOAGQACav8NnHvo2vpnYi5YXZlL4+DGOvS7hxy8vw/8pW6OatjnhYrFYMDo6ynZpRDRtdrsdg4ODsFgsZ/z90NAQFi9ezAGaKoQFPgU60SmcOAFcfvl0N5UKnDrxEXD5ZapolxMJPp8Pubm5sFqtbJdGROflcrlgsVjQ2dk5vgt0/ENeo8HY2BiXVEIXACkU3G43li9fjqGhIeh0Og4IEZ3F6/Vi0aJFGBgYQGpq6lkP0vPnzwc/5qf2KQ6BcqWmpqK3t5ft0ohoSn6/HwaDAU6n86zgBwCHDx9GWVkZB4oBUJ0mtktjECSiicHPbDbDaDSec5nkrbfeQnJyMgfrHDgFqhIlJSVIS0sbb51GRLHNZrOhv7//vB1e/H4//H7/WeuCxAxQVRobG9Hd3Q2Hw8HBIIpxDocD3d3daGxsPO/XabVaBj9mgNHB6/XCYDCgubkZ6enpHBCiGNTX14fS0lJIksTNccwAY4dOp4PVakVpaSkP0iWK0Yfg0tJSNDc3M/gxA4xNbJdGFHumanNGzABjDtulEcWeyspKpKWlMfgxABLbpRHFDpvNhtHRURQVFXEwgohToCrGdmlE0e98bc6IATCmsV0aUfSS25x5PB7e3yHAKVCVY7s0oujk8/nG25wx+DEDpPOQu0JwZyiR+sk7Ptn9iRkgTYN8k7S2tnIwiFSutbUVCQkJDH4MgDRdbJdGpH6SJKG7uxvV1dUcjBDjFGiUYbs0IvVimzNmgDQLbJdGpN6HV7Y5YwZIQcB2aUTq4ff7UVBQgI0bNyInJ4cDwgBIs2Wz2TA0NISGhgYOBpGClZeXIzk5mZtewoxToFGsqKiI7dKIVPCgyjZnzAApBNgujUi55DZnPT09XKpgAKRQ8Hq9SE5OZrs0IgVxu9249tpr2eYsgjgFGgN0Oh3bpREpiM/nQ2FhIducMQOkcGG7NKLIk9ucZWZmwmg0ckCYAVI4mEwmJCQksF0aUQRZrVYkJCQw+DEAUrhVV1ezXRpRhEiShMHBQbY5U4iLOQSxRavVwmazwWAw4KqrrmK7NKIwcblc2Lp1KyRJ4hIEM0CKFJ1Oh+bmZrZLIwoTr9cLi8USHW3OTh/ET+5IgkajOfefO34C92nl/yrcBBPD2C6NKPSirs2Z8OGNX/0GB49NjnACHx36Jb5d9hTeLngar//HA0jWMACSgrFdGlFolZSUxMbBtuI9vPCte7HmB1di269/gm+sSITC4x+nQGOd3C7NZrNxMIhC8IAJIAZ6fAqcfPOXaPzBq1j2r0X4l5uVH/wAboKJCJ/Ph8TEREW8Fq1Wi/r6euTm5uKmm25iuzSiIHG5XLDb7ejp6Yn+X1Z40fV/t2MXsvHEv2VhoUYdL5sZYJh5vV4sWLAALpdLMa8pMTERkiQhMzOTm2KIgsDtdsNiscTIjk+BsVd3ovFnA1j+sAmFN85VzStnAAwznU6HoaEhWCwWRZ3SMLFdms/n4xtFNIuH3MLCQlitVkXt+AxZG8STf8DTlY/jV7gHZV/5HBI16nmvuAkmQnw+HyoqKpCQkIDq6mrFPCWyXRrR7IJMpNuceb1eHD58GIcOHcLw8DAOHToEq9UKk8mEpqamIP+0j+F7oQoZa/4vULETru+uUVUAZAYYIYmJiWhsbERycjLMZrNiph7ZLo0ocFarFSkpKWEJfm63Gy6XC5Ikoby8HCUlJdBoNDCZTPjP//zP8c8Zr9cLnU6HwsLC4L+IsX7s2NqGg8tKsO1rt6kq+DEDVAhJkrB161Y0NzcrojOLXLdkNBphMBj4BhFNg91uR29vb8hnT3w+H+bPn4/i4mKkpKRg+fLlWLJkCeLi4pCamjr+dX19fSgtLUVJSQlaWlqwb9++IL+Sk3j7lxXI+sL/w+IndmKn+bOIU9ubJkgRDhw4IPR6vejq6lLE6/F4PEKv14sDBw7wzSG6AKfTKfR6vfB4PIp4PV1dXUKv1wun0ymamppEW1tb0H/GaV+vqL19kcAyi3h2+CNVvm8MgAri8XhEXl6eaGpqEmNjY4oJykq5qYmUet/q9XoxMDAQ8dcyNjYmmpqaRF5e3vh9G5p7+LgYaH1QxGOxyGt9XXyk0veOa4AKotPp0N7ejv7+fpjN5ogfXpueno5NmzbBZDLxIF2icywXGAwG1NTUnDH9GKnXYjabMTQ0hPb2duh0OrhcLqSlpQV9N6p47zf40bb/xrHlhTDnX4tLVPr+MQAqjFarRUtLC9LS0pCVlRXxzTEGgwHZ2dmorKzkm0M0idlshtFojHiPT6/Xi6ysLKSlpaGhoWF8DbKnpwfr1q0L8k87ilef/jFaDi7DQ1VGZCZepNr3j5tgFMzlciEzMxO9vb0R7dAiP1nGRD9DommSS4ZaWloi/jmxcuVKOJ3OMz4n5M0yY2Njwd2UM/YGOhq242fuz6D6yQ1Ii9Oo9j1kAFQ4t9uNwsJCmEymiJ4g7fP5kJubC6vVynZpFPMcDge2b9+O9vb2iNbL2u122Gw2SJJ01jSnw+HA/v37sXnzZr5hDIDqpZSiea/Xi+TkZAwNDan/TDOiWT6UThV0wsXv96OyshKjo6Oor6+fsrdwSUkJHn74YR56fR5cA1QBuWh+3rx5ES2aZ7s0inVKaHPm9XpRUFCA5ORkNDY2Thn8vF4v+vv7GfyYAUYXJRTNs10axSJ5LXzt2rURaxAhF7dv2rTpvK9B7jMcyWUTZoAUdAaDAVarFaWlpXA4HBF5DWyXRrGosrISKSkpEQt+kiShtLQUzc3NF3wNkiRh9erVfNOYAUYnr9cLk8mE7OxsFBUVhT0TY7s0iiXhanN2rnuttbUV3d3dsNlsXH9nACT5xjCbzQAQkRvT6/XCYDAopocpUSi4XC5YLBZ0dnaG/SBrpZ4aEy04BapikS6a1+l0aG5uRmlpKQ/Spajk9XqxcuVK7NixI+zBz+v1Ijc396zidmIGSFM8pUaqaF6SJNjt9ojXRBEFk9/vR1ZWVkRqX89V3E7MAGkKGRkZOHjwYEROmme7NIrG4Ce3OQt3ALLZbLBYLPB4PAx+DIA0Xampqejs7ERvby/q6urC2sC6qKgIo6OjsNlsfCNI9eQdzuFs/ef3+1FeXo7+/n50dnZyswsDIM2UXDQPIKxF81qtFvX19bDb7XC5XHwjSLUcDge6u7vH76NwmE5xOwUf1wCjmFw0v2PHjrAd1cJ2aaRmcqF5ONucTbe4nZgB0gzIRfOFhYVhK5pnuzRSK6/XO15oHq7gN5PidmIGSAHe2HLRfLjWNCJZOEw0U+FucyYXt/f396OyspKzJcwAKZRZmXzSfElJSVg2xxiNRrZLI9WorKxEWlpaWIKfz+cbP7m9sbGRwY8BkEItEkXz1dXV6O/vhyRJfANIsWw2G0ZHR1FUVBTynyUXt2dmZrK4XQE4BRqD5NZO4SjwZbs0UsO9EI42ZyxuZwAkhQjnSfOR2FlHNJ2Hs0WLFsHj8YT8urTZbLDb7bwHFIZToDEqNTUVkiSFpWg+PT0dNTU1MJlMYS3OJzoXn88Hg8EAp9MZ0oA0sbi9p6eHwY8BkJRCp9OFrWg+JyeH7dJIEfx+PyoqKkLe5mxycTvX+xgASWG0Wi02b96MzMxMGAwGuN3ukP0stksjJWhtbUVCQkJIS4JcLhcMBgM2btwIk8nE4KdQXAOkM25ai8WCmpoa5OTkhOzpO1Id9onCcXKJ3IGJG78YAEll5F2bRqMxZE/IbJdGkRDqzVh+vx9WqxWDg4MsblcJToHSGXQ6HXp6ekJaNM92aRSJB7tQtjmTi9uPHDnC4nYGQFKzcBTNZ2RkwGQyoaKigjtDKaT8fj9MJhNqampCMiXpdrtZ3K5SnAKl83I4HNiyZUvI1uzKy8sxb948bN68mYNNIVFeXo7k5OSQTOmzuJ0ZYNQTJ97DG795Gt/76h34B80KVLxwOGZ+95ycHOzYsSNkJ81XV1djcHCQ7dIoJELZ5ownt6vfxRyC80W+9/C7tibU21rxzJEUrJo3iD8hKeaGQS6ar66uhtfrhcViCdo0j1arRWVlJQwGA66++mp+kFBQszO73Y6enp6gTkvKJ0cACPr3JmaAyqG5HBdftAC5dZ0Yfu0XeGxNUswORSiL5nU6HZqbm2GxWMJ2gj1FN7fbjZUrV0KSpKAGKLm4PS0tjcXtDIDRbi7S/vVr+ErOjVh4OYcqlEXzbJdGweLz+VBYWBj0NmcsbmcAJILRaBw/ad7lcgXt+8rt0uTpJaKZktucmUymoE6nS5IEi8WC5ubmkDWJIAZAUomMjIzxD4VgtjaTNyuwXRoFwmq1IiEhIWgnnPj9ftTV1WH37t2QJImdXRgAiT4RiqJ5rVaLxsZG2O32oGaXFP0kScLg4CCqq6uD8v3k4nYAiipu9/v9kCQJLpcrpL17YwF3gYaZnNnk5OQgNTVV9b+PXDRvs9lQUFAAm8026w8KrVYLSZKQnJyMgwcPRsU4UWi5XC5s3bo1aJtewnleZqB6enowODiIJ598Enq9HqtWrUJycjKSkpJwww03IC4ujh1pLkTQNL0v9pTfLICbRfme9wP+LiMjI6Kjo0Pk5eWJvLw80dXVJUZGRqJihLq6uoRerxdOpzMo38/pdAq9Xh8140Oh4fF4hF6vFwcOHAjqdRes6zgcRkZGxMDAgOjo6BBtbW2irKxM6PV6AUCsX79erFu3TuzZs4cXyyQMgGEOgBMdOHBA1NbWCo1GI2pra4N2A0fSwMCA0Ov1oqOjIyjfr62tTRQXF4uxsTFegnSWsbGx8QfJYGhqahJ6vV54PB7Vj438+QJAABD79u3jBTMJ1wAjKD09HZs3b8bhw4exYsUKVFVVIT8/H5IkqbZJtFw0v3v37qCcNG80GpGQkACr1coLhs5iNpuRnZ09652Zfr8fJSUlqj+53efzQZIk5Ofno6qqCkuWLMGdd96Jrq4u6PV6XjCTMAAqQGJiInJycrBz5040NDRgeHgYCxYsQF1dHfr6+lT3+0wump9tMGe7NDrfevpse3xOLG5vaWlRZX1fX18f6urqMH/+fAwPD6OhoQE7d+7EK6+8goyMDJZucA1QeVOgF5ra6erqGl8r7OjoUOVaWFtbm9Dr9WJgYCAo6zxqWpeh0JHX6WY7NS5/n2BNoYZ73W/yfoKJ49HR0cHlA64BqjMATl5Xa2pqEhqNRpSVlakuCDidTqHRaGb9ug8cOBA16zM0+3Xm2V4HwXo4i8T9JK/tNTU1Tfn6ea8wAEZNAJycFRYXFwu9Xi/a2tpUkxXKGVxTU9Osvo+cFfOpNjYFYyZgbGxM1NbWiuLiYtUEiJGRkfGAPVW2N9UYRcOmulDjeYAq5fV6sXPnTtjtdqxatQp5eXmKP0lhYhf92TQSttls6O/vR0tLCy+EGCJfP5mZmQHX5nm9XlRXVyMlJSWop5qEisvlwq5du7B3714YjUbk5+efd4NOMMYoljAARsGHwiuvvIKnnnoK/f39MJlMuPvuu5GYmKjY19va2oru7u6Ai+blmzwtLS0kh5ySMtXV1QFAwIcnq6G4HfhkJ+cvf/lL2Gw2pKWlYf369fjsZz87rWBts9kwNDSEhoYGXjDcBBN700NyHVNxcbFwOp2KnSqcbdH82NgYN8XEkNnWgwa7SUMoljecTud4AXtTU9OMp2e5PMA1QJpwM8lrhYHcTOEgL9QHWjTv8XiERqNR3SYGmhl5p2ag17CSi9uD9dAarI1BXAOkqDKb6ZRwrWXOZk3G5XLBYrGgs7NTsdO+NLvrw2AwYMeOHTPuCRusNedwLFusXr16VsX3brcbY2NjPK2Ca4AUrAX1cH4gVFZWYnR0FPX19TMOZHa7Hb29vTyhOwrXt7OyslBTUzPjQm45cBqNRsWsE6tx4xoDIEV9Vrhu3TpkZmZGPHjY7XbYbLaAnvbLy8sxb968gDdIkPKUlJQEtNFJnhUIJHCGI9tT8ia1mMNZYK6vlJWVCY1Gc86i2nC/nkCK5sfGxkRxcXHQmnBTZDU1NYni4uKANssoobhdbl4BQJXNK7gGSDGXFe7duxd2ux0AsHHjxohlhYFOX8n/z2q1cmpJxRwOB7Zv34729vZpX39+vx9WqxWDg4OorKyMyNS+3+9Hb28vtm/fDgAwGAzM9pgBktpMPKYpUlmhnNHNdOs7d8OpWyDvn8fjEcXFxaK2tjYiJQATs71oOdaMGSAxK5wiK1yxYkXYnmgDLZoPJIOgyAskg5eL2zdt2gSDwRCxbM9oNGLVqlXM9lSGAZCmpa+vD88//zy2bNmCmpoa3HnnnWHbcu1wOLBlyxY0NzdP+2deqF2az+fD4cOH+caGWVxc3JQPMnLJwtq1a6cdyOTrIpxT3vJ98Oijj6K2tjas9wExAJICssL9+/eH/cm3r68PpaWlM3rSn2oXocvlwrZt27Br1y6UlZXxDQ0zt9uN4eFhbNq0CWvXrh3P0Ge6i9dms82qnd5sZkKY7UURzgLTbNc+NBpNWNY+5LWepqamaa31TGyXJq8p5uXlcY0mwjwej6itrR1f65tJm7NA14ZnsxaO8xw7RFwDpBgXzvWQmRbNe71e5OfnY8mSJbjtttvYPFtBXC4XHnnkEZw+fRovvPDCtN7LUBe3K2k3NDEDJBVnhaGsf5LrvaazW3DLli0B1ZRR6MkNnC/E6XQKACG7nqZzyCwxAySaUVb4zDPPhKwDhsvlQmZmJnp7e8+5CcLv9yMuLg4jIyNcs1Go/Px8lJWVnfM9nE2HoAtle3JHpKSkJGZ7MYgBkEIulD0QLzQt5nK50NPTwxZpCp8Kneo9mm2P2PP9PCX2xCUGQIryrDAUfRHlLfQJCQmorq4+4wlekiQACGuNGM38IcZkMmHnzp1n/F0wT25X+qkoxABIMZoVBuMD6VxF8+Xl5SguLg7q1BmF4INIo4H8URRIycv5HriY7REDIKkiK5zth5QkSdi6det40TwDoLoCYDCK24P9cEXR62IOAUWSVqtFRkYGMjIyxqepDAZDwB9cBoMBS5YsGc8gSD3k4nZJkmb8ADTV9Hog34eYARJF3Gw3KsjrSsePH8f3v/993HjjjRxUhWeAxcXFMz7UmIfMEgMgRa3ZHN7r9/txzz33MACqJABO96OIh8xSsHyKQ0BKlpiYCKPRiH379mH9+vXo7u7GFVdcAZvNBrfbfd7/q9VqcdNNN+Hyyy/nQEYBt9sNm82GuLg47Nq1C+vXr8e+fftgNBoZ/IgBMFTEsYN4rqkC969IgmbOLbi/4gd4zv0BmDqHV0ZGBhoaGnD48GEkJSWhvLwc+fn5cDgc8Pv9MT8+pw/9DPfO0UCjmfjnOnxFGlLtter3++FwOJCfn4/y8nLMnTsXIyMjaGho4FQnzRo3wVwo+I068d37HsSjQ59F+Te/j46EUfzPz5pw9827Uet4Ct/63AJoOExhzwoNBgMMBsP48TS5ublobGxETk5OjO74PIXDb/wOPcduw9d++DBuu0q+tf8Oy1d/WnXXqNvthsPhwCOPPILa2lpUVVXx2KEJ5KWBdevWcXcrA2Coot9hvPTDrfjur3WwdG7H1juSoAFw7+1LcDJrHb776E9xe8f/wecSLuJYRUh6ejrS09OxYcMG7N27F+Xl5QD+9/De2LlWfXjN+TJGl+fgvge/iMy56pvcmaqpOlvYTU2r1cLr9SIrKws1NTXIycnhoAR039A5nf7z06IgHiI+r1UMfHR6wr8cFwOtD4p4LBUFTx8SpzlUiiIfY6PRaERmZmZsNDY+/ltRc0O8SNjwrHhXhRckAAEgLMdqRVvzefl4KDbwnjmuAZ7TR/C86MCzxxJw4+rPYvElEyeRtFh88624EX/Cs7v2wcPFQMVlhZs3b8bhw4dxzTXXqORVn4D7J/dDc8dP4D4948dYfPTmfjz/2hzo9f+ABSqdkx8ZGcHmzZs51TkDqampaGlpwbp161BYWIi6ujr4fD4OzDQxAJ7TUfzxlX4cw6dx45IrcckZ/6bBJQtTcGMCcGxvP/744WkOlwIlJiZi8eLFMfCbnsQ7B/vwKi7GyYFePPfrfniOnVLl+0WBycnJQU9PD3Q6HXJzcyFJEjeGMQDOwunDeKtvGMBlmBt32VmbCDSXx2Hu5QDe/iPeeucjjhdFjngfr+7dh2Pw4NcNpbhndTqS07+Ar//4N/Cc4MNZrNBqtTAajZAkCS+99BIKCgrQ19fHgWEAJIpimk/j7h8ewIfvD2Fg/6/Q3vAV6N/txBMb7sKar/4Mrx/7mGMUQ3Q6HRoaGlBVVYWqqiqUl5fD6/VyYKbAXaDn/FCZg6uWzL/w1yUk4ap5MxvGT32Kzx3hVFxcHBO3cvyCRUhdsAipN69G/gPr8N31pfj3px6D5aZ/xE7zZxGn9FtOw4KiUNm2bRvGxsZYMsEMcLp34xVYoFsA4Ag87394ViGxOPI+PB8C+PTVWBA/szKI06dP80+Y/nzzm99U5vV19AVUJE0sWNfi2qJnAEcRrr1o4t+vQMULh2d8W1+efAcqtn0Nn4MHv/rhs/jdUeVPhQoh+CdIf0ZGRlBbWwu9Xo+uri4IIRj8mAHORDyWpKUhAfvx+z++Az9SJjxBC/iHD+H3x4CElf+IJVo+udIMxd2Iomf34/7xv/gIf95Vifu6b0XHE3n4+/FH04sw5+/nBPIEh7hlNyFzIfDiwdfx5jsfIXMuW8JFO7/fj927d+O+++5DW1sbenp6GPgYAAMbmis/exvyE57AT5/fjzfLbkXapXKgO44397nwGpbjoc/fiCsZ/2jGl9cCpN68YMJfnMCc/nnAnMW44eabkRqEuZnxWYobbsL1uss45lHO5XJh27ZtSE1Nhcfj4VFQ05oroXM/Qy+8DSXfvAvxv21H26/fHp8GFe850fbDHsTf/hWU3P5ptkJTqL6+Prz00ktR/lsex1v9boyemjRJf8qLF1rb8Oyxxbjn4buQHqf8q5QbNQIft/Lycmzbtg1VVVVoaGhg8GMGGIwIuAC3muvwxJvrUfTwRlzyzQfwT3/rBWr9uACtTaW4lW3QFMXn82Hv3r2w2+0AoKJC+ACzvLdfQMO6L8Oh+yL+ZV0mbrz6CmhOjuCN559Cvd2H1bVP4kfF/wg1TH7O5iDkWOT3+9Ha2gq73Y5NmzahurqaY8YMMMgxMP5GPNT0X+j65nIMPvkN3Ff8FAZvKsMLXd/DQ5/5O2Z/Csr26urqsGDBAgwPD6OhoQE7d+6M+kJ4zcJc1P2yA5V3JuCt//oOvnjffbjv0Xa8ufBL+Nn+bvz8W2uw8GJ1XKU9PT1Yv349du3ahaysLNhsNmaF58n6srKycPToUXR2dsJgMDD4BXL/8EBcipZsb+PGjWcdllteXo7i4uIYPSFCRR9Ekw7EnXwQMrPCs7O/kZERTnUyAyRme59kezk5OfyAjBKTD0JmVngmrVbL4BcEXAMk1WZ7x48fv2DAO3XqFAdP5TIyMpCRkTGeFXKtkJgBUkxwuVwoLy8PKNvr6+tDe3s7jhw5woFUgQtldlNlhXFxcbDZbHC73RxAYgCk6Mj27HY7brnlFmzbtg3Z2dk4fvw4TCbTtNfyJElCaWkp7rjjDsybN4+DqgKLFi2Cy+WadlbY0NCAkZERzJ07F4WFhcjPz4fD4eApCMQASOrN9nJzc3H06FHs2LFjxmt7fr8fNpsNu3fvhiRJuOqqqziwKuHxeGCxWGCz2ab9fyZmhVVVVdi/fz+zQpo27gKliGd7wdrt5/P5UFFRgYSEhPGaKO4CVckH0d92gU71HgZyHVxodzARM0BSTLYnSRJaWlqQkZER0AeV1+tFbm4uMjMz0dDQwA87lUpMTERjYyOSk5NRUFAQ0I7PxMREGAwG7Ny5k1khMQOk6Mv2JgfTzMxM9Pb2IiMj44x/YwaorgxwIkmSsHXrVjQ3NyM9PX3W197krHDFihU8hZ4BkAGQQp/t7dq1C3v37oXRaER+fn7QaphsNhvsdjskSZrye9rtdsTHx8NgMPCNUPCDUW5uLvbt23fWv/X19aG0tBSbNm0K2nvY19eH559/Ho8++ihqa2tx5513zjrAkjqxDpDClu0Fs1eh3+9HZWUlRkdH0dnZec4n+WuuuYbTXgo3NDSEVatWTflv6enpkCQJJpMJw8PDKCoqmvU1lJ6ejvT0dGzYsAH79+9HVVUVAMBoNGLVqlXMCpkBEikv25N5vV6YTCZkZ2df8ANxeHgYWVlZePXVV7kuqFBmsxmf//zn8YUvfGFaDzz19fVBD1JutxsOhwOPPPIIs8JYIohmyePxiKamJqHX60VxcbFwOp1ibGwsJD/rwIEDQq/Xi46Ojgt+7djYmCguLhbZ2dmira2Nb5QCDQwMCJ1OJx5//PFpfX1bW5vQ6/XC4/GE5PWMjY2Jrq4ukZeXJ/Ly8kRHR4cYGRnhGxWlGAAp4A8Kp9MpiouLhV6vF01NTSH7UJJ1dHQIvV4vDhw4MK2vb2pqEmVlZWJkZETo9XrhdDr5xinswUmv14s9e/aMB5vpcDqdAkDI38+BgQHR1NQkAIja2tppX3fEAEgxkO2VlZWFNNubGGybmppEXl7etINsR0eHyMvLG39t8odtbW0tn+gVoKur64yHEvn9mW6Qkb++qakpLA97E7PCtrY2XkNRgmuANK0NJ6+88gqeeuop9Pf3w2Qy4e677w7LZoFACqPlnYOTd4bKB4g+8sgjKCsrw6233so3N8yGh4dht9uxatWqs8pTzvW+ne+6NJvNsyqan81aYVlZGfLy8s4qvSFugqEo4PV6sXPnzvEPrHDf7F6vFwaDAUajESaTaUb/53y1Yz6fD3/4wx/w7rvv8k0Os/j4eFx//fXnDHCSJMFut6O9vX1aAU1+qOnu7obNZgvbEUGRfCgkBkCK8hv7fMXt53vtBQUFMBqNrPtTMZvNhqGhITQ0NEz7/zgcDmzZsgVWqzXsGVmkHxSJAZCi6Ca+UHH7uZSXlyM5OXna2SIp9yHMbDYjLS1tRu9lKIrmmRUyABKzvbC9nkBrvWw2G/r7+9HY2Mh6vyi5NrOysmac0Xm9XlRXVyMlJQUWiyVi18JUD5Q8vJcBkJjtnfM1Tbe4fTKXywWLxXLejjCkzut00aJF8Hg8M5oJCHXR/GweMkPVHIICxI2wsVO3J2/l1uv1itrKPZPi9qm2w2s0mpDXIFJkOJ1OodfrA7pW5aL5gYEBxZQQya8p1A0jiHWAJP63mFej0YzX7SnJTIvbJ2KBe2xoa2sTxcXFAQWLcBXNB/K6ysrKwtZEglgHGFPrJ729vdi+fTsAZTb5ne329UA3SpA6lZeXY968edi8eXNAU6kzLacJl2AeEeZyufDUU09xHZxrgLFJLtI1m82oqalRbEPfYJz6HchWeVL3Q53ZbMbatWsD2uEp/38Aig0QwWgkz53QXAMMkY+F//0/iJ72bWLD7csEFn5L7PngY0Wt7amheW8wWlhNbnNGsUG+dgKdzgykpV4kjIyMnLFW2NXVNe1rfWxsTOTl5Ymurq4wv+rj4k9Pf1UsU8jnItcAg+j0+/vET7cUiJvj48XS224TN8cj4gFw4tqeWhr1Op1OodFoZrUeI2+Y4ZpJbArG+z+5D6nS75mysjIBQDQ1NU1rQ4/8oBC+zT+nhX9gh1i/LF4xiQEDYFAfbvqEva5VdPUPC/+RPaJ8YWQCoJqPapEbaM/mg2umDZMpOsn3wGxmAGaz8zhSWaE88yFneOf7/eXds+GYJTn9wUti2+cXCQAMgFHvg/AHQDVmexODdllZmSguLp5VsJandtTygUWhf6AqLi6e1ffweDyiuLhY1NbWqmo6/cCBA6K2tvaCWWEwxujC0e998dvau0T8spVi1U0JqguAn+IqqDL5fD44HA7k5+ejvLwcSUlJOHz4MDZv3qyak6q9Xi8KCgqQnJyMxsbGWe1CraysRHZ2Nnt8EgCMb/Kw2WwBfw+dTofGxkYcOXIEZrMZPp9PFb97eno6Nm/ejJGRESQlJaG8vBz5+flwOBzw+/1BHaPz+yuGn2vAV757Gt9orsS/XHk5N8EwAwzO050as71QTTHJT7Lc9EKTZwX0en1QNnworWg+WFmhPEbBX+88LU7+uUNsWLZY3F7bK3yn/iBacxZyCpQBcPbz+2pa25vKbIrbJwvnWgapTzA3fMjXmpobK0z1WbJv377gbxzzvy7s628S8ff8QPR9eEqIjxkAGQBnke1Nd4eX0p/Ig7nNnG3OaCaBK1jXXLhOmg9nVrh+/XqxatWq4DxInh4VfY3rRPyyfxP2gQ8/+TuVBkCuAUZgbU+SJOTn56OqqgorVqzA8ePHYTKZzjgdW42/l9lsxtDQENrb22fd7Nfn88FgMKC3t5eNg+m8MjIyYDKZUF1dfcYaWKDrgj09Pejv70dJScmsv18k198BYPny5Xj88cdx/Phx7N27F1VVVbP8zh9j9KUWWDb/Eeu+8w18KTVe1ddOTHaCESeO4N1RPy74i2u0SLh6Hi7XTPi7oy+gYvkaNOBb2HOwBqvnTv8Zwm63Y/369WhsbEROTo6qA97kmy2Yrabkrh2ZmZkwGo38hKdpqaurA4CA2qVNxWazhf2k+Zk+JB4+fBhvvfUW3nnnHbz22mtwu93YtWsX8vLykJqailtvvRXx8fFYvHgxFi1aNOsOOOK9Tnwjax2sH38R2/79biy59G8fjuId/KZ+C574Yw5qfrAOn0m5BXfdugiXcBOM0nwsPtjzLbEQ+KRu5Xx/pkrnZzEFOjIyEnVrWcEobp+sqalJlJWVcW6PZjwFX1xcLNra2oL2PZVaND8yMiIAiLKyMtHU1CQ6OjrEgQMHQrxc4BcDresu/LkJiIXle8QHXAPkGmA0C0Zx+2QdHR3c8UmzXsMLZsAaGBgYP0KMzpVXcA2QYoTf70d5eTn6+/vR2dkZtOmhvr4+bN26FZWVlexmTwGv4e3YsQMWi2V8HWy2UlNTIUkSent7UVdXp9p1QTobAyDNeL0vWMXtk79vaWkpmpubuemFZh2wrFYrDAZD0IKVXDQPAGazOWjBlRgASSX6+vrO2OwSrCzN7/fDZDKhpqZGNV1uSNkyMjJgNBphNpuDFgS1Wi02b96MzMxMGAwGuN1uDrTK8TxAmhZJkrB161Y0NzcHPU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    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
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        <wirissubquestion>
            <![CDATA[{1:SA:=x+5}]]>
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&lt;question/&gt;    </wirisquestion>
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</tag>
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  </question>
 </quiz>
