Q 26:
Explain the following with
suitable examples:
(i) Ferromagnetism
(ii)Paramagnetism
(iii)Ferrimagnetism
(iv)Antiferromagnetism
(v)12–16
and 13–15 group compounds.
Solution:
(i) Ferromagnetism:–
Ferromagnetism: few substances like iron, cobalt, nickel, gadolinium and
CrO2 are strongly attracted by a magnetic field. Such substances are
known as ferromagnetic substances. These substances can be permanently
magnetised with the help of strong electrostatic field. The metal ions of ferromagnetic substances
are grouped together into small regions called domains in solid state. So that each domain acts as a tiny
magnet. The domains of un magnetized
piece of a ferromagnetic are randomly oriented so that their magnetic moments
get cancelled out. When such substance is placed in a magnetic field, all the
domains get oriented in the direction of the magnetic field and a strong magnetic effect is produced.
This ordering of domains remains same
even when the magnetic field is removed and the ferromagnetic substance
becomes a permanent magnet.
(ii) Paramagnetism :–
few substances like O2, Cu2+, Fe3+, Cr3+ are weekly attracted by a magnetic field.
These substabces are magnetised in a magnetic field in the same direction.
When we remove magnetic field ,they lose their magnetism. paramagnetism is
takes place due to presence of one or more unpaired electrons. These unpaired
electron are attracted by the magnetic field.
(iii)Ferrimagnetism:
This effect is observed when the
magnetic moments of the domains in the substance are aligned in parallel and
anti–parallel directions in unequal numbers. Ferrimagnetic substances are weakly attracted by magnetic field
as compared to ferromagnetic substances. Magnetite like Fe3O4 and ferrites like MgFe2O4
and ZnFe2O4 are examples
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1uqytMiz/NsheGtwpg8N5h5seRjNp0H0OfFJq57zAzLTHUWDKzuOHT2wK0TO9hJImSXd/MGB4nonl0etE5uQIM7uspHRmj3HlwKl5xSnSUXhmJfo+vcZDZJ6OJy2vnyqCCyrZPDw/FzzO903pgYl3fVkLR86qvc4N8sWR1hWVGt9TgWqap6vA/p5O3ioemonyh+F1pAyYGbxWb7mNarukKxNCEqNe9tJyK8sXSNRX1SDYe2PuB47jC5IZXAuiZMzuCZOK92XxRbwvIjG6l2UNlKEzu5c0Dkhlxhu1D6BJDKza77HzooPQ1CbGFAu0uLZmTkXhqYc0rNbhkRrfz4JSW5193HsFbBTCx6XnbQ8eKXIcxpFP1VbZJiwc7fZXXbR1IDS650b3hPKIl/ToUvXj1aQkYvP4Z40Mn+xzHUl3fVoDB657SkaQ9dzCuMLkVJkqvjNLskej3SJY0xM8zQ5gZmjhP3ymrzgaggYdy+eJnqRUY3Feflmhx95fL+I4vejObSOGGFqWjq1xhUr6JDpIPl4hZLJV5izvoJLTloYGEcBz3hRMKk1thcivNHrnRvbx5QEugsoCo6JUABuS0POqfoNs6gI5ZYPGXLH6SX6kJDxEEYbRfUxH5R60CO74ovFVAu1BAkxswkbrSbR2g6VKY3HKjmy4FuXXnEZJB4WscD+exPDq9YI5rgMEdEazRkkZ/lSuY7EGpwaU0exQmj9zo3gvQw82h6HnruAbFimisG/0JidQVigl1Tq6Qtzsfn4cIgoglM29mDNDM7Zxcrs5jSZWHymWcr3EAi//XkHLXT0MtFdpz51f30Z6L1pDM6N5wHtHi9U6ms+8wM5IYeKCsAZ0tAF1ieC2hxR1HEEQ4lro9IUqzR2Z0m+xBWri5UCx9V9pQZuoDZQ3YvSfQLYZXgjm9i/xGUCseIghCve5FwkIPFE0MRS+ax9TQwpuet9FyEkIZxvJbc6UwuRfWaFN33XAeQZ8UOmaXLP6HOCamMrkBjhFaeAMcIy1BsnyhaHWFpQbXzY6MzDjfET1pIL6jMxiQQzP3gbg5Xyx9kVqhifPs/XxFh4ya8BBBEJF4qnNyBVp41XEzVR7S2wLAFkK3mN49V/7fuw8yZxz+KC0R9WjikjWhASb2TbFFe4jedRh7+k4JLL7M6KblgrFkRmv1y3/ZjqUGl2UvTIviU/oq/w4zw4uZ11M62oXXTpOXreMa5NipKOhSQx7KF0vT8zZoxZjjGtorOi+z+WH+KryYeTNjoCXoki+WtjzHMuPPu4/c6F6y+OnSi1rc8EH7LPRJaS/dLxRLMwt2aMVefVqiJS+pVC7v+KK3SehmQpRmD12VJNehrE6RYfuQlgvexiKyhAbklep91IqHCIIIRJKou4R4xVlpeJUSDwVPzv8eVgFbICMRdiaDWDKzuO79dc9Fu4nS7KErq9V1GIPeOWALljcPaLkgQjKd7Z7SwYuZCYmFLobQ2wLIt/DLhHikBtf2foSWmT9NXiKvt0C7S6PBm80XJyQWlPtUaeFFDXmIIIh0Jof0BUaFa/QmLkv0e8DiN4+paSlow3Hc4f/NnouGzOjWbR3QonJbLJV/qLahidPxdZne9Dnd1gGwhdAvo4vhfOEEekF+OyELa/SEVwmCUJo90CZ8Pqyit+jYE4zDWwV0zK5UvjvVkIcIgrC6wtAjgU5Rpdn21fNQNl8cFa5BM3dEuEaLb+E8nV3ePPjtnnubiugqR12y+IEtfD6sojFQxFXvABNr/7JMS/Ammy9uOI/+tMUo/wkD0OX1trrC8FoCXWIHHf5VhMUNHzCxp++UVUxybXmIIIjgyTm8VQCLv7DmrfS7f8Je4BT6pNAtpisxxBOMy4zu2z7bn4bU4DLvBGmpA01cXL2e0gETE604qV8N4ej0AtURK830JG0enV4srHnvmBCZ0b1k8dNCpYViaZi/Ck2cQa6JLmMlfZXvntIBg/tZaq3C41dbHsJxfHbZCQwec1xTUT5h9TykswWgTQj9Mlr2cRRUvHfTkdNnzuSLpQ+z6/CS81G0QcvZZdcfhd456JPSkoxXKpe3PMd3kNDNhMyv7vvDCVqoiLe4g6opaSkaj8RTL0ZU8EqgXq9mH685DxFokbMFL0ZUwRMaskCvcoWOr8vQzJ1RbVO/GkEQgUjyxj67Y0gNLroyuXf9UeSMouXsUi7jk/ItYHCH+au0BPzj55nFDd+9a0ZmdBvth7TcMRxLPX2nBLaArqyWOb0LWPzmD+rqHKq15SGCIM7TWeRI4C3ukP9WlTx0cpZuHlMDi6+x+Cp/1J+BgoryXxzcf1pDWqufFse6P5yAATm0Camnil3lCoNcEzCximb/TyiX8V1/9I6j4U/7rGp1nxbHeiqT6/i6DCy+RL9H8VKlcnl63gYvOUOYubp8inrgoWy++GF2HV7MTM/bqIcSVav70C5sHdfQsnoj8dTi+l2G/60Z8EgNrh1flJaiKHTofz2lo54GbfNE4JUA+mW0pA9cXOa0Vj+ZtwbFm+nSZ9NtHcArQcvHRer28WEk+XxYBe3CqlUkas5DBEE4/FHokUDHrOswRvIrVfLQnN4FTZw3MwbqNkWpXHYenN4kJZMZUoOLLu1UqcGFPGkUfehaqx/YwqbRBVrCwr6js4oWk8zoXtk8oKXub8N5BO3CZ0Pzx9T8n97QGXSL4Y3UFSC7Fn9CPfDQ9Q95I4U+KcXq7JOz9MvRBWBi5h0aVOyS6exvs1fu2HmVZo83dEb93Bw/z7SOa6BNuLhByQbN5oudkyvAFs7pXRQfiSCIdCZn2D4kabop/8nC3fFFqU9IvlB8h5mBwRNVHp+/jUKx9EO1DQzeuHijaqOnHngIx3FMswOvBAMcI8mQTTU8dJq8fPpOSVeOnC+ckN/p4P7TzkuLOZO4uGr7ooUWXhUhwRv8E9PmVueA+gmh6PndDu4/cbNhmwZXQ6lcHhWuARPjqO1VXwTH8Y+iDWBi35W2qi9SJzxUKpc5aju85Lznr1bt2sJxXGZ0A4M3yDVRD9WkMzkyTuyfhtzoVq3u0xJe1W0doN7kVEwfsyMIbcLmD2rq9tNNlnalC0NudNOi9uvwR+G1BPqkVPy37mAcusTwRkpFMKUeeIggiJOz9JNBBXSJSQq8VcND4hUnMLEBjpG6xzkUPf81S5vcGvLIjW5aXA1LFj+0CZvH1FWX4xi2D1GOL3V/S+LiSmv1V7f5zuldq44Q9T/KXuAU2mebRheqPhK5g3HonYMBOZW2e3XCQwRBHJ1ePHs/Dx2zVR+Jrg9DLD51061QLFn2wvcGDv9ERRqLj7oKwGU2z/6sBXb1R6Jcvvh6SgcsvpJyekK5jDv80UrttpsJUZo91CPchWJpXLwBTZyq3fLFUnlSvglNnOl5G5UjWp3wEEEQQu0uanRAJtuiYh5KXFw9ez8PnSLqcjXRxOWfsrRJ7i+0FI2nMjnmuAbaZ6tLYbrM5lEJHvXD0MVlTkdh50VhgE33McXCunyh+FG0AU0chcldBc3jOP5ZaoVWbFK+ReUx6oeHCIL4odoGFn9Svlnd1xfWvNBUfajsBqVyeXs/Uh0JoYFcuNQFC3S2ADRxBjjG6n7RhvMIusUvRxeoH4b+ydKufhtRre5T9EITSCCjTwp90uo886HoBXSK4K2CYqisfnjo5CwNbxUkC84q5iHV6j60CXu+6yna3ReXuSVLlYb/7TWkMHmoJ+9L9HvwSjDINVWRgO46jEHHbOu4hqKZmcsXzY5gpb6FX6lIYXLvBU4pUpFlLwxsQdsXbRVlrdeZuO2zFHuQ1xUPhaIXMCCHflkV+SCZbKHtixbaZ012qpEhVyBGMp3njjGnp0Eo6+wig/7KVZzwiqXyR9EGNHPllGu9j04vVFU5VG4PudGttfopMmKhWBrkmqrODpXo9oCJjYs3KDp46oeHCILgLzngJYdMAXtlPJTNF3u+64HFN9oplRAjBzfF1XOzhqibMydnaeiZe/pOWal7F8dxFDyYWbBTOU0XiqUqHNx/piLPwTElbj5HBbksfhX9OxQmN7Rib7kmipZKXfFQqVwe5JqALaxCJsPuPYFXgo6vyxR1pP7J0qa6QpR0iHFcR7xezMyotis1ekLR87+HVdAjoZgNf5q8VK3uU18hyn+EsiiGV5csfuiY7ZxcqXRiM9kCY2wReiTUe+DWFQ+5g3HomCVTS1QZD+0FTmFADr1zVLLCUFDxVxkSKmtIa6VUmIbj+FfZJrRiEl1l+crn6Sy8VUC/rOqsMIQdX5QWVkZDbnSr170UI9JC7S40cX6otisy0C6z+UGuCRi8td0QlbsTdcZDBHIlsQV9PwyV7jKT8k1g8ankfRAEcXKWpuLE/mVOPAqT2+49oZKM7jqMQc/cs/fzlXoClix+YHAnJBYq9e+Ji6slC6ksbZITgqqsqDxSMp199n4e+qTuCnMfbJ4IdIpYExrqOSx1xUPZfHEIM0PL/btBZTwkWnECgzspr16WDcdx58EpjSSEhszoNmwfUrE3ra4wMHhDmLmiXcbuPQG2oAoL6Da8oTMlBQf3nyZkyULJ1bDrj8IbKfTLKiJ4fzgBbxVPBhXUG4XVGw8l01nolz19p6wonSmdyT0fVsGbivem20ikqs9euWNalGYPlQroXL74nr8KLbyKrPhsvvhRtAEMHpUu7OmrvNF+SPeE0CCU9VlqBRafr3FU9K1J+Sa8EswsULJUEOqKhwikqNLEmVJu3U3wFfBQvlAcE61DE4eKqbsfileRpU1y56VSNI5cc5VKRU0pt4DF/0GhPD4cS9Fo594eUoNLt3VQtavhKlfontIBW1iRPITW6iez7Mig3nioXMa/yjaBxVeYKnDNOQ9OoWeudVxTddVnJlsw2g/n9PQY/j/NjGp1n4pzTLTirLR2++j0Avplz4erF3cvFEvrzqOHeGVQFaPrMFa1nW3ZC1dUN0MQRDZfbP+yDB2ztPQrqDce8h2dwVvF03fKu11oFfBQKHqBTp1VL6DgybmSbsP/1hrySA2uql0N1yzLxMgHkwvFUtPoAvTMVf0Hi59nFte99Jp1t4fU4DI7qtcW+660AVtAvsywWCrPLNjhxQwtGif1xkMEQZjsQWDwPoo2yO8yfI0D2MKqhXzyheLabughSAgNmdG9uO6t+vC644vCG+nL0QXy5o5lLwwM7phovbriv0Kx9E/Z+4NMCPJYVp1iE0tmoE/a/EFNfpP0hRNP3yn/GlLS0sal3ngoky0McIzQit3NshXwkNUVhhbeiGCtun0tmrhcWHsQw//2GpIZ3eTFJH4CSq4lLzgdjqWeDCr+GlJW5/46T2dX7tR1pWtCtjzH1bkN151H8FrSPaUjOSHn6Wz7l2XokVT9J7iNOuQhXzgBLH7XtxWShWLlMt47rQe2oLqyoVK5vOk+fjgzBQ2pwVW1CzdxcdU6roEuMclmCjiOS/R70MSpWin14RwqtxfM4rq3utSnQrH0lmuCVwKdLUDyKwqTB1j8z1JrFbf7FfXGQwQyZxn3lLVUwEOL6160gKrwn/6piQ7tA63R6swZmycCDN6YaJ2kC2XVEYJuce+0vooJud0s8kEHsu9cgVgVDxmJp54MKp6+U5IMvAUiSWALe6f1dPVxrzceurjMtX3RQreYJNFeS+B0iavzfbkOYw+956JRte5nuYz3zxihfZakQmOhWBrkmaBjdtVRjW8/eHKO1vMjTMhyVUJZ12mETRz+EtkQ0VfZJjC4dMmk1iEPLVn80C78KNq44zNkeejG5VJFBfVVrrDqCD3CnosG0uSuwpwJx1LP3s+/GFGRzP/hLe4AWyCu3LIrFEsbzqOHtnNvxk1EutLnzOaLTaML0CclWSyMTswTEgstHSrrkIdueteS1IgLRJJ/D6ueDCqqcCH4/7sr8UMPmdFt2asmvDqzYId2IUlh3PN0Fnrnqmu2EomnHtqhcntIDVVWWaG34Ktsk0yAIF8sjQjWgMWnJThE1CUPuYNxGJA/GVTcYd+T5aFrN1+7sK5+3GEAACAASURBVNKCEhorY8gPpF9SaSb3eTrb98MATIxMtz0cx0eFa8DiV5r2UyqXd/3Rh3Nw/2lCqtPk7vmuh9dkyxq0Vj8weFw1DYrjRF3yEPGPwi/JVAWzIwjd4hHBWqXEfHKWVj9k4PB3s+RRmNzOg4oroFcdIXgtec9fJfPho9ML6BR1Ti5X+udAWdqPRkJoSA2utd2KhbJcgRgwuIM8Exnp5GQ6+3pKB60YXZ306pCHYskMY2zxbqUJsjwUP8/AWwVjbLGicwaO43bvCRUZkqqHzOg27wQryuS+Folq4W3v38+15TL+lmuCdmFFsRAcxynKkFCZkMV1b6UN+rjqHegSk2kEh+O4QLsLTZwqDoi/RX3y0MrmAZIRI1NWJVpxQhNHWGGL20SKzsqYiiaqCqEs1Nq45eMiGQLb8UWhXdg/Y6yI7VDG4COTEBpSg8vmiVSU/HkcS0GflP1ZS8atEo6lmj+onw+raBHLJ+qSh65yhbYvWuiR3FFcT5aHIvEUsPivp3QVzZfrMEZ7qVBFa2htN1RRiH563gYMHhnn9cVlrnNyBTpFFRkyR6cX1em60jKQ17ui4I3G4gO2gEwQtVzGJyQW6BZTr2BFqE8eWtsNwUuyiemYZgcY3MVKhF7SV3nd1sNmr9wx0MqsaEkfx1IwIG8aXSBj/q/thoAt+DC7Tp6Ys/kKmpPRPlCmT0X6tufpbOfk8pNBRSh6f1DQE4xDv4wWFXaEOuSh62ydTtEdFSBkeejgOAmvBG9mDORPGCSbRT7oGpIaXFueY/KKABy1HRjc+dX9ez8ZS2ZefVqCbjH5YnKk6/qYzpZfh9TgWnWEyC96JDQ3Ili795PFUnmQa4IBOcU+PTeoTx6yusLAxAa5JjLtr74ptqCFlFmDkM0XzTsVN3Sgd8gqbHmcTGefvlO+HF0gszOYHUFg8SckFpIXR1raNXGo3F4/86v7ZHz1COlMDrXEJKPvubYbAgbv05yFlpbQRF3yEEEQ/TNG6Ji9I6ZDlocc/iiw+INcE8nA3XHsOqiI5M5+HXSvld/fQmFyI3OGJBWR9/7HzzPsz1roFpNsoHeezt7ouj7CnPzpFsi+23Qfk3Q1WF1hYAuH+av3GrBXuQIMyGnkoWKpbNimoWYe8RAtTaAJgghFL16MqF5P6cj83REPkXHzEgSRLxS39yMyoxvtIzV8a2RG9+IG2fBqInX115DyryElmeijRLcHLbwx0TqZKxME4Qogh8of35pHmBD0yiyue+8VSUMoFEuogwOZAnCTPQgvOZiGlJuXDLyhylpo/mlIdHu0VF8gDHCMd7dOr4SHWjGSSe7RxOXihk+i35Mb3X8a9K6hO24kNbjm9C53ME7GJa0weaCJozDd3xPlhofImIGpTE5r9d87IfOr+/S9UX+8kczontO77N4TMlRkdYWhXdg7rb/3w1e5AvRJX4yQqpO/yhUi8dTdIxQ9pyXXX2HyLFn8vnDi7tuFYykyR5xwLNU0ulARD5FJ7SkUS9v7kTm9S3bXCnHTtULmV/dRB68/jTm9i2R7iETq6tnQPMleU0LtLrQJMc39mSzlMr4fisuMbqnBdcdz0riH3L2NSPR7anIFv4ViaVK+RZKHzDtBaCLFQ+UyHj/PhGP3vDWb7mNaGBop4Z6cpe+413EsdZq8JMOgb7mmu3tN0c9DOI6Hohd274krEHMd/n64g/F15xF6GahvuDpbwB2M/+lersPYrj/qDsbJnHwVJvdD8NBp8tLhj94xIZ5gfHs/Qgs3I/PfeXB6x5zs+qN7gVMyR9tKeYhJrv8FLV0/Ktp2733rVshFzsKx1MsH4KGrXMEdjO/6o3e8Mrv+6OKGj45XxqM0e6yusOeOtyYQc/ijZE4AFfGQQLsLnSIy7R4KxRJaqHe8155gXG8L0GKpKM2edefRHfdyBWJ278nR6cW9joGKzkPkeahULu+HkM/trt/7aA7MG9EAMunptPIQiz/MX71XjQPHcTIM6Q8nVHSUR8iNbjLF6uUyTiY0+g8P0eyXI3P3WDJDS3RaZnSvO4/uLcXFcZzMArK6wtAmHOSaSPnl+mUwqCDTaBnHcSSsh1z/NXdULqx5SQqxVHEeIpl+SWaGdVsH1F8Z9KvvlWMnuUKQX45kWB7p0ZE0Z8m8sOgQScuEkGlAR+apHug8RBBE/p8amDs8tzS+NXfcQvFPy02SYS3aeGgvcAos/psZA8lwyL0IRJKPyUMkwV9yAIN7x3zdIH5+nadAVwA8fk4nD1Un3vUrNt3HwBaOCO/PUygUS6+ndNAvc5CuyDs4TiLvEF1vTlUvm1tprqBdkycYh9653mk9eR6ia33m8kWdLUAXD1HvQIqQTGf/GlK+GFGReRF0WwfA4o+L7yqtrwh08hC1to03uBYUb+KQsT+M9kN4MfNdaSMZr80XiuvOo1qlU94MudFt2D4kzwWo9nT9zw2vK8vb7p3W07XtHhzXIw+hfDkyXf6S6WzH12XoFFWt+voTHvk8RBImexBYfDJVitd52/2yivS5PcEHlwu7bwNyV5QXtOE8gibOR9EGmRn+odq+V1mLPLK08hDF9lQ3ODlLw6CCZL7c2m4IXgk+zJLNU7gXj3weIoPzdLZ3Wg/ts2Ti/JvuY2AL3mFm8ims6UxObwvUkIqQICFJiUWENzMGevK2Y8kM9M61jmvIJ3TejTrkoWKpPCnfBAapfiqFYgkpa1Va9/cn1CcPSQ0uaJ8lI+yP4/h3pQ1eCSpSfqptYu6c3rW9H6koVcloP4QmzsyCnYzPCvUSrKhPxB2oTx7aD8WhT8oYWySz5Lb3I9AmHOSZaLk1UZc8FEtmmkYXmOMaMkkNKP2S9Wmpoor728m3jzxkRreadOogQrFU7pxcuVuVkSwPpTO57ikdDMjp2nbrkIcus3nUPZBMc1Ucx4cwM7AFm25SCo/3oj556D1/FbrFJNvAo+gaeYVHhGKpTG9/XpIDZQRV6sBUr3uhiSM1uMhEL1AV8HeljUprtRvUJw9Z9sLQJX71aYnMh/3hBHTMvp7S0dLjgKhLHjqMJIEt6PlOSu03mrhkf9ZCp6jS1hsnZ+nFDd8j+7TR2iOprX6D83S2dVwDvXN3uILJ8tB18I2c1gAZ1CEPxZIZ9mctvJaQfEUnJBZoxcho3pC8e73xULFUbv6ghh4JSc/VqiMELbxJ+Val224mWzDZH7V+EylMV7oblsplTLMDLznLmwdkPr/ji0K/jP1ZS0uVYn3ykNLsgU4RyV6isWQGusWt5M4KZFCHPLTlOQYGb1y8QUaYLn2V758xAotfRbveg+PkYyrholS9KuSSj04vng+rYEB+h++RLA/hOC7R7UETh0zOJRnUIQ+5DmPQKer5TjYGprMFoFs8SiKGTwZ1yENnFxm0gEg6Y50Hp9DCG+SZqigaTaSuHrob0+0pWt48qMjBjZDJFt5hZmBiJA/B0cQlc1wDPXOVyvr9FvXJQ6PCNWALDdukTsxXuULLx0V4I6VLXroOeQidmDlqUsSM4/iExFKR6Mbt77oCj9QZBKWVOg/ICgLchtUVhh7JAMd4h3laQf8hvS0AL2ZoaflM1CUP6W0B8q5/AumZv5G+HF2gxdqtQx5yB+PQL2seU5O8WiSegt65Z+/nq2u3c3KWfgRhf9QWpArpcfSE0C8jHyXNF0vdUzromCWTy34v6pCHrnKFzskV6Jglac6XyzhHbafRnK03HiqVy5PyTWjFyIsKzi5X3Fv9BuUyvr0feWjrDSW1Wl0VO7ERUPKXRHdXZ5AKeMh3dAY9Eua4hhbjrt54qFzGBdpdeDFDRlwOIZ3JPR9WQb+MTOXEvahDHpLo9qBNOCnfIvn5HMpYZWIbf07QvBuh6IXS/ICZ3CgEVXXXZ7v3BFp4I8I18pbHZ6kV2EJatt065KHDSBKdmMmH2Zc3D6CJ811pI2nt3Y1646GLy9yzofmn75Tk4+hbnmPok7Z8XKxul88Xipa9h22sIzW4DNvVtGIiCKJQLI0K14CJ3S1/XAEPpa/yqByJFt2heuOhVCbHmtDAawn58heCIIYwM3SKqugN+CvqjYdK5fIAxwgsfkX62TKjG17MVNe0F8EXTjyQuDLyLVA5miDXNEmXC4LJHoROEfne6negDnloYc0LLP5H0QZ5d43v6Aw6RSTbItyLeuMh39EZsIWdkyvkiTmWzDSPqaFbXHUFSCZboEWJ8U/7yUpVrWkRwrFU85gaeiR316tVwEM4jnPVO9DMldFh3NUbD7kOY8Did06uVBQ2QAlR7zAz9QeoNx6KxFPNH9TQLa7IhWX3nkD7bNe3larrnXEc3/VHaaciVAHu8EerFpTMF4pIQeOOcrxfcXKWRs0oqRc81BsPlcrlCYkFmjgV9bROZ3K903poxUjKv96NeuMhpdkDrVhFhbrXvdXZQpLJL78FCq/STkUoS5tKUonJHgQmNoSZ796RKuAhAkWcXkvYn7XUu2XUGw8JtLvA4E3P2yr6VvDkHF5Lng+TEve8G/XGQ8ubB8AWvJkxVBT9Ok9nu6d01eX/3CBfKG66j2l8qZCDu4os7dtAhjzr01JFDZzKZbzj6zK0C6lXs9YbDx0jU7d9tqId/Lpf4osZiW6P+hmxrnioWCozxzXQI6l0RzLZg9Ax2/VthcqEIKEsGn3aSFe3ukgqQrFUnlJuwYsZ5X0KNZXx0MVlru2LFthCKrsMQl3xUPoq3zS6AD1zlRYDFUvlvh8GYFdWvPlb1BUPFYqlCYmFfILyDXAcn1mwA4Mr0O5SeYD0Vd5op83VIDO6TfYgxZqVmQU7tGKf5sj2zrmBbusAWrG3XBPFBJ964yEU6RmqRAsAweoKQ/ts0+hCRYz+W9QVD3mCceiZ+2tIWVFRKoHS2fuk8FZBsTt48OQcSYRQf2XQRSjOyclZ+q8hJXSL763IrIyHCJT8UEknqz+hrnjIsheGdiFrQlPFOQ9l2d178LwXdcVDqEge3iqqOOfZvSfQJ332fv6OdvRkcJ7OLtPhapAb3UsWP8luOn/CxWXu+bAKusUVqRYhnCYv4Y0U3kgpdmaqKx7K5otDmBmYmM4WqPS7l9l83w8DtPAq8nD+FnXFQ5PyLWDxyef13ADH8VHhGrD4fE1lNeC/whOMU1cnQf6DXX+UYi7JyuYBNHFGBGv3+iEq5iF/OAFvpNAvo3JeI+qJhwrFEmrTJDW4qvh6/DzDGFuE9lmK/u764aFSucxb3EHyi1UsxHyx1DutBxZfY6HhjKim5mqQV9hd9E9Qre5Dm7BzcrmKHH0cx6fnbdDE4S3uUHG81BUPOQ9OoV3IGFusbm4VJjewBQMcI8UzYv3wUDRx+XJ0ATpF1eml7vqjwBawP2urzghAwHHc7j2hQkUokrrhPKJYjpLNFzsnV6BNuELCp1IxD+E4PsgzAYtfXcL7DeqHh1yBGPRJnwwqqk7gEa04oYkzLt6g8perHx6KJTN/DSmhZ67qYkO9LQDts6xPS9TV2Y9jqfnV/eqoCFWAVypD8iuucoXXUzpoxUhWa/4K58EpsIXPhuapPEz98BCO45PyTWBwq2bWk7P0y9EF6BJXlJ76K+qHhyT661azZPpt/orLbL7nux6YFRQe/QmFYomKUJbU4DLvBKlnAFj2wsAWtn9ZJiMLUDEPEcjx0il6MaKispTrhIcKxdKIcA0YPPGKs+qLBE/O/xpSAltIRpjuT6gfHkLNm8fFG1XbqulMrnVcA+2UUoBu4Ds6U5or9nojEqIlCcpkD0L77PNhVaV+/xtk88Ux0Tq85Ai1u1UfieqHh3xHZ9AlhkFFgEI8g6O2Qys2hJmpOH/qhIci8VTLx0Vg8ansRTpbAJhYx9flKpQ+fsJVrmCyB6vYT1CWdtXr/Ab5Yqnnux5YfIn+rvLVG1TDQ/liCemBYpqdqtdQnfDQpvsYusVP3ympuG5wHOeo7dDCe89frfpIVCc8FIqeQ48EeucoGqrLmwfAxFrHNdRfqnIZdx6cVmTfIRLaC1QjQ/ITEqmrti9aaK0mEHIb2/sR6BbDgJx8r6OfUCc8lEem2yuq+q2ReAoGFdApMu8Eq75IPfAQjuN8jQNezAxhZiq5MBeXue4pHTRxlCT6n92L+Hmm0q6JMqN7ccNHi0zB4oYP2oWtpEUPquEhAvkZeuegp/rdqh546OIy1/fDAC85c3pS8sl34DiWej6sAhbfZK/ypaoHHiqX8XHxBjCxD7NVuhdukM7kkJ9hdrn6mtYb5PJFqytMsqgI1atuOI+oC1DhOC4zuoGJdU/pKBqJxVIZKQV/mrNUZ73VCQ8Z7YfQJoQBOfVCVIluDxjc9i/LVSfO1QMP+cIJGJCTlwO+A+vOI+gSPxuap6XKOJq4JC+UJTe61eteWu4bP880f1ADi0/eHVIlDxVL5ZkFO7zkDPJM1W159cBDCpMHWjG6SrvV615oEzKrbdFUDzy04TyCThH0SWnpTWn3nkCXGAbk3hANzrFsvkjS1YC0tNNXFWut/oqD4yT0SaFTREuN2sFx8uk7JXSKqhOtrwceiiYuWRMaYPFpUSq67ibTilUtwFFzHsoXioNcE7yY+TRnoW73XLuaXnIqkqi4A8GTcyUJnzZqNE7Le1oql2dU28DE3nIroIYqeYggiJOzdOu4Bl4Jqmt8UHMecgfj0COBdiFdnSyucoU3MwZo4kxILFWsoZrz0Gnysu2LFpgYXRqUhWJpet4GLby+HwZaWCGdyd2byS0zurXWyppF/gmZbKF3Wg/N3M9SKy1iaARByI1uaMWax9RVpJvWnIfKZfyHahuaua+ndNQzUBAse2FgC6CvyqT2mvPQ4roX2ELG2CJd+uX+cOLZ0Dx0ikg2/boX3tDZ3ZrcKEt7x1e91MhtWF1h6BZDx2xFrrLqeYj4J34L3dUkvdSWh67FRRi8b4otWmYfAQlUQxfZxnG3UVseyhdLn+Ys0MShcYshCCKauHz1aQl552i54NlFRmPx/YmKkAwJLadbAmVAsfjMcU1F3SfvxmU23/VtBXnnyPSnuY2a85DeFoCOWVocUDcoFEszC3Zo4b2e0lWRslxbHtr1R6FPCmyh2VF9iOtXLG74gMV/Mqig5YCC4zfh1d+vHKnBtek+pqWLwslZmjG2CExMoturaF+lxEPlMo4M3iqcUTXkoUKx9EO1jdTkKNZa/gr1uhdasWdD85Wuodry0MKaF9gCGJDT4pG7DasrDF1iaKftXY3EU78tKpIb3arVfbrMUuSphzbajss3CJ6cP3s/D+2zygrD0bXlIV848deQEtgChclDS3vZG8TPMx1fl6GF92nOUqnwUg156DR5yRhbRP4PisHUn5BDNcIvZugyCvOF4p8yuef0LvNOkJbONVe5wohgDRi8vh8Gki3cbkCJhwiCSKazvdN6YGLv+asV+V5qxUM4jivNHrTnUkmz/hOuM3RfzLSOayoSI6ghD63thqBPCl1iPbWUsN/iuoMiW/D0nZIW+44gCN/RGcqIu7WVuJVmD10k6g2dPRlUAINHvb79tzA7gtApgp65is7NNeSh+Hmmc3IZGLwR4Rr1ypJf4TqMwRsptGKVcnOteOjiMjfMXwUGt++Hgbo60a+IJTPtX5aROgMtPdQvs3nzTvCnTB/U0IEWnzlBENPzNmjm/jWkrCKbnyoPEci+G5oHFn9Svkn+J9WKhxbXvdAuBLaQerX/n5BMZ7u+rcBLzluuqSL595rw0K4/+mRQAa2YQLtLVxTkJ1w7/Vh85riGFqoolsp7gVO0ffyzj7ipaGnfRiCSbBpdACY2Jlqnoot6B0rlsnjFCSw+9MvId1GpFQ+dp7NvuSZ4MfPq0xLFav87oLMFoFMEXeKK1LtrwkP5QvGbYgtY/JejC7T7D26wFziFQQW8ElDponIb5+nsksV/40hAXYnp+oMqTG5g8aFnbstTmUQnAg08RBDEji8KbxXAxCblmyTZuyY8ZPNEoE8KTExhctMYFvoVgUiy5eMi6plG8mRdEx7aC5w+H1YBE5uQWGhpnfcnJFJX7zAztGKsT0t0UZHVFUb6JcjBXWm45beIJTN9PwzA4PbPGClK0t2NYqmMAnLPhuZJtkSqCQ9dXObeYWZ4yXk5ulB1/0CSUJjc0D4LnSLyVPT4PHRtQ7AF0C+rQmywIlwH5DpmlWZ6fKGnyUv1uhfFihbWvNX1Tf4J5TKuMHmgXQjdldkQt0EPDxHIn94+i6iIzMndd3QmM7ol+r05vYvKkOj2SKolaiw+6JcBi/9daXsI38JPcAfjL0cXgMEbFa6RSd86TV7OLjspzsac3iVecZrsQTKkshc4fTGiQtIJdJ3N70D8PNM7rYcmDuvTEpU6/Bvk8kXzTlC84jTaq2wW+RN84QRyMrM/aykqH5NBKpMbEa5BE+f5sGrHd3+mz1WusGTx0/DK6Pck+j0yTuPzdBYFKh7U8L9BuYzLjW5on4UusdZKakezusJC7S71t2ZO7yLTQTWdyfE1DmgXwmvJQzixf4V63QudIugUyYxuWixF1PJYanDRIjVCoOqXdiF0i6l4mGjjIRzHDduHaKOfkFjuLaONJTN274nNE9nepzS2PMf3FqiXy7jS7EE0+V1po2XPIgNPMI48PF3fVu41PVKZ3Kb7mOJsbO9HNt3HvqOzew8HZkfw72EVtPAmJBYaE+TuRvDkHEmgNo+pabElLy5z2/sRWhz07mC8+YMamrltX7S02IlkkM7kRoVr0MSBPum9sgL5YskViG15qC4Smydi80TudcgcnV68mTE8zknoBqVyWWFyQ8csdIqkBte9SVyHkaTVFab+1mzvR+7NikykriYkFmBij0ZCCNdUxOJ/V9ouszTYi75wwhWIUXcIZfNF/pKD4kkIgTYeQrB7T2BQAUysd1p/79rFacLdd0lnclz1DrAFwBZKDa5HOAndhu/orHVcAy9mGGOLd9u8dM3GvXNSKpfn9C54LQEm9lH0GCeh20ims+8wMzB40C8z2g/v/fM9DgzbhzAgR40jqbc0rAjpTO6rbBPV0MiM7rsNiMdZIQRBbO9HmOOaRyYhhGKpfH0qauFNKbfujrDiOF4uP8acHBwn+34YgMV/Pqxa26U5hfJeLG8eoFjRMH+VekYoLSGJxMXVhMQCzVx0Erp3Rd0NmnmIIIi9wGnn5DIwMRiQ62yBBwp9k4Q3dDbAMaKAMHUh2+pwHEv1fNdDEwcG5Op174OGYe5FNHE5IlwDJgadIqF299GOhreRTGd/qLaBLYD2WY7a/hDpRuSRvsrzNQ7oEqMgWaX5prQgXyxd25Vs4bh4g0obZloeRmFyozBqz3c9dbXyKlAslXW2APRIkEVLV5pldcBxfNUR+mtICQwea0JDPq+EXti9J02jC8DgvhhRVZcLQCP2AqcdX5eRNbm2G6JIQsRD8BBBECdn6THROjAxaBd+V9qod3+pApfZ/JLFD2+kqLyJYnMgikhf5Sflm9ApQnIXj+b2uY1cvri2G2JNaIDBfTKoMGzX8ixSKJakBheakK5vK3bvyYOmjfwWOI67ArHXUzpgYtAnlRpcNTQRymXcZA8+ez8PTZym0QWzg1SEj3YEIsmPog1o4UGn6Idqu7YmwvZ+pHVcA60YDCoW1rw1sZmiicsZ1TYyU4Ywc022shsET877fhiAwYPeOf6SgxZB0kqRzuSkBhf0y6AV6/i6TCaoRgYPwkMEQeQLRdGKE/qk0MJrHlNrrf7HXNMOf3SQawIWH9jCCYmFrtpGijDZg38Pq4DBezY0LzW4HnMZ+cKJT3MWYGLAFgzyTI8QcyYDqyvM+rQEDC50ifkax2Oa3kenFxy1HXok0MTpnFyuuYGJ4EeJEiw+tAs/ijYe88+USF0pzR7ol0EL7/mwiqK4OF2IJi4n5ZvA4kMr9g4zb+9HHs14SmdyOluAMbYILzkwIJ/T19JMuf1U/CUH9MzBS86rT0t0laCSQalctuyF+34YoBWDbvGMapsW9SyEh+IhBNdh7C3XBGwBsAW903qrK/zQ4Rlv6OyL1Ao9ElRJWnPH4E84jCS/SK3QPovi4ep1Ly2BxztwcJzkqneevlMCgwsDcrnR/dB3rAixZAbT7ECfFBi8l6MLs8vOhzYa0Ibb/EENL2agXzaj2qZdU4MK0pmcwuSBtwp4MfNkUMFb3Hloek5lcovr3s7JFWjFgC34LLXWxBf3JxRL5SWLnzmugSYOvJaMizfI5BZSvOOG8+jan8/E+meMtfLF/Qk2T6R7SgctPGgTjgrXtjzHD0rPOI5vuo9HhGvQKUJ2m2UvTK8D42F5iLhtVjC40CPpntItWfy0e+ELxZLdezIqXIMBOYrECLS7tT1E/wmoWyLKDwa2gPVpSWHy0KhghoDjuC+c+KHafvpOiW70ac7yyAFn8nAdxt7zV6FdCEzs5egCpnmQzTcST3HU9uYPanglgHbhMH/1IQQ1aMHBcXJSvgUds9DCe/Z+/rPU6g7GabeoYsnM4rr31aclaBNCC69zcsXsCNJShkU7oolLgXYX+mUot/A9f9Xhj9JeZZzK5JY3D3qn9dAtBibG+rS0ZPE/WjZpRUims+p1L7xVQDMXeiT9M0aj/ZB2E/MqV7B5Im+5JuQ5gEHFnN71EHbbg/MQwtlFZnHD9+z9PLwSQMcsvFVw1TueYDyVyVHh1Wy+GI6llGYP69MSdItRQe+ExEJLecqDIp3Jaa3+1nENSuR7Mqj4Ktu0eSLn6SwVwcFcvnh0eqGzBbqndNAjAbYAOmaH+at7gdNHO79Xh6tcwe49ecs1QacIJY+95Zo2nEfx8wyVnbFQLMXPM1ZX+MPsOioqgHZh5+TyqiP0yJmTlaJQLDn80RHBGgpOQI/kzYxBt3VwHEtR2X9L5XIidbXpPv4stT4ZVECbEF4JWJ+WdLZATXI0yAPH8eDJ+Q/VNlIAgm4x+7NWafaEohdU/pTlMp7K5FyHMaF299nQPLTPiO/n1AAAEohJREFUwisBDMgl+r26Oij/FuFYiq9xwBspsPjQMfv3sEqi39sPxdNXeSonpEy24A8npAZX67gGusTQisGAHNPsHD+Yr+KReAjhPJ1dXPe+ntJB7xy0YsDi/zWk5C85TPagOxhPXFzd+4IViqXzdBYVDUgNrv4ZI3SLoRWDTtHzYdXMgj0UvXj8iHfVSGVyJnvwzYzheiWx+M/ez39TbOltAddh7DR5eZUr3L2eCsVSJls4Or2we08WN3wjgjXomEUOlmdD81+kVk8wTq8I44MiXyzZPJEx0fqTQQWKCkDP3Jhofcnidx6cnpylM9nC3ceCUrl8mc2fnKV3/VGNxfdZar2mnzYhvFUM8kw2T4QWaeHHQbFU9oUTExILalyECGkIM6vXvdv7kXAslc7k7k31zuWLp8lLTzBu2D6cUW3/NaSEVwJg8eGNtHNyxWQP1qfJ/1vgOB6KnmOanZejC9ApQu9+95QO6aqEoucXl7m7/744jmfzxWQ66zs6M9mD/CVH0+jC9WLrnWv7ol1Y89YkBaBqnCYv5UY3a0KDMgyBxW8d1wi1u2ZH8OA4eXGZy+aL924jyXQ2eHJudYUl+r2Or8vQPgutGHSJGWOLj+Atf1QeQigUSzu+6DfFVte3FeiTwksOMLjQirV90Y6LNzhqu0S/N7+6v7J5cDMWN3wS/R5f45iUb/Z818NrCTC40MSBTlHruGZCYtHbAg+nfPUI8ATjHLW957se3iqAwYMmDmpqMipc46p3RCtOhclze0KWLH6pwSVacU7Kt0YEa9f+iiYOtGItHxcHeSaFyVOfbkmSODq9EK8438wYnr2fBxYfmjjA4D0fVg3zV6fnbaIVJ1LHuj0nCpN7dtn5XWl7z1999n4emBg0caCF99eQcpBrkhndoWgN0hTpQiyZWbL43/NXGWOL0IrBSw4wMRhUDPJMn6VWoXYXNV66PSFKs0e84pxZsE9ILM1janglgCYOChN2T+kwzY7rMFZX0dOKcHGZ09kCY6J15rgGxS2gmQu9c30/DJPyTf6SQ6LbW9zw3Z6QhTWvRL/HUdvHROvdUzpgC6GZCy9m4LWke0o3Kd/a8dHv63s0IB/aZ6m1c3IFusTwYgaaudAx2zut/yja4C3uSPR76nXvf+2r617xipOvcXyV/bOvom2kW8ya0ExILCZ78HHqC2vAQzdIZ3J274nU4JqUb3ZOrkCf9HoW7h4ds68+LX0UbfCXHOvOI9ojKzXEZTbvOowpzZ5J+dYg13RN0vdOCIvfPKYeEaxx1TsrmwfHsdS/6ER4NwrFkj+cWN48mFmwv+WaULbh/RPSzH36TjnINU0pt9TrXt/R2b/oAHQ3cBwPx1LLmwcctX1EuPZiRAWt2P0TwuBBv2yAY/yutClMnr3A6SMXLz8ccBw/OUtb9sJC7e6ExNI5uXxttdw7Xku6vq18mrOIVpyb7uP/mQkhCCKVyd1MSMfX5WuSvnewBd1TOjQhVlf4kYvYaslDNyiWymcXmUAkuek+1tkCSrNHqN29PfhLjjm9S2cLbDiP9kPx0+Tlv9dsIYNyGU9ncgfHSZsnYrIHNRbfTxMi1O6KV5xaq39tN+QKxE7O0nWVBfcQSGVy4VjK7j0x2YOLGz7xivOnCRGtOJcsfvNOcHs/EoqepzO5GhZIPQKucoVwLOUKxMyO4PLmgUS/9+tbo173GrYPt/cjgUgy9b8+IflC8ewisxc4XdsN6bYOZEY3f8nx05zMr+7rbQGrK+wLJxIXV/WZlEEX8oVi/DzjDZ1ZXeE/7atyo1tnC6w7j1yHsUSqZhNSFzz0K36S6/ifMfCrxk/iJeg/a/1QtcSvK+T/+IQQv1sktX6iGqOxQn7CTzpG9bNC6pSHGmiggQYa+D+CBg810EADDTRQSzR4qIEGGmiggVqiwUMNNNBAAw3UEg0eaqCBBhpooJZo8FADDTTQQAO1RIOHGmiggQYaqCUaPNRAAw000EAt0eChBhpooIEGaokGDzXQQAMNNFBLNHiogQYaaKCBWqLBQw000EADDdQSDR5qoAJY9sKvp3QdX5fbv/xmvJ7S7fiiD3Hfchn/odpu/7L8r26qdAfCsdSN0j6O4zKju/3Lct32cW+gAXrR4KEGKoB4xQnNXGBwgYn9ZrTPGu2HD3HfchnvntJBKxY8+Rf3svstcByXGlzQJ13bDd38y4TEAkzsgUi9gQbqDQ0eaqACiFec0DPn8Eez+eKvI5cvPlAPchzH84ViNl+sH6V6ulAu45PyLWBi5p3gzT8WiqVsvvjvbZbaQAMVocFDDVQA8YoTeud8R2e1fpD/KfCXHMDEtvcjtX6QBhqoDRo81EAFQDzkCcZJft4ViE1ILBMSy6c5i8biu/2/cBxfdYS+KbZSmdz2fgR9zBOMJ1JXX2WbW57jVCY3o9qekFjkRne5jC+seb9IrYmLK4IgymVcanD9UG0TBOEJxtF3OWp7OpNDF9/yHKN//K2fcMcXRf8XDbnR/etn8sUS6qz8WWrd3o+Uyzim2eEvOVCL8XyhyFHb+UsOgiAse2F0nR+q7d92U77KFSblW+gzk/KtfOE/rYTPLjLfFFt/D6uAwe2cXJ6UbyUurnAcN2wffpFaw7HUzSeLpfIP1fbNM0fiqdu3OLvIfJFa0Y9VmNzoM8ubB+j/lspl9I+f5iz/e47NBv4H0OChBioAeR4ql3Gl2QNdYmjmXo8W3mepNX113b8cx/Ex0TowMa56B/pl6AOWvXAoegEMXufkyqhwDX2x4+tyuYw3j6mhmYtC96VyGQYV0IpprX7ok97c4h1mTmdyMwt26P7nviy+wuS5cXBdZvMfRRv/+b9oMHjT87bCrY7IVlf4xYjqPx/oFIlXnMAWQqcomy8SBJG+ygOLD+2zohUntM/efPLpO6XVFb65Do7jrsMYc1xz615c5rjG/c8E+sIJYPBuP0wgksRxfJBngmbupvsYfezgONn1beW/nrlf9lW2eXMjb+gMmrk93/X8JQe0/HNBJra47o0lM21ftNCKoX98MqjYC5xSWQMNNEA7GjzUQAUQrTihT0rGplaY3MDE2J+1h5HkyVn65CzNVe8AE/sq28wXSwRB4Dj+TbEFzVx4LTHZgydnad/RWTZfDESS0MIDFv/TnCUST4VjqVD0olzGO74uQzP3MJIkCKJcxlkTGmDwoFussfhOztKReGpEsAbNXOgWQ7fY6gqfnKW39yPQJwUW/+A4SRBEqVweE61DM3dSvoke6eQsveU5hi4xMHjzq/voyS8uc+heSrMHfQZlDUAL79n7+Vy+SBDEZTYP/TJg8IAtEK04//MDm7lvZgyZbAFdynd0Bm8VwOKv7YbQZyx7YWgTwqACnXUKxdL19Vt486v70cRloVi6Zuhmrt17QhBEvlDsndYDE9PbAugi+6E49EiAwbvhvIPjJDAxaMVaxzWeYPzkLL3rjz4ZVEArBp2i1nHNcSx1cpaW6Pegmcv6tNSIPDVQV2jwUAMVQKLbg06RwuS2eSI/jR1fFO3RBEGcJi+hU/RiRHWzIxMEgeM4ptkBJrbuPEL/OSnfgmbuN8XW7Vv4js6gmQuDiuNbXqlfeah1XAPN3A+z6zefsXki0MyFNuGW5/jmjhMSCzRz0X6dzRe/SK2dkys3ZzIEo/0QGNzpeRv6itLsgRaeeMV584FSuTzMXwUG968h5X946I0UmJhAu3vzsWy+2Duth1YMxc8KxdKIcA1YfIf/v9Le3ME4vBIM81dRzgWO44ihLXvhm8e+zUOh6AX0y1rHNbcv4jqMtX3R3jzkwXESWnjQLlx1/Cfp7ovUCs3c58Oqy+z1783li9Alht65i8vcH/7CDTRQAzR4qIEKoDB5/ss7dHswsaPTC/QxnS0A7bO3PVQIsWQG+qR8jYO4xUNmR/D2Z3zhBDRze6f1t232X3moeUwNLbybO9588R1mvn21KeUWNHP1tsBvfw6KxIwK14DBnVmwEwRRKpeHMPOTQcVPkR5v6AzaZ2FA/h8e6v55Q8dxfFK+CUwMOb5Ok5dP3ylvM+XNb3nLNTHGFlE0C5VGARO7mYefeCiZzv49rAImpjD9Jo6FcHCchGZu95TuJp8Qx3He/2/vjl7ayKIwgJ+Fxbwsy0iwlMoSCZWiiCLbByVUSkW2SCVUFovsEAwhIgaJSEuIiKUYgkEsJSIp4iKKKEUpFbGIIimhUiyiSEQiEgkJIWG48z/sw9XxJrXVQNep5fuRp+CM1ynM1zv3nDuDsyTJYhmeojCq6KE7rp+1DQuuKeQQFKAnsEhlnW2eqf6x5byPb3KVz3609pfbj/0We1D8VLYFqNTR4BzLKsrJXft0sqLhcVLTPip+eX4OlXSI99Pw1j5J8j3HmHggf/Q3Mn1WrZDOZK19k3w8fBmGLxH9MzCjqurBUZLKu81Wf96Tq+1onCpcVNObk0M1veLUSlHYI/cEGW288m16aZNu2ovqPPccY+JFqLcHqaaXavt4iF6YQ4wx59A8H2fVk5EG59iXscpzqLItIH7Jj+KzTy6rKFThogrX1t459RQAekEOQQH4+pA4C/kSY8xs9X9j2tTYFcpkz3JIex7FFZRDYtnYxqd9kmSLPSgemJdDKx92bz18IZZOeINLPYFFbT60HY3zBf+8Pyp6mKDKnvwcqnZrFXqqkEM8P4an1r56EYy2onqP9rd8O4dUVY0n0qMz62Tu0s5QVOex2IPag1Athxg7669yDM2TJGtP6lTkEPyokENQgMvUyzHGatpHyWibf7+1Fzv+8nOUSDHGrj6HDuNJ0yMf3ehwDM1rg1FVdfLtRy2H9mLHdNMuPuDidg/ihebQ+JsPZLTZBmfPvQj7hwne83uZHOKih4m9g+M2zxRVu6nUScXyPecYn7chh+BaQw5BAS5Ztz0wvkw37b3n9eVorj6HJhYjdMvBn7+JwxDnQ6lM9k7r8O8N/bF4zkp+eGufzF3560NfySH+XC6yHaPavtuP/d/eY+LCHIrFkxOLEd44pfm4HaOaXqpyh7f2VeQQXHPIISjAJXPo3cYOFduoti/vFnyUSPWOvuX1bFefQ6Mz63SjwxVYyBsSbyPl+cQYsz+fo5KOlzM51ROuwAKVdPxy9+nlc+g4mTZb/WS0La5ti6dijI3OrPePLfPlNEVhbZ4pKukQ95cTc2gpvEMmp+mRL+8kze4JqnCtRPZU5BBcc8ghKMAlcyiVyTZ2hUiSm7pDWtHw+mZUejBAxTLv1Ln6HOITFKpy83YiPqTy1mG+4mLtOykf//D5oKjOQxUurd9zdGadSp0kyTn9QxflEGPs1ewGmTqL6j3aTkiKwh50jZPRVto8xFtiGWO8+VSrPsjLoeNkuqzFR8W2ZveE9rumlzaprLO0eYiPBzkE1xpyCApgfzFHZZ15/8E/VyyerGwLkCTzMjOq6eXtovLAbPL0/sube7R5AMe3BihvHRa/VBTGdyXgEaIorKjOQ5Is7nyzvhklSf5Tfike+LDnNUmyf3JVVdV0Jst/I5k6T4ZU5aaKHvvzOV6KljrdUsE3uUolHWRynvyYuaupO0RVbm196PA4RaUOut0dy82hxq4QGW3aPgiKwnoCi1TSQX+cnqraTZJc0vR89yCuHeibXCVJJpPz17pnS+Edxli9PUiSrDVCrW9GDRYvFcsnJ+EXs9qt/UPw8C5r8Yk5xPtqxYldVlHI1EkmJ+q24YeCHIICDE28N1v9fFJyoVQm6wkuUW0fv3Warf7Idky7UfKFGYPF+2Y1Z5uZ8NaBweL9+9mU+KWisL9crw0WL29uVRRmsQel+wPb0bO7+afdQ4PFaxucFQ90jywaLN6pdydbiKbSmVezG0X1Hj4k2+DsUSJ1nEzftb1s6g7FE2nG2Ofo0erH6Epkr6zFxwusXcMLiVSGqt3SgwE+fj5HKW8dzmvUdQ0v/NbQL84XGWNrPEVOIyQ4F9bq3LQLJQ/M0t2nWg45huYNFq94nngi3e6d1k7S5pkSS8Yj2zGDxWvt+1fMocHQisHiFV8eoSjMbPWZrb681SYAfSGHAM5kFeV+5ziZOpfDOXuKr0T26I7LKeyeAADfC3II4IyiMPuLOSqWy1p82l4JB0fJqicjZLTl7dADAN8Fcgggx85+3Gz1kST/WveMv++cr0W1e6fFPbkB4HtBDgHkOzxONXWH6JaDv+/c2Di4sPb553sVLMAPAjkEcA7GmPa+8//pZecAwCGHAABAT8ghAADQE3IIAAD0hBwCAAA9IYcAAEBPyCEAANATcggAAPSEHAIAAD0hhwAAQE/IIQAA0BNyCAAA9IQcAgAAPSGHAABATzk5BAAAoAvkEAAA6Ok/0TUbM0AAfVQAAAAASUVORK5CYII=)
of such substances. On heating these substances lose their ferrimagnetism
and become paramagnetic.
(IV)Antiferromagnetism:
Antiferromagnetic substances have
domain structure similar to ferromagnetic substance. The domains of antiferromagnetic substance are oppositely
oriented and cancel out each other's magnetic moment . Example MnO is a
Antiferromagnetic substance.
![](data:image/png;base64,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)
(V)12–16 and 13–15 group compounds.
The compounds of 12–16 group are
prepared by combining elements of group 12 and group 16. While the compound of
13–15 group compounds are prepared by combining elements of group 13 and group15. These compounds are
covalent and there ionicity depends up the difference in electro negativities
of elements which involve in forming of these compounds. These compounds have
special electrical and optical properties so that these compounds are used in
industries for a variety of applications
Examples
ZnS, CdS ,CdSe and HgTe are example of 12–16 group compounds
InSb, AIP and GaAs are the example of 13–15 group compounds
can i have your emailaddress. lol
ReplyDelete
ReplyDelete(a) predator-prey relationship?
(b)parasitism
(c)mutualism