مرجع تخصصی ریاضی کشور این وبسایت جهت بهبود آموزش درس شیرین ریاضی ساخته شده است. لطفاً نظرات خود را با در میان بگذارید. http://mathhm.ir 2018-02-24T02:44:15+01:00 text/html 2016-05-07T02:11:29+01:00 mathhm.ir Mahdi IF (Meti ) نمونه سوالات تیزهوشان ریاضی برای پایه نهم + دانلود http://mathhm.ir/post/148 <div align="center"><font face="Mihan-IransansBold" size="2"><font color="#330033">این مجموعه شامل نمونه سوالات ریاضی تیزهوشان برای پایه نهم میباشدکه در یک فایل PDF گنجانده شده است .</font><br>------------------------------------------------------<br><font color="#000066">رمز فایل : mathhm.ir</font><br>------------------------------------------------------<br><font color="#333300">دانلود فایل در ادامه مطلب....</font><br></font></div> text/html 2016-05-06T23:51:24+01:00 mathhm.ir Mahdi IF (Meti ) سوالات ریاضی سمپاد مرحله دوم ( پایه نهم ) + دانلود http://mathhm.ir/post/147 <div align="center"><font face="Mihan-IransansBold" size="2"><font color="#000099">&nbsp;سوالات ریاضیُ آزمون پیشرفت تحصیلی مرحله دوم پایه نهم تاریخ 1395/2/6 میباشد که آن را به صورت فایلی pdf برای شما عزیزان آماده کرده ایم.</font><br>______________________________________<br><font color="#663366">رمز فایل : mathhm.ir</font><br>______________________________________<br></font><font face="Mihan-IransansBold" color="#990000" size="2">برای دانلود به ادامه مطلب مراجعه کنید ....<br><br></font></div> text/html 2016-01-28T02:30:21+01:00 mathhm.ir Mahdi IF (Meti ) جزوه کامل اتحاد های پرکاربرد به همراه مثال های حل شده و توضیح کلامی هر اتحاد(به همراه دانلود) http://mathhm.ir/post/146 <div align="center"><font color="#663366" size="3" face="Mihan-IransansBold">اینم یه مطلب ویژه مخصوص پایه نهمی ها که واقعا بدردتون میخوره</font><font size="3"><br><font color="#330099" face="Mihan-IransansBold">جزوه کامل اتحاد های پر کاربرد به همراه مثال های حل شده و توضیح کلامی</font><br><font color="#CC0000" face="Mihan-IransansBold">دانلود در ادامه مطلب...</font><br><font color="#000099" face="Mihan-IransansBold">رمز فایل: mathhm.ir</font><br></font><br></div><font face="Mihan-IransansBold"> </font> text/html 2015-12-27T12:28:07+01:00 mathhm.ir امیرحسین میرزازاده ازمون علمی امادگی تیزهوشان ششم ( بخش ریاضی ) ( بخش 2 ) http://mathhm.ir/post/133 <div style="text-align: center; font-family: Mihan-Koodak; color: rgb(102, 102, 0);"><font size="6">برای دانلود بهترین نمونه سوالات ازمون علمی تیزهوشان <br><br>به ادامه مطلب سری بزنید ....<br></font><img 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" alt=""><br></div> text/html 2015-12-20T11:04:56+01:00 mathhm.ir امیرحسین میرزازاده ازمون علمی امادگی تیزهوشان ششم ( بخش ریاضی ) http://mathhm.ir/post/132 <div style="text-align: center;"><br><br><font style="font-family: Mihan-Koodak; color: rgb(102, 51, 255);" size="6">برای دانلود به ادامه مطلب برید .....</font><font style="color: rgb(102, 51, 255);" size="6"><br style="font-family: Mihan-Koodak;"></font><br><br><img 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MPGQVY4LIqJBCwBjgaOhdAEDtX1yM1UNJOdThe68AQXYtUGYhxYVHGdxqixNO+2/42WKbrOOhNCjWpXrNto4tlYv10l5BPZw7Z7gnr2734/U6Zqe5hIwEmAYs3xEJoAzs94X+PCe+1SN2eC/RvmBFWVIdo1dKPMu3rI07BJC2Wdx8l81XW99fb6qLCgP1W3CvR6LdN5iFNoUD4vRJz9BF0/fvlR+ximTCTgJMAwCMdD2gSmLlglvf45WH6ZtyLpBpS0K9ICWqgn//Ffj5bWeqPAppUT7h8sw/SAJPeSuAYa1/5I8+23e/0K65ftqXuJ7NlOZzG3U/d9hN4ErtAwD3YdZjtBqLHR5/90Iw8eDcZEAm4CFGuOiYwQwNK0U/75qTkr2mvjCU6vq6k7EMM+cdwaiYcCfKan6+GMjde+niY36OTmXJ0wdCd8ZRz0l6Okp57B4VwNAqEeO3uZfPrzPLP0z52QFzsjsS775WG6akTj4mhbNhOEGptv/n5aR+nYokE2q2LZESZAsY5w5xWa6TgXutc/PzPbv3HinjNht97gkKfuVWinlo3yT3nwMxmsZ2xs0AOcvNJ53VrKP87sLLs1rFW2gxFnhuCMbK8T/FBGjzY7yyO9uwqW0t2oNwIs31u2dXVIOrwT7ZyEUJ+sm3b+7/T9dLkghTodxsV+LcW62Hs4x+2bvlg9bBVRHAfqXB6X7ql7thnwjLFbcZIeXXruY1+YA5ySpbO6NpeLDt9Dz6eua54C87iuw35fl8fhUWAVvGpdffGknp+NJ5NX1r8RXlmkm2jSnbnEbevJIRNl2MRF5W5iEOpT9leh1tDHfhTqHI/U6FVHsY5enxW8xTMg2OphYymdnaDLhFhDqPH0ls/GzZO5uqHlla+n60TcDjJb/8YpeulOBl6gm2sgnFgW+MzQyabcP+g6bpxrku65He6zQSDUONoV9e2rcXUmEkhFgKtBUhHi+4EJNNfHa71z3ZHmDGuz1C4DCUL99aRFcsvr3+s51lX1vGo8M3GT3HhSe3n5isOl7a47lnuqS5AqYSGORcUuSAj1Qj386TV98MBd746Rf+hOR5xtnclNKqjvdF3HjVMBKdRBeqq081KsS7v/s9Z6iN7b1x0hHfRxWekKNoQSj8S6TJ8Wg6e8VNUbAMITrXUScB/dRNJ978Z6ANOh0lPjzThGNUjC9vVeugrj8Qs1Tq03F+zK7PfhWPlxxlLjqb80fJr8QycZMyXYEOrfaZgFHnUHetRBuqrk81KsS34IZA/A7g1VsP98hHqPKtgeDwDwUzOE+ksV6ot1J+FU9XAxYLFjEUIaX99dyZyK10YnBAfecKQ8cv6BxqPHqhEIo9uvN6/p/3Ad1ok/fH5Xeeay7ir6OxpzntUJxddGzCjbto7XXlbBvv3N0frE8/Q8bIRSztAYOoS6/W4Mffjpf+bZRoAxa46GrBOYtWS1Hpw0Wh78fRdzroffZIR6wkKz5RsrTaqoAO+hJ+hddczecs/An6V90x3l1P13l8P1mYY4LtU+TxG7D0doyORJPToVDxHAY8CwCgS7EfEMSAj7EXpNt712kh1q4HxtXV2iC0pe+Gqy3KEHN81IcHDT2Qe1kL/rqg3cJILGsPtoG2DDX3p1MB48EwkEJUCxDkqM+UMRWKPx5Rq6fdv5tPBkBUGov5iwwHjUeA4iVlQgnIKjSy87Yk8Z/NM8E5q4Xx8YgJV7ODOklYZFcE7153r86bxla8yJe4ifJztjA/Vge/kD743VJ9xMksX65Jhk6UwNYdz2u46yd5Nggv3xmLnSvHFt7kwMNXp4EQhQrDkOckrATtQl80zjoY8F+pBZFWr1cu2KbYQwdqhZVddA76in7bXWhx38Yjas4FhTPHYLNwR4zr/v3koOaN3YPMm8LCH24Vj7jXXPmPucv2ydXPr0cLNee2OC9dpuQFjad9vpHTV0klqwnROTQb3xnHYMKyt4AhTrgu+i4jJws3q+dsLRS7yMR60PvL1QPeqZDqG2FPCMRGwlRygDKyqqqghj23krDY903aOR7KjvYTUHjkzFcar7qAdcVx8lth2eXq4KvVx3LY6ds0w+1zog+Ni2/tqIaXLrGz/IlAA7FVH37eph45S8RCKMtuDIVkx61tJvFRTr4hrLuW4NxTrXxEu8vr+9+p1cdVxbaawesPlq59h/DnH7fPx8uWjAcH26+DaP2o0Mz0ass31V87BcCDGW3V2nT3jBcxlR3gRd3332o5/LzyrKcMur6eQm/oOHjjCJCamoVz3kb8fpI7x2NhOOccGOL9Pzm07TddIQ7LZ640AhzslMtGXJqvXyt9d+MIcznahPYccNg4kEwhLgapCw5HhdKAIfjJ4jfQYM000s8fM8bJgAv+ENX6jvJRNqXINwBbaAY9NKExXoK47au0yoTZn632adMUTUA8K8QQ/zX68ivWGrUHsZftZBLeVOfdDunupp+01vjZppngH5kz6t3BwOtfVCK9R/1YcJvPrNdFmdgceC+bWJ+YqXAMW6ePu2YFs2aIwK9pPDzQFMEDg7mRgX6jW+dndDiOEVP6TPY8ShS5kIMZypqz3wLMS9AxxPOvCH2SaEUibYWz1qPPXl9REU6oIdhBE0jGIdwU4rBpM/0tURWM42d+las+rjgn9/ZTxlPwnBBKz0+PfFB2msOjNCbes9/YDmKtidTKzbb3oPgq07K8foUaqLdDXJX/77vYZVVKh1ySATCWSKAMU6UyRZTmACH+vyu9Me+sycIzLLp0cNoT56q1C3zJBH7Tb81C4q2PporTYBBBuHQ13/0ig5WQ+xeh2hj61CjW8AeIj6tiBJYEy8gAQMAYo1B0JeCXynBzOtWLfJV+jDeNTtmsjjFx+sDyHIrEfthnCKTh4iJGImD32mITo5iof4rnF41AjzbNH4eaIjUn0WzWwkQLHmGIgGAQj1UepRD9AjTPG0mEzEqFO1/GTdHXmPetg425qJBPJNgJ51vnuA9ackYEIfHTRGrUKNA6JSCXVNfTaj352SqQ6rPkkfDHDfOftLe24RT9lPzJBdAhTr7PJl6WkSgFAfs++uOpmoQq0HQ6USalSHTTep8plVKL6CLyLH6xrp+87pbE4Q5ErpNDuUl4cmQLEOjY4XhiHg3+ONn5h37L5NZYAKNU7wSyXAQexBDNn15LGklx+3HwR7f3P+NAU7CGnmzRQBinWmSLKcjBPA8rwndHleMz1RL5NCHdZQ3Dju1UnHDjzeNCxCXpcGAYp1GvB4aXYJrN+4WTbquR9mJ2IQNzhLZsGGTi0ayp76KLHqVfnRyRJmFpuAAEcch0bBEvhKHzB7ke5qjD+lJb+CHd9CvkGue2mkDNIt8xs2eT9RvWBh0rDIE6BYR74Li7sBw/QhAnj4wCQV7Hic2Z7Akbt2o06cc933xW/lzZEzy62jzp0VrKnUCVCsS30ERKD9eFDuRQO+0sdqrci5YMeFeoMK9Uh557tZslZDM0wkkA8CFOt8UC/hOnFMaGV9vBaW1wX5GTl1iXlIwJQFKwKt4kgX9bqNW+ThD8fJ+LnLpWn9WmZysWPzBkl/Oun7nVts+8H521xBkm5P8HqeZ80xkFMCE1T01mE7tp7/XNXHQ3TdS/0a162hz3GsZgQfXm/FbdwxmaMHQp2kZ3T8PFvPs06SPrv5GDlUz8J2HKm9NXcl8xQZpEJYhZLTDmJlBUuAYl2wXUPDUhEYPeNXeUWfPI6nsSBt3LzFrB5Zu2GLfDVpoTlzJFk6bO+dpFEdfQiCy+2toU92uezIvaRLy0ZSTf9mIoFCIECxLoReoA2hCGCq8eFBY+W+9342j/LKRMIjuO44o6NceNge0gBCzkQCBUKAYl0gHUEzwhGAYD+iMeX7Bv4sC1asC1fI1qsg1Hee2UkugFBrnJmJBAqJACcYC6k3aEtgAohgXKPPdPxrr/ays8azwyYj1PpYrwsOpVCHZcjrskuAnnV2+bL0HBGAh93/o/Fyz8CfZP7yYB42hPquszpJbwp1jnqL1YQhQLEOQ43XFCQBCPbjH0+Qu98dow/k9SfYEOq7twp1fYY+CrJfaVScAMWaI6HoCDz+yQS5692fZJ4+kDdZglDfowcz9T6ktexIoS66cVBsDWLMuth6lO2Ry4/eR249dV/ZdceaCWnEPerOcj6FmiMmIgToWUeko2hmcAIDPpsod749WuboE9SdiaGP4Cx5Rf4JUKzz3we0IIsEnhwCwR4js3VXI5L1qHsf2lp3QnJ5XhbRs+gME6BYZxgoi8svAXsqHyYbsawP28WfGTpJbn9rtDk5Dw8POF+FesdayYXaeboft5znt09Ze5wAxZojIRIE/B6NulYPXtJBLf8bNdM8Dd2uvb7muRGyV7P6clbX5sk3vKi4Q+SnzF0mq7eItGxcR+pU37blnMIdieFSlEZSrIuyW4urURDqGYtX68FNv8nm2HayHX6rpDZvWEvWrNsoE/Ws69Y715P16zfIuz/OlSPaNZFPf5oj3fZsLFWqVpFWKrhDxsyUHevVMQc0tWlaTyrrw3JXrtss83XXIyYiF+hSv+aNa8uONasZb3zpynWyUev4Tc8bWa8PGtiiNjTRfLWqVykuuGxNZAhwNUhkuqp0Dd2sgjng019kxpK18uIXk2SWThi+PmKaLNUDnN5SD3qnOtXktW+nyzo9a1r9an3kVmX57bffZJE+2eWrsXNkigr9xi0q+EvWyOJla2TYpMXy6Zg58vrIWTJ5zlJ5+/vZ8svspfLt1KWydG388KdvJi6Q76b9Ku+OmiFfTFwos5eqeG/m02FKdxTmv+UU6/z3AS1IQaBKlcrG+22nHnFDPVypza71pEGtarJ582ZzVOqPM5fJYhXmalW2k5rq+eLUPJyW165ZPWnRqJY5RvU39YzhUeP5iXjYzM71asheTeqah/E2b1RHmtWvabzu3zQzPPkm+m+UhXx7a31dWjXQOHc19hUJ5I0AxTpv6FmxXwLwrFeu3yTTFq2WZWs2yvTFq8zzEKcuWiXL9RjUmIYtKqvArt0ck3XrN5oHFPy6eqOuAFmrYY71MlM964X6tBf8RjhlvnrXs3R1yPzla81Ox4X6Mxc/uolm9NTFMlI96mmL18jcpWvM4VA4HxteOxMJ5JMAY9b5pM+6SYAESMAnAXrWPkExGwmQAAnkkwDFOp/0WTcJkAAJ+CRAsfYJitlIgARIIJ8EKNb5pM+6SYAESMAnAYq1T1DMRgIkQAL5JECxzid91k0CJEACPglQrH2CYjYSIAESyCcBinU+6bNuEiABEvBJgGLtExSzkQAJkEA+CVCs80mfdZMACZCATwIUa5+gmI0ESIAE8kmAYp1P+qybBEiABHwSoFj7BMVsJEACJJBPAhTrfNJn3SRAAiTgkwDF2icoZiMBEiCBfBKgWOeTPusmARIgAZ8EKNY+QTEbCZAACeSTAMU6n/RZNwmQAAn4JECx9gmK2UiABEggnwQo1vmkz7pJgARIwCcBirVPUMxGAiRAAvkkQLHOJ33WTQIkQAI+CVCsfYJiNhIgARLIJwGKdT7ps24SIAES8EmAYu0TFLORAAmQQD4JUKzzSZ91kwAJkIBPAhRrn6CYjQRIgATySYBinU/6rJsESIAEfBKgWPsExWwkQAIkkE8CFOt80mfdJEACJOCTAMXaJyhmIwESIIF8EqBY55M+6yYBEiABnwQo1j5BMRsJkAAJ5JMAxTqf9Fk3CZAACfgkQLH2CYrZSIAESCCfBCjW+aTPukmABEjAJwGKtU9QzEYCJEAC+SRAsc4nfdZNAiRAAj4JUKx9gmI2EiABEsgnAYp1PumzbhIgARLwSYBi7RMUs5EACZBAPglQrPNJn3WTAAmQgE8CFGufoJiNBEiABPJJgGKdT/qsmwRIgAR8EqBY+wSVz2yvvfaa1KtXTypVqiQXXnihbN682bc5S5cuNdfg2saNG8uIESN8X5uNjIVmTzbayDJJICsEYkwFTWD69Okx7fhyP88++6xvm2+//fZy11avXj22adMm39dnOmOh2ZPp9kW1vAceeCCGscaUOQKZZkrPOiu3QBZKAoVLYPDgwdKmTRu566675MsvvzS/H3zwQWnatGnhGl3gluWEaebuIywpWwReffXVWN26dY2HfPXVVwfyjH/99dfYBRdcYK5t1KhR7Ouvv86Wmb7KLTR7fBldRJmmTp1qxkKrVq3KvnHh29aQIUOKqJW5bUqumEpum8XaSCD3BH744YdY27ZtjTgddthhMdwwCjHNmjXL2IYwVc+ePWNBwl1+2/PUU0/F3nrrLZN95cqVsdGjR5vfTP4IwNmB04OxBCcI/ZUrppEX65NPPjn2xRdf+CPtyoUPRa9evQz4m2++2XgX8GDxk8rTSKfeIMbeeeedxr5jjjkmNm7cOOMRwRN67rnnUhaDgQSRsvlRFv5GGRMnTkx5fZAMqKtZs2axBQsWJLwsl/Y4jdhpp53Kxe0vvvjilE2DrQcffLC5DtzstxuMjWx8O4FQd+3a1Xz4n3jiCdNP8Nj8JD/svcp54403fNfhx44geQYNGhTD/EWU0ooVK0y/OOeQ3G3IJtPIi/Xll18eO++880L1OT6AAP+vf/3L/NhOmDNnTuzII49MWmY69fo1duTIkcamSy65xAi1te/DDz80ryUTRtRxww03mGuQH/bi73333Te2bt0638ycIjVw4MCEpj/yyCMxiGKylAl7/LJLV6wxOWTZYWzYDynYnXXWWWHM8LwGDgM8XevxQ6hRL7w1v8kPe6+yrrnmmpifG5dfO4LkQ/tSjRe/5fkdo37LS5TPj1hnk2nkxdp+qAAyaLJibUXQxoXx71QDKZ16/dppxdrLPrzmV6y9rvdzg/v+++8rrETBjcydIDjglcpTsmId1h6/3Nz5woRBbP9aW53eefv27cOaUuG6sWPHmpspGNqVMqjbb/LL3qs81JOv1UEQaz9jOBUHv2M0VTl+3/cKgzivzSbTyIs1vD10OoQtaHKGQc4999yyMIOfMEg69Qax04ZB8JUcX5XxO0wY5PHHHy8L8/gNg9gPFPjCo4Q37xUewmt++sAZBgljTxBu6eZ1h0EQNrIhskyHQaZNmxbr1KmTYfjSSy8FMt0ve69CczWGveq2jtKUKVMCtded2e8YTauSABdnk2nkxXrMmDFmkKPzc5nyVW8u2+jXa4FHmOqbSC7tjkpdcBYgNnYeAd8AgqZ02OdzDNubDGxIJ/kdo+nUEeTabDKN/DrrWrVqmRWYq1atMr9zlfJVb67ah3rU2xO9CYp6lOZHvQbZddddK5jwwQcfyPnnn59L0yJfF3aSNmzYUK688krp37+//PLLL9KxY8fA7UqH/Q477JCXz46zkfoNJnCbnRf4HaNpVRLg4mwyjbxYJ+O4/fbbS7t27eTHH3/0jfu7774LtJ3bd8EBM+odusIV7tfWr19vPuReyZ139uzZgh9n0knLlFbpZJosX77c/Jx00kkV8mPru4agpHPnzknLypQ9tpJjjz3WbMHXdeeiX6VTtiOdDODsh1WQOnSlh7nB7bnnnnL99dfL0KFDE16uIRjBWEZ7b7nlFoE9SH7ZJyq4efPmQUzOSV58/lq3bm3a6vdohFRjNCeGb60kq0yDuPj5zIvJKSxfcyfEvJST5+z5qFGjzHIyvJ9qKR7KtYvbveJoWB6ImKVdTpWs3kScEOu0cc9kKyvsyg+nHbgW7XBuCdYPricTm3fNmjVlphx33HFmdYhNto50txhbDsn4ZtoehLzcS6iwmgKx32QJcfdECROn6BsvHlhmBvZh5kVSfWYQG8d8SaIxjOttuEQ9b5MPa7DxWir2mHS3S1NRh/uYAXuUQZCVJ6nag/ed9aJ+r3XtNgziXHZrOaON+EEfe01o+7EhTJ5UvJxlYg7DazxkiynqjoxnrWIjH3/8cYW77ZYtW8w9rXLlyhVuoPvvv7/oon/zdR7XT5o0KelNVsXdvL/77rtXyLfffvsZ70Y3Kpj3ktXrVYluPJAePXoYrwg/OohFxcXTnm+//da8rovvy97Hdlak+vXrl7329NNPS4cOHSqUgYOfNIYsNWvWNO+hbl1xILVr1y7La+tICiTBm7/73e8EBzL5TWHsQV/hWxEOoNI17WX1aVxXzj77bDMOVHxElyQaM7755htp2bKloK5E6YADDjDbq73SsGHDRD+s4uUZHXXUUbLXXnvJgAED/DbZdz7058svvyy6PFB0AtdzTFSpUkX69OkjaLsKq6jQJW2nrfz11183oSuEsF555RW5++67y9llx7BvY31mdNaL+hHmcafVq1ebl2xYbe7cuXLqqaeKOleGwaJFi8w3uYULF/qstXw2rzGaaEz55eWs4dprrzX95k7ZYmrqCXMHytc1MNe9PMzeoZN5driz4y6NJVfJDjHCcjasQ06UsIbSTqT5qddZDjwI2A9b4C3AnkQeDexwT9ip0JR7zU5kuD10tA9lO5fm2SWAzvqw7hr5UiXscLvppptiWGJmk3OZHupDuxLttgtjDzwc+40IZePHrgdGPfi3Xap57733mn+DKTYk4G+vJY3Wu080oQVe3bp189X3qZiFeT8VR2eZaCPGYqpr0CbwQcK3MPeYsmPSz7fOIG1y1+s1zuzSSFuu/TyFmWRNNUatt59oTFkbUvGy+TDW0AdYE+9O2WKaV89avy6IhjWM56SNT3n3hHeI5PboEPtDatGiRcIy4L2oCMvPP/8s8Ea9EmKGL774oiC2mshrxOv2Tu+nXtzJ4dWjjXqTMdViAgLexJlnnikqgBVMQRwSngnidjahTsSFna/h30hObxn/xreDDRs2lMtr63F+Y3jzzTcFcd9ECW1FLBDfKHQAyi677FKWFV6eLr0zMVN4ffB8VSg9iwpjD74NIb7+1VdfiYYuREVUnnnmGVM+6tKlh4YrJuf++te/Gm8TTOfPn2/yWK/NaRAm4pBwgJE72b5H7DvR8bPwZhFH9ZOCjm2UaccVJh39plTsMUbgVSNhvKGOGTNmlBVveXlNGrttCNImd70Yj/bzgnLBGAdHoS9twucTXjX6FOMNZeiyVYGHnOgbqN8xijqSjSlrQypeNt9///tf8+ehhx5aoauCMPXbz2X5gtwxM5XXrrHEel/ElZMlxBlx57Rbf91L9BCHTbVs7JNPPjF3QnjW+G3PRkC9y5Yti2EHGF63cVB4cc74JuJQ2I6OPNhmjpSqXuvN4xrnDzwdeESIIcOTmzdvXrnm2x1saJP9FoC1tygD3jUSXrdtcX7TgM2IZyIvPC+bUA9es5619coTefawHX0DT0TDDRW6x3qpNmZnY41uTyOsPdY7QXkow3rPtu0YD3rjKcfVMobN7m9Pzr5AmfZ9Z9/bDVHWY7V16QRuWUzZyTTRmA0ytlEGzuXAeITdGH+pNndZ9vZz4MUezKzninI1pBDT8E+5bySoG2PHz7crv21KVi/sAXfkwecL/YUxbucZ8DrGk3NjGmy76qqrPL8NBx2jycaUX15gZr8VWx1wjwO/TMNoac7DIPbrju08t9H4cEBELr300gofRjux4rxG48DlhMn5HjaROEUWkwJWkK2A2Q85Bgnet2LnFlkr5vZMjWT12g8CrrHtxIfSDlJ32bAFoQZ72JC1ATeoK664wthsd7edeOKJZRtjrLDjNeRDG5BXvSjDrnfv3jG8h9cgNPiNemy+RJM3+DqID3miA4+8vn6jfNSJNqCOdOxB+e6vrF79gQ1Ddp0y3j/66KPNxiF3sm23Nzh3WVbQ3GPCmS8ZD1uf37H96KOPmglvZ/l+Tr6zE+awxSnqTvbqiZaV6xQ+66w42aCfU20399umZPV69Z3z1D/3+xhDuIElmxAOOkb9jKlUvOwBW+irRGfr+GEaRqhxTU7F2u6tR7zUndB4rw4EGHiU6DyveDNWiDjjkO4tzRgI2B1mhcduPbYfTHQQ7t7wPpCcR3jaQQS7IAw2D/K563W3RyekjPfrTLDfzvzjJoL4K+q3tujXUSM+yIf67ODB30j2ICbnUafIb/NBrNA+DHJ7LKo9eAjtwooJK6iJYoN2RUyqnXToE+fqEtiHa+yJZFY8w9oDe9EvzvLsDfP0009PufLDcrffqnDTxBizN0SUhbJRhx0bXn2/zz77xPr165dUOFBXkLGN/rYiaG1ItJLl888/NzddywFC7SUUbvbof4xXzGlgDHgdjwvvMNkKlyBtsp8Vr3pxk7HjEZ9ne1qd8+hfjH3c5CdPnpxSy8KO0URjCran4uX8lpjsELVUTFM2LkmGnIq13YrpNckDTxWD6u23345p3Ce2ePHiUO1C2XZgYwBgEOfjySjuUESoxuThIj8Tp9az9ppgybTJ1h6EqoImO968vpEFLStV/myMbUyU2hsxbo64MSfzNlPZGPT9bLQpqA1e+dMdo0HHFL6tWUcyyLktmWirs4ycirXdx++1jvn+++8vixvDcyqUM4etxw+PIMiWduT3+gaR6Q7MdHk2tpfMs7Zx0mRrxdO1C6Jk5xLCiK291k/4Il1bcX0Ux3aqdhdqm8KO0TBjCt8Mbeg01bfNVDzTfT+nYm3v1Dhy0isB5vvvv29EG8LoFMr//e9/ZWEAvwcRpQsH17vjnNhM4ichFohOLpSbjh+bkQdffcE/kcjZs5P9TIb5rdOZD2MAISL7AcHfQb8Z2VAYwl/O0JWzHudBTThUyn4lx7eyMOdVBB3bYdjk+ppCbVPQMZrOmMI3Gz8brnLRNzkVa+f6WcRuMZloP4iYgEN8Dh8wu3MJwXoIBwTSfR5zqomRTMCzO8RgA2bhsSrB724vu7YZXmHUBNtOZkKw0Se2j7AKw54Ol62vgzaOj1hyqh2JXn08fPhwM35Sibz1vHVjgznL3HleNUJyQVPQsR20/HzkL+Q2BRmj6Y6pfLD3qjOnYg0D7FGTXjPEdgLJLtK3Ym3zOs8ULnSxRlsxEWG91Ew/mSWbAwjijAnURH2E94J6u9m0N0zZVqxtG53b18OIddCxHcbmfFwT5POaS/tKYYy6eeZcrGEAvpbAQ8VMu/2w2Flx59dWZxgEwgcRt8dJ5kr8woZBLGisb0XbsJwuagkrcDCx5VwVk68J20yzc4ZB4IVbUQobBrH2+R3bmW5PNssr5DYV8xh192klvKAfRqYEBLAL8fjjjze7LF944QWzq4+JBEiABHJNgGKda+KsjwRIgARCEIjMqXsh2sZLSIAESKBoCFCsi6Yr2RASIIFiJkCxLubeZdtIgASKhgDFumi6kg0hARIoZgIU62LuXbaNBEigaAhQrIumK9kQEiCBYiZAsS7m3mXbSIAEioYAxbpoupINIQESKGYCFOti7l22jQRIoGgIUKyLpivZEBIggWImQLEu5t5l20iABIqGAMW6aLqSDSEBEihmAhTrYu5dto0ESKBoCFCsi6Yr2RASIIFiJkCxLubeZdtIgASKhgDFumi6kg0hARIoZgIU62Lu3RRte/rpp6VSpUrmh4kESKCwCVCsC7t/smrdJZdcIt26dRN9irv07ds3q3WxcBIggfQIUKzT4xf5q4cPHy6tW7eOfDvYABIodgIU62Lv4STt06fFl73br18/XyQQOsFPOglePEIv3bt3T6eYSFw7derUslDT0KFDI2EzjSxMAhTrwuyXrFsF4ejZs6dce+215gfimUpM8D5CJ3369AltH8Tr4YcfNnXecccdKesMXVGBXNi7d29jSSwWk4EDB5ZZBZZgjhufvXml4l8gTaIZeSJAsc4T+HxXC+GAYLZt29aI51NPPSUQ0kQJ70Hcnd54Om1AnSjPK6GuYvO6IcyjRo0qa+6tt95q+COBBbg6xTwdtry2SAnoHZ+pBAmoUMTg8OFHJxnLfnuhUCEx7+N3JpKtG/V6JbyvN49MVJX3MnTytowz/rbJMvfDP++NoAEFQaASrCjS+xCblYSAMwzSq1evMq+5R48e5a6Ch4tJyFwOE3ihWKHSqlWrou1Dyx/faJAQXoJ37eZftADYsMAEKNaBkZXGBU4xSSdGHZQW6kWIYNiwYUEvZX4SKGoCjFkXdfd6N865mgPxYefEll1vDQ8P3jQ8Pni6yeLZQRA6N+A4V0pYm/Baly5dKhRpJ+KC1BU0r3uli53482q/n7zO6xPZAvbpTiz6qScoC+YvQAIFEYyhEWkTQDzUGQNOFIdG3BkxYZuc8WEbX3Ubg/hxovhyEMNRjq3bGcu1sXOUlShebfM7477Out3tD2KXzQs7bPnOmD5ed8fQU+V1X4/8XikRc68+sJzw284feNUDW71sRplenJx9kal5iTD8eU1yAt4jiNQiR8AphPbDaj/czg8gPtxOsXZ+8JEvkSg7xSksHC+RcQplMrHeOreScJLT2f4w9llmVtBgq+WE95xinSqvFVCnHU6hdTPGv5OJpJcg4xovoXfW43WD8OJk2+f3xhGGL69JnwDFOn2GBVGCWwituLg9VXzI7Xv2w+n00pxC7vS+E3mGNo8ty+t6K8LWRru6xHqxTm8v0Q3DCmQiz9rZfneHpLLNvm9F1H1Dc7YpSF6n8Fvxx2+nWNt2JRNrK8C237xuqE7v2Cnubha41utmYdtobwIFMahpRDkCFOsiGBD4oDk/gFYMnV4WmukOjVhRgghYwbRenjtMkWwpndPTTPX13YqFU3jcNwKbx21DsqV+id5LZpuTiVMQrT1eHJ1MnWUny2tvQG6v190/yYZiKlucoSSb191n7jK8PPZMfIMqgo9UQTaBYl2Q3eLfKPuBc3ucXjFhK0L2g229KftvXGOvc4ZSknl9ib46u4XJluF+PZEn7lyH7AxJuMkkar/Tq3Vf4w5JJBNntM8taijPSzwT5XV/Q0kWEvHqeac37A5x2bL8xJqR14ZBnJ6+ncdIxtn/iGTObBGgWGeLbA7KtYKWKDSQyqvMhIlek49WyDJRfrIy/LTf7XHnyrZMtT1TG4Tc4ZdM2cdyckeAS/d0FEcx2SVwOlQqbB6x505g2Z0Kedabh00zziNW7bK/TBzW5HWGhj2HGw3zar+zwdm0LetgtQJsRU+1Ucby8Nqib5dHwlauXc9Fj2WxjtzdF1hTLggkW7aVrfqTxWKTxbr92APP2HqXtp4gywizaZsf+9PJ454A9grn4DXrNeNbg9cSw0ShpnRs47W5J8AwSO6ZF2WNXrHUROGZIADcsWsbdw1SRrZsC2JD2LzO+QRnGc74svOGlO7NMaydvC77BLjdPIvfWlh0+gScZ5j4PXM7/VoLpwTbfi+L4k61mGNW7VN/GOoonL7LtCUU60wTZXkkkGECiDs7n+aj3zYYf84w4ygUR7GOQi/RRhIggZInwNUgJT8ECIAESCAKBCjWUegl2kgCJFDyBCjWJT8ECIAESCAKBCjWUegl2kgCJFDyBCjWJT8ECIAESCAKBCjWUegl2kgCJFDyBCjWJT8ECIAESCAKBCjWUegl2kgCJFDyBCjWJT8ECIAESCAKBCjWUegl2kgCJFDyBCjWJT8ECIAESCAKBCjWUegl2kgCJFDyBCjWJT8ECIAESCAKBCjWUegl2kgCJFDyBCjWJT8ECIAESCAKBCjWUeilXNk4Y4bILruIVKq07efxx0U+/nibBbfdVv79008XGTfO28IXXyyf929/E3n77Yp5hwwpn89Zv9fff/yjyKpVIsceu+062P3ooyIrVoiMHVu+Hcj//vvhrsk0E7TeXWbXriKDBsW5oF3PPy9y1FEiO+20rX116sRfs/lyNSZYT+EQyP6Tw1hDpAh8+SUeFhX/ueqqWOyNNyqav+ee8febN4/Fbr01Fps+PXETu3aN561dOxZ79tlYbMMG77zdu8diBx4Yi02cGH//rrvi1513Xrz8lStjscsui7/20Uex2MCB8bKsrXfcEYu98sq2sv/zn/h7xx4bi91007bXw1yTaSaw5uuvy9uO9i1fHotdffW2159/PhZr1iz+7x12iMWqVo3/feGFsdj48ZEaVjQ2fQL0rAvnvlkYltSoIVK1atyWYcNE6tcvb9eECSKTJsVf23FHkWrVRJo397b9++9FqlQRadBAZPVqkblz456vVzr/fJF//EPkyivj3uTy5dtyXXedSJMmIg0bilx4ocjSpSInnRSv25n22GPbv1AvUqNGIjVrbns9zDWZZGItsYztv+E5160r8sgj22ydPVtk1qz47eiXX0QeeyzeN889J3LPPYUxXmhFzghQrHOGOkIV3XBD3NgffxSZOVNk48Ztxn/wgUj37v4a89ZbIieeKNK4cTw/RP7TT72vPeUUkWnTRO69Ny5OHTtuy/e738XDA3feGRfrXXf1V38mc2WKSVibEOa55BKRdu3iJSDUw1RSBCjWJdXdPhsLQbBiCW8YHrZNr7wSF+BkCTFsiMkbb8SFun//eO5XX417hk7xt+XAA0ZsuVOn5GUfcojIoYf6bEgGs6XLJBOmLF4c5wqGVrQzUS7LiAQBinUkuikPRloxgHdsE8IaCH3A406WEMoYOFCkfXuR7bcX6dlTBCGKTZtEvvxS5IADRB58UATiE6WUDpN024lJyVNPjZdy1VUixx2Xbom8PmIEKNYR67CcmbvnnnHvGsK8cGHcG4ZwH398PA6cKA0eLDJ+vMgtt8RF2aZLL43/hRUbY8aIfPedyLffhm/OnDkiXbpsu/7WW+P/tqtHzj23YtlhrnGWEpZJ2FaC40MPiRx8sEiLFiL77y/y1FMi++4rcs45YUvldRElQLGOaMflxOzTTotXY0Mh774bjyc7RdhtCJaX2a/qiDFv3iwCj3z+/G05H3hABLFvTJSFTUOHilxzzbarEZ6BvQgR4OeIIyqWHOYadylhmPhtI75ttGq1Lfcxx4h06CDSt2+8TVjKd9hhIpiMZSo5AhTrkuvyAA3GGmokiDRWgey1l8gOO8RXeCRL77wjctllIiefLHLjjSJPPCECMYXQIC1bJvLkkyJvvhnAGFdWTEj+4Q/bXpw6VeSmm+LfAPBz8cUVyw5zjbuUsEz8tPTss+MTrDZhNQhWwIDjRReJjBghgnYylSQBinVJdrvPRu+zT3zlByYYEbLYe2+R1q1TX/yf/8SX80FgINrwoiHYVkAHDIh73OkkLHULmsJc464jLBM/tjZtKnLGGeVz7rdffIkiNgC9957IDz94T9D6KZ95Ik2AYh3p7suC8ZgEdCZ4dUjYOYf1xpgsTJb++9+4uMO7hdDffHM87tqsmch558UnGn/9Nb5WGrsKo5DSYYJYPcQWK2PSSZgrQCgELNP5RpKODbw2rwQo1nnFX4CVDx8e/6pduXLcuBNOiP+GaNvXEpmNCbw//zn+Lr6+Q6Twg9BB587x163niFUhzs0q7jKdnneqsIuXPWE890TXpMMEE4IQe3jF6Qi29a4XLIivtME8AFNJEah8m6aSajEbm5gAzgHB5o8vvhA5/HCRtWtFcG7FZ5/FdzJiBQI8YmxMWblSBMKBlQqIY48eHV9/jdeQ6tWLe9PYeWhF/quv4p42djMiBr5hQ3x3Iza5OG8En3wi0rt33DtHPqyrRv3O3ZR47/e/33YuCXY8IqaO5YKoBx6tradXr/jNo3bt4NdgbXhYJmj7vHkiP/8sAhsQq0dbsAwP9iEmjYSVHliPDma4Kdq4NER+551Fdt89zgfXoS8wgYudjciPFSpMpUEg/R3rLKEoCLz33rYzKex5Gw0axGKzZ8fP3MDZHUj2zA2bB79xZsVDD3lfjzMvbEJZzuvs37fcUh7hxx9XzIdzQ5zniuDvLl0q5oN9OCfEXU/HjvHzRYJc42VrECZo7wcfxM9FwRkf+DeSF2swxPs9e1a0He1xXrfvvrHYm2/GYp9/Hos991xRDD82IjWBSshSGrcltpIEIk4Am4heein+bQWTkd26RbxBND8IAYp1EFrMSwL5JoAQCLea57sX8lI/xTov2FkpCZAACQQjwNUgwXgxNwmQAAnkhQDFOi/YWSkJkAAJBCNAsQ7Gi7lJgARIIC8EKNZ5wc5KSYAESCAYAYp1MF7MTQIkQAJ5IUCxzgt2VkoCJEACwQhQrIPxYm4SIAESyAsBinVesLNSEiABEghGgGIdjBdzkwAJkEBeCFCs84KdlZIACZBAMAIU62C8mJsESIAE8kKAYp0X7KyUBEiABIIRoFgH48XcJEACJJAXAhTrvGBnpSRAAiQQjADFOhgv5i5CAhs2x+TUZ8dJpb5fSO2/DJPbP55ZhK1kk6JOgGId9R6k/WkT+PtH0+Wdn5eYctZs3CK3fTRDRszQZ0wykUABEaBYF1Bn0BQSIAESSESAYs2xUfIEbj+2hZzSXp9+rqlWtcpy27HN5aDm+sR2JhIoIAJ8rFcBdQZNiRaBab+ukz++MVkGT1wmdbevIv88pZVcfODO0WoErY0MAXrWkemq4jN03II1sufdI3037OBHfpSnv5nvO7+fjBDcNveOMpOLl70+yUwuVrv+K6l303D5dNKypEUgL4QaacX6zfInFe55Kzb6qZZ5SCAwAYp1YGS8IFMElqzZJJMXr0spira+hrWqyqs/Ls5U9aac+4fMkQkL10o/9YqrVdnOTC5u2vKb/HTj/nLdu1MzWhcLI4F0CFCs06HHazNCYMqSdb7KaVK3unym3m42vNe+70yV/l/NlaqV4x+J3f/xTUqb/n7M7nLUXjuafAiDPHHGHtKkbrWU1zEDCYQhQLEOQ43XZJTAwlWbfJXXumENk+/zKct95feT6caeTWWfnWqarBcesLM8f85eZpLRxKBPbpW0iJYNasgnf+wgsX6HyfJ7ujFe7Qc484QmQLEOjY4XZorA6g1bfBW1R6O4WE/26Yn7KRSCO/6vXYzgPqtCfW7nxrL6vu5GfI/cM+41M5FAIRCgWBdCL5SoDXs0jHu0flO9GpVNVr/i7rdc5iOBKBCgWEehl4rUxkTxXayywLZvPysywqLBFvPXXJOVWBny8S9LyxWJf+N1Z8K1NwycZmzED/5mIoFsE6BYZ5swyw9E4JXvF5kVGdj2jeVwl7w2KdD1fjM/qpOJ5738S7nsuEnc+F554e2j9bvPCjnnxfHy4NDZxkb84O/TnhtnRH3/h34wS//c12DJIYT9y6kr/JrIfCRQjgDFmgOioAi8M3aJ1KtRRX65qYs80KuVzFi6XiDgSJu2xMzvrQs20rJ7yZqNZoneF1OXl5WDZYSbt9aBF7EOfM7yDbLKEVP/99fz5O2flsj1PZrJsru7yfzbD5JDWtY1r3X/12iZoYLdsFYVuWvwrHL2Hb9PA11pUkkGjMjsOvG0IPDiSBGgWEequ6Jp7IKVG02o4Oq3pqRswMRFa4347dW4plx1yK4m/0/zV5vfdolf8/rbpywHoYonR8yTc/4zwYiuO3mVgfXWzjRmbvy6KttVKnv5E90Eg+3oD/RqaW4qO+9QTZ4/N76CZL6289e1m81vd0LIp8ce9WTQ+F9T2s4MJOBFgGLNcZFVAli7vNs/vpVHvpwrDXRTizN5iWjnpnXko1+WyZvqqf6qm2aQ1AE2aeqS9eb3vk1qJ7V55KyV0u6+UbojcbIsXL1RWieZyLQCDVuWr9ssm3+Le+9IdtXJro610/89r41gfbVNH05YKl0f/tGEQ7q1qGvWaUO47zuxRQUbV67fYupgIoEwBCjWYajxGl8Ebnp/ulyl3vQp7RvIrP87sJzIoQDsYETaqc62jSRPnLGntNmphvxOY8Ad7h9l3t+rcXzJ3sxl6403m+yQJWwR7/nYTyb/0Cv2kyGX7yvVq2zzjN2G2xvAJ3qDQJqkoRC76WbEjHh8Ge/BU0dCWRDct35aLEf/+yc5/smfZfHqeDv21KWFY//S2Sz963t407KqvtbjVs99cYLZ0MMDonwNHWbyIMCDnDgsskLg3bG/yinPjDWxXYQMvBKE9agnfjI7//54cJOyLBDGN1UMb/lguszVszZm3Hqg2Rm47wPfSSvdGPPWhW09y8N1e98zUje0VJZv+3ZOKtIPDp2joZmpxhM+bp/6RkiPb1PfnPWxi4Y2EN4YOnm5sR8TiLvtWF3a7lxL4Ek7E0IbfQ9rKhe/OrFMtBMBRV2DLm3H9dtZGXHFXyg96+Lv47y08IVRC4wXfOfxFcMB1iAbg7Y7CO3r8F677l7HCPU5nRqVbeGG2PXukvhUu+dGzjcTkn8+vFlSoUY9n05aauzr3Ky2DNRJzZYNtpd7NXRxj/7MWrZBhk1bWXajefS01rJi3ZYyocbuRoQ83uvTznjuJ7VtIJNuPkD+dvTuxru2W9ZteyD+2B35842dKdR5GY3FUSk96+Lox4JrRVs9yQ5pnO4OTJRwvOgAXV2x/oFDy4mrmWR8dLS57JtrO6qQxsMgqRImMeEFf37lvnJYq3oJs2P53GH9R8sV3ZtI/9P3SFUs3yeBgiBAz7oguqH4jKiiy9Tm6aoIG+t1txCvY8MJYrjOmDImFjv/8weNC2+RV87bx7dQo3y7pG/m0g0JgaLeq9+abLzfm4/cNlGYrR5AqKfJ30d4rr3OVp0stzgJUKyLs1/z3qqDmtc1E3F/GzTd0xa8jpDFEY7zN7CGGROLSO9e3DZwyAB1Ij30+WzPVRcQamxoGTNvjdxy1G45OSEPm3qwlA9rurHZZ5Ar5p33jqIBkSFAsY5MV0XL0EsP2tl4rwhLYCUE4sBIds01Xm9Uu6r87aht3i02v2DC7ieN7WLSL2g6uV0D46lDjPFAAazYQIJI4++OD35nNq+c2qFhhZUpQevykx8bbnBDQnrh3L2lT9ddzKQlEwmEIcCYdRhqvMYXAXjKV7811XiV7pStlRHY8o2dhF4bU2ADNtwM/lPy5Xy+GucjE8T68P5jysT6q2krzKRmotUxPopklhImQLEu4c7PRdOxQeXuwTrpp2dQ46wPbBg5uMUOukqkuRywW3YeSovwC7Z7P/ftfLOjEKmTbra57OCd5dKDti0RzEX7W9zxbZl3jfo+uLS9HB/iW0MubGUdhU2AYl3Y/UPrIk4AE4zn64FRS9ZsNnFy5+7HiDeN5ueYAMU6x8BZHQmQAAmEIcAJxjDUeA0JkAAJ5JgAxTrHwFkdCZAACYQhQLEOQ43XkAAJkECOCVCscwyc1ZEACZBAGAIU6zDUeA0JkAAJ5JgAxTrHwFkdCZAACYQhQLEOQ43XkAAJkECOCVCscwyc1ZEACZBAGAIU6zDUeA0JkAAJ5JgAxTrHwFkdCZAACYQhQLEOQ43XkAAJkECOCVCscwyc1ZEACZBAGAIU6zDUeA0JkAAJ5JgAxTrHwFkdCZAACYQhQLEOQ43XkAAJkECOCVCscwyc1ZEACZBAGAIU6zDUeA0JkAAJ5JgAxTrHwFkdCZAACYQhQLEOQ43XkAAJkECOCVCscwyc1ZEACZBAGAIU6zDUeA0JkAAJ5JgAxTrHwFkdCeSDwAs3fiF9O74g00cvykf1BVtnpUqVpG/fvsa+p59+WvDvqVOnltmL99yv5asxFOt8kWe9OSPwzTuTjVDhd7EmK8ap2rhwxoqcISgkofNqtBXlhx9+2Lw9btw483vo0KFl2UeNGpUzXqkqolinIsT3I0+g6yl7SL8fewt+F2vqff9hBdfGfv36SSwWk1atWnlit2Kerz5x29W2bdsKpnTp0sW8NmvWrHyZWVYvxTrvXUADskngg0d/KPOq4V3j30GSvR7X2p8ohhIaNqtjmv3r7FVBmh86b/fu3U34wIYWnN6qLdSKeehKklyI+rzqTHSJM/RhPexs2JVOmRTrdOjx2oIncMJVnco8TnjX+LffhJDCp8/+XCH7vy78kLHfFBCHDRtmvOo+ffqY3z169PCLPSP5br31VsFPKu+9W7duZfUl+gaADE4xz4iBIQqhWIeAxksKnwC8YMRxkdwxaxvfdbbC6UFb79uGTc76+8FG8PGzS+t65rIvX5mQFML9Z7xb5omniiMHpWnb4/yW4KwvzDcI+63B2mLrQLl+EzxZ603jGveEHd6Dx41kRRSv4SdZglA6r/VjD24W+HF679Y+O6HoLMcZ5nDGqb1CI862OdvrLM8dr3fa7+bkpz3IQ7H2S4r5IkPAhilGD55hbLZf/e3vhdOXm9dtPoie04PG31YIIdC4DmIG4TrjloPMtbYMLyi4GcyfEq8D6bXbv86oJ27bsUTtsqLqrA91og3Om0SDrWEQXONOmQrrWO/ThhHsbwihfW/48OHmbzupZ21JJtiZihdbG5xibGPSeG+33XYz5sDGZAk3oUsuuaQsC/7Ga17Jabu73KDhFop10m7hm8VAIJFQ2ZUR476cXaGZTvG270MQW+zX2OR1i6OzAHuTcL6WyhMPwxn14EaA5PT+j7yovXnty5fH+yrWtgmZrXDv1Lxuyna6C7dhBPcKCgihO8SA0Ij9ufbaa01RiQTPr4imaqxXmMN6zslCICjXKazPP/98haqc4p3MDmc4JehKk0oKLJaqkXyfBAqZADzIiV/PE6yIsAmesFfa76jmYsUUAodQh8179XPHmUsQk/aT4HW7E8QO1yNccuMbJxvv1gqqV35c72W/29v3Y49XHlun045kZYEBxNu2A3kT2W3FFXFpJHy979mzp2fxTz31VDlvNGx7EskVwg5ubz1RHYhTI0SC5LyR4O/WrVub16dMmWJuMLZNuKEgpIJkvwUgD5K9JlF9zrbjbySIu9MOPzzoWfuhxDwFTQAeJATYT2zYy+u1cejxX80xQgVBD5ucnjfscS4XTBRusPbb9xNNbIa1CddZTzlVGfbbhpe37b4WguP0KK0H7FWHX88zlX2ZmOhzhiNs/BgCnEp0rW12UhLXQtDtN4NEtrtDJmFZUKxTjQ6+H0kCVoCdxrtfs7HfQ3/fxmRD6ANetpegB4FgxR4edSIPP0h56eTNVDw6HRsK+Vr7rSCVjc6QxR133FHmHUPk/Xr07jpSxcbd+SnWqXqJ70eSgI0pO71kiLJTsO0yPni/Ns7rJfJeAFBuIiFEOMaW46e8nVrUM1VYr9Zpj1fdCFX48f5Rt/WQ/XxjQH7nNwFre6pdj17ertPbtOECPwPJuZTOnR9lJootX3nllX6KN3lsKMJe4LZvyJAhZfXYbwt2IhLXYBmiLSOZvciLsp15nHW57UjVAMasUxHi+wVPAKs0Ek342RhskEbY8mxMO8i17rx+Yr9YPWK9eWd82BlntjHwdGwJeq39VpCIQ7IVHKU0FYbliPCSIfLZXE9OzzroCGb+giNgPVMvw5yxVz+GY2LPCr/fOG+yct+4a0TKau3uQmR07pS0E5MpC0gjA25M+HGuPccNxk/4JpFXmSqGG8Rc50FLQa7LVV5MstpwRrKYfSbsoWedCYosI+8EvMQlqGfs9IIz4ck6PWOELZyrVdzAnN61F8xEKzIyCR7ttzc3++0imd3O1RNOO+xKikzaVohlOdsfdGVHmPZQrMNQ4zUFSSBROCGIsXbJXKbEETZhAw2W8RVrsmEA5/K2Ym2ru112g0wuwj4U61IZVWwnCZBApAkwZh3p7qPxJEACpUKAYl0qPc12kgAJRJoAxTrS3UfjSYAESoUAxbpUeprtJAESiDQBinWku4/GkwAJlAoBinWp9DTbSQIkEGkCFOtIdx+NJwESKBUCFOtS6Wm2kwRIINIEKNaR7j4aTwIkUCoEKNal0tNsJwmQQKQJUKwj3X00ngRIoFQIUKxLpafZThIggUgToFhHuvtoPAmQQKkQoFiXSk+znSRAApEmQLGOdPfReBIggVIhQLEulZ5mO0mABCJNgGId6e6j8SRAAqVCgGJdKj3NdpIACUSaAMU60t1H40mABEqFAMW6VHqa7SQBEog0AYp1pLuPxpMACZQKAYp1qfQ020kCJBBpAhTrSHcfjScBEigVAhTrUulptpMESCDSBCjWke4+Gk8CJFAqBCjWpdLTbCcJkECkCVCsI919NJ4ESKBUCFCsS6Wn2U4SIIFIE6BYR7r7aDwJkECpEKBYl0pPs50kQAKRJkCxjnT30XgSIIFSIUCxLpWeZjtJgAQiTYBiHenuo/EkQAKlQoBiXSo9zXaSAAlEmgDFOtLdR+NJgARKhQDFulR6mu0kARKINAGKdaS7j8aTAAmUCgGKdan0NNtJAiQQaQIU60h3H40nARIoFQIU61LpabaTBEgg0gQo1pHuPhpPAiRQKgQo1qXS02wnCZBApAlQrCPdfTSeBEigVAhQrEulp9lOEiCBSBOgWEe6+2g8CZBAqRCgWJdKT7OdJEACkSZAsY5099F4EiCBUiFAsS6VnmY7SYAEIk2AYh3p7qPxJEACpUKAYl0qPc12kgAJRJoAxTrS3UfjSYAESoUAxbpUeprtJAESiDQBinWku4/GkwAJlAoBinWp9DTbSQIkEGkCFOtIdx+NJwESKBUCFOtS6Wm2kwRIINIEKNaR7j4aTwIkUCoESkqsp06dGsl+7du3r1SqVEmiar8f6KXQRj8cmIcEEhHIulh3795dnn76afODv1Mlmw/ClCmBskLQunVrXzaksjFf78+aNStU1Wh/qoS+Ae98pzBttGNl6NCh+Taf9ZNA1ghkVazxIRo+fLg8//zz5gd/p/IObb7+/fubRqfzAbQi/fDDD5cBfOGFF7IGsxALxs0P7U/GHe/dcccdMmXKFHNTjVqyYyTV2Ipau2gvCZQjECvSNGTIkJg2tOxHhSiyLX3qqadMO/DbJnf78D5eC5O6detmyre/w5SR7jVebUy3TF5PAsVEwLdnnY7Xgq/XQb5iW484Ha964MCBZTcleIytWrXKyG06HQ4ZMUALgQ09e/asUBxeC2PfsGHDRAe12N+ZspPlkAAJZI5ASrG28UC/sUQb+7Si4RTpRDFop5hDqG3YAuLj/lpu86aKZ/fq1auMEmLV9jqvG0DQm0OqusN0j992OctWT9qILH6uvfZa81bv3r0rVO91swRXvG55OGPWts+9Yt1eZdn8qeYk8D7KTFZ+InawM1Ef2vdS1R+mX3gNCRQKgaRijQ8VPvwQgx49eiS02X7w8WFCXNomL2G0sWibx+0JOuPLyHPJJZeUlefOCxFOlGAv7IagORNuAE67UKbz5pDqAw8PHeV6iWLYTk3VLvutYNy4caYKa4NTJPv162fec/LHv1N52u73nf8eNWpUuSYlKsvvjdzNx1m+u43OvBhfzm8S7j4My53XkUCkCCSL6ai3ljIOamOniHci2binjZ8qDBMPRUJ59m9nvTYP4so2D663ZXvFYm2ME/lTJWd81yu/Lctph58y/dTtLMddjzMGbfN5tcva767PsoLdYJco5uzVLneM2NlvKMvZb4n6yr6eLL8XR6/8idqI660tzt92vOH9oPWn6lu+TwKFSCCuoh7JfgBSGe0UDK9JL68PWtDXrFhbQXFfn8pGZ/5keVG+l4AmusaKpNf74OIUV6dQ42/82EnPVO3KFlfLxWmbvUEH7aNE4m7ZuG807vx+2ghOznyWH8U61SeA7xcDgYRijQ+F03tJ1FinWIf9gKe6zgpoIlFLtgrCfTPJZKdZ8fAq0+3NJvPaU7XLKUapWOX7fa9VN85vS5aVW6z9tNH9bc1ZV5BvRZkcAyyLBHJFIGHMerfddvMVznFO5Pm6IMeZ2rZtW1YjYp12kipVbDpdM1WAyxWhNxzzbzvZ6WejSro2FPL1lk+qmLqzDVjh45ywztQKn0LmRNtIoIxAsrsCvBU/yekZIn+mvTtrgzvmi3r8eP+J7PHTtrB8LBO3p+lsg33PT7uy9Q0G3qo79h22/xLF8G35zhCTlyecrI1uRu663HMl6fYtryeBQiOQVI3xgQgSwy20xmXTHnBJNsHoR1zDbmLJZruyUbbXzciKdVAGuM5rTIYtLxvtZZkkkA0CKV1nP55rWMNQNn4SrRIJW24urkvFxU8MNhd2ZqoOd1/ZiT4/q3ISTR6mYujHdjfnoOLvpw7mIYFCIJBSrG1YI9sfgqhsB7fC47fzvEIKQZf8+a0rV/nQV/YHdfrpO69JVD/X+WmTLTvqXP20lXlKl0ClrWLMKD4JBCaAzUWYtMXkaZ8+fVJej80t2OSEyUVsbWciARLwT4Bi7Z8Vc5IACZBA3gikPBskb5axYhIgARIggTICFGsOBhIgARKIAAGKdQQ6iSaSAAmQAMWaY4AESIAEIkCAYh2BTqKJJEACJECx5hggARIggQgQoFhHoJNoIgmQAAlQrDkGSIAESCACBCjWEegkmkgCJEACFGuOARIgARKIAAGKdQQ6iSaSAAmQAMWaY4AESIAEIkCAYh2BTqKJJEACJECx5hggARIggQgQ+H90ghQH9FOm2AAAAABJRU5ErkJggg==" alt=""> </div> text/html 2015-12-19T11:12:07+01:00 mathhm.ir امیرحسین میرزازاده جزوه کامل مشتق ( بخش اول ) http://mathhm.ir/post/131 <div style="text-align: center; font-family: Mihan-Koodak;"><font size="4"><span style="color: rgb(0, 102, 0);">در این پست جزوه ای رو اماده کردیم که توسط نویسندگان سایت تهیه گردیده است</span> ..<br><br><font size="5"><span style="color: rgb(153, 51, 153);">برای دانلود به ادامه مطلب مراجه نمایید ...<br><br></span></font></font><br> </div> text/html 2015-12-18T10:20:00+01:00 mathhm.ir امیرحسین میرزازاده چراعدد"رادیکال دو"گنگ است؟؟؟ http://mathhm.ir/post/128 <div style="text-align: center; font-family: Mihan-Nassim;"><font size="6"><span style="color: rgb(51, 51, 255);">برای دیدن این جواب به ادامه مطلب سر بزنید ....</span><br><br><span style="color: rgb(51, 102, 255);">جواب <span style="color: rgb(0, 102, 0);">ساده</span> ولی <span style="color: rgb(102, 51, 0);">جالب</span> ...</span><br></font> </div> text/html 2015-12-18T10:11:22+01:00 mathhm.ir امیرحسین میرزازاده صفر به توان صفر؟ http://mathhm.ir/post/127 <div style="text-align: center; font-family: Mihan-Koodak;"><font size="5"><span style="color: rgb(102, 0, 204);">لطفا برای دیدن مطلب به ادامه مطلب مراجعه نمایید .....<br><br>اثبات مربوط به <span style="color: rgb(153, 102, 51);">صفر به توان صفر</span> رو از دست ندید .....<br></span></font></div><br><br> text/html 2015-12-15T14:04:09+01:00 mathhm.ir امیرحسین میرزازاده اتحاد ( جزوه کامل ) http://mathhm.ir/post/126 <span style="font-size:13;"></span><font style="font-family: Mihan-Koodak;" size="3"><br></font><div style="text-align: center; font-family: Mihan-Koodak; color: rgb(51, 51, 255);"><font size="3"><span style="font-size: 13px;">جزوه ای کامل از اتحاد در ادامه مطلب بارگزاری شده که با خواندن ان تقربا 50 % از اتحاد را می اموزید....</span><br><span style="font-size: 13px;"></span></font></div><div style="text-align: right;"><div style="text-align: center; font-family: Mihan-Koodak;"><font size="5"><font style="font-family: Mihan-Koodak;" size="3"><span style="font-size: 13px; color: rgb(51, 51, 255);"></span><br><span style="color: rgb(153, 51, 153);">این جزوه توسط نویسندگان سایت&nbsp; <font style="color: rgb(204, 0, 0);" size="4">mathhm.ir</font></span></font></font><font size="5"><font style="font-family: Mihan-Koodak;" size="3"><span style="color: rgb(153, 51, 153);"><font style="color: rgb(204, 0, 0);" size="4"> &nbsp;</font></span></font></font><font size="5"><font style="font-family: Mihan-Koodak;" size="3"><span style="color: rgb(153, 51, 153);"> تهیه گردیده است ....<br><br></span></font></font><img style="width: 268px; height: 243px;" 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" alt=""><br></div><span style="font-size:13;"></span></div> text/html 2015-12-15T13:49:00+01:00 mathhm.ir امیرحسین میرزازاده نمونه سوال سیرتاپیاز هفتم ( فصل 2 ) http://mathhm.ir/post/125 <div style="text-align: center;"><font size="3"><br style="font-family: Mihan-Koodak;"><font size="5"><span style="font-family: Mihan-Koodak; color: rgb(204, 51, 204);">در این پست نمونه سوال از فصل دوم ریاضی <span style="color: rgb(0, 153, 0);">هفتم</span> را قرار دادیم ....</span><br style="font-family: Mihan-Koodak; color: rgb(204, 51, 204);"><br style="font-family: Mihan-Koodak; color: rgb(204, 51, 204);"><span style="font-family: Mihan-Koodak; color: rgb(204, 51, 204);">امیدوارم استفاده کامل را داشته باشید ....</span></font></font><br><br><img style="width: 291px; height: 407px;" 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" alt=""> </div> text/html 2015-12-12T10:38:15+01:00 mathhm.ir Mahdi IF (Meti ) نمونه سوالا بخش قدر مطلق ( پایه نهم ) http://mathhm.ir/post/115 <div align="center"><font color="#333399" size="3" face="Mihan-IransansBold">نمونه سوالات بخش قدر مطلق ریاضی نهم</font><br><font color="#993399" size="3" face="Mihan-IransansBold">دانلود در ادامه مطلب...</font><br><font size="3" face="Mihan-IransansBold">رمز فایل : mathhm.ir</font><br></div> text/html 2015-12-12T09:45:26+01:00 mathhm.ir Mahdi IF (Meti ) نمونه سوال بخش آمار و احتمال پایه نهم http://mathhm.ir/post/114 <div align="center"><font size="3"><font face="Mihan-IransansBold"><font color="#993399">نمونه سوالات بخش آمار و احتمال برای پایه نهم</font></font></font><br><br><font size="3"><font face="Mihan-IransansBold">رمز فایل ها: mathhm.ir</font></font><br><font size="3"><font face="Mihan-IransansBold"><font color="#3333FF">دانلود در ادامه مطلب...<br><br></font></font></font></div> text/html 2015-12-12T09:32:22+01:00 mathhm.ir Mahdi IF (Meti ) سه نمونه سوال برای فصل مجموعه پایه نهم http://mathhm.ir/post/113 <div align="center"><font size="3"><font face="Mihan-IransansBold"><font color="#993399">نمونه سوالات فصل مجموعه برای پایه نهم</font><br><font color="#339999">تعداد سه نمونه سوال به همراه دانلود مجزای هر فایل</font><br>رمز فایل ها: mathhm.ir</font><font face="Mihan-IransansBold"><br><font color="#3333FF">دانلود در ادامه مطلب...</font><br></font><br></font></div> text/html 2015-12-12T09:21:31+01:00 mathhm.ir Mahdi IF (Meti ) پاسخ تشریحی فصل چهارم کتاب درسی ریاضی نهم+ دانلود http://mathhm.ir/post/112 <div align="center"><font size="3"><font color="#993399">این مطلب ویژه پایه نهمی هاست<br><br></font><font color="#6600CC">اینم از پاسخ نامه فصل 4 کتاب درسی ریاضی نهم (تشریحی به همراه دانلود)<br><br></font>برای دانلود این مطلب به ادامه مطلب بروید<br><font color="#000099">رمز فایل: mathhm.ir</font><br><br><br></font></div> text/html 2015-12-08T09:11:03+01:00 mathhm.ir Mahdi IF (Meti ) نمونه سوالات هندسه و اعداد حقیقی برای پایه نهم + به همراه پاسخ نامه تشریحی http://mathhm.ir/post/111 <div align="center"><font size="3"><font color="#993399">این مطلب ویژه پایه نهمی هاست</font><br><font color="#6600CC">نمونه سوالات فصل هندسه + فصل اعداد حقیق (به همراه پاسخ نامه تشریحی)</font><br>برای دانلود این مطلب به ادامه مطلب بروید<br><font color="#000099">رمز فایل: mathhm.ir</font><br></font></div>