Mathematics
Grade9
Easy
Question
State whether the following triangles are ASA congruence or not.
![A picture containing text
Description automatically generated](data:image/png;base64,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)
- Yes
- Similar
- No
- May be
The correct answer is: No
The two sides of the triangles are congruent. Both the triangles are right-angle triangles. Hence, by SAS theorem, both the triangles are congruent.
Related Questions to study
Mathematics
Determine whether the given triangles are congruent or not.
![A picture containing text, envelope, stationary, document
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)
Determine whether the given triangles are congruent or not.
![A picture containing text, envelope, stationary, document
Description automatically 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)
MathematicsGrade9
Mathematics
Determine whether the given triangles are congruent or not.
![A drawing on a piece of paper
Description automatically generated with low confidence](data:image/png;base64,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)
Determine whether the given triangles are congruent or not.
![A drawing on a piece of paper
Description automatically generated with low confidence](data:image/png;base64,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)
MathematicsGrade9
Mathematics
Name the postulate, if possible, that makes the triangles congruent.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASQAAACeCAMAAACsAYd5AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAL9UExURf////7+/v39/fz8/O3t7cbGxsLCwsfHx7e3t7m5ucTExObm5vr6+uDg4IWFhQ4ODiIiInFxcXp6ek5OTkJCQrGxsfv7+/n5+fX19VxcXFBQUOvr61paWhoaGszMzPLy8vb29vj4+Gpqak9PT/Pz8xAQEKSkpGhoaFRUVPT09GxsbCEhIcjIyG1tbWdnZ0VFRREREZWVlURERNPT09ra2q+vr0tLSykpKby8vPf391JSUh4eHkBAQOrq6llZWeTk5B8fH+zs7C0tLTIyMqmpqZubm0ZGRisrK76+vuHh4ZaWlnV1dX19fXJycpOTk9nZ2e/v78/Pz3h4eFNTU5eXl6WlpUFBQXZ2diAgIKOjo8PDw3t7ezc3NzMzM9XV1W5ubiUlJaqqqvHx8Z6enioqKkpKSpSUlOjo6NTU1HR0dD8/P52dnUNDQzg4OG9vb9DQ0B0dHbS0tNzc3CMjIwQEBFhYWM7OzmlpabKysjAwMICAgMrKypKSkicnJ+7u7rW1tdvb2xsbG7a2tufn5zExMT4+Pt/f32VlZa6urmFhYYqKildXV3l5eaioqMXFxSgoKGJiYkhISC4uLqurq+Pj4zs7O8vLyzQ0NDk5OaKiotjY2NfX19HR0bq6uuLi4ggICAAAAOXl5a2trVtbW4SEhNLS0pGRkTo6OjU1NS8vL2tra7i4uPDw8MnJyY+Pj35+flFRUbu7u+np6aGhoT09Pd7e3oaGhlVVVRwcHF1dXb+/v5qamr29vYmJiSQkJCwsLExMTIuLizY2NmNjY2RkZMHBwWZmZt3d3aamprCwsNbW1o6Ojl5eXoODg6enpxgYGAwMDH9/f4GBgZmZmcDAwKCgoDw8PHd3dyYmJpiYmJycnFZWVrOzs4KCgoiIiI2NjWBgYJCQkIyMjEdHRxUVFUlJSV9fX6ysrHNzc83NzXBwcAcHB4eHhw0NDZ+fnwkJCQICAgYGBgUFBQMDAwEBAQsLCxcXFxISEhkZGU1NTXx8fA8PDxQUFBYWFgAAAOp5kD4AAAD/dFJOU///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////AGb8ilkAAAAJcEhZcwAAFxEAABcRAcom8z8AAAy3SURBVHhe7V3duasqEE0JVmANfvbDg41QS1rgyQ6kAB98s5Y7a82Amp9z9tk3Jro3K1EBUYaV4U9GcikoKCgoKHgRfAh1CMGbt+AOQk2cr9Uwta6Dp+ARQMzQyrFvag0puIMXlkDSpW6KKj2Hvwy97IeqaNIzsLhVw9A2s3oKHoDFLcaurYL6Cu5ATUKddKkc6qeCR4AmSZ10iU0rzkLTY/hQua4bWxcKRU/gpTM5AWO0kIK/oNRKf0Vh6AlATCHniyhEPYTQYmrklaLEUzoWGIwmq7HBVqFoCyPmcqkn18+JHTn+cqKQ/bQl59hX7ThJj3KlSHIw1+8FOSALYXJuwNA2Kk2Fn9vsx7EVJUphNWgy9y+Hlimoyzi1brAnbapXcWpaLXQ4r2d+LST/okTNFaP/RIbSVA9Vq8+Vfi9NKefChZvrsZrgY/PPM3DEQbQJcX4RLPM8mD/Ormk5zxaqNR8IiUN3idLaSbBdpJf9dGguU159J0o0Dr2FTquKW7zBOVRSomg9aqvl0iXOT8WSw3puqx5Vs8NUG0MG6QKMIdaxDrNU5BKI8O56Xeqm1Q1+JjTTrHZi10tNhGdr/hJdflgbx95VzsnWTlAjBAZp9kSbWCZ/B0+aQek1Sq7N7y+1a5d5Ng9jgBAZT3Z+xvySKFljF/wOijyUKD+gpW74oRrNeYPOVTaZW/eZphucnDWKj7wvHUJ0pTn0EKxYmW/aer0y9NoxUG8tdZhcqVflK8Whjw3OjSVPXoYeixIRKX+1dLDlzCq7UrE3/VIMgWDaRN4Zd9lkv7r4hKD0PqDxqh/mBIHStlXtNIZOqqRxlrhasS9ZZ6S+AnHKUNrVG3LPCMuPtFurbpAFZqgvhrkXbgjpCuiJTUTxSBHU4qonJIJ3rNDOiiQ5lYhtOoKsCtlkC8HqiOgm2Tkesht8wAOa1sVwcLecnwEi8VroKL1GDOgNX87PzW1WvqBVOOAvoWFtfiokcS2LHHrM2/r3fyDdvWupTaJZsZqW4DOB6g/BpYVyGHrsgK5vWOgm6a6fjyPWG9w6qYapROJ7cT5wO2hTDDRlspBTAQLXkzMlevkvzdvht+jathnMfT5g6NFqN+fVHNnN5ABXe3XDpnN6aKjQmgNRolXrszrxMthdL1LYgiiTtgu5JjwmTFl0dz/02Alo2fCEQOqmSdIzho7MkknH52b62sPe0sr90Y0ERidVOIPekvK3gboTU2e9KhHk3FlWf+n0xQFJx3eO2qS+42I19NifIt7ct9qNVP0BTZo6sGvq/wCKl1CLxqdeI/fYLad3ged4WTZNx4sIq7rp0zDZuOcxSK9x9TO+EZkOygRtWodk97ugaa6SNYKgRHsNPf4ZfqwqdM/0cQFD7PhmIFnZlCOMX6vXjV//HyjQnKtww4doAph0LRINqkTy031QGoUKIDTxmeYhxio+tKuhB3efFAtpmwSgidr0dnkoQP5y6GG9Rvp1tzp+AjntCG3aiLU/JKWcIjdOnR2kJroHRRwrpQk/rhzzdx+wbOum6oz51yk/i98t3W9DpZRCpzTtL+BdCjT9XNdEBwVkQ0u3P03p7nLs5hD9eupMFWzf9L8LkUrUSfZR+nDol+8vJlLwc+tc27p+ZUGUsL8E34KKFWfpx4nTyuAuWG4f2qZqNg+UNdX90v4mbgWSlg7mGAI5g5PflNiuNqgPAbrJHmrbB++narCQk4CSkiZx0XMrO/xp+w7kOl4ehko7Z9I9qno6vnvL9yJnXgodzMLp/sZvvFzw6FIJg9Uehx6oCCWBZJYm3xOAUmInNHEWOYn9SPxHYQIEp20L5VtnPXKvEYEetoxPbndciMD5XYxb6ZnRu9A1HsSgFwH1lJQox5GN88r0nAXpRyVN6wAFfU9/+EcnGIIdhx7Wa9wiVBujtJOAGVu0ycCcqvM5pKKppdUyz3JNPVVmBvQAU2VDbPsN9JJzQGii4WGSnvBhlr6yGrM+xtDkLBuwWAhs8wDcye6Wb+odCtwWev0xv4rkwLsY+PnTaVGTdhi70WEO7yH8JfZX7WoJeB9OnZkZVbrxygVHB1USx22kgyNJTG3K4psd+WW+/+UzxrF3iK8fWJs/Gnps4dvE+t9iHhRCkxry4jtf2XzHZ7WLsDL5samZWdG7yTVuDnXo8OmCHuGiO3vroUJYF0bR0xQqn2Pulk/awXS10kIn2W4xD6zfO2hYN148xhr0jtfrtZJN0djxz/harMOhEbkHUrO82/IQKF9DP0hDxkoa88bXppKxfqXvdzz/uOpqEa5/i3qQT3KosMD1aut9tRX20sQ/YIpBYa5D3V3t1QSY4Lu59kTUw2N0g56Obv5LzIMBskpbH/F019rvSZp30kTvLYQ7HXJYqUQsmMqmB/x/giYgtR5XzjobutZG7CTHtWisQ+4vLmBbNpiBz1XH9noNJq3npScBMFydq2DsA3tZhhTtiBtBRzZBsVM+tv00j5ueeAJOd12HPrc0U6KGDGFMzMhk8/2lrOK8eXCkq+Zqh/mMnj3kEU5spkUMsTAfxk6yAd8tttkiFg+eZkvtpB45bKKtENPDynPAm1ncKk+5kD3LYoq7Pp+vgTVNHpw8hARHd3ySTOnFEWDVTBf9hgfassbTE4THCGUSdXp6DymqTlX30BD58KXht3pfBd4KZqI21s2/h0F9m4r7mAA/cuj0vZ3bbHwfdl9isRW9u7sEjGbbeWRAQqmuzeD7hfLKrcA578iHuE+sjgdOnxwdqIvYI9R8vQ6be62NSATqQII2pXU8QDhzLhTtDVR7LSxJRL2YOncB3aQkzLFAKWW7fYdwZyyGbbJpYeRStQeEVhTvp4ipSpp57Qf5Rp0TwKmDQVnC0hRK0e4iIgHZNJ08WYkAXRj6qJBfVCnKneq3QBPjtDdShyK9Nf1/ARc4MfdHwCFL57VGMq06Alu5KloVtE8CnYKrzmDJ5yMMSaKbdNWPINF1e4J9E+WtoCQNHqikwdDnZMngzyVHLEPx8WE3+fA+Th4rQ2Yb00PQtKqL/Gf0ewEEUK64vManB7nLT2QrCKnvsyQtQglWQxYLfI9w/Jm2SS0t2t2pj2M1AlYFo4j7CZmTmAPajKTVQtFBV1w0KkSdnNkycbc/kEaPR37mOS5FgDFCdVomaghxZPfLAQWqJkkASURQtF9a/xMQLAmHSbu0qsQ7oEveSFpcKFdDPt2k/QH4OUkO7eP27uqSB01wcpw+1K6jBChFuj8Y1kLBajqrk35fh/XNqDO+nWBXS79tJ4GMCtL75yb5l4T/UjyLwYPsYn/FamVfuPB4iDICbru9+pgsaSzhk2t7tZw5F0tJWr4Hj6pC8qL1xyuBsibVNf7Ckxac5+IIME5819oI2PLwxZxItPy9AUM0ONn48x8qH0Q9A0Rq4WqxUv2CMukl5sr7G1gMUJQmatK6LmeE5XTsuRapBlhY3i2486YAO8oBLj34ueJ7R+KCr1LDPvhPCJV7sZzPWdlmiD4Nil4+Zna+rcrglA3fuWKLloF3FFYxT4rn72AolI3YzT2tGyvXD+ll8W3mE0U42jnsJoxOzgtmHxmoZ7xXmGtx2+wkdlJ9ydgPhtEhjFOPpZiEp3Q9YnEzihLoVI5XoedDEt7MVtWdg82Fp9KbZ3d46rmx2mNMe/HYQggE2/GcMMGz/HnIkkPU7dVCfwkmYHNFSmzD8hpW0DZg0G3gSaHZqNdDFstZ3a+MCnMoDl0FSzoGYBpLl9aAx44/FssImJn10jjB+FeZYGiC+OLQsCFLCyH8eCxlQtSJdoZESMtnscn3MczzPOpfKaAX1DWTR12k/5DDeNj9BniuP416WThiAPOOFYUNUDbSUbu25fpavwiScVUF/p1b7SfMlWu/kUYGnegQbMunCn/UIe7ONYkiXKgX/2SkHOpxvTqM+Kbtn27UPV4rRnWdKfr5BBG32eQsCyftOpdMwuFjvG48ySKbe4AZTrm2OeCZr7lYubMv3nDQaCnyrwIznXNOC5Xl0Zns4chvOBQYLyPeZQEl0CSwtH4JpMBY2fYx80sghSMAJCSe0j9TJC3S0IIF5ANv2vW3a44WKFYaE4ZC0Z9QCtcXsRBVKHsCIYa1dSHoMQo1f4PSg/16XFJwB6XHUCh6Bn+p53GULx4LFGW6BemQXT007ThOrt+oVcECWtBz/b6uasVd8ARRX+qdr2kmqeAWokn638qR/9tW8BhR7UVig3cyiyrdA5x4PMUtmvRnsE7yrJOKHj0GWjcUt64ZCkWPwI5RPVylnzS0p1jc481QQqRrVI/dOI67GYD/CKy0pyjSEwgx7GgXgp5BB2vgSX0Fz1C4+RoKTwUFBQUFBXvgcvkPOe7Zlnk+E7IAAAAASUVORK5CYII=)
Name the postulate, if possible, that makes the triangles congruent.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
Name the postulate, if possible, that makes the triangles congruent.
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)
Name the postulate, if possible, that makes the triangles congruent.
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)
MathematicsGrade9
Mathematics
Name the postulate that makes the triangles congruent.
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Name the postulate that makes the triangles congruent.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAACpCAMAAACvZwfLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAL3UExURf////7+/ubm5uDg4O7u7uzs7N/f39vb2+rq6piYmE9PTxISEhsbG1ZWVmxsbGVlZVtbW05OTo+Pj+fn5/39/ejo6AQEBCoqKvLy8t3d3YuLiwAAACkpKdLS0tfX12tra2hoaHNzc5qamsjIyK+vr/b29vf39w8PDzs7O6ysrDExMfDw8JSUlB8fH3p6es3NzeTk5NDQ0H19fQcHB/z8/PPz8w0NDTc3N/r6+pWVlYqKind3d0hISPv7+w4ODqioqEZGRgoKCj4+Pu/v7729vTAwMPX19czMzM/Pz8vLy87Ozuvr63Z2dry8vDIyMvn5+ZeXlzo6Ora2trKyskBAQH5+fjMzM7Ozs7CwsK6urq2traWlpSAgIC0tLZGRkZCQkJaWlkpKSgYGBhUVFXBwcIWFhYeHhxMTEy4uLr6+vvT09NXV1RwcHNzc3Hx8fHh4eC8vL1RUVIKCggwMDGpqagsLC8XFxSUlJbe3t3l5eYODg0VFRdbW1unp6W1tbQUFBZOTk25ublhYWIaGhsnJyaenp7u7u6CgoJycnJ2dnXt7exEREV9fX9HR0aurq6SkpH9/f4CAgFNTU1lZWYmJiXV1dfHx8Tk5OcDAwL+/v8HBwXFxcT09PQkJCRQUFHJycqamppKSkoSEhG9vb4iIiGlpaYyMjNPT0+Li4uHh4eXl5ePj41JSUggICAICAmdnZ0tLS46Ojt7e3p6enmRkZGZmZmNjY2JiYmBgYF1dXWFhYfj4+FxcXF5eXpmZmdjY2HR0dMTExMbGxkRERFdXV9nZ2aqqqpubmzg4OMfHx1VVVRgYGKGhodTU1FBQUDw8PBoaGgMDAxYWFp+fnxAQEFFRUQEBAaOjo0xMTElJSampqU1NTUdHR+3t7UJCQkFBQbGxsT8/PygoKENDQzQ0NLW1tbS0tLi4uLm5ucPDw8LCwqKiojY2Nrq6ujU1NcrKytra2iIiIo2NjVpaWoGBgRcXFyQkJCEhISsrKywsLB0dHR4eHgAAAD3hVkgAAAD9dFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wD2TzQDAAAACXBIWXMAABcRAAAXEQHKJvM/AAAGDUlEQVR4Xu2dz9GqMBTFXaSJTEqhgHSQktikDVrIlk1mWNANHbybvwQEv4RH9GaGH/qJvhk973DuJSjG18PDw8PDw8MFCCWEUkr83XYYtZSzUrMeW9NO2GL+Dmzh7oF7oYNS3cgnf/dOmLY3ExMVPB9kRynv/GvcCxPudmajW7mRwT9nV0E4CcKn+23h4SmJqrA1pRfeswWend+Cl9mxwa28eupX7iM63tsVxe7Ah06w3q1UYXXcrnRMTP1UzLKM42CXUbNgtGRVOpUjOq5YZ2/X7VuCmP2K6STSO75UddwLp1L6HHb+f1DEkghnQbiq0Kg8UEVOeL/I6M4F5eRQeB8bVSjX++ihGrtxUGJO4nhB+TYqIWwhdny6X/gIlTiOu3ZVrDx1vIuOm3U1cT59byBUrPywOAEYq3RDxd7yRqHy44z/hELlW+FXGuptFClH5Hih8rOM/4QC5Wdd5UcUKE+jsvbxn5GtHJnjBcpRZdyQqZwsgvcehcHxbOUwCHdIuPw+44YwTv8Iscce7gCkH1E4XpDzAMXhuPEchMD4LneIx+sdPxSSlZYVNI57z7PB43ih54gcL/Mck+O+t+RVKMfkeInnHEkfD2QrR+Z4vnJsjmf3FnSOB8+P6jN9zDnuH8mr5+pkeY7Q8bOcbz3Fl3GDVX608WmA9LIzn506MOTEcdZb4qHEBolHeFS+kzQNASW1XwMQCT/1PEBYjc9j7+AP5fuugjAtga00nF3F8dFzVOPxPVY5GH0UA1zj8T0fPMccFWA+VY7b8Q+eo8644cxz7I4Hz9/qE+XocMvxyTnIi9NymPMGHD/2vAXHDyu0CccT5bFI23B83ftHGnH8PeetOP6Wc3rUanCy9bwdx3eebzNu0380+sWB9dzLwz9WSUnSEkaHvFOwmD/mPDW0pq/Kg+OEa6Y4573GXaxR+Vqcg4s+xfp2hScoXzPuhSOuTYdXvh4BOeHk/lOZ78Yp3zs+1jzD9ias8rWPD0woNctvnnd4EWKUb4qTENo14LjxfHrLeAOOA9C7o+PhpOA2pM/xqwbecbiFsGBvicDsP+EiRLGOADW+TVMD6i2nSmutoK2IsAWQw6WMYWkK6CoVvx1REc4m6C0NKrd7zjDiagk3VtFoP3s7xe852/Pcjw7tuKUp4iCrtbSs4/HGess6OmxM+ep4Y2nZvJMVPW9gdLh979B63oBqYPf+eDs5371bS5rJ+c7xdjxPu4qlFc+TPh4IFYq7SN8cB5rwfFecjhaUHzneRM7fuooDv/LDqATPMVfoieP4PT9xHH/Ozz9ZRq78LOPmilr5acaBqBxjhR728QBmzw/GKgmIlX90HLNyetYOPciUK6HdogVb4I9fjvaUTvnRv3wbI6AzmgFQa4QHDrUhTcundujBqfx0l5+AUvnO8eMgk7rTll2Cfm6HAXye/9HHA87znzeWhIzidGDzPKc4Ldhynu346yVQeZ6bcXONnmPI+ufR4Q7rOZIKzXTcgSnnBRkHEO1D/xrW7kDjOZ2YijMh5ZxyiMXzwX1Z2V2zvIz70N8WKQhXdhakaRoyrcSRlk7KINecuZIFCuXJfIfZwn+kfBtNcDx0lXzhP1BuVacTjCcTNRYIf6vQda0mYllf5qLwc88r6udp37sq/Bc5V4Il8x1eyrghVb5LSh3XqeaCxX3kpa7i2HlO1TwrYKhxyr+xoutAbRxYXY4KEJQ7gwnVTFE+ibhjuBeiKRzZ2x9HMHeTGSaLhe89H90TLOv2vJPBnLys4gsmc3qWC98p92MGVf48OdhTlnUsz2QW1QvCt8r9zyLozWa4B/KalDlHHF7Pb87/cxxKUqwz3FvhZEx61o3Mzo0xTOj0Xxk3JJ6P5mstmokKESeDnyaoDzshcHxwkx+R6Vo2aZx+3jhO6CDF/V+yGMUyGz/4LISwMs2BxLJIc5FXs6m9cp/xkR2/z34vPP0tCqjbOXsxF0unmVPuuwq3P85RFfP8RC/CLQJsv8SyLDbXvo+D4+amOiQs7ib/slnMRbMOamWQS5UdUDVgrKJNeubmfmXp4Zs86Xh4eHh4wMPr9Q/Yc08ExwgKSAAAAABJRU5ErkJggg==)
MathematicsGrade9
Mathematics
Name the postulate, if possible, that makes the triangles congruent.
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)
Name the postulate, if possible, that makes the triangles congruent.
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
Reflective property of equality
Reflective property of equality
MathematicsGrade9
Mathematics
These triangles are congruent. If
is 45° and
is 55°, then the measure of
is
![](data:image/png;base64,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)
These triangles are congruent. If
is 45° and
is 55°, then the measure of
is
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
These triangles are congruent. If
is 48°, then the measure of
is
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATEAAAC3CAYAAAB6+2kZAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAEj0SURBVHhe7Z0JnI1l+8dtCcleFIlEKZUkCmUt9UZIMkKpkCS9/0qLSJYSomxRypZXZV/TSCFJQpqyL9HIbiJU9ut/fe9nbk7TwYzmzJznnPv3+dyfwZwZ5zzP9fzu6/pdy51BHBwcHHwMR2IODg6+hiMxBwcHX8ORmIODg6/hSMzBwcHXcCTm4ODgazgSc3Bw8DUciTk4OPgajsQcHBx8DUdiDg4OvoYjMQcHB1/DkZiDg4Ov4UjMwcHB13Ak5uDg4Gs4EnNwcPA1HIk5ODj4Go7EHBwcfA1HYg4ODr6GIzEHBwdfw5GYg4ODrxG1JLZ371755ZdfZPv27XLw4EE5duxY4nccognHjx+XAwcOyI4dO2Tbtm2ya9cu2b17t1n8eefOncZWDh06JCdOnEj8KYdwQlSS2G+//SYzZ86UHj16yFtvvSULFiyQffv2JX7XIZpw9OhRWbFihbz77rvy2muvSffu3aVr164nV5cuXWTkyJHy888/G8JzCD9EHYkdPnxYFi1aJI899phcfPHFUqxYMXnllVdk06ZNia9wiCZAYpMnT5ZbbrlFLrnkEilcuLAUKVLELP7MatSokSxcuNCRWJgi6kgsISFB+vfvLyVKlJAMGTKYde+998r333+f+AqHaAIk9v7770uBAgXMpta4cWN5+umn5b///a+0a9dOnnzySWMva9eudSQWpog6Evvpp5+kadOmkjdvXrnwwgvNql69unz00UeG4ByiC5DYsGHD5PLLL5fatWvL0qVLT+qj6GDopX/++ad5ndPEwhNRRWIY5cSJE+Xmm2+W4sWLS8OGDc2CxFq3bi3ffPNN4isdogXWE8MeLIlZjwsyc95X+COqSGzLli1GrMVgCSGnTp0qn3zyiflz2bJlZcSIEYmvdIgWQGKjR4+WK664wnhjeOn/93//J88995w8//zzRvBftmyZ8cgcwhNRQ2KEAoizGOlFF11kPC90jm+//Vbq168vBQsWlE6dOpl0ugsbogeQ2NixY41Gev755xtdzAr6bHYxMTEyfvx42bNnT+JPOIQboobEqAX6+OOPpWrVqpItWzapV6+eTJgwQd577z259dZbJWfOnEbUJXN55MiRxJ9yiHRAYqNGjTKeGKtly5bSsWNHeemll8waPHiwsYn9+/cn/oRDuCEqSAzPauPGjaaUgh2WjORll10m99xzj9SqVcuI/Pxb6dKlZejQofLXX38l/qRDpMNqYhAYtjB37lxT+EoR9K+//ipbt2413jmvcwhPRAWJoWd89tlnRrjNlCmTSadff/31UrFiRalUqZJceeWVkj17dsmRI4e0atVK4uPjnaAbJYCc8MbRw+rUqWOy14FgA3TyQngjKkiMaus33njDaGF58uQxVdjoHISXfCXF3rx5c8mdO7dcd911Mm7cOFPV7xD5gMQQ7/HQ77rrLomLi0v8joNfEPEkhkdFISv6RpkyZUz19bp16xK/64FUOm1IhJcVKlSQvn37yubNmxO/6xDJsJoYm9f9998vy5cvd164zxDxJIZIT4hA+cTrr79uxHw0jqTYsGGDeQ39c3hihJQOkQ9IDKkBQZ/yG+zAhY/+QsSTGF4W6fH169cbA+XPSbOPGC1V2Yi4lF3QR+myUdEBvC7khtjYWFOCE2yDcwhvRIUm5uBwJuCNsYmRlXahpP/gSMzBwcHXiFoSY4YY0wk+/fRTV43t4OBjRCWJoXcxaoV6MdqQvvvuOxdGOBgQWjLRdeXKlSZTuWbNGqeThTmijsTQPebPn2+qs6nSp+CVMTxusqsDYIObNWuWdOjQQR566CFTmjNnzhzXAB7GiDoSW7VqlRl6R4V25syZzQRPphYwoth5Yw7M1u/Xr5+ZasKsORrDGRYwe/Zsl7EOU0QVif3xxx8yZswYufbaayVjxownJ7uWL19ehgwZYvrlHKIb9E1SLxY4+ffSSy+VRx55RKZMmWK+7za78EJUkRj6BjOi8uXLd9JAWfRN3nbbbSZscIhucOIRISQDAgJthJY1em/ffvttWb16deKrHcIBUUNieGGTJk0yrUWM3cETy5o1q1kY6XnnnWcIjmPcHKIXFDy/+OKLRmbARrJkyWJkB0tmhJnoZV988YXLaocJooLEcP+pxH/11VelZMmSxjjJTJYrV84YJU3h1kDfeecdJ/JHMSCxF154wZx8BIHx9ZprrjGkxtBEpqCglTGPDmmCTc+1KaUvooLEyEiycz7wwAMmdISwqlWrJj179pTOnTubDCX/hpEycz9wzrpDdIEZYs8++6zZ2BieefvttxvPi5KcypUrGxLDVhjbVKNGDenTp4+xFyf6px+igsTQORDub7zxRmOAhI4YKtoGBsixXOyufK9UqVJmmqcT+aMTnMNA9vqCCy4wRMXGx1kMTHfFS0cXw4vHVljMpSO7PX36dGcz6YSIJzFcfeboM+zQGh9ExTRPmsPx0oYPH24OT7WhQpMmTeTzzz83B+06RBcsiUFgeO0xMY1l3ry58scfB00RLAfLtGjxsIaXlyZuiJnksss4YPd+GTlyhBvhlA6IeBKDpBh+iP5lSQpCCzwsl9Ns2rdvbzJQGGbRokWlR49uGlq4U8GjDfHxW+Spp57SUDKrEllWad48RhYvXpD4XYphE2TBgrnStetLGmrepK/zPLI8ebJJlSqVzMDNxYsXuw0wDRHxJLZq1WqjaeTO7YWL1113je6mY5XcTlVg79uXIBMnjpMaNapKlixe/didd9Y0lfy7dpGBcsJttIA5cm3btlEPK7OGlDnU63pUvvnmWzlyxDtQFxw9ekx++GG1vPjiALn00jpqL1fo8pJDRYoUliefbGuGbO7cuVMjgcQfcggZIprEOCz3gw8+kBtvLCsZM2bQXfM8DQ/ul59++iHxFRbHZdu2LbqLdpJixbwwIXfuwlK//nMyZsxy/Z47/ShaEB+/WZ54orVkzZpXw8mr5L77XtbN7EeJizsma9aIbNwoQhXOvHnH1XvfIQUL/qAb31i1l2ZqNzmN7RQsWECqV68mb775pplh5xBaRDSJbd++TQ2ylRqk5/KXKVNBDWuobN6coJ4YB4hwlBshp/fnWbO+koYNH1TjvVxfX1vy5v1QatX6WQYOpFAWUvR+r0PkYtOmzfLYY8+rzcQoOQ2UUqXmy7337pJHHz0urVuLtGkjalMijRuLXHONPkD6BJUqdUTDzsnqvddVAjtVSH399VdrFPCcfP3116ZO0SE0iFgSO3LksHz55Ry544471KAIJW+RSpXelO7d18rYscdk0iSRceNEQ0uRCRO8NXz4fmnWbILkzPmMvn6criOSKdMxufvu4zJ16glxWfTIx8aNP8tDD3WV88/vr/c/QT34o0pmJzS8lL+tbNlELrxQpHBhkWeeEZkzZ5OMGDFcatd+VF9fWX8WfTWL0WBpJGfkE1lyV7qT+ohYEtu4ca288kpnDQ/LqTE10DVZChT4Rb2xoxpeipQrJ+Zr2bLeV/5+002ir9+jxLVaX79XFzvtLt1hN0ps7Hb580/nikU6sJtHHvk/yZHjWb3336tHtk/y5DmmtiNy8cUi+fKJ5M8vctVVoqGmyBtviPz4Ix0hR2T58l+lVas4/dk5+rMv6CqpK4O+Pr/UrVvHzK9jxI8rjk1dRCSJeacXTZXq1avqjorGhVC7TXdIz/0/08qYURJfd0zXKl0j5NZbu8qoUZ9o6JmQ+D84RCrWrFkhLVo8pJ7W9WozraR8+Qny5JO/ymuvnZBevUS/irz+usiQIXhfIrt2Jf6gYtkyUQL0PLT8+VfJZZc9JZkzezoZizpF6hMR/V3LUupBH9vIA0WHvXv3VCO6RI0no+TO/R/1shZLrVpiVs2aogQnUqOGt/gzi3/n+9WqnVCPbYfuwKP15++SXLmKaZjZVOLilrldNMKxfPn30qRJY93MMqtHlV8efbS9zJ+/TPbtO2b0U7uQuI4mHgqOnrp0qcigQSJVqoj+nMgttxyT5s2nSuXKd6r35nWJUOLD2aZ33323aVnCTtlwHf4dIo7EmMw5b948iYmhxSiL7qa0GNWRN9+M1ZDwsBqkmKUv+cey/z5nzjEZMeJnady4u1xwgVc7VqLEFRoOvO0axCMcdHDExDQy9zxnzgzy9NNNZd26Rfqd4GTDGcsffuiFlkgSuXJ53nzduiJjx+6SqVNnS+fOz5o6RdtITnsbxdUdO3ZME9GfmjUOQuFrJJJmxJEY854GDOgn119fRo3mPLnkksvVhX9ed1jdKiX5mta+fbtk5Mjh6sGVV6M7T1cmuffeujJjxgw5dMgVMkYqlixZZKrvIZsLLsgtrVs/KYsXL9N7fkwJgITRKQ8sIcFLDOHF68vNUn6SK68U6dJFxBbvb968zozwuffee81sMn436+KLLzbnXWJTO3fu0N+buporp9gzxZiWO/5/TjrnjE2a3CMJEUVinCe5ePEiadOmteTPX0p3xHJSqtSj0qHDZL15v8kPPxw3bv+SJWdeaBtLlhxVb2ytNGjQW8MBr+eyRIli0q1bN3NOoUPk4cSJozJ37iIN99rp/b5BsmWrpR7WW2oH65QMjssidcgWLBBZuFCEho/x40XtQyRrVo/AChUSueMOkZdfFvnuO7TZxF8sJ0xjOT2Ybdu2lauuuuokkeXNm1f/j/oybNhQiYv7Xj2m1BmDjXdHRrR58+ZSrFgxMx+tePHiUr9+fdPnGUlZ0ogisd9//830tlWr1lCyZGmsRjJG3fuF6pVtk9q1PRf/rrvOvu6+23ttjRpHpWTJDerR9dDfVVqNNYfUqVNbpk2b6sb1RCASEg7K8OHrpGzZ+Xq/p+h9ny1Fi66SypX3q/2ckP/855R91KsncuutItmzewRGthLvS3lDVq4MXlP4+++/mz5eTplnIsZ552UxRJYrVyapVOkmee65l+Tzz+fI/v0B2YJzALrtDz/8YKbRMqGWycV11aAZKYQnyNBHyj0iRd+NGBLjhqxcGae74MtqeLeqcTyta5PkyHFCdzuR3Lk9vSIli5/hZ/PlW6ChBTpJdrn88kLSrl3bv/VeOkQGtmz5Tfr1i9eNa4/e633qye/X8PCQ5Mx5/B+2QQaShX1cf71Ip06iHnriLzoLNmxYL++9N0TDy7vVeyuiGy5TZCur3T4rDz00VD7+OFbfy6/qLSXGrSnEgQMH5MMPPzRj2G+44Qb18oYZ8mQKB8TWt29fc8p9pHhjEUNiCJfjxn0sNWtWU4+J4tY7pWDB6ereH5QWLUSaNROJiUnZevBBUaNi/aheWTs12ny6O2dUIy9hDANjcYgc/PZbgowatUzKlZuu9jNa7WiSei9x6n3vV3s4IU2bijRp4i0q9lmPPiqmo2PVqsRfkiwcV69vh0yePFV/V3fJn/8N/f9m6lqupDhGvbSXlUyHyNq1cYmvTxkgKLy90qVLq/f4H4mNjZX169ebQQeQGa1QkXR6U8SQGOlq9KoCBfKqMXC4Q1l54omRMmnSXqNlfPONyNdfp2yhfbC++mq77mIjdce9wfxuFmOu0RzQ4RwiAwcP7pWJE2fK7be31Ht8k3rgd+sG+I5ujpv14T9u9NLFi08t7Ip/27kz8RekEF9/fVAefnij/j9b9P8jLP1D1yBdFTWkrSgvvPC0hpexppE8JYiLi9PQ9Dkzcop5Z+hijz/+uDzzzDPGC6PgNpIQESQGkZCFYYCdJRlqcTjlO7VSyuxebdq0MW0k/H6G5vH3jRs3npO2gCvP+6YkxCE8sH//Phk//mMlMdqGmEhxmYaJnWX16jVqR17oxa1OugIR7Pss+z1KMlasoE9XlKREvSWRTJlEQ1aR4sU3yCWXdFJvv7D5/y+6KJ80bHifmX2H/SXXVvC4GCfEaG3KOegYKFSokEkiUKfGuKCEhAQXToYTOCuwe/fu5ixJbj437fnnn9V//zXxFf8ehw8fMtklrxfTI8oKFSqYWWUYRHKB4fB6dkOmhVKXRLbTHc6a/ti7d4/873//k4oVa+r9za8kVkmefXaAeuKbZPPmE0JlQnz83xdlg2hhGq3JunWnX7yOgRYjRojcf79I+fIil13mdYdQllGnzgn19tdJjx4D1K5uOWljkM7NN99siAdySo7nz+vYYDnVq3DhwmbIJ9NnOTCa33fnnXeaDGWkjNSOCBLjuHnCO3vjmZ8/fvx4M4onNeF1AvQ2ZEn1NZNiH374YQ1VNVZNJvDc2Flbtmxp0t0YGG4+k2SdV5a+iI/fJv36faHe0ftqR/0kVy4Ibbk0bbpfw7ET0ratN8XiXFb79mJ+Xvc9/d2nFj2Zaroyduxx9dL2KFkulYED3zaEg7dvbZoDbhijjr5F/deZwPNAKQd1aGy6X375pamfHDlypFStWtVkKTlbgrKPSIDvSWzv3r26u404WXuDy0wKeZ1uf6mdQoZkCFsfffTRk1Ngqb156623ztoLx3th5yMhAMni6pPu5vdgbLxnxh9HStrbj1i9eou8/HKcFC0ar/c2QTeq/ZI9+yEls+OSJ4+kyqIkgykYetvNwAHG+0ycaHU1wruj6vFtMaVCFMcyJtsSWa5cuaRx48bG+2czPN2mh4jPyV5MKL7rrruMx4+nP2HCBOOFQYgMCo2U7hPfkxijgFu0aGG0Ko7Yop1j7NixIcscsqMxaNGekEQrSaNGjWTu3Lln9KQYk43HhvcF8cXExJhEBJ4caXDc/x9//NGNNU5H/PzzL/Laa/OkWLHZem/nqif0g1xxxTYN5w5J5coit90m5uu5rkqVvN5KNQF55RWvWJZKnWCOFZIDXhdeOi1LlsjYpDmBiZYl7CmY5stmCWFdffXVJpzktZRc4MlR+Iq9DRw40MgwkQBfkxhVybRUkIXhBuPRcMgDOlOoesQgKgoJOcKL/4//94orrjCGwg54OrEUgyGMJO3N+ZbsphwqgavPZ4B4+XlHYumH7dvjZcCAkXLllQ/rfa2rD3wHadXqM/WeE8y8OWbQ2dlz57IgrY8+Epk505sQmxxwItegQYNMqYT1/lmQ02OPPaZe3ERTuJoUJALISF555ZVGUyOsxO6wVciMZyS15Zb0gm9JDLJYsWKFPPHEEyYDw43FCxs1alTIdxhc82nTphl3H08MfaySbrNMJjhdWEntDnoaBYgkBAYMGGASBePGjTNeHIQGgblwMv1AGNev31v6oJdWe8quHlAV9ViG673bYaZWpMYif8Mk4eTeZuyc7hDKeSAtm7xioZndeuutpoiVw6Hx9i2wpYULF5qwEu+/Zs2apmofgR97g8AixdZ8S2KEi16LUTVzQ8lIsvMsWbIkZF5YIKjdYYY62pb9/xFT+f+DeWNodBgULj4eXBWNKxBvCQ2aNWtmdtRI2Rn9il9+iZdevXqqB+bd08qVb9Qw7F0Nz3YkviL9QNQBKXXt2tWI84SVlswIN9FUOSA6cBMlkwm5sVmiGxNi0mkSaZlwX5IYJAEpdOrUyYiXeEM2zk/LA0wZo3LfffcJ5xPijd10003m4F0E+qRYs2aNaYlCk+D1ZIjw3uzx+Jw8TjW1I7L0A6UuVLpffnlRQw5sMB9+ODqsBhgSJhJtoKUSGloiw45oKUKWSCr643HhpUWqVOFLEmMnYTomBJI1a1ZDCnXq1DEjTdKygh7jZoejwRZD4th7BHt2RNqgAgGJoZtBuuhi7KiTJk0y/3bdddcZvYIj8TkyzCF9AEGQbGHiA/ezevXqRrsMp2Z/CAnRn5l5ZBjZDC2RUfJD9rFXr14mIogWfdWXJIa3haZkb2CePHnkhRdeMN5ZWgKDwvARSq17D0m1a9fO7OqB4O8U5OKJEQ7QTQDIMJE2R4DlUN+ffvrJ/LtD2oPQi/opRPOMGTMaMZx6Q6ZPhBvw2AkNKe+pUaOG2cyxPzL0tBqhn/HeIyUDeSb4jsRwk9EGuEnUzXDj0JnYMQOFzbQCxoSx1K5dW8477zzzfhh/wvsJ9Mbw2jiMl+QDGsbQoUNN1f7o0aONNoZ3xs6a1kTscApkAvGMqd9DHqB1Da0ynCvbISm6DEgykb20NshXvDIihS1btqTLs5FW8B2JWUGd4lZ2S4iMEI6yh/QCKW52RFvqgcbFMV1oZhaEuXhtiP94Y+hn9Hqyi2J8hC4Ir25OWfoBEkMgh8TwaJAoEMXDXQgnvETC4L2TrbREhsxCJhwtloxkpE5d8RWJ4YVR39K0aVMj5nOj0KOov6JyPz3x3XffGeIitOV9oasQPgaKwmRNJ0+ebMirTJkyZuGVYXg9e/aMmDYQv2LVqlVGliDjDBHUq1fPaK9J9c1wBNIG75+aQ5JEVtdjsWm2bt3aaLCReEaEr0gM15lqeYr3uDm4/JRVIJqnN/AQcd1vu+028754f/RzskMGuvLoebNnzzaeG9lVyIuQEgN0SF+gR1IhX7BgQaMxQQbcK78I5BAZUQHE2759e6OzWlvkMxFy9uvXz3zOtEyAhRq+IjEaW/HCrBZG4R8CfziUJeAlonE9//zzRhjm/dFeRLYrqc5FeMKOyOv5HiUZgSlxh/QBkgQjbAjvbaaZLODpujDCFWh4RAZkKQknsUUWrXkkwzj7EqkjUnQy35AYhkQoZnUnGmOZAEFDdriAgsQpU6YYD4xwBG2MSmnE4UgWViMFbJJkliEx7IsiZJJIfgReGV0gVPOjt+KJWTKjpoxMOHYZCSU9viEx9KIePXr8LSPJEVThlkKm0JAQkVIL3iczneizZJf3244ebQgksZw5c5qCUgqQ/QpbUzZr1iwzYABtzBIZzxFJJcJL2vf8XFPmCxIj1MLDIWWMoI94jquPS8yNCifYnjVEYbJDGAzeI649qW6H8IUdJkgLGcMDmfkWCQfCEAUQXtK7SymQtUsysBRaM1oKHS29k2PnijQhMTwQhEQuJiEXX1lkffiKpgVRnY6QECvJGlGRzMUnq2dPbAlHYAy0H/E+7c5H4STTNP2Q6YpWUOVOFg/vmY3SjkeKFPAcUdNIcbXt+WVlzpzJnH05duwYDUE36LPqL68sTUgMoqIaes6cOeYEYqaY8mcW9SsYD15KMJcWgkNcJbNiLzpd+fyecK7fQbRHd7DvmSQEoj+1SA7hiUASowODTgxCrUgCtWKMf0LiCGxZypkzu4aXVWXAgLfV+1wq+/eHX5fC6ZAmJEZcToU6IjclCDTWIjYyI4k0NhcULyWYO0vmjtoXWim42Owgr7zyitGewi2UDASeJ7seh6QiEiP00x9J1X44ZFMd/olAEiOkZDZdJJa+4CxQb9mnT2+5557aUqRIIfNsnX9+LilfvpYZ1zN16jjZseOfc8rCEWlCYojviPIU4FF+QOkBf+bBRuNinA6TJ5PODqc4FMNiZhjja3gtRAg5+KH6mMwP3QXMEMNIeP94ZwjIDuEHdKOWLVsaLwxxn5qxSPWccQDi43+RCRM+loceekpJu4HaaENdzdRRqKvORVMZPHiQxMX9EPYSSJqQGHUrFA1CZIw6YVIlPWpkS/BSICnIKmkBHl4Yxa30G0IAEBl1PJBAOHthFpAwyQeyXLaSn/EpTKs422EPDmkPZtEz6px7ha1FMolZbNuWIAMHrpOSJVeoff6o61td3SRXrgr6b6WlTZtHjOwTztFDmpAYoj2h4tatW82MeupXmIlESEnGkSmpSZtsSQbYCmo7IQKPhp/zEwHghXLKDGE0n4FFhghdMNKG0/kdbDgcNEtmEhIjrIp0EuPjPfmk6Of1zr/Mk2e/5Mw5QO3Um1VWoEBuUwlApETvbzgiTUgsKTAWGqEZl0udSrAZ4TRC0xDNaS1cTJq90dD8FopBxrRF0ZxrCw4JqRH5IWk/eJTRAgqn6QiBxLhXVLZHKokR9DA/tFs3j8D08ZKrrxZ58MFN0qTJIClXrqrpWsBeKcWg8p8SjZUrV8hff7H5ho/dpjmJUWLRv39/07hNmIULH2ycNA8+RmQffAR9yizCrbg1OUBIZRoCHhjhM6ExM8WYyU/SwyH9gQ0SNtGcT3sOkyxefPHFiB2NRNK1c2eREiWUBJQFLrpI5LnnTsiSJb/L0qXfy9tv9zcOhK0pw2bLlbtRN99n5LPPZqjdmjPmwgJpSmJ4HdTdUKdCiIh3EuwhRhujytjOz2fRysPkVr9WFtMrSW2bHSmMcEx1OGKyXz9TJIF7gM1RvsMBHLTmMMKGE6giDRxYovunlC7tEZj6CdKqFccfJr5AjsvmzZvMnDImsxQvfupwkuLFS+jz20IGDRqpUdFKjTTSv5E8TUmMjCKn++Ca4llRdhEsnLJjgm2bBEIrSYG0nJ+f2iCsJHlBJb+dLEDCggZ2N4In/UEGDm2WGWJ4H5FMYitXikY5oo6ER2IaIMjnn6NdJ75AwXPJGCm6Tzp0eEavB2dZcGRcFSX5RkqAHXUTnqLEt1UOHUrfdro0IzEuCq55ly5dTL0U00wpWA0Gaqmodicmp4maeVsYmN/1I5IXjOCxlfz0r+FhosX4/bP5HWywzNtCd4XEKAFiVFKkkRjtu+pHmIN8EfJz5/aE/dM1vxAVLVmyTEPNoXL11UPVbqfritW1UAoXXiGNGi2UsWOXyb596Tf9Ns1IjAwlZRYYCb2EZH6CzZMnY0eYad1XdkS0icgoOiScjlODeM4UU/L5CCtdJX/6g0QSUQK6JZsnHRYcsUdRdaQAMZ+P88wzHnkh5qt/IMOGMT498UVBQPg5aNBfuvl6nluGDEd17dG1TNdrUr16e3n33ffVSfnprKUYbBbo3eiP9ENT88kod45f5GxN5KaU9nCmGYnhrvOGb7zxRjNa+u233zYlF4HwWH+JPPjgg3pxPBJDF8ML80Nxa3Jw7NgRJfNY9URrmowrn5GZ/Bw3R3uWQ/oAbZbjzuyhG2iXSBjh2p97LoAbJk4UfaY8AiMr2aGDF14Gya2dBO2j+khKjhyikRHJgC1StOgctd3XdVWTLFnyqWNylbzwwrPm4JsznUmAZ8swBDpZ2CiQjCh+5xng32j1YkRQSqSjNCMxSAhPjKZa3ih1Ukk/LAzM/COIjge8UKFCpiUpUrwUdkKwd+926dOnlz4oJU6SNcTNuJ6kBb8OaQMKq6lBJGtMJ0nJkiXljTfeiKhxzjt24FF5gj5kVLOmaAhNf3LiC5KA0POrr0TathW59FLPC6tY8aiS0A4ZPHie1Kv3vFx4YeAY7MvN2ZeURuGgBJNImBTC1Ayy9PwMB+TQhcNCIyZKwxumtpKa0uTILGlGYngZHFv2lV4V2BoxOzArx5slvKRiGq2IlC4FohiWH8sqLPiIzJ1DONWN3mSAdu8+bOZUtWjRXHLmvMDcTEai0KLkxvWkD9j56Q7hZHZIjHl1kXY/ILEhQ0SuvZaiVpGWLekXTfxmEiDyb97sJQB4LQSmAZT07Mm1OqGb7U6ZOXOSbr4xpu6RWjLsmMwuwxo49yJYKE42npPKmLcHaZGxZwgE4SU90kReTKuhvAOPjJKssyHNSIzsHKRFWEncTF1OIMvilREX23G6DKWjz5CH3a+jm3GqdOORV18VKV/e2wHZ1ZizR7vHmDHvK1FX0fDFmwLLEWEkO/z6ef0MPAeGbNoWNyY8IHlEUuYY3UsdHClb1iMmyiqWLk38ZhJw1Ob06aLhtUdg+jhKu3YicXGJL5BjcvDgb2rLC02yjufWEhl1dnTjvPfee387KAfwPPNck9wi+mBCDQ4Oi2tNJMY9oAmfgvikklMwpBmJnQ3EyqS07ZwjPBNmcuFS+hWcn/vii6KhiWcIrKZN2Y3wTI/LunU/SMeOHdQN92byU2CJQSQ9eNch9LAPEIfQUAKD/dHjG6ybxK+gJJP6sJtu8oR9jfzMhhoMBD/qTMn114uSk5cAIKsZrKSRkJu2JEJJPFhsmQwvYSGVBoFEBIkxKYSpNLweDTwQVDCQ9MOjIwmYnFansCAxPDRG8dgaHZican5CTz9qRLxldEndyE9WRLOT1a0rMnq0ZyDgr7/2ytSpU6RevfrqiZ2nHllG3cGqqaH9LyxPnY5k8CDSSUL5D3osX/HM/LyJJgUkplwj5colj8Q0ujYkpnwiMTEipztugOiKdkBaCAkH8WQhMmQhNPBAolq8eLHxxNDC6I7AEwt8xskSs3kQbsIHzCE8G9KdxAgrYV/S2WQqMCCyl0x68OMhBuxUGEbHjqcqoskENWlCzyhHu6H/ea89fvyEemVMrX1fyc4Lo3PlutAIn99+uzisJwdEEpA62PHpDbSDAjncePjw4UbwjxScC4ndcIOoYyFy//0iCxYkfjMRyB6QfGxsrCmDQsMOPJAEb4okXuDB1pbE8NgaNWpkBjQGauMkANk8yFjSW+0LEkO44yLcr1eJ1DYfHm2IDxfuc4ySAs7Rt22Mw2ZzMJZ69USS1vVSMcK/vfQSHtomKVy4j77+Ol2ZNZS5Wr2Ct1wlfxoBEmMjZUyUPU2LsJLzQJNqOn5GSklMOdzoZ2QyiSIsiR0+/IeRPHhuX3/9dSPkU0lgyQs922pelK0EhuRWEyNcp6UJUgsEpS6UYFA/CQ8kp3c13UkMbwsBlbIKLgB6BDPDOIzWb4Bznn5alIxP1eGggc2YgcvtvYZkCwkv6nX03hsDyZr1hOTNu0ry539Rf66gGtj5Sur3GSMJ3KUcQgNLYpzYTr0SdlixYsWIa9BPSmLq8J+RxEaM8EgsWzbR0E7k008Py9at8TJ/fqzxWnE8AsmLrC6ZSsJAvk8nChtxYERhSQxNDMmItibCSSIybN3O36MYHBJMTp1eupPYAqV33Ep0MEJJTi1G0Mew/AQSimgG9KHp/ZR8+bxM5KJFntcFyDgPHSq6A4lUqOAVD/JaSK9q1QPqsQ1X4vMeoiJFLjVjuHm4XEtSaIGtUUVOUsUetVepUiVTSZ7S6vFwRjASS+IInYTNZPJawslq1Q5It27fqJf0msTE1DNhtz0+kcXzS/iHF4W+TXhOxjGp7eJ5tWzZ0tThIfxzaj4nSlGpz2n5nOiPrHSDxrE4N8nxhNOVxCirIA1rdz8uBCxNLYmfAIEx2gQdzGYiyeZMmZL4AgXf143elFrwfRbemj4zRjQdMeKwjBr1hRkSmS3b+eZ60DOKPpCcWhmHcwdeAAe7kB0nQ8y1R9+hTimSEiyQGIkliEn5R1q08EqAgoGNl9eSyVQHS5/RtXLLLZ3l6qtLSubMHnGx6DGly4HhpYybInQ8k5bLs01WEk+LwZP0DjPZmXIKnBm0MEiM1jzILTmRSLqRGLufTbcSQ3NBYHf61/wmaDNoVrlGSpXybjizmQJrangO+vUTvUFeuhr3HLLT58SEn3Pm0DPqpfn79Ompu5DXII57jt4Qp7/IeWOhAwI1ngDz6myJD3VOjH4K9fRdnoO0ureBJIYNonPNmvXPliPe0/r1u6Vnz01y7bUH9XokSKZMH6nt1jCZx4wZvUGJTFqm75cMIwmQ5GjYXOcOHTqY7CS1YLR38XtI5qFHsnEzR5DKhORu3ulGYrxBetPwwggj+UBM1WRH9BOwPwYdUNmM2006+oEHRGJjSRd738cLw3XXZ0ONwDMeRNOZMzl1+pRepo+TLFnyvbRp84QUKOC56mgMkdb+Em6AxNgo2P3t2aaEOiSXQrWh2sweLXWEXoxcxyMMJdhsCSfxrrBFogA2UXQx+zF/+y3BkFKXLl01pH5C8uQZqa8dr6uZrqKmtYhoAaJh3hjPa0qkHz4zBd1Mc+ncubOZFMLCCyZJQF0ZnTsp2TzShcQ8pl9vZmthMCxS2hQb+q3FCJIig6wesZnPhLfVt++pqQDY5fz5HrGx+xUqJEpKnucVCF5HEmfChMNKYtPVG7tbd7vsZserXLmSCW1cyUVoAKFQ59S+fXsjaWCPFFqi1/K91Ab3kVCJgQj0CNKiQ18xD3govTJsjvY3yiXYcCEyJlP06YOHtFuJfJEMGTJYHnqouZKVF1ZnyHCr5MjRQsPGO5XY6yjZvKQ2Ou6cC7K5nhAUpM2zjgdHEo8EyrlWI6QLiaEzTJ482bQXWBLDCyO89FtxqyWxNm08MV8jYhNaWj2YZwAS03DfCPkUv9KEm3RgBa//5BORO+6gwHC31Kr1gXphN5hrkzdvLuOCM44oJbueQ/KAzVGQibRhy3zQasiUhYLEqGDH62CyL142elLXrl2N/YdS/8RW2SjVV5CKFT3po3DhExolbJE33xynNtxMN+GiSuSevMPKk+dSqVGjvnpLXc3oHDwvClLDCelCYmTciKURUYmxEfLIavhxciuGgfZFJhISY2eDxKxDyTNAfU3jxl6oiW4GiSVNelGeoXat4YznrTVpslJuv72Z5MyZTTJl8kYSUXMTSSn/cAEkRtaMImOkDR5etEhIJemmwfXHi6I0AG8kWAjIz3CiFySIN8fr7OaMp8W5EpQn0AhNaEXyhnCKbGhaFHjTBdS37zG5+ead+ux9q85EXyW1/0j+/J4XyqLUqVq1qhpit9OwcZhuoHFy4ED6DT48E9KcxNjZGH6GcIrBIOqTleDf/JiFS0piTAhgUsDpSAxBf8CAf5IY5TDduokUKSJy5ZUkBvbo6idly15lskEIzlQ/4zE4kT91AcHYrJl9iBs0aGBOybYgS4Z+RTadVhoiB+rKEKADM5iUZEBStOBQSkC2ne4TyIzwiXvHxAbCVXoEITvqqdjEKTdIToX6uQJyTUjYo6HjMhk4cKp6WIPVrlpLrlwc7uyRN6PgEdsbNLjP1MmtW7dW9u8P7wxtmpIYN5AMHIVwpGa5aAxGw7VmbIcfH87UIjEkBkhML4sJOV9++aga9Xx9EB6U7NmzmJ2Rfj7OJYikfr5wABsrJMaZk5bE7rvvPuNxWUA2nPtABp0kFNoZEQQFmRwwYj0ytC2Ii9O8qFovV66c+TMjpsh28n+RoWvWrJkhQ5IHjACi7Y5wLVTRiC0jGTLkHYmJaWAq5gsUKCEMNLSfmdqtxx9vYzx+3qNfzndNUxLjBrIj0W7AUDTGzzA3aObMmb5rMbJIKYmdLpzEE6OODE9MeV169EBr26274TB9GLzJAFwzWjGox6GQ0CF1gCeG98QhsfaBpjnZZsoR4rFb/o1i2Ntvv92EmxAa7TH0DdrCzp49e5qNGeLq0qWLaWWCyOyEEoo3IQc8OgZ+UtBMVpTCTogjtZM31GKStCB5AGnSTmU/I6tgwTz6Xm9UAm9mGuAJoUOhA4YSaUpiuNPcPC4kWTfm53fs2DFZ/VHhiuSQWKCwT6g4cCDG5X3fIpDEWOhjdF6tX79Cjb2dKQzE6JjyQVi5YsUKX3qu4QiIg7AQkrIPN+Ei3hcgm4a+hfhOWQAV6YSEZDMhNe4HUgj3g+9DYhRw4lWReSNMpT0HHZjfiVdEOw29mRAbwxcpa0it7gDeB43UhL9MWeV90gljPxsyDsWmZL0ff7y1DBs2zDRp8zn9aFNpRmKwO6NpqczlhGUEfWZqM4fIz1XRySExtU9DYqS1aQzXaPpkK5JFUhLDEyNqPHLkkD4wn5kKcmuEDKBjZ02Ou88D6ry2M4NrhC4VSGJEC3aqK54apQB4Snhn1OwRQkJe1JNxPoKtLKdljiQM34P48GzoBcQzY8SMLSFCn0JagTxoeeJepkbmmYiGRALeOp4ek2ptF4JdyBLUefHsEUZDtH7eENOMxNhlqMbnBtuLiXaAYfjNfQ3E2UgMqYSDmijBoNAVIqN3Um37b0SWlMTQxxIdAX3IvFPT6ScjBEeT4YHDAIMZH7sw5Rj0oqFvUEDICGCKKkNdge5HBPPE8J6CaY94UWhleFo0MeOxcW0t+DMERuLqjjvuMOE/pUSQIt5WsGxmaoCwkWeJY+dIONDHSKhrPw9jcbAfmrMJXSnujZS+0DQjMapwSSMjhnJRaR7l4Fibek4tQIjcUAyQxQOdGjvc6ZCUxCixoMk7cAwVch8hJCctc9YfuhjhYuAI8kASQ9znzzbbfuzYEbOrQ/p4sVw/EiOEIUnH9RDWkLbn2DvEY4yWxcOGeIwHgVcRymviNwQjMa51ME8XEkKMJ3sJSVC9Ts0jdsw1xfMifGNeFhIAi1COTCXeXmpPJeG9U5ZBUgBtDc+QcNaOiiYhhM1QWI4nCJES5oaKTNMDaUJi3DjStbjUnOkHgbFLBe5gqQFuKDsMlf8UEuIyM9gObSC1ydICLqB16PHHPRJjEuZ7753yxCy++cY79ip/fk/g1whDd/TEbyroKnrtNY/AaAfhQAbqefbvT5AFC+aZjC4Gak+JYRFiUvVtQQ0TDxQPGGlyxslgvPwc/WlokHgGeGc2rHEITmIUvp6uqJONg/Mg2CTI8lHvRWLAHjbCiUlcZ0R+Mu8cFI0EwKaDFpZaGwjkxXPF/0+ygftLv639DJTlUL7EYRwQKEW2oXoO0hMhJzHCHW46Fed2d2CXSu3j+zEMyjSI83HnKSYkZY4xQmShGm7HhsYIHrVnMxkAL4sSiqQ1qfydSZlU9OONaVQtEybYyn2ukUdiENhFFx1Sw/xF3n//CyXkt/V3NzENsraanMXuas8hAOysNvOL8fI9smZcD4opyUwhQqOPIDCjw/hZB0lNBCMxRsLgxQM0RXQmNl1qxywRUJxK0zLNzHg5eMuEmfRf4hVZYI9sPmQ/uUf/Rj7hvWDnJBcIGwO1UhalH3h+bFzcf45GjHQJIeQkRnhDISspaXuhaelA5LcuLQ8TrjtZSjwptBt2waQ7FjeQ3YfQ1L4u0NAwMnYdDAqjpKoaY0LgDFUGlI9ACYVGa8IcfSruOWFZOcKEmhZ8FF6nm7Iwgoew8amnEP2Pa9i7X5Ys2abvc4+SzDElq53qSY2UEiVqaQh6sXpuOUxYwLUjs0TTPNeTz4WRcp24XjTVMlyShRfAZ+bfubboJTTcU9eER4B3mloegd8RjMQgff4dsAHivVIOhGcDWXFdSa5AYHb2FXbOJgKJ0UoEWRGFsJESgfCzhHPnElLyM9g+P48sQ9kG/491DEiUUefVsGFD47WTPeX10ZDUCTmJkeEhI2mLW5nKQFmFbZ+ByHgNYREhIOHP008/bWrHAgv/uIlUq1N3QyEiOg8PMTsSoZHVgvg+rj5ZGnYgbjgeGQ9xKABRIcB37uwNmoOg6EujFkw59m/AGVQnSC6+2BvJQ+Er9WPduq3Rz/yxGuZEJcIdep3idXXUld1cMxYpekKGxvoDfCY8LEIYMktcQxrqefDwwrg+aDNJwQ6OnsMGwoPpPDEPdgOEAOz15lpasmETIEzEdtlMEP3ZCAjb8bAQ8bE9Nleq8LkHbNSI7CwyhJAYzwF2mBI9Cq+PiAVSos8SomXmln2fLOrVmjRpYjYuNE/KOPycLEspQkpiXEhicbI49oKjFaDb2F0ON51DMyElwh3EUkInDIUKZ8iI30NGiMJAyjJIDuCNsBuRvibrycOMgRBe0eZhs3KIrJBmsIM8UwtwAXOZlGNMLRgZSH0edNdMfIHiyJHDSsoJGmrGS4UKm9Sot+j12KU76Gr1voYoAVJo+ayuNbq2KBl2k/z5y+u1uEJq1rzdEDYHCeMxUCOGvmEfBq4PmUoIjvofQppIOn4/1GCzg4QCowU21COJJAaZsWFQdY/tQRrMvSJkx/thU8H+sGlsjo2YE615PfbJhBay8kysSK6sgd1zD8kw4+WRmOH/su8PaQFShUDZuCE5yCsSNa+zIaQkxoOG9oXgyIWnT5LBc3gN1gtg58B48NS40czXZ1IkJAX54I3hunMjSVXjjVAgCFnhYWFQ3GAIDGPk97EbIqbi/kNieGtkLEMJRHjdnE2JBZpX1arebH3w55+/yeLF36r3NErD265qeB2UrLvoNXlHVw9dd+qif62drrW6dujn/1C9gV5q+EM1ZPzU7PJkW/EaIK1ALwrD5VR1PDBIDMIL9GIdzgxsg7oqNlhLEs+oDR0KCMWoZYTIEOob6HXGtggTKX2hIt6G5kQVeF8QG15T/fr1jQ0SHUBKyfHCsGNICc+K34GGTE9jIIGhhdlssy2diVbPOqQkhovOTSAbSaU5JISHFNjojQdBTxo3GqEUrYZdkNejL1BYSEkAmUbbq8YDjeGhf+G9sSuifwEbmjJoDc8N40yLXkPsh0GIugGrkXHAwgF56aXFMnToe9K9+4uGaKtUqawkV0x3ULQMDli4QT2usnp9ikuZMpWlUqU3pXTpLfp5Dmp4ulaJab3JToqcWbviwSBExBND8CedH8wT4yFE5Mfr4Jq4cNKDHQ2FGG6J4smn2svuhH/WUWGP03V3wuNCGwtmW/w+EgDYOt4zG0xyNlE2HnQ1tEtCW/Q26gLte0IDI6tPkgxSRPN0umaISIyHg50B78nG73haiOyEhYEXHlcdTYvZ3LjkfB8PC8LCE8P9xigom8BFR4fAOBC0IT4IjPDJ9rkBHmp+L15LSvSHc8Xx40f1/R+QYcP2SsWKx8ycpkKFNuoO+rJ+ZdyQZ4SM9eWQ3AsvvEDy5csjpUqVVK+smoYczZWQe8uIEV+pAe8zdWYkBpIra3C9CSUgerQzUvwMUbRJD4BXjM5DdpKvbATuAfCAp097zp1KEB5hZJQHW7SUb39aI7t+PygJe/fJ4SRhWnI2AK7v2ewPLxobx+6xce+MhWyJ7wN7Od94YZTIYOfTpk1z5TFJEBISQxtAhEfXstkT6mToFTvTDaDKnHCStDXuOh4VRsAiXIQE0QXIBlFzRlEf3ge7V+ADmxbAQPEod+7crgS6XD/bFPU6P5aCBTcoWR3Xz71QvzY4aYwsdlL6Rhs2vE8/5xMaEvdV722axMUtk19/3azX5nclo2O6u3ueXUoAYeMdEJJDZHis6Gf8OwRHmQnXFWGalH9gSB/twCapt6qm5M99ypg5i9wT00yGTYmV6YuWS+y338uPGzZJQiq2xyEJkDDgOWGzJ3OJNBLoeUFeeF5kOu0o6LS2cz8gJCTGzcEobA0LLQ+EhmTMziQ80kdGpTRERXaH34EbzsOGMI/OAHGxeA2nDZOVIWzlYQ01IGc+GyEr4QLhb7duXZWQ2kitWnXUu0LbGqxrga6eapBVpESJKzSMrmjaQNCqaIBnXAs6yp49qbujoo2QNUNIxgNGI+OaUfNE2QUkyk7P5oD34eCBkBDR/bYqVYy9ZsmaVWrf/6B0H/6RvDXxMxkwfqZ89PlXMndpnKzZFK9kduBfefh4XgxhpPEaew9MfLG4d2i/2As2htdsE2GAzROJhffN72JBxHyllYjvR5OXHRISI1ZHdKTojrqma6651gyJCzwJGEBOGAPExkWHsNC28BQqVapkwh50B0IhQkh2K8gNcRVtB0+PJADJAry4UID3RqaI90ChIt4OYi67I4ZGssLWcGXIkFOJq5mGi72kaNFW6k3GSOfOnZSMR5vwF+LC2NiFQ2Fk/F6uA9lZslaE8CRVCCHticpcRx4A54WdAnaJp0rmm/t4od7TmEdayTsTZsiwT+dK34+mSb+PpsqAcTPkf7Hz5esf18iWnbtTtHFi52yA2AARCQTFZmMjFRblGujGFKmSHKAgGSkl8F5hi5YAqYfkK/VqlIDwe9H2qKFEzokWpDqJcWM5udrW0GTTVadBQ5nx2ex/eGHcWDwsCvgIF3mwuWGUTEBWhEaI92RgIDS8CXQwRGxqZ9AQ6MinvYab/m92x2Dg/yAkg7goIGR8Me/JtvDYUcZ2FS58idSr11pJdZgMHDhGpk+fYcohdu/2jrOCZEINrjHJEciKhAk9lCQ5EIvpr0uLJIffgGdNmQ+hPvf00ksukZc7vyILv4+TOctWyOCJs6Tn6InSY+R4JbSp8sGML+TTRd/Lqp/jlSzOPo0YLwrNC6Ik6cL/Y+sm7cKOITZsjWcB8goGNkGmZvAskMG3HQP2OSAhwP+DvhwtSHUSw2OhcpyLy825uFAh6dLjNVm36Z9HjvHAUf5APQ0ZSWrKrGvPrshORQ0M4Q9lGNTFUDBodyimnOJloAFR/PlvSYwQC90BUkWDgATojyMsxqskYxpoeEyTgNAgNrKwr77aRWbMmKTEjHbBaJXQJxWCgY2AzQTPls/EtUJLSbqJOHhAM0SXQmu1HRGDBvQ3BdlbdiXI3GU/yicaTg6bGitvfTxNeo2ZZELM8V9+I0tWrpVdexLkWJINCj97285d8t2SJTJcvSQbXQRqXnnz5jW1juiXeFVseIFhYzBAYhAuv4v3CyFCYNY20Z4Zc01oGS1IVRIjIwgBUOBnj76qogQQGztbjgYhGEgH3YubARFBZtR/QRxUPSPuUyKB50X4xo6DtsTPEJ5R2c+UAER+igJTGiLxejwkdARCYNs1QMYTwkRYRc/D8HD7CRv5O0aOERHO4g1SusBujuH8+ecB/b2OLPwECq7REhknDYmxAQ9VoqDY9Rgyh24Am+K3yILvf5Kxs78yYeWb/5sib30yXYZNmy3zlsbpvacUxrO/33/fLz+sXivvvD9cPaP7pXixYkZ2CGzOJvuOTowtM1efzSY5EgP2CtnhVRM6ktRiM4fMqBGkRpLvp3ZUEs5IVRJDa6E1ggkK3KjS15aRnr16nzaEgUQQ+yEOdhOyM2gCVEJDEnhhiNV4EojheGHoUJQQUNPDV4RqGmGTe7gsNxfhk/dEZgivz46t4feRLLCGZheEBlHSVUD2lF0TI0KbSKrzOfgPbGDYGp0i9CBifx9oSBZIBMeOHJY9e/fJig2bZcbCZTJ0Sqz0/HCi9FSv7KPPv5af1m+WHbt2y6pVK2WMRgWt27aTchUqSrZsp7x3aviwI2wNG2LzS+lML4jOlg/hWVNbhi7GwSM0mCPlnM2bizSkGolxw8nYkRHjhuG5NIhpKtO/+Ep27dsvR06jByFAInbigeFWI0iTceQm8/tsYSzhEFXMeGSEmrjN1JMhahICcmNPBxtaETYgzqMXEfLi4qMjBE6HsMZGES07M54fUx/IKtLPSabIZfYiC2iIdIGw+WK3yBiI5MHC70OHj0j8zgRZuGKtjPtyoQyZ/Jm8q4T24bTP5IPRY+Tlji+ZZFNgrReyA5s0I3Owa5JVqVUqgWbLxBZIjA2ZcDPakGokhpDIjkBoyI0revnl8th/O8joWfNk4cp18sv2HXL4NDsExkLHPaUSFB0SGgbrwIc8EEgp5CT1bGcknc4Nh9gIFSAuPCcEUUJAUtp4V2gSgdkhFobMjoZ3B0HSv4nQSqgI4UaTmx4tYBOksNoOE8RbOh2JgeMaNe7bf0CWr1oro6Z8Kq/0HyqPtH9WKt1eTS4pVFDOD9gUKQUiIYQtkXnHXlPLUyJCIVNOBIPNIruEIusd7kg1EsNrQnyHGC7MlVtq3nOvdHijv/T9ZIYMnzXXFAyuj/9V/jp0+rQ02Ts8r7MJ0NadDqaBoRlQyMluB9kRJkBc6GuIqIE9aCx0LkiNbCqeGdlQ2nLQKdjVoilVHa2gJIFuB5JEeOV4+mySp7VDtbuN69fJhPHj5cXOXeSu+g3lshKnmrNZ1HoRNqK1sdmyyad2dppnDtu2fcaRMm46pUgVEmNnoUcMAuMGFilaTP7bsYsMmzhTBk/6zAiggyd+KtO//k7W//LraT2ycwE7D1kkegW5qYjznEpDqEloimcV6NpjpLxPGy7iilPDhheI18bvijZNIdqBB0PpDkkibIUqeTz3pF4NGxo2gqxAHSSbNvoZvcHYFiVFJKSwK4qM0XvRiUPhHSGP4N0RuqITkyCIVvxrEiO8ItwiU2iLPq+59hoZNnykLFu1TmZ+s8zU2bw+eqIMUUKb8fUS2RC/9YwaVnKBN2b1NDKb3EyMihocPK7AbBApaP6dcgkMFv2ATCq7MOJ80tDVIXoAiZGwoSAYIqJGkaxfIPDKKQfCdtBRsSUyjpnV5jOqfVFbxggePHmSUGyqZ4sozhU8c4TAvGeiC2wfySRa8a9JjPANL4ysIpkddqUGDerLfPVs9h/8Q37ettMQ2cAJn0qfsVNkkH6duXCpbNiy1YikyYUth6CUgVCRujBGldC2wY1MWnhqSYtQ0Y7koZKdMAFdzXlbDgC7YpIKrVl46BATnSHostgb2T9ICe8ez4syBmtjEB5hI50QeGYQX1oUE7Ph8n8xbBFtl+w6tZPRin9FYhgAOw6VxlZrwhPq1auX/Jw4hPDw0WOycesO+XTRMhk6OVbeVCJ7Rz2z6QuXyOZtuNrBa7twwdnJEC8ps2CcCR38CJloDdTyBGYV8QKp5yKziDtP5TI3Fy8N998WyKJLBNPSHKIT2AKCOzVbEBibMCRG5TxERnsbpTXUB1pbw+6wPzLxjHvCvhDs0yrpQyhJuEtUga2T8YzmTox/RWKkibmBxOX2BrNb0SZ0MCCFfEjJaONWzyPDE6OFA0Kbv3yl7N73zzlL7IDU7mBcFPThcaFd4e2RibHam114YaTFcasROMlC8r7oIyRUdJ3/DmcCoRjz3iAxFloqHj42h13hcVlbw/bozkBHxRsiAZTW9oU2h95G0goPkcjEliJFI/4ViVFgitdli1u5wXg/eE5JvR1Cx9WbtphWjTfHTpX+4zWs/C5ONu/eK/v++Et+VbLBIKjDYpfh5pCaZheEuKwR2YV+Qe0NBgd5QVxkgSA/iCuab6pDyoDdMNKJLhO8LJI+lFsEShT0ypK1JOpgk0bWSC8dlQiFhAH1bUQYJKOiufTnnEnMuuGkeCnmQw9DWLeHdATDvgMHZfGq9TJq1jyTrfzo8/kye9ESmTr7C+k/+B0zjaLtE0+Yanz0LHZA2/KDIdmQkX5FdkqyMxggIicp7NOVXTg4nA7YC2EjonxgbywExsL2CB0pskbYJzt5OvtOK/CekVsgLr5Gu82fM4nB/ugFdNOTBSQ9TfsQ2cIzYfvvf8iXy1fJoDHj5KkXOkqDxjFS/c7act0NZc1ul18JMXAHxLDw9Ggvoi8Mj4v6L8opIC5HWg7/BtgPwj3Jn0C7I6ykDY1R0AwDIEJIb/JyCI5zIjHEcUoTyPhxs7npVOqT+UtacMdOgWawJf4XWbz4O/lkyjTpPXCIPNzqcSkRcHoLCyPCpacZnMMRyPowkpf5YdR/UcTq4JCagMTogaUvl95JNlIGDdjmbFrVHMIb50RiDHejPYh+LUtACPpWC2NBZhgAnhmtO71795IHHmgs15YpI5eYCRF5T9aVsXLnzmVEVERTqqc5JYlmVnQy4n+I0HldDqEAmUV0WMok6JPF9siGux5Zf+CcSAzxHIGTXcu27ZBBRFBnUXfDYEPEeXY0XHV0rMCSCBYhKC47xMXvoxyCETu47hhWahTEOjicDYFCubW9UFTZO4QGKSYxQkl6C5m5BREhtOOFoVUxHYI6LrQxqp4R5wNJC+2MrCLzlah6pleRQlnEeWs8oapydnBwiEykmMQobsXrIgUNMeFdMfsLb4p6MXQFDqQIrK1h0ZNGcR5CKfPAqbFBV0Ocp3o+mlPEDg4O544UkxglFBSdWkGfRZWzbYK1C4EeQkOcp6WDUc+EmHhcVBw7OIQShINk0Bl8id0xd54JqEgWLMZRo32R6abWykkX/kWKSYwq4UBBnowiISVtGbT8QFxMAaBQFY8NcR69gTDU6QwOaQXsjQ2TtiBGN2OXtMTZRdkO9V/M4SJJRUuagz+RYhJD+yJctCRGdTPhJH1kdnQzxEWoSEW/q5x3SA/gWdGaw7Rgag0p2+EEeeyUvlqSTei22CyZSUdi/kWKSYzxNRyfBnFhFIzgYXQzxMXht3hdDg7pDUiMMgmSTkQJyBo2icRI5y+//NIs+iYp43GjmPyLFJMY3fIYAYWtuOFoDojzGI0LFx3CBYEkxvgcznvEVu0RdvarnSTsahD9ixSTGERF+wXFrBiCK4lwCEdAYpwmxFgde/o5gj7jnJhwYo87o+bRZcb9DUNikBFja3Cvqa7nNG28LBZ/pi7sbCcKOTiEEyyJcQYqnhiF2RxyTKM3mhi9uOhj0XbQbCTCkBgiPNX1HIPGoZ4sJlbaRTYH7Yuma+d2O/gB1B5CYoxpgsSYfU+Bda1atcyUFIq1+TOHHzsd198wJEYWB83AzqRnWiRjdZifBIHhjtMUS6Eq88gdHMIdkBiaGEXYZNMhLs4apWaMYQJMpuDPbOBO1Pc3DIkxc55UM3PB8Mbo3rcZHP7MYbbM8mZSBTO8HBzCHVbYJ3zkVHda3ILNoUfjRRNzEYZ/cZLE6HdkMmv9+vXN9Al2MnYohM9OnTqZYkFIjBliDg7hDktijJgmkuDr1KlTTTkF01bQeFesWGEWBzU7vde/+JsnhtuNVoCrjZiPyA9pMXIHAmNMydmGHjo4hAMgJWbPsykjkaCL0bvL3xH269ataxY1j7TSMV7KwZ84SWJMTUX85GajHxBCcio2x0LRzM1x7BAa/WgODuEOSn+wawZ3Mk2F7GSwxRkNlF5wrqSDP3GSxJghDokRUjKNgt0KPYE/c7P5HifCoJM5OIQ70LoowsZehwwZYkZEcbBt7969Ty7OIR02bJgJOzlByMGfOEli7FiEk+XLlzfd/mRwyN4QWnKCEU209Emij7k+Mwc/AMEeXZepwLZC367Ayn2q9l23iX8RVNjnRBduLJX57FBz5841wig9aBxcixDq4ODgEA74m7BPiQUawZw5c0xWkoM5qOTHG+PfEUibN2/uKpwdHBzCBobEKHZ97LHHzJRWvC2EfciKxbwlsjrU2jB/CW3B9Us6ODiECwyJcWQVmhgtRkxkRRtj/hIL8iJjyRFqDJijrsbBwcEhXGBIbPv27WZO2MiRI83QQ7I2vXr1OrnI6owePdqcBuO8MAcHh3CCITEHBz+BFiGyia5VyAE4EnPwHSidoCLfzQFzAI7EHHwHJA3qvzgMxMHBkZiD7+A8MYdAOBJz8B2cJuYQCEdiDg4OvoYjMQcHB1/DkZiDg4Ov4UjMwcHB13Ak5uDg4Gs4EnNwcPA1HIk5ODj4Go7EHBwcfA1HYg4ODr6GIzEHBwcfQ+T/AabeSCvh2yjwAAAAAElFTkSuQmCC)
These triangles are congruent. If
is 48°, then the measure of
is
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
These two triangles are congruent. If
is 40°, then the measure of
is
![](data:image/png;base64,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)
These two triangles are congruent. If
is 40°, then the measure of
is
![](data:image/png;base64,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)
MathematicsGrade9
Mathematics
Shapes that have the same shape and the same size are ________.
Shapes that have the same shape and the same size are ________.
MathematicsGrade9
Mathematics
Congruent angles have the same number of ______
Congruent angles have the same number of ______
MathematicsGrade9
Mathematics
Congruent sides have the same number of ______
Slash marks are used to denote congruent sides whereas arcs are used to denote congruent angles.
Congruent sides have the same number of ______
MathematicsGrade9
Slash marks are used to denote congruent sides whereas arcs are used to denote congruent angles.
Mathematics
The value of x is
![](data:image/png;base64,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)
You can also find the value of y by this method.
The value of x is
![](data:image/png;base64,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)
MathematicsGrade9
You can also find the value of y by this method.
Mathematics
The symbol of congruence is ________.
Congruent triangles are triangles having corresponding sides and angles to be equal. Congruence is denoted by the symbol .
The symbol of congruence is ________.
MathematicsGrade9
Congruent triangles are triangles having corresponding sides and angles to be equal. Congruence is denoted by the symbol .