المساعد الشخصي الرقمي

مشاهدة النسخة كاملة : الاستاذ boss


ميني الجزائرية
2016-05-08, 19:17
http://www.djelfa.info/vb/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASUAAAByCAIAAAC a+VDbAAAgAElEQVR4nO19eVxN+f//8ZFCirQgyhLSgrKHkDAqEYrBWIdSluxiDKMpxJDECEX2KFSWFk yULSJE9iWkfbtLd7/v3x+v73093m7dW0w18bvPP3rczj33nPd5n/drX94MUQA+ny8WiwkhYrGYy+UKBAKhUCiVSuFbkUhUXl4On+E0 FVRQoUowir4QiURyHwBIdXicx+PV2vBUUOGHQuX0JhAI4INEIs HPQFdSqVQikeCZUqlUJd9UUKGaqJzegKKkUimHwwFpBn/5fD59glgsRmpUQQUVqkTl9Aa6Ip/Phw88Hu/Fixc5OTmXL18GAkMyQytOBRVUqBJV0Bv8e+LEibFjx7q4uPz22 285OTn0V1wut07GqYIKPwIU+ktAcN29e3fFihWurq7bt28HSlN Bhe8O4HqAvxKJhMPhEJlNVFpaCuew2WxCiFAopN0TNQ5l9tuZM 2dcXV2XLVv29OnT2huBCirUATCCJRKJRCKRRCIpLy9H0vr8+XP dDKNyemOxWCwWy9HRcfDgwYcPH4ZhoQ6pggrfFwoKCuBDfn4+f ADak5NmYrFYJBLV6jpXqE9mZmb26tUrKioK/lURmwrfNegFXFBQcP369R07dqxZs2bq1Knr1q0jhAiFwjqIbCn 0lwQHB+vp6aWlpRFCxGIxj8dTuf5V+E6B4Stw761YsWL+/Pm7d+8+fvz4pEmThg4d+uHDBzp3qvZGotB+27Bhg62tbVFRkVg srlULUgUV6gDgDhGJRFlZWUuXLn306BEhJCcnJzg4uHPnzlu2b Kmbda5Qn1y3bt3KlSsJITwej8fj1SrRq6BC3YDFYuFfQEZGxsi RI3fu3CkWi4VCYW0PQBm9bd26lcgibBKJRGXCqfCdQigUgnwjV LovpOA/f/7cw8Pj3bt34LQktZx/Xzm9cTicHTt2+Pr6ikQiVTryDwmRSARLUCqVgvJCpwrBmsM1Wg 8hlUpRHEmlUh6PBwYYxNYIIWw2GyUErSvy+Xz4XFJSwmazg4KC YmJiiMyhUlJSUqvDVijfdu7c6efnB5+FQqEqj+RHAu36EggEsN RgvfJ4vHXr1u3YsQNPqM+mhEAg4HK56OoA2SAWi1FGAU3CCcXF xRAAEAqFfD4/ISGhY8eOJiYmU6ZM+fTpU90MWGH8bdGiRYsXL4bqG/oBVPgBgMweXytQIJ/Pj4uL69KlS69eveLj4+t/3FUoFAJFSSSS+/fvZ2VlEUJev36dkZHB4/E+fvz48OHDzMzMZ8+e0b+CJ8rMzDx37ty8efPU1NQWL14MX2Vl Zf0H+iQhZP369Vu2bKEDgvV53lX4WtAVw/iK79y506tXL21t7a5du/r7+4NyVT/jQHJmDovFio6Onj9/fnBw8KRJkxwcHDw9PV1dXceNG+fs7Ozg4BAREVFWVlbxOqmpqQ 4ODnp6epGRkXUwbIX0tmbNmp07d9IeUpVK+cMAXiXWWMHazczM 3LNnT6tWrdTU1Dp16nTq1Kn6zGGR3thsNnCEgoICMDgLCgry8v K4XG5BQYFIJCoqKsrLy4PzS0pKioqKiGwGBAKBQCCIj4//5Zdfzp07B6u9VvOEK6e3kpISR0fHlStXYtpL7Y1AhboHqEwSiQ SdJSwWKygoKDQ09NSpU126dGncuPHVq1fRLqqHwBiVQCBACxMc/cAm0KMOlAYrmbb0cFWvXbt25syZpE46gyiUb25ublu2bIHP6NJ R4YcBUBosUIFAEBsbu3fv3qdPn759+9bGxqZfv36xsbH12WgXC oW0QxWoq6JrRyKRwNLlcrkg/T5//pyeng5uTB6PV1paOmrUqM6dOwuFwrKystpWnhXS27x580JDQwn FElRS7kcC2GZAUffv31+9evX79+8JIR4eHjo6OqGhodevXyfU2 69XkDPe0J8HpCUQCDCiDR/gOPzq1q1bq1atSkxMvHfv3tu3b2fPnm1hYTF16lS8Wq2SXOX0V l5ePm3atPDwcEIIl8sFtqFk6oFbsNns3Nzc1NTUwsJCkUgkFAr hh8gm4eFr1r+cnJx86NAhIitkgsnCygsiYxM3btyIjY1Vch1MI efxeMAU8/LyCCFoZNPSAM4HSwCelFBeh38PSFSH9QFPgZMGvmy5FjJyv0XP vqLrw4BB3frw4YOrq+uVK1fg0ebOndumTRsLC4sHDx4ovwhe6t WrV48fP4YL4mDAQILiF0IIm80+c+ZMdnY2Lgb4SiqV4k/AU09fHEYI4SgulxsaGnr58uWK6xAbySkaJLxEuHhKSsrq1auPH z8eExPj7+9/5coVDDNiyLv2UDm9xcTEmJiYbNy4kT6IkcSKkEgkERERvr6+P/30U8+ePSdMmACJzkS2CgsLCyUSSZ8+fVxcXBITE2tq9G/fvp0zZ46RkdHcuXPFYnFhYSGuD/TulJaWhoeHMwwDaeCVori4GD4IBAKJRFJYWBgcHNy1a9c2bdrY 2tpmZGTQJ4tEohcvXkydOnXMmDH4VY07k2BxlJWVIS/j8/l07ybUplgslkQi4XK5ZWVl1fdwwKXevn27dOnS4ODgnJwcuOPc uXMZhtHQ0IiNjUWOqQjwbWBgYOfOnVEeQo8pgUCAJlNxcfHOnT uHDx/+6tUrYIug/tGLGz8DaaHIKigoiI+P37dvX0BAQJ8+fWxtbSdOnPjgwQMwPom spZXyvlVwJhbjwOuuSN5yI6kNVE5vHz9+HDJkiJ+fHwZDlePOn Tt6enrz58/fuHHjgAED2rZtm5CQAGtXKpXCqz169CjDMG3btlUuZ74WSUlJy 5cvNzQ0/Ouvv6RSKY4WlqlUKt23b9/48eMdHR0/fPig/FKlpaUCgaCwsHD9+vWdO3fW0NBgGKZVq1avXr2Cd8Nms0HEBQQ EaGtrGxsbp6amwm9rNgsHqiHxmnQ8mo7QgCgmlPTD5k5VKv9wQ kBAQNeuXZ88eYI/nz59OsMwDRs2rL5//O7du506dVq4cCHOBqFY2K1btxwdHYcNGzZ79uyioiIcGE3J0Jm KfliYhIKCAl9f3/79+z9+/LigoODt27cLFixo0aLFxo0bRSIRrCvIe6yO0oQcSq6ho1Ao5HA 4ihpA1iwU2m/jxo3btm0bodQVJfzD398/MDAwNzfX39/f3t6+U6dOwcHBcr9avHixjo7O8uXLQU+rEYBUycvL69Wrl6mp6 dq1azkcDpfLhZdaUlJy9uzZXr16TZo06cGDB0qWoEAggPedn58/bdq0n3/++datW2FhYQ0aNDA2Nn7x4gVMAnAQDodja2trYGDg7u5eXFxcG/luV69e3bdv36lTp1asWLFixQpfX99Zs2Z5eHjMmjXLx8fHx8dn xowZ06ZNW7Vq1R9//LFixYq1a9e+fPmSUG43Wk+rCFCY379/7+7uPnfuXFCoxGJxaWnpL7/8oqam1qxZs6NHjwIxKyddUNWio6OnT5/+008//f3331i6VVhYyGKxNmzY0L9//1GjRiFVywGuD3/FYjFQBZvNPnr06IgRI7Zs2YKMEoLaBgYGrq6ucm0RlAslWmZwu VzgZcCdaW0WhPN/U2/q4ODg6+uL/8q1nZTDnTt34J1169ZNT0/PwsICuCM0ac7Pz09OTu7bty/DMD4+PjXr9YJXe+/ePTs7uwkTJri5uZWWloLzatOmTSYmJi4uLunp6crtfhzSp0+fk pKSSkpKuFyuk5MTwzBjxozJysqifx4VFdW6dWt9ff3t27cT6n3 XoB6ybdu2+fPnOzo6rl27dsaMGbq6uiBzLCws9PT0NDU1W7Zsq a2t3aBBg8aNGxsbG9vY2Jw7d4520EkkEuV8urCw8MiRI2fPnoX VjITq4eHRoEEDDQ2NnTt3VsdzUFZWJpFIeDze9evXBw8e3Lx58 9OnT0MwXSwWHzhwwNDQcMiQIdnZ2bCEgBGgNki+ZA14x0uXLvX t23fkyJG3bt0iMm2ltLT0yJEjLVq0mDt3LvnSwFH+flEYKmlPI hKJ/rN4QH5+fvfu3RcuXAjJafTsKMKbN29ycnJ69OjRv3//BQsWwDvAb6Ojo5s3b66npxcfH1+TwycEpBkk79ja2urr6zs5OT 1//jw2NtbU1LRnz54QR6Ib11aKkpIS4KxgYHz+/Nne3l5DQ+PkyZOEEJFIBLK0rKxs7NixampqpqamFy5cQG2Z1Kg ekpaWtn379piYGA6Hk5WVdfbs2blz54aHhx89ejQqKurw4cP+/v5+fn779+8PDQ3dunXrpUuX6A4ckL+r/BYRERGurq6o9QH4fP6kSZMYhmnQoMHmzZuhw0eV/B4jzomJiSYmJmZmZkeOHElNTe3du7eWltbw4cOfPXuGsggMMzl 6w4gZHHzx4sXMmTMZhpk8eTKhpFN+fv7kyZMtLS3Bk0cPrEr+A rQEhiX8ls/nw8opLy+nBV2tumQrp7fLly83adJk+vTp+Aw40EoBVs2DBw9MT U3Hjh176dIlOF5eXl5YWJiTkzNw4ECGYczNzcF6rumn+D9kZmb a2dmBldi2bdvu3bufOXOGyChBSatMVJnQjxwaGtq3b98uXbrcu 3cPzHF4DU+ePOnQoQPDMGPHji0pKQFHBfykBrkj5t1yOBy5QhL aNpMrkQSPHzgwlS+a4uJib2/vsWPH0k4XYDReXl76+vo9e/YMCwurcuXh2FC0Hj58uE2bNg0aNOjUqRPDMKNHj757966inwMf xHmDYXM4nDVr1jRr1kxPT+/8+fPgw+RwOB8/fnRwcLCwsFi5cuWbN2+IbMLx1SjRe+V8M8oti1qtilCoTw4ePH jVqlUYuKiSyeXl5dnb27dp02bQoEEfP36kC3n8/f0ZhmEYZtWqVTXrx6NLMGDxHTlypGHDhgzD6OjoXL58Gc8sLCx Ufh142eBMLykpuXjx4ubNm0+cOEEozZ4QEhUVpaur27Bhw0mTJ uHPayMyScdOkMZwSmn1FRIs8N/q5LuuWrWKYRgTE5MdO3ZcuHBh7969Hh4ekydPTktLs7e3ZximU aNGLi4uBw8ejIqKunbtWpXjJBQ7CwkJgSuYmpq+evUKDoJXQ86 qxKeAx0Sv/YwZM9q1awcuAB6P9+rVq5CQEDc3twEDBhw9evTJkyegViC9VZP T4dpD3RJ6lqDZVgf5awrjb2ZmZt7e3rSKrFxeP3/+3MbGRktLC0o58OSMjAxbW1stLS09Pb1jx47RP8Fpkkqlck4Uj IYpZ7H0KpRKpR8+fFiyZAnDMOrq6gzDuLq6vnjxosqRA2gFLDs 7e8qUKUOHDv3zzz/x5xKJ5ObNmxYWFv/73//U1NRSUlLwhZEvhRsqmai6VHl3RU8HjAAujh5L2nVOqGWEzeerf N4VK1YAB2zTps3w4cMHDx7MMEzr1q1HjBgxcODARo0awRy2aNH C2Nh4//79Si4FY0OFkBDi7++vpaWlq6trbGwME0hkrlSMx9JsF5sLw8/fvXvn6Oi4YMGCkydPJiQkbNu2rWfPnkOGDPHx8fnnn3+q83T1G QrpbdCgQYsWLUKPs/J1X15e/ttvv8E7S0hIILI1J5FINm7caGBg0KhRIwMDA9BYQF5DNAkWEKz L0tJSPp9fWFhIC3Rsx1kpULCw2ezHjx+vWLECjOmQkJAlS5bo6 +tPmTIFlkL1GwyWlZVt2LDB0NDQwsLi3bt3mIOHxNysWbORI0d CsBuXPvBmOIhONvKtyQovX748fvz47du379y5s2fPnsDAwBMnT ty7dy8zM/PQoUN+fn4hISF79uzZunVreHj46dOnd+zYQQtwyNVSsi5XrlzZ tm3bpk2bamtrd+nSxdzcvGHDhu3atZswYYK7uzuQora2do8ePZ YuXXr27FlF14FXDJ+LiorKy8tXrFjh5OS0YMGCQ4cOLVq0qG3b tvv374fJgaga/XNUgmhVf/bs2ZMnT7a2trazs5s4cWJycnJqaurjx49rQ2+veyjUJ2fMmLF0 6VIis0SVrxuRSOTn59eoUaPBgwcXFBSwWCxIF4qLi5s9e3avXr 0YhrG0tORyuaB+0Pnp2DeCFnE8Hk+5BoiAV/Xx40cI1Do5OWVmZhJC+Hz+/PnzjY2NfX19q7QYgaqBtEpLSwcNGqSmpjZx4kQWi4W236lTp3r 16gVBuWnTpsFCQec71gWzWCypVArZJ3JKYPURHBysr69vbm7eu nVrWPo9e/ZcunTp8uXLTU1NDQ0Nzc3NjYyMdHR09PT0jIyMBgwYcPPmTYFA ACu7SufBkydPEhMT4+PjExISUlNTnz17lpaW9ujRo7S0tNWrV3 fp0oVhmO3bt7969UooFNLdPpQgKytr+vTppqamp0+fhkcuKCjo 3r17hw4dfv/9dzwNw9OEEGS4AKFQmJ+fP3DgwLFjx5qYmAQHB8NpNDUqSbr4L qCQ3ry9vRctWkRkL0/5ojl16hQsxJCQEFzc0dHRq1atunfvnpOTk7q6OqR30FvqYKAmN TXVy8trypQpNjY2ly5dEggEcJFqktynT5/Wr1/fsGHD9u3bQ8UhoKioyN3d3cTEZOnSpQ8fPqzyOkAebDbbxsamc ePG/v7+cJzL5WZkZKxdu/b58+eampq2trbohqGXNVgCO3bssLS0VFNTCw8Pz83NJVWJ6EqR mZm5du3aHTt2bNy4cdWqVUeOHAkNDY2Njd24caOHh0dgYOChQ4 dCQkLOnj0bGxsbExNz8OBBTJ4gVBWmIlTqEoCfeHp6GhoaMgwT FhZWnQgHcMl37975+Pioq6vPnz8fjgMDOnjwoK2tbadOnQIDA1 FFokP5mPeIySguLi7t2rVr0qRJSkoKECcMg879/35ROb3x+fxff/0VohzVMQmePXumqamppaUFhbRCofDevXuOjo45OTl79+5t27Zt y5YtIyMjBQIB9PzCMpDCwkKBQLBhw4akpKSysrKMjAxXV9eCgg KxWAy6mfK4HyQWhIWFMQzTs2fPGzduwFD5fD4sqRcvXmzatMnS 0rJz586vX79WdB1wlhQXFwsEgtu3b/fp04dhmG3btgkEgpycnJSUlNGjR0dERJw6dQrMQh6Px2KxMjMz uVwuqMGEkLy8PA8Pjz59+nTp0uV///sfwzD9+/dXFORVDpwfRHl5OYgFVKuQr+ESlOugqITkMA0F7EMWiwU2lUgk +uOPPxiGady48bZt26rjSYbxrFu3buDAgdHR0WB4o81JCMnPz//9998HDx68f//+ijohxhvQfuvduzd4mCESQ88Gi8U6cOAAWHHfKRT2U5g0adKyZ cvwCGbBVop//vmnQ4cOmpqa8fHxJSUliYmJGzZs2LdvHyHEy8urQYMGXl5eHz9 +HDNmjKenJ/A2DocDEx0XF7dgwQIIcAmFwpiYGAcHB8h/hRdQaVku4s6dO9bW1p06dYLAqFAoBJlJN37Zvn17ixYtgNQrBf 1o0dHRoACvXbv23bt38fHxM2bMOHfuHCHkxIkTFhYWAwYMyMzM DAoKWrp0KRbq83i8f/75Z+nSpVevXr1w4cLx48etra01NTXXr1+vZPCKgFnX8AFMI/gK8zDQiwPgcDhwDii0pBopnajX4erncDh+fn7gEzp58iS8KSX6 JNzx2LFjmpqaYWFhcKmSkhJ4s2iwZWVl/fLLL926dbt9+zYqhODox8HjW46KiuratWvLli1HjhyZkpICCkt +fn5CQsIvv/xib29fN4XYtYTK6e3Dhw/Dhg1D5xKpEOqRw6tXr7S0tBiGGThwYPfu3SdNmgRJkhwOx9vb2 9jYuEmTJhMmTLCwsKCdy2KxuLi4uEePHmvWrIEjXC6Xx+NNmDD h/PnzLBarOvrkvXv3JkyYcOHCBUI56IjMaoJFWVpaunv3buxRURG YIyIQCPbs2QPSqV27du3btx81alRcXByPx/v06dPEiRMbNmzYu3fvcePG7dq1KyUlhcjS/DCDDK/p4+PTsWPHM2fOfIM/DcaDWh/d/UYqlUKCMhypmNKO9rByU0cuVxi6jBJCIiIigoOD27dvf+nSpfL ycuUXAXZw4MABV1dXuCNtdwAtweNnZ2f7+/vfvXsXZKZU1hRHbvAFBQUcDsfNzU1DQ6NVq1aOjo6wEZq5ufnE iRM3b96cnp5eP/s7VBOV01tycrKRkRHkc1Wnr/rz588HDRpkb2/v4uKyYsUKKA6AqQwKCurUqVPv3r0XLVpEl0XArB07dszAwODOn Tt4hM1me3t7BwUFAY9ULtzQu4XJOFjBQahlCuqN8q0hUWmJi4v T09Nr1qwZZCTfvHmTyCwiDw8PhmG0tLQmT578+vVr1MrgCihzx GIxn8+PjY01MTEBqfu1oKPAbDYbS1pgNrBQADIk8L5cLhfmnMP hVLko0QtPq50CgeD8+fNmZmZt2rTZtWsXqYZ/FYRwYWEh6v8YIEFFt2KTObmiSomsbg1OjouL69u3r6ampra2tq Ghoa6urpmZWUZGBu0O/U5ROb3dvn27a9euW7ZsgVQXUlV+oFgsvnTp0u3bt+FM2hwvKyu 7ceNGcnIyChx8Hzweb/369To6OqA9YgSzQ4cOQ4cOLS4ulksKq20g9YaHh69Zs+bixYvv 3r0jVDnjjRs3QkJCLl68CE4CuhwBtTsgiffv3w8aNGjp0qXfnf M6KysrPDx8//79EKoGiVoH96UzvEpKStLT0y9evNi7d++xY8fGxsbeu3ePyKj0 uya5yumtrKzMycmJtj2qzMctKiqC9YpLkM1mY9tQYH6E4pegV2 zcuLFFixawrOEuXC530qRJ3bt3h3JjrOasVcgxYIFAgNwaB0YI KS8vB0pDloGBDew3Sgg5dOiQs7Nz+/btly5d+vbt2/rcNbVSYGUtqcPmXHILDGIbL168eP78OZHpxjWbFP6fQGE8YPbs 2dOmTaPVs2oC1baK2j+dWACrc86cOQzDfPjwASw3QohIJAoMDD QzM0tPT8dssq97pq8HriqsgwLfHXiJFO0NRLvdkbPk5OT4+vrO mTNn8ODBWlpac+bM+Y76UMip3HQb8LpBxU6ncr0Ffkx6E4lES5 YscXR0BD6n3PIhsmZJaP6iboB2FKxXVMDwgn5+foaGhtnZ2fSO r9u2bRs/fvzr169rvE+BEmCbJ8iMgS5xFavIoEgM3AA0IeEgxWJxbm4un8 +PiIj43//+h9ryd4Ty8nK6xUBd3honH7yXUD5Dd+VAo+M7ReX0JhaLgUnTx XxVPidduks7o3k8XkXfNMzpu3fvrK2tT548ib5sQoirq+uOHTv qpt4WgdovUZC8hhojCD10DEokEnBawAfs01ZeXu7n5zdq1ChIc PsuIPeKccXX9n0rFnzJ1Q2QCg3tvlNUTm85OTleXl4rVqygD1Z HL6L1q4ovj54sNPMsLS09PDyITLiVlJTY2trGxcXhmXXDzzBNl MvlwtjA74cyFsvG5UZFswP8DM8SFBQ0Y8YMOvOjnoOOLsCzK48 D1SBAe6fvhVV8YF1/75klgMrp7f79+/369Vu9ejXNxZWwFjSxMNxMZIEgXJd0RQbOHZ/PDwgIcHd3x5UaGhq6cOHCV69e0TkKtQ26zI8mqoqPLJfDQR/BvrxisZjFYqWkpIwaNeq7c1GCH7/O3JI0kOQAdHwFxyaVSqu0buozKqe3Bw8eGBkZ/fHHH3ikyoeU44t4HD9XZJMcDge+HT9+/ObNm3NyciIiIqysrLDqDC9Y/ef5N6BvxOPxaH0G3f0VtVxYmjk5OTExMRMmTPj111+nTJkyZco Ue3v78ePHf/jwAbIovwtIqCp4WO6Y2VirUJS9BMujvLwcFPjvPVmZ0PSGMVNC yM6dO62trY8dO0YTSQ2ue5g4zD1/8ODBunXr5s+f//PPPwcHB2ORItQl1FuVnSY/Fov18uXL+fPn6+joNG3a9Ndff42Li8MoiAoqABhC1dIDCgoKBg 4c6O3tDbEm7Pda4xDJtmiRSqXv37/Pzs6WK5GSVq91St2DbssDH6RSaWlpKYfDSUxMTEhI+Pz5M3KKe jh+Ff4rMLQZCpZ9dHR0ixYtoOSEyGJTyvOVvxYY1qObDeK3ELi rz2ErOiVfTk/GdGGiojQVKoCBUhQUcWVlZcOGDbOzs3v8+DFNilWWVH0zQDWHD pBcLpfOkQOFrR7Wz9NGqZzHHHMX8asfw7GmQo3gC3/Jy5cvJ06caGxsvG/fPkyTxXzzmgUENInSMEOdOaO/FiDtsZwEPtMeSzr4UT8fQYX/BAzIEy6Xe/fu3d27d48ZM+bAgQN0awMsVKtBvzZ4vcDvR4fsIL0A6n/r8zKVyPoo0hojtK8TyfagqJ+Wpwr/LRiBQJCUlDRu3LgRI0bExcXJJYLQabi1ur8pFGVXPA5lBLV332 +DVNY4UY6i5HriY1JYnQ9QhXoKhhASFhbWqlWrQYMGhYaGFhYW 0lYHptLUrBGFyRyQDod6I61b1k1lwL8BUB3mYeBxeuT1WUqrUP dgCCFisfj69eu7du1ydnYeOXIkdAGBJAM6oUnFp1VQ4V+CQcHF 5/Pj4uImTJjQsWPHqKgo2tyv5n4/KqiggnIwhNqWUiwWx8XFDR06tFu3bomJiQUFBZXWpKigggrfhv/TJwlVcxkXF2dgYPDXX3+hEQIk9w19FFVQQQUaDKlQM//p0yctLa1u3brl5eVBMu531xFABRXqJxhC5eljdyA/P7+OHTvCrj9E5qVU5UmooMK/BCMX3QJT7fr16wYGBnv27KE7On7XdUcqqFAfwICuKBKJsEcVh8 PhcDgjRoyA/XIr7cupggoqfAMqrzeVSCShoaGHDh0iX9ZuK7kQHeSlext/10Beg0mSNX4L6BEilytHJ23DGL73Pjn/LWglrmIDKPiApf216o1XuP/b5s2boc14NZsFEUKgzzYUBdfz1JBqgi7vrw16k0sThToJ4FPQZ KmsrExFZjUFYG0ww1C9LpXtd1VnHkGF/Sd37drl6emJ/yrv+wn8g8vl/mA2Hk1ptReHhNxRRXQFRKiSb/8S2EaNPijXHUMoFLLt0gMAAB8dSURBVGID0lqCQno7ceIE9LqR 6zlVKeguOlKpFDYl+gHWh/RL1Pj1aaVRItvJms1mA3VBswlVvsG/R6XERr7c5KBuUDm9CYXC4ODgZcuWVT9pmMfj5efnFxYW3rx5E3 bN/gHorVLU4OrH3UikFTZ9LyoqSklJwQ454i/3vFbhqyBXhg9FzHiEw+FAtWdJSUk1t/j8Zijs97p06dLVq1fDv3Jd4irF+fPnu3bt2rlz55YtW8bExPwY 9ltF1Ia0gZI/+Pz+/fuLFy+OHTt22LBhAwcOvHTpEviNVS7iGoFcCRVsYvHu3btr164 lJycHBAQsX778+vXrtTcAhfT2888/44a6uAGSImRnZ0dHR+vo6DAM06VLF9iF8IfMSqkNeqMN98jIyO nTp2toaKirq7dp0wa3y/sBnL3/IUB3AH8JHiwpKXn//n1KSspff/3l7e09f/78adOmBQUF1Spfq5ze8vPzR44cGRgYSO8PpuSVQ73cwoULYctF 2PH1h+THNUtvaBKXl5fDmhCJRO/fv+/SpUuzZs2aNGkSHx+PJ6isuG8GLkVczLm5uUlJSaamphoaGnPnz s3OzkZXRa1uCVQ5vWVlZTk7O3t5ecE7ltuVTxESEhKsrKzCwsL YbDYqSOjgJtT+o3R/K/yMvfGUEyqtduNBGB5uOEgIAUVcJBKBjVQ/N8WUMySIrHuSi4uLuro6wzCJiYlwHB4QN0kEW47ejBJmDx+zyj 5FQqEQ0/fo3rV0QbqU2rqd9pZh+5Z/9fAUKsYbFZ1JL4/qjwGnBdlWdHT0kCFD7O3t/f39nzx5AvMADqr/QL4RQtatWxcQECA3XEWAWbhw4YKurq6zs/PDhw9x1vh8PjBvnERYK7TjVVEUgU5tAaUL99nBCATupYK/qtgEm3wnwhbcZVwud8CAAQ0bNmzSpMn169ehX1N5eTnENvFd0M wFAbuFVLkK6dbRAoGgYotRaA1aMUoBJ9f2ZIL3CDvBVHwc3Iyp +jTP4/GAnPh8fmRkpLm5OcMwPj4+6ASGJ63tFs4K6e3vv//eu3ev9MudBBUBGF5ycnLz5s1btmyZnJxMCIGNhfCFFRcXw1rBF UP/W15eLuexheUlZ+Cij45u8wgoKyuTO4hzV88zrbG/EIgXNpvds2dPhmEaNGhw4cIFuTAM8iaw9UtKSuS2p6tO/h3dw09uepGqIfaIjdzl7lKz8UDcLQCkPbaHoc9RsgiBWpSoYDS PCA8PHzZsGMMwTk5Or1+/JlTXdDihVv3qCuMBe/fu3blzJ/lS2VB0FXgTT58+7dChg66ubnp6OpGtcrlGQLhnL5Hlo8BxWD2K lAq5uYZXArwcd+KkvyWEsNls3Am5xvuL1RRwYwqMqsO6CQgI0N PTYxgGd+pCWx9+gldAahSLxXSBYsUAgxxA7yCy/dmBq1b8SUVpWXvJQ1JZf0G54zQ14n7UFX+l/HnBrklKShoyZIient7EiRPB8cvhcOQWYa1yZ4XyLSwsDP2TACX xbvjq4cOHRkZGJiYmT58+pS0TUIeys7OvXr26ZcsW2OabECKVS n19fX/77beDBw/SugHsGoHTh/okyCsul5uVlYW3hiL0nJwc4Mq4epDGgIcR2WzWK1TaV48Q8v79 e2tr68aNG586dYo+Ez4LBIIXL17cuHEjMzOTEFJcXCwWix8/fhwZGXn37l26ukr53eVuKpV1X+fz+XKbpcCGfnK2dw32TZMzB/A9KjofyQ9Oq45WCcMOCQlp3bq1pqZmQEAAzaFAb2Kz2bWtKiuk t/DwcB8fH/pJlAt0Qsjdu3e1tLRMTU0fPHgApjy8krS0ND8/P1tb206dOrVr1y4sLCwnJ8fHx0dHR6dVq1ZGRka6urq9evUKCg rCW9DTjcY0LCBcRqmpqUFBQX379rW2tnZwcEAixBMyMzNHjRrV p0+fWo2o/HvImShSqbS4uNjS0lJLSwu7ysMJubm5oaGhnp6eZmZmTZs2nTF jxvv37/fv39+tWzdtbW2GYaysrHbv3o0cTRHgveDaYrFYLBZr9+7dR44c OXz48K1bt2AOUfCWlJT88ccf69evx61UiMy7UCOodPsraFIKrB M66Ihl+NrrCwSCkpKSxMREAwMDhmHc3Nxw4/WXL1+eO3fu1atX+Di1GsdSWB8QERGxevVq5WqxHF6/ft2qVStLS8vU1FTkgkVFRYGBgRYWFgzDdOzY0dra+s8//1y7dq2pqens2bPT0tLMzMwYhjEyMurbt29BQYHcjthE5sSDzzg p6enpv/3228SJE7W1tXv06DFo0KCPHz8WFxfTzrTw8HBjY+OpU6e+f/++mlzwPwFNb6AdFRYWmpubGxgYREZGQhvZ0tJSFos1e/ZsY2NjcF0yDNO7d++FCxfa29s7OTm5ubmNGDGibdu29vb2c+bM ef36tRLTH24H3eNZLNaePXvCw8MtLCw6derUq1ev3bt3g4GAxt vjx48NDAz09fUTEhIg46w25oHH42HnReX+VRCAtAlapT5JCAkI CGAYRl9f/7fffrt27dry5ct///33rl27Mgxjb2/v4eGRlJRUc09TORTKt4SEhC1bthDKflPupYUkiR49evTt2/fu3buE2v6Gy+VGRka6urquXr3azs7O1NR09+7dmZmZoAeWl5c7 OzszDNOtW7fMzEwU8XKSHRgSUOPbt29XrVq1devWN2/eDB06FFg7bLMG1gWsp2nTpjVr1iwsLIzUqPJTs6ioUkql0hcvX hgaGmppaR05coSOHWVlZQUGBvbs2bNhw4YMwxgbG48bN+7Ro0e w1ePHjx9HjhzZrFkzLS0t5UsH90shhHz48OHnn38+derU2rVrG YZp2bIl1D0SitNDZHXkyJEQZaE3W68p5OTkpKamXr58+dq1a3f u3Ll9+3ZycnJCQkJiYuLly5cvX74cHx8fGxt75syZU6dOpaenP 3v27OPHj6WlpdWRBzDUZcuWNWnShGEYXV3dBQsW7Nu3b9euXZs 2bXJxcQH+NWDAgMuXL9dqalTl9CYQCI4fP75hwwZSwZ1YKYAmc 3NzHR0d+/Tpk5aWRmRESGQ9ki9cuNC5c2eGYdzd3YuKioBFwbO5ubk1aNBA W1ubVvygaxgdd0JSzM3NTUxM5PP5aWlpxsbGDMNMnDgRvsIt13 Jycrp162ZsbHzhwgVQboEjom1Nm4tyj1MdfolNzQC4ox0ewRA2 XErOmkKNrqLUlUqloaGhjRs3ZhgmNjYWWT7qGsCnQS+SM0ojIy MhN2XOnDnKB08IYbFYYrH45MmTz58/Ly8vDwoKatWqlY6Ozu7duwnlgczLy+vRo4e6uvq8efPoi9SglB OLxffv39fR0TExMQExq6amBoYGwzCamprNmzdv1apVkyZN2rRp 06xZMycnJzs7u19++YVek8r9HMnJyaampg0bNtTS0vL29oYUX/C63b9/39DQkGEYHR0db2/v7Oxs+IlUtr8FbsDy75+0cnqDV475k3w+v8rgqUgkSklJsbGxM TU1ffToEe3FgsW9a9cufX19hmEWLFggN/TTp0+3bdu2ffv2N2/exAeruK8vTb1QgrBmzRqGYRo1ahQUFCRnTgQGBqqrq/ft2xdnrdKVjU6Cil8pmV+sW4MSNTwOIRB6rjBrQSrrOAjHFdXU wREOh9OjRw/wT+JXSLG7du0CeouNjUWlEcjy6tWr4Nh0dnZWrj/jA378+FEsFrPZ7IkTJxoYGIwePfrFixd0gHjTpk0NGzZUV1ePi oqCkZeUlNS4s/f9+/fTp09fs2bNX3/95e/vP2PGjDlz5gQEBHh4eHh6enp4eHh7e8+bN2/x4sUzZ86MiIhYtmyZt7c3LAM53lcp0tLSGjdurKGhMXr0aGB2+ OJYLFZoaGijRo0YhrG1tT137hzs3YcCnF5+/xIK9cndu3fT9W9V2j9sNjssLMzY2FhbW/vOnTuwyDgcDq4SPz8/XV1dHR0dPz8/QvUgKi8vv3fvHmgyIBixGIm+PhrKtFmyZcsWDQ0NhmEuXbqEoT kOh1NSUrJ8+fIOHTpYWlrm5OSUlpbC3IFTGCNLyMIVyRklz4vf 4gPigCGWCOdASBDjkOCqpS9SKb09fvzYyMiIYZizZ8/CcXrznZCQECCAT58+yY0nOzu7f//+mpqa48aNU84i0X8LA/v8+bOlpSXDMHZ2dkVFRbAW4StQJtu0aYMeKTrsXiOAq9HVEsjs eDwethuW85rSD0KU0oNAIAD52axZs5EjR7558wbcrbAqOBzOp0 +f3NzcgIt5e3vjrVGzqCn+otBfcuLEiXXr1qFOSKqS1+Xl5RER ER07dtTT04uLi6PTO0Cb+uOPPwwNDYcMGfLo0SNCaf8cDic5OZ lhGAMDg3v37hFKjhMq3CSRbS2NuaeZmZkDBgxo3Lhx3759MZQE v01LS5s/f76VldXQoUM/f/4MN6IFkRy+Nlnh06dPAQEBs2bNGjNmDOg/lpaWQ4YMad68eb9+/YYOHWptbW1paWlmZubo6BgQEPDTTz9t374drCyczIoiFwPfILc xn0su8Wrfvn3q6uqtWrWC6YLBi8XioqKimJgY+OGYMWOUpzjDj IFOKBaLb9y4oaen16hRI5rJwtt3d3fX1NQcP348l8ula4JqMIU ayQlWi0AgALcktNKhvdb4E8hPoo0dJesTTI/+/ftbWVkFBQXRQUv8+YULF1q3bg2+k48fP8K3MEs1uAmhQn3y/Pnzu3btIrL9qJSvRRjNo0ePBgwYYGFhcfToUbldCMvKyhISEnr 37m1nZ3fr1i250GpSUpKGhka7du2SkpLkJhfirWJZR1p8bIFA8 OTJEzU1NYZhli1bBgch6enu3buDBw9u3769jY3N0aNHxWIxbeQ A3aJ2h6XTX0VvHA4nKCjI09NzypQpFhYWmpqaOjo6VlZWnp6e7 u7uAwcONDQ07N69e79+/UxNTbt169a5c+eVK1dif0GigBmj3ejl5cUwjIaGxsWLF/ErnOfw8PCGDRtqa2uD3x8eAU7Lzs42NzdXU1NzcXFRHn+TE7Nb t26FO2KGNNzx2LFjJiYm6urqe/fuheNcLrfGPQqgbijX4QG4ruCV8Xi86kgeDoeTmpratWtXTU1N UK+IzNeNZsitW7fMzc2bNGmiq6t75MgRcATQCRg18tQK9cn9+/ejYJVSmwlWCnjmFy9emJmZGRoabt68Gf3y+F5zcnJsbGz09PSW LFkCOiEEmiQSybVr1wwMDDQ0NC5duoRcCuUYka1OFLYwC8+fP+/evbuGhsahQ4eg2wchpLCw0NPTs02bNqACpaSk4CDz8/NBhajoWPsGffLz58+gb7x8+TIlJeWff/558OABeHSKi4vT09MfPXr08uXLp0+fPnny5Pbt2+/evSOymFKlWRSEorepU6dCPldkZCTOBr6CyMhIEGI4BjheXl7O5 XJ79eoFTFrJ4MmX3uaMjIyffvqpUaNGVlZWubm56Jd6/fr1iBEjGIZp2rRpWloa3AhyVpVf/BsgEokKCgpYLBZod6WlpcXFxSUlJUVFRa9evcrOzgZRDHGRly9 fFhYWimUJunAF5bSakZHRvHlzhmHGjRuHBYcQ5gUO8ubNm2nTp oHX5OTJk8CjUeMgNSTPlfUvmT17Nk3TVTKSlJSUli1bMgzj6+t LmzfgALhw4YK+vn7jxo2RjInMy3/nzh09Pb3mzZtfvXoVtSx6+mg2gx+2bdvWtGnTTp06ocYoEAjCw 8PXrFnTt29fLS2tqVOnwopUxJlQYH6tv4ROUAQbFcMVwBRovQs VY/oKkGZd8aZAV1OmTAGKOnHiBB3rB0RFRcG3jx49wvw4dKiOGTMG qqKU5NPQg2GxWIcOHWrXrp21tXVsbCwef/Hixc6dO93c3Lp162ZpaVlYWCgnMGtWyqWmps6YMWP27Nmenp4O Dg4DBw7s2LHj6NGjx48fP3ToUCcnp0mTJrm7u0+ePHnWrFnOzs 5WVlYuLi6gokPeqRL7TSgUJiUlNW3alGGY8ePHSyQS2rlaVlYG ROvr6wt5lWgYS2Wb+NXUYyqkt/PnzwcGBhKq+7ISwHDj4+Pbtm2rrq4eEhJCZPwA3RugsbRq1So4 OJg+LhaLU1JS1NTUzMzMIHCHBhuh8gDl0tLfv39vbGzcuHFjiA SIxeKysrLExMShQ4deu3Zt9OjRtJ4pFArReAPZwuVy3759C3Ge p0+fyj1ONeOnhOJ5+LLxVxDtQNUAEhQx/a/SxYGJgiEhISCijx07Rs8w/PbYsWNqamr6+vqg8BPZ0odvbWxs/ve//zk7OysfP7B2OCc0NLRFixZ2dnZlZWXg8cvIyHB3d584cWJ8fLy Xl5eDg4PcY9Z4/euVK1e6d+/eo0ePnj176urqmpiYgB4+dOjQPn369O/f38zMzMzMzMDAoFu3bjo6Ovr6+vb29oWFhVIqs1TJ9TkczsyZM xmG6d+//4cPH4jMBYjiMS8vD9QKLy8vQvkLyJfFUP8SCuu7L1++DMlEFf1 vlaK4uDgqKqpx48bq6uoXL16k/UtwkaCgIIZhmjRpEh0dDfIESS4pKUlLS6tp06YPHz6kVVBaSsD s4DPv2bMHslKuXr1KCCkpKbl///7ixYujoqJ8fHw6depkZGQEuyKDIi7X/MPHx6dr167gA3R0dAwNDcW7wAfsflurgJct/bKmixDy9OnT/v37Mwxz+vRpQgUeCSEsFismJqZ58+ZNmjTJzc1F1oszA7UFkyd PxjR/OA4ykL4L/PvmzZuRI0dCXBQ8IhwOZ+vWrTY2NjExMZ6enps3b7506RIOAxw Y6KsARlZaWvr58+fx48dXmUqmCJDN+Pnz5+zs7IKCAi6XCx4gy DvncDgFBQU5OTmFhYUsFqu4uLisrAz0wOqExWBFHTt2rGfPnu3 atYuOjsY1hinvERERLVq0aNGixZEjR77tEaoDhfItMTExJiaGf GmOKwK87ODgYE1NzS5duhw+fJjIxDSu4OXLlzdv3lxXV3f37t1 0eZ9QKIyNjTU0NLSwsEB9BsU9EjmOQSqVstns06dP29raTp06N Ts7u6ioKC8vz8bG5vz580VFRTNnztTW1h48eDAh5NatWwsWLIC roeV29uxZd3d3Dw+PFStWLF++fPz48U5OTtDcFjXMOuu/QgdaoKGgVCr18vJq0aJFo0aNdu/ejfVQ+fn5cFpERETLli319fVBFkEwEF4Th8OxsbGB1Era+QYfJ LL6GgiKYP53v379+vfvn5iYCPOzbds2Z2fnsLCwwMDAFi1a9Oj R49q1a/fv38fiV4BI1pMb5urAgQN9+/ZNT0//ZutOItssls6WpG+HSjicQFNalb4W0K5XrlxpZWU1aNAgiG0gky ooKJg0aZKGhoabm9t/kD8pFovDw8NBnyTV6EhVVFR09+7dUaNGNWjQoGnTpitXroTjdM jb3d191KhRAwcO9PX1hYMoc+Lj4/v16+fg4ODq6nrlyhVgORj1xsgVzj6bzd6zZ0+bNm06dOgwZ84c JycnBweH6Ojo0tLSR48eaWpqNmjQ4K+//goODu7duzdmNmEk+vjx41FRUSjBjhw50r17dycnJyJLJkAP2Fd N5bcB0+HpZbpq1Sqw0EAzJ19m1U2ZMqVZs2YNGjTw8fGhfwUxE kjisbKygloB8qW1iXFIQohEImGxWG/fvm3SpEmXLl28vLwSEhJ27do1c+bMhIQEQoirqyvDML///ntxcfHff/+9bNkyWLVy+28KhcLly5dbW1s3bdo0JSXlG6ydiv6qr/UHSquqPyKEiESi9PR0sOIWLVoE3AqO79q1q3Xr1lOmTEGmU0uo nN5EItH+/fv9/PzkNtRWdJXy8vIRI0Zoamqam5vr6+sbGRn99ttvkDIjFAqvXLn y999/9+7d297efsCAAfPmzUtNTUWZc+bMGTc3t6ZNmw4cOHDUqFFeXl 7gN6erRdGiQwUsODgYcggh8XLPnj1w8uPHjyEDVUNDY9iwYe/evaONt4ot5cCWmzZtmpubW21UmigHHeGAZ3z9+vXGjRsHDx4Mj 2ZlZRUYGJiXlwehi+Tk5MmTJ3fo0AG+HT169Jo1a2B+4uPj586 d6+Li0qFDB0ihtLOzu3btGrZgoKOayML5fH5BQYG5uTkUUunr6//000+PHj3icrl5eXmzZs1SU1Pr06fP6NGjT506hVmXZWVloFKKR KKioqLc3NwlS5ZERkY6OTk9fPjwG+YBk+wAEgp4hM4vrRi/qZg5QAOyDoC/bN++vV27dq1atdq4ceO1a9cOHTrk6+trbW1tamoK8cxahUJ9Mi Ym5vjx40RWu17lhZ48efLkyZMrV64kJCTcuHEjNjb21atX4DD4 8OHDw4cPk5OTL1++HBgYeOjQoeTkZKCBsrKyuLi4P//889dff/X3909ISDh+/DhYXGw2mxZo8AGTCTMyMjZt2rR69erly5dDyAiNnNOnTw8fPnz UqFH5+fkoGwllSXI4HCQ8yORcuXLlvn37kMyQqr92Nr8WdDUnk ARYoRYWFnZ2dq6urr179543bx4mdrx69crd3X3RokWLFi1avHj x2rVrR48eDZrwu3fvTp8+vWXLlpkzZ9rZ2Y0YMWLJkiWK6I3Ie gkTQjgczpw5c0xNTfv16/fnn38GBwdjbue+ffu6devm5eV16tQp7IKBzAsulZycPHbs2CNH jqSnp1tZWUVHR3/zbEio0ls4gg5bOdURC08rzYmrCHzq0tJSsVjs6elpYWHh7Oxsa 2vbr1+/WbNmBQQEoLZcq3qNwvySyMjI/fv307dXrh+XlZXhCZClhYmeYrEYZTdQBb57+ppYkkTfFGu04V/6TQiFQjkzD6Ye7JnCwkLaawf3pR0PtGNm8eLFjx8/hs+ofdVNFwbk32hl0YPE0ALtzgU/EH0OfBCJRGVlZWw2OycnB6hCkT4JxhsezM3NvX79OkQI8VKEEK FQ+Pz5c5TAWHLK4/EwqffgwYNr166Fz7NnzwZF9BsmQW51gTiSymq3lVCUlIKic+AR 6AQjmEOweOnadqgyqT0o1CeDgoJ8fHzoZMVqalmFhYUiWV8xuS 4XEomktLQUJxFMF6zFllLVAOjhRZqkVyQoV3hZmGjwvsCtsQkM BFJgyVaaJVNQUBAfH3/gwAG6hkAukFqrkItwSmWNKIFr4IAhlwLPLC8vpzkXTg59TsXCD tpfgtcBOxaUUqgYwIFhWgJ4C4ksqoG3OH369OzZs+/fvw/jWblyZXx8/DekVoq+bFQDrwAsdkkFVEyCw68UXZ/OlEAVSQ6wSDD3qJagUL7t3Llz3bp18G+V+amY3YeJIOiNgKUvF ovlyJVmafTKxr4aYrEYLiKlMrXhTdDJcjBNKBNwDOjNg2g7ka1 sOBPJ+MaNGyEhIZB6giOp42I5KdWHVM4jB4uD9k/Q7wJC+WKqARld2Ab8rtJ4AJGVbNLKC02KmFeJV8C8J7pXxeHDh w8ePIhXWLhwISagfRskikulaGLDtA9x9XYLq6gf4ZPy+Xzk1PR M1hIU2m9bt26dM2fO58+fYfWjcJBzTFUn561eAWUvISQjI2PCh AlpaWmotcqt0a8Fvk560dSNn7NWASIO1XU4+OzZs+nTp9vY2Ey dOtXT09PFxaVjx44mJiZTpkx5+fIlqvrielxZX/dQ1r+kdevWN27cIISUlpaigwHDI7goazzVoFaBXC02NnbYsGH//PMPGN8V91X+hlWi3NL4rkFb1EKhsLCwMCkpadCgQd27dx8+fLi dnR34VDU0NIyMjD5+/EjnwUpkqUL/2ejrDSqnt9LS0qysLDs7u3PnztHHkcZoplXPuzvSgKHm5uZKpd KxY8ceOHAADVTQP4HqKkry6kNuZuosbl6rANMO1VQ4WFpampGR cfPmzTdv3hQXF2dmZrZv397Ly+v27dsQMIDT0Iv4Y0zFv4RC+S YQCNavX79169aMjAxCCKTPVCSt70uZJISUlZW9fPly4cKF06dP P336dHJy8r59+y5evHjixAmpVIpp4+Rb+TFKfpFIBBnuP4A+Sb 58LjwI1QkSWS2/g4PDpUuX6FIGQuXBquiNKKE3iURy+PDh8ePHL168WI6oBNT2VN/XJLLZbA6HM2bMmJ49e+rp6XXv3t3c3NzKysrKysrd3R1P+zcS+ 0elNzlHDgZ7AKAXuLq6QmtthJyLtU5GWq9ROb2Bx+bNmzdBQUH Dhw/ftGkTXZssFArRnKvZuvraBrz77du3Hzx4cMuWLZ6engEBAXv27 Pnzzz+x0gwtt2+jkx9Sn8QmkHIyXyRrwksI4fP5v/76K52q/t350uoACuWbSNaHfO/evc7OzgEBATdv3nzw4IFcmgLdi7f+A8J9dOqz3AkcDufflJz8w P4SAMweZhJjRAGzhQjFp6oTif7/DQrpDZvewPTdu3dv1apVixcvhr0UMTLzfTknAVhjirwDxDUd4/o2L/aPGg/A4Btd7yuQbbRCZDv7VBqnxXTHOhxv/YVCeqsUoFRUTL2p0SGpoMIPi6+jN4i8yeVlq1iXCipUE19HbxU VA0n1+g6ooIIK5GvpTQ7Savf5UEEFFYiK3lRQoS7xb+lN5e1VQ YXq41/RmwoqqPBVUNGbCirUHVT0poIKdQcVvamgQt1BRW8qqFB3UNGbC irUHf4fDjj9pxbY3DYAAAAASUVORK5CYII=

استاذ ما هي الطريقة في تمارين مثل هذه ؟

http://tajribaty.com/archive/dlf/pdf.gifبجاية.pdf.pdf 963KB 28 08 2015 17:59 (http://tajribaty.com/archive/math/%D8%A7%D8%AE%D8%AA%D8%A8%D8%A7%D8%B1%D8%A7%D8%AA%2 0%D8%A7%D9%84%D9%81%D8%B5%D9%84%20%D8%A7%D9%84%D8% AB%D8%A7%D9%84%D8%AB%20%20%D8%A8%D8%A7%D9%83%D8%A7 %D9%84%D9%88%D8%B1%D9%8A%D8%A7%D8%AA%20%D8%AA%D8%A C%D8%B1%D9%8A%D8%A8%D9%8A%D8%A9/%D8%A8%D8%AC%D8%A7%D9%8A%D8%A9.pdf.pdf)

تمرين 2 الموضوع الاول من فضلك اريد الحل الليلة

bouss2013
2016-05-08, 20:31
السلام عليكم


الحل في الرابط التالي

http://www.mediafire.com/view/warthrnq6bj3sdr/IMG_20160508_201754.jpg

http://www.mediafire.com/view/5ab1ht60ibbb3re/IMG_20160508_201837.jpg

http://www.mediafire.com/view/nf052azg2o27642/IMG_20160508_201913.jpg

mecheri ahmed
2016-05-09, 00:26
استاذ لو تكرمت انا فاهم رياضيات ونصحح الاجوبة مليح لكن منعرفش منهجية تروحلي نقطة
لو تفضلت وعطيتني منهجية الاجابة وجزاك الله خيرا

bouss2013
2016-05-09, 02:04
السلام عليكم

الى الاخ ahmed mecheri اليك فيمايلي بعض النصائح

تذكر وحسن كتابة القوانين والتعريفات الرياضية
تعليل خطوات الاجابة مع تقديم التوضيحات اللازمة وذكر الخواص و النظريات المستعملة
احذر من اختزال الخطوات المهمة في الحل
مراعاة ترتيب الاسئلة عند الاجابة فلا نسبق الاحداث
الاجابة قدر السؤال فلا يجدي نفعا في الاجابة عن اسئلة لن تطرح
تبسيط العبارات و ترك التعويض العددي في الاخير وتقديم الاجابة على ابسط شكل ممكن

ميني الجزائرية
2016-05-09, 19:14
السلام عليكم


الحل في الرابط التالي

http://www.mediafire.com/view/warthrnq6bj3sdr/img_20160508_201754.jpg

http://www.mediafire.com/view/5ab1ht60ibbb3re/img_20160508_201837.jpg

http://www.mediafire.com/view/nf052azg2o27642 (http://www.mediafire.com/view/nf052azg2o27642/img_20160508_201913.jpg)
/ (http://www.mediafire.com/view/nf052azg2o27642/img_20160508_201913.jpg)img_20160508_201913.jpg (http://www.mediafire.com/view/nf052azg2o27642/img_20160508_201913.jpg)


جزاك الله الف خير استاذ ^^