Cho hình ảnh về một giai đoạn trong quá trình phân...
Câu hỏi: Cho hình ảnh về một giai đoạn trong quá trình phân bào của một tế bào lưỡng bội 2n bình thường (tế bào A) trong cơ thể đực ở một loài và một số nhận xét tương ứng như sau:![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALkAAACKCAYAAAD2Q+tfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nOydd5weVfX/31Oeur0mm94LaaQJBAhNvkIoCii9yk+lKoIgIliwUPQrCBoDKqBSRERCkSYEAqGb3kivu8n29tSZuff8/ph5nt2E0ELZwDcH5rWbZ56de+/cc8895XPONURE2Et76XNMZk93YC/tpU+a9jL5Xvrc014m30ufe9rL5Hvpc097mXwvfe5pL5Pvpc897WXyvfS5p71Mvpc+92T3dAc+KIkIubiVYRgYhtEz7RsgWgADQWPg98OyLETkY+qXAIKIgdIaA/A87x3tmKaJgYEY4Deb681e6k6fGSbvKcotLK01IoIWQRBM098EDcPA6vZ7jgE9z6OtrY2Ojg4SiQSdnZ0YhkEmk8EQjRlWOOIiWJghC8OwqCgopV+v/pRXlGNaNoYBtmUBPnN7nue3gSBGV/8E0AhG8J+ZY/W9HA98xpj8o0rJ7jvBru7t6nPDMFBK5SW5YRqErJB/L/hObW0tK1asYO3ataxYsYKWlhbS6TRbtmwhmUySTqdJJpOEw2Fs20Z7gitZtGWQzTiEIhYCFIXjVJRVMWToSOKxGOPHj2LU6NFUlFdRUVHGoEGDsCwLC5/xNf6iQwumsQspHiyAncf88e04nw0y/i9hV96PyXd1T2udl9oAnvJoam7m7bff5rnnnuPNN95g08ZNpFIpwuEwkUiEwsJCxo8fz7Bhw6iurqakpITCwkKi0Sjl5RWIBlc5KAwyySSuzqKxaK7bztIly2hs3sbW2vU4GZv6+gY6Ei2YhsX48ROYPHkykyZOZNQ+oxg8dDgGXYaVv9NoTMMEAUHyql13xt7L5J9B0loDH1xXz6keOZ0WY6fPAv02R62trXR0dDBnzhyeeOIJauvq0KLJZDJMmrgv+4wew6hRoxg2bBi9e/fGNE3i8TjhcPgD9V9wgVC3FjXgkk5o1q5by5ba9WzYsJmNGzfz+uuvU19fT2FBASPHj2XAoIEc96WjGDlyFGUVlfmtWYtGtEYpjRWoPDsz/P8VRv9cMHn3IbzfxIlInqEty0JphdaSZ4Scfu16WTZv2M7sx2fz738/yvr16xk0aBDjx09gzJgxfPGIL9K7pjcF8fi7tvPeElPwZbBgGKAFjOD78h7jcByHDRs28MrcuSxf9TbzFy6mpaWWmpo+7D/tUL74xS8yad+JFMRigNDRmcSyTCKREIiB67pYlkUoFNrL5J9X6s58hmHgeC6e5xEKhQhZNo7j8vzzz/CXv/yNRQuX47gOEyaN5eijjubLx3+ZXtXVPdZv2JH5PYTGlk42rl/Ns0//m2effpattbUMGjSILx//FU4++WT69e0DQNZx0cr30EQikb2S/PNCOWbu/nPn+4IvvR3X5a9/+yt/f+BB1q9by+TJkzn6qGOYMnUKI0YNJxqOAJDOZvJuvHDIV0c+DVZRSvltGQYIeK4LYQtMsLERrWlpaWbVqtXMumMWr77yKuFImBNOOJ5zzzmXkSNGA+C6LgC2vaPP4fPM8J8JJn8vg/F9/9Z/wI7eBe17SQDS2SwP3H8f991/P0uWLOHIw7/IWWefzSGHTCceqCJZ1/Eln2mgla//Y0DY/vSYvLvNAIKhNGJaKMPBzTqYZgQrZGMbJo7nsmXzJm6//fc89I9HyTppfvSj73PcscczePCQ4CX4npldGaafN/rcMnnOp620QilNJBLGUxrXcwmFbMKmzdyX5vK723/H3Jfmcswxx3DWWWcz/ZBDsAO9XAXbu9IawzQxDd8DnXtheV/5xzbS9xlP3tMjQSDK9sNGogMmDXojXTbGmlUbmf34oyxdtoA3X3+Diy+5mHPOPZfiwiIcx8kzuWH4BjiGgWkYiPgBps9DeOkzweS7QyJC1nX8mcpHKw3C4Qj19duZNXMmM38/k2NmzODc887j4IMPxrZtHOVhGSamYUDA0nuShOuaLoMP062OZJJbf/Mb/nbv3ygrL+PCb13IGaefTjgc7jLGuwWYtNaEbNt3R37G6XPN5IKvyyqlCIdDZDNZ7rjjTu65525i0SiXffe7nHjSSYRsG601SmuUaGzLzkvzzzLldjPHdREgHomwfv167v7LPdz15z+z3xf249JLL+Wwww4DyEdzc8a5bVk+bOBDeK/2SJLPMSmlxHEcERF58cUX5dhjjpEB/frLzTffLFtrt4qISDqbkYyTzV+d6ZQ4nteT3f5YyVNKEumUpF1HMk42//lLL78sxx13nAwcOFB++tOfSmNjo4iIKNH5S4sWERGtdf76LNLni8l1twlR/oS4riu//vWvpaioSI4+6ihZsXy5iIh4oqWlo106UklJO1lJpFOScR1JO464PczkuvuVG490+9n9P/0en4sWT6tgbK64ypNUOiWZbEZERFLZjDz00EPSr18/Oeqoo+S1117L98FTWrSW4NKilPrMMvvnism10pLKpKU9lRCltaTTabnwogulurpaLr74YqmvbxARX1p5SomrPMk6jrjKE8dzxdNKlOeJ8lSPTqTuJk2VaL+fnt9PT6vgcsVTjv9Tu6LEEyVe/t+ucru+r/wrx6xKKfE8T9Kev8s9P2eOjBo1SkpLy+SXN98kGaUl7SjJZjzxPC1KaUmns5LNOnlm/yzR54PJA2njuI6kXUdS2pPV69fKKaecIpWVlfL444/7E5y7xJ84pbu249y9PUFS7YrJHc9n2q7LFfcDMLnjucG4unYFpZS4risZ15Ws54qIyMZNm+TS73xbwuGwfOd73xNX+X1RnsozeCaT3cvkPUVaaUmlUpJIdoqIyL+ffVYmTNxXxk+YIC+8+KKI+Lp3Mp0ST+f0TV8d2FE36Jn+dyd/waluElu9g+FzktxVTp7Rc0zexexdCyI33h3aUCpY2EpcrcTnaS33/e1vUlpSKt/6f9+Suto68TxPksmUZDKuuK73mWNwEZHPtAshZ/Nr0dghm4JwIXf98R6+cd55DBs8hEdnz+bQQw4hmU2TymRQ2gctfVy+3/dyS8n73H/P5+4iMpt7ou/dEIwAe/hO39gHH5sBaO17UtLZDIlEgtPPPJPH//0Er7z+KkcfPYPly1cQj8ewLTOfNJLv1y76uifSZ9KFKIGrSwPK8wjbPtjoNzf8gZ9d/1O+871vcOXVV1FQUIQjmmw2C0DIsolYFpjmR2NzyYVjBNdTWAYYholh+kkLWvQOrrZcEOmDjk2LRktXYoY/RX4gy8DAsiyfyXfCiGutsW17B0htLoDUvQ/dUZu56d/577ds2cLZ556Dm3W44Zc3cPD0g/O+9HzEOOB5cw93t34mmRwRHM8j4zrEIhFEaX7wg2v46z33c/ElF3DNtVcSCsVwlSZkGGjEz5YxPiY/r0DWzeJ4HlnHwQ6FsG2bUMj2d4mAsSQIldum9QGH1ZWFpER3i6gauJ6D5yls20QH6XfRaHQHTIvneX5SRRDtfDcml5383juzgNY+PLehuYkzzzqTFUuXcecf/8iMo44m42bxXD/uYJmWn4a3h/vOP5NMLlrjuC6OUsQiEa688kr+9Mc/8uv//RXnff08TMvGdRVhy8YyjB0k3scVpfaUR9Z1UTkmsqyuVLUARKUDRrU+YNQwL1VzGT90gcxc10MEbNtCtNDe3oZhGJSWlaKU8plVC3bI3kGyaq0DRvzgu0lO0pumydZtdZx7zrm0NDfzxBNP0KemhkQyiWH6i8xkz0cz7tn7TDfqruPqAJtRGI9z/c+u57577+Xee+/lW9+8ANOw0a7GNvzkB23gb7HB9XGRZVmEwr4ED5sWTdu2s23bVh8hHjB4jkE/ChkBjgRMspks6VQaRHPXXX/mayd/jfrt9YTsEK7r4gVYm49KpmlimibZbJZ+NX24c9Ys0okkZ55+BouWLCYUtv00Pq2R3bY8Pj3a45lckHy4XUMeOWfbNvc9fB8z//A7fvO/v+HLX/4yrtZ+woFloNHBdz9q+34upZJcH3wpm3VdUuk0obDNovkL+Pq55/G3h+5Fi0cgyFFa+4bduz27WwIHdKlSfjUAyRvIIgIihMMhQiGLjJNlyZIlzH3hRW79zW/IpjPYlg+d9TzPD81r7evOBJvXh9ywtdZorUmn0wwZMoQHH/oHnYkUp516KitWLCQSCuM5HhIYrvlE727j2VNoj2dy8Bnd8TwcxyHrZDFNk7kvzeXKy6/kzDPO4ORTTsYNJtQ0g63ZCABMgXGUn+zdJKUUWmmUUqTdLMl0GtuyaW1u5ee/+DnPvzCH9atrESw2bthAsqMTz3XQgc78brRzgjGAYfrSWxC/Xa2wTEF5HqZpEwnF2HfCRAAWLFyI4zhBXmfAZFoQ0cGYjQ/tTcr1IxKJ5PX+8ePH8/jjj1JaWsolF32burra/L3cjpXDCe1x9Am7KD8yae2HpjvTKWlsbREtIuvXr5d99tlHZhx1tNQ3NkjGcSTreF1YC9kxLP6R2g+uXNSwM5OWpkS7pLJZSaZTcsUVVwogEydOlBUr1snKlatkytQp8tBDD/lBHaU+sP8911dPKXE8VxzPlXQ2LZ7yZM3alXLc8cfIg//4u4iIrFmzWg455BApLi6Wh//1sCitJeNkJes6/t+6Tj6y+WHfwc7h++6/r1+/VsaNGytnnHF2Hhfkum7e9+55nj/mPYj2eCYX0eIqJe3JhCTTKWlta5MjjzxSJu47UVYuXynZrCsNrW2Sdd1PqPXc5S+hzmxampMdIiKycOFC6d27t1h2WG699TYREZn9yL8EkBNPPHG321QBk/sRS5+R5s9fIgUFZfLlr5wgyVRCRERuuulmAeToo4+WdDqdXxyu8kRpJToI4X9cARzX9TE9q1evkeHD95HLLvuOdHS0vwPXsqcFjPYYJt858NiFhBMfuxEw8UUXXyzxeDwPJmpub5emtjZJOdlPJGCpdS7SqCSVdSSZyUjayUpzc7OcdtppAsgZZ5wpjU1N4mlHXnvzVTnrnHOkpm9/WbJgiYiIKP1OybYz6Kk7KeWJUq4orURpkcaWDvnPf+bJ0Ud/RULhmCxevFBERFauXC0DBgyTyvIKWTh/vkjwrlytxFFKXKXEUx9flLI7qvMPf5glgDzwwAP58eypTL7H6uQ5XLMWjWVahG2bmTNn8pd77uGuu+7iC/t9AU80obBNNBp5B+754ybPUyTTGbTSRENhnnnmGR544AH69unDFZdfRmE8zs9/9ks62js57ZRT2Fa7hRtuuQlPqw+VeJA33IKSEslUmjfffIN165dx/PFHgng8cP/fARgxYjjTDzkU1/VYsHABGcfBNi0MPxSJ/pg9H6Zp5vNbTzvtVI488khuueUWmpub8zp5zmW5J9EeVUErD9jXkq+FAmDZJk898zTXXnstF1xwAaecckr+b+KRWFea1ifA5L7/WWOaBiE7BAhr1qzhz3/+MwCnnnoqEydOIp3OMHLYCCrLqhizz2j++Y/7sIoLyHgeheFd10nc+d9d3zER8Y1PrYVYPMK4caOYMGECTU3NhMPRICJqcPa5p7N181qWvb2SRCZFJBzOB77Ux+zgywkRrTUlJSXMmjWLY489lm984xvcf//9+fHk6jTuMdRzm8iOlFNRfNXEEU8pyTjZPJLuSzOOklGjRsmqVave8xmfSN+0lnQ2K1lPSTKVkjPOOEMAmTJ5smyprZW060pWKd9A9TzpzKRERESJSNrJ+vrxh9jCczhupbQ4npK060g6nRHX9SSdSkkmnZZMNiMZNyvrN2+U/fffX/r17y/PPP8fERFJe66k3KxkXEdcz/3Y1Aettbium0cxiojMnTtX4vG4zLrjDhERyWQye9WV9yI/j9aPUGrxpbhtWjzyr0dY/fZaZs66g+EjRtCRSKACKS/Sla61O5ukfADpr9Gks1nClsk///lPZs9+hFg8zpVXX01NTQ2JdBbHU7R3JPA8Rdb1aE1l8LIqCOl/sJ7lxuH7yAOJCJiYOK7GU0I4FsUO24hhkHU9BvcfyKRJk9m6ZQuz//kI6XQaQeEqQWnBECOPs/k4pLrWGtd183CA6dOnc94ZZ/Pbm3/NksWLsWzbB8Lx0UBqHyv14ALbJSmlJOu5knYzokTJlq2bZeiwQfLdy68QJSJNbW3S1N4hTmDLfdLGjtYijnLE1VrWb9wskydNFkDO/fq5kkinZXPdNqmrb5babQ3S3NwiqXRaOlIpSaQz0plMieN+8CyjLry3Fs9TwaUlk3GkM5GSjONKIpWQzmSHZDxPEqm0dHQk5PnnX5DyinLp07e/rHj7bRER6cy4knFzCSCeqFxC20d4VzpIREmlUpLNZsX1PFFKS+PW7TJtylQ57bTTxNO6KwGlWwpdT9IeJcnBj2j6JYpNEJMHH3wYywrx9fPOBS0UFxRSXFCA9THZNhK0171yrQT9yNkEITNEOpniuh9ex/wF8zns8EP56U+u9xN9DRPHdRDR2KEwtmUTi0R9ZKSw2+Alz1MBXkXyBp+TzeTLNyulSKczdCYSTJy4L4dMP4y62i088eQTvgFqGYQtKzAEwdB+FDQXydxdMk2TcDhMOBzGMA08UVT27cXPbrqBl155mcefeJyQZaOUwnXdfES0J2mPY3LTNPLlkZevWMett/yOKy6/grFjx6LFr9dt54tydhWx3K3CQ3n1wMhPvB+OVz7cFd/wS6fTvDh3HgvmL2bI4MFcd921DOjfH9dTlJWVEY3FKCwsorCwAMsysUwD2zaJF8TytRU/DBkG+XqFuUVnWRamZeVxJYZpEA6HKYjHKSsrZcrkKYzZZxiPPPwAc+e+xLo1a9lYW0tLqhOPrihqdxjuh++X32YO5WgaPrrRUx6TJk9mwvgJ3Pbb20ikumAGWjSe532khfVRaY9jcgODkGVjAg8/9ABDBg7gtNNOBcAyjTyWfLe0PdnxMnIfWgZWyArQfz7mpTORYNOmjSyYP5+5L75Ic2MDY8eMIhaN4WQcAELhEKZtEo1EMC0reGhXwSEj0K93lmbvx2DBusvvLq7j4HkupmXhKYWnNWbwPoqLi6ivr2fx4oW0tbRgY1IYi9Pc3MjSpUtYsHABy5YtpaOz08ehm10Vsz4yiWCKv+sVFxVzzfd/yLZtG5n92F0gHqBwA/hvT7oVrZ/85Cc/6bHWdyLJAfctk+dfeIEfXHUlP772R0yaOjnP3JIHo3x4TMYu2zQ0yvCXjec6NLe0sXbtWtauWUVTYwOWaTBkyGBKy4p59NF/8cZbb1FUVMRhR34RTAOldLBoNCHLwjL9g1Z8hvfRI36V2q42323CczuSr7IpBIhEQnhakc1mACGdyfjAM4HCggJqt27lsssu46GHHqKkpIzbfzuTaQcdSKykmHhhIaZh0NDUyJbarSSSKWLRKLFY7ONhugDZmUMj9u3bD8vyePONeey/3xcpiMdxPA/Lsv0duqeqcX36ZsA7qXuCrReUg7jwogtlwsR9paW1XRxP7ZCzmDNqdqcdyRleucRe0eKKSF1jvcx79RV54qln5Jnn5sjSZcukpaVZHCeT//sHH/y7mKYpVVVV8q9HHhERkYznSVsiI8m08872lIhozzf83iPEvrMxqINyEBs3b5Hf/P53srmh3m8rm5XWjnZpT/i5rPX19XL66acLIMOHD5fXX39VRERa2tqlJZmSpmRaGjoSsq2tTf67bKk89Z9n5alnnpK1a9fkI5daZIcE7g8Tucy5fT2l8mU8VqxYLtOmTZPnnnvK77ObzbtRe4r2GEmeA/5blsWbb77JL375c7596aUcdNBBKK2xTH8P94vkB0GH3ZAMSnQgYH2pmUplWbV6NcuWLydkhhg8eCgjR46gf7++xGIxLMtGieC5LiNGjka08PTTTzNv3jymTpnCkMGDaW3vxLYM3nrrLVatWk0qlSCZSIKEsEI62K4tX5q9hwTN3wvSy1a9vYqvnXgi69auY1C//gwcMBDDNCiIxVm6dCnf/OY3eeyxx6iuruaPf7yT6YccyvbmJsKRGJYGQwkWUFIQp6ZXL6p7VZNNZ1m3di1tbW0Ul5YQiUR8IzuXsic77jTvJ/GNIGnCDFIKy8vKaWrZzsJFr3PwgUcQiUR8m8Iwe05l6bHl1Y201jug1y655BIZN3aMbN9eJ04AUtLK8YMq0oVr+bCUAz5pLeJ5SjZu2izPv/CiPPnss7J81WpJZ7KSdbW4ng4knH95SiSZSovjKandtk2mT58ugOy/3xdkS+1WaW7rlE1b6mTy5KkyY8YM+fUtv5QTTvqyrHm7VpysJ/IBgkG5nczvp//dJYuXSmG0QKorqmXo0OGycMECERFZt26DHH744QLIoEGD5P7775dEslNaOtqkKdUpKU9J1vHEcV3JukFGv3jiiYjrebJx0yZ58skn5T9z5khDc5N44omrPfG67TYfVJLvCvH53/lvSu8+feX3M2eKiF/IqSddiT1ueCqtcLVC47unNm3axOzZj3LOeefRq1dNEFK3EMPqOtXsA9udfspD7hI0pmWRyGRYtXY9S5atpLiokKmTJzF08EAs28QUhRWk9/hwAUG0IpN1aG7toKi0hPPPP5+IGeb1t97kuZeeo7ykkD69qxk+bAibNm/imafnsnbtegpLIBSyUPr9jc2cRPSLk+YCXR5KHA6YNpW6rZt56qmnWLR4MWedfRZz5syhvKKcq6/5AV858USynkZpiNtR/Aa1bxgaJpZhgxhorTAtkwEDBvCF/fcnHIqycP5itm/bhG2YwXc+optRYPKkqRx80IGsWLYMx3N8q0Ry8/DpuxN7nMnJqx4+PffccyjlcfxxxwN0e+FGYGzubgKEgWXabG9q5o3li9ne0cw+Y3w8SEV5BbZtd2XK57LZc39pGr7r0vbVjq+dcgrfufwyQpbNjT+7gaVLl2LbFtFojHTKob6+ibbWVpqaGsDw3aIfoHv+eHORW4FQKMo+4/dj1PDxnPmVL9NvUH++f9XVvPrKPCqqK7nttts5+6yz8YIs/kgk6i9OyIOlpFsZDjMAsSmtKCkpYfKkiRQUxFi0aDmt7W1Y1o6Yk/dfmDtdOSNUC9+9+FKsjEfdlq2fOHjufanH9hAJ1BTlw0KzjiMtLS0yY8YMOfnkkyWZSooWkVQm7VeB2o3tznEccTzPj8xpkbbWNnn6mWflPy/PlZaEjwlXQb3AfCGfXRiIrqckkUxLIuNKa2daMq5fTu70M3yo7Wmnf1W21m6Qww47RPbf/wC58uofSu8+vWX+/DeD52hJJBLS1tYmyWRSstnsDuXaHNfJG9WO60gqnZZsJivJZFrenL9UXnt1oaxatFROOu0EAWTyvpPkP8897z9DtDiuK47S4igtXhAtdR0v//zuakj+M88vLpRIpWTuS2/I08/+R+rrfQPXv++J3g1j0VWeJDJpqa2tlUOnHSS/+MXPgmc64qN5Pn21pUez9UUE1/NQaKJ2mBdeeIFzzjmH2267jRNOOMFXMALopo/j+HDy2/UUKjjjsq2tndVrVhMJhxk1chhFRcUo7aG6HYplGOYOxwXmDCWlhWzWRUwTrQQMTVEswsP/+henn3o6obDBffc9QFNjK1u21jJ2wji0zvKV44+nrnY7TU3NDBkyOF/XJBqNYttBVr2Ao1wM08DJ+kXxs54CLJxMikgoRHtbK5dccjFPPvkUkyZP5c9//hNjxuyD67lEwpGgBkqXKmfs+Euedq7HokVh2SHaWjIsXjKfzs5mDth/GlVVVcF7N/lQtqIEvn3Dj/Re/t3vMmfuHN547S2i0XC3U/U+ZQP0U19WASkR8UQk67mSyKQlm83KtddeK1OnTpXOjg5RWoujPEm7jjjv4zJ8N9ecL7W0bK6tk6eeflYWL1oimcB15mklrvYLfnrvka7lG8VKslklyYwrHcmspBxXOtNp6Uw6cvPNvxXTNGXaAQfKiuU+biTr+m089/xzMnXqF6SmT1959bXXJJFKSlNTcx7Jp5QS5SlJZTKScdOSTHXKX/96r/zyphtlzbr14iktDU3NcvvMmQLIqFGjZd6rr4krWtpSCUlmM+Lpd2blvJ/hqIJkiozriKN8NGFnZ6c8PedpmfvyC+JkMuJ6nni7gXHRwW4kIvLiSy/LgAED5D/PPZdr+UM/7+OgHtPJfdS0jzKMhv2I4apVqzj88MOJxeN5XVKUwmT31r5pmjS1NLNk+TJKy8sYPmI4tmWiAsPOxNe1rfd06wmGoTEtwbLAssG2DTA82hNtnHPe2XzxiCN49bVX+OWNP0ejCdshHn3sMc446ywWLJzP0OF9KS6JEwnHicXjdM+hEAQrcME5Wnjiyae55vtXc/6557B29SqqKsqZPv1g7rnnHu69716mTJlEOpPBNI08JEG0gNbkTtSQnKR+F+Mx5yr0CyD50rewsJDJk6bgeh6r167xD2DcHZef4aM2syKMmzKJfgMH8sZr87pu9gD1rOEZTIZlGGzZvJmtW7cyadKkrjCwFkKWX5XKL9PQRd0nMLcNdy+LANDW3sH8hQuJxGNMnDQRO2SjVLeSCTlw/3tMpgR+ddP0T4nzQ+KKUMjCtqG8vISzzz6HktIS7FAIrYR/PPQPfvyTH9Pe2spB0w/kD3/4LUOHDiGVSqO1yh+uJSJBhrtGi0G8oIizzjmXMfuM5aWXX+b0009n7ty5jB8zlq+dcgqjx4xBIRiWiZCDI/vlKt7N4SS70EZFBE/54C/LMBF8kFpFcQXDho5kc10da9evy1caUEGVgl09a6cnI4aBbdmEBEqjMf7niCP458P/IpN28DFCTjfM0KdDPRYMyrNVgLKbNWsWS5cu5cc//jHxeDyPvssFGeCd5Ru6Z6KAz+Se52HbNul02sc3myaTJk6kIBpFlGDa/ndzpzG/G3vnFoyfnWPguApPCZ7y2/DLQ1gopRk8aBBHzziGaQceyD1/+ys/uu46EKH/gAFMmzaNqVOmsXHjVvr0qekqHRd4c/xFZrJh0ybeeP11Bg8ZzOjRo9BZhzlzX+TJJ1D3cRkAACAASURBVJ9k5MiRjB4zxve8mCbpTJpMJo1t+kV+/KOy6BrXToC1XQVhDNNfuYZpYOW+r6CwqJiM57B61UoK4jFKS8twXQfXdXeos/huJEGNGC84CbogHue/C15gn32G07fv4ACsxTv6+ElSjzF5biXnYKPzXnqZ/v0HcPSxM/JRtx1SqHYu97aL5ykl2LYvrZcsX04ylWK/qV+guKCAdCbrqwa5uoCBEbSrJ+a2egmYCgwcx0E0hANkYCaTxTRMHKUJW2GGDR3M7Gcf57rv/4j21lYOPvhgRo0cxYN/f5B+fQbw17/8lYaGeg466KBu7fsUsm3WrVzLyWd9lcLyFFuXLCdcWE5VdSWLFi3m30/+m+KSEiZMHE9BKEIm7ddFjIWjhCzbd4njux/NbpFF/5XlCiwFqK/gnfsIwuCToIScocG0DAqLimhpb6OpsZGq8jLi8TgGepeCZcc56JorJf75dL2qqnj11ZeJxGJMnDAVz1M+otL89CKgPe4nNwyDbdu20dhQz2HTD8EyTV/d0F2LYFer3tiJ6SUI3limyaq3V7N58xaGDB1KQWEc1/MwLQsrOM2sq+jOOym3+My8aiJoUdi2RSwaJhK2Arx4BLRJYTRGNBzix7+4nqu+ezmpRAfHHHccf7zzTxxx+BE0NjZi2ybjx4/jmmuuYf5//4ttv7MAaENLA63b24lYfWm3CnjiqX/zyxtu4Ec/vo5EZ4Irvnc51/3kSt5e/V/KS4qJRGJ4WoNpIkYeEobS5Oso+q/oPeyNnUoPaXw7KB6Nss/oMWSdLFvr6vz3YIIW5eP832MuJfCJhywL8Vwi4TDbatt5+YW38oVEc96sT4s+dSbfVRmx2tpa7r/vflrbWv2gxfus8ty5ld21UMMwsEI2tdu2s3zZMvr1qaF/v76+OmQZgbG4Yzm2HZ/ZdS+nJuVw27lF5noe6XSWjvYOMqkMylOEDJPf/vZ2rr/2ehItCU4783TuvOMOevWqJuNkACgqKsK2bWKxGCUlJTu0m+tLSVkJhbEYheESetX0oamxhUgkyk9/cj1333MPpcVF3HrjTP7fuRfzxhuvEi8M44lLItlJ2k3jZbJoT+E7ZHPP9ZPnJJ8YLfmxdr9y71SjEUMwDKGsuIiBAweyuW4rdU31iGlCDk78HmTQ5aK0TAsBDj74IBYsXEBtba1/jKTjvOczPm7qsWz97ow2b948evWp4cDpB+MhENS+3nEFduUoSrfMfAm+Z5omLZ2dLF6ymD59+jB+7Dhy2Y2+DRtETd+FPM8jk8kgWpNKp8lkMmQyGZKpFOlMmnQqQzbrYpoG2Yyfy1ldXc2WLVv4+c+vZ9iAvoyYPIabb/kNFaXl+VqJpaWlzH35JVauWMkll1zCiBEj0FresTs5GYfOVCevvPwcESPGGWecSd++A2huaeO0006nb98afvKTX1C7YQu3/O8tfPvKy2lra8VJZ4nFYkQJYUWiSCxEPBKloqSMkpISorEo0Uj4HQu7e+XanJfGtAzE8PH0YdtiQP/+bN++nTWrV1Ox3/5+vmqX1vMuE+vPrdY+hMIAxo8fz+233U5TUxP9+/cP5u3TOx/1U2fyXZVhWLFiBUOGDqWmb19cTwVovZ22NOnO5j5T+vq1gRj+ceDr165GxGPshDFEYpEgxIwfWg8ckbn2Pc8lk0mTSKTJZrM0NjaSDEoSZ9IZXFcTjcawwxYYgh0OU1BURDQSxnNLgxrhMGTYUKZ+YRKvvvwy5poIdZs20buskpSTYdKUydz6u9sRT5hx9DFMm7Y/nnJ8fLVh58evtWbEyJFcetklTNh3NH16D+HAgw5GiyaZTFBaWoKb9Whvb6Iz1cL4CRMpKynHNkMYgFYaQ4OnFR2JBG3NLdRt3Ypl20QiEUpKSqgsL6eirNwfU8jy9WalA3emj303MfM8LBoK4wUMHzKENavX01LfSu+aXhjGeydE53biXKDLMAz6DhhARU0vmpqbAAiHw7vLPrtFPV6fPJvNMmPGDGLxOLNnP+Z3ysgZR13fk+6SXATXdfN+3FAoTH19Pf9d8Cbjxoyl/4ABpNJZH88RivoSSkPWSdPe1kZLSzNNTY2kUklCoRjRaJxYLEZFRRnxwji2FcIyQ9h2GDtkYZp+EoNpmYRs2y/GKUIikSAcCrFu/VrOOOMMli5ZwuGHHc6f7v4zNX360plMYIdCZFMOvarKMYBkuoNIOIpthYMKAwZK/FMkcsXyU9kMIkJbayuV5RU8//zzfPP8b1DfWM85557L737/O8KRGFnXJRwKBe9E+yqH1niei+O4JJMJOjo6aW1tJZlIYohBYWEhlZWVVFVVUVJaim0ZeMrPG+1+WIDWGsdzCNsh5v/3LVJulukHTt8teHN9SzNnnnMmJx5zPBdecOEOquGnQT2mruS2q5xacMwxx2KZBp5SmKaV9/12/z6Gr4Ag+PWx/Rt0ppOsWL2KgnghvXvX4Lp+1SrTtPFEk+5Ms7W2lvptdTiZNIZhUFZWzKDBAykuqiAWixEOhzBNA6X955tWUFlWfAbKGUuO6+YBR4ZhkMlmGDd2LPffdx/nnXcec16Yw8UXXsTdf7mHwuJiso5DUWGcTCaLYQpgYho5GEGQzhcwZzgcxvMUIdvGyWQpLyujqbGRm2+8ifrGeqYdeCA/+tF1xGJxEskUVuCGVEphW35gSxkGIcuiuKCIqrJyADJOlkQiQf32RhobG9mwYQPbt2+nsKCI3n1607tX1Q6nU+SZMChSNGDIEOa++Tpvb1zPqIFDduj7rnbmHe5jUFlaRnVZBatXrcp/79PElve4Tt7Y2EhLSwuTp0zphm0IVJP8S/R9AH500MzrhOlsFs91aWpqJBYOs8/o0VhWiGzWRWtNW0cL9Q3b2bZtG6ZpUl1dRd8++1BSUkwkYmMYFt2DvloLWvkJzGYuXkSg9+d88SqoYRJMptaatrY2xo4dy9333M35Xz+fp556iisuv5xbbr2VyopKEslODNMC8Rded6VWBFTgVnNdH8NiGr7E7ezo4MYbb+SVV1+hqLiYq6/5AYMHD6EzncoHskzTQKku3Irv8w7KOBs+04VDYSrLKygvq2DIkMG0tbejPI/Nm7eydMlStldXMHDgACrLK3dETFoGGTdLcVEZlaU1bNqwlWF9+mPboUDo0G0cku+Dj6UJauGYBpZh0quyilWrVpFKpYnHY59vnTxHEhSZb2hoQCmPaCxKVikcx6EgHsM0TILAIKZWuMolEo6SSCWZN28ezz77LEsWLWbL5s0IwpgxY7nowov4wn77kXVcVqx8m/a2VooLCxkxYji9e/UKgFG+hyDnocm5HvOGoGFh0uVbNvLl2vzvW6aJYZr+OfSBh8c0DDKZLGPHjOXue+7hhz/4Affdex/JZJKZM2dS07uGVCaF67q4rkeoOJQ3qg0DTNvKxwsM8TPzM5kUN990E7NmzSISiXDLLb/h2KNnkEyngoBXCMsyMTGIhP2AkCG+gZ0PnnVLNc3lmcaiEaLRahCorqqmobGBTZs3MX/hAirLyunfvz/V1b3yizrruNiGx/CBvVi6bBlNrU1UVlShRbAtG62U75I1/ZCUAbS2plHKobysBE952JbNsKGjeGnuS3R0tBKPxz4lLvOp52ohBupHa2szWiui0Qh1tXUsWbSYml69GTigH4UV5ZimjaVcjLBBU3MzV111Fffddx+DBg5g9JjRHHv8sSQSCebPn89pp57K2LFj+d7V3ydWWMDwUcMZ0LcfhQUFgJ/6lpMgRl5l2LFbZrfdxHcV5E5P0IGUM/NoRduyEIkEzzHoSCSpqO7FTTffTEtrK7MfmU1Lcwt33HknQ4cOJZPpzKtF3Sm3aAzD37FMw+CpJ5/i9zNnYpgG119/Ped//XzfFy4S4MPFX4yi/XN7TH+HM7vtTO8aVQwqXIVCFv369qGsspwtW7eyacMGGhoaGTR4EEMHDyEStTFjBXiuS3FxGQUFxbQn2qjp1QcPP/jmeS6hUJhAs/GLjy5Zgm0LB++3X+6FEoqG6Ei1oHX2IzDN7lEPFvz0B9/a3k5pWTkV5ZWYlo3yPFauWMHKVcspLi4gakUo7VWBg+aG637BnOef5+ofXMWFF11AUWkphbFCAOobG3j4H//ktt/+lptuvIE/3XUXI4YNB+iq7vp+7q9dkOwq+kpX+JpA90SEeKwAx/Wo6dOHm266iTPPPJOXXnqJea/MY9jwYUQiEb8oj9H96EJAC67r+IkZoRAN21v49c0z6ejo4IfX/oCrrrrKtw3QhEPhfAEmzzIJ2yE/0invdEu+65iCtgMnLLFIhGGDh9C3V2+2bdvGmnVraWhsZNyYsZSWlBOL2sSi0L9ff1555SWyKZd9xozFtixCVgwVgOhMw6I9nWB7/VoGDujrZ/IHQ+zXr4ZwKExzcyt9+gz+cJPwEanndPKA2xrb2jANm1A0QnlZOYceeQSZVIa67Ztpa27ATSkaWtv41a9u5JU5L3P3PXdz7tnngvh48XQmi2VZVFdVc9HFFzFy9EhOOukkLvvOd/j7/Q9QXFLSDZO+G/00uuqU5HzLOjjTp/sxhgJkMmnS6SRahZg0ZTJ3/+VunnvueaZMmUImk8GyLJ8hDDOvDhiGr7OGTQsjCJ4oQxONhZk27QDO//r5JJNpTNPADmrDhMMhv5IWu2/AGYaRj0eI56sc8ViMYcOGUVRawoo1b7Ng0SJGDh0FhuL55//D7Eee4OVX5hGJhDjggP34ny99iamTpzBlyhQA0uksb87/L2FbM2LoMMQwUMoDy6KwoIREu1Bf3864cZ9zP3mOckI1nclQUlpCQTSGbRoUFxRSXlRETa8qNAoLi03bttNQ28CFl13MmWefjesJ4mrE0Ni2v/07jgdoDj/8CK644nv8/Gc/Y8nSpRx80EEBY1lB2H/3X2wAjCSXg5n7LGeDJZMJHNclGovR0trOiBH7MGbsWBADx3EJh33d3jQMLDucd4oagG2H0Gg8paisKuWXN15HcXEZA/oPoqWlBUyIFxYGCEL/GYZtYQYowg83ji4YQLDUEK38HSEUorKqionxGOJ4PDb7MW6++Ua2bN3EoIFDOfvMs8HQbN26mdtuvYWtW+u49dZbOf/889m4aRP12+o56ID9qCzti6dy2B8oLIoRjoBSn260E3rUu+L/bNlWT3FRIYUFcf8D0dQ3NpFMJikrKyOZSPLT667DNgyuuPQKUAZKuYQjYURy27NgmaCUb/hc8K1v8eDf/86/Hn6Ygw48MO///SigoLyXx097CbZ7yUf3DMMgHotjhyMYYWhpbSTV3kG/vjWUlFbjeh6G5ed7WpYV6LBBX0z/NwsLU0CJy/jJk7CNCJ3JNLECH4MeCtmINhDtYlo2ImaXygP5g2k/yFjyb8EAbAvP8zHphgja8SgvKGJD/Tp+8YufUVxSwt8f+ifDh41g6KDB2La/I61bu5Y//fnPfOc732bl28s56asncsAB+zFoyBC0Ft8YNg2yrks8FqegIE4ynfKbNc3d0R53i3q8CH/ItgP4pV9U3jRN6hvqWbhgAbFolKamJp568t9MGL8v1ZXVgGAYvqFmmTmQaRcuI5PJUFVVxbhx41gV+GVzpyPs7gvdEf+8I16m655BJBrFTSZob0zx1puv0tG+hcMO/BqlZX2JRCzATzl7r44YBphiYaHZtHkzK1evZNDgfowfNQYEtGEQi0ZwlEYpD2XZ3XDusltqQHcci1IK27ZpaGjgwgsvorCwkMefeILeNTUB9h/fo2IYjBg5kptvvpnS0mJ+eN11FJXEufban+MCWjm0t7SxafNmOjvbqelVQzxe0HUaXj7u8ckzeo8Hg0KhUB4HHgqHEIShg4egRNPS0c4B06fTnkwy5z/PYVhm/sz5QLDmpaFtd51jCd3x4N1ASex+ldkcGblwuJE7RNYIvCX+dEUjYRatXcQD997HaafPoKZvb7TWREImSkC7LqahA7DTu7UBYTtEOpVkwfw3WL9hJX0rqqmq6u1HCwwDPL0D1j7Xt92lHPxVKYVpmjz//PM88+yzPPTQQ/StqaE9lcQwIB6KBJAAF+1owqEIP7j6h6xfv5nHHnmWiy+6HNfzWLViBY2NjSTSKYYMHkxJSTFONosEfmFD+FgPD34v6rn0t2CAuS3WDIwgrTSxeJTxY8czeeIkxFOkkwm2bN5CR0e7D+F8l9QuESEUCpFKpVi/fgP9+vXrBkD6eEjoSi3Le1jyOG1IJtLM+sPvidrFTJ14NLPu/APfv/oqHpn9aBDQwo/o0i2huPvzAMMwsUyTkUOHMrimD5tXr+att97sOiNTJF+NK6ee5MtofJRFLIJlmbS1tXH3XXdz8IEHcewxx9Lc1opSfjKKozyU9iG3pmX5B/IiXHrpxbS1NXPtNddw/7330prspKxPbw49/HD2P+AAYrEYjuOQSab9prriV5849bgk98QjEglj2zae9iVyR0cLtXX1rF29GhGoKquiqbGJxYsW0eeoozBNUMpDTCN/tr2PZ3GIRmO8MGcuy1cs4exzT6W1rY3CokJClu273rSHX0Qnd7CtH2oX8UFJpvU+OGwRbMvXw5XSfo1ywLQsUsk0v/7Vr3jsiSeY/egjRMIRbr/tNurqttPcVM8JX/kypgRAqO5JI1rhB5VslPZxOZu3bKK+to7JU/antbOT++6/l1gsxmGHHUk2m8XTPkMS5AV1d0t+GEbPe4yURrRHKBwmnUmxZcsmTj75VOyQDWkhGosgShOy7K6kByDlOjgi9OpVFexoBsceM4NBQ4ZimBamZWAIJJNJLNvyI9b4QSsT61NRyns8aUILtLS24LgOnmjeXrWKJx99nGWLlxKPFzB16lQuvuQSDj30UC741rd47bXXsG07r+a4rptnmGg0xtatm7nmhz9kxoyjmDp1KvPmvcZrr73Oug1ryTpJbNP2I4VBFX+tBaU8v4rsu0j87okbOelpBQnQSnlo7bvz1q1bTVNTHV87+TimTz+EuS/NIZlIUV5aTmNTE672vUGyk14PfiUxT7kopWhoaGTmbTP5ynEnsGzpSr54+Jd4443/ctPNv2L79nosy8bzVHCkeZc61v15H5aUVmRF+wkYIhSXl5FMJzEMvzy0vwh9gJrVTU2yPE1YQ2c2SyqdYdzY8YTtQlYtX01b83aU62AakE758GUrnzDSVSjqk6YeVFf8pkuKS0km0iSTaVraO1mwYBGlJaV88YgjOOyww6iursYwDI477jg2b97MySefzGuvvYZpmti2nS8Kb1kWq1a9zamnnsG6dau56MJLmDppGsOHj/DzPZcs4pVX5rFm3SoSqUQeDup5GjCxbRPLfo8o4S5I8JN8TcOmsaGRX//6JjoT7fz4+h8Qi0WprK7mmGOPZcYxx3DSV09Ci8bVKhh/Vzs5gzuHkVGux9YtWxCtWbViOaNHjeakE7/Ga6++wd13341hGITDIR8m2w1esDsJwrl+WJZFzPaPiqyqqKa6vIq1a9bkq5dlsw6ZbCaPwMyN3zL8gNSKVWtoaWvjqaee5L/zF/L2qlXMX/AmrW3NXfANT9G3f79cwx+qnx+FejCsDxhQXFyKpzSZZJqS8nImT57CgL69iBcUBskFwsqVK6mqquKOWbP45Q03cNRRR3H66aez//77E4vFaG5uZtmyZTz22KMoz+DOP97B9OmHoDSMHDmUQYP60dbWyoaNG1i58m02bthMaWk51VW9qayoIBoNd+vUe3S5u4qhNNlMxk9m9oTf/O/tPPrYY3zviqvo33c4SSfDkUcezSGHHYmT9d2AmWyGkB16xyLymcw3pm3TYv2GtSxatoCCkhh23Ma0DU497XSeffY57rzzj0yfPp0DDpwWBKX8jP2ci/PDUq4vtm3jZVw6PZfOdArXU7z6yivU1dUxcOBACIBWO/OmFw7Rnknzt7v/wuBBQ/jeVVcwetRoHMdFKZeS4jIA1q1fj9Ka/gMH7Nj+h+7xh6cedyGWFBVQV7uV7fXbqenbm4ED+mMYkPVcwrZFQ0MLy5avoLpXBed8/TwOPfxw/vHgg8yaNYv777+fgoIC2tvbKSgo4NJvX8pJJ53MoMED/aANGs/TRMJhevfqTVVlNW3tHTQ2NtLQ0MSiRYuJhyOUlhVTVl1Bda9qigsKuzqnA0iAmSv5IOTOkTBNE41BJBzmxbnzuOevd3HAtIP4xrcuwpQIyk3TlkoSjcUoKiryVSLHxRSQ0E6ZOgJg4rkOrvaYMnUK99zzF9LJFIMGD/KTKoYN5+yzzuLX//srHvrng0yYNJF4LIIWA8T3bwsmJjofnRLDQEuubo0BhpmHKfij6Gq+o72d9evWsq21BUJhTjn9TBYsWMCPfnQdf/jDLMoKi0mn0/kS2yK+6hU1DWbPfYGX573M1Zd/j0MPOTR4puA6Xv4Uv9aWFjzPIxKJdbVt5JwHn6xC0XNMHrzhvn36EA6HSGVS+Vuep4hYNo7rsWTJErRoRo0ejWXbjBg+nGuvvZZTTjmF9vb2ALGXoba2lvH7TmTokKF0dHTgWRaWaRCNRroOvTUtKspLqSgvZfDgwbS1ttHa2ETttjoaWhtZt3E9vSt7UVJUTEFhIUVFhYQjdsAgBq6jUMoNDq010cDGbRuZ/dh9jJswml/e+CuqSstxtUc0FCNUGAqMWwPDsimKF7yLKmQEMRkbMTSxWAkHH3hwt/fhEAqbnHzKydhhh1tv/T0HHXwwXz3xRL+2uDIRpfC0RzQSwkB8fd0wcEUTMsHKZf0E7XueIpHspKOjg+319Wzfvh1DKyqrezFwyHD6Tj+EoniUs88+g87OBFddeSWTJk/Ou2rBoq6ulkcffZQrr7mavr1685XjZ7BpyxZa21r95JTmZoYNHca4ceNYs2YNgwYNpKCwIChJ8enl6vS4JK+pqaGwsJBEIgH4k2DbIWzbpr6xgW3baxkxYgRlpeVBNrqfUT58+PAdnlNXV8crr75Oe3sH48eNy2fKWEFkDUAMQWs/GBMOm/TqVUmv6kqGjBhGMtnJtvrttDS309DQiNYekWiYkuIiikuKKSwsASzCtgWisawIWhSL31pAtWT42pVnMm78KCwx0co/uzMUigZQV1/vf7+zc3IMlHMnmkHlAh8xKfTt24djZ3yNp596iYf/+Q+mTZ1ITf+huK4mZJp5A9gwLUxFIM39tDjXc2hvT5JOp0ml0nR0tJNIdKC0IhaPMXjQIPr07k1ZaTmmbeEJfPWrJ+J5d3PppZfy9NNPc9ZZZzF8+HBSqRSu6/DI7EdZ9fYqpu1/ADNmzGDZqtV0dnYCQjQSoaqyiqqqKgAcx2HChH0pKirMxxc+HQfiHsDkgwcPpm/fvrz++pt86X/+JwhIaET88hLxeITq6ioioTCu6DxeOqcfe8HBS9VVVQwZMpjVq9cSjUQYO3af7oBZCP7GDYJF4VAYMTQifjCntKSUkuJisv012WyGdKaTtvZm2tpTtLbW4XobyDppouEQhfFiKqt609jezPrFS6mprGHCpC+gXBdt+358I8iOt8xckbt3elTe7d/dQ/N5+K1to7VD/36DueCCS/ju5Rfzuz/cwWVXX0OsoABL/HzN1kQnriekOzrRrkN7OkEinUI8DycTHB1pGMRjUQYNHkRlZSUFBQWEgkQIEx+w5YmHmBYzjj4a8/e/59577+Wxxx4jnfb93OFwmAnjJ/DtS7/DV044AU8LWS+LIZpIJExJUTGRUBjTNHFdl6ampqCgUvcx/x9h8lgsRmVlJcuWLfXzKE1/89ZaUVRYxKSJk6muqva32iAUbBpdYfx8JSrbZt99J2BZFmvXriUWizF06OAdFoRgELLDQcm5rmwjLRrleJimSSRiE4sVUWoWUdOnhkzWL0PhZFO0tDbS1NBIS0s7be2drF+3hrq6zfzPNy+guGw0ynERRf5YQ9GSj8x2n89cwkjXv3cmyf2fP+ZEaw/X8wjZBscecxQrll9A7faNvDDnWfr0H0jYtlGuor2zk3Q6ixkcpWKGbcoqyikpLaOqopJIJEo4HCIUCmFbZr4/AZYXwZf8tmnSmUjwyiuvMnT4cO574O9s3LCBttZ2IpEQZWUVVFaWU1ZWSiqTBtPAtksBE89zCYfCAQTXoLGpiQ0bNnD8l4/FMMDzBMv69Cpo9TiTAwwcOJCFCxcGAHzfjyxaiIRCDBoYYI9FMMVH5nd/OTnMhus4mKb1/9s78/iqynPff9ewx8yBICEhIYQMQJglqOBYLeKIB4u1eqrW02qVe2rPUc/99Lb31Gt7b7V1OK211NrWAa222vY4oDji0IIDBcIQSBglzIGETHtYa73v/eNda2UnhDmQiPw+n/1Jsnf2Wu9e+1nv+7zP83t+D2PHjkUIwZIlSwiYBsXFRYBUoT43vqvpnTFaXVNkIdvdrGkG/vlBIxQMEDBNyEgjL28QpSUO8UQCqQsS7a088sD7FFRUMa76THTDxBbSLbDA7Z3plTepkjRHOBi60SVKIaVEai53xFbulPRkK3SlRGALiaGZaJqOpsNFF1zAi399jp1bt5A/aChGKIRhOORHowTNAOnpaUQjUULBEGlpaQfc2vmZYykVH8gTYdJ1Nm7aREc8Tn7hEMJpEcZUjd7v/bYU6Iba0CJAQ2JqBtKRCEdiI9mwYSM7dm2nqFjJUQhHuImsL5CRT5o0idraWhobGyksLOzC4e5CgtL2j2OnzuiWZaPpOiNHjcKybFauXEkgYJKfn48icUFnuE1B0zQ0wyDQLf3vRyA0FcdWfjLoAYO0UBQDuHDGDF55YwG//NWjlJWVM3PmlW6kA1JJY0nLIhAMKGO1bcKhsF9s4Y9FqlpP27L9796yLF8XUjiOKnnTdZqamnjmuWdpadnLzFlXUzlyLKFwGImDgY7ZvcCDTlrtgTKijlQrmiENNDQ2b93C5q2fUTlyBKfl5SERWFK1VtS866bpqBMEfwAAHchJREFUGJqOEQi5N7OiZjjCQbgcGF3XWLVqFcOGDae0tMzt8iKQ8gi1z48BfZ7xBKiqGk1FRSU7d+7yn/Myi/spWvXgz3rPm4EAtiMwDZNx48YxcOAgapavZE9jky/Nlpq57H6cnh6pryvhepXOty2b9PQM7rj7f5IzcBBP/f5JmvftwzR1d2brlFAOBUOq75HsLKXzoJ5zfOKZ6bIy29raCLhyEx5zL2CaxONxfnTvvbz1zltUVo2lsqIKUzcwAANXxqNbi/HUCHpP/r/urjKqjE5j155G1q6rp7ysnNLhZVi2je0oIzb01GsjU1ZEVQiiaRpeK4OAqfqavvPOO0yceDrDh5X6epWH1WKml9AvjDwvbxC6YbNu/RqgMxt6pNA0MA0dKQShUICqqtHk5OSydNlyGhq2d9E3PFx0UlAFQjhIx0ETAgQkYknKy8q48847+WjxYn78o3tpb2/zeebvv/8+N9xwA/ffdx8/u/9+tm3d5la6dx+3MjIVWTJ47vnn+MUjj5AWcTn2ug6uMe5pbiQpElx+xRVcf90/E4mkuVEZNdtLN9Xvf8YDUnC60gEATM3Asm3qN20kGIxQPHQYoWAE5dGoxllIHU15++yncea6POgahqlcspbWVjasX0+2K48npIMjDkcGuvfQ50YupSQjI4NIJMSLL/5ZyTJoEimP7EJomqZmI83tuGbbRKMRRo4aSTgcZPmKGhq2b+viCnVPgx94IyRVeE4D6QiE0LAldMQSJFvbuejcaVSOrmDZsqXU1deDVO5TTU0Nzz33HM899xwP/uxBNm/aRCQU2i96AtIPG2qaRu3q1cx76ml++ctf0tK0D1M3cGzBxs2f8fY7r1FSMZRLLr2M7Kxs/73JRJJELK58bE11dRZC9BjASF1lvIeu61hCsGplLW3NbQwbOkwJF0kHQwNNOL7Es6ZxEN6JdNvUqCjWhg0baG5u4pyzp7mvixMaI4d+YuSmaTKmqpqa5WvYtGkT0FU++XCNPdV4dLegIhIJMX78eNLT01i8+CM+a9jiG7liEjoHbefnuUPBYJBAIEAgGMAM6JgBnfSMCGZAZ9Bp+Tz40IPknTaIefOe9mP+aWlpGIah+DWmQWt7m/J9U2mxUuII4Y9J13TGjhmHY9v85z338NMHHyAUCBA2dBa99x7PPvE8o0pHM3HceP8GMQydQDBANBr1Y/EeiaynSqFOt6lzz6PpOmvW17P+s42MKC2huGAwpivDZxqG2iwf4vqr82pdvrNNGzcRDoc566yzAHXzH47OeW+iz43cK5goLytDNwSLFi0CNKTQfQrt4fSUTGUIdvKs1c/0jDQmjB9PVk4Oy1etZMfuncoX5fDDWP7xDbWZUuVoBuFwGCEdxo2bwOVXXME77y7k8d/+1n+fBKqrq7Ftm4ULF6rYeWrBhGvo3jlA0XaLSoZTPLSYjz/+hPa4xYZNG2htbeGqK67hrDPPQzcMn9hlGLoyRK/ZFgcv9eu+1zAMg882b6a+bi1lI4YzvGQYUlOFDbqmY+iGohQfxrWS7rl1t3rr2Wefobq62lfzPZG65B763Mh1V3Nk+IjhTJo0kZqaGjfufeyNTdWMokJW6RnpTJkymdwBA1hWU0NDQwPaMV5wx3Gwbdv1gwXTL76Y2V+dzeOPPca6tWsYPqyEcWPGsnfvXiZPnszVs65WMf4DjFXXdSzbIj0zgwG5eYwYPJT/cfO32du0h9fffIWY3UL11MlE0yNuyaA46ghFqizcloYG6urrGFE8jMoR5aBp2FIpcB0tDMOgvr6e1bWrueCCC064Yaeiz0OIEsDQCWga06ZOY+7cuWzevI5hw0a4Gx55WMW5Bzq6pqm6RU1oZEXTmDRuArWrV7O6djVCOAwdWnTwI/QUVkTNcl4vnaBpIjVJbmYOl1xyOTs3f8aHr7/MeZf9Ey+9/BKxWAd5pw0mOzOTeDKBaZhdyt8Mw+yyWfzSl6cz9UtfIhBLEjADPP3CH9jy2Vamf/kSKkeOBKlWEikdkIpCcKgNZrfL4q8oO3bsoGblCvLy8hhdVaVUsYTAPPAhD36t3DCjYejMf/VVLNvm7PPP9057giLjXdHnM7mmKV5DIhnnjDOmgCZYsWIZ4G5wjmEGSC3s1XUd4QjCRoAxo6vIH1pAzZpVrFu3rsv/dy9F8573x+uPW8MMqAIClYhVPJMh+fmcfeEFrGvYypKVS8nMG0BZWTkZGenEXLXa7uEzb5y6pigNacEgeekZDBw0kE+WLuGt1xcwfNhwpp41jWgk7CeKvJv/UFcodZPtqQw4wqG9vZ1169eRlZlBZUWFElGVXjfqI89IprqMAMuWLWPkyJEU5OfjpMjXnWj0qZFLL5UsFCW2omIkkyaewYsvvkI8lnA7ozmH2Xlsf3ibr0AgkBI+VEtpZUUFpSNGsHHTRlavXu0XQAM9Gnp3aJrquxMMqtI9TwE2Iy2NqvIxFBSXsmnDOrZv+YykZfsbXOG2AN9vnLryeYPBIKamYwrBrt27+NuiDxlZUc6Mi2eQmZ6OI/Dj6YZxZAuxQImV6rpOPJlg5epVBEIhJk6YSGZ6hj+Wo/WbvSolXddZsWIFS5cuZfZXZqsWkpL9OvidKPS5u2JZKpWvazpB02TWrKuYM+c2Nm3aSEVlBZZlHXWPmf3S/0hf7tnUDUYOLyMzFKV29RoSiQSlpaVkZWWh6i696MOhVxMvG2s7igVYUlKKuNBg69Z6wsGQK0cNZsD0EyUHG6fQJULT2d24m7RIlAsuOI8hQ4a4IqPAUYTgfJqtptG4dw+1a9aApjFh/HjCoTCOZWMEjs0cNKn5XJvX5r+Gpmmc77oqBw45Hn/0uQh/MplEc0NVuq6zr6WZL190EWdPO4cHHnyQeDxOIBDolWZKUioj78IL1DR2797FqtpaJFBeXk7+4MHoaKpZLo7bjcFLguz/ZUk3Nq2q6VVCx5EQi7VhaErfUNeVgXmNqA524zhS0OE4dMQcWhr3kDsgjYxoFMMwVbWUGjbIA0crvDIPTUqEBFvXMNHZs2cvK1YsxxGCsVVjyBs4ENu2/dXhCK8onZ6222tVg40bG7j4ksuY/uXzePjhh5DoGJr0V7sTjT73yU3T9FmFjuOQnZXD5ZdfyR//9CdWrVqlCFtHUbt4IHgfWNK5URqUN4iJEyaQmZXF2rVrWbd+PUkr2ZnyPsQ85EVpTNNECJtVtSto+GwDacEIgWBQJQrd8x2OpJsBhA2d9EiYwvzTiEZC/ru8sOGhOj54m2OkG+dHZ8+eJlatWkU4HGbi+AmcNmgQjm13KQY/Fnir3gd/W0jSaueWW27pks3tq6m8z43cQypX5KabbiI9PZ158+b5CY3eXnC8/YBHKMrIyGBsVRVFRUVs27aNJUuWsGv3LqQ00FDC+Z5fbds2iUSiS/y+vn4djz/+W2697dvMumoWzzw5j5ZYO7qmQ0oTqsP5sh3boWPfPqKGIBSEeCLemcByBIlkwpd67ulzCSEUq0TqSE2nI2nR0LCVmmU1RCNpjB0zlpycHLU/0HXC4fBRrZQSteoIKUkkkzgSWlpamPfUE1w1cwajRo8kYTvYtnPEx+5N9LlP3hOrsLCwkBtuuIG5c+cyZ84cCgoKemmm0fxz+MYm3GXUbXFeXFxMbm4ua2trWbp0GQMHnkZJSQkZGWmdmiyuwxOPx1m/fj2/+c1v+Nvf/4aVtCg4rYBv3jSHyRdMQ9dNdLcVi3YEYVBHSt7/8O+8//57XHLppUyeNpWAEVDsPtmZLe2JUSilknWWukbQCNDhWPxj7WqaP9tOwZACyspKSUtL89/rGfexRLESVpJEwiI7GOSlV15lzepafvyjHyNQDMzICW6E1R39wshTId0093XXX8/zzz/PM888w9133+03Ou3tc8rO7iwqdqzpDMjKZkp1Ndu372DD+o0sX76M9PQopWUjSEuLsHPrTpr27uYPf3ye559/keamRr76tZnMmnU1pUVVDB5ShAjrhN3WLGoDIOjM3BzcoILBINkZ2Xzw3vu0t7eSsBNMnjCZAbm5JJMOEkN1yUvNIbhzgBRCcV0QNO5tpHb9OppaWhgzahRDhxaiGxq2sNHo2gjrqOCeU0hJNBqhubmZx+bOZcYllzFhwiSkUPWlSIHiOPYN+nzj2R0S1QsoGgpx33338eSTT/Lmm29SUFBwfM97gMtgWUm2bdvOps2b2NPczBuvvUGivYmhhdkImYmNwRlTqjnn3DPIzMwGQjiAiVc8ofmEpM6b6+AhOuEWT7zz9hu8/NJfaGlpobCwhBu/cTOlI8pI2A6mpqpr/Dbj3vA1sC2bhoYt1K2vI5SWzsiySvIGDlCkLen4MXDjKNmenddMrSrJuCAUNnniqSf4X9/7HgsXvkdZWRlW0vLvZ4823CeQ/QxCCNnc2io7EjG5fft2OXnyZPnd737Xfy310ZtwHGe/h23bna8LId9e+K6cOrVafmXmlfLN116VdWvqpJW0pJRSJpNCtrbFpGU7sj1hyfZYQnbEYtK2bek4VpfHocZuCyFjji0tx5Lr69bIZ596QhYXFckbb7xRbt26TQqhxivccaaiPR6Tiz/9VL708ktyydJP5d7WfVJIKZNWUsYScWk5tkzalnTkkV8/IYS0LEvatu1+B45MJpNSJKTc29gsL7zwQnnHHXf4/+c9Uq9jX8D44Q9/+MO+u8X2h8SNuOgGWZmZBINB7r//fqZPn05+fn6XxNDRp/t7RveCCb+ThPtaVm4uoaBNfsEQzps+g5wBOVhWAnQD27FBU5qEyaSF4TLyDD+5krr/OFQ2UfpclgED8igsGkZHrI0Fry8g1tFBZiSdcCRMKBLBMNTxOhIWm7duZ9WqWva1KMWCsooRBIJhpfGYSl5zZ/+jcR883RUvBusIGzNocs9997CmppbHH3+ccCTcJanUF6SsVPQ7I8czMlRFTElJCStXruSDDz/kqquuUr0qheMz3XrvtAeuCpJSYjsOQtg07m5h5cpVBMMBSoorsGyVxUxPi6CbJlZS8c4NXcXLe95HHNzIBVJV9wAxt3PFqFGjGDGijN2N+1i/aS1St8g5bTBSN9mwaSNramtp3NNIelqUqtGjGTL4NDRwu2xovn5harr+aMzOm1jUza8TCAT4bM8W/vT0s3zjxps5vXoyiURyv0qsvkS/M3J/E4hKaKRF06ieMoVHf/UoTXubOOfss7HdTeixao0f3oBUptRyK9ANM0hdfR0tTXsZM2YUGRkZJBIxli5dSkdbOwNys1UrHperrrjT3f39g3/xmqb0ZWwhcKQKv2VnpFNRUUlhYRkN2zeydvUadu5upKWthT0tzZyWm8vIygpKhhWTnhbtXO1SZm49ZQI5mivXWfeqfhqGweaGLdz+zdsYM3wk37zt28Qdoai5btvGvjZw6Edx8p6g6zqOlAwrLubrX/86T/z+CRoathIOBJWIezcSlTzee2gJkbQQxeXD2L53JzU1SwmaJr+e+2uunnU1c26/nW3btqvOFinjEuLIxua1OQzoOqZugpS0JzvoSHYwrKyAgqLhiEQL8abtDMnN5qxJp1M1ejS52Tmqh5Bb+OyJdar64t65NtKNw3suy+9/+zuWfPopM6+5mlAkhJVSiN1f0K+N3C0vxxEO//KNm6ksr+TWW77Nnsa9yl8WXhmX0vc+PlDHVcq5OrnZOZQMG05cCD75x1IS8TivvvoKO7ZvZ2DeQD9x050Y5n8k7dBd6KSQSEewY/sOrHjClak20M0gDdu38OjcX+KEBZfOvIKqURNIT09H0/CLlg1NR9c7q4I6yQTHeCWkpKOjg2RSZYMXvruQt998k4cfepgJp0/CTtGK70/ot0buVX17VfKZmZncd99PWLFiBd///g9wbFXhnkxaxGJxLMfhkNZzlNDpXPLTI2mMqRhDeiSdF174M7t27+HyK2eSO2AAX/rShYysqPQlpT0uiJ+KP8w9hKZr1NXVs+CN/+aJJx9j1fKVRPUwW+s38ed5T2MIwUUX/zOFw0ar1uJCQ6Ore+BpMPbmvkUC7fE4uq7T0tLCXXfdSXZ2FtOnf9mlLEA0HCJ4jESv3kb/Go2L1J2/pimxTNu2GT1mND994D7m3D6Hs8+eyrXXfQ3LcTD0ADrmcWHleypbGqD2gw65WVl85fLLad+zm3UbN/Ctb93KtLOmUVxUeIDiaL3LEQ8HCxcu5Ok//IrcnAGkR3MpLCli2aoamhubue2WWzh7SrWii2mSQA+G3Bszd3cICTlZuThOkn/91+8gJPzsoYfJzskhGbcwQ6arxsVxm3COBv12Ju8OISWJRIIrr7iSm2++mTvvupM3F7xBJBRE9/QHj+P5OykBYNk2I8pHMub0ySxe+jG2LZh61hmKDuv5q8eI8opyVq/YQvmIsVw583LeemMBjz7yCIWlwzn3HLfSxqUCnygYgGHCPffcw4IFC/jN739HRXkZsYSFOyA07cCJtb5Cv5zJu8O7aJZjkx5J45577mH9ti3823/czdujx5JbOJhEMklA66xb9Gb13t/dKwGfjGgWVaPGs7txB6apE08k0VCNuVJlL44GQjiMHTuWH937/ygZPpRtW7fR8I8VVBWVcNElM8gZkEtbLI4QDmG3r/3xgpK1kOi6gaZrvPTSn3nssV/z4M8eZOLYsSRQoke6lCgRrWMpVzw+6Hdp/e7wl39dw7ZtTKGhB012NO/l4isuY2AgygsvvEB2TrZbUOBWGjkuP8P1i3ujjA5AoilZQ4Fi3ok4uhEh4Oqhp37B3nuO9NzSJVkFAgHWrVvL9773A6aOG8+lV13F4IoyQsLAEhYIm0g4ctzCdPF43F+ZQqEQm9eu5ec/+QnhnAF879570QImkWAILxNgS4mG6PPkT3f0r1uuB/gZMzQCZgA9YCKFZHB2Li88OY+GbQ187dpraW9XfSZt4bglXkYnZ/wY4Bm4b7Apq0QkHCI9mkkkGCBg7q9xctRxYrcQOOnYrKhbR86QfPIryigaUUpEMwCHgKETOk7sPu/zeqWHgWCQV+e/ym1zbmfU+LH85//5IeFoFMtySMZjaiXRwTS0Q2qw9wX6/Ux+IHjVLCtXruSyyy6jurqaefPmEQ6HVSLFUa8HjrAOsju6GznsnxTp/vyxQrjFHLZwWLOtgb0dHYwrKCI7Lc1VyAIvoXQ8Ei7+quVSC9577z2uu+46KkdW8Nvf/47CgiI6OuKYhomuCT9U2m9xXBgxxxlCCJlIJGR7e7uUUsrFixfLIQVD5JUzZ8rdjY1SSinjyYR0hHOwwxz2uTzCUTKZlLZtu6Sr/QldvQVbCpmwbSlsR8aStmxxhLSEkPFEXLZ3tEvLUWOwLKvXziml9Clbwukkb/31r3+VWVlZ8pprrpFNLftkTDhyX3u77IgnZUcsLmOxWK9+9uOBfnz7HRjSnWmCQSX0PmXKFF5+6WVqapZz40030tLaQigQxE31uW86OteleyLnQP/Tm7OpLkHTJELT0NEIWErEyBFun02UOP+hFAWOFJqbWNNcyYzX5r/GrbfeylevvZZfzZ1LdkYmpqMTNIK+opY8QIVSf8Ln0l3xLmz3n3V1dXzlmtnk5uTw9FNPU1hYiG1bOBpotst/1tTNcSRfzKEuUa9/yZ67oJHSk0J6T7v88WM1LulVcqsmiUKCY6MFDdriHfz8pw/x2NzHmXXd1fzvH/2AsBlFt1RTAm8LnpqW6M+G/rk08u6QKVGMjZs2ce21X0VIyfPPP0dxcQntVpygrViBAnnCBSf7JWTnLwKlu27qATbtbGTO7d/hHx8v4s47vsNtc76FEdRIdNgYBAiFA3578c8LThojl1LS3tFBNBpld+NuHnjgAcKawfgJ45lxxeVEI1Fi8YRqTCv798zT20idBKS7qVVQVUsCia4ZbNuxjWuvvYntDTv53ZOPMuXMKUgJ8XgHhhEANKKBoO/OfF7wufTJe4Jt27R3tNPS2kJe3iDuvfdecrKzuevf/4277ryL5n0tBMNBX2Lti4Tuvrtl265GjABNR9cM3n3n71w643Jam3bz8st/ZNpZZyGTDrYtcDTVOCAAnzsDBz6f0ZXu8CIgHR0dMpFISNux/efffOdtOfmMKXL69Oly+Yoa/z22bUvbsqUjhHS8kjqpfvb3aMGRIplMylgsJpO2JROWJdtjMdnmRqZ27Nwlb7l9jhwypEj+06zZcuu2bVJKKWOJhLSSlhRCSssR0rZUtKe3yw5PBE4KI09F6pfg/d7Q0CCvu/46WTxsmPz+D74v9zY1SSmlTNqq3tF2HGUAyaSqnTwONaR9CcuyZCKZkO2xDhlPJvznX3n5FTlh4kQ5bMRw+V+P/Nw3/KRtSVs4UrhBxeNVV3uicFIZefcvwzNeKdVs9otf/EJWVlTK06sny/kLFsiE+5rl2NKybRlPJKRlWb6hnwzwYvzxRNz/e+WqVfLu/7hbZmRnyKtnXy3rN6xXr0kpk5al4vDiaEqd+ydOKiPvDttxZCyRkC1trdJyXZiNmzfLCy+8UGZG0+RXZ82Sn3z6if//CSvZ64md/oQ1a9bI+++/Xw4ePFhWnzFZ/vhn/1fua22WUkjZ2haTthB+Nb+3wp0MOCmiKweCZdtuW3LdF/uMBEPs2bOHhW++xdxf/5q6Deu447t3cP3115M3cBDAfnRZLyohU+Ly0PtqAQeD7B4h6QlaJyXA12MBmpqbeeP1N7jzrn9H13Vmz57NXXffxaC8QYAk1pFA0w2CQVOFIqRSGzaOSgS0/+GkNvJUw3QcB90wQMPXctrV3MRL81/ljfmvkZuRSVlJKeddeAGTJk4ElM4fUrURT9U9dBzngE2njie8KElPTEcJqr20kH7b88adu1hbX8fDDz3M4sWL+Mrsa/jWLd+isrKyy3E9NdrUG1s4KnHWrzkph4mT3shT4VX5CCkQEgKuXETtho288NJ/8+e/vAixGOdOncaVM2dy/rnndTmWTCniTU3ln6iQZGo7wtTVJZXaKoGPP/mY1+fPZ8nypZwxaRLZgSiTpp3JlLOmAvg1mt4snbpKnIw4qY18P3h6gSm161Kq2G9cCnbv3cuSDz/kLy++yOKPPqK8rIzZs2dTPbmaioqKHmZQpbDTF8bhrVCgcgR16+p59913eW3+fOrq6snIzGDmVTO57ZZbGJCb5ycoE4kEyWTSb4f4RcAXzsi92U+iCjGQkmQygYZGKBz2mSJvvv0Wr7/2OkuWfEpbaxulpaWcf/75zJo1i4EDB/Zs2L4atCvVrOmK3+EVc6T8q6oZlZ0dINzf0dwbj1RD3r/CX0rJihUrWLRoEYsXL+bdhe8SjkSYMH48V1x5Jeeccw4F+UNIWBYxK0k0EHI/rirICAaDp4z8ZEVq9s8wVL9727IQQhAIBn31XM+Im5ub+eCDD5g/fz4fffQRra0tlJaWcs65FzCqfCRlI8opLCkiKzN6XMe9b18r69fXs2PHdhYt+js1NSupr69H13XGjBnDGWeeyYxLZlBcXOwyMBVsr/DBMBAp/nx/Ef45EfjCGXl3SClxq2+7PO/53qkuypYtW/j444/44MMPWbmylkRbgmTShoDO+PFVjK6qJH/IYAqHDGXIkALyh+QTMAN+uxV6UK+SUmIJgaZrOAmLjtZW9jXvo7F5L3V1dbS2trB7dyMffPA36uvryM7OJCcnm3HjJjBp0iROP/10ysvLld4JqqGAtxodTGHsi2LgcMrIDwvehjN1eW+Pt5LsaGXJp0t4bcE71K/fSFNLO21t7SQ69hEOh8jPH0J6Rga2cDADAULRCKFwiLRABCdhIaSkva2NWCKGIxz2NTXT3LiHjo4OAuEQkUiEYDBIQUEBpaVljBgxgurqSRQVDSUtLaPLGB3pIITsohH5xTHjg+OUkR8C3uXx3BwpJGbAo+p6bbYgYVs0tbTR0rqPlj17WbOmlp07d9LQ0ECsvQPbtoknE8QTCZBKaEg3dEzdICc7i9zcbHRNIyMzk6zMLIqKi6iqqiIUCjFgwIDuo3JrMN2eoJoKa0pwNSJPGXkqThn5IeBvVFOMvdNn79wwdm9Ae6hjHqm7oG4ygabpKZvQzsSQdHeruqb7wj6njFzhlJEfBlKNvKfY+IGykccqg9HT7z1lYrvji+RvHw5OGfkJQE9GejSz+SkcHU4Z+Smc9Pj8ExNO4RQOgVNGfgonPf4/nAryeZwjrSAAAAAASUVORK5CYII=)
A. 1
B. 2
C. 3
D. 4
Câu hỏi trên thuộc đề trắc nghiệm
Đề kiểm tra ôn tập giữa HK2 môn Sinh học 10 năm 2020 - Trường THPT Phan Bội Châu