Chemistry-
General
Easy
Question
Decreasing order of melting point of compound I to IV follows
i) ![](data:image/png;base64,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)
ii) ![](data:image/png;base64,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)
iii) ![](data:image/png;base64,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)
iv) ![](data:image/png;base64,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)
- I > II > III > IV
- IV > III > II > I
- III > IV > II > I
- III > IV > I > II
The correct answer is: IV > III > II > I
Related Questions to study
chemistry-
Identify the correct order of melting point of the following compounds
![](data:image/png;base64,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)
Identify the correct order of melting point of the following compounds
![](data:image/png;base64,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)
chemistry-General
chemistry-
Decreasing order of boiling point of I to IV follow
I) Methyl formate
II) Ethyl formate
III) Iso-propylformate
IV) n-propylformate
Decreasing order of boiling point of I to IV follow
I) Methyl formate
II) Ethyl formate
III) Iso-propylformate
IV) n-propylformate
chemistry-General
chemistry-
Decreasing order of boiling point of I to IV follow.
I) ![](data:image/png;base64,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)
II) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATQAAABsCAYAAADkK06xAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAClTSURBVHhe7Z0FWJTZ28Z3XVvXFgNbFDsRe+3uFrsVe+3u7u7CbrG7Mdbu7u7uur/nfhh20WUG/8o6yHd+1/VeCvMO8J64z1PnzC8wGAyGIIIRNIPBEGQwgmYwGIIMRtAMBkOQwQiawWAIMhhBMxgMQQYjaAaDIchgBM1gMAQZjKAZDIYggxE0g8EQZDCCFoj49Okj3r9/h7dv3+DNm9f67/v37+X7nyx3GAwGWxhBCwR8/PABjx8+wvlzZ7F/31/YuXMbdmzfCq+dO/Trc2fP4OnTp5a7DQaDNYygBQLu37uL1StXoEunjqhQvhwKFy6EQoUKooj8W7pUKbRq2Rxr16zB61evLO8wGAx+YQTNTtCVfPz4Ec6eOY358+agYb06SJc6FRyiRYND9OiI4eCAGDEcEDlyZDg7JULzpk2wccN63Lhx3QibwWAFI2j24NMnXL92FbM8PFC/bh0UyJsbGdKmRrbMmVC5YgW0atES7du20at6tSrI/UcO5PkjJyqJ9da1cyfs3bvH8oMMBoNvjKDZgQ9inW3bugUVypVDqJAhED5sKLhmTI92bVph4/p1OHfmDC5dvKDXzu3b0LtXD+TImhnhw4RCgnhxMXzYULx88cLy0wwGgw9G0H4wHz58wK2bNzFl8iRkcnFBuHBhkSNbFnTu2B7r163FkyePLXd68/z5cxW/Rg3qI3KkCAj2yy+oVrUKDh3cj7dv3qi1ZzAYvDGC9gOhmF0TV3PNqlUqYLly5kCZMqWxcMF8nD51SmNqfvH48WOs8FyGEsWKipUWGhnSpcbY0SNw6uQJvDLxNIPhb4yg/UBYW8bAfqcO7VG9qhuqVamMSZMn4sVXuI+3b93C2FEj1fVMGDc2ypctBY8Z03Hzxg3LHQaDwQjaD+TZs6cYN3YMCubPi3x5cqFli2bYuHGDCJ24jv7w8uUL7Nq5A+3btkayJImQOGE8/NmyOQ4fOmS5w2AwGEH7gTx69BAd27dDgriOSJ82tbqdBxkLe/vWcod1Pn78iDu3b2P27JnI7OqCcGFDo3Spkti8aaPlDoPBYATtB/LgwQM0beyOiOHDIllSJ3Tp1AHHjh7Gu3fvLHfY5vXr11i3bg3y5s2D0KFCoVCBAli7epXlVYPBYATtB0JBa+LeCL+HC4OkTonUQjt25MhXC9orcTvXrFqBPLlzIXTo0ChauBDWr11jedVgMBhB+4F4C5o7IoQTCy2JE7p17oTjx47qrgH/+KQu5y3MmeUBV9dMKmjFixbFhvXrLHcYDAYjaD8QCtqfLVrAIUpkJE+aBK1bNsfePbu/ykLjdqf9e/eqm5owfjxEiBABVd3csHPHdssdBoPBCNoP5MmTJ+jTuxdSJHMWCy0xypYqgdkzPb7qJI27d+7AY9pUFMyXW3cMONPC69IZp06etNxhMBiMoP1AXr58iQXz56Fi+bJIncIZ8eM6ok6tmjh65IjlDutQuFo0a4rYMRwQLXIkVBfrbMmihbh3967lDoPBYATtB8JY2ckTxzFq5HAUKpAXIX77DQkSJMCgAf1w7sxpPHv2TN1PlmhwVwH3fDKzee/ePS2izZYlM0KFDInsWbNg+pQpOHPqlNkpYDD4wgjaD4Qnz7569RKHDh1Ah3Zt9XigX375BalSJEezJu6YPctDrbWbN67j6tUruHDuHLZu3oShQwahaKGCCB82NMKGDgX3hg1w+sQJjauZ02wNhn8wgmYHXrx4juWenihdsiTChQ2johY9SkT5uphYbyOwYrmnupMzp09DqxbNkDFdGnEzI4q7GR0F8+XB3Nmz8UrcV4PB8DlG0OyBWFUXL17E+HFjUKpEMSRP6oR4jjGRJVNG1K1VU/d6tm/TGs0au4tlVgApnJPA1SUDGjaoJ67nNFyS9xoMhn9jBM1O8Oify5cv6flnI4cNRYumjVG9ihsqlSuLinLxMMcqlSqimltlNHFviFEjhmuJxu3bt76qbs1g+P+IEbRAwN07t3HwwH4sXrgAA/v3RYe2bdGlY0f079sHHuJ27vLaqXE1fiKUwWCwjhG0QAKzm/fv38OJ48ewd/du7Nu7F0cOH8a1q1fx+rXJZBoMX4MRtEAGP9KO7ihP4Hj/lXs8DQaDN0bQDAZDkMEImsFgCDIYQbMz9+/d0w8RnjZ1in4YyqNHn3+uwIEDBzBu3Hh4enrqAY/cRWAwGPzGCJqd4RHa5cuVRaIE8VGndi2cPHnC8op3PG3okCFwdHTUT1LfxOO6X7+2vGowGL7ECJqd8dq5EymSJ9fdAunTpcOePf98iPDLF8/RvVs3hAgRHPHjxcXECeP0xA6DweA3RtDszI4dO5A4cWIVNCcnJ3h5eVle4Qm1LzF40CBEjRpFT+YYMWwIHj18aHnVYDB8iRE0O7NTLLSkSZOqoDk7O2PXrl2WV7w3s08YPw4ODg56/tkktdA+/yBig8HwD0bQ7AwFjUJGQUsurqdvQSNTp05BzJgxkCpFCsyYPhVPnxqX02CwhhE0O+OfoE2bOlUFLU3qlJg1cwaefcXptgbD/1eMoNmZ/1nQnhlBMxisYQTNzhhBMxgCDiNodsYImsEQcBhBszNG0AyGgMMImp0xgmYwBBxG0OyMETSDIeAwgmZnjKAZDAGHETQ7YwTNYAg4jKDZGSNoBkPAYQTNzhhBMxgCDiNodsYImsEQcBhBszNG0AyGgMMImp0xgmYwBBxG0OyMETSDIeAwgmZnjKAZDAGHETQ745+g+RzwmCZVCsz0mG4EzWCwgRE0O+OfoE2cOAExYsRAyuTJMF3E7ak54NFgsIoRNDtDQfP5TIFkyZJ9JmifPn7AyJEjEDVaNCRxSoyJ48fh8WPzmQIGgzWMoNmZrVu3iksZSwUtduzY2L59u+UVfurTC/Ts0QMhggdHDIfoGDFs6L8+iNhgMPyDETQ7s3fvXmTLlg0OIlg5c+bAvn37LK9APz+AHzScxMkJWbNkxkyPGcblNBhsYATNzty8eROzZs7EyOHDsGD+fNy5c8fyCvDu7Vvs8vLCkMGDMH3aVJw9ewbv3r2zvGowGL7ECJqdef/+PV68eI6njx/h7ds3+Pjxo+UVb16+eIFbInpPzedxGgz+YgTNYDAEGYygGQyGIMN/Jmhv37zB/fv3cOXyZVy8eAEXL1zA1StXcO/eXbx8+RKfPn3uWvnAGNHNmzdw7uxZ3L1zR9ywt5ZXrMPM38mTJ3Dhwnm8fvXK8t2fDz7r3bt3tZ2uXLmMy5cv4dKli7h+7RqePHkibfbJcmfg5sOH93jw4IE+x+VL8gwXL+p17dpVPJa++tKt9oHPx7Hx6OFDvV6/eu3vM/Nnsd34Pl78v7WfH9h5JWOXc4b9zfY6d+6sjIHLePjwgdXYKecRX3v9+jVeyfNz/DOM4R98D0uAGLN99OjhV73nZyDABe3Dhw94KIP56OHDWDBvLgYPHIC+vXvK1QvDhw7B3DmzsXfPbty+dcvPRrx/7x5mTJuKdm1aY+7sWbhx47rNQc2O2bZlC5o1bYzevXriwvnzP83E9w0H5InjxzF75kwMGTQQw4YM1n/79emt5RprV6/Czetsi8A9WSkml0WEFy1ahMHy9/fv11eufujXt48mPvgc7FO/ROeNLILHjh2F59IlWLliOc6dOWtzorGfnz97hssy+Q8cOIAD+/fr4smY5M/GExGXfX/9hQXz52HUyBHSXr3RtUtnTQh5LluGUydP6j1fju03b17rXDp96iQOHTyI4zKGaDT4NwfuycK5fv06TJo4AatXrhDRfGh55ecmQAXt1auXsrJcwLo1qzGwf19Ur1IZ+fPmQp5cOVEgb24UL1II1dwqo2e3rlglA/b69Wv4KAL4D59w/tw5NG7UCEmTJEbdOrWwe/euL+75nMePH2HC+HFIkTwZChUogK1bNos4/FxW2iNZgf/aswejR46EW6UKyJs7F4pJWxUvUhi5cmRD7pzZ0bhhfcybPRtnTp1S8QuMMIFx9swZEWUP1KpeHTmyZUXuP3KgcIH8Mg7yoEihAvizRTMsXrRQ+5lWvG9YksIFr570e4umTbBm1Sq1OqzBxYyWzKrlKzBm1CgVghXLPXVc/Sx8EMHmIr5l8yb06dUL1au6aTtxzuTMnlXHQeNGDXSB27BuLe7evm15pzcc/3/t3YP58+Zg3Nix8JgxHYcPHZS2se3ZcBx16dRBf8efzZuqBxUUCBBB42p7TdyLpYsXiUXRB1UrV0b2LK7I6uqiHVKpQjkRNzeULVUC2TLz+5lQUwb8+HFjcVxWZLoohNYHLbsK5csjVKiQyJUzB5Z7LtNOt8YtcU9pBcSOFQuZXFywbOlimRg/R0aQ7hEtyulTp6CJeyMVsgzp06oIVK5QHjWrVRUxyIeUyZLI5YxSxYujW5cu2L1r17/EwN7Qbdm4YR26de2M4kWLIJUsMOnSpJL/F0btmjV0IeNELSTPU9WtkljTPbBHLHVmdn24JxObVklSJye4pE+HCTI+ntrYGcGFa99fe9ULqCFtVVUW0IH9++HEiWOWOwI3tCT379uHSRPGo06tWiouri4ZkS9PbpQpVRI1qlaFW8XyKJg/ry4OtWrUwKIFLO259beFS+ts0cIF6NyhHWrXqomWzZthlVhcL1++0NetwTFUIF9ehAj2q/y+XGIZ/xxt5h8BImj0xWfOmCGWRA7EjRsXkSJGRDxHR1QoVwajRgzXTlguZvPoESNQpmQJxIrhgCiRIyNDhvQYOmQQ7t+/qz+HnXRI3IZyZcpodXy2zJmxRFZzW27HDVmN+4pbFitWTGSUn7dYOvdnKHGgq3D8+FEMEHcsQ/r0iBYtGqJFjYoCMuG7du6EmdOnYak8+0hxNyuVL4e4cRzxe/jwcIwdG507dVJLOLC41hSz1atWon7d2kgYPx4iR4qEtKlToWG9urpdi27mCs+lGDSgH0qXLI44sWPp83SQScjn8OH27VuoW7uW9n3EiBEwQMTpiVgg1qCg7dy+TcMTf4glmz2rK1q1bC6u5z/FyYGZ4yIinTp2QEYR72gyH5wSJUDJ4sVk0eqMGdL/G9evh8e0aSJqFeEg4yNmzJhiwVVRF9GnXa5dvaptXLNaFeTL9YfMndJq5b58advtXr9uHRIliK87VFxERI+IIREU+G5BeyPuz/GjR9HU3R0hg/+mDZQyRXIZzPXUtaApywDv0ydPcf7sWUwaP14tkRCWe8uL6B095t2YnKBHDh4UISyHcGHDIl/u3FgpLsR7Gy4nLbSB/fsjTpw4YqFlUEF79vSJ5dXACS1RBvwHDeyPVKlSajtEjRoFhQoWxORJE8VlOKTPRVf04oXz8Fy2FOXLlkXw37zbLG/evDIg16qQMGZpTxjDWjB/rvRZaaRNlQLOSZ1QqFBB9OzeHZs2rMf1a1fVWuApIadOnVTXyTmJkz5HlixZsHbNqr9DBLdu3UQ1sbL4WsgQwTFk8GC8sZHk4UJHC42CljVzJhGGNGjauJF+LzDDcX73zl11DwuIKx4tckQkTZwYDWQBmDN7lrqMFHda8EysTBg3Tqy0fLqY8ZCCDm3b4OiRI9r3N65fx4TxY1G1UgXkzJoFpUoU0zgc32sLLkCxxbBgW2fM6IIj8vOCAt8laNw8ff3qFSycN1caPD9ChgyJ1DKoBw8aIA1++F+xHnbk1cuXMX7sGBGrXGKRRFbTeteunZY7ZNUScaxYoYJaI8WLFNFJYYvbN2+qleMtaBnVogvsgvZGJvDmjRtQsEABBAsWDIkSxkejBvXUvab4fwn3dC6YNwd5ZAWOLCt5QREM7iqgKPo3cP9rzp09I+5eFUQIHxZZMrmgR7euGmxmdtOv+NfJE8fR6s+WasnnyJ5dJvBMPLh/T1+7c/u2xs84ySL9Hk4sj/H6fVucPn0KfcR9LZAvt7hsWdBGfjaTA4EZ9vEK8VhowVKEKGq9e3TXWNiLF5+7iowTMuM/T6wuCp6ri4uGbzau36BJFFYC8Jy8BmIdFxLXtGrlimIRr7a82zobpY+cEsTTts6UKZMRNPLyxXPs2eWF7mIiOyVKhFChQqGKW2VdIX3iYl/ySdxKBiTpirpVqoh2stocOXzI8ipw6uQJuFWujPDhwqGITFw2vC0okD26dlWXM7NrJixbslishsC93/HBg/saN2MiI2zYMCoImzau072b1rgiAjFm9CjUqlkD7Tu0x4YNG3BV3A0OanvBybZ921bk+iMnwoQOhRriDtEFZPmENSjAtC5bNG+Gtq1bqTt6V6wRwhICxhKDySRziBJJY0v+ceH8OQwe0B/FixVWUesiLhwt3MDM4YMHNOmRTqxzhmkYYti3d6/Vvnwv7czEARMe7g0bonXLlti5Y4e2P8s8Fi2YJz+vMUoWK4LaNar5O2fIlk0bkdxiKVPQDhtBY+r3DpYsXoh6tWshrpjDcR0d0VNWmjuWAWoNBrS5L3HtmjXYumWL1l75cPbMaVSvXg2hRRzpQkyWQc04wYP79+W+O2qKMxDKFDazqocPHECTRo0QNUpkZBUXhin/wC5orMdi8Dp+vLhyxcPwoYNF5LytFGt4JxDOYbMMxJ07t+OKuCLMCtqrfogL1t07t9VFypA+nS4otM7oYvoHJ+ee3buwy2unZil9LGoK2p8idAxUR4kUQSyvntLXN1XoGUB/8fyZuq50YWn9sTxo2+ZN6NSujVgneVC0YAH07tldy18CK+yv5cuWInvWzAgfJrSIUFGsEMucrrt/cPwz9rVO5g3nBGPOLNGgV8JMZbHCBVGhTCmNv7KN2UY+7j7bkPOCmWjOP4YxEiVIYATNNyz+nDJpItwqVkDqFMmRV1yiaVMmf1VQ3qcgkJfvmiSm8+vWrYNgv/6qLmntGtXVmmEGlXVprFHj14wB0DqcIb+vUL68CBsmjLowy0TQbFk6gQHGFbkqO0SPDuekSdVloDj7x0dx8ZlM8Nnzac+kAAXm2NHDGDp4kJ4GEj9+PAwbMkQXOf/g382N97wYB/J5Dk7Y1i1bIEzIELqgVZZxNWemh1pxtDpYDsSA+OaN67F180YsXjAf3aQdmUlPlzqljIM8Wi50RhbFwAoFZsb06XBKnFgtUQb5mdn/GthOjDeyANenlIltxrhxU/eGyJHVFa4Z02mJz4K5c7BVFj+GNthmLJNas3qlfr3ba4fWhUaJEkUFzdXV1bichDVHLJZl5pLlGCwzYMO9/orJaQ0GwRs2aKAN/VuwYJpgqFyhHGqL1Va+TGlZhQqhSIH8qCNC175Na7iVL4eY0aNpLCpP7lyy8gR+QWOpRqeO7cWqjILUqVKpK+Fb1AM7nFh0m3fs2CpWWRe1MhMlSoTxY8fi8XcUaHJythFBi/h7OFnQgmn5RqnixVC1UkVUrVwJFcuV1THAr2tWYxlQcWRIl1YWhmiIEjECcmXPKgI7QHeMBFZoLU2aOFEXgBC//YaG9evpPPpWaInRQqtXqwacnRKJZRsRKZIlRZkSxVGrWhVtq3KlSkpbldT2Y3ijUf066p4z5s15ljlzZiNohNXLdJ1oNjMW0LSxOzbJCsCg97dCQWvUsKE2NK94cRy1FqtEkcLI5poJaUTgUjgnRX4RL3ZWrmxZEeq3YHpvvrx5xJz/PkGjxUh39r6Y8gzeqrvznO6O9Yv30P1hPINf+ydOfMbOnTqIBRoFadOkwbq1ayyvBCzcBkNXnVXhfKYv/+4vr+dy8ZkZaH765InVDCoF7Y64m3R/u3buiHhx48JJxIcZ2u9JyPgIWuSIv2t/Rvg9PJwSJkBK6W/GexKJCCSI64ikiRIiVbIkcEoQF+HChNJ7f5WLdY9DBw/U3QLfApNYzByzL5+Il0E30K928rnYXtr30mbc6vVM7uf4sQW9F1bnJ5JnoFfRWCyr06dOWV7932H/UtAoXo4xvbOWoUIEl7aJj9TJneGcOCHiO8ZGPMdYSCztl1LEzjVjWiRJnEDbjPcbQbPwmaDlyA73BvXVv6ef/q0wTlRfVi02dHBxOwuKO9mjaxfdAtRKBnt9cUfr1KqJzh076JagFiKiSWRw0EXNLS4vY2jfLGgyUVkXxQEydfIkjQ8tXbwYK5cvt3qt8PTUe2Z5eGCauMIUJ+5ffffW+sCmy+ktaFGRJnVqrBVXKqC5LwN9y+bNeo7aFLEIFs6f7+ff73PxOVgrOHvWLEycMAGLFy3S/vVrVwIFjaK3VX4+a6ZooTk5JdaJ+vQ7Ba11y+aaMaV1nixpEpQRC82tQnmtxStTsqRabLTS3CqWQ+kSRZE2dQrNiEYMFxo5s2XBoAH9NWzxv8JF6PDhQ9rnszxmYKG4s8uWLvWzrXwutpf2/cyZ8BA3cvnyZZr1tbWgUfAp/BS0MGFC6y6A7xE0xtDoctYVCy1xgngIFTy4/JvA27KtXFGsstI6P5kwKFOyuBZs16tdU4t1Q4f2XgyMy2mBsQq6nOVKl1TriW4BY13fYyGdP3dWK565U4DV5sMGD9Ks1YkTx7Wq2strp2Z4+D3+/rWrVmocgoWY2cVaW65JAf8DrH7x9s1rrbrOLyKaLm0auGTMiCyyemXLmtXmxXsyZMgg70mLMqVKYYqI4f271oP86nJ2aK+CliplSnh6LpVJEHD1ZBSc9evXo7T8LenFJUsrounqksnPv933lTVLVmSU56AbnD1bNnEnu+G8/K1+QcuAGc2e3bshQfz4SCwu57hxY/D48be7nD5JgbAhgyNShPBaysL+3bxxo1j+G7GBcbS1a7Fxw3q1DtfL4jFqxFCdtC7p06Bg3tyy8PXSfY3/K7TMBogYZsyYQQu0XTNl0jo5v9rJ52ISin3PNkufLj3y5v5DY8q2rLTnz59h6pQp6qKz1q6BLNBcOL4VWsosXPeOoWVGFpmHHdq1U8OC26k2bVyviywvZpfZjjuk31gPGDdObBU0TQocNoKmlgiTANXcKunWnOxZs3iv0l+RFGDHchMz4x10h3wm9LkzZ1CtShVEiBAB5cuWhteOf87Y9wum/GklxhHXNLOsNHQ5v1XQGPujGCUR9yZChN+14j169Gj6qUu8YvpxxYjhoPfwXu6Q4GTg38NDGa1Bl7NLp46aFEjm7IzZs2dqsN8/mCGjO8R2u3jxvFo01iyohQsWqPUXUf4m/l3ciWDtGXjxNQcHBw0Uc3FwjB1T655Yze4XdLmOikVDi4hillCsgpEjhvubrSW0Urhw0ZLidief2isKWstmTRHqt1/ERYqBGdMm6/dtceXKJYweOVwLe0uJFdK3Vw+cOP6/b+NRd7d1K31+thfjm+wf223m3ffc9cL+5y6JQQMH2KwNZPJn+rRpiC+LAMWENWVfW6XPRAwXdm5TevTwkYYEmGlevHC+WLbNxHItpX22edMmyzusQ1FLl8a7qNsImgWu0sygNG/iriUIPBe/e7euGn+yBQOjW7ds0jQ/LzauT5bvzOlTWp8WSQZIVbfK2O9P1fdjWVlHyYBmkJWrKpMC3ypoFFUeed2uTRtUE6uvvgyOVi1boqNYU7y4TeXLq2P7dnpPPVlpuWexb+/eakHaOvHh2tUrmo2LFzeOumsjhg3zt804eFmsumzJEgzo1xcDB/TTQlxrG7E5qbklrJZYuz57/Kw9Ay++xud2b9QQNWtUR+tWf2LpksUadPYLthWPeZo4YTySiyUdx9ERfXr30q1otmCGliUbA/r2UetuiVj0Pi6Xj6CFDPYLEsZ1FFGep9+3BXcXTJ08EVXEvSpdvCj69e6pxbtfwvbjZQ3Gffm87u6NNKTBejgKnM02s/R9w/r1NRTC71FMbP0ePv+cObOROLF3DVipEsXV4rS1X5mwKuCvvXvRtk0rreHbIBY4Y3hMzixZtABtxFWvXL4smjV2l/lk2wggXjJGM4oXwr/BRQXtc1H1rkJ4q3WjPxPfJWjc9sQdASPE7UybJrXGBOrUroULZ89a7vAbbu1o2/pPsYQSi8nuqltAKHLk1IkTqFShAiL8/rt2NgsAbQ2Qe7JCcT8oA9Oumbw3p/sWE5r/z595B3BZl8OvbXUS96XSKtm9y0v3BLLQ19uaOKvxvS8vbufiPQfEHeaJGXQnaXHQSrIGA++zPKYjRfLkCBcurLhW9bFLLFFbrjotCMZ26NZndsko1msZzSpaOyWBCQHWeLH6nBcFztoz8OJrrAFk3+zZvVtE4YT+nbbiQWxnChLdNO7sYN/v3bML722c9MCjg3isEDdhu8r7KGo+W5UoaJyQv/36i1hHUTFZrGVbfU/oXg4Z2B8lixfR5FH3rp1x7OhRy6veAsITKW7duqXibMsSZlyQcbR9f+1Rq4kF4DbbzNL3B3l0kfQ/QyA8m89W33Mh2Lx5IwoXKiSWXSTddM7Sl6uXL1nu+DccT2dOn0R/WQScEidCCvGGRo8coUkousq00Jo3aaQWaq3q1bDmq3YKrEcKS2EtBc13DI2lJYzNcZGlNe1dJmS7HwIL3yVo7Dg++IZ161CmdCmEChlSRYVu6NUrl7VexjcUwBPHj4pb0BMpUyTTxkyfLp0GYL0ttE84Jg3LrU9hQodGzuzZsEwmjM3N6de8N6fTQuDvZkCfnUxXjBt46RZToLgdxmvnTj0zigPXXgWphPVXu712omyZMoj4e3jdnNymVUstsPzSImIbM+PIfbGlS5bQTcwJxRpmMfGqlSs1g2kvuILvFfErVbIkQkvfs4SihwjKju1b9SBH9qdvWBjLGGuB/PkQPHhw/axRuqwMM5DbuvWpto4LLo4DxX3j5LLGxw/v5feLRS2L4x/Zs/y9Of3QwQMihO91wtMapCXL37tj21YZD5d0rNECsRcMGTAswVInJrQKFciviQIWpHNs+IaLsNfOHXq0UM4c2RFW5gXjolOnTNJxzmfkQlenVnU9aorJAM4n/wSIRzPFiRVT25ou51FZBDjWuKgwVsk247mF3MVDo4XJDv/EOjDwXYJGKAyXxEpo3aqVBvJDS4PzDLS+fXppFoz782gt0DVkx3BrSuqUyfGrrMLB5HKrVAlHxCrgSkxr4JCsdnp8UIgQcMmQHvNmz7IZZL0mwsndCTw+iNYeA6R06eie0TLZtHGDZqsY22vftq1Wn7NC3db2nB/BzRs3MGH8eD0iKVLECFppX7Z0SRU1Vsc/FHf+gSwWtLJ42GHF8uXUCuIAZHkKhZtxui8nwI+Eg5u7Nnr16AEnmZjem6wTolaNaloNf0ussWcixtwid+vWDXWt6tSqIVZpOH2O/CJsa1at/DtEwOepVsVNXwsh/d+zZw+xEh/oa37BmCct+GZN3JE5U0YZL2k1a7h/3161drkti1nYmlWroFG9uhg+ZLAGyummf03M8r+CCzsXgqbi1saOEUOt9AL58mH6tCm6Leom200sow/v3+HEsaPoJK5tcmdnhBWRd5Rx0kSekWObCwot3onjxuoRXa4uGVQceVKHf5UGq0TQYjh4l3mwbIMHQ7JYl4tkwwb11OVm1p4fnciDOTl/aAzY0xD4Gr5b0AjFYbmnJ8qKG8SsnbO4klwxWbE8fMgQPQ2AbmGj+vWQKUM6xHKIpvsYOUm56fa5JdXPVZMuT5kypeFdV5RJj9B5Lx1rDU4aVj07RHfQGNpyz6U6yXgKAVcXxue42gwTt7isWJHc1cBtH9+TiQ0IvLcyndczv3KIJRo5YkRZrRNoZm/EsCFaT8VYGZMHzOKmlAEdxzE2smTJjDFjRmkwODDAAb7bywudO7SXhSw34saOhVTJneEufT1mxHCMGz1KJsRQ3UDeoF5tnXTRo0VDMuek6CfPxxiYD+y3enVr68LIoHz/vn1V2K1Bi4+LZrvWrZA/T249FJGhDFpodIdplfPQR4477jNt36aNlmXQJbV3//P3cxxWKFcWiRIm1BIVHu7ZsX1bee7eGCUiMk1cbrrQLEcJHzaMxly5eX/DujV///3XxENhWQ4XkTy5/9AxzhIiWvW24F5gJr9U0GSe0UKjoHErIhd+xlxZwUA3l+VSPcRo2CUejn8hAHsTIIJGGG/ZtnWLpoOZucmZNTMypUuDTOnT6gBPnDA+nORKnyYVKohgDezXR1dXWnC+XRPGcWrUqK6DnvVHXju22TSfafmNHTNaM215xXLZvm2L7lWjtcdVmLGn48ePYeH8edrpPGiQ1sO3Jg4CElo4DKJPmjBBd0IUKZhfJmYuLRBl1Xe8OLH1YvlKYbFmWKM1e5bHNxeO/lfwiJ/TJ0+q6+PesAGKFS6s+ypZ/MwtSSyGTRgvDjKkTY2ihQqgbu2auggxyO3bhaH71FusslQpkmnGnCUQtiYmLTTGr0aLcDaW38tr/NgxehY/fy4nHxMXtAK5ONCSnzuHx/McwpPH8nPt7D5xD/Oa1avQtXNntbAKFcyngp/c2Ukt3dTSDi5iAGR15aGPuVRkWHrBqgAfGD5ZsXy5WMndNRbLo5R42saXp3Z8yd49e/TsNYZ2ihYuqNlTQuOE8bTVYqmxP4cMGqDb9IYPG/rZIRKBlQATNMK41UkRj2mTJ8uqWBd5ZcVkZbJjzBhwiBpFhY3Hck+WCUw3069M4C1xxbgqcKUZNniwljj4Frwvef3mFZaJQJUqWQKNG7trkNY3FDYOAGZ+WjRvqntD6db5JCHsjkwqBpdXLffEoP599YRSTnzHGA5itYVH7JjRkeePnOjZvavGgBhj+2jH+I81mKXjB7pwIgzq3x91atbU3SNcxFj4GitGNBVrWhxrVq8ESza+dIuePXuiZ3k1adRQrIQ26qJ+GYf1DU+hYHhhk1gb3N/rIa4Wa+MojP/wSdy2Y1ooTWuN56+dPXtay4YCA9yRwJM2xo8bgwb16+iptQnjx5X5Elk9GSZOuADwdJrtW7dqHMs3PKCAAs0MLZ+RHg+P4PJvx8JZGXNcVEqW4IGSnXRftg88f5Af1EKDg/FwFrXT7WTCJLAToIJGGC/j3jSuPBMnjNOAfeeOHTXFzaOSWcnP1635+KxvogvDCmzG0/yzpGi9Mbs0W1yJVbISs07L+/sfP/P36c7wgzo4OHhCCAOqgQXGVHgmGN3t+XPnYNCAAepqtmvTSgfb5IkTNED7PVX4PwK1iJkp1Am2BKNHjRSrqJseE9S1S0dMmTxRs8fWPpCD2TSeb0Yh4+TlJLN1uCez1bREbly/oYdH0rrn7+fPoYXGgDqzkYxBjh09ErNmzZBJeVAFz97nyPmGz8DiWu7pHSsuOjO/Hdq11TlDt49/P+eMX3OBMVSWTzHbzQoBnp3G9vVt+foFhZHZbJY5eXnt+NfY4vtV1MSl79+nL9q0+lNPx/GvvMTeBLigEZr6FDZaQWw4NrDujxNLiRkmW344G5IuI1dmLbHwp2MIY2wcFHoKgQxyQtOZv5P/8nv8W5ger16tirod1uqr7InPc7B0xGd/oO4nlYEcmCagLdhftJzY7nQXuXDwOfg8/j2HvlcmDM8F4/U18Rq+x2fxYmbTp/+9M+riLYiF0alDO613XLpk0d+HYn7NuPqR8O/n3KDFxTmjbcY5I23IcW21LSzPz9d92uBrasf4HrYDT+/gv/ya72O7UTgplPy9jDfy9OFKFcrr9i7O68DMfyJo9oadw8HAVDOtN340GreCsIqaZ67Pmulh13IHw38P+3fB3Lm6tahcmVJqYfgUIvuInuFz6DXREtwoLjzjm4zVMknQWbwFltMsWrAAb0XwAjNBUtC4WtGtoAvHnQxjx4xCs8aNNabDI1SWiDvrXSdlCIrQ+mKMjp9ryrosXgxsr1+7Vt0o/+JL/1/hgQbcgdCvb18MHjgQ8+fNFQt3in6qGsMHTMDY+kjJwEAQtdA+qYvJBAFPmaC7wa0pTJEzLsF6OMZXDEETWmBnT5/Wkhhm/lo2a6YB84P792tmkSENumqGz+G+Wm7+Z9y7S6dOmkSZOnmyFuqydpPxycBOkBQ0jtV379+p28kYAIPMrJPzFJeDezV5jPfXxGcMPye00BgoP3zosBZWb9+2TctK+D3G9jSwbQTtXzB+y9NV2F486ps7a5jgYXE3Y6G+k2yBlSApaAaD4dthciCwJU2+FiNoBoMhyGAEzWAwBBmMoBkMhiCDETSDwRBkMIJmMBiCDEbQDAZDkMEImsFgCDIYQTMYDEEGI2gGgyHIYATNYDAEGYygGQyGIALwf7NX2A3kUDIPAAAAAElFTkSuQmCC)
III) ![](data:image/png;base64,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)
IV) ![](data:image/png;base64,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)
Decreasing order of boiling point of I to IV follow.
I) ![](data:image/png;base64,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)
II) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATQAAABsCAYAAADkK06xAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAClTSURBVHhe7Z0FWJTZ28Z3XVvXFgNbFDsRe+3uFrsVe+3u7u7CbrG7Mdbu7u7uur/nfhh20WUG/8o6yHd+1/VeCvMO8J64z1PnzC8wGAyGIIIRNIPBEGQwgmYwGIIMRtAMBkOQwQiawWAIMhhBMxgMQQYjaAaDIchgBM1gMAQZjKAZDIYggxE0g8EQZDCCFoj49Okj3r9/h7dv3+DNm9f67/v37+X7nyx3GAwGWxhBCwR8/PABjx8+wvlzZ7F/31/YuXMbdmzfCq+dO/Trc2fP4OnTp5a7DQaDNYygBQLu37uL1StXoEunjqhQvhwKFy6EQoUKooj8W7pUKbRq2Rxr16zB61evLO8wGAx+YQTNTtCVfPz4Ec6eOY358+agYb06SJc6FRyiRYND9OiI4eCAGDEcEDlyZDg7JULzpk2wccN63Lhx3QibwWAFI2j24NMnXL92FbM8PFC/bh0UyJsbGdKmRrbMmVC5YgW0atES7du20at6tSrI/UcO5PkjJyqJ9da1cyfs3bvH8oMMBoNvjKDZgQ9inW3bugUVypVDqJAhED5sKLhmTI92bVph4/p1OHfmDC5dvKDXzu3b0LtXD+TImhnhw4RCgnhxMXzYULx88cLy0wwGgw9G0H4wHz58wK2bNzFl8iRkcnFBuHBhkSNbFnTu2B7r163FkyePLXd68/z5cxW/Rg3qI3KkCAj2yy+oVrUKDh3cj7dv3qi1ZzAYvDGC9gOhmF0TV3PNqlUqYLly5kCZMqWxcMF8nD51SmNqfvH48WOs8FyGEsWKipUWGhnSpcbY0SNw6uQJvDLxNIPhb4yg/UBYW8bAfqcO7VG9qhuqVamMSZMn4sVXuI+3b93C2FEj1fVMGDc2ypctBY8Z03Hzxg3LHQaDwQjaD+TZs6cYN3YMCubPi3x5cqFli2bYuHGDCJ24jv7w8uUL7Nq5A+3btkayJImQOGE8/NmyOQ4fOmS5w2AwGEH7gTx69BAd27dDgriOSJ82tbqdBxkLe/vWcod1Pn78iDu3b2P27JnI7OqCcGFDo3Spkti8aaPlDoPBYATtB/LgwQM0beyOiOHDIllSJ3Tp1AHHjh7Gu3fvLHfY5vXr11i3bg3y5s2D0KFCoVCBAli7epXlVYPBYATtB0JBa+LeCL+HC4OkTonUQjt25MhXC9orcTvXrFqBPLlzIXTo0ChauBDWr11jedVgMBhB+4F4C5o7IoQTCy2JE7p17oTjx47qrgH/+KQu5y3MmeUBV9dMKmjFixbFhvXrLHcYDAYjaD8QCtqfLVrAIUpkJE+aBK1bNsfePbu/ykLjdqf9e/eqm5owfjxEiBABVd3csHPHdssdBoPBCNoP5MmTJ+jTuxdSJHMWCy0xypYqgdkzPb7qJI27d+7AY9pUFMyXW3cMONPC69IZp06etNxhMBiMoP1AXr58iQXz56Fi+bJIncIZ8eM6ok6tmjh65IjlDutQuFo0a4rYMRwQLXIkVBfrbMmihbh3967lDoPBYATtB8JY2ckTxzFq5HAUKpAXIX77DQkSJMCgAf1w7sxpPHv2TN1PlmhwVwH3fDKzee/ePS2izZYlM0KFDInsWbNg+pQpOHPqlNkpYDD4wgjaD4Qnz7569RKHDh1Ah3Zt9XigX375BalSJEezJu6YPctDrbWbN67j6tUruHDuHLZu3oShQwahaKGCCB82NMKGDgX3hg1w+sQJjauZ02wNhn8wgmYHXrx4juWenihdsiTChQ2johY9SkT5uphYbyOwYrmnupMzp09DqxbNkDFdGnEzI4q7GR0F8+XB3Nmz8UrcV4PB8DlG0OyBWFUXL17E+HFjUKpEMSRP6oR4jjGRJVNG1K1VU/d6tm/TGs0au4tlVgApnJPA1SUDGjaoJ67nNFyS9xoMhn9jBM1O8Oify5cv6flnI4cNRYumjVG9ihsqlSuLinLxMMcqlSqimltlNHFviFEjhmuJxu3bt76qbs1g+P+IEbRAwN07t3HwwH4sXrgAA/v3RYe2bdGlY0f079sHHuJ27vLaqXE1fiKUwWCwjhG0QAKzm/fv38OJ48ewd/du7Nu7F0cOH8a1q1fx+rXJZBoMX4MRtEAGP9KO7ihP4Hj/lXs8DQaDN0bQDAZDkMEImsFgCDIYQbMz9+/d0w8RnjZ1in4YyqNHn3+uwIEDBzBu3Hh4enrqAY/cRWAwGPzGCJqd4RHa5cuVRaIE8VGndi2cPHnC8op3PG3okCFwdHTUT1LfxOO6X7+2vGowGL7ECJqd8dq5EymSJ9fdAunTpcOePf98iPDLF8/RvVs3hAgRHPHjxcXECeP0xA6DweA3RtDszI4dO5A4cWIVNCcnJ3h5eVle4Qm1LzF40CBEjRpFT+YYMWwIHj18aHnVYDB8iRE0O7NTLLSkSZOqoDk7O2PXrl2WV7w3s08YPw4ODg56/tkktdA+/yBig8HwD0bQ7AwFjUJGQUsurqdvQSNTp05BzJgxkCpFCsyYPhVPnxqX02CwhhE0O+OfoE2bOlUFLU3qlJg1cwaefcXptgbD/1eMoNmZ/1nQnhlBMxisYQTNzhhBMxgCDiNodsYImsEQcBhBszNG0AyGgMMImp0xgmYwBBxG0OyMETSDIeAwgmZnjKAZDAGHETQ7YwTNYAg4jKDZGSNoBkPAYQTNzhhBMxgCDiNodsYImsEQcBhBszNG0AyGgMMImp0xgmYwBBxG0OyMETSDIeAwgmZnjKAZDAGHETQ745+g+RzwmCZVCsz0mG4EzWCwgRE0O+OfoE2cOAExYsRAyuTJMF3E7ak54NFgsIoRNDtDQfP5TIFkyZJ9JmifPn7AyJEjEDVaNCRxSoyJ48fh8WPzmQIGgzWMoNmZrVu3iksZSwUtduzY2L59u+UVfurTC/Ts0QMhggdHDIfoGDFs6L8+iNhgMPyDETQ7s3fvXmTLlg0OIlg5c+bAvn37LK9APz+AHzScxMkJWbNkxkyPGcblNBhsYATNzty8eROzZs7EyOHDsGD+fNy5c8fyCvDu7Vvs8vLCkMGDMH3aVJw9ewbv3r2zvGowGL7ECJqdef/+PV68eI6njx/h7ds3+Pjxo+UVb16+eIFbInpPzedxGgz+YgTNYDAEGYygGQyGIMN/Jmhv37zB/fv3cOXyZVy8eAEXL1zA1StXcO/eXbx8+RKfPn3uWvnAGNHNmzdw7uxZ3L1zR9ywt5ZXrMPM38mTJ3Dhwnm8fvXK8t2fDz7r3bt3tZ2uXLmMy5cv4dKli7h+7RqePHkibfbJcmfg5sOH93jw4IE+x+VL8gwXL+p17dpVPJa++tKt9oHPx7Hx6OFDvV6/eu3vM/Nnsd34Pl78v7WfH9h5JWOXc4b9zfY6d+6sjIHLePjwgdXYKecRX3v9+jVeyfNz/DOM4R98D0uAGLN99OjhV73nZyDABe3Dhw94KIP56OHDWDBvLgYPHIC+vXvK1QvDhw7B3DmzsXfPbty+dcvPRrx/7x5mTJuKdm1aY+7sWbhx47rNQc2O2bZlC5o1bYzevXriwvnzP83E9w0H5InjxzF75kwMGTQQw4YM1n/79emt5RprV6/Czetsi8A9WSkml0WEFy1ahMHy9/fv11eufujXt48mPvgc7FO/ROeNLILHjh2F59IlWLliOc6dOWtzorGfnz97hssy+Q8cOIAD+/fr4smY5M/GExGXfX/9hQXz52HUyBHSXr3RtUtnTQh5LluGUydP6j1fju03b17rXDp96iQOHTyI4zKGaDT4NwfuycK5fv06TJo4AatXrhDRfGh55ecmQAXt1auXsrJcwLo1qzGwf19Ur1IZ+fPmQp5cOVEgb24UL1II1dwqo2e3rlglA/b69Wv4KAL4D59w/tw5NG7UCEmTJEbdOrWwe/euL+75nMePH2HC+HFIkTwZChUogK1bNos4/FxW2iNZgf/aswejR46EW6UKyJs7F4pJWxUvUhi5cmRD7pzZ0bhhfcybPRtnTp1S8QuMMIFx9swZEWUP1KpeHTmyZUXuP3KgcIH8Mg7yoEihAvizRTMsXrRQ+5lWvG9YksIFr570e4umTbBm1Sq1OqzBxYyWzKrlKzBm1CgVghXLPXVc/Sx8EMHmIr5l8yb06dUL1au6aTtxzuTMnlXHQeNGDXSB27BuLe7evm15pzcc/3/t3YP58+Zg3Nix8JgxHYcPHZS2se3ZcBx16dRBf8efzZuqBxUUCBBB42p7TdyLpYsXiUXRB1UrV0b2LK7I6uqiHVKpQjkRNzeULVUC2TLz+5lQUwb8+HFjcVxWZLoohNYHLbsK5csjVKiQyJUzB5Z7LtNOt8YtcU9pBcSOFQuZXFywbOlimRg/R0aQ7hEtyulTp6CJeyMVsgzp06oIVK5QHjWrVRUxyIeUyZLI5YxSxYujW5cu2L1r17/EwN7Qbdm4YR26de2M4kWLIJUsMOnSpJL/F0btmjV0IeNELSTPU9WtkljTPbBHLHVmdn24JxObVklSJye4pE+HCTI+ntrYGcGFa99fe9ULqCFtVVUW0IH9++HEiWOWOwI3tCT379uHSRPGo06tWiouri4ZkS9PbpQpVRI1qlaFW8XyKJg/ry4OtWrUwKIFLO259beFS+ts0cIF6NyhHWrXqomWzZthlVhcL1++0NetwTFUIF9ehAj2q/y+XGIZ/xxt5h8BImj0xWfOmCGWRA7EjRsXkSJGRDxHR1QoVwajRgzXTlguZvPoESNQpmQJxIrhgCiRIyNDhvQYOmQQ7t+/qz+HnXRI3IZyZcpodXy2zJmxRFZzW27HDVmN+4pbFitWTGSUn7dYOvdnKHGgq3D8+FEMEHcsQ/r0iBYtGqJFjYoCMuG7du6EmdOnYak8+0hxNyuVL4e4cRzxe/jwcIwdG507dVJLOLC41hSz1atWon7d2kgYPx4iR4qEtKlToWG9urpdi27mCs+lGDSgH0qXLI44sWPp83SQScjn8OH27VuoW7uW9n3EiBEwQMTpiVgg1qCg7dy+TcMTf4glmz2rK1q1bC6u5z/FyYGZ4yIinTp2QEYR72gyH5wSJUDJ4sVk0eqMGdL/G9evh8e0aSJqFeEg4yNmzJhiwVVRF9GnXa5dvaptXLNaFeTL9YfMndJq5b58advtXr9uHRIliK87VFxERI+IIREU+G5BeyPuz/GjR9HU3R0hg/+mDZQyRXIZzPXUtaApywDv0ydPcf7sWUwaP14tkRCWe8uL6B095t2YnKBHDh4UISyHcGHDIl/u3FgpLsR7Gy4nLbSB/fsjTpw4YqFlUEF79vSJ5dXACS1RBvwHDeyPVKlSajtEjRoFhQoWxORJE8VlOKTPRVf04oXz8Fy2FOXLlkXw37zbLG/evDIg16qQMGZpTxjDWjB/rvRZaaRNlQLOSZ1QqFBB9OzeHZs2rMf1a1fVWuApIadOnVTXyTmJkz5HlixZsHbNqr9DBLdu3UQ1sbL4WsgQwTFk8GC8sZHk4UJHC42CljVzJhGGNGjauJF+LzDDcX73zl11DwuIKx4tckQkTZwYDWQBmDN7lrqMFHda8EysTBg3Tqy0fLqY8ZCCDm3b4OiRI9r3N65fx4TxY1G1UgXkzJoFpUoU0zgc32sLLkCxxbBgW2fM6IIj8vOCAt8laNw8ff3qFSycN1caPD9ChgyJ1DKoBw8aIA1++F+xHnbk1cuXMX7sGBGrXGKRRFbTeteunZY7ZNUScaxYoYJaI8WLFNFJYYvbN2+qleMtaBnVogvsgvZGJvDmjRtQsEABBAsWDIkSxkejBvXUvab4fwn3dC6YNwd5ZAWOLCt5QREM7iqgKPo3cP9rzp09I+5eFUQIHxZZMrmgR7euGmxmdtOv+NfJE8fR6s+WasnnyJ5dJvBMPLh/T1+7c/u2xs84ySL9Hk4sj/H6fVucPn0KfcR9LZAvt7hsWdBGfjaTA4EZ9vEK8VhowVKEKGq9e3TXWNiLF5+7iowTMuM/T6wuCp6ri4uGbzau36BJFFYC8Jy8BmIdFxLXtGrlimIRr7a82zobpY+cEsTTts6UKZMRNPLyxXPs2eWF7mIiOyVKhFChQqGKW2VdIX3iYl/ySdxKBiTpirpVqoh2stocOXzI8ipw6uQJuFWujPDhwqGITFw2vC0okD26dlWXM7NrJixbslishsC93/HBg/saN2MiI2zYMCoImzau072b1rgiAjFm9CjUqlkD7Tu0x4YNG3BV3A0OanvBybZ921bk+iMnwoQOhRriDtEFZPmENSjAtC5bNG+Gtq1bqTt6V6wRwhICxhKDySRziBJJY0v+ceH8OQwe0B/FixVWUesiLhwt3MDM4YMHNOmRTqxzhmkYYti3d6/Vvnwv7czEARMe7g0bonXLlti5Y4e2P8s8Fi2YJz+vMUoWK4LaNar5O2fIlk0bkdxiKVPQDhtBY+r3DpYsXoh6tWshrpjDcR0d0VNWmjuWAWoNBrS5L3HtmjXYumWL1l75cPbMaVSvXg2hRRzpQkyWQc04wYP79+W+O2qKMxDKFDazqocPHECTRo0QNUpkZBUXhin/wC5orMdi8Dp+vLhyxcPwoYNF5LytFGt4JxDOYbMMxJ07t+OKuCLMCtqrfogL1t07t9VFypA+nS4otM7oYvoHJ+ee3buwy2unZil9LGoK2p8idAxUR4kUQSyvntLXN1XoGUB/8fyZuq50YWn9sTxo2+ZN6NSujVgneVC0YAH07tldy18CK+yv5cuWInvWzAgfJrSIUFGsEMucrrt/cPwz9rVO5g3nBGPOLNGgV8JMZbHCBVGhTCmNv7KN2UY+7j7bkPOCmWjOP4YxEiVIYATNNyz+nDJpItwqVkDqFMmRV1yiaVMmf1VQ3qcgkJfvmiSm8+vWrYNgv/6qLmntGtXVmmEGlXVprFHj14wB0DqcIb+vUL68CBsmjLowy0TQbFk6gQHGFbkqO0SPDuekSdVloDj7x0dx8ZlM8Nnzac+kAAXm2NHDGDp4kJ4GEj9+PAwbMkQXOf/g382N97wYB/J5Dk7Y1i1bIEzIELqgVZZxNWemh1pxtDpYDsSA+OaN67F180YsXjAf3aQdmUlPlzqljIM8Wi50RhbFwAoFZsb06XBKnFgtUQb5mdn/GthOjDeyANenlIltxrhxU/eGyJHVFa4Z02mJz4K5c7BVFj+GNthmLJNas3qlfr3ba4fWhUaJEkUFzdXV1bichDVHLJZl5pLlGCwzYMO9/orJaQ0GwRs2aKAN/VuwYJpgqFyhHGqL1Va+TGlZhQqhSIH8qCNC175Na7iVL4eY0aNpLCpP7lyy8gR+QWOpRqeO7cWqjILUqVKpK+Fb1AM7nFh0m3fs2CpWWRe1MhMlSoTxY8fi8XcUaHJythFBi/h7OFnQgmn5RqnixVC1UkVUrVwJFcuV1THAr2tWYxlQcWRIl1YWhmiIEjECcmXPKgI7QHeMBFZoLU2aOFEXgBC//YaG9evpPPpWaInRQqtXqwacnRKJZRsRKZIlRZkSxVGrWhVtq3KlSkpbldT2Y3ijUf066p4z5s15ljlzZiNohNXLdJ1oNjMW0LSxOzbJCsCg97dCQWvUsKE2NK94cRy1FqtEkcLI5poJaUTgUjgnRX4RL3ZWrmxZEeq3YHpvvrx5xJz/PkGjxUh39r6Y8gzeqrvznO6O9Yv30P1hPINf+ydOfMbOnTqIBRoFadOkwbq1ayyvBCzcBkNXnVXhfKYv/+4vr+dy8ZkZaH765InVDCoF7Y64m3R/u3buiHhx48JJxIcZ2u9JyPgIWuSIv2t/Rvg9PJwSJkBK6W/GexKJCCSI64ikiRIiVbIkcEoQF+HChNJ7f5WLdY9DBw/U3QLfApNYzByzL5+Il0E30K928rnYXtr30mbc6vVM7uf4sQW9F1bnJ5JnoFfRWCyr06dOWV7932H/UtAoXo4xvbOWoUIEl7aJj9TJneGcOCHiO8ZGPMdYSCztl1LEzjVjWiRJnEDbjPcbQbPwmaDlyA73BvXVv6ef/q0wTlRfVi02dHBxOwuKO9mjaxfdAtRKBnt9cUfr1KqJzh076JagFiKiSWRw0EXNLS4vY2jfLGgyUVkXxQEydfIkjQ8tXbwYK5cvt3qt8PTUe2Z5eGCauMIUJ+5ffffW+sCmy+ktaFGRJnVqrBVXKqC5LwN9y+bNeo7aFLEIFs6f7+ff73PxOVgrOHvWLEycMAGLFy3S/vVrVwIFjaK3VX4+a6ZooTk5JdaJ+vQ7Ba11y+aaMaV1nixpEpQRC82tQnmtxStTsqRabLTS3CqWQ+kSRZE2dQrNiEYMFxo5s2XBoAH9NWzxv8JF6PDhQ9rnszxmYKG4s8uWLvWzrXwutpf2/cyZ8BA3cvnyZZr1tbWgUfAp/BS0MGFC6y6A7xE0xtDoctYVCy1xgngIFTy4/JvA27KtXFGsstI6P5kwKFOyuBZs16tdU4t1Q4f2XgyMy2mBsQq6nOVKl1TriW4BY13fYyGdP3dWK565U4DV5sMGD9Ks1YkTx7Wq2strp2Z4+D3+/rWrVmocgoWY2cVaW65JAf8DrH7x9s1rrbrOLyKaLm0auGTMiCyyemXLmtXmxXsyZMgg70mLMqVKYYqI4f271oP86nJ2aK+CliplSnh6LpVJEHD1ZBSc9evXo7T8LenFJUsrounqksnPv933lTVLVmSU56AbnD1bNnEnu+G8/K1+QcuAGc2e3bshQfz4SCwu57hxY/D48be7nD5JgbAhgyNShPBaysL+3bxxo1j+G7GBcbS1a7Fxw3q1DtfL4jFqxFCdtC7p06Bg3tyy8PXSfY3/K7TMBogYZsyYQQu0XTNl0jo5v9rJ52ISin3PNkufLj3y5v5DY8q2rLTnz59h6pQp6qKz1q6BLNBcOL4VWsosXPeOoWVGFpmHHdq1U8OC26k2bVyviywvZpfZjjuk31gPGDdObBU0TQocNoKmlgiTANXcKunWnOxZs3iv0l+RFGDHchMz4x10h3wm9LkzZ1CtShVEiBAB5cuWhteOf87Y9wum/GklxhHXNLOsNHQ5v1XQGPujGCUR9yZChN+14j169Gj6qUu8YvpxxYjhoPfwXu6Q4GTg38NDGa1Bl7NLp46aFEjm7IzZs2dqsN8/mCGjO8R2u3jxvFo01iyohQsWqPUXUf4m/l3ciWDtGXjxNQcHBw0Uc3FwjB1T655Yze4XdLmOikVDi4hillCsgpEjhvubrSW0Urhw0ZLidief2isKWstmTRHqt1/ERYqBGdMm6/dtceXKJYweOVwLe0uJFdK3Vw+cOP6/b+NRd7d1K31+thfjm+wf223m3ffc9cL+5y6JQQMH2KwNZPJn+rRpiC+LAMWENWVfW6XPRAwXdm5TevTwkYYEmGlevHC+WLbNxHItpX22edMmyzusQ1FLl8a7qNsImgWu0sygNG/iriUIPBe/e7euGn+yBQOjW7ds0jQ/LzauT5bvzOlTWp8WSQZIVbfK2O9P1fdjWVlHyYBmkJWrKpMC3ypoFFUeed2uTRtUE6uvvgyOVi1boqNYU7y4TeXLq2P7dnpPPVlpuWexb+/eakHaOvHh2tUrmo2LFzeOumsjhg3zt804eFmsumzJEgzo1xcDB/TTQlxrG7E5qbklrJZYuz57/Kw9Ay++xud2b9QQNWtUR+tWf2LpksUadPYLthWPeZo4YTySiyUdx9ERfXr30q1otmCGliUbA/r2UetuiVj0Pi6Xj6CFDPYLEsZ1FFGep9+3BXcXTJ08EVXEvSpdvCj69e6pxbtfwvbjZQ3Gffm87u6NNKTBejgKnM02s/R9w/r1NRTC71FMbP0ePv+cObOROLF3DVipEsXV4rS1X5mwKuCvvXvRtk0rreHbIBY4Y3hMzixZtABtxFWvXL4smjV2l/lk2wggXjJGM4oXwr/BRQXtc1H1rkJ4q3WjPxPfJWjc9sQdASPE7UybJrXGBOrUroULZ89a7vAbbu1o2/pPsYQSi8nuqltAKHLk1IkTqFShAiL8/rt2NgsAbQ2Qe7JCcT8oA9Oumbw3p/sWE5r/z595B3BZl8OvbXUS96XSKtm9y0v3BLLQ19uaOKvxvS8vbufiPQfEHeaJGXQnaXHQSrIGA++zPKYjRfLkCBcurLhW9bFLLFFbrjotCMZ26NZndsko1msZzSpaOyWBCQHWeLH6nBcFztoz8OJrrAFk3+zZvVtE4YT+nbbiQWxnChLdNO7sYN/v3bML722c9MCjg3isEDdhu8r7KGo+W5UoaJyQv/36i1hHUTFZrGVbfU/oXg4Z2B8lixfR5FH3rp1x7OhRy6veAsITKW7duqXibMsSZlyQcbR9f+1Rq4kF4DbbzNL3B3l0kfQ/QyA8m89W33Mh2Lx5IwoXKiSWXSTddM7Sl6uXL1nu+DccT2dOn0R/WQScEidCCvGGRo8coUkousq00Jo3aaQWaq3q1bDmq3YKrEcKS2EtBc13DI2lJYzNcZGlNe1dJmS7HwIL3yVo7Dg++IZ161CmdCmEChlSRYVu6NUrl7VexjcUwBPHj4pb0BMpUyTTxkyfLp0GYL0ttE84Jg3LrU9hQodGzuzZsEwmjM3N6de8N6fTQuDvZkCfnUxXjBt46RZToLgdxmvnTj0zigPXXgWphPVXu712omyZMoj4e3jdnNymVUstsPzSImIbM+PIfbGlS5bQTcwJxRpmMfGqlSs1g2kvuILvFfErVbIkQkvfs4SihwjKju1b9SBH9qdvWBjLGGuB/PkQPHhw/axRuqwMM5DbuvWpto4LLo4DxX3j5LLGxw/v5feLRS2L4x/Zs/y9Of3QwQMihO91wtMapCXL37tj21YZD5d0rNECsRcMGTAswVInJrQKFciviQIWpHNs+IaLsNfOHXq0UM4c2RFW5gXjolOnTNJxzmfkQlenVnU9aorJAM4n/wSIRzPFiRVT25ou51FZBDjWuKgwVsk247mF3MVDo4XJDv/EOjDwXYJGKAyXxEpo3aqVBvJDS4PzDLS+fXppFoz782gt0DVkx3BrSuqUyfGrrMLB5HKrVAlHxCrgSkxr4JCsdnp8UIgQcMmQHvNmz7IZZL0mwsndCTw+iNYeA6R06eie0TLZtHGDZqsY22vftq1Wn7NC3db2nB/BzRs3MGH8eD0iKVLECFppX7Z0SRU1Vsc/FHf+gSwWtLJ42GHF8uXUCuIAZHkKhZtxui8nwI+Eg5u7Nnr16AEnmZjem6wTolaNaloNf0ussWcixtwid+vWDXWt6tSqIVZpOH2O/CJsa1at/DtEwOepVsVNXwsh/d+zZw+xEh/oa37BmCct+GZN3JE5U0YZL2k1a7h/3161drkti1nYmlWroFG9uhg+ZLAGyummf03M8r+CCzsXgqbi1saOEUOt9AL58mH6tCm6Leom200sow/v3+HEsaPoJK5tcmdnhBWRd5Rx0kSekWObCwot3onjxuoRXa4uGVQceVKHf5UGq0TQYjh4l3mwbIMHQ7JYl4tkwwb11OVm1p4fnciDOTl/aAzY0xD4Gr5b0AjFYbmnJ8qKG8SsnbO4klwxWbE8fMgQPQ2AbmGj+vWQKUM6xHKIpvsYOUm56fa5JdXPVZMuT5kypeFdV5RJj9B5Lx1rDU4aVj07RHfQGNpyz6U6yXgKAVcXxue42gwTt7isWJHc1cBtH9+TiQ0IvLcyndczv3KIJRo5YkRZrRNoZm/EsCFaT8VYGZMHzOKmlAEdxzE2smTJjDFjRmkwODDAAb7bywudO7SXhSw34saOhVTJneEufT1mxHCMGz1KJsRQ3UDeoF5tnXTRo0VDMuek6CfPxxiYD+y3enVr68LIoHz/vn1V2K1Bi4+LZrvWrZA/T249FJGhDFpodIdplfPQR4477jNt36aNlmXQJbV3//P3cxxWKFcWiRIm1BIVHu7ZsX1bee7eGCUiMk1cbrrQLEcJHzaMxly5eX/DujV///3XxENhWQ4XkTy5/9AxzhIiWvW24F5gJr9U0GSe0UKjoHErIhd+xlxZwUA3l+VSPcRo2CUejn8hAHsTIIJGGG/ZtnWLpoOZucmZNTMypUuDTOnT6gBPnDA+nORKnyYVKohgDezXR1dXWnC+XRPGcWrUqK6DnvVHXju22TSfafmNHTNaM215xXLZvm2L7lWjtcdVmLGn48ePYeH8edrpPGiQ1sO3Jg4CElo4DKJPmjBBd0IUKZhfJmYuLRBl1Xe8OLH1YvlKYbFmWKM1e5bHNxeO/lfwiJ/TJ0+q6+PesAGKFS6s+ypZ/MwtSSyGTRgvDjKkTY2ihQqgbu2auggxyO3bhaH71FusslQpkmnGnCUQtiYmLTTGr0aLcDaW38tr/NgxehY/fy4nHxMXtAK5ONCSnzuHx/McwpPH8nPt7D5xD/Oa1avQtXNntbAKFcyngp/c2Ukt3dTSDi5iAGR15aGPuVRkWHrBqgAfGD5ZsXy5WMndNRbLo5R42saXp3Z8yd49e/TsNYZ2ihYuqNlTQuOE8bTVYqmxP4cMGqDb9IYPG/rZIRKBlQATNMK41UkRj2mTJ8uqWBd5ZcVkZbJjzBhwiBpFhY3Hck+WCUw3069M4C1xxbgqcKUZNniwljj4Frwvef3mFZaJQJUqWQKNG7trkNY3FDYOAGZ+WjRvqntD6db5JCHsjkwqBpdXLffEoP599YRSTnzHGA5itYVH7JjRkeePnOjZvavGgBhj+2jH+I81mKXjB7pwIgzq3x91atbU3SNcxFj4GitGNBVrWhxrVq8ESza+dIuePXuiZ3k1adRQrIQ26qJ+GYf1DU+hYHhhk1gb3N/rIa4Wa+MojP/wSdy2Y1ooTWuN56+dPXtay4YCA9yRwJM2xo8bgwb16+iptQnjx5X5Elk9GSZOuADwdJrtW7dqHMs3PKCAAs0MLZ+RHg+P4PJvx8JZGXNcVEqW4IGSnXRftg88f5Af1EKDg/FwFrXT7WTCJLAToIJGGC/j3jSuPBMnjNOAfeeOHTXFzaOSWcnP1635+KxvogvDCmzG0/yzpGi9Mbs0W1yJVbISs07L+/sfP/P36c7wgzo4OHhCCAOqgQXGVHgmGN3t+XPnYNCAAepqtmvTSgfb5IkTNED7PVX4PwK1iJkp1Am2BKNHjRSrqJseE9S1S0dMmTxRs8fWPpCD2TSeb0Yh4+TlJLN1uCez1bREbly/oYdH0rrn7+fPoYXGgDqzkYxBjh09ErNmzZBJeVAFz97nyPmGz8DiWu7pHSsuOjO/Hdq11TlDt49/P+eMX3OBMVSWTzHbzQoBnp3G9vVt+foFhZHZbJY5eXnt+NfY4vtV1MSl79+nL9q0+lNPx/GvvMTeBLigEZr6FDZaQWw4NrDujxNLiRkmW344G5IuI1dmLbHwp2MIY2wcFHoKgQxyQtOZv5P/8nv8W5ger16tirod1uqr7InPc7B0xGd/oO4nlYEcmCagLdhftJzY7nQXuXDwOfg8/j2HvlcmDM8F4/U18Rq+x2fxYmbTp/+9M+riLYiF0alDO613XLpk0d+HYn7NuPqR8O/n3KDFxTmjbcY5I23IcW21LSzPz9d92uBrasf4HrYDT+/gv/ya72O7UTgplPy9jDfy9OFKFcrr9i7O68DMfyJo9oadw8HAVDOtN340GreCsIqaZ67Pmulh13IHw38P+3fB3Lm6tahcmVJqYfgUIvuInuFz6DXREtwoLjzjm4zVMknQWbwFltMsWrAAb0XwAjNBUtC4WtGtoAvHnQxjx4xCs8aNNabDI1SWiDvrXSdlCIrQ+mKMjp9ryrosXgxsr1+7Vt0o/+JL/1/hgQbcgdCvb18MHjgQ8+fNFQt3in6qGsMHTMDY+kjJwEAQtdA+qYvJBAFPmaC7wa0pTJEzLsF6OMZXDEETWmBnT5/Wkhhm/lo2a6YB84P792tmkSENumqGz+G+Wm7+Z9y7S6dOmkSZOnmyFuqydpPxycBOkBQ0jtV379+p28kYAIPMrJPzFJeDezV5jPfXxGcMPye00BgoP3zosBZWb9+2TctK+D3G9jSwbQTtXzB+y9NV2F486ps7a5jgYXE3Y6G+k2yBlSApaAaD4dthciCwJU2+FiNoBoMhyGAEzWAwBBmMoBkMhiCDETSDwRBkMIJmMBiCDEbQDAZDkMEImsFgCDIYQTMYDEEGI2gGgyHIYATNYDAEGYygGQyGIALwf7NX2A3kUDIPAAAAAElFTkSuQmCC)
III) ![](data:image/png;base64,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)
IV) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdMAAAB9CAYAAAD5n4mHAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AADoXSURBVHhe7Z0FfFTXEocf7u7u7oUgQRIguBZ39+At7rS4uxd39+DF3YK7Q3EKxWXe/GeFJexuFpaS3TLf+92XsvfmZu+554ydOXP+R4qiKIqiOIUqU0VRFEVxElWmiqIoiuIkqkwVRVEUxUlUmSqKoiiKk6gyVRRFURQnUWWqKIqiKE6iylRRFEVRnESVqaIoiqI4iSpTRfmP8Ob1a3ry+DE9uHePHty/R48ePqSnf/9N79+9M16hKMq/hSpTRXFz/n7ymA4dOEAL58+n8WPH0sjhw2nEsGE0auRImjBhAq1csYIuXbpE71SpKsq/hipTRXFjHj54QKtZWTaqX58ypk9PiRImpATx41OCBDgSUKJEiShnTg/q27cvnT51yvhbiqJ8a1SZKoob8vDhQ9q8eRP17dOHShYvTjGjRaP//e9/5iNC+HAUNkxo87+zZs5E3bp0oR07trMn+8R4F0VRvhWqTBXFzXj79i1t3bKFqlerSpEjRxZlGSpECEqTMgUVKVyQateqQa1a+lKLZs2ocEFvihU9GoUNFZKSJEpITRo3ogP79tH79++Nd1MU5VugylRR3IyLFy6wR9pbQrgmzzNLpozUpWMHWrl8OfkfP04XLpyn8+fP0fIlS6lW9eoUJWIEuS5NmtQ0ZtQoun3rlvFuiqJ8C1SZKoqb8OHDB3rw4D7NmP4HFStSmBImiE/ZsmWlauyhThg/jo4eOUwvX7wwXm3g+T//0Pq1a6kmK9Q4ceJQmDBhqEL58rR+3Tp6/vy58SpFUZxFlamiuAkvX76gXTt3UN06tShpkkTkld+TBg7oT4cOHaRnz56JsrUGzq1jhepTuLB4p4kTJpT50xP+xyVkrCiK86gyVRQ34f69ezRt6mT6ib3RKJEjUeVKFWjjBj+H5j+vXb1KderUEWUaInhwKlLQm2b8MY3u3b1rvEJRFGdQZaoobsKVy5epV4/uFD9+PIrMyrRe3Tp0YP8+41n7PHv6lAb07y+h4WDBg1G82LGpedMmdPLECeMViqI4gypTRXETzp45Q21bt6Lo0aJR1KhRqGGDerR//17jWfsgBLx29WoqXbIEhQ8fjoIFC0bFi/rQ3j17jFcoiuIMqkwVxU1A0QXf5s0oapQoFDVaFGpQvy7t3bvbeDZwdu7YTrVq1qBIkSJKuNcrfz7atXOn8ayiKM6gylRR3IQzp09TyxbNxSuNFi0qNWpYnw7sc8wzBWvXrKbixYpSuHBhRZn6FPKmPbscV8aKothGlamiuAkI87Zu6SuKFKHeJo0b0qED+41nA2fqlMmUNnVqCfEG56NUyRK0b6/jylhRFNuoMlUUNwFFGDr80p7ixI5NkSJGpBrVqtC+3Y55lo8ePqAunTtRhAiG4g2RIkaienXq0PFjx4xXKIriDKpMFcVNuHHjOg0aOIBSpkjBnmVwypkjO02fNo1evAi8+MJJ/+OsfKuJIg3GR/Zs2WR3mZs3bxivUBTFGVSZKoqb8PjxI1q4YD7ly5tXlGJE9jJRn3fr1i1S0MEWqHS0YtlS8vYqIL8XK0YMauXrSwf276fXr18br1IUxRlUmSqKm/DmzRs6fuyorA/FvCkUI9ac1qhenebPm0tnTp2SDcFRUhAH/vvsmdOsgOdS7ZrVKW7cOBQiRAgqXrQorVqxnP559sx4Z0VRnEWVqaK4EfBOF8ybQ8WLFaEwoQ1brEFB5vPMQz27d6NlS5bQ7p075Vi2dAn17tmdvArkpbChQsi1aVKnptEjR9LNGxreVZRviSpTRXEjPrx/z4rwOo0ZNYIypk8rClIUavDglD5tGqpSsSL90q4t/dq+HVWtUpnSp0tLIUMEl2vixolDrVu1pJMn/On9u3fGOyqK8i1QZaoobsi5s2do1MjhVKVyJcqVMyfFjxePYkSPRimSJaOfsmahbFkyU/KkSShm9OiULGlS8vbypm5du9CuXTvp9atXxrsoivKtUGWqKG4IPNQXL15IVaRZM2dSG/Y4y5YpTT6FC1GB/PnIM3cuqXBU4efy1KtHDykliNDuO/VIFeVfQZWporg52Pll755dkuk7YcJ4GjpksGzNNmb0KFqxfBkr3JP0/B9NNlKUfxNVporyH+DN61f08OEDWYt66eJFunDhAl2/fo2ePv3beIWiKP8mqkwV5T8G9jfFYWuzcEVRvj2qTBVFURTFSVSZKoobA+8TFY7u/vUXPXzw4JMEI5x79OgRXb92jf66c0cSlhRF+XdQZaoobszjx49p584dNH7sWFowbx7duH5dQrwAFZPWrV1LfXv3pnGjR9Px48flc0VRvj2qTBXFjTmwfx+1bt2Kcnp4UNXKVWjVypX05MljOffq1Svq1bMnpU2Thjxy5KDZs2bJ54qifHtUmSqKG4PlMFmzZJYKR+nSpqURw4eZd4J5+fIlNWrUyFwlqV+/fvK5oijfHlWmiuLGoMB9hvTpRFmmTZtG1pbeuX1bzmGOtH79+mZl2rdvX/lcUZRvjypTRXFjli1bSrlz5aRgwf5HHjmy05zZM2W3GABl2rhxY7My7d+/v3yuKMq3R5Wporgxq1evIq8C+Sl48GDkmSc3LVu62FyoQZWponw/VJkqihuzbt1aKlyoIIUMGZzy5vWklSuWmfcpff5clamifC9UmSqKG7N+/Toq4lOIlWkIVaaKEoSoMlUUN0aVqaK4BqpMFcWN8WNlWrRIYQoVMqQqU0UJQlSZKoobo8pUUVwDVaaK4saoMlUU10CVqaK4MapMFcU1UGWqKG6MKlNFcQ1UmSqKG6PKVFFcA1WmiuLGqDJVFNdAlamiuDGqTBXFNVBlqihujCpTRXENVJkqihujylRRXANVporixmg5QUVxDVSZKoobo8pUUVwDVaaK4sboFmyK4hqoMlUUN0Y3B1cU10CVqaK4MUuXLqFcOT0oWLD/kUeOHDRn9kx69OihnFNlqijfD1WmiuLGzJ8/jzJlTC/KMn26dDRu7Gi6c+e2nIMyrd+ggVmZ9u3bVz5XFOXbo8pUUdyYJYsXkUf27AZlmj49jRkzim7fviXnXr58SY0aNTIr0379+snniqJ8e1SZKoobc2D/Pmrp24K90wxUvnw5WrVyBf399xM59+rVS+rerRslT5aUsmTORDOmT5fPFUX59qgyVRQ35uHDB7R500YaPHAATZ82la5euULv37+Xc2/evGblupK6dulEQ4cOoSOHD8vniqJ8e1SZKoobA8X57NlTunnzJt27e5fevnljPEP04cMHVrYP6cqVy3T71i16/s8/xjOKonxrVJkqiqIoipM4rUw/8P/esDX84vlz+uefZ3K8fPGC3r59a7zCOrCoX716JRmHr1+/Noem7IGEir///lt+ujMfPhie/bm02T/yE+2AsJw90Ka4Fkdg7QvQpi9fvpB743p4Kvx/xrOuDb6r9Cv+7uhTz549Mz+HPfB7locjoJ3wt8xt5MbgGdBOz5//wz+fB9qnXBG8D8gEfH/T+MB4effunfEK6+Dd4Xkhi17z9YG9S5yHLEHfwv0dkUGuCtrmo0x5Zmyzl4G22fv376S/PH36VH4/MEzv5hW3G8aMO7fZt8YpZYoXdfPmDdq9eyctXbJY1rjNnTOL1qxeRYcPHaK//vqL3tgQfvfv3acdO3bQ8uXLaO+ePXT//n3jGevgRe/auYMmjB9PGzdsoCdPDEkW7sZ7brNrV6/Qli2baPHCBTR/3lxaxD+XL1tKe3fvorvcZjzKjVd/ylX+vWVLl9JCvt7f3z/Qzn/v3j3atHGDtPHJkyfo8aNH9IYHgq37uwoQiNevX5N+sZK/+5xZM2nG9D9oxYrl0q8QsoTBFhAMbiTf/HXnDt24fl1+OmJ43bp5k//Wbjp65Aj3w3siYNwNtNmtWzclIWnlyhW0YP48Wrp0MW3c6EfHjh6VtngbiGB1BZ4+e0oXzp+j7du30bJlS2je3Dm0ePEi7scbpQ8/evCA3rMxao2HfG7f3j20bMkS2rNrlygUe+D8n1u30Iw/psn973AbuSNPuM+fPnVK5OKiBQtYDs8SmbLBz0/a7MmTx8YrPwXy+9rVqyIfpkyeRIcOHjSesc0tHns7tm8nP7/1Ml4esNwOTGH/KHy1MoVQRmOOHzuGGtSvS4UKepOHRw7KlTMHlS5Zgtq3bcOd9A86dfKk8Tc+AoWCAd6pY0cqXaoU/dq+HR08cMB49nNgQd65fZsGDRxAnnnyUJNGjWjP7t1sfbqX1Q0v8TS3x8QJ46h6tark7eVFeXPnpgL58lLRIj7UollTGQwQ7tbYtm0bVazwMxUtWoSGDB5Et7lNbPHh/Qc6fuwotW3TmsqULkVDhgziNt5vGFgurEzRN/z9j9GkieO5PZpQ8aI+lJP7VdYsWagYtxH61YRxY1lo8vuHYWABPIzTp0/RWjbmZkL5spC4ePGiXeUIT271qtXUrGkTufeWzZvkPbkT8EKPHjlMUyZNpObcZsWKFpVqSN5e+enn8uWoHT/XzBnT6fy5c8bfcE2gDLexchvKfbt+3dpUuJA35crlQQXy5+N+X4E6dfiVFmN83Lhu/I2PwJDas2unyJJSJYpTt65d6cqVK8az1oFxinvmz5uXataozgp8u/GM+wBZsWb1aurbqxdVqVSJZUk+ys1t5l2A2+zn8twOnWnd2tXmQh6WwOtfsmihyOB8nnlo0oQJLFNtG58YK1DQjRs1oMqVKlL/fr+LHEfbK1+hTOHWP378mLb/uY26du5MuXJkp+hRIlO4cOEoYsQIFC1qFIrBR6IE8cmHFeygAQPo5IkTnzQ4QjCbNvhRQW9vChMmDGVIn1bWy9kCls/JE/7UjJVNlChRKF3aNDR+/Dh6wt/DHUCbwRjYyM/c7/e+Uv4tQvjwFDZsWIoaKRJFixxJ/jtOrFg8ICqKF3bm9OnPlMWSpUsobty4FDp0aCrLChKKwxZIRNnKigFGTtiwYahYsSI0mz08fA/WpoaLXAi8Y7xPeIi/9e3DwiA/JYgbhyKGDydtFYnbKXrUyNyv4lFO7nOdOv5Khw8f+qRfwatEVAQCtRy3T3PuL2jzgO1oydO//2ah0I9ixohBcePEpt9/68uC55HxrGuDNsOaUmzD1rN7N/Jioyx2jOgyFqNIe0XhtgtHsfgzGGujRgynE/7HHfLWvyd4P5cvXaKFrCh9WzQnj+w/UdxYMQ3vPWJEisxHOB4f+Kx8mdI0k430a6woLUP+8DL/mDqV0rNsCMPjo1ixYnSEjX17wAApzteFDBmSokaNSrNmzjSecX3gzJw9c4amTZlCNatX5+dOTVFYjqDNokeLQtGiRKJI/O6TJUlE9dgwgZd/5687n4RlkZwGYwIyGO3bs0cPevTwgfHs56DfjB09muLFiSXyqnixouKhIuSrfIUyRThh2JAhVJY7dbKkSWQxePgwodlzyCxeU/16dSlP7lwUjD8Pyy8pY4YM1KhhA7H4TWBOA+G77D/9JL8fjoU9wgy2wKCBV1W3Tm0KFSoUd5ao1Kd3TxGerg68ohPHj9GAAf3Ip3AhSp0qJYUKGULaBwO/4s8/iwWZNHFiaYvo0aOzNZ6TDYdmn4VdFixcSOF5sOC6vGxJnjr1uddvAvMl69auYa/OQ65Py4Nt+LChdO3aVfH0XY2jR4+I4VWubFlzG0UMF5bSpk5FJUuUoCZNGlMhby95FrQdrmnV0pe2bdlqDvni2UaPGkle7Mmgj2TPlpVmsUf2+rXtcPi9e3epc6dOcl8cNWvUcItwHwQbDI9evXqyB1eIkidLRqFChKBwoUNRhnRpqWrlSlSjahVKmsTQr8JxW8K7b9KkiUyXwKB1BWCYL+Z+3bRxYynUHy9ePFaGoShOzBiUJ1cuql61KnuaJcSIxnNEZcM9N4+PX9q1pcOHMD4MfRlG1cjhI0SR4jov7isIcdrD/9gxMehN737y5MnGM64NDIfdO3dSx19/pRzZs4shgDERK0Y08bLr1q5FJVjRxeDP8VyxY8eiAmycDh82jM6fP89GmMEIuXv3Lvf3aubn78LO0QM7MvXt2zc0bOgQCh7McH22rFkkpA55rnyhMoUVP27sGBZwqc0vAAoVHR6fw1uFUJw4YQI3dFYKFiyYXBOWlW3XLp1lkhug8RGCy5M7t5yPGCEcTZ1iuyPDAocV2bhxI7G8YsWMSX379HJ5ZYrvfeHCeerNAi8NKwVTmyVkr71s6ZI0gjvmn1u3ytG7Z0/KkDat+ZqYbIVPmTTpk466hDsulC3Oe3l5ycCwBebQsP7Qq0ABuT4dK9NhQwbLfK2rKVMkQEAJpmCFYHr+pEmSUIXy5WhA/360ft069tRPiWcN4REieHC5Jm7s2NyvupgNhMuXL7Hn/5tY6TifLHEimQ97Z2PeHjx+/Ih/53cKbrxn6dKlZZmJq3P+/DnxKpLwM+J7Y3NwtF8lNmjhge5mhYk5+N49e1DaNKlE2OK6mDx20KY3b9ww3inowPjYt3cvlS9XlsIalWBoNpYzZ8ogIX7Mle9jgwHvv07t2hSFPW1cgyNJwoQSykeSkgnkU+D3cb506VLSL+xx+eJFKlWypOHv8t//gz1eVweeJYyhxo0aUWJuA3x3RJ6ycJu1bN5c5srheKxctowa1KtHiRImMLdZ/nz5aMnijxshwJCsXq2KnAvOsnpA//4yVWKPSZMmsmFmMOjhDCFXRpdcGXBYmWJbp82bNon3aRI8GdKno549utMWFtq3bt4Qaxde5CXupAP69aOMGTOYX2QttvjPnT0r90JYYNWK5ZQnj0GZxo0dUwSlLdCBIExb+vpKuC8BW6+DBvSXBeuuDBKwprCRkIU9AlObZeP/Rhhy1YoVdPP6dUkiwoG26du7Nz9bXLkOIfMe3bpJ+MuEpTL1Zosa84H2QDJGER8fuT5r5kw0dvRIFqKfzzcFJQjxIWmmZvWPFjKq+XTv1pVWr1xBF9hggLJFH7h+7RqNGDaccmY3RDRwVKxYgfbt2ysKE8lwMBggWHAubaoUdqcPAO47dswYCfXhd8qUKSNJFq4M+gvCdjk9DGUEceRjjwSKc/26tZKIhHZFKBCRpP5sYKBNcR3Ccw0b1Kf93GZBDd7XiOHDKLExKgOFD89q8KABhvl99lphFEJYI3xfpUolCh8unFwbhw2pUSNH0P17Hw1qKNfIbJjjfNmyZSRRzR432KDA+8b1CHW6gzKFTOnetYvZU48SOTKVLF6Mhg8dTIcPHpQ1x5jiQbLhBr/1kgsQL24cuTZ1qlTS3khGA/cf3Ke6dWrJORhj48aNC9TQnjVrFkWIEEF+JzsbtsuWLpE5e8VBZQrld2j/fmrXpjW/GIOwh+fQuVNHUXIBMyvxQpDsgLmv9KxwQ4QIzl5GefFawbu3b2jdmtWU19NT7pUscUJavGihnLPFRfbw2rZpQ5G586A82mgeSOgwrszuXTupGlt+CE3Dm0J4aszoUeR//Lh4+QFBQheSqxCiRJgTiV2HDn5MzFpsoUwR2rvGysUe/sePyZwQrvfMnZO9tKmysN9VwKDHd+zRrYs5zJ08aVLq0b0bnTlzmtsoQMY29ytU+JnJ3qYPPz+uz50zp8yL4l54NiQn5WMjLVyY0Kx0s5Hf+vXGX7bNH3w/eCa4H7wkV1emmCfFtEGsWDHkO6dLk4bG83PDIENSSUBgkAweNJCSGKdlypQpTX5+6z7x6r43MM6x9yqS40IavclUKVNIhOvypc+TxjDWN2/eKHOqsWPFoshsVCMB5q+/PobkF8yfS3FjGcZHeZY3Dx7YN7bv3b8v1+F6d1CmMCq2btksyhPfGQeMZUznXL1ymT5YzIcCyJidO7bLnGk4fr7ECRJIcpchb8JQPatZE8OuQo4+/8KFi9jQjyi/4+HhIRn2QdmPXAmHlCmWa0yeMEHmoNCISHCoXLHiJ/Og1sCc3u9sFZcrV5q9rl6SPQfev3srCUgF8ueX+8WNHYsmT5oonQVWN+aDEN4Uj+TdO7Gy9+zeSTWqVROPDR7xRFdOQGKhj4zQaeyVmnb0QDiuV49ukopuCzzvls2bqX7dOlTQqwD99lufT5KMLJUpsvaQgIN2whyKtNfzF9J2aMNnT5+S37p1lJctfYTbC3vnp8UL58nnrsKTx48kyxQJRYZ+EJsa1KsjS63s8YIt4XlzZsu8UNOGDdkiPySeKZQp2tynoBdFDBeGsmRIL0uPEE40E8DyxlzbiBHDzZ4pwqSBeTRBCb4vIg7I2oUyhVJpWL8enTtniPrYAiHwdm3bivGBLPr9+/eKFxNUIMrQgz2s+KZIDHs7tWvVoLPG6JV1PojxhRCnT5HCNHv2THMdYrBo4XxKlDCe3K9o0aKykgCCHmMCBj/Gl/ng8YI51eJGxeTqyhQRlIsXLtAQNooyZ8oo3xnz4N26dbXrTWKec/WqlfQzG4nVq1aRzF+s1QdIQGrbupXIBxiTg/jeCAEjogGZa2oraT8+IDsQSjdFB+AcIGLgKvPvQY1DyhQWb/euXUXpoRFjs9Dr1asHXbnyMQRpDYR8oUB3794lHRsvBECZbmMLq6AxoSR06FDUyteXtm/bSkcOHaT9e/fSzu3badfOnTKvcYEFxcgRw2QuJQx7HNnZ48Acq+VAciVgAFy6eIH6cBsljG8QFgjDLVu8+DMvPiDwLBCuwXzn2bOnP/E0FvPvY84L98uYPr14YbvY8ty5fQf/5IPbC22H+WWEeDp37EBJ2dODl1u0cEFauXzpJ+XmghoI1L59+lCcOIZ+VdSnEM2cPo3u3wvce4aBhzl6JGlhLh4CBeGrP6ZOYUMkP4UMEVwSMDp2+JXOnzvDz/1ahAGMmdu3bornAwHlf+yoJDeZ5vdrVKtqDoO5GnhGeBVzZ8+SOfckiRJI1vMf06ZKIo898Kyozbt61Sr5iYxly2zY7wk8qBPHj1O92rXN0x85c+SgKZMnBrp+HN8Z73wTj4/r166ak2nAwgXzKXHC+HI/JFthqQeWyxzYt0/WLCNpB0vq9vF/Y7xMmjCefrJwEFxZmUKp/cnysXHDBpIzgmhfRnYq/pg2xXiFbRAK3/7nn9IGUKAm4xJLkTr82l4SvkKECCHL9datWUUn/f3FaEHbQaYc2L9fpmJgnDdt2kRCwmgz5LwgkxyheMVBZYrO26J5c4nPoxEzZcwoyuzBA/uFFmwBZQPFWahgQbmfvJhcuSSM3KtHd0msaOXbQqwmJFOMHD5UQhtI80e4NF9eT5kfMU2kuxqw7JBp2OGXdhQ/bmx5vjKlSkvigDMdD8o0ViyjQcM/K5QrQ7+2bUMd2reX7Ea0XxdWoL/17kXNWUFky5JZhAQSwKBMV69c/plnFlRAMcDAatO6tYTuI0UIz++8uayNtRSQXwIUDdZamjxdzMF55slF/djDX8yCdtb06TRs8CAaM3KEFMlAEhy8oyyZM5v7ITIhpXCGC/KeFQnarG+vnpSDlUCGtKnJt1lT6VcQto4ApRrUYPxDwWHqB22ODNxa1auJcfTixdcvs5g/dy4lim/wTDE+ypYqRR1/aS9zjB34J8YHfnbt3JF+5fFSjg0SLIfC9QhdurIy/ZuNjGVLFlOZkiUodKiQFD5sGH6+krRu7eqvfqdQplhiFjliBDEmU6ZITg3q1qaB/X6XMdO+bWtq06oldevSmduwMzWsV5cys+w3JbNhbSqKwuB9Kg4oUwg9WDQNGzQQZYpGL+pTWLLGrC0EdgQ0PqwsS2UaM3p0ypwhHeXyyM4WV1pKmjghpUqRjAoX9KIirAhgjeE6/H2snUSmnyk72NVA2OPQgf1sFPxCCRMYBjeWfCA8Zy+zNDCgTBEVwP0ggCA4MrN1mjVTRhasaShNqhSSfIM5QyTfmFLYsfQIa36R9OUqGDylQ7IkIkqUyCLUevXsbrNghSP8dee2hP8zsNeO58YRIXxYSpU8KXnm9BAFlDplCkqfJrWsySzkVYCSJ01CIdlzN13fgAWGqypT9CtktzaqX48SxovL4yU9dWdBh0gEwnLuAowljAXM3aLNsR62NRvP8IDsLWMKjHlz5ki74J6ITMSOGV1C/Tlz/EQZ0qXhd59cZIvHT9koC48brFs1eVlIbHRlZfr40WNayDK3SCFvCs7fN2a0qKz46oghZS/Maw9Rpuy4xOB7mfp/YpZXBfLmobxshKK9UiRLQj9lyUQe2bNK22L5lena/J6eknwacK72R8UhZbpn9y5qwAM4apQoEjKsUL4sW/ZLZFnB14A4PibSLdd4RWAPKlGCuKJAsSg4EgtBLNKHcsjBnR9LYnAdlGnhQgWlbKGrKlPMWUKZdu7QgZIkMqSvlytXlvazNf61XhewVKbw0KNGjsgdPA4r1bgiOGJEiyJtmD5NKorDgsLUtlCmhbwLyNre742t6kNQpkiuatyoIUVFkY+ECSWhxBlFBmWK0He6dOnMz246QgT4dxjuxxHChf3kMwgpzD9+C2X69QIGgtG6cMT8H4TXz2XLUMTwYURBIIMXITlEQ/4NvlZQw2C21QYIM+6FMi1tUKaYPurQvh0dOXTIKaNg7uzZlIDHg+l9hgsTkhKxAoBCwIoBFDKIxz9TsAGVmD+PECaM2cuKxI7Ct1KmX/XuA2lnJGCZlGmo4MEoYdw45Nu8qcx9O6VM2TONET2auc0ihgst8iNt6pQiT6JGjiDTCSmSJaYIYQ1JeqYDU1coDMMPbLyjo9ju4+6Mw8oUxRiQ7BCSLZMypUrQ0iWLvlqZQqGgbFhBo2cKBV28aBEJx2BNZpfOnah9uzYSz4eAxTKbypUqUSJWTJgoRwUhJKB8bTIN1lJt3bqVRo8eLcsiJk2aJAPJkQPXjh83joX2ONq0aZN5Mt8SKNODbGV3/PUXyaDDM8IzxXyms56pac40PnulCEkiBIM1vLAwO/Df68Zt+Fuf3tSmVSuZ04ABBC8W3v2aVSuNd3IMhE3Xrl0jzztu7FiaMmWK1TaxdkydOlV+Zyr/zuHDhyV705KPyrSRfMcE8eNTv99+cyrb2BTm9ciRXYQkjIisWbNQ1SqVpf/WY0u+du3aVIuPBvXrU+OGDalcmTKSRRqMvXj8DkJZX6tM8UyYW0LfGDVypCw1sNY2Vo9p02QN3xjuk6v4PcFDh9KxBEltmB7BvG6cWOx1saGJkO9J/+PfdC4cz3H82DGaNXMGjRo1St6/1e9s45jMYwTPjzWNWCYXMEHFpEyxFhR9OVbMaBJ2PXoEFa2+XpkiWmaaM8XyuepVK8n4QMSjS6eO9Osv7eUnppK6d+kiRS2w5hvXR3AyzItCH0juwfsbzW2GNgjYLtYOjBO0L35vJrf3mTNnrM5lQ9aalGkI7qvx2Khu2qQxt+Nup5VppIjhZe46ffr0PCbqU1+WH1jHD/mFZXxYpoY2bMnK24O9fMyvos2QBIncly9VpjCw8Z7fvv1vhYcdUqYQEM2bNqVoxooaqPs5m1/8o4eBh3lhpcmaN4vBjsGKMK/JM4UFNHHCeFFypgNeJw4k4MAq2+i3nir8XJ4iRYpIuXJ6SBLG1yrTGzeuU8uWvqKYTQey+Rw5TNdjrVUjVgTWFobjeY8cOSwKzrRuFMUAsFTGEWEBYYP2QjtZAmVqyub19Mwji/IDthf+G7tGILkHma2YD4QBVKJYEdqwfq3xTo6B9ZuozhSZ2/xL2sh04HeSJUsqgjWggkK/QAUa3xYtZM4Ufatzx4501U62syVoGyRzwXAxAWU6fdpU8ilUkMKGCiFFGwb2/13280Rii+l4/NjwE/33MCt01ERGQgfatX6d2rKW72vAO8NyMIQtTf3EWrvYOky/U4kNRyTKBPQ2IWRP+PtL6UCP7NkoOxsKmJfHmlFUvAoMydB8jh2H3tgVwPg7Y8eMpnRpUpu/V8Dvau/A9VgOhspVUDABxyn6N74zojVo84jhw4oQ371rhxgMgSHPwe8+oLGBNcXJkxiKWKBYCZaFmMYHMpdlfBjHCA6c9zYmQWL9LZTb14KoEwwz5CigcMSXtJnpvadkow4lDa29SyRbYs60VPFiFII9U5RZRC1eJCo6okzRNw0y+OO1UKZQmAiJIwn0l/btJeEThi8OS5mC4+6d21JuE6UH0WYFuY1RcOZLlTm+B9amWo7d/wIOJSBhzV/P7t0pSWJDyDJFihRSsSawrEc0GtK5/davF+/WlH0L7wwT1/mNS2NSJk9Kq1aukHO2QLEBFOyG0M2SKROhiH7AtZp4pwEVkDWgTGtYFAn42qNFs2ayQD4g+A6oUNOndy9zmBfFxxGisycs0CmfspBHtuXWLVvoHFupEH4mLJVpcVaOKJRhj9Mn/alYsaISGi/Bnv9Gv3XGM44Bg6ByxQqfPPOXHvjbKGP22bpaflZk1nbr1o2VdWSxdlHYYxsPTmtrJQNy8eIFWrBgHnvOq80L99EfkZhWukRxih09KuXLk4u98VVyzh7wCiDM8H1r16j+WTlBKBcM/MDCd7gO1YXCBwgff+mBXAJkdAdM7ED/wDPCkEXt4XSpUlL5MqWkpm1g9YSxfGoLexFYioQyhNjtQ57JiiCEkpo0cYK5XOjXHlhHjghUwNAt2hF9vE7tWhSSPSIohyI+hfg55gUa7Xr+/AVt3rxJdkZBeNtSIKNoe9JEhkgQijFYrkG1Bt5z2bIGhQ6lFlCZom0gw6x5igHBGvHyZQ0FIL72CBMqpERWrE0FIcQPxYllc5CBMJDzslOzcP78QBOAkLy0488/Japx59Ytcz+GMoVMlb/Nzz9mzFj53B5zZs82F20oWCC/3BNj+UtAe6I/OjM/7oo4pEzvsEUylV8yFv4jHBAtWjRq16aNFFq2B7y2kcOHyw4D2L0EliCWx0CZQsiZKiClSZ0y0KIN169flTAmOlKGdOlo6uRJn4RY0fEN66KeWxUQlsArmcYeTPny5WTQfemBhd4Io65lqxteoDWQnDWBvW1UnoFCQemtOSwELZVjQPC9IejgodWqWYMGDugv2a0mLJVp0SKFJYRmj3NnT1OpUoZyafDW/NauMZ75CAQn3gmEUkBDBOXGEDprzkaDtXZw5EAtWGzZZM3IgbcwY8YfsowBoeif2NOC13X+rP3dTe7dv0tjx45mA8WH+1YFycxFZjeEAzxTGA6xY0Sjwt4FZFuqwJg+fboIE7RTlcoVpb9bgt15sNTpWSDZ43h/O3fsoK5du0hlJmvt4chhzZM3AW8cEYNWLZpL1AO1dxG6tGbUWYLdPVr6tpBMePxct3atKBNrYwWfYas7GAZVqlSx+h0dOYbz2EeVo8/g+2PJHN51PGM2beJEiahHt6509679qMDJkyepZcsW5O1VQJaenbKov7tg3lyKb1y+V6ZMWbu7KoGbrFjsKVOAtewobhCY5486t5izxTIra23hyOHL4wxOhzWggM6dPSPrTLGaAt8Za3THjBptvMI2MMx8WzRjY7U6TZsyia5cNixpxHhp3dLX/PyTJtquj25i7ty5ZmWan/sScl8Cgu9qTwZDFsDAcsRIcSccUqYQepvZkzSscYohYYzCBb3ZElwkjRKw4fBvfI55TYSEsbj4p2zZxOpCVRIoUwhAFHQ3dIo4gZcTPHOKfH2bS0gwbZrUMi+Fjm76WxD8COdhcToq2CCcY02AA3wOhYoarF97YK9QWFe2Og3+BmqKovYnOmrsWDElNR+DP2B4CuB6VPfBfAXq+CIpB7syrLTIwLUsJ4j55gvs9dsC1ifCyqaMaXT8pWywvGbFic3J8fdgfECoQWGj7BzaDZ+ZngnfU8I7LCistYEjB0KmtpZt4HscOXxQQk2pkieTwvZ5cnqw5zVTQpzW2hbG0sKF88mncEEKHz4cxY0Ti7p07ij7l8ICn8weVX7PPBQ2dEhZGrRieeAZzCgYgrAk2ql8uXJmIYznx7NDQWJxOtoJHqC1Pm8Chgn6ONrSWns4cmBaw1ofEfjvwuNCWbiECRNITVXMh0OoIXwbELxnRACGDh4shh2eE7suQVGiHKWt54BxhWdFAQtr39GRA79v6znwHrHnJow8yBMY6di6EcvwbI0P1BMeM2YUZcmcSWQKDEq8FxPY1AA7MOE9QjnhO9jDVjlBtAkEPfo+amsjQnPihL/IFsgNa20mY4VlDvp7wHZw9IABZS9yZSjpulFKJeI74923bd1aPkf7BMT07rExSYoUyaUwRqUK5eUeAP20edMmci+EeceNHSef28OynGDuXLnYKFsjc+L4W/CQ4URcunRRIpKY94fDY+t92up77opDyhSNgYXuUHhQjmjIGCzUUZFo2dIlEgY2eVyw4ND5UN6siE9heUm4HsoUwhwhvNevX0qBZFTQwDkMDCRf2AId+9DB/ZJEgvVgCD+NGDaU7rOge/LosYRYUDkI1ja+D4QxQssQsIZ5gqABniP2VYQnj+dMkzo1tWvbWmrO3rh+zRxuQQeER4qtwLJly0pIhAkeIjhVr16Ndu3aIdeATwrde3vT+fO2lSk6OOq05subT67PkjkjjWNBdPXSJRm0KHiPJU8opQcFPnTIICkNduXyZZsC8N8AHuVWfndYP4fviRAp1hRPZQsaa3UtPf9LPEDHjRnNhlxBmTPC9QkTJGDFYMgCRugS/SKTMZs3ftw4si2XvedB+Bm71ZiSKsqxMr1585YYfKjghTm/yZMnSdEQ7N2LCAoSqjCXFFRgPMAYzcLGAr4zsjGrsCeMELfsWWoUUv+wEbx71y7qw+8XGwRgFydcjxKfo0ePCrTc3r8NSoQiQQhZtvK+4sWTpMMNfutEcZoywbGhxZbNGyVxCPkSUp6Tx0etmtVpz56PnhxyBEzPiIjMJYu61tZA2cJSpQxJUJgznTFjhnyOUDoK8G/duoU2bdogRTF69ewhmyggbB2UMgVt0aZ1K/nOOGAgYZ9nFGWApykJjmykIn8AURlEuSB7ER1Dm1Wq+LPZ+73P4wXTGrgPzg3kcRAwUdASjKOJEyead65CtG3B/Pkiy5Cjgb6H6CMSqbDfMnQAvpcjuTX/BRxSpiagHFq1aikhOTQmBBoEH4qLo5Nh3SCyu1BbFdav6YVHZ2XSvm1bmdwGL9kqFc+UBwbOo5TbhAkT5Jw10Hmxvq52zZryIlGaD0LzLnf622z9YL4VE/fIHEUCSK3q1emXdu3kOwWl0ENN4/Ws4FFH11SCK0qkiGIdzp45XZbPHOU2Q1u0ad1SlK2pzeLFiyu771gKPIR5TQWukZaOzD9bIByIMHRu4848GTOkk2QcVJi6eOEcHTt6RCrGIMOxGFv4xYv5yEbCsuk6e17fE1RlwYYJkYwWL46sWTLJ99m4YT2dY2MNgm8S1pCm+7izDhIhateqKRW24EnBi0LtUSTO4HwsVjJjR42yu9/iXyx0unXpYr4nssbhJeB3UN0FVXRg6A0fNoSaNG4kBh3eS2B1kf9tjh49Kps0o46z6bt7snE6avhwKRJ/iRUVokkQvKZt2HDAO8Eytz08noIaeNJr16yi/J65zeUcE8SPS3Vr12TDYDrt37tHMnwxF4r1vzCOTM/h4ZGd5s2dzYbox/GBCINJmfoULix7INsDxlKRokXkesxBmpTpmVOnaM7smTK/jMIeWGWAKAcqDkFJ2Iq0fC9QMCdNyhRsABieFcuBsHcvlivu37dH5Aq8dOSFxIhuqN+MA2VYkb9gSrBDdA0lBk3nu7Pctld9DHOcQ4YOMa/NhZLG30E2OdY6I4IDJwnZv94FCsiqCyjowKaj/it8kTKFRTx3zhyZd4nKSgENio3BvfPno6aNGkr8vQ4Lt+w/ZZPOifOxYkanOjVr0KaNG80W3auXLOjXrGYvN49cg3Vm9jbmhUV09NAhFmT1RBhkzJCeprMVjhJqsNR2bP9Twg2ow4oMWs9cuah0yZI82OaI9RWUQFhPHD+eivLgjmDMgkucMIHUgG3D7dWyRXNRrqlSYXmGoaQdDq8C+aSUl2X4ZtGiRbJ3Ic6js1rOFwUEChG74nt6ekqCR0HvAjR54ng6zQIEiUuYN0FocDBbtTCIUCyjSeOGhJ2BLJM6vhcoc4d9K1HlCs+H0B/mUOvUqiHFL1AMHxuio5wkzodhQYL1xvP5HZvC7QgrIXEGgxhVXTKx8MA+ufbmqeHRInpg8kybNGwoc6YItyFMjlA9vDss88DSGuypirm+s2ft5wv82yCEiuzVytyPohv7BDbRRlKIb/Nmhoo1rDTTp/to1OJABjBKLsKLcQXg0Qzs309kRqgQwSg0e0goOILqRQhBtm7ZQp7RMhkKhf179+4lYdf3FssyoIBNChfTGxDw9jh27Cj5+BSW61EI3iSDMD8OQwrjA8ZlD+4fmJ+OHCE8de7c0aEEuX8TzH/37N6V8ufNw45NKIlkwXnBUiBUEWvJB5YaxjZuhIADVZNqsxxGNMo0V4kKdtg4AOexbh1z/fb2M8WYGMKOkynBDmNh2ZJFEmHAfC4yzRFhGzpoEGVMl05kP5S8PyvbH4EvUqbg8uXLMtGP9UfYBBzzXFj3hOUTqJCE0nVoaKxJxf55XTp1EG/VcocXKFUsjcGibVQ2kuQYO7t7QFBeuXSJhURzKTuHCkwIwUDoY44KHgnClki3xxrL7FmzyhqoaSw0vnaZwzeDvzvmLbCjRRM2OJBsIzvic7tFYy8T7YbUdLQZFIm3V37Zak4MAYvtpcCyZctkVxWsy2xQt64MeltACcNSLFG8OCVKEF8E7PZt2ySZAmnpUDBY04mwTEdWVsgOxjXYvCAolCnmGDG/iRKSeHdINIOQQH9CGBNzzmgrlInz9vKi1nwdlIllRjMMK0QpMICR6Yh9dhG6NtWEtgbmwLCfaRw26FA4AoIdYXd4TQiVIUkHnsiZ06elzi/6HhQV/h2UYExA6WNOHVnlUEbw7EMGN4xFtBcMT/SrmDGiU9EiPlK6EVnwmM9yFbA+FvP18Crr1a4lyj5mtCgUOmRwisQGEcZKaKMnhHdUskRxCblDQAdcp4ikRlT6wvNWrFCBPVP7m4OfOOlP5cuVkb8DmYGQPnjy5LFk/CNigoSocWPGUOaMGcQDRAQlqJUp/j68bkyF1KhelVKlTCkRr0gRwsnm6aayrzggK4rwu8fafT+/9dLfTWB1BTb7RrtiP1l4pvY2P8CyvhnsxKA2Ooz/Nq18JXKA9kL+Cu6NaROsZ8/LugHfCQYopuF+BL5YmQIkjsB1x8JkbOCMhJlEiRJJQgQOJAhVq1JZGh4eEK63BIIe86yYg6hVs6bE/FFz1B5ILsFiaJ9C3tSnV08JswWcwIYXivkNL/aUTQXAA0uP/15g7u/gwQM0cvgw8bBSJk/GbZWQEibgg3+icAAySRFewvy0NeCpItyFHXsgFAPzLuA9Ya4HVYaQQh9wKRMSLDAvOZStTVioCJEiVB9Uc0KIQMDKncX9BhEOFPM39CtDG2F/XGx4PGfWLOl/ll47gJEAITtr1kzpWwjHwvvAfW0BwwFLS7CfKix6LNmyVL7oY5gqOMH3xf6ZUKjYcBzz8a4ABKupX6EyUro0PBaN7YUiJ9gcolGDerJG0ZW23wsI+iLWs2PKqFSJYpQ8WRLze8fzZMmUkZo2biSC2tY+xtjacGD//vIuBw8cKJEKe9y4gY0WeolChREeUPmibyABCYoe4w59ct7cuXaNs+8J2gHJRAhDw8hDqUzzu+cDYWkUdkHo9W9WeAHBc6C/4xrsUoXwMYxIW2C8wfPs27e3jAPkpzx58tFJwljBGIRXj/XpuXN6sKzuZZjH/wH4KmVqAiGajX5+NJ0FOyoJjRoxgkaywMGyE4RI7G1lBQsI4QokDqHaiqXnag1kivn7+8v8In7PWvk0XLNu3RoejMVFmaJzBFzmEJQg9ArjAju6wKpEEgiWQWCd47QpU6Q0l72lAdjHctuWLRK+PX/+fKBzmxBQyI5EmBJelqVSQeLPLv58yOCBsmMPqg8hVI6/EdBI+d7AmEDoHglvqKI0atRIaSfMYWHnD1vRBjwfQv8QgAjxYU4Z4VB7z4NzSFRBEhTmmhD6srweJQrh7aKIAQwYCJ+z7JViu0BXAclmmFPevMFPvqNhLI6U74w2xPaF7pAEgjk5rM/GFBDC89j7dyS/97E8PpBUiMQZeEG2wLuGbNi8cSMd55+BzW1C8B9iYxLCHzLI0muD4kBeAQwozAFOnDBOEvquXLnymREXlMAThKG3esUKY5uNlrEyduwYfvezZIccOCLWwHNgSRWmdhYvXiRzyDwiDCdtgGgZ2uXAgQN0/fo1vsdHmQLjHhFHbEZfr05t2bUK4yWwHY3+KzilTAGU2gsWLHhhj9hSgrWEFHFTXN4eEH4QBLiHIx0U94Q1ZSnsECbCPSSLje+BUCb27jNZWq6kTE1gUTY8VeznCSEHQ8LQZvY9wnfccfGssJgdaV+Adgm4qBttjb1QEfrxzJ1L5lcgeDEH60glne8BvjOWT6BfoX1wQIEFVjgBoB0hmNFGjhgGaA+DN/7xWvw+qjHBqsfcIxI1sI5QQu+B3zJIwLtGG5naDIoH/7ZVH9lVQTgRWaUyPh49pCf8LPi3vQgDwHt8ze/xS8YHroNR+u7tO3NfgUy5yMbq8GFDZUUCQpUoFIEx6qpALuD7IdwqbcZth1yCwECbvmCZighHYPIHoI3QPm8gVyzGIhL2MK0EBVqudGlZRokEMdQacES2/xdwWpkGJRCsEG4II5w6cZKOHTlCkydOlIlxrINFOC7I50xdDAgPLDtA6AoGR6wY0SmvZx5RpmfPnLbq8f9oQMBg4+gJ48dJ5msujxwS7Zg6ebJEY6B4HVHSivsBBYSoxlj2ilHRCNnjSNwx1eHW9/4paA84OJimGz50KBXz8aHcHh4SFsdm7apM3QRYQ0gEQeh39MiR1KljR/q5fDmZKyhbppRU7wnqbF5XAh0fc8gI56KABLaiSpwoARUq5C2JCCjx5krhy6ACFj7yATBVkDpFCsKuRRCogwcNlBA9skhdZd5M+bbAMMf8KTJlsXMKIjeYS8dcKRSGKtRPEUV66qREAZHPkDdPHm67vFS3Tm2aOnUynT59SiIFPwJurUzxIi+cP09r1qwSz6pjhw6yDhAvcsCAfpLWbi877UcDQuD2nVsyRzSclSc2Sm7dyleSMJAZi6zKoM5UdAWgTKewF4qdfsqXKcNGWgcpXzlv3hzy81sniV0IQSv/PVAi9fe+fagcG+MI7UOxYvcczOMimQ0ZvqpMP4L17MePH5N8ht/69KHOnTpRr549pUIXcg1Qpe1HMTzdWpkiHAdlifqfyA5GVuOOHdtp584ddPKkv4SAHZ07+VF4+eqFJB2cYYsR4azDhw/KXCmSCTDHFlSZvK6EVD9iL2TtmjW0acMGSe1H4hhCVmi7x9xOjswvKe4HkpAwLvzWr5XkSCxBQWgfMgZLryzLbSqG3AbMzyO7HutMkQCGrGh4+JhOwvz9jyKD3VqZgg/8P8TkkdSDxAWEFEzJJz9KrP5LMbWX6cCAwGdYwqSCwgD6EZJeYHmjL6FdDDWNTW2l7fRfBO8VCUmyFpvfvSQ98WeGMWN498qnoM0gQ9A+pjYyHchr+VHGitsrU0VRFEUJalSZKoqiKIqTqDJVFEVRFCdRZaooiqIoTqLKVFEURVGcRJWpoiiKojiJKlNFURRFcRJVpoqiKIriJKpMFUVRFMVJVJkqiqIoipOoMlUURVEUJ1FlqiiKoihOospUURRFUZxElamiKIqiOIkqU0VRFEVxElWmiqIoiuIkqkwVRVEUxUlUmSqKoiiKk6gyVRRFURQnUWWqKIqiKE6iylRRFEVRnESVqaIoiqI4iSpTRVEURXESVaaKoiiK4iSqTBVFURTFSVSZKoqiKIqTqDJVFEVRFCdRZaooiqIoTqLKVFEURVGcguj//c2DaPE49IkAAAAASUVORK5CYII=)
chemistry-General
chemistry-
The correct boiling point order is:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAACzCAYAAADIZEHkAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABfOSURBVHhe7V0JdFTndf40q5bRaEe7AIEEaEU7EmJfBNgGO9gGu7GbujnpaZOm6UnPyelpe5KTxjk5dWK7OUkXJ3X2uknYZWM2SUjsAgm0C+0ItO/baCTN0nt/DakxOEh6M2KGvo/zmJFm3q8337vLd//33zduVgJkLAgK26OMBUAmTwJk8iRAJk8CZPIkQCZPAmTyJMA1dZ7FBIvFDJPZSo+fOnw3N/4PbgolFEoFlLQ5ykJckjxr53V0NZTjbEUvWnoMsFotsPDHIMLgpoZGHwzfiATEJ6/G2oRg+NE+jiDQJckzV32AugvH8f1Tg6gfAMJDdNCoFPRhiFg3sjQ1/awLw/KUbCTnrkfaUj0idPanzyXJM5W9h8qi4/jHc34Y912Jg3vjEerjAeWUkaxwAsPt9Wi9UoRaczxGY17GX7yShmeSA6Gmfdmp7QXXTBjmaVjMZhjdfKENXInV6ZlIy8lG5rpsZOVsQW52BnakByLEOoA7N6rQ0j2EPtrNMjOIiYEetN4ZQF/3PYz0NaG5oRGNrd3onbBg0jw7/FzhmuRRUnBTqCi8ecHD2x8BoaEI9gtASFg4QkKjsCIhBes3piAx0gdeIz2YmJzCICywjjehu6kCJcUVuHmjFA1Vl3H5wiVcLW9A06AJoybb+HOEa5JngxsRYjHPYHrSACPIEg0TmDKOYbCjFTW3mnDPoIAmZg1CgwIRTu9QTbSiq64AJSd+hg9+ewYffFSHmto29A0MoH+aLG+eAcxFyaPDtpqhmO7DaFc9qkuvovTiJVy5TFZUcgbni4pxoqgFjRMeCEhKQGRIIPwxBUz3Y/heHRrLS1HVMoTWST94+PgjOFAHT60bKOfMCy6aMH6KyrMf4J9ODKKmX4Fock+tmtzYTH5nGsX4qBH9AxoE5TyPjANfwOc3RWGt7yDQ+gGO/+Ii3v3FAMIOvIqNr+3FRl8LZWINrB7ecFe7QTOPjOKilkfxiySJRekDT/8IRMWuRmxcHFavoS0hFYlrk5GRGokI9TAM1aVoah1ExwSxYgGUCg+4aUIQvHQ5YuP9ER0eCG8fPfTE2nyIY7gmeZYZOnItZnwzEL3pz/GVN9/Cm2+/i3/5wTt464fv4Z3vfxPv/F0mNukok/7qJzh9vhrFXUoYaDe1Rgs3Tz3cNQp40lDzzBEPwDXJE4HGDVaFBmqtDt6+XtDRb1RqNZRkPRq/ZfBPz8LKaD9EWVsw0tOP1k5KLDNWKFhMU6ZWKijG8TAS4JrkCfficsIEs2kKU5MmkFF9AvSTxh9ab28EelugpFhoNJCrk9v+wTPtEOld2vIoeEGl9YKXl0pUD3+AZRCGqotoqG5DRb8f3Hx9EB5BVkoJ4aGJBAlw0YRhpbBngHmkCZ21JSjMP4XTF0tQVHAWJYWncObIRzj+4XVU9GhhXpmL2NgoJIa6wV1lxvQ0ue/UDExm0oi20RYK15QqN/4Tt07+HH//+7sobZ9CoB/VtRTD2CWtUEKpocpDH4SQhC2Iy92DF3asRVb4MFQtv8SR31Tj7d9qsf5rB7H/SxsRT/t4iVHnD5ckz9JZhu6GMpyr7EVrzwTMFovYKBMQeQpyZR3c9cEIWZmA6PhEJEZ5IUBjAAYrUFvRiys1SkStS0Bc+jIE0Xia2WHnDZckz1ngkjHPWc62y1qeaWYG7e13MDIyCpVKieCQUCxZssT26uLARbMtMDw8jO99900cfPEFvPH65/FR/nHbK4sHlyVvxjSDlqYmNLS2o7KiGr09vbZXFg8uS56CMquOKggu5n39qFZ1d7e9snhwWfKcATJ5EiCTJwEyeRIgkycBMnkS4LLkuYkFPU8WLkueRqOBQkEEPsHi0mXJ6+zswNTUNBE4+7NCqZx9sohwSfK4LLt88QJGRoahUs+SpngCbuwy5FksFrQ0N+Pwod/j5+//F/KPH8e9u3cxM2OG0WjErVs3cfnSRYyOjtr2cDxcYkrKYDAINz1fWIhjRw6ju6uLXNYIk8kkNv4IoaGhSF6bghf2v4jUtAyqe3VQqx+4LGR3OD15tTU1wkWLzxcJS+NEkZGZhbUpqfDWe2N6ehrd3V24fu0aamtr4KP3QXxiIrbt2Im0tHQEBvFEu2PglORNTU1RPBshstpxvqgQV8gdG27fhp+/P3I3bMSzz+3Dupwc27uBwcEBnP74Y5z8MB81NdXQEsFZ2TnIWZ+L9IwMLFkSDE8vL0ou9o1STkceH059XR3OnTmNU6dOoq2lBXq9XlhS7oZNWJuaioAAf3LJ/7tsw/FwcnISnR33UFRYgJLi87hZVgZPT0+kpKXh+Rf2Y/2GDfDx8bXtYR84DXkzMzNoa2tFTVU1yq6XigTQQWRERkYiLT0DW7ftQGJyMhHgY9vj0WhuasS1q1eFm9+mk2AwTAg3zsjIQnJKCmJiV9ltut4pyOO4xdcjjh4+hMJz53D7dr2wtvSMTLx04CByczfAg6xorm7Hbt/Z0YGPT34oxmxqbBRuu2HjJuTt3kMnYvtjT8Jc8ETJ44s4HKOuXbuKUtqqKipE9oyLixfWlpGVhTX03J9i3XxhMpnRfqcNlZW3cKG4WIzdP9Av4l8axcH1FA/ZpUNDw2x7zB9PhDy2NJYfDWRhHKPYxepra+Gl0yElNQ37X3wJ6yjgB4eE2PaQhnKKf4XnzuI0x9DWVmi0WpF4tm3fQbImHeEREdDS7+abUBadPDNZ1u36euSfOI6LF0pI+DYJl+SFiXm7dyOdLC4kJBR6ciulnUquKRLRvX29aG1twYXzxTh39jT6envh7a0nyZOCzVu3YWfebsrm3O4ydywaeZwNWafV19WKTMgSpK+vD0uCg5FMiSCH4tqGTZsQHGwfa3sUOCtXVVagsOAcSimptLQ008k0UxKJxVaywsTEJCxbvpyOKWR20uExWBzy6C9UUPbMP3FMVAlNlBG9KIBzTHvxpQNC8IaGhdnN0h4HTig1VVVC0pygY2qmhOLh4SG04a7dz2DLtm1k/Y8/iQ4lb4zqTD67rP5LaauurhRnPzw8Apnr1gkXTUhKcqi1fRbYE7hW5pN6vfQaxcUb4ndBQUtEls/MWofU9DSRYD7rpDqMPD67fGDsnvnHjgkpwnGMVX/ert0iziwkizoCdVTWfUgxmI+V47FKpRaxkGUSl4KRUVGPnHx1CHlcWnFs+93/fICLJSWiiE8gobrn2b2Ii08Qwtc/IMApZoMZfKJ7urtJDzbgBgn0I4cPi9IwesUKvHzgFbz62uvw8/N76HgdMiXFMqSDROqtmzdxh7RWYlIyntv3Ap55bq84owGBgU5DHINlStTSpSJpPLfveVHKsZfcLC8TOtQwMSHCzafhmPk8MmYr/zF65KmiVz//Gp7du4+kgbftDc6LZcujceDgK9j/0ssIDAwStTYvnHyUgzqEvPt/yGK1iOX9QVRLcnZd6KwGj9Y6OoPCe5N4v24Mb98cwXdvDONN2r5je/z+zWH8tGYUZ+9OonF4BpOmhUUjzrqcwDhxqFQq22d59FiOsTybR7JrWi1WGCeNs7+YJ3jh+rTZitaRGRQRcb+qH8M7t0aIsCF8q3QI/0zbd2j7Nj9eH8IPiMDf3B5DARFYMzCNgUmzGGM+4PKQY+AMVUFM3B+LLo4hb4H45Odk0qoHpvAukfU3Jf1EzAjK+qYRoVNiZ6QH/my1Dl9P8cE30nzw5UQ99i33QrSPGs1E9Pt1o/hr2oetsbxvSox1H3PhkvmaS0h2KvLuH6+BXK6sdwonWg043jKBqz1kCRRCY4icvEhPvBKrwxtx3vhSPG96fJEe/2SVDnuWeiLeXwM1VQdNRCK7Oe9/vceIcR6AMAdOBMGPCHEPwanIY4xNW1BMH/rfqkZFbBs3WQRZ/745EO9uDMBrZHFbyfKSArUI06kQ7KnECiJ1fai7eN+3s/zw402B+F62P4I8VPgxjfPDylGcumPAhI1Ae8HpyGugYP/fDeO4QZYX6kUuGuWJF1d6YWO4OyKJrAB3JbzVCnio3ISFqWjTKt3gRb/zp9eWeKqwNkiL3cs8kRflgQSyxJrBaRxpnkD90MzsXTDsBKchjwP7vXETLncbhbtyA95fUSz7ywQ9NoZ5CKLmgzAvFV4lS/yHdF94axQo6jCipNNImdg0p7g3FzgReVYcah7Hh0Tcaj81no/2wm6KYcvJJReKAA8l0pZosT3CAxFkxb9rHEd+28QjNdtC4DTkDRrNFJcmUUkSg93tcytms+f87O1hBBKBnEg2hLnjZv8UiskCew3zvI3FZ8ApyBuZspAsmUHPhBm+Gjdso4SQELDQpqaHkRmixS4ikGNmP2m/K91T6LYDgU5BHlvdnTETTBT42FKi9SpoOOjZCUoSbav8NEgOZBkDki5T6KD4KhVOQd7ojFVYhBcF9mDKlmql/Q/LnU7GuhB3MX41Zd+nxvKYuHayhEB3BWk2srp5Zta5gLN1EEkZL5WC9J71gapjoXAK8oYp5vWQJfhqFSIuOcDwRLnFoYDddi6l11zgFORZ6R/rPI5NKtrsb3ez4A/LxLFSsYdYcQryuDrwI5flmnaQrHC+MyFzARM2TQNzhcYE2uMEOQV5XJ9G69Xoo9h3e2haZF17w0zsDRotor7l2x7ZIzQ4BXl+FOu4jh0gycJTSiPT9i3gGawlr5FE6aETFEeyJZgkkVQ4BXmcKJg8E3HWSUK5bdS04JngR4KGYh3JdTPP2mSTaI7ylnpLGqexPCVW+aqxnMTxFLnsyTsG3KJSyl6ooJLvQqcRo0RcOJ0krnc5VEiFU5DH4FmQTRHuWEn1bHHnpJhKHyI3lgqOcec7JqkkM4rJ1GwSymx19lg97zTk8bzcn672xsEYHZqGTTjaMoEP2wzomlh4GTVDVszzgzxO7dAMXlulw8s0Pt+DxR5wGvL484RQ6ZQZrEVSgEZkxl83jOOX9WO4RlYzNY+KgKecGoenxRTUT2rGRB27kiqXnFCybAoP9qHOici7j0hyqS+s0SGWPmQRue6PKkfx09pRssYHb7X1x8B160dkbbzvezWjWELx7aWVOiylmGpPLA558zjVLFu2R3rii3He4sJOBJVrLDG+WTqIb1wawI+rRnCMXJrn5TgJ8FZMMY3d/D+qR/G9smF869qQmMrnsPY6uSpfJOKJVV9KTHMBXzKdy4qGRSFvPm7CBTwH9H3RXvhyog+eXeYpCvry3mlB2okWAz6mbHym3YD8VoqLrfx8EifJ0k7Qz3y17AqRbSSpk0PJ4StJPti/wktkcp7lepzzi2vNVl4h8Hit6Rjy6Ah5bYe4aExkqDTzn9jkIp6vir0Rp8dbuQF4Z0OAeB5CLshueanLiENNEzjcPCGed5E+5ItDLxBR3870xU+2BuGryXqs9teIC0T38bgTycvJ+LhN5tlMz2Xd7LT9w7Q7hDylSiVu1aFQKDE4OCg6eCorbmFsbMz2jrnBXeUmxHMqXw0jt+Pp9K0RHmJeLpW0WgYlF95Yt7Hw3RLuQS7vgR1RnsgSkkQNTxpjPrh7tx1Xr1wR6/W4j42XiHAbFn+Wh0Cs2h3Dw8PWCyXF1s/tfcbq6+VuTVwdY/3br37Feu3aVev4+LjtXfODhTYTFahGKnwnSYOQfrOOTZut47TxcwNt/NqM2WK18JsXgPb2O9Zf//IX1p1bN1l9PDVWb63K+vWvfdVKBmB7x4NwyPo8Xu3e19cr1v1yiwAvYZ2emUZYeIRYYsYNJYnJSdDpnGPV1N32dpTduC6Ota62VjS++Pn5izWFGzZtFivzeRnap+HwNcm9vb04ceyI6A0rLy8TS8548fa+559HfEKSaHHiZrzFBn/syUmDWBV/icLKkUOHxIJMXtW1a/ce7NrzjGh6+WPrpB1OHg/Pqy7r6+tQdv06Ll++iPa2NgQFB4seiB0785CSkioWEy4muM2K+3OLCgpEhxCvwWOvYMLY4pYuW/7Y9YTKbxFszx0CTv18zydeoh9CVsffJjAwMIA7RCC3ek4aDMLNubGEuxUdaYXc3zYw0I/bdCK5qaWosBDV1VXiG1t4cTmvXM3btQvhEZGPdNNPw+GW90nw2jdecc4NeifzT6CkuFh0AQUEBIrV5/tffgmZmetEU4sjwN0/BUTaiePHRFOfWq1CLlkatw7k5m5EUFCQcNu5CGTGopJ3H/wnWbpcI0nAN8NvbGgQCwrZbXgZP3dsx65eBX//ANse0tDa0oLqqkqRFG7eLEdbS6vo+0hJTRXk8WNYWLjt3XPHEyHvPmb7z27j+NEjotGYW+F5Ce7Wrduxk9wnd+NGSigLvZfsrJtyvOU2gTNnTonmPdZt8QkJePHAQYq3u8jqAxa83PeJksdgAjn+cVsTN/DVUAwaGR4hSwgTVrhxyxbRzDffng1uBLx29YpICpVEGmfWlTGxopsyOydH9LpxDJYChyeMx4HVO8ca/jCc3fhcciJhQtnd+KbQbBkatUZULbzI+rNiElsaVzE11dU4X1iAs6dPUbVwWZSKa+LiRELY88yzIstzEpOKJ255nwTf4oN1V3NzIwrOnqPtjLh/ADe8cCfOdpI127fvpITiYdvjQbRSQsg/dlR08nAi4jKRO7v3kGZbl7NetKBykzKfAHvAqci7D+4YullejpLz50Vf2N32O3Skbli1eg02b95COiwJy6KXi+X+ZpI+dyh719fV4xYlA27G6+7qFD0UcfHxohmPtRs3qdgbTknefXAG5gK9qOAcPsrPn+1f0+uxZes25O3ZI+TF8MgwThw9KnpoqyorSSdqSXSnUEI4IORP1NJlc5Ye84VTk8fgGNba3CwSCteeXOKxtXGWXLEyRuhGTjKsIbnJOSs7Wwhe7nFjObLQTDoXOD15nwQ3OXN/7OWLF0kb3hY9YXwDLl8/PxLXWeL2ITvy8gSJiwGXIo8TSm9vD2opm3IsPHPqFBHnK1o7k5LWIkJ0U/o/eu7NAXAp8u6Dp4y4L5a7xnlCYe++fSSug22vLh5ckjw+ZI57rOs4GczeiHBRLsc8AJckz1mw+KfrKYJMngTI5EmATJ4EyORJgEyeBMjkSYBMngTI5EmATJ4EyORJgEyeBMjkSYBMngQ4aEqKhrQYMWkwYcaihNbbU3y5m2Muwzw5OIY88zisIx1obBvBwJQH/GNWYYm/Bn5PmZ3blzyTARhqQGNDC8qq2tDV2Y5B+tWAdi1iUlOQl5eIpTrFgr/J2NlgX1uYHoep6xaaq2+g8Eod6urL0VhRgMPv/Qy/+30hLvea0GP/btAnBrta3vTEIPobKtBrsGJIrYePdhjDDeXIf/vn6AjKRtCX/xUvp+qwyXFfUbGosKvlWRXusOhXIGx1BjZlpiM1eTs2b9uMnFWBWOHL9w+YvWfU0wK7kqdxd0dIVCgC/LxtAxtE/6xBn4GgZWuxJVGL5U+J1THsSp6bm0IsS1VajZjpb8S9m8dR9HEBSseDMOoXg+UBagQ8RXrFvgnjPowDmOyuxK2TR3HmUD6udk2gZdoDxnH73ADLWeAY8tRe0PhGImJNMmKjl2BJ72m0XDqK90+2oLxt7q2fzg4HkaeDJmA5lqVvR2ZuNjYGd0DTcwMfFTejjoTz0wLHkOemhELrB31kJuJznsUbr29HXlY4zL1dMA4N297k+nAMeVzFKmZvguARugzBsRGIXRoEP50X1Er7dls/STiIvE/AOEmKxQ1aXQBi1sQgMMg5vonAHrBThcFDmDDR24jbBWfQNKJCj08MIoO08LeOUJVRi0H3KBjX7EJOjD+Sgp4OvWJH8qYw1HIZF370A1zoVKEuIBuJS7VYqtegb9AXkfFrsH5PKsLVgGOaoxYfdq1tTePdGLxdjuaeCbRNekMfGITAAH/4uHvA108H3wAduB3uadHJ9p2SEpjE1MgYBkemYPHwh4feC/6PbyB0STiAPP4uDL6ZIA1L5Rqv3LTTDXScDg4g7/8PHC9VnmLI5EmATJ4EyORJgEyeBMjkSYBMngTI5EmATJ4EyORJgEyeBMjkSYBMngTI5EmATJ4EyORJgEyeBMjkSYBMngTI5EmATJ4EyORJgEyeBMjkSYBMngTI5EmATJ4EyORJgEyeBMjkSYBMngTI5EmATJ4EyORJgEyeBMjkSYBMngTI5EmATJ4EyOQtGMD/AsydF8u/oHCXAAAAAElFTkSuQmCC)
![](data:image/png;base64,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)
The correct boiling point order is:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
chemistry-General
chemistry-
Arrange the following in decreasing order of their boiling points
![](data:image/png;base64,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)
Arrange the following in decreasing order of their boiling points
![](data:image/png;base64,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)
chemistry-General
chemistry-
Decreasing order of boiling point of I - IV follows
![](data:image/png;base64,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)
Decreasing order of boiling point of I - IV follows
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAz8AAACDCAYAAACjtaXQAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAGBhSURBVHhe7Z0FnFTV98D/dCkg3Y10N9KgNEh3SndLiXSDSjcq3a2AGNiCIC0ooChggGC3nv/9np03DMssoYs/dvd8/dzP4rz3Zt/svHPv6ft/YhiGYRiGYRiGEQUw48cwDMMwDMMwjCiBGT+GYRiGYRiGYUQJzPgxDMMwDMMwDCNKYMaPYRiGYRiGYRhRAjN+DMMwDMMwDMOIEpjxYxiGYRiGYRhGlMCMH8MwDMMwDMMwogRm/BiGYRiGYRiGESUw48cwDMMwDMMwjCiBGT+GYRiGYRiGYUQJzPgxDMMwDMMwDCNKYMaPYRiGYRiGYRhRAjN+DMMwDMMwDMOIEpjxYxiGYRiGYRhGlMCMH8MwDMMwDMMwogRm/BiGYRiGYRiGESUw48cwDMMwDMMwjCiBGT+GYRiGYRiGYUQJzPgxDMMwDMMwDCNKYMaPYRiGYRiGYRhRAjN+DMMwDMMwDMOIEkRa4+fPP/+U3377TX799Vf/4P//+OMP3xnX8/fff8vvv/+u5zB++eUX+fnnn/Xnra41DOPu8Ndff10nx558Iqth4cm+dx0yHGxwnPc3DOPugrx6Mhwox8jqrQg9BwRe/3co+WUd5z1Zq28m25zHcQb/Noz/ktBr1O3IBM+qJ0fB1jMGOivvcbNn3wghUho/Fy9ekOXLl0u/fv2kZ8+e0qNHD/3Zq1cveeqpp+T8+fO+M6/xydmzMmPGDOndu7ee16VLF+nQoYN07NhRunXrJv369pWnn5oux44c8V1hGMbd5PLly7JxwwYZNGiQyq8nw8jo6NGjZf++fb4zr8ECsHXLFhk0YICe17VrV5XhTp06SefOnVWueQ15XrxwoXz6ySe+Kw3DuBu8v3+/TBg/7oa1uF/fPrJ08SL57turvjNvBEVu3bq18vjjg/Sa7t27S3f3Hvx7sJsXdu3c6TvTGVju3NMffyyrVqyQmc88o8e++vJL39Fr/PTTT3L06BE3T2zWueLYsWPyi1MaDeO/YunixX5ds4dPLvh3XycTq1auvMEA+vqrr+SFF3bIqJEj9VzWMm9N6+zWtC5uTfN01jmzZ6s+a0b9zYlUxs9X7gF55513ZPq0qVKiRHH5v//7vxtGypQpZfKkSXLm9Gm/95gHbdfOF6VIkSL+82LEiC6JEiaUBPHj+1/LmD69KlXvvvO2fPfdd3qtYRjhCwbMJ2fPyGK3QFSpXNkvf4EjTty40tVN9nte2i0XL15UJQmuXLkiXdyC4J0XPVo0iR8vnsSNE0dixojhfz1DurQyoH9fOfnhCb0Ob9qhQ4fk8OFD5jUzjHDg6tUrbq18R3p07ybJkjzgl73AUTB/Plkwf758EsQJ8emnn8oKZ8hUqVwp6LWMRg0ayJuvvy5Xndx/9+23snb1anmkSmV5MFs26eQUwbfefNP3biGgEH567hOZPWum1K1TRx6tW1cWLVokly9d8p1hGHcPdNSNGzdK4YIFgz7PjIdKl5LV7jkOdNK/8fpeadSwviS8/349h7UsTuzY+pM1jteiRfs/uf+++6SzM4pOfvihXocDEUP/rFtPf/nlZ/nb/WeEEKmMn/Xr1kmVSpUkfbp0EjNmTH0gYrufCeLH9T9YjDRp0qjnF2UHRefnn36SlcuXSc6cOfznFClcSNq3baOTa7q0af2vp0yRQmpUry77gnidDcP495w4flyeHDFCChUqJHGc0eLJXjTfT2888MADUrlSRZnxzFPy+eef6bWXL30tjRs39p+TM2dOaVDvUalTq6ZULF9OihYpLPny5Ja2bVrJ7l075ccff9Q5AKdJkyaNpUWL5nL69Gl9L8Mw/hl//vmHbFi/TipWLC9JkyRRxSxB/HhyX4J418kwilumTBnl8UGD1LvtgUNy8uTJkjVr1uvmgFQpUzi5T+z//wQJEqix89qrr8qXX34hY0ePlvRp00iM6NGldMmSssYpkYHOjL/c+75/4H3p1rWLJE+e3I1k+rvPf/657wzDuDv8+MMPzuieJbly5dLn03uGY8eOJXHjxPb/f6xYsSSbM95nz57tu1Lk2aVLJHnSEAdCwoQJpexDDzk9tJquaaVLlZRCBQpIqRLFpaVbvzZsWK/rmrP0Zdlzz0nD+vVk2NAh6tj7/Y+w08WjGpHK+CGi4z1AyZMll9atWskUN4E+8/RTMmniBBk+fKhTlkK8SMmTJdN0mosXv9AIEA9X3rx59FjKFMll/NixctBNkm+9+YYsXrRIw4lJkibV4yhd27dv9/3WEM59+olTpna5SfgVOXfunHqvDcO4M/76609VWB58MLvKWty4caRxo4YybuwYmTxxoowaNUr69esr5cuV0+OM8uXKyrvvvqPXX73yjTNimviP9ezRQ71myOWLL+yQjW5hWLN6lTN23g5ZIBxHjx6V9u3bS7x4Tjm77z4Z+eQIOeZeMwzjziGK+vZbb0rTADnMnSunjBz5pMx45mldi8eMGin169Vz8pZAj2fIkEFGObn70BeJxfhp166d//p8efPKiCeGy4IF851SOEuju8l86zHjeafknT//ufR3c0OiRAn1tQL58slzzy690fjZv18ec/KOksl5XTp11CiTYdwtyEh4/rlnpWhAdlEZZ8AMHTpUpk+bJk9Nn64pbXXq1JZ4cUOc9T26d/ddLTJjxjP+68q59W7NqlXy8p49uqaRvrl+3VrZsnmT7HvvXfe7vpHfnAzu2b1balSrKrFjxZQsWTLLWKfTXv7msu8djUhl/IwZM0YfDpSYVi1bqvESWBD522+/yqaNG5ylXEo9RnnchPrGG6/Ln3/8oQ9mHmf8EEasXKG8vPbKy76rQjh8+LAUcNY1758uXVpZu3aN/PD99+pt2rfvPaeYTZC6detIm9atZLVTrr64eNF3pWEYtwMpKd+4yXnEiBGqmCROnFijMW+/9ZZ6kj0wcFavXCkPP1xFHRHp0qWTHTt26LEff/hemjdv7l8oZs2apa/fjDVr1kiSJEn816RLm0bmzZvrO2oYxp3w7bffqgMhbZo0Kk8ZM2aQ0c7YIeUnEKI1zZs1dTKcSM8jFXWzU+Ao2n7zzTekZs0aEsOtx6lTp1bHx88/hTgrgLR10nvwkOfIkUO2bdsmn3/2mQwc0F8dm7wfDpRFixb6rrgGqXDNmjZVPSFO7FjSvWsXOWfGj3EXIcsIQ4TnMnr06PKQ00GfXbLkBif5S7t3hRhA8eJqWuahgwfVmbBw4UJ/eluzZs3ke6d73oyLFy5I544d5T6n53IN45FHHpGPP/rId4YRaYyfb69e1QKy+PHjSbkyZTT39/ffQ+oAAvn+u+9kx/ZtznouJxnSZ5Dly55XS3nZ889JXmcMkVPZxT00Hx4/7rsihI8//lgKFy6sDxHGz6IF890k+rqMHzdWqrmHOnPmTGpQ5cLD5Sb+UydP+q40DON2oEMToXmMl/udHDZv3kzeeP11fz1PIOT4HzhwQFq0aKFe47Vr1+rrPznjp0WA8TNnzhx9/WZQV4DsetcwxowZ7TtqGMad8PXXX0tTZ1xEc8oait7gwYM1GyI0KH6v790rdWvXUplj7d20caM2IGjSsIGmpGVwhtOokU8GbUxy0q2xNCxg7SZygwEzbMhgyejmA94vQYL4GikOhCjQwvnzJV/ePGpYJUuaRGv/Pre0N+MusmvXLsmbJySziHRL1qVgdWY041i1apVGajiva+eOztD/WFa71+L50j9Z83755VffFcGhhq66z9jyRtkyZeWIW1+NECKF8YMVvH3rVilbtqxOmNTznD0Tdt7+33/9qZ0xMmfKJNOnTpHPzn3qHq6VUrhQIVWCHq1d2z0kH/jOpo7gksybO1fSpA7xZCVLlkxWrVwh69eukQIF8vsfLizzqlUf0ckYy9swjNvnpx9/1BB+mTIPaV0e+dG3Yty4cVoXsHDBAv3/K5cvqWfMk8l2bds6OV0rK52BQ4eduW7RmTt3jrz55pv+dBiiRnly59bzkyZNKg8/8rA/kmQYxp1x6tRJeaRqiOJFBHflypW+Izfy26+/ybQpkyVlyhQq81vdOk5EKG3qVHp9OTcXvL//5vW1FHIjyxhIo58cITkefNAv/0SHlyxeJEuXLJFFbo545qmnVCnEs87xTM64emL4MLlg67VxlyCjgSYHOXPl0mcubdq08vrrr/uO3siRw0ekQP4QvTJvntz6/G/dvEmS+5qGFC9eXBt2LH/+eY0eLZg/T0s70DuPHDmsZRxffPGF9Ondy+msqfUaRs3q1f2NEIxIYvycPXtW+vTqpV2dCJFPmzZVozk3gyhRhgzpZeyY0XLWWdbUApQsUUK9VSmSJNGHiWgPg9aBZUqX1o5RiRIlchPqw3LwwAFZv36dPJA4pPgyfvz4Us0pTTyMpMIF5hkbhnFriN7S+jaPWyRQhGhXfytIkcOJQRt6uHjh/HU1P3h4a9eoLhXKlpG8uXKqUsUY8cQT/n273n9/vzRr0libpJDaSuoNKbKGYdw51MlWrFhB5Q/jh66NYUGLabI0ChcqKBkzZlQl8bXXXpNMTqa5vlH9etq++nYg8jPOree5fUomg8hOwXx5pYCbB3Jkyyrp06SW2L5aH0aOB7PL2NGjnLJoaerG3YEIJ8430jN55ojq7Nmzx3f0RqhJK+LkgXPz5cunzbVw7tPIg9eSOCOoaOGCUrpEccnvjKPMTo+9P348KequISOJxgqkjpLhVNOtfZRyUEfUu2cPp5ve2Po9qhIpjB+KJBs3aqQPBsbPzBkztO3lzejTp4+kT59Oc5FPf3zKXwvEezCyZ8umqXEMJuLo0aNJRnd+H2c07d27V6NNq1atlMQJQ4oruXbH9u1B9xUwDOPWkMq2YN48p6RkV+PnZh5jj+HDh0uWzJnVEwYXzn8uTQK6vVFg2qJpE6lds7oUK1xIsmTKqAO591rdf3bunIwfP069z6VLl5bjoVJeDcO4PXD6vbxntxZlI3+xYsWWBb6obDCom125fLnkdwYKxs+mTZvk1Vdf1Wgu17dt1fK29+LC+CEN3YviMujOWqJYUSnlRsH8eSVLxgz+2glGnty5ZMK4caYUGneNy5cvydw5s53Rk0WfObqykc4dFuxfV6JYSGOE/AUKqPGzY9s2SZ8uxPghu6lcmdJS9eEqUrxoEcnlDPikiRNJyeLFZOmihVraQbTp3CdnpXu3rrplS4nixbUWnbQ6I4RIYfx8/PFH0q5tG80vDjF+ntFJNSxocMBGh+nTp1cl6NTJE9rAgAeEh4vi56JFi2qBGKNmzZrSpElTbaN55PBh37uIdpJJ4h46rmnkFK7vncVtGMY/g444pJdmy5pF28ujCN0KOthkc4rSkkWL9P+//OKi3/iJHu3/pGOHDtoFZ+2aVZoeQISI8dprr2pHKfj60te610jWrJnloYcekhMnQjpOGYZxZ/z991/acapiBS/yE1uWr1jhO3ojbDNBtCZF8uTq8KBxAZGfDG5t1nW1YYObtqFmj68XX3xRPvroI001pyskjksyOPCQ03FuvpP7xQsXyPy5c2TqlMnaDCl79ux6bw9mzyYTx5vxY9w9rl69qg10aMzDM12qZImbbpVy6IMPpJgzajiXhh5vv/OubNuyRVKlCGnkQWtrnH1s5rtwwXzVdyeMH69rGE2+vCYKGF0DBw7Q2qGGDerLO+++43f4GZHE+KGzGpNa5kwZJVmypDJ0yGDd4TYsPjh4QGrXrq3GDyly1AetWL5MChcupA9XCWdBs8suRZAMJlg61bCxaWA622JnZceLG1KE1qBBA7l02doIGsY/BfmiAUmB/PkkRYoUTmmZ75/Ig4EXq3///upRW7Fsmb7GPj+e8RMzejRNXyW97Q836dM4gc45jEA5Jj+aaDFdqcqUKaOKlGEY/wwiNXSqQgZpKjDDyVawpiVAWnnjhvV1HyA6N1Lzc9CtzxXKl9eUOTYr3x9GzQ9zw9y5c6VYsWK6USnGD80RcJywSXmhAvll0cKFmqVBW/sff/xBO9G98/bb0rFjB01hT58urUwYN1ZT1ZkneE/u1dLWjfCCZ2mbe67z++p4iHCG3iolEOpRiV4iOyVLlpSDzhjauH69JL7/Pr2+VYvmugEqhoy3pnnPbSCkcrItBN0PH61bx73v67oOGiFECuOHL/7EiePSunUriRkzhjYhmDdvnu/o9aDodOncSVKnSqXpbJs3b9YcyeXPPyf58uXVh+vhKpU19HgraD/obaZav359+cK8R4bxj2HyPnDgfWnWrKlGcTFEMICCgUIzfvx4XVAoIPWiRIT8m/m6vcVwChX7d90KPMtTp0zR1rykuQburG0Yxp3xzeXLmm5D51XksFLFiroPSWgwkvBYZ8kcUt+jzRFWrdJ299QBofjRgGTI4EHa8So0rPFshMy17PFHMffwoUO0yBvjh/QilMbQYCQNGTxYI0PJkyeVsWNHq6LI9cuef1bWrlktx48e1b1SDCM8+NA9W+xNRRSGTUoHDhgQtJYNA53NTSnJyJMnj+7vg1Odfazi+GrVujjD/XZg4+/evXvpfli1a9UM2dbFl+1gRBLjxwMPk1fM+BDtrteskd27d183JrlJkoePyZGUNlJcMJ7YfC1btpA846KFC8mLL7zge9cw+PtvfUg5n1GrVq2g7TwNw7h9fvjhB20DShoMckXBJ60/Q8sxskeaDOfg6eU1uHrlqjRp2lRfj+bG4EGD5PChQ+pN3vfee7pnEPnW77//vkZ18fZSK0B7ehwiuXPnVqcGrUINw7hzfvrpR91IuEL5kLofxiMPV5EVy5dfJ8OjR43ybyyeIH4CdTy8/Mor+h7IZevWrfVY5owZdYPTl156SQvF9+x5SesBPcOHqNF8ZwgdcXLep2cP/+anNDOgrXVgFIdaiA8OHpROHTtK3LhxJXbsmPL4oIHqAGH/n9Ytm0v1ao9oJBgjzjDCA9a1XTt3+jfZz5UzpzwxfLh2FQ2Uifnz5qpeStpmo4YNNY0bWBO5jlGt6iP6XjRGeO+9dzWSybO7d+9rauCcPv2xNjxg431q1Nm4m6ymee49aENvhBCpjJ/NmzZpPmSM6NHdpBZbPcKEGBlEefhJm2oeoDx5cuvOupfdBEdaG8qPl5P5oDOC2G/gZrB56tNPP+0vnqxRo4acOnXKd9QwjH8K+dCPPdZelRhC/4Fy7A3S4rzF4JEqVeS9d9/Va/HqNqhf33+scMGC0rRxY6n3aF1VwNhcrohbCOrWqa31ReT6f/bZOZV/0t6I5GJU3c7mqIZh3Mhff/8lV775RusScmTPpnJIVAe5Qna9tThwY2HS3DasXy/ffXetUVG/fv38x0mJy+SuoR4wa5YsfscHI3u2LJpWhCediBP7BfE6KW04NQO93RhVb77xhrRu1Uo7tMaMEV169eqhcwCOUDYpp6CcTVBtrz4jvPjbDdK0qVGNEyeOrms805ReBK5rKVOmVKOc48OGDQu52IHxg07Lc53CPZ8Vy5eTGtWrSZXKlaR82TIa5SyYP78UL1pUOxifOXNaPnfP9LBhQ1X2uJbObxhJOACMSGb8UOdD7U6jBg207bU3OYYe9ztLuH+/vprbT97kpUuXtGiMyZXjlSqUl1deftn3rsHhASLPGK9zrJgxpLFTsMhfNgzj30HtDzu89+7VS9KmubZPQbBRo1o12bRhg79gmfq/+vXqBj03cNAMoVmTJrJ/33vy/fff6SZytLn2jvdyv5tcasMw/hmffvqJTJ82VQoWvCZXwUaRIoXVKx24az3rK13f2rVrq92qgl3HwJBi7SZ6yxxAw4M0vj2CKBonAhWo7BEFOnb0qLa6xwlCfeGUSRO1ppdIDxEmlNISJUrInpdekl9/Cbvm0DDulKPu2evZs6ckTBhioAcb0aNFd899O3nX59CD9evWaWfCYOeHHjj53n77LV3XaLSQwJd+iq767NKl+roRyYwfQGHZ+cIL0rljRzepFtG8yZw5cmjvfzaOKuks5I6PtZfXXg0JrwPeINJhCIXXctbxjGee0b2DbgUbVfXs3l13qH5q+nT52k2ghmGED4T1hw0dIqVLl1LDJG+evJomQ01f4cKFtYiTRSEQFKgJ48dpSkzevHk1vQD5Dxzst1C8WDHp16ePpsIBjpPHH39c0+wyZ84skydP1tQBwzD+OZcufa3dFSuUK6cy663H/CxYsKBUqlRJZs2coRuNB+ODDw5I1y6d9Vrq+1jH9frcuaWQu37o0KFaJwE0NXjl5T3SuVMHTV0bP3asHD92TI8FQvetV155Wev8pk2dopEgUt9ptU/jJLzxOd28QSqdrelGeENaWpeuXfSZ1nXKyQLp1jzf/D/dCA8HdBUGDPbRI59UOfJkIPRgXWN07dJFDn1wUK979513pFnTJpLLXVOtWjVtd01NnREJjR9gp/izZ87IgQMHZOeLL/raAc7QNprk/xMSDN3vnNbYhL0Pf/CBepDC6k4TyDfffOMeyiP6gJ1xv+92rjEM4/YgKksu/qFDH8gLO3bI0sWL5dlnl8quXTudUvSBFpHS4CCQv/76U2t5yIOmbm/zxo2awkp0iJ8b3U/Sa9g34cD776sMg9b+nDsnL2ne9Tx1bFhxqGH8e4iqHD1yRA4ePCgrVqyQqZMn6270r+/dq57wS19/HWYqzp9//qGOSK4lZeeF7dtVlpFtZBxZ9yCqg/Pjww+PO9nerwXfwSI3nEcNBus8+/JhNPH7UTD79OmtqfGkH9EU4SNLZTfuAjzTrGGkeK9bu1bbVPOTdYcMosA6NcA4//yzz1Rmtm7e7F/PQta2kPVtw7p1urbt02yGkCgqz/aJY8dC1j03Tp06Kb/8atFMiJTGTyDU5rBj+7ChQ3WyNAwj4oFTYtYzz8ii+fOCdn4KE5SqgPG3M2jY58utLr4TboQ6QFriGoYRvmzdslkG9e8nG9evc4bJP4us/nUXnBIYaKQElS0b0qQhRvQYmhaLzhDcLDOM8OHdt9+SWTNmyJZNm/zOuJvCOsb65a1p7t/euoazIBgcw8GPk88IIdIbP5+cPSPdu3fTUPaECRN8rxqGEVEgAkTqTOFCBaVs6VKy8iabJhqGce8y+PFBkjplCq3LDUw9/1+Cl/306dMyftxYyZc3r3aDJY2Ihguk3prxY9wtSLWkTq1k8eJSr25d2bnzRd8R424TqY0fcvbXr10jRYsU1m4X/fv30y40hmFEHAjd9+rZU9vYx4sXVybixMDrZRhGhAEjw+vgRqe3UaNGafrZ/xpS3kgTYoNl6iNaNG8mzzz9tKbNX3HKqWHcDYhg8ozRnTRu3DiSOHGiMPenNMKfSG38MKFNnzJFu7/EixtX+vbtIxfOX8sRNgzj3gfjp0OHDv5uNqSw/m71dYYRocDIGDJkqF+O27dvr/U+9wrU92zftlU7vbIZumHcTf74/XetMS1XtpxfJqZNm+Y7atxtIr/xM3WqtsuNFy+e9O3TR4sgDcOIOGD8dOrUyb9ADH78cc1fNgwj4hBi/AzxyzEODVrT3ysQmSLF1hqdGP8Fv/36q+zetUv3uPJk4qmnnvIdNe42Ucf4iRtXd7v97Nw531HDMCICGD+dO3f2LxCDBg6Ub69e9R01DCMiENr46eiMnwvnz/uOGkbUgk6EdCOuWKGCXybYON/4b4j0xs+0KVMkbeoQ44dNEz/9NPh+AoZh3JuENn4GDhhgtXuGEcEw48cwrvHLzz/rFg6BkR8zfv47Ir3xw6Zl1PzEdcZPr149dddpwzAiDsGMn9tqCWoYxj1DsLQ39vEyjKjIzz/9JDu2b5fy5a7V/Jjx898RyY2f72TK5EmSOlXKEOOnpzN+PjnrO2oYRkTAjB/DiPjcYPw89phu3GgYURE22t++bZuUM+Pnf4IZP4Zh3NOY8WMYER8zfgzjGmb8/G+JUsZPzx49dNNTwzAiDqGNnwEYP5cv+44ahhERMOPHMK7xk1vXtm3dasbP/4jIbfx854yfST7jJ04c6dGjuxk/hhHBMOPHMCI+ZvwYxjUwfraa8fM/I9IbP5MnTpRUKVP4jZ+zZ8z4MYyIhBk/hhHxMePHMK7x4w8/yJbNm6Vs2bJ+mTDj578jUhs/3znjZ+KE8ZIyeXKJ44yf7t27yZnTHzML+84wDONe5wbjp39/uXzpku+oYRgRgdDGz2PO+LF994yoCs75jRs2yEMPPeSXCTN+/jsivfEzYfw4SZEsmRo/3bp2kY9OnTTjxzAiEKGNn/79+smlr7/2HTUMIyIQzPg5Z/vuGVGUb7/9VtauWSOlSpXyy4QZP/8dkdz4+VbGjRkjyZIkkTixY0vnTh3lwxPH5e+//vKdYRjGvU5o46efM36+/uor31HDMCICNxg/7dub8WNEWa5cuSIrli+XEiVK+GXCjJ//jkht/GBZjxk1Uh5InEhixYqlOcZHjxyWP//803eGYRj3Omb8GEbEx4wfw7jG5cuX5fnnnpNiRYv6ZcKMn/+OSG38XL16VZ4YNkwSxI/njJ+Y0rlTJzlx4rj8ZZEfw4gwYPx07NjRv0D06dPHjB/DiGBg/AwdOtQvx61atpRPP/3Ed9Qwohakbi9ZvEgKFSrol4lp06b7jhp3m0hf8zN+7BhJnCihRIsWTXr16iXnz3/uO2oYRkQgtPEzcOBAuXrliu+oYRgRAYwfOjV6cty1Sxe5ePGC76hhRC2ufPONrFyxQooXL+aXCYv8/HdEauPnl19+kbWrV0v+/Hn1wRo8eLD8/PPPvqOGYUQE2Am7Z4/uKsNxYsWS8ePGyW+//eY7ahhGRIB08y7O4EGOs2TOJHPnzFHZNoyoyG+//ipv7N0rtWvXkpgxokuG9Onk2WeX+o4ad5tIbfyQ3vbRRx/JpEkTpWXLlrJ+/XrfEcMwIgoYOitXLJcWzZpK5w4dZPfu3b4jhmFEFFiP58+fLw0aNJAxo0fJsaNHfUcMI2py8cIFWTB/njzWvp2MGPGE7Nv3nu+IcbeJ1MaPx/c/fC9ff/21RoIMw4h4ELH9+uuvtEj0999/971qGEZE4ocffpAvv/xSvv/+O98rhhG1YbPTS5e+1hp1y2j474gSxo9hGIZhGIZhGMZtGT/nP/9c3nzzTdm793V57bXX3M+9+v9vvfWWHDt2VP7445onltD2N99clo8+OiUXLlxwx/7wHbnG7866vXjxorz//vty+PBhbUwQ3vz6669y4sQJ333vveG+vwroFvXH77+7e/5GPv74I/nss8+Cepb5jHisDh48KPvee0+71NxpJMm7J34/4zV3Py+//LIO7o+/B/dFYahhhCfk1p88eVKff561V1991S8PPNNffHHxuufu0qVLcuiDD/Q5/eSTT4I+k8j2V199KQcOHFA5pjFBePPnn3/ofb/99lvy+us3zj/MMR7cIzL5lZPTzz47p58BmQuEc3788Qf56NQpeffdd938dUz3W/g3HSDPnz+v9/LGG2/o/b3yyiv6k/9HpkPPE7/8/LN8cvas7Nu3z/99cA3zAD9Dxqv6k/c9e+aM/z34PBTK0sbfImBRjytXvpGjR4/ocxOyru3V54znhLUl9DYOP/zwvT6f586d0+f8Rjn+W9frI0cO63sga3ejDuf777/XecKTYQb/fueddzQ1He+3B+eeOX1aTrvBPQfbmgIPubeWfuDmKTpnBZujbhf+Rsgqf1fmRm9N5m976NAhnUtuxpdffCEHfZ+P6xn8++2339a5NRA+D/oGn5F5gGhYaJDtTz/9VOc9PiN6iRH5QN9D5o4ePSqnP/5Y5TsYZD58c/myXHbPIetHsGedZ4bMCN4TGb6bXY0/d8/je++9K+86+WXu+NzZCGHJ37dXr8pZ95yfPPmhnPzwQ/nQye3x48d0HuPaw4cPqf5w6tRJlff/ilsaPyg4FBjnzp1bcuXKdd3gtaZNGl2Xp/jTTz/K1i2bpVfP7jJ/3jydWENDnuP8+fOkUsWK0qRJEzfhvOG+qPDde+cNN/G0btVS8uXLe8N958mTR3OPPXiguOfevXrK9GlTg7bRJSy5dOkSqVb1EXnooYf0b/KxM/DuZMLF4Ovatav+/mB/z0qVKmkRKA+WYYQXTIR7XtqtO6qHfuYYDz/8sDz91HQ1cjw2b94kNWvW0Gd1ypQpQSdSUkmXL1vmrq8izZo100k8vEGh6NjhMckfRI6RocmTJ/tl8C+nVGAoLF2yWMaOGS1r16yWc5+e02Mev//+mzP2Dkjfvn2lWLFi0rx5c3nhhR3/OCWWBWfChAlB5ZlRoUIFNWICQal7YvhwN4+U1r9vsOu8Ua1aVVm4YIEamXyP7737jv7NX3jhBU0DNKIO3357VVYsXyYNGzS44Tnh+WvdurV8cOgD39kh8vDuO2/L1CmTZeSTT8rOF1+8wWD+9ddfZMeO7dKoYUN9Fnt07+aUkFO+o+EDyv4Wt75Wrlz5hvsuXLiwdHdr4qvO2PBAPh8fOED69ektL+7YEdQ5ioLXvXt3veeaNarL5k2bbvhstwsdYKkLrlih/A33x2AeXLxooeotwcCAmfHMM1IlyOcrUKCAzq2Xnf7g8d2338rWrVukf98+MnzoUGe8HfQduQY6yFQ37xbIn0/yus84a+bMu6rMGv89GASzZ82Stm1aS726daRbly6y7PnndA0L/V0fP35cnnt2qSxZskje378vaHocTr/Vq1bKnNmz5fW9ezWN7m7w8UcfyehRI6V4sSJSqGABedTd+7ixYzQQEoxXnGwPGjBAOjzWXmub2rZuJa1aNJOmjRtKg3p1pU7tmvoevXr1kL17X/Nddfe5qfFz5PARXdgfzJ7d34ovTuxY/n8z4sWL6xSIZrLJTT54fjEShg8bKlmzZHZKSwf3RZ6+wUBAocEw4fq0adPpxIJ1GB784SbalStX6mQeP148/R2xY8aUFMmTS4zo0f33XdkZGi85hZCJiIdtyODBkiFDemlQv5585CzQ0PCF85B619euVVMVymBeqbBAucRw8t6DvYeyZ8sq2bJmdfcYQ18r4haDRQsXqpVvGP8G5A7vqBYZu+c6Qfz4+ozFjhVLkiVN6n8OGew1MGXyFI1+YghMmDBeovmOdevWLejCi7HjdWHLkSOHRpDCC37fxo0bdS+QhAnv999nsmRJr5PjvHnzylNPPaULyd/umrffelOaN2sqBQvkld49e7qFYr/vHUPAE75m9So3cYe0F02QIIGMchM5iuWdgjxjfKHkePcTN24cSZ0qpbvHaP7XHn30UdmwYYNfOcMbHNjeNG6cONrpJ2vmzJLRzUGpUqbQ+SpjxvTSuHEj2bF9u3r+DjnFtnu3rlK+fDkZNLC/egqNqAFRCNpEVyhf3v/cMGJEv/bv+O5ZbtOmjUaEeNZwRC5auEDKlC4leXLllEkTJ9xg5H958aJMdop/kgcS63vkd8r2e++FT9E1xjryN2vWTKlSpYr/Pnm+kyVN4v//5MmSSS8nqyeOHWPSkp07dzqlP79kSJdWxo4erU7D0BAJKe/7W0SPFs19hkn/KPL8sTP0npo+3c0X+f33kzBhQsmcKZPKsvdaqVIlpae7xw3r1/uNMZymdJOlgx1KoHdukgce0O01vP/P5+aoKZMnyRmnC8EX7vMMczpS+rRppaD7nBifoTl7+rTTkVr536NP795m/EQCiNgTzZsxY4Z06tRJ8ufL51/P4seNK6VKlpAunTvLiBEjVOY9WD/Kli3j9MdSMn7c2KCGDRGVli2aq1OPdfk48hRO/Pbrb+pw477aujkmbdo0/meTkTlTRmntjBqMdDIqvvvuW9+Voo6BjBkyqFzwGWO5tTF2zOgSI9q16xk5Hswmq5zuTiCEjI6tW7bo/5MhQTQ4vAnT+MGbgUGQ6P77JUaMGJLJfbjGjRpK39491QgoWqSI3H//ff4bJ4JDWtgXFy+opzZJkiSquJx2ylRo3nzjDalbp7YqV1myZJFpU6fI55//+2gHDxbh6qIBO+YWc/fZq2cPmeAemO5du0jePLn19ZjuM3XqiHF2RkNx3GsspxTWqFlDzpy+Uak4cviwVH3kYb2WvwdenvXr1t2Rt4kwdtWqVfU9EidOpH/HRQvmy8L585yi1kPy5M6l98B7v+getJ8CJvMQw/KS7ouAosfP0Ck9hhEIhjnRVybY6G6CRdHP7xZbFI0xTqno8NhjOlHed1+IHKNwEC1hUX/iiSf0NQa7sgfj8KFDTm5a6DklSpSQI0eO+I78O4g2kzZbvXp1fW/midzOwHisXTu9725Ojpl/+DwcT5MmjSpMsHvXTildqoQkiBdXmjVp6oyht/R1DxaNRYsWSonixf2fr0vnTrdMawkEJQTPM4ZPUp8ReZ+7lzKlS0u/fn1lslMy8eKVcH/bhG7+5Hi9evXk0uWQ30EkKLMzdHideZLPNePpp2Te3Dkyc8YzMmnCBJ2v+Pebb7yuco7C9Yw7J03q1Hpd5YoV5B1nRN1J5NmImPAds00D3zsjfvz4UqhQIV2/unXpLOXKlHbGcjL/cd0H6+oVueyet3FjxkhKdyymk/8B/fupQRLIOWfAI1NJ3XPItURSSEULD466+YBsChQf1rV06dKpo3Sie75Hjx4ldWrXlkSJEunvzZgxozztjJAfnJLzwosvSgZ3DXLf1yn9Fy6c973jNb744gupU6eO/zOPGztWr70TcCjMnztX5z3eg3sp7WR42NChMnf2LJVlorMPOKXN+z0NnBzzuwHnD5kg3rHUTja5p5FPjpAnhg+Teo/WlXROSWSPwRwPPiibNm7Q6z47d07at2ur16RIkUIV29Cgf7VrG3IOY9CgQWb8RAL279+n0Y9kzuDne8URmdI9Azz/KVOm1HXa+86Rea9sZM6cOf7X6ZaIrh0anI/MC5yTO2cOjbiEB8gJ+mitmjX1vWPFjKnOU+45c+ZM+tx7azHPc6eOHTV664HB5N17ooQJJW+unG6NLikPlS4lRQsXkgL58kqRQgXcet1Y75lssSVLFssjVar49Peebk56+44CDbdDUOOHD7tg/nzJmeNBvWEiEwgzOX54LzAWdu58UVq2bO7/UHg3+UK++vIL6dypo5swQoyfYIYEC3rd2rXU4s2ePZs8NX2a1hX9W7inenXrSkz35XBPWbNm0TQy0kwunD+vXm3+P3ny5HqcyYk8RCzmZk2b6IPH5yB8GBryEh+uXEmvix07tjOEHnGT1vo7Mn7OuoWGFKNYMWO4B6mGvLBju0Z4GGfPntGJOK1T5B5InFgnUC/97cL5z2XH9m0ywylDI54YrhMn1j85w4YRFijMvZzygbHOc0ua6bLnn9cce3J0SW/Bm9PETTocR4HCEP/yi4vXGT/Dhg3zveP1UBPU0ikznFOqVCnNWw4PUA5mzZyhkyvvnePB7E7xf1qVDe4bOd7u5KGp774TO3nZsnWrXrvzxRfUMIodK6Y0bdzYGQjXGz9EetlVu7S7X+/z4awhYn27oEAyj+TKlUOvjxsntjRq2EBTdJBj0mOIFG/auFGVPRa4kiVL+NNbqAfIlCmTXpszZ07Zvm2bprlgdJLKhmeY9+Dfv/o89a86g6lh/Xr+7zJbtqxqqFp3oEiOM3zInmAt9Z7XGjVqyEu7d2vdGs8Zz/iwoUOcoh1iGLMhMAYDDrJRTvF4wBc57dO7l67tgXxx4aIz1idp9IVzwsv4IZ3u+eeeU+cm74ssE6E9ceK4enWRYz5DJyd7999/v669GHPI/s5duySDT/ZxXAbbmBxdg7Wac7iWyI8nK7cD6zbKYqsWLdQRyvu0atXKKaf75dynn6o8IsuvvPKydHD3yHFG+XLl9N4Bh2gBX8QIg5RUeGoYiEpRY0V6EveVIWMGSZUqpabjAk5Qfi/XJXO6CBHu0HAPj7Vv7/+9jz/+uBk/kQCyejz9k1GqZEkZMXy4Kvsj3JrrOecZOCe9CM/s2bP9r9d1Om5Yxg/OTc7BSfbiiy/6jvw7eN9aNar7naQ4Ivv06qV7EhGZmThhvAYzkAGOY8w97/QMD/QH794bN2ogG9au0VohIkRkQbzx+l550w1q66iFI8WPvY94P3T5bE6Px0YIPXf9W4IaPwhem4AUr45uUgoWQnvVTQx4YfF2kB7HF4USMXBAf/2Cy5UtKy+5iSw0KAWEmZm0CLM/u3SJeqn+LfyBSCHhnklFmTZt6nUF0cBDM378eJ3oiDixSFB81a5tG/1jM7m9E8pbDGfOnPGnHMSNG1caNqivxtadWKNnzp5V44fJtmXzpjdExdjwitztVClT+muPPnUG0/Spk93DVUdT4rC0o0ePpmkzeH4NIxh4QV9zSnaVKpX9ckzqxPdB8uepeenerZt6ht9+80359uoVGTpkiP+6fn37BlUstjuDAw8O55DOyaQVHux2c0aZMg+pPKIETZ082a9wBELaKpMukVIivkAqahl3L3iaixctIrt3h0SEPNhYbvzYMX6ljNQWvNMUit4uzHNt3Xzh/X1q1aqpcwGKaiA0dtmyebPkcTKdPn16XSQozKao+sEHQxxLRKk/C/LZAmGOmTN7luTNfS29DmWK+e6bcJg3jXsXjIFRI0dKwYIFnTzE03RNHBihOfnhCTWAqlerKk87I4PCadbi0U8+KQkThKR/E8kIDQp8186d1QDhnHz58qlS8m/geT118kPp7eYb73mtUrmSGmuB/PnHH5qmSt0LxgDPMxHVXU7+cQ5E/79oTtGro3VuocHxV8MXGUbWqZ24E+PgwoXPZdqUKerY5XrSfjdtutEIAZyUJZ2SGi9ePP0eSMe5eP68e32HrtfoOi2aN1dDNDQ0RurpDDiyZl7e85K+Rrpsy+Yhxg9KKvNYaKjZqFWrlv/vZ8ZPxAaZQBft0T0kTZxIKw6zFcuXa4Dgl59/0iwkjCCcG0RXSGHz0r3mzZunEUSubdKkqd8oCuTDDz/UTA7OSZsuXbgYP0SdN27Y4E+LJR0b/ZmoLveMDOOcIDW7hbtfIjuch/7w6y8hxspQJ9/MXcWKFpatm4PLWCCkuQWmkhMB7ty5U7g3Q7jB+EE5QPnw59M6RX3mzJm+o9fz999/aechOqIceP99Tc/AW0lImwmBCEavHt216BIlnrHffbDezmokesL74xHdsnmT5if/W8aMGaPviXGCAUYaXDDwljIp4dnBQ4W3hlx6QnlEXvr27qXhNyYpBududYoeEx3vz0KBt5jczTuZkHgvL+2NBwHPLcbYl19+oQbYk0+O0BQewot0wuDB2+wmZMKCgXUOcdzfroazxD8IxxoLI3Jxwhkiffv0CUkfcZMmXpvp06b5jl4P3YaIvKKYM0njFe3fv7//eavtFuGtTolncsZriTy8vvc16dmjh6Z7cU7ZsmV18g0PFi5cqPMD992wYUPtxBQMZG/Xrp2aHsbnhb2vvar1fConsWLKyBFPXJNjN954Y68WSHvpBSlTJNcaxTuZWJHXxo1Dok6Mae7vGtY8wN+VlDciNhiKOCzwrOfOk0evZZIn55/INIsjn5VOdVxH+P+3337V1AeKXUsUL+aP/JBqgJJLpN2IvFC/wzPC80qePfU5YaWIk+HAekH3M9YOPKWjRz4psWL4lKamjXWt8+SB1FJq+/K6dc1TrPAc/1vjB0fJC04ZIq0Nz22cOLE1whPaEQnMN1foDnvqpBo0yBFKG84C7of5i2wHPMXMPThmydRYuGC+FPal+LDeL1q0yPeOt8fBA+9LE2eQRI/2f/q7+Dvw3sHAACXTIkuWzJrW07ljB/VeU4+UKWNGTfnduGH9dWnqHsguugSGFQ1igO+J9DnunYjbnDmz3fdx1v+9kKo7cMAAyZYtm57DMOMnYoMRg9OfgABrJs5sUslC1+DxvLz88h6nJz6i2VZeWjNpb56MkvaGweGt1eizDOTWS3vjmfZSwf8p/G5kduLECZr6ye9HXyc6Gho+B+tYbae7PpA4kTolP3Ayhn5NFgllHvUfrSt79uzWeYlnWe/f3TcjELouep/DGzRU8uQnvLjB+PnMTQBTJk32eyYpkl6yZInvaHD4Avjw/LHoSjRp8iRJmTKFXp8ubVqpVKG81K1dU+o4JYpi3fTOKvU+FDm1L76wQ42uf8sTI0a4iTaOFC5cSNavW+t79dawIPTr20cNHyZr7pl8xBrVq7ovs4bUq1tbKlQo5w/7kec/aOAAOR5Gd4uwIBTu1TEkvP8+fe+B/fs6JbW3e6Dr62TH/VPY6j30FKt7hereqFGtqjOc1vynbQGNiAXeU5oB4NVMnCiRKvy7bnMy/PPPv6Rfv37+5w1HRvGixeRRN6HRnaV2rRpSpkxplRPvnHLlyoWb8TNz1ixV9uLFjRPiQbrJ3IDThKgQrXLpboVRRvc5774ezJZV5bhWzWqaalulckV/s4doTvHJkjmTjB87VtPhbpdTJ0/66w3iuL/v4sVhK14seoMGDdTzkidPpgsgBeX5C4QUSNPMgdzmtm1aSYf27aRVi+Y6LzRu2ECmTZnsjLpjOr8e+uCg1hGR4sd1eMZ5r/BOBTDuLV566SU1dPVZfjC7eli9tSEYpLp6ChUKxpgxo/VaBsYTz3/N6tX0GeNnzpw51JnmnUN3sn9r/NCKl/WpfLmyGi3BSFmyaKG/UUBYeJ9rx44dfuOH9Zj6ODqx0RGqYYN6Opcxt3n1dKzLixeHpJTdLjghHvZFxVG0aEuNFzsYIQbMHtVdmE9LFCsq/fv2dsZTI2e8JFdn5UGnsLkP4LvienAuUYPlfT7Sdx+pHPK7+dvTLIE1nc/F3Iq+hFGFLsA5DDN+IjY4t3DEEfFBnkmbpvlOMJBf2psHdk/D+PGnr1eq6GRkmxw5fEjeeetNdfi9vvdVmTljhkYyOQenwe2u92HBFjBbtmzRujaeRQx1Mr34LMGgycHiRYukQL58kj5NKpnm7ABS6CdPmaIOkCxOjskiW71ypbz2yivy0q6dsmHdOtmwfp0c/uBal0pa4hcpUsT/7DOaNG2qKXHhyQ3GD9GE7l27+SfchPcl0LbUtwsflnQzire8G0/sFP2smTNq9xasQrqzeMdIbyFPP7T190+YOHGipsqULFFcPWAoDbcDoX88LRl8Ey4Dr3HqlMndPaeRHNmzaD61F33B+zNm9Cj9rHcCipCXp8wgjaVV82bSwFnEqX3GIqNlq5bqhWIyXrBggcSOHTIJpnP317x5U/1sLDCGERarV6+WOHHj6nOTKlUqNdaPuuf8dmCRDoz8MOjSkilDesmZPaukSZXCPZMhdXXeCE/jZ+HCBXK/U2geSJxQpjiZDiuCG5o/nbyzEDzycEhjEkbc2LEkVYpkOhkzB6V29x5439Q1Tp869aYGVmhIASY1geszOANw+bLnfEduhHvHW/+AM0DpxrV8+XI1fgoULKjXa8fHrFmcwlPOGUGVpHTJ4u7vnE5y5ciurXBpKoGHDONu9syZWjTOdcWKFtX0ACNyQ32YFwEgAvTqK6/6jtweY51hz7UMOrUmS5JY0qZOKRnTp1U59o55IzyMH6AeFiMBw6SFW+Pef3+/KlO3w3Zn4HnGjzdoYJI1U0YtlkaPQJnyulGSicF8dyegOFaqGJLdQsrux6dvXj/72blPpYkv2otDhTa9lZ0SmsjpM3SWPXYHzV6YJytXqKDvxWfAEcp3kc59L8g++hLHAocZPxEbmlTRcIvvEsfVS3v2+I7cHhg/njGME4P01hbNmsmjdepIzerVtSanaJHC/kwMauxobf9vmTx5or8ZSnY3D02aMF5rUsOCGp7CvrWtYf366igMbNaAAYexz/2TCks2A4Oae5x9RHWp/aGGmPNJ/8uePbtMGD/+7tf8kD7y+MCBfkOAYt65c+f4jt6ILsw//qg3htL09Vdfuj/YJDUQ8JJggeLRpHvRk08M165mZcuU0WO8P/n55MuHNn4wXEJqiC7d9qDLDe+ZIllS7Yz0++/BPTmAN+eXX37W+z929KgMcMoeDxWepkzunpnchg8dIqOeHCFTnPJCVx0iQ4T+CAGS8kPXOkJxjGD3w/COM0hH0Jof9ztYFKiz2L51i6xcvkzatGyuBhAdZwq5h+eZp6ZrGtKyZcv8KYK1a9dWr5F1eTNuxebNm/0ODCIdpGmSfhoMFlWeKWRYw+ju34HGD94kFJgnhg3VyW/I44O02UC+PHn8z2awtDdC8XhrqKdhBJOP0IOUMsL9NAm4L0F8TdsJbJsZGuSXBgTI859/OOPn1Vfk4SpVVE6ZY/DuDh38uIx0c8+EsWO0BSit+5FBzsntlClqiqg1oN1+sHsKHBSRE1Uu7usWR8oQKS9hgfGDoyShW5To7LZ27dqQyI+vMJXiUGqOlj//nKxY9rw2nBjrzh8/box6+b1aJFKJFjujkPmU6/AUM58YkRsK7r3GHzTHuFkqC+svshCShfGX/j9d0IiiomRTZ0tKN+vwmFEjZfCggVpwjVLlpdQEM36QLeQ4mDwEG6RuTXFKE4XKRH6oXdi/772bOiM5pnLsfhL58Z5zsh5I+27t3oN7RkFiXW5Q71FJnSqVnoPD85lnnvHPMTdbjxkcJ2qaP19I6il/AzY7vhmk8zd3yiZ/R5yWpPHVqV1LkiZNovsuaZvuMGCOYi70jBc2cyQKze/m7/No3boyws15DGSfhkY4RDwdiWHGT8QGmWDt4flBnu+0HgcDgmeFZ4E0T4IL6KOs8Tg3GawvrGucQ00r2R+BIGNkCwWTiWCDe6YznfcM0o0YXfhmxg+fy3PQVataVbfaoFkDRg8DvZcIEvfLZ6CGiEG5R84cObSVPF1jcabyHhhzyANNEZCj8OQG4+eq++PQwcHLp2Xi5A8fDJQkNhNFUWLywVj53ikqo5zCwgcjAkOXpgMH3td8e/alwNBYMG+e9jPniypZooQWXAcaP3+7/956600tmCRfvr6zIEMPXmc8ynj0UR2eh4w83sFusrgZu3fvkrlzZmuxGY0HqEPCwi3irGf2RkBRpICRPGTtQOO+1CqVKmkXKRQ+0gLZtI3fS/cN7x5CD47VYTgLnXofvnS60HV1xhR/O5QjGhtQ1Ll69SrtckXNAiFwwn8oS95+A61btZDffrfuTsatoQavaZMmOrGg3BQvVtQ9S2t8R6+HZh40HWEzPppufP7ZuevS3lq2bOmez3e1RgA5xpvD8zrXTWoVypfTBh60iA2tQJCywyaiDRs10jzloHLMCJBl5ITcen4vaWmdO3VyMhL2HjwoSrQExaBA4SM9hbQRPMWl3NxCbQCF1mfc3PPpJ2dlnztvsDPeiPigXNBJDqOO0Du5yd69BBvIc+06tTXq4hl9NCdZ5oyWsGCxQdZjx4iuyidNKKj5oasW16PQUk9IpzcGO8XT5vaTs2dU4fQUHiI/fBZPKazt5ger+Yv8UAyfyhnIfOdZs2aVdWvD3l4B+RvsDH2yBaijwZinyUayJA9ILPf8tWnVSp+Z027N87Z4ID2tWdOmurcNvyNYwwP+v23btkHllxFaRmrWrKnpdDFjxlD9gc0QeXaDFWkDdQEbN26QSRMnaqRz1+7dqrwxr+DVfu7ZZ9V44p5Zi5FnmhDgcOGeUapoHMIc46253vp73b357q+uGzQw8JojFXQGXzAHrAf7h5F2yobDOGXKlS0jE8eP0w1h1QtfvZqbb/eHaZzw3gsWzNMicWD+bOPb55CWx6QroRsxqENm7l6yeLFUrFhRz2HQ6tpLmzMiHqybvXr00OwhopoY32HBcxQ6SooB4RnDpGmOHz9Ba/FnzZrlH4OHDPGvD3SNC93qGmdZ586dnczeei1mIMeBLfR5T5waX4SR8fT7b79q7Z23/UOb1q30mWaTdJz6FSuW181R586dK7Pc5+EzzZkzVwefBRuCOYzID/LJeyR0xhJdKpkXwtv4v8H4AVrhMiHiDYrhJs2wjB9ukl70KAIo9hRHkYNPig1KPvvYnHeKVGj4IOzySr5rseLFtPALqw7vM4W+9EJHESMczWZjfKFEonS4f2M58zoTJKE4LEYGShMbKXHf3A+TNl6rQFg46LbE5oEUIO/YvtUZZIdVybrvvgRayIyiERqMoJbNmmnuPu+PtwnLm80daYRAH38MIrzK/OT/9ViuXLrPChMs+x0Qrqdo7IXt23zvfD3nP/tUaytQjvbs2aN7ALCRLA8C3nbb1d24HWifTpcWL3xMFIXC2mCgfJctg6xlVEPg2NEjMnTotW5v9OkPBjLRo1tXTafh9xzxtbomt5+84PFOQcA7S+QJD5UnuyrP/NsNctvJ6ffLslOaMC5oIUs6CylsFAgHA6cFkzTvvcYpcUC3t7LszZHwfjfHtFZFIhAaCLDfBikrzFtsLooHfLkzYJgDUDC5H1ITGN48g2MFucZYIWrDPkF0XsQbx9/nN6fABYPJnBb5id399OnVU+v+yOdmbuBvyw73YX2+QKhJwlnjedWqVqnsV6aMyAv1qGzamzp1GnXO9ezeXVNDQsNGoMOHD3dKRkKNRNBAABkk5TJ9mtRq/Awa0P8G7ylF+vOcMuJFiXm2cSQQqeBZRVGnsQZrKzV+3lqMAueXYWTEyYwnI7mcjGBEpU4dEpmhdq9jQNveQGjwsWbNat06AllDKWQfLN6Hjb9xVATrxIhjAGOH99ff4eSQzmmsu6QHIl+ky3BPRK4ZzC/eceqnOB/jDJ2hS5fOYbbqp9U4HemQd/QaGjC8/tqratAxV+TI8aBMmzo1qJNGveePtXfzRVHt4Ep3RozOLm6u4b7xeDP/hoY5tIdTlr3Px15rfCc4U4iw8x44qo2IAVk8c5yBgp7K84azHWM+GJRHbN60SYMQyDqRXLae8aKzFP8H29D35KlT/oyEwgULyN6ATVJ5dmi6QbdIZNcbfp06YC3O6lvvWOtY57y1ig6j7LkTlg6KM5+uh0R3SKudP3eORllZH9O4OWjIYCfLt7GlBA0PiEDzO4n8UGdEijebn4YnQY0f/vi0nUzvFAOU9SecsP/w/XdqSHiDL5OWd+Tmc5N0ZaJzGS2r8YhQCMgOxZ+ePet712uQ/0uOH16UokWLyI5t29SrwR+VDmhPjnhCi8OYUJiY2SGWCZjBv9lFltfpmY5XaM3q1Tqedvdcv3499WIRLsfypEtM4H2Tk1ihQgU1XtgrY+WKFVonwGaNGBl8DooTQ0PrTmpz8EaTh0hkjPRArmfC5idtC5cvW6Y/+f/Vq1bJJqeAEjV62RkyLETsa5Qvb15NdaOlMNas59GhPfGqFcvd4hFiULHD7/r16/25njRFCNbf3TBCw3OFLLYP2Cti5MiR18kCgygPXQaRF1qod+vaWT7++GN/50QGSlUw2COLzkfsWxUY+Tl+7IisXrlCDSmiHv379ZOx7v2IAuPhQYYZeDxpUctGrJ4sI/+k+ixdukTb4KME0dqXqEjgfaNUkH4X1yk9NGSgMBN2vrBD28BTo4TSSMQqkJ9//klWrVqpxdh44ajFodsbBgieMTyuNBmhIHXO7Nk6zyxcsECeXbpU5Zr7o9UtRhZNUkg1IEq7d++rWtgceI+00Z89e5ZkdosKO7nTAYvX6eCFkcXfFmWTiZ05wBsefIcoq7wWEvlZ4Dd+yjhjk7kt8Hwj8oHic/DAAVV4UH5SumcdxyApqt5zhqJMxkBWp7jwbKCAfHj8uLZjpq170sQhG4nSWCd01Ijo0Cwnh0QwOYdatH3792tGwprVqzSLA6OJNtpTJk9SGWYdfmr69BB5dtciJyhnS/0yskYjqRj7iZ0xxvuy5p5wCrt3zwwiULwXChtRGOSYfceoc8JQie67Z1JhQ0NaDt5q3ptBlGTCuHG67pI6g+LIvIHcLl2yRAfzC8fZnJyWwrTwz5Mnt67neKaJPAXeH4M1Wp0OmhIfQ2uUmSeYR5A/Wl/Hjh1LlTWMtsBrqdud6eY5DC5aAHdwRtCJY0ed8XJC2vs2ME3lDDBv7goEpbFLl5AaEQYKJHoZ3XJHun8PHTzY6U1b9fsz7n2o38ZgZe8evk/WjbGjRqlDIHAOZ77HOY+8sEXCHLdeXnbPwrPu2fUaHjRt2lRlPjSkmHmtrvPnzePk6BV9b96TrAeCDDOeedrJ8WSVXwby58mxtxbTtAC5QafGgCJyg9GvmVolS2pwInQUBgdFV2ekeBFkHPVkeWF0YbjjBB3Yv5+cD6NTZSAYP8gV70OL7JYtWuhn+U+Mn7/cH4wbb9O6tXpGEGwsPtLbvIFg5s2Xz3+D5KTibSY1hsmXTiy089tH9CXUhIsh8LCv20m+fHm1jSv5vnivmGioERo7ZrSG6PF0MBGQk8/g3/yheR1vKBYw6XcMNgZc6ZQuPFG8d5IkD6h3KPC+AyfM0iVLaWiQDlHe7rWEtj88eaNnjdaYD5UsoedgtNWoXk02ukkWzxldplikWJB+dp+Dn/w/kay/3EPvQaF0xYoV1PKn4Iue74H31qVzZ51c+R25ndVNR5p1bqL2Hvratev4d5c2jNth6tSpksbngWViDHzeGEzGGBkcL1iwgCo8eFUDNzll8gqmZO/b956/ZSvGj7fPz/v739PWsF5EhcmMjf+ubeTpq5NzgzkDD6Zfln8LqWej9Ws5Z6Dw3vzs1rXrdffdrl079VRxHMWF9DdY5xSvPG7i53UiLrTtD+TyN5fcZP+Uf1d3Rs/u3VSxAPZBYkGihT9/B+YZFEGMD+Sa+/MmftLd8HLRTY/Wnr169bruHulsQzoOv6N61ar+vYpQkrw6Dt0jxE3ugdcFDlIBPjxxXBdPlDa8dVxHlI4d8UlZNAMo8jPaKUoxood4ftnvrU+fPv5npKdbm3mNY4wBzlhBzi59/ZUMcgqH93rHDh2u8xjz3JBCNmzoUH2GOSdP3rxOrvfreozsNmpQXxtvEGVkfUaGdS3+8kv9t8qwkxOUcJx3ITLym67HrJl9evfU7q6JEieWNk7hD3y227Rp45dDUnpoHEDWye6XXvI/59QLEWEODVkmdeteax6EcUDWCOsuhgc1cnwG5BbZZvDZ9bjTR5hviKoxFzxU2rfmOmUz8P4YrNGeDOOF7tGju3+uYE7Dwevtbk/KbuC1bFLqfS9EsTEkL144r3XVdWvX1teTJEkadJNTvpfWLVvpOYwRI57UeQndidqjyk6PYBsRWv3z9zfufTBCcEB632muHDk0vZwoD109X399r8xwRgg6KjofTnCc58gVxrunBzZq1CioE/ygM8q9LmnUjGEwsFH+tq1bZNeLL6g8HnXP/FknT8ivDnRqT469tditgcgNMgw4NVu1aqn6NPVGGF8rVqzQyDJlLpSITBg/TqNH3mcjYOLVprPJKTJCRsfsmTPcdZ/rOop8Us/L3IE8ojvDoUMfaCYK74PBRaQWo+2PP8KuGfwnBDV+PNh5nMKjwFaYoQeWHi0ot2zZrH8w9Wq0a6shegr53nUKvPdH9CA8VsvXLQlDBY8mEwpCvMoZL+3bttFwNzu53ylM0J06ddKGC6HvNXA8mD2bTJwwQSdRur1RH0Fzh6pVHxFvJ/ZASPGr7OsOg8eYyBUbkd0JTJaVfHuQ3GxQp8HGc0yAdLFh0uV3oiTxsBrG7YCS/tprrzqjupOGtoM9a94g3M2mv0R4UbSHDRvqP9anT9+gCjZy0rJ5cz2Hic1LGyFKSpF/x8faa2pIWPv03AwMDoyuW9037aPJ4w+JnvylqX40UfFaye9xilQgzDF4yXP7Ngxlcu3nFEmMnDuF2h3you9zik3o+wocpARRI8BkD7TV9Wp+bjVIuVv23LOq0L3jFplSvk1lGWwdQFQ5dCqTEfmgwycOt9DbHgQOIkN53XNFnSigmNAcgKgDygfGeWjjh7Q22sl7mxiiPOGsAPabYd+Ozh07qjH1T8Dh18ld722iGmzgPK3p9IHt27ZqZOrFnTv1uY/nFC3mEGrgQoMj4ZFHHtHrcUay2/w/AcUPTzfpPV4312CDNRkdgdQhT45R2ta69ZnNVqlPCnYdA+cMCivyC9RBNGncSLNqiOQGi/zwvbRqGVIXxCD6zu9FEWX/NjpmUUM4bNgQLRAP7Yk37k1WrVqlRjZBBe+7ZZPuQQMGqKFPDZn3eudOHdUJB4Ed0zCygznBkVtawHMOkR/Sq4kaDxsyWNtLo+dSc0pd2Z2A8cWGvg3q1/NnIVEbP3nSJFnkdPfH2rW7rlsxkU4vDR0CHalFCxfWpglrVq3ULqnoBzRUWzB/rmzeuEGzVdhHEMM+UcJrcwZ6Bs2GwtPRd1PjB4OED00IzruJwIFRhOGzY/s29UoQAcGjS24r++T079dXPbihBZNcR0K3eD3pbEaraxZwvK6klVR75GH3Bdf2T8J3An8cDBUiVV7bv9AjlfuiRj45Qg0flAqs46lTJstDTrHo1LFDUE8ThgtpPBnTp5O0aVK765/UnOg7gQm7WrVqQe/JG0yivXr20AkSLxX1CTSHKJA/r9ZQBMubNoywYC8Bcvj79O6tOe7Bnjk8s9T4eBuFwqxZMyV1qpBUmL59+wVdXNloDVnPmSO77h/iRX54zunYxt4cpMC+996dt87l97GpIakoXmFy6EGtEZsTY3SRckZYfP++/TKgfz9tAYoBhmIQCJ7pXc5gQJHkfZmMn3fGhafQ3Ak/OEWSmqLAaHLoQV0gKQUYgN60zSKkRea3MJoYeMBnPP20euOYg4YMflxzr/EC0oBl8+ZN4e4RM+49rlz5Rl7avVuNhGDPCYO9o0j18iIBeF5JvW7csKHUcOsOqZysKYHg6aXZScnixSR50iTaPpd0Vjh16pSu/Wx4TrrVP4F1nf1GqEMKds/UA9WsUU3T5bx9T0j3JpWUxiVzZ89SnSI0yFPtWiHZGhRio4P8U0hPxQFLPUTo+2PQlKB7166qOKqe45sL+Wz8/ZYuWRzmtQx2vsfhy9wDX335leob1Cay1xKR4NCg3D4+aKAkcnNEkgcSaco8v5fvj1QlIr/87UgvInsl9Pdq3JuQrvncc8/5a1oYGBQY117KGCNmjGi6fnnQHMA7xnoTLPLD5qPe+9KWHccDNUNEN7du2axpb5SSEGG6U1hfly9fpg2OeH/WH2oAqdPz9p5jYNix6TiNezyedLqyd5wU0yyZMkihAvlUp30wWxbN4MiaJZM6K2nw8svPP+nen94+XIwqVarIm2++4c8MCQ9uavwABg2eCdLaUKAI5xLGYhA5edEZLoGKA8bE4cOHtHUrk4Un8IHwGh3g2HGeHEMmH8C7hPc5o1vwaauHV/OfgsU72SlO3r0GDnIciVB50KTh6NEjbqFYqRO1F9YOhM/IPRN+Y+KidsgL690uTJw8+MHuyRvkLQd2cTrp7nPliuW6QPH77/R3GgYOAZR0cvORY4ot+/bt6wyeofrM0X2FDXsDIwiEnqktoJMa+24E87iw4LIRG96b559/1q+kUDPUrm0bSZEiuaa1Ykhduo1Cx2DgmMDDFFpOGITa3w/YbZquTHjKyMXHwCEyFdpZgAJBdJiagBHDh2sdAM6YfxM9oTGJd0+kHJGSxN+Z/0fhxLscCGm7LETsS+Zdd91w3wveeH6Sl01LfdJr+XvzeSe4ebdPn966yBx2hlR450Ib9yY8o7Q/JwWOqCjbM7AhNv/muaEuACXFw3MgkCpFFgfOiRuecyfXZBhgNLH24uz87vuQegKMH9JZqQeaOmXKdQrNnYDh/rJT0Me7tQ25YEsK755xbtC5LVBGcCrSPp6BIRZszSMy/Lz7vHR1pV6Qrq3/Bj4btUrMiXRWox6Imj7ul/pE5C6sTVBJ/1m1YoWMct8L8yWfj598PtLx9u69VngOyPFRN2/i6MW5GcyJyjnoT5MmTtBaq7fffst3RGTB/Hm6XyJK4SMPV5EtmzcH1VmMexOc/KwLOATy5c2rkVnqyR5wRgS15NT34TxE2ffgO6Z1NJ0Fp7s1gec/NMgrW7Cwv86K5SvcWnjF6do/yf5976osYfjQ+h7d9Z/Ausn7eJFHzzBJlOh+zUigkxxR1NDd4KibpX4pU8YMkjp1SknqjHkM+sQJ75O4sdlywhlFztgrXKigyiCQifG0M9pIyceBSBYZqe0//XhjM7J/yi2NHw/yePFykNp2K1CUmCg8D0mY+BQq9aA4JYWWkPXr1dU/KPmD5Dn+tx4Ndz+3iKpxr/wtbvnZDOMehLQScnuZPG8VQiaNjKjCn3+GvV9WaC474wODoliRkFz3+PHi6V4BpHz8GwMjvKGtLTnGOGvCE9KKmMt+/zct6d33giHnzY+hvycUHYrAaWdszpCoCU5JnjWtOQ3ntQjnJNFblGw6ppHh0bplS43+MCf8G1g7ef9/OxcgE9TuhNX2+5/C+yJT1CB89+2dyzH3w+cL7/sCdCEcO7T+xVtOt8pyZR/SqFmwjnjGvQsGEE6tKVMma1p669atNOOHmncclaGDBmQCEb0hwkldXLB1i3XnDfeeRBmp5+EZJEJEOikdmIkk4nT76qt/5ohUnHzgkJw/b440alhfatWsrtkdZE+QmRAMatfZpHTQoAEycEA/rQPkmi6dO8pj7dpKm9Yt1VlKF0Webw+CKFOnTtF98AiUENny6oLCg9s2fu4mTOJ4T3u6Lz97tqwSPVo0zVnE48vOuIZhRAzYhJE0m/Rp00i8OHEkVYrkUq9uXd3HwxR1w7j3Ie1bGwGUKqn7ZbHXB91QX33lFTVejP8N6EI0oaIBQ/169TTVjl3y1dt+0RohRTRI4SJ9ky5w1HLRLAyjJZhjgLr577//TiO7YTkOeB3jwKuxx4BfvHix1u2znx119J99di5cnCVEajFODh48oBEnHKphgbMOg4l5hQ6P7J/JRr+0bCfVnvQ8otJnzpy+LqKFvkBUlcg00VEiyOHpQL0njB++UNr7jRo1Uho2qC/1Hq2rrTW3bt3i75BkGMa9D22cSf2iOLJJo0Yy0P2bdDsaEtwNb6hhGOEHygUbMtIUhHqU8mXLaOE1nQ1PnjxpMvw/BM866crVq1fXtLwRTzyhtSBvOd0pdHqvYZB+FtgunX039+x56YY07KjKPWH8EGqmpoYOJ7SmZVCTg8UYnpaeYRh3F8L1KEnUDiDH1NPg3Ajv9DLDMO4OrLnILTJMDj57ZV3zON8iL9y4azCH4j1nryLqkEhv+snNt7x+qxRmI+pBKiR7cWbJmlVrZ0ivo06USItxjxg/HghwSB7zTybMhhGBwXER2FbXMIyIA+svBg8RBUt1u7egYxh1H7QgNoywIP2NdLJt27ZpPT21N2zQ+0/b1kc27injxzAMwzAMwzAM424RJYwfwsJ4ofFkkZZjndoMI2JA10hSYpFdfnppsMgwsvzfdoM0DOP2+Fs7KiK3odddokrUDgWmwiLX3hqNTFvmh2Fcgy6LdB701kIGEdk7kRNLPb+eSG/8EOLbvHmzdO/eXTp27CiTJ08OujuuYRj3HocPHdK9PJBd9s14fe9eLB/tDDN2zBjtZmNpOYZx74CRQ1cpWjBTcI3sTp061b8PGD83b9qk+/t4O9i//dZb0q1bNz13xowZ/o1aDcOg2cU5WblypfTv309lhD11lrq178TxY9pp7WaNSHAmzJ4zR0aOHOnb9NscCxCpjR9aCdIXvVatWv6OF7SJ9HaiNwzj3mbD+vWSNMkDKrv333+/tG3TRt59+y3dIDB7tmzSpEmTG/ZEMAzjfwebhj/33LNSrlxZ/7pbsmRJ3fwYTpw4oa2z6eq6csUyOXL4AxkZsAt8pUqVdHNWwzBC2LVrp1SuXFlixYrpl5PixYpK3969ZOYzz8ihDz7wnXk9RHuOOwOpdKlSkjZtWt0QmJbZRiQ3fq5evSJDBj8uiRMlvPbAFC9uxo9hRBDWrV0riX27mTPYBXvQoIEydsxoyZA+vbRo0cKMH8O4h/j666+kbds2EidOHL/clnLKl2f8HHSKWokSxeW+BAmkXt3aMmHcWGnerJn/XDN+DON6FjqjJbFb+zwZYbD/VtrUqSRzpkwyc+ZM35nXc/HiBZk9a6ZkzJBBUqZMKZMnTZTz5237GIjUxg/hQHaSjRM7lv+BYcMnNlcyDOPeZ8OGDZIyVarrJv02bVrJkyOekAezZ5fHHnvM6n4M4x7i4sWLUqd27etktmLFinLmzBk9/v6BA5IvXz59/eHKFWXkE8M1EhQzRgx9rUaNGrqpoWEYIZAKGsMnH4y4ceNKjerVpEK5shI3ThwZPGSI78zree3VV6W8OwdHQ7FixWT7tm1y5coV39GoTaQ2fr69elVGPjlC0qVJ439oypYta8aPYUQQMH5SBRg/DyS8X4YNeVx3oM+dO7e0b9/ejB/DuIf46qsvpV2b1hLNJ7OM0MZPoUKFNCOjR7cusmr5Munbp7fEihXipDTjxzCuZ86cORIvXjy/PCVKlEhmzZwpCxcukBw5HpSevXrdUPdDk4TFixZJ7JghqXKkzbFRrhFCpDZ+vv/uew3zPZg9m/+hMePHMCIOoY2fzBnSyzNPTZNnly6R/PnzS9u2bS3tzTDuIS5d+lq6d+0i8eLE9sttoPGzf/9+NX7Sp0srY0ePlJd27ZRhQ4dI7Ngh55vxYxjXg/ETP358vzw98MADstGtjXv27NF1sFatmnL48KHrOrp9c/mSjBk92n8NckVU1gghUhs/tAPEQ5wvbx7/A2DGj2FEHAKNHzzJ+fPklmXPLpUN69epAtW6dWszfgzjHoKd5fv37SOJE97vX3cDjZ99+/ap7GbPllVmzXhaDux/T2v44pjxYxhBucH4SZJEtmzZorJUuFBBSZkihQwfOkS+8Bk3GEFvvfGGNGzQQO677z6pVq2aLFmyRDctNkKI9MbPrJkzpGCB/P6Hxowfw4g4aM1PypQqu9GjRZOibqJfv2a1dnEsUqSIGT+GcY/xzTeX5fGBAySZr0sjI5jxkzPHg7J44Xw59eFxmTp5stYucK4ZP4ZxPaGNH5ofrFmzRmWqa+dOkjBhQimUP5+2jIdff/1VZs+cKZkyZJAkzlCiYYLtb3k9kd74mTN7llrG3kNjxo9hRBwCjZ8Y0aNLsSKFZeP6dfLCCzukaFEzfgzjXoM9eoYMGiQpkiX1r7thGT9LFy+S0x+dkulTp2oRN+ea8WMY1xPa+GHbByI5rH1HjhyWqlWrSrq0aWTZ88/r+d99+6307tVTmyQkdOeuWbtWXzeuYZEfwzDuWUJHfgoXLCDr1qyW7du3mfFjGPcgGD+PD7h15CfHg9k18nPy+DGZMmmSGT+GEQahjR9S2ebPn+87KtKrVy9Jnjy5DB82TE5+eEK2bd0qFSuU13OzZM4smzZv8p1peETuhgfffy9PPzVd8ubO7X9ozPgxjIhDiPFzreFB7hw55Nkli2T9urVSuDA1P23M+DGMewhqfvr17i0J70vgl9tgxk/WLJllxtPTZf+778iYUaP8+wKZ8WMY1xPM+FmwYIHvqMiAAf0laZIkUqtmTRk2ZLA0bFDfGUPJ9LVOHTvIwYMHfGcaHpHa+Pnuu+9k0oTxki1rFv9DY8aPYUQcAhseMDKkTStTJ0+URQsXSL58ebXbm7W6Nox7B7q9devS2d9ilxFo/NDtrXDhwpImdSoZMXyovLBtizw+aJB1ezOMMLiV8TNzxjMaSUWmsmTOJEkeeECiRYsmVapUkTfffEPT4IzridTGD50tnhg2VFKmTO5/aMz4MYyIQ2jjJ+H992kx9fRpUyVXrlzSrl07M34M4x6CfX7YtNSTWUag8XPgwAE1fu6/L4HuB7RowVzp1q2b7fNjGGFwK+Nn33vvSp/evdTo8c5hkBZO8wPjRiK18XPlyjfSr28fSRD/2uZQpUuXlhMnTvjOMAzjXmbdunWSLFmy6yb0bl27yLixYyRbtqzSpk0bM34M4x7iiy++kHr16l0nszgdT58+rccxfgoUKKCv16xeVSaOHyttnRx751K8/emnn+q5hmGIzJo1y+8cYJAiOm/ePN/RkO5ue/e+pht/e+cwHnvsMfnpp598ZxmBRHrjR3eOjhHD/zCwIdSxY8d8ZxiGcS+zcuVKfzqMNzo+1l5GPDFcUqZMIY0bN7aaH8O4h1Dj59G618kskZ6PPvpIj1PzkyVLVn29SsUKMmrEE7ofiXdumTJl5JNPPtFzDcMQmT59ul8+vDFjxgzf0RBOfPih5MyZ0388e/bset3PP5vxE4xIbfz8+OOP8vxzz0qjhg11QmV0797dvEqGEUF47bXXpE6dOn75rV6tqsydPUtWrFguLVo0lwkTJshvv/3mO9swjP81pJtPmTJZKpQr55dbulFduHBBj586dUrat39MqlSuLKNGPilrVq+SCePHS/nyIecPHDhQvvzySz3XMAyRTZs2af2OJ08PP/ywbN261Xc0hI8//lg6dOigxytVqiSjR4/SRgd//vmn7wwjkEht/LCp0+VLl/ShOH78uA48SpYDaRgRAzo2oix58nvq5EmtKaCjFGk0KFR///2372zDMP7XoGwR/SG93JNbHI6ek4I0Vep/qL29cP68boqKHHvnU+/z+++/67mGYZDFdEXlxZMn/s1rgSBXZ8+e9R9HBk3XDZtIbfwYhmEYhmEYhmF4mPFjGIZhGIZhGEaUwIwfwzAMwzAMwzCiBGb8GIZhGIZhGIYRJTDjxzAMwzAMwzCMKIEZP4ZhGIZhGIZhRAnM+DEMwzAMwzAMI0pgxo9hGIZhGIZhGFECM34MwzAMwzAMw4gSmPFjGIZhGIZhGEaUwIwfwzAMwzAMwzCiBGb8GIZhGIZhGIYRJTDjxzAMwzAMwzCMKIEZP4ZhGIZhGIZhRAnM+DEMwzAMwzAMI0pgxo9hGIZhGIZhGFECM34MwzAMwzAMw4gSmPFjGIZhGIZhGEaUwIwfwzAMwzAMwzCiBGb8GIZhGIZhGIYRJTDjxzAMwzAMwzCMKIEZP4ZhGIZhGIZhRAnM+DEMwzAMwzAMI0pgxo9hGIZhGIZhGFECM34MwzAMwzAMw4gSmPFjGIZhGIZhGEaUwIwfwzAMwzAMwzCiACL/D0alo5Hol9SwAAAAAElFTkSuQmCC)
chemistry-General
chemistry-
Correct boiling point order for I to IV is:
I) ![CH subscript 3 straight F](data:image/png;base64,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)
II) ![CH subscript 3 Br](data:image/png;base64,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)
III) CH3Cl
IV) CH3I
Correct boiling point order for I to IV is:
I) ![CH subscript 3 straight F](data:image/png;base64,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)
II) ![CH subscript 3 Br](data:image/png;base64,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)
III) CH3Cl
IV) CH3I
chemistry-General
chemistry-
The correct order of dipole moment is:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAy8AAACcCAYAAAB2m5R2AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGnRSURBVHhe7Z0FeFzXmff/YmaDLDOz45hiiOMwcwNN2m2b8n5td4vbbb+m3cKz1G1399lu2pT7BZqG2obJieOYmZllkC3ZFlhM3/0d+djjyciRHUvRSO/vyY2smTujmXPf8/I5N6Y5QIZhGIZhGIZhGJ2c2JM/DcMwDMMwDMMwOjUWvBiGYRiGYRiGERVY8GIYhmEYhmEYRlRgwYthGIZhGIZhGFGBBS+GYRiGYRiGYUQFFrwYhmEYhmEYhhEVWPBiGIZhGIZhGEZUYMGLYRiGYRiGYRhRgQUvhmEYhmEYhmFEBRa8GIZhGIZhGIYRFVjwYhiGYRiGYRhGVGDBi2EYhmEYhmEYUYEFL4ZhGIZhGIZhRAUWvBiGYRiGYRiGERVY8GIYhmEYhmEYRlRgwYthGIZhGIZhGFGBBS+GYRiGYRiGYUQFMc0BJ/9tGK2CmMTExJz8zTC6PmVlZSosLFRRUZEaGhqUmZmpESNGqEePHifPaOHgwYMqKSlRv379lJube/LR01RWVmr37t1KTU3V4MGDbR4ZnZqKigonr0eOHHFyn5OTo4EDByo/P//kGS2Ulpa6ucF8CJ8TTU1Nqqmp0dGjR52889r4+PiTz7YP4Tbq+PHjp+Yvn4fPOGrUKKWnp588Q6qrq9OhQ4fca7OystxzCQkJJ59tgdcfO3ZMvXv3due09/cwDOO9ifungJP/NgwHipyjvr7eGa/Y2Fh3hIIxaGxsdM9D+POGEa0g1wQumzZt0po1a7R27Vrt3LlTxcXFzjnCwUlMTFRcXJw7f+XKlXr77bfdvwlQUlJSzpgPvO7FF190TuGYMWMseDE6Jejy8vJybdmyRatWrdK6detOyb137pOSkk7J9o4dOzR37lwn8wTuoWA7cPh5H4KDAQMGuDnTnvh5xfwl8OJ7+Pm7a9cuF8zw2fkcfo6eOHFCy5cvd9+F7853IUkRCu+xdOlS9zjJCYIXm8NG1NHcFPzXoMamZjU0xTgZDhdjnm9ubHDPU9WI7cRybsGL8S684UHpb9u2zWWsUPYeAheyUWTntm/f7n6PlHE2jGhk0aJF+t///V8tW7bMBRxkXNPS0tyceOONN1ygMmjQIBUUFLjzX3vtNf3hD39wcwHHafz48WdkZ5knP/vZz1RdXa3rrrvOAn2jU4K+//GPf+zkn0AGvY/cU1nEeZ83b57T81RhYMGCBU6u+/btqylTprjHPFRd9u/fr2eeecYFDjNnznTv1d5QSWGO/vnPf3bzks9B4ERQwud56qmnnO0i2MrLy3Pz+6WXXnIH34fvQnUmlJdfftklH6ia8t0Jfix4CQdX18akM9NUfUzV+4NA/lCFtpcmKTU5XmlJobaoSXWHNqukcKc2lSToRGOSeqYTqJ98upNxzlbUZ+QxxGQtUBbhoPiqqqrcUVtb614TCd7j8OHD7n3CwSHmvcmAUp7GKTA6Bq4fWSqyZgsXLnTXIBSuDdk4MlsrVqzQvn37Tj5jGNELck2by+rVq7VkyRLn+OCwTJgwQZMmTXItYzy2YcMGJ/s4PoB+2rx5s+bPn+/my969e93jHvQcgQ3OU2u60DA+KLCtyCZyz4E9JjhH7i+++GLnzGMTqFAg99h1QO6pzlDliARzhcCd4AWfoSPALlENIvFAlWjIkCGnvgdBDJ9969atzrZRaWE+8vmZvwRoHMzfUH+DllAqM3xfdESXpjn43g0nVF1eqpIjZTpRU6+W3ooQmmvVVFehsuPlKi2rVl1TcxC6eA+3Tk01x3W8aK/2796hXTt2aueeQzpQXKETwRt18dHr1DRVHVXljkXavH69FmwpVTEXJJTg2tce3KCijQu1eNMhbT7Yuu/eGTjn4IXJi2PLBEeRoSzCwdlFYVFypmTcmuLC6SXjQXtGOD77jzJF0aAIjY4BxY0BQ2Fzbbyx8iADXGMMHk5ZJBnobphTGv3gnBCA7Nmzxzk99913nz7/+c/rsssu0+zZs3Xvvffq4x//uK6++mqXdFkfGAGgKomjxLw5cOCAy+Ci+zxUWni+vdtm2oMLLdc2TzofJBhff/111x41bdo0ffSjH9XHPvYxXX755br00kv1yU9+0s0FAnjWb2H3uY6+/SqSXNNSyZGcnOxkvyMqFd5m0cZJlee73/2u/vZv/1aXXHKJm7/33HOP/vEf/9G1bhKkMFepkLLGhXU9PXv2dK994oknzrBpnMP38G2iXZqmwM+q2K7CjSs0//WV2rD3mI4GD5/h5tYXq/boZq1etkkr1hTqWH3T6edrilS2e6mWv/qk/vLIr/WH3/xOf3j8Rf31rQ3aXFKrM9OgRkfSVHVcVXuWatvmTVqyvVwlJ84sCDQrCF6KNuvw5qVaseWQth4OgpeTz3VGzjl4wUBTdsVwU16OlHVn4qMICTow4pGqM0AARBmX0jJZnVAnmdeQ8SADunjx4nc50Eb7gWHiOhMwkjUOX6CIscIh4xyeb+36diUYE2SerN7GjRudbIY6YhhnAnXaFZBXgjvGJxzmBrL++9//3r1XODjQZA3feecdF7iHV72M9gPnhzGnokLr1/Dhw085NzgutJ7g3N14443OkfMLmHH+OGfOnDkaOXKkXnjhBddi4+Wjpbe45Yg2+MzI60MPPeQCO+Q+NPvMd8Qe/PGPf9Srr77qnkPGqcgyD8hyk7X38H6ML7aDKhXOZqTKu9FxkCikgkIyiioFB0EJMo9cMwcmT56sD33oQ+4nrWNelrn+6D0WxlNloc2YhBZJLxKY2G3epyNk3yfT+OwkH6ge8bcJnvjZp08fF8hceeWVro2NYIXvzkFV5oorrnA276233nLfw+PbPKNx/p4zBC+Vu3Rw/Zt6+7kgAHltjeZurlNFaP65/ohqSwheNmrVukM63sD6iDLVH1ioBX/5i558er5W7KvW8dh0paQnKrFys46sfVl//eMrevHNnSqsaVbX9xg6H81N9WqsLg/mZI0q6oJrFnumXxcTE8z1plo11pTrRFW9quqoqHVezit4ocyKUSJLQT9sOFRMUF44eWQxW3NuMXr0pz755JN6/vnnz3gv37qEw0gvLk6y0XGgqL3R8WPvnXEMEg4bjgqGjfO6A2TUH3/8ceeU+R1qQsF4s1YCWab9KDx44XwMLFnO73//+/r1r3/9rpYLfqdX+y+BEWBtBe9jdAzIOQ4XELxkZGS4f4fSv39/V4khK42DBLyOgP7WW291jhGOILJCZhdwfqLZ8UFHf+Mb39Dvfve7iLoYHf8f//Efeuyxx5xO4HvzGtYJEMSEV96xD8yRv/71ry7JhZ43PjjQUyQhaaOiNbJXr14nnzkN67tuvvlmJ/sEBcDruN7oPeSdYBTdSGBK0pH2St4zPPnVXiB3BFHMS75HJL+DgIVq0t133+3W9GDHOI/ghfVozG90ML4NgTV0F/vmCBxcVR/U0T3LtHoha4EW6NW3d2r/8dqTJwQ0HFd92V5t37RbW3cU60RTo2pLN+nIqmf03LNv6Nl5B1ScMlQFE2dr+qypmjYsVrmVa7T4mef0ysuBXJQGvt3JtzI6jpiYWMXGJykhPlYJqldDXcs1bW5uSUY1NtSotjFGTbGJLeecc3TQsZzXx8MJ845bJMVEtgaDHXpeJHgt5ViMH8aOvlNv6Hy2A+XIYXQc3tHCSeHa4EjjtLMomePRRx917X4YJ65XRxmnDxoMHVlifoZmkz08hrEmuENmW5N9X1Uko03gzhh7eA3vw4FzcLb5Y1xYGG9f4fU7K7UFXsecISM9evRo11bG3Pntb3/rqsvsToYDFK3XEl3MuDz33HOupSY82OB7IdNedyO7fH+f5Aj/3swNnqMFideZfv9g4fpQcUCO2VGLCmMorcktMs9zPpnJQcWCA8efgAg58Lb8bLT2N85G+GuQNb4Hn58515aEgX8PfuKL3HDDDbrllltcgglZ5/G26oGuQTAeQTCitEw1Z/VQzO6lKn3nab2z47g2+BxEcDkZl6amYHxjahUTe0S71q7WolfWq6Jgpobf+Rndfu1sXX/JBI0bP0lTrr1Xl998u24eU6OBsYXatqdahy166XiC4CWYFGquKlblgbXauHKhliyerwXzg2PhQi14Z5GWb96vHSX1qmlsDuZt5064nVfw4jPy3lnzhgrHjn9j3FAkoedGgiCH7CYKk/No2cChQ4nyHK/jcZzjtigi49zA2aBNif59rpvHjzXXl+cxRmRcqYKRVSZooR0QB5xr1Rbj1FXguyKPPkAPhceR17ONB2OLkWQHK1rC2MmGMfXwWt6bg/frTmPb0YQnRhhr32KC7EdyqpF3HCSuHeeAv0ZcWzK3t99+u9vJiAoa88a3EEbrtWRMOPgeOKV8J/QC8J39uIWufeBxr7uR5VB4zGT7gwPH0zvtwLXi2nGdkNNwued5ZN3beOTfP85BoEBFg4Nqhj+ys7Pde4b+rdbgfbBH2BqqdfgCkQ4qIr5ax2tC4W8hh3x+PzcjQdDsK97IKPC3+e60lVGBwa/hb5FQpfrNeeF/r0ty8lLFpPZWYq/RGpJZqT41q7Vq5VYt3dSgSp5nLIK5Gx8f2Km4WsXV79XebXu1ak2NkodN1cSbL9WMCQPUt2eOeuT1Vm7fKRo38xrdcPUETR/bQxnBH4lt/fIY7QXyGwQwzTWlqineoT1bN2hdMJfWrQuO4Of6deu1Zd8RFZY1qjaIX7tk8OIVDb3NOLK0t3DQE81PlExbsi7eoKMsWAjLIrrf/OY3TkGihIz2hbY9evOpqvh2GfDGBgeDDDS9//RBjxs3zrXTjB071pXmcdBQ6pGcvK4K8oqRJAAJxy/qPJuRw6iSGZw+fbrbrpPFr35tGDDmRsfgq2geHDiCSq5veEDvwanhWrEmCSce/DXjvUjGUHlhjrC2g2vr1/NF67VF1yPXrOlBBzz99NMu6A4lXOb5ne+LHmc8Q2FNAo91G4ewE4GuRk5DW6rQaQQeBCE46pHW2REskGRhPR7t4LwPr+Masg6MRf0PPPCAs+McH/nIR9zaMOYTf6stAQx/48tf/rLTjddcc42uvfbadx2zZs1y1ZFI6wVZdE/QxOcnsdaa70ESjqoKVVG/ftMHdLwHLWe0hTIerOXiOyOv3UM3c51YgJ+r2LSxuvTa8bp6TrqK5s3VshcXansQtzbHJSqYucHcjVVM/QmpbIdKjjVrf9VQ9eqTrWEDTsVAp4hN6aMh139Kl9/6Id0xIV3Dck4+YXQwwZVprFdzbaVqqk44G3WiIvh5IvgZ2MMT1XWqaaBrJNDhJ1/RWTmv4IXJjhOGkqDlBaWGQvAH2TkCG5QW57ZmoFCAKAwWuWIYURYoFIIY3hdlEa4wQpWuce74jBIBC4EiixPpQY+UqUJh0wqDw4KBYrHm1KlT3WJlts9kwTLXt7sELxg6nFB6u2mdYw3AI4884lrp/vSnP7mDNS3IKDIfSe6Rdww+RpJdb2bMmOECfdrHcBxw9kJf1xajb7QNMq44XlwnWroIQFi75EH/sKUq48+8CA3oPWR9aZ8iQ4yyB3+9/Dxg3nDfCxwg3oO1HejK0MpENIFuQGZZK4BjiX7HoWONgXdiQ+FcXsPiaYKcX/7yl249DJtU4Awy9gR02AgIf71xYUHusctcg1/84hduPQpj7+UVG0uwTTKK5CPnhkMFgqCV+UMw6/USso8uIyAlcMdecJCYYe0M+oxzucYETSQ2qawwf0ITB8C8ITnGuhoW1Ec62DUMGSTYCoeqJ0k11s7yHcLX46KX/WYofB8cN++fhH4fAiACL4IY1vLwmZnrJFv9XO+6BOMQjEVTc1wwkTPVc9x0DZ8yWePitqhx1yK9trxE24pqFZsQo9i4YN42Bv4Yu1jVNqtCgRykJSk7fIgY2ph4JWb2UEZ2jnJS45QcuHVm2ToYZDw4YpKzldxrhAaPmqCLJ03WxIsnaWLw86KJF2nM4N7qnxVcq+DyN52cE52V87YaKD6UGM4cDnHo0dZeZhQG55DdHzZsmMuqoJRY6ImC9UoPvNLA0cbJIyvqFY7RNmj1oFKGEfvP//xPF7zgXKHwMUAeP64YNUr/BCpUXyZOnOiM3EUXXeR+xzjhqLzXde4q4Hxi8NhV6X/+53/0ve99T9/5znfclpzf/OY39fDDD7vgG6OMvLZm6BgvziEoZCtPHD2cOpw97xj413Z9Y9kxMOZUuVgo/i//8i/66U9/6hwTKiwe9BAOEtusUkXGaQld38G153H0E3qP8yGSHmKufPrTn3YtNmSJ0Ys4Z9EI8oke5jsRbBPkkVwiiCeAQQeEyinfk9fgQBIo/vCHP9S3v/1tN0++9a1v6Sc/+YkbRyq/wOuN9gGHG7kngGZTBX8TSmyol1v0GskpnH8q8Tzv2wKBwJtgk7lD0OMr7v716KxwmB/oOOadDxBI0tBKSfBPABFe4cEGMTdZ/8o6S3ZuDD/QvexOSoATDlUeEqH8bb4ziYbQDVHQzc8++6yrhvKd/XwMnb++JQ49QAKC+U8QFJqM7RYQlDQ3qr7XNGWPuUq3TanTkJiNeu2ltVq16YiqYmLVFFzTmGDouDVMcIEVkxBc53erwuC5kz/DMMvWviDXZ5gmFuYHD8RkFCh9yAxNvuw6XXn19bruhht13TXX6PobrtUVEwdrfH6iUuNjAt0R6WJ2Hs75DvsYJXb0IMNMNoIsCLuQ4OCiOMgmoxgILsjEkJ1nEWukNhuMGwvjUJxk9XCGeU8Wg6Mo2NqQc1B8lIq5GBg9Sr4oQJQfLThkeozIMGYspETxU2155ZVX3Nhyncgu0bJHthnF7zPDGB3K7lRocNiuv/56l43ycD24/hwodX8jv64OFUFkH3lmW03knp9kA2lzQNZx5gjwmBd+LVcoPM9Bxn/o0KG66qqr3O+8L+PPeDLmgGwzrjgAGGx28GP+Ie/m8LUNdkJCxxCo4/jgiPhxpzJCEI4zDgTr6CzGGP3Fa3Gk3nzzTRew4Lwh88g784YKJK+huoBeYp4Q2APXh/fFQfcHCZo777wz6hwgvhu7SN1xxx2u8sp34/uQpSfDjjwyPuiI2267zT2HzkH3IL/cH4f5QXKKljrmD2OMfsdm4DT7QDAUHGyy/eghkigcFsy3DZJSyDs7GvITfY7cI7c4/iSs0C+MJweBA7JMMI/cU3kk6MZeEEign7hWXEdknHPRh1wfHH30YCjYEOSA+UNAwN9FH3LdOXg9+pI5wr89/vO05UC++BkKAQl6FJ1JlYVgjPnL9uV8FuY/vspNN93kZBMfgvHBJqIL2FXNyyLvxd8gqcTr0Bl89/DqeJeiIbA9pRu0YVulVu/L0Ohp4zRuTIH6Zlap6li5ti7aoPikMpWlpGjDWikjO0kXX56tI5uLdWDtcfWcPU35o/LVN3irMyxUEAw1HNqgg0XF2nI8GL+4QNcmd5NAsAPZFwTor77ysl579RWtXLHC+d1+S//GskJVbHtH6yoCPyX1Ys25qJcG5py+SjExcarfOT+Q9SKtjpmsngX9NWdkmmI7qayfl/SgGFAQBBtMZjIUHL61iH8PHDjQKUcyPygGlADZHIITFBt4BcDzgFPAgjmUGcqX8jIGjN8x+Cg93oNecxwSlBGG1d93g4wLf6e7w/XB+cJBZgxR4GS8yHaRfWKc2bP/7/7u71wAg9Im2+zhujDejDuOCtcwFK6DNxz+nO4Acso40eL4wAMPuBsYkl3/7Gc/627qxs3d2HLTB4Een5lkvDgYO64RY4ehJHDHASBTyHUi28fzfnyZM1QBcCi4lr7lxrcyGKdhbJF9xpBgD5nHAeOg3YnxRva5bjhxBO2hcO1w0HHUcVIYa96DccdZw1HHEUPH+YQMepCAFec6FGSFwJa/R6CDY8Q1jVbQr8gjAQoOIOOLXOLsotO9HvDOKeewc9OXvvQltybic5/7nD7xiU+4nwT3jBt4ne0dWw9/DwcU55JAiYw5eh5nmPlhnIYxZLywl7REYRexkYwdzjfVEuTwC1/4gtM1/O51EbqeoJ3KGsElcwS5Z8yRfa4Btvyuu+5y183LPfKO3IfPIUAWeA3bKuML8LcIkGgLI1jlPbjWoS1o50qkuUQwxNwlyKLaiczwPRgLAmo+K0E0OpzghO/et29fF4QTXPlqDDBf+c7YSBIPfP7uYus8TXWNQRCSoYzx12nMhBGaFr9Opbs26s01JSoqD/y45MBvyOynvKxEFSQfUemRo9p7SKoJm54NJw7rwKq3tX75Ci3bU6miE6eveUuytDjw7U5v9GS0DfRgbW2N04sb1q/TksWLNH/eW1q0YIHWr1vn9IGHEWdb5KZG9Gyd6k/63Z7m5jrVBfOxoaFRjU3Nnb6t77wrL2SLaeHC8cVIhcLzPvOGIsRI4TiQoSSDwYCj+FCqOGs4AigTwHngNZSYyZbghKA4yJLSUoZCQcmSBcI5x6Ej+8P781qyeeHOY3cDpc240ltOxpnqFdlO77Qx1hgVnLNI4KSTkaIvGePC2IdWXrh+ZNV8wEhGj/fv6mDEybwToGDwvPPlITDEWcA44wAj436+YCQx2LQxINtkOMmIIPucj6PLazG2vAYZxtAyrhhNXo+8k0WkMslnwZDihOB4GC0QuDA2ZJxZa4EThlOCE3L//fc7ZxrdwZi1FkgwLxh7rg2OC1Vf7uHCvSHIvnJNeE//epwznD7aAOn9DwUZ4HwWGxMscS1b+7udFV95YRzIViOb6AXag9EDjDf6F0eW8eIxdDuOCHqDx5FfDzqd1iTkHNlHf3A9aEVDn6D/AfvBe2AzqHpRCcAxZx4x91rTX90R5J42SHQ+La3ofGQNmSWpQlUQufdVRk+oLHJd0WvIPdeayjIHdgP5ZQ0I18lfS/QXck/SMvx90U1cR5KbJGe4zlxPZMa31hLIkAy4kPOB9/J+AEEa34MqC9+BXQCpEDEOPgBDhvBf0NdUo/jMPkDhe/K9kHn0BgmISNX0LkVY5WXMlCEaPbyH0pSjzMRa5adxI9A9Wrhgn45U5qjn6LGaOudi5ZZuVUzhYi0r66MjDQWaMjZL2aem/DHV7l+il379Ry3Z3aijQy/XsL6ZGnjSbG3csEG/fvgX2r1rlxvvvEBnhOoLo3UqT1Rq6ZLF+tPjj+lPT/wx8B9Wqn/gn1x+1dW65bbbNHrMmFN6svH4bpWtf03Lj+ZpR8IEzR7XQ8N6hvjKzYFO3/Cq9u7eq8WN09SzYICuGt15Ky/nFbygfDhwxFBoGKdQMEIYGZxchBEDxr8xTFROUGAYfKorlKRRlr7sjPHHceA9vIGjUnDllVc6xcH7kSXhHJ5DCdJmw08cbgwdP/l7fleb7gBjyy5IOGsEdLRa4ET4DCjjRxDC9UJBny3Aw8j4bBhGACMTbpwYeyYFxgfng/O6OjhwBB4YYoJoZDDU8CLPZPgJbqhAEtwT7JD9IFuMg8E1Yd4Q/PvgBUWNbHP9CHSYW4wt1wpDS4BCcMPf4n04qLoQpPJ+zCmuB9e0Ozp03sFl4xCyrKyXw5lGB+CQ4MT4Ni8cOsbobA4T1wPnBtnmOqNvOJBxHkOv8Ho/R3DokIXQwIXnvCPFteV5Ahn/urP9/c4G+oQMPE6gb4sjq85B1Zt5gc4lqYSzSJDNmgPkHd1P8Baqh5kPrJfh+jCuXA/0F68jsEGuGX/GlTFFh2EzfMBE0oTrzXnA5+Cc7gZ6AH1EJwJyTxCJDmFc0R3IPUEH18zLfWsgk8g94x0u9/ybx3g953i5Z9x965d/zMs15yH7/F0OoFLHdUcn8nf4jOF25ULAZ+D9SXb6qgo/+ax8Dx+48JmRG+whB4+HBia8D8/z+Zn76GC+V5emIZhTx9dqzaZyLduVrtFThmrMyF5Cs8WnJSkvu1nFu7arcOMu7a3vq4whY3XpnAnqn1KhtIbD2rm/SsUHD6uhrlzHSkt0ZN9O7d+8UCuWrdGijZWq7TVGI2dO19iCJPU8KY6HAxu2OnC6sYslxSUqLj4S6PQaxQVjzzXp8mN+jmDvDuwvdJWVxYsWau3q1YHuPBgEGbEaEPjVM2ZdqmmXTHfz64w531CtxrrAf8gerax+ozV1WJZ6Z4a0bKpZjSeOqSEpV80FkzVqSL7GB9eps9qq8wpeUJgoIJwzDBPrJ0LBASNrDxhusmQ4YThqOFu8ntfxHmSRydz44AVB5TUYPgwiVQCUkC9ne1B6ZETI6tBqxgXFiLIw0WelUTo4DV0dxohK15NPPul2viIgRGgpnbMg/MMf/vC7ssVnA4WN44DwM8bhr+Ma4YjhpBMYYRS6g4LBKSboIPAmgOF7h44Lck17AsEc40ZLDU4c48lcIRuNXOOE4XxhEMn4MXYcGFkcEqpmGEqcbeYNco+8M9ZUzXic64O8+3ZAnDrknbnW3Rw5HDbG4Wc/+5lbe4ERpDWEViW2bEVH+MDhQsL7tfaeZ/tbF/pztDc4xiSSyML74AX5ZP4TvOA8o395juDFV17QS8gjFanQ4IVgmxY8dDROJcEI84px4bUkYJB33p/AHftC5YCftElSgcFukCDj7zIPmSNdOiMeAWwsyRIqLVSmCAAJWND599xzj2vxYlzaIm/nIpOcG35+pMc8BFMEpcxRNoshaKDyT1DEdf6grtu5fOdug6u8rNf6rZVatTdT46YOD4KXni54iY3NkHL6K7Nqn9KrAue5or8S8ofpistGanB+H+X1zlXs/hU6tm6uXn07CFYCx3rz2gV69YX5WrypUnXj79aUa6/TXTN6alBaIC8tf7ElURTM84OBDnAtT4sWaM/uXYGNywzkN7tdAtxopb6+zq1reSmwc8889aRefflFp2dnz75M99x/v+66+97A1xsT0d7FpuYqbfAlGjlugmaOzlV+ZkIQ8Jx8EmLilNRntPLHzNQlY/tpbN9kxcd13jlyzsELA4IhIqDw7UKhLUWAMsLo0O6FA8x5OGcYJpw4hJHnUKw4bDgaGKpQyOpg2DCIBDc4bqFRJJ+D9/SZIi4WgQqGjMmAMcR59IvOOS80+Il2CCLJ9NNGxI4+tBxhIDAI9NkT7GG8cH4ZN67JuShrzuU1/nUYnNDX+/HneX52B7yDRaskwQtyFzomvvKHrFKNJJhA5hg7nCzgMQIPoKLIubwH48hzQFWFeUUmGyPPfOEcDuYe5yHvyDoBEHMFhx0nkuoD62G8vId+vmgmXP74vjjUtIziyBK8cz1IkCD7tGj5a+DHzjg/CMqRScYVXe5BFgkmCGQYZzb+QOcQSHM+cu7bwkIDauYCbZNcL+QbPY/eQqZ5HXaCBAEHoF/4WzzPwbm8hsdIgJFUIKvP/EPmu7Kzg36hesHuhAQD2ABsLQk8rg+6H7lnHBi3ziD3zF0PfgPJFwJRAlv0VHexH9FBIC/xaYrPHKz+Q4dr4oT+KshNFX0aLZKUopTUNGUXDFfBmKmaMmmkJgzpoez4FCWkZSo9LVs9+gxQfn/WOvUL5n/wPsMnaOyUWZo+e4amBk7x0Oz4MxZboxvSA12Rm5un3oFNQ5fU1dVrW6DTN25Y75x15JgkKnO+O0JlZdGCd/TSC8/rjddfd9WpHnk9NGnKZM2+bI6mTJ2qYcNHuPkU0ddjDnJfnriWNcoEJS5wYWqGnBoTG/hzwTnxcYFvdzKyCTul0xATKJbTmqUdYYteKiIYFlo5cNrO1ciEOzCRIDjCmPldashG0S6FYkfBE+Bw8ZgEkd6Lv0FggFEmY4RiZXJFFIh2gr/rPwPwd/m8fAYgc4/zRsYdx40sJtDWQc+5X4xoXDiQC/rIcboIGAgccBpCZQLHgmoIz5FtxoGgtYUgmooLytcHFLwPhhxHI/Q9CDzYZAG5w0nDufPBTiRw9pBzdiNDHsjCEPjQo40jz+tp30B2ot1J8HOTcSZII2DHkcMZ5jtTYSQRwrgZFw7kkcAYx5hkVCjIN0E9z6Nb0T1UUmh9RE8RoJCoCg1eeA3Xj+vJa0hgkXCibYx2P4IlAnfaVVuDQIV2NnadZDMFghqcYr+LlHeMO1JvtxeME2Ppq1JUnkhaMaYk91jXgtyjTzorfIdovw7GOVB7VBXlNSqtiVNyTo/A14t31Zu2sGvnTi14Z75efP45HQnsJGtg5lx+habPnKnBQ4aeCsy9P9QVYb7g/1UH/mvLYvz1evutua5VrDJ4jIDlqsCnnRHM+7S07lmZavfgheABhw4DSJaITBxGhvsF+EzzhYSvQ1sCDg5/j9I6hhXDiLInO0hrA44dxi0cAgd2feK1GFmqSr6C5A1weytiAjA+t9/Fh8+AIfeZSBxcNj8gIMSI+0w/Y4tjjSE3LjwECgQHVLIICMIDRK4VMoNc8TztkzgcvA4njaCd1yBjvA/nkLUOBeecSiEyxvPeATsbyADBLA4jGWjkgkoEr8WpJ6CleonSj2YYR250iNPK9yVIxHlD9snu8zvOcqijbLx/kEcO9ApVvlC8LCP3yHZL1rTOtT8iwzyGHIbqS4wy15LHuFYE9ug0Ws14f2SW60hAczYw6swvgh3a15B95B45pwJE2yxyH+3y4OWeDWzQMV7u0fvoFKpQjLtVMIzOQxMTXXWNMYpLjD9z2+T3ABk/HvhARYHPtmvXTm3ftlWbNm5SZeUJDRw0SJdcMl2XBcFMfuDrdFXqausCn3mZ2zVs1coVTqcODfxQqivDhg1XQTDnewU+RXv40NHCObeNnSsYJhbf42Dh9KF4UbY42aFtYBcKDCLG0q+z4ScBFIYOhwcjzO8EOBheX4pkwtA7T3WIXmocTwwqGXIO72xiXNvLSOAA+Jtr8ZOMJp+Bg4CGz41Rx/jjqPI5MF70gxOMkXl7L4NvnD8+mOBneECBo4aTRDDC80DQ7Hv/qZ4gi1QbQ98nHK4pz/nn2yJrXHOqQMgCf4PPgswi48w72nhoKcShBD47n9U7lMgdgTIHQTs/Cfa9Q8pnaU+Yh8xP5hyZd/4+Dinyj/5gzvk5SsaZcxhH1gv5SiN6hbE3B+7Cg55GfrkG4fgAhLH3coJ88RrkkteEBi7ANeI5zuF5ZI1kDbLHa2mn5Pq+17VELpB32jh90ETSCrlHVyK/yD0yBPwtH8gwR3genc/fxUZ5uWee8Dk6QpcyT9HlfA7+Pv8mIOMzMwZ8Xr4XATvVKr4vARm731FtQe4Zh/AxNowPlkAeY2k7jz3n+3Eg87SREZywAD0x0BPMYzb6OBH4bwTzJ060JFSwHQmBnYxkS6MN5vmRI4e1I/AZVq1c7nYO27Fju0qD796jZy9dMmOGC9omTZ7sEtrtbZc7O+1eeUG4MAZcGP4UBgkjgmHoCEeDTDYHgo+BxAj4zC3VDO7oi/HDIWJrVRZcYxzI/mE8yObRLoRziLHgfh7tlcHGMWPxJS0CrAHiMzCRMa4ENDhv//f//l+3cxLGjbEFnABvlI3OAdeQxbRUQYBgnUwpFTwC0PbCyzvygeyyLoRF7AQCVO5on2ThNYEOTg9zknYzNnvgfAJlXstnpPWNhb8Ex+0JARb9+8xLv0YN5xGDRMvnAw88cGptEC146BMqLT7x0BUMV3eG7cF9SybX01fnkdG2gswjFwQtVGHQpdwHjDUxfh0UgS56FdlCxmjBevTRR121htfxGHLPeimq82yL3Z6QVGBzFT4rc48EFXqcCheVo8985jNO7pmjBC7YLBJyJKk4j7EyjK4Mso/v2NI2eUirVqzQO/Pf1soVy51PNmXqNN108y0aN2FC4FNGtzNP4uSlF57T24Ed3LJlswYH+m/WpbM1Y+Ys1y6XGgQrSYHfjP4yOqDygsPhgxUixdayce0FARKKHkcHYSeDSPBBpo71ABgqnKdnn33WZb6IaHkM44mho92H12LgMC5sgcv7hEM1hOACA+qDNX73j/ngje8dHrTxHAEK/fs4ZxgsDCftMHwGsm1kHjDuZNr4jDyG09bW7LzR8RBc4ohQaeTguiF77else3lnrvH3vLxzIHsoPuYfgQzyyFoZ1oghoziNBPQspsWJ85lrDt6LYD4UL8/nC+NDtYU1W+xoxTzg7/s2MJw0smwE7gToOLN8H8aSz8c4miKPftCdyCu6jSAf3ca1D2+pPBvIPfLAa5BVAnNknvlHYIOcoMvR+/zOmkiCBs5DrkgUIfe8FpmkesM8QeY550JDIo2/j2zjmPG3kX3knu9AAoFqDJ+VtmU+N+PCd+Bzmdwb3QHsC/aMuc2CftZ3eJuGzuA+J7SVbd2y1dkp5gY7lJ22S01qrDioIzs3aVsQEGzeulM79h5RcWWz6pOzlBqY4vh2d0Xr1XRstw7u2qrNG7do67Zd2n3gmIprgj+emKzMpBb/7VhJidasXqWaYO6PHDVal0yfoanTpmtcoBcyM7Nchcl8vdN02IL9zgYZZu+wkaH73ve+5wKT++67zy34DDWcBCAPPvigM2pf+9rX3PPhDihZNDJjOHycD34CYZyZgBhnnC4mXajTx6QjA+ezyiw85r4soZAdx9gxaXHu2P6V9zGMtoC8s7AZGUbBc9M2HCTudg5/8zd/47Yr97v+4ThRjSErjqz/wz/8g+uzDwf1gYN1NjWCoxXJ2cJpe+qpp9znIjFAwP6pT33q1NyilYfM+C9+8Qt99rOfdZ+hI1p5jK4DCR8SUySo0NsEKcjd3//937v2rB/96EdOl6JXAZmjGs98oWJDtYbNA8JB3tHrvvodDvodR6O1ION3v/ud2yWSzQqoLt55552ngiTWh1K15XMzJ/71X//VghXDCKEpmHurA9s076039cpLLzr/a3wwv+dccZVmBfM5v6BASZiRykMq3LJem1av1ea9xTpYHtirhBzlDhmvYRdfosnDe2poj6Rzbm1rG9jEOlUf26cjG5drw6ad2rDrqEqqg2fSA19w8CSNnzhakyf0VXZ8ELwc2O+qSgRntIdlntRJRmS6bfACOF0EFWw7+eUvf9ndF+K73/1uxKCAtgbaCqiKYOjCjQk9+mSPWauC4cN4+QCFjDLBEK0LGESyZ/xdD+XCf//3f3cOHBsZYLBoZQuFTCDGlvekEkQWzgyacS4gZyh5nC5kiFaU73znO86h++EPf3hqQwhAZskO08aF7NFjz1qEcAjYqd4QFIXLI/MLB44WHBzEcAjySQawNojgyd9E1YNqYrMPHDnmDfPiXLLxhoEMsY4EeUZvE8ygy0kWMQdoww1tTyN5RKKI8wgmCFzC29d4T55nAT0VeaqCXtcTzJAc4L2p3rMeyz/n4bOQLCN4ISBnt7DQaj5JBVrf2EmSSsy99957hr0wDENu/cvBgwe0d89e7d69K/i5W3v27AuClnj9ny/er2E9UrXiqae06lCTdiYNUN9eWeqd1qiYqoM6VFiqwiOJGnDVbZp81eWa2SdWOWfmo983TQ1lKl/1lFYuX6/n1gfzNyNX/QbmKjOxTo2lR3Ro606VZ49T4qTbdcuMQZrSP15Hi44Enz9RvXrnn3wXozW6dQ3KGwQcOnqeMVbhgYuP7SjpcwMwKietBQ0YKZw1fvp/h/7OEQkygSw05SfGKtJuYTxG4ETPM60VfIZuHHca5wFyQwsKMoSDRMBBWwxBSWjgAlQ/WPNCBZA2SuQ+EjhirCtgzRjVmtCDzQr4SWUxEsg77ZIE7WxjHr4NL/OFbDmVSHYJ5PfWMt2GEQlkhvZgZIukEZVxNmTh31Ta+RkKgQhrGwmUkb1Ico/eRe7R2V7GQw9kmoAJuQ/X0cgv6y95jn8zF8PbkLFBVDlJGBC0G4bxbljUP2LkKF1z3XW6484PafKUacrIzNKxksM6sW+l9m9YpLnvbNX6g02KzR+hQROmatK0qZo6aZSG5zYq+eAKbdu0VUu2lamiOpJdaVJzY73qa2tUW9OyHODMo1Y1tcHzjU3srRZGtRpKd2jjOwu1dOEmba/OVHOfMRo5caqmXDJNk8cN1Iic46o7tEUr39mknQfK1JiQrP79B1jg0ka6deUF+Pq//e1vXQbuK1/5ir75zW+efObcwBDhjLXWSoARJSNHwERAEwqG7qtf/aoznF/4whdcW1ikAMYwLgTIPLvqscaKtjCqfchdJKieINPIbrjcAoE/1UacwvDneR1yT8BEe2Y4VG3YAIOKIi0ykRZo81mZVz4REOkzGEZboVrCBhasbSF4ufbaa9+1pgWZQ4dzkCQKlzmeJ9lF4EIgwjnIuX+O8wn+SRbQhumfA9Zw8Tq2Pqby+c///M9u/kWCyqS3G6HvYRjGmWBr3KYb1XWqOlqo5E1/0KpNh/S/u2bp4llT9em7xqlXaqKSgvkZExOcu32+Di17UU8fGqXDObP0lTtGaGh+qB4I3OLmKtWeqFBJUZmq6xrUcEoPtLjMzc2BTYxPVVavHGVmp4qG5lOaonqlyjbN13/+eL12Nw3Q9K8+oKkjCzQ6ObClcfFqrj2kxqOLNP+NPXptXrPG3HODLrn5Ig0P3sAao9tGt/cEMAoEFN5YtQaOFkEGWWKi7nDoqcYYsWOSN5CU/Tm4kRqtL7QY+O39QsHYYUAxUrw3DmM4ZPpo3yFbTvsPRtIwzgcfEKDwcbI4WpMn5gZBNTIa6Rz/XsgnBw6X/7c/+Dut4YOjSG0xvDfzk88XKeg3jHMFWUNekSfkKhLIHAFJawE7oMN5n0jyzsFzkfQ4Mu0f5++fTaaZd5xjgYthnB3mK2tFCnrladjoQaouLtGB/aWKGXix+oyaqGHZ6coM5lLLnEpV9rCJGjX7Bs2+ZLxmDc9UZnL4PAx8tOajOnFkizYueluL5r6ht+e9qXnB8fa8t9wNI996a6Hefmejth4qVWnwijOsXPE+le/eou21OSrPG6uLRw/UuJwEpaUkB38/sKkZ/ZQ6aKYumn6prrtqnEYPyFZ6YF5tprcd8wYC/AJ6WmkiBTAYGzLUrGlhbQsRfji0ztDDzAJQ1s9QxaGawvGlL33JVXQIZAg8wo0aRpIdlPgcBCeR2my4DwZ90CzmJNMdKYAyjLbiWySR5Ujy7MER43mcvkhOFHOG7aBZm8KuZewcxk8O/xjtNZHwzhtzjr8TDn+PuUJ1B2fQMN4vbPhAqyRBR6REEsEFso48omNbC7yZE2xvTPXSy7uXeaqabL7C9uThEDT5dVtUYVqTaz4Xf4PPaRhGWwnmbsVB7Sk8rmMVseo3uK969YxQy0jKV8ywG3X5VZfpw1cPUc/ssHNI1DWVqerYbu1at0rrgjm9MvC92Kp51Yrl7lixfK1WrtmlPcUnVBG8JFRTNBYfVdmBwzqRm6/YAQNUEFsXVlHBlvZXn3GzdN0nbtasiQM1OC74WC1PGm2g3bdKjgaoqlDKx1nCWNHiQoTuwflixyMWL9MPzfoAIv1Q+J3tLNnykjYAFh9zsGDT/5u9+3lvnMbQjJt33ghsMID0YfM+obAjE7s/ca7fCpTPSOBjGOcKgQMBMQE1LYrcOygSTzzxhGtxQW7D1wcADhYL+3EEffuMP3AEkXPWcUVqG0OWub8LwQnraiKdw/qBX/3qV24Osgja2imN9wNySpUcuUI+Z8+efUbVD7lFD7No/69//avTsewIFg5y79dz+QoNrwXmAUESu0uGt41xLnMPfY49Yd4xP8LBJv3bv/2bq9ZjC0LtkWEYrVGnxtpD2jL3TRUej1fDxDs0fGCGRp9hNuggOD0n/b98pd/Bz5hkJaT0Vq9BozVq8lRdPHWaJk+Z2nJMnaopUydr8uTRGjM0X73Tks5oG6vbs1gHd2zSvBOjldxnpG6Z3ENpiWf6jKc+xamP0vLImZ/OaA0LXgLI7pIBw2BwrxecJIID+viptFB1wckisGERJUYpFISebBoLQ1nYzyJLDnqqObgTODvP+OpKeKsAv5MNxEHDaPJe3OeArBvZOR6n7YysNuthWEPA46wVwNDy2THAHKGG0jAigYx4+UaukBvkFgcJGefAwcNxeuyxxzR//nwXfEdak8Lc4VycNRYeE8D7g0CDx9gQAHkOh3nD3yDDzbzgd0r/4Ntu2Mb8N7/5jfu8bFhBkM/jfEacxPC5ZBhnA5lBfqhg0wJMYICcomuRP/QpN3ZF5ql0s9CfRfXh8B4EQgQiJJNC5R6Z57GCggK3K2S4TmauUJmhgk7g4s/hYC5w8Bm4YTGfiV0q+Xu0DfO7yb1htEZgv2qPas+Ct3WoIlYnRl6nQQVZGpNz8mkH87FRaqpXbU2DauuwJRHWU8YE8ywuWUmpmcrMyVV2bq5y/BH8npObo9zc4Ln0FCXHx4rQxM/0xoOrVFK4QwuODVZC7gBdM7mXMsKCF8KUxvo61QfzvaE5Rk2xcYoL3sA8uLbR7RfsAxlgSvwsGn755ZedUcKQ4FCRFebfbPXKfTDYcYzgpj0gSPrzn//sMnJsxYkh5LNhtMh6EwBxHxocQVrY+Kycy05M3AWdxafhO9cYRmsQmD/00ENu61gCF7LQbA2LSsC5IrAhqJ42bZrb8SvSVskEEcwXnKtwJ82rFoJx5lI4vBaZJ0Ahy03l5fbbb3dBPplt2m+4iR9JhS9+8Ytuy+Wf//znbq7yWZmL/r40htFWCFDYGpwAhh3FSDSxXTgBDHOB9l/07Uc/+lEnY5Eqgsiub/sKlXtknt9xhAhSIsk9oL+ff/55t004O5p5uec9WTfJjmjMSWSeezKxnT9V+ZtvvtnZIgIjwzDeTX3lHq34ry9r0fZqrZz+37p25ih9YsLJJz1Nx6UTe7V2Y62OlKdryrTBgb8VsmC/uT6Y5Ou1d9liPf27Bdp6qFyl7sYxLUGHmptU39RTCVljdfnfXK85V48Rqb1TrWGbHtWuxS/p62+PVfPAWfrxP87SsLTQLhlsY7WO792pfRt2q67/OGUNHaIRdieANtMtKy84WxgHMl84SRgZsl8YHJwwDBDlfYIUMsE4SBgNWsZ8Zrg9wMnj/X2/Nf/G+PE4FRy272QLTX4noKHth7YFnyln3Q2PYVB5nbUaGOHgoLFDkm87RPaRF2SHQBm5w7njd2SKVsebbrrJzYHwFkXmiXfSeL/WjtZaG3HyyHrzHlQ8mXv8G5kmQOEx5JjPQPaZiufy5ctduw73UqIiSfacz08GnM9hGJFAtpB75ImAnKQU8k6wgA3gQOapZjNHCGioshMkIJPhvJfc83dak3vwup6/iS7nXOQemUbueW+SUQTpJKRIJhBYIe98Rl6D3mcOm543jNPEBoFB7JHlKik7oWVF+crOytK40Zk6I41QulVH17yqV1eWaV1xhsaO6KXszNB5RIByXJUlx7RvV6lqYhIUn5mh1GDepqelKi2Y48mpeUrPLtDQ8UMC+5gnOtNONaDGlKih+phWLDuiqhop/6Kxys5L0mnvMQiOqtZr65IVmvvaDlXk9FVDYAt3r1up0kOFio2LV3KgQyLpHqOFbld5wVixwJh2GHr1MRCsS6F6QTkew+VbVjAOGBWMA601CFJ4dvlCwqXAoPJ3+QwYVP4expC/79sFeCzU0Xz99ddd9ppWA6oyt9xyiwu2aFfjNYbhoU2LhcZU8fy9XbirOBU85gNVDmSMLDBZaVq1IvX8X0iQc3byo02Hz+bXEfjPgBzjcDIncexoreQmgyQgOA9ZJ8AiyDFHzggHXUmQgGzR2otMA3KPzmS9I0EBOpYqC3JEOxdBQ3s6D9gaEmh8Ln6SLEB+qXDSzkYV1Ff5kXWqNXQHsF7Hr1ND15PQIlgyDCOgMYgWtv5W8+cu0w+fSdaAy2/QR//uNk3KlVruWV+v0lV/0uonH9bvj8xUycDb9e+fHK+x/dPds6dpUnOgOxrqG51v1nyG74fbzO+xiounvSw2bPervarcs0S//87/0+riHKV+6kHdMGukbuh78um6Q6rf8Af96Znt+v0baZr9f+7VoAl5ev7HP1B6U71uu/teTbtkuvq2s+2NZrpF8ILxQuGzZoTAhXYZDAdOGe1WGAnaBNozMGlPcEj5XmTmCGYIaoBAhooNgZk32Eb3gyoFsoH8czNJ5PwjH/mIa4MEgmXkhgMHiudpZaHaQutiR2R/CNbJKLPbHllxHEmcRzLfrB8AVBWyjSPKtuQ4fQQ9JCSovHBfDdbuEOwMHz68Qz630XmhekfFArmnDReHH33PjVcBu4D8IHdU40n0IHMELu1ZYQ+F3fr4bHxWgnjkHluELDP3PMg459BmRqDDPOEzE7wzT5F72jsJzkzuje7MiYpS1RYt1661y7TgjfXaU5uumt5DNaBPjnqmNinmRJEO7z2gwkNVih1/k4bPukYfnhzYmswzt+v34cn5UaeGE7u05S+PaemK7Zpfka/Unvka2j9X2Qk1aiwrUtGuHTpU30/VvS/TrXdcomEFMXrr6T9p95ZNagz+eFagrwYNGqzJU6ZoxIiR7qacxmm6bPDiKxg4QgQr9Ddz7xUUP84ZWStfnSCr2xXAAWSdAOsH5s6d65xWWt38XdJpu/FtBtEaqBltA1lA/mkvoarC7kasYaElkU0fPvvZz7o2RJyfaIW5TRDz1FNPacGCBa5iw3djXnPHfjYY4Pv5qqnR9UG+SUwh9wQtrB+hKo2Zo8LO2i3kPppB7tHzVGHYWIB5zpod5J5kFRVV2s5sYb/RHWBuNwVzoDaY+0WHDunw4SI1BKFHSu1BZRUv05uLtusvS4vVnJOrlJQ46ehBVSUOVszQa3Tb3VfqhsuHqiCYJpHv+vQ+aKqTShZp84K5evzReVp/LFZl6T2VG3NUMfVNKqrqq8GzrteV931I14xKU7/ERh3Yf0AL3lmgl154XoWF+5SWnhHoq6s1fcYMDQsCmKysLDenraOmkwUvfJQL5VRjvGgvoaWKrDMKnuzUuHHjXEmeqgsZXcryXcmRJ0NHBp3MHO0QOHdUncjSUWG65pprnBEnC2l0TZhHLHRnhzzaYqimkFH2FTh2q/NVlWiXfeSaVjcy6CQmkHfa31DwVF98O5mv3hhdF9oKkXeCFXQ/0Abm2x9x6tH7oRWNaIU5TXKKxBwVSGwcPwlasG8s9EfuTc8bXZ2Ghnpt2rjR3Txy5fLlwdwo1aWXX6lZ0ydr7ODeqqms0t4DR1RaWauaBnb1SlFyZg9l9+qjvgV56pmVJFJ47WIJG8pUXVqsg/uLVHysXGWVdaprjFFMQpqSs3ooL7+P8gt6qUdqjPsM9fV1Kistcz7crp07tW3rFm0I5nZVVaUK+vbVzEsv1ezL5qigwPefdV86fME+zgZbtBJMAFlRD44UWTMWnfPTZ0zb6mBRgmfBI4ocI0bmDQee98JZI+OG844xoy0GRd+VAhegfQZHlb5pvjMZeDLSTAbaEmi7ob+b7B3XgCpMW7PvjC9jyesivYbHcZxby/bxnD+Hce9qY/9BwriyIJk1Icg98k/LDC0pyANrXHDkWQDMWhJ65LvC+CO/zGXknVYbYByQeQ5knp/IPXKH3L6XvJMA4DVkt8LPpaJLdh89xtxivpkcf3BwDZBx9Dw3iOSghRYbgpxTgaMiwb23aMfqKmtDsF1e7mkPRrYJZrCtHMinl39gnoTa2nDQH8wRXst7Ideh8Dy639sAq2YaHyQELCUlR7Vzxw6tWrnCHVu3bFFpIPNshjF27DgNHz1e+YNGKT2vQAWDhmpQv+Bnv0EaOGqcRg4tUP+eGcpMjj9ji+MLTmyyElJzlZs/QP0GD9KQvvnqM2CkBg4f6e4P0yc3XRkJMe4zADaHTQHQVf0D/y0lNVWlpceDgKZU5RXlqgxsU0V5hbNRfp621X/ranR45YWtUVkoSS87WbDw3VwIPqiWoJDZ8YUsWVsuDkaMtR/PPPOMaxWg2kC2jQwUDhtZWC40R3cpueFoMS4YJNYJsOCTscG4M6533HGH6wGn1eC9wGjhGPMTB4CWHAyoBzHi7+DY8TjGMtwA8loMKs/Rqsd17Q4GkLEJdXDf63eI9NjZIDildYptXsnAMsa0DLIhBcE6LYPIPU5HV3W2cbA4CMypvuDIPvfcc26tAJUXZB1Hlgpsa44c4071hgQIawi4z0coyDCOMQuoMZKc012NR2cAW4K9QO9TeaO6gtz7mz8SuHd1nY/Mo+cJPpBL7vr/wgsvuKoMwQ079aHrqbhGkntknjnDPGHe+PuVhUIwxNogqpyMJR0MXaXd2og2ml171by35urtwJ/ZuGG9srKyNeeKK1171eixY92atcTEpDPnfXOTmtxCFhLi7RiwtErwx4O51tTMH49R7Ht8AOZlQzCvG4L5ffDAfq0OfOe35r6htWvWKC+wZ1OmTtUtt92hUaNHn+GLdRc6vPJCVpgABiVK/x5ORagDi5NNDzvKGGWLgmzN0QDao+j7xUnBiOHEUSon08yN9TBkKFocje7iLHtwUhk7vjtbQTOWtMkxPgg7gYRvteHfjE3oeBOI0I7D/QhoxWCxN8YN55gta8l4ku0mmGGikenHgeYak53DcIaCo8F70fJA8MRn6A6BJNeBNVfINUGFrxB4eJ6sKT3sZJBbczLCIVjEyeZ+P9wpn/HHkSFQ514QyD8JAJIEvB9j3VUDF0B++Y7Io28JRdbJUPP9GWNklyQHbaWch7yHjwnrg7gWOL8coeDkMSfQNcgxrXgWvLwbEic4vOgX1t+hD6iEhMI1YNtrWhxxtAk0mB/vBdeRdVzofFojuZ5cX9qlWNtHsoqEDDLQHXQ+34/vjz7lOyPT6Ffknu+PnmahP7obmcWx4xyPv1bs9oeeZ3dLxjIUqvXoJvQNwTs6CrtidHeIBupUWXJYxw4cUmlTomrjk5QcmPXTznmDGmrLdWxfoY6XVasqMT2Q2RglnOO0PHq0JHDgV2ru669p7huvO38iITFRQ4cN17Tp03XJ9BkaGwTdPXr0jDzvAz2PrkfdfzBWkD98+jO8F5yHPeO75ObmBfMtXemBTSNQSwnmeot+3awdwbwuD+Y189/vTtgmKoPrtX+btm7cpM2bt2n77gM6UNasKqUoMyP+5LbPVSo/tF/FB4tUqnQ1xCco9QyXrUH1VS3Xtqyq3l3b+GDY4ztggDs8eKEXGWPFIFMaC6+84BhwQy6yZTgGOB+hzgFOMpABJVNEdpWsG84bRows85133qlPfepTrufXZ5y7O4wx482YcuM1xgVjRLBBRYYyJEaNrJuP4lEOXK8//OEPzvnGyGHEeByHhEATI4ZzDBg+f6NPxpzAMbT6ggHlJoPewQ6/tl0ZZPq73/2uy+STrQ+Hqta3vvUt5+yRJW3NieMaoNRw/KigMdZPPPGEc+aYG7SGsZMYN73zwX93BGcOeceJZbxxjAm+kXV/40vkHUeNJEpoAEPWmutFqxHrxELBYOBwsykGwT1tqOEVRqNFTnFyCQQffvhh5+iid0Khyk6igwCEMUU3cS0igc4A5J7ECZuvPProo26+4KTfdttteuCBB1yVAR3WXa8J+hSbykY0yC/jztgyxgTu6G/knseRffQ0eoPkFckPxpXXh18rriWv5xwCIJIirV0rozvRFBwVOrxxrXYsX6sDib1Um5GrnoELcdqBrVJN2QFtfXux9h2pUmmPwUpNjlXY5l7vwvt6JLKLjxx2FZZXAns39/XXtW7tGvXq1VtXXnmV7rnvfl1+xZUtbVZdpC00EvhLI0eN0vRgbuYG9uzY0aOa99ab2hSMi+9oyQj8anQA9g9C7dppCCZLVLJ9jbatWaGly1ZrzfrN2rJzv/YdrdOJhgSl5WQqIzW4hk0lKly9WJtXrNX2+h6qTsxRn4xYF6C0BK61qirZp+3zl2h/eaPK8gYqIylGaR3gcnd48IKThfPLegyymijKUFCu7IpEBgkFHN42RmkcB4T7tPz6179270dVgfUs3H2enbXIGplibR2EnHHFuaUqNXLkSOdsoCwI/jBsLH79zW9+4+74zwL/u+++222tS0af+wowkeinJqjh+rDbDZk7qmq0LjBpaP3jOvoMHa18tK2RgeU9fGawO8AalDfffNM5V/Thh4MzTRCOQ3HPPfe0GrwQ5Dz99NP63e9+56pYrO+gykiwwp24mTO+0mK0gEFD3mkjxUFG/nCCCcDJJOOMIas4dcgtATvXi0CQ+RAKTjTtM9ztnPNpT7Lg5d2gS6gMkiBBJ6CTSWaEgsElWUXVBXnFYY6kt9FNJD4IKH/xi1+460PgSIWFQJ9WQOYACZmuXmU5F0hCoWPR7+gFbC1jjn0lgCdwYV4gxySvCO55nJYxEn+hoOtJVnGteB2BkdlYA0c4mMnas/BtrX1zsQpzx0r5/TU0XUo8NRUrVFm8Xcufflk7S5pUMXyqemXFq9d7qM26ulqtCYLlv/z5WT35xONatGChs4+TgsD5lttu0xVB4DJm7Dj1DPy/yE5614T5l5WZpb792IzkIvXvP0DVVdVaumSxa6U7uP+AO69PnwJ3/5lwqne9pV1z/58ef2mL3treqKQ+/dW7Xy/1zmpWw66l2rd+lRYdydKJhEQN7Vmqwnde0qIXXtcrG5t1uDFNI8b3UXbgXnAzUKlSZfs3a9WfX9HummSdGDo5CG5ilNsB7keHa3oGHkFDidLyhTLEcSMLh7HjMQIU4LxQoeRcFC8ZfgwilRccEzKrONdUXHBOyLIaZ4fgg6wy43b//fc7Y0UQ6IMJHDQcBgJNAhbGFucCJ4EAkd8xYDhzGD7AcSBQoe+ca0kGm4DGw/M4ejgq3UnZAN8ZWW0tKGHceT7cESaIZCy5DrRHvvrqq+4nWVCqj6w9wskmcCfIZOxb+xvdGYJo5J0Azwd5jDVBDPqHtiYPOgpZRUfxOD9JqpB9Rk8RMOKcd5fA+3xhjiP3ONGRZJLx4xrwHP8O1QkEJ4w5VQOCfnQ+azlofWLsSZbcddddrsqIXqIV0wKXd4NOp/ro7SP/Zpz8phbe1vIY48/YEsxzUGXkPOYI9oDz0ffdUX8brXEy+37ssIoDG3XkeJVKiWfOEI9GNddXqHT/Xh0+WKTi6mZVU7CJQH0w72kP27J5k+bPm6cF78x3VZYDhfudzI0ePUbXXneDbr/zriCImar8bjrvqbBQhbn2+ht08623aWLgl6Wkpjj7xHgtXDDf7b62Y/t2t9i/kRvHBNdBjYUqXL9CS15fqvUHG1WWNUz9xkzSxGmXaOrkcRrfP1Y59Xu0bflGrV+/VyV1VTpeWqLD27dq58p5WrNyqRbvOK599XwKLnKjGmpoGwuufVGJjgZmtLaVa3uh6fDKC60uOF4oQwIVnDLWXJDx4SdtYFRTKP3jHBOIoCxxIlgzQOsNWSB6mz/3uc/pox/9qHNKyJya8To/yGYw3r5iRY801wDHgfEns4kRDIVsHY6zD2i4RmSjcfCoLOB84GywVSnVHRwUrjdVMzLffse37uIAMjYEHWwgQYAdDgEgVS4cPZxrxouMs2+TofWG9j3GlAAFx+0zn/mMuzb8zjU0h6Jt0LJKFYaWL/QImWmcXx84UnWhQoh84szRmkQFgQPdRWWRChgVLiq+4QGn0VJ58S12VLeY7wSMoaAjQrP5JFB8Np/EFBWW//7v/9bjjz/uqrYELLSGEbBQwQy9ZsZ749pOAllHZhk/WnfR64w9+oe2a3QUeofHkHce4xpim5F7AhjmBTr+nPrrjS4K7ZwVOrh6nfZtPai68Veq14hBmpAtt/VvC7VqKD+oLfNWqywlX8lTLtewHvEqCM9nBDqjcH+hXn7xBT0RzPm/PPO0kzf8i7vuvVf3fvi+wEmfrN62FOAMXMJ40GDNCHyxiRdPchWrlStX6M/PPuN8LnyJXvn9lZJcIR18TXNf2aYXVuRo9L336daP3ag5w/M1rE+B8nr10/AxPdWnIEcVW8qVkdas7HE9dHhdoY5t3q/m1BLVJsdpR+UQ5WXmalw+V7hGJw7v1fYFa1WZN0QpF8/S8JwY9ewAt+4D8fYxbBguMscEIiyC9QePkW3mnFAITHAWWITMDkq0MBHc8BhKGefZOD8YOwwRAQngdLDxAY40jnGkdRM8h+Gj9YzXcb24bjgT/t4KBEMYv7/85S/uua7cj/peMC6MEb3ntDv641e/+pX7SWBCQM+4ejgfp4IAhuCdcUX2aVXC6eaGjLR9WOBybnAtGDdkmyCGjSUYQ/B6B3mlIoPTTILFH75SjP6yZMnZYXwYRxbYI/e//e1vXbsj8s6/f/nLX7q1igQq4dl8qi4kUTC83uFG7qkCE8Sg83nOaDskigg8CFqQe5JI6GQv8/xErqm2EJxzIPP8JMjkOqKHTO6N0zBnYxTjYok6VRXvVdGOvdqyaZv27dyh7du2Bjpzq7bsOKDDJ+pV3RznXuEX8zc11DtfY/GihXrs0Uf0x+Dgni0sSL948hRdFvh7M2ZdqslTpqlf/wFu3lvC4kwI5PDfaCNjB7JZl87WzGDMJk682LWX4WM3MsdrytWwe70Kj9Vqb+po9R8yVFN6JapnWrLiE+KVlJKhhJ4XaejEObrqmimaMbFfEITEKL4hQfEpeRp6yRj175uomiWvaMvK9VpTyV+PVVIcO6cFOiHQ3x3phnS4FvJZHSolOA0YIpwwHF0y9GTzcYZ9ZM35gOJlq9OHHnpIX//6113G34S4faA1ACOGc8CkOBdjhQHkmlFdYNMEHO9HHnnE9bZ7I9kdQVYZF1rpKHZ+//vf1w9+8AN38DsbGVDyJXgJdeJYrEg2mv7+L3/5y/rJT37i1sRQKTMuDFyb8OCP33kc545rEnqgi5gT3Vme2wJjhPwSlLM+Czn/3ve+d0rm/+u//sslNnCM/Zh6eB12gArjgw8+6F534403uvY/48IQKeHHNeBaIOfIvpd/bAGPMy9M7o1wYmOx+5Uq37dBu1fN19KF7+idd9527UvvzF+mZSu3a8+xGpU3tqyUaFmK0aQTFRXatGGDnnryT/r1L3+hv/752cARjtFNt9yq737/B/ri331Z02fM7LYbz5wrSUnJuiQYr8987m/13X/6gW657Xb17p2vxKQEstIq23NA5UpU3eDh6pGeqHcvsMhVfM54zbr7Ws2+crJGpMUoo65eMck5Krj8No2dPFbjiueqZP0SvbSxSvsbm4JrH9jODgxaPB9I8ILSJItMuxfVExZyEozgoPEYWdFIipXHUKaRnjMuHIwvxoqsKVF7a8aK5wlK/JoXb9gIfmjp4LoSjFJNo92JdUrQHYNOn7G89dZb9aMf/cg5cAQwHD/84Q/1hS98wWVC6UH34835VLcI6qk0Us0KdfCM9oHxx2FDF7GeiFY/EiccVABYN4AxRf7NkWsddD0OLwvp2Q0MOUf2vcx/9atfdeswsAUEKz5RBQTn2ATWM1IpMJ3fvjD2JAwJGEkmEih6ueffdDywyQq2Gf1ucm+cAc5rU71qK46rvPigDh8+pEOHilzi4tChIzpytFTltY2qa27xcl1uOpAjEnZHjhxWSnKKrrn2Ov39V7+mu+79sCZPmaq8PEtUnC/4b/n5fTRi5EixNiY1JVFNgQ9SU1mlhuBixQX2Kynh3Tr1zFmdElyowA9pbgiub5IaU8eo34iLdPN1PZRVuUNLnnhNG/aWqDgxOQhDT99os6P4QIIXlCRrKWjb8FvtYqzIqvEYPXw4aShIU5IdD+NP8EH1hZYOAphIkDElKKE3msDFXzOMG204vAe90bR9sCUq6wh4L87tbuCc8b1ZZ/GJT3zC9e5zfPKTn3Q/P/axj7mtff0CWuB8Vw4Oghp25qNkbnQMON3oJoJvXxVmFyb6r9numiQKcm60jk9UUWVH7j/+8Y87OUfe+fenP/1p5xyzC1Z4IMhrCFp4jrE22hfGHv2N3vYdEbSWIff8m8CFuUDQznU1u2ycAeIQE6+E1EylZfdSXo9ebg5zz5WevXKVl5OutMRYJZw0/U58gv8x75Gp8RMm6LY77tR9H/kbd78W1rUY75NgrPEZSIASppAaig3sWlzweFxDvRrdHTvPJCa4kM3NQZBZVaPGhmOBD6gg4HQXV3UNecruO1rTb5yu4bnB86te14ZNu7WmqF41jc0nq2kdR4cHLyg9lB+Gn4N/h9La40bHgdLBWOFIs68//efhkDFh8T097CxwxvCFZkcJfIA1GixAZ7EnO8XxOt4Xx7w7BjF+XMJhTEzmOwfoKA4MazgEoTxuDlzbYawiyT0yz+Mm952Ds8k9j5ldNt5Niw5saoxRbFymeoyapfFXf0g33nqH7rzzQ7rtdn7eoOuvnKyx+WnKiyPvH+hRRCw+QcNHjNCll83Rtddd7242abQf8UlJyu6RreSYZtWVHFU1uvfkc6dpUH11kXYvma8Ny9doy7FGHW+IawkUGgMdnt5LiaPv1IyJ+bq53xptXL5Wz76+X2U1DYpLbKm9dJRX1+HBC1UXsprha1pCoa3I99d2Rwf3g4ZrQ6sHmTeqYWzPy80nqZ6wKxw3nuOeC1RdqKBxLmDgvJHDycMQklWh/YYsNq04BC/sINLd8A5ca8EL48VzkRwHo+NAZrlWXo7D8ckVc+TahtcFkeSex/3BeRYMfrD4wIVrEQ6P+edM7o1wmpsDPy02UcnZvZRTkKl+BT2VkZunnr16KyOjr/oW5CknOV5JsSeDHfcjRkkpqa4VkZsu4h8Y7UhaplIGj1TP5AblFq3W7sJibQp3N5r3qmLXUr3zxnItXLVXhxuaVRvLJgvBBWtuUHMQMcQkD9Wwiydoxsz+Sju0RYcWL9a2ozUqamhJXnfZ4AVnFoeY3tpIC2V5DGeYXVEiPW90DASPvs+fwOXb3/62u2klu2OxuJybxbELDa0fbNeLQcOwUYEJDzopXXIvGXqoMYCskQk/p6vDdyUoZHwiwfM819rzRsdBvzD6iTkQDteJCiPtNbQzdScZPh/OJtc8F3oYHxyMP/JOyzDyHw7Xj+f94n27Xsa7aG5SU32dGmqlGncfEE+tamvrVR9ELL5TyaTnAyA1RxoxTYN6xGpU+SJt3bhdb22sU9mpXEVwcfauVOGKN/T6on1aubtGjYmBvTt9t1E1Bedyy5jYkdM1/MYPaUryYfXZN1/rDldre2W8u660pXUEHX6fFwIS1rjQz0yQgrIMVYQ4eLQt0WvLXfhRlubQfTBwbaissNsV14zrQvBJDyWLx7lZJYvy/X7/bHVNoOLXMRGAAs4ej/N+vJ7X0JbGv30FrqvD/W/IMLPFMbIfDi00bMHL2DE+kRxno2PAOWOdFvcdCd/dCl1E0MJaDOYA6wO6iwyfKyQqfDsk850xDcVXIpF1xhOd77esNjoO7C8yjD5GnqmU+2q6B7knoEevcx1ZoxopyDG6G3i+pdq7eIm2rdquilFzlB3YsPHZUrJTi0QrJ1RZvFtrXlyg4tgeip92tYb2iFdfE58OJvAp4tOV0lip9Jhi7S/cq21rVmr7ts3auH651i1+Ta+/tlQLtzaoesClumjOOM0aGaOjC1Zqz6bDap52hXoN7qPhycHbxGQoMTlF6dW7VFdapFVbgoi17xgNDXyXkbkxCi5vuxPT3Ilq9XyUaM3oUHXAOcUIcLQ14GIXKow7hqCzBml8L3YN4Z4XfE+CGZxsf0M54NrhfBPA4IBgCDlC4U7xvAfBDov5O/N3vtDs2LHDrfthJx8WvobDHa3ZjY3gnh2WLHjpHLRFJ0Wz3movGBN2GeReLdwbh+AkPGhHVxDUs6YOnYlOseAlejC5N7i3i3RIqx79oxa+sFRlN35Fg+dcplv7ShnOgcW9LNHx3Sv1wr88on3po5Xx8W/o8qFJmtBpdz9uciWG2pN3kU9M5B5U7olWYP1jk+q5tXxwYnxSgqtAdNqZcWKryre9paceeVVvrz6oQ2l9lRhXo+zmChWV5yip31TN+djHdc3MnpqUuk0LHnpWC985oMRPflVjZo7RFRlSIl+uOQhcDz2ntXPn6acP71bzpBs160uf0zUDYjSkAwLTThW8RDPcaInF7Tjl7AxFleG9MrIELawf4aZg3IDNVzA6IwQwfttkKinhFTPgHL4TAQlH+PfnOTKxPI5z3l0CF+B7M344Z5F6ewkKfTsdGc5odAra4sxwDt81dHMHo2vCfKeyQoKGoDx81zDkgOoMegO54flo0wle30UCWefoTnrO6G6w/qlOFUVFKi0pV0PeAKXkZKtn4Lyebh+qV0N1uYr3HFJtfOAX9RmonJRYpXfagvURNVUc1uLVTWqKzdK0qf2UlHQ2e1WumoqjWr/4sJSWpUEzRysr+O6d9oYQTTVqqj6mIwcP6XDxMR0rr1ZVXaCrYpKUmJ6jzB69ld+vQD2zE5QWU6mywiM6Xlqr2IIBwddLU04wFKc0Wn2JKo8d197CwDfMyFN2/37KDdyb4PK2Oxa8XCDImr/44otuK1X2xMe5fy8wfE899ZS7izFrS8hMWh+9EU1UVFRo69atLvBGftsSvODQ+o0bqELZFtBGNEHARdUIGSYRQ6tVpEopSSm2mmdBMi23BHAWyBhdH1xKt8TbVR/wMN9tFvyznY+moiU6snuDXto9RHE5w3T3FX2V2tID1wqVqj62T6v/Ol/FsXlKmnOjRuWnalC07D9QU6qq2ljVxKYpKyPuPe7X4q9tc/D/1q7f2Z+9UJgmfZ8QgJAxx5Bx4Jy1JXABHD3Wj9BetWLFCreTl8WSRjRB4P3II49o7ty5Jx85O8g8Mr5gwQI99NBD2rZt28lnDCM6oM1tw4YNeu2119yOi1SWIsF9sF566SUn68yT1s4zjK5Fi9vqndfI+az2dm3PlzoVrVuvTa8sUHFckuoHDlDze3TQSGlKTMjSsMxdUsUGvbywSJv2RN5VtFOSlKmUjHRlp8W2ISDw1/Zs16/9Axew4OV9Ql/34sWLnaHiZl7cZBPIRq9cudLtyDV//nzn4D399NNatmyZayECHDm2Iyb7zLkcVnUxogECkOXLlzuZ5Q7pyHCo7PI8gX0kWOtE2xgVGDLTpaWlrZ5rGJ0N1q69+eabrr2TNWxUVCLBTWe5wenevXv18ssvOzk3DKOzUiHVrNe2Pce1dE+2srMzNSJw5+IpqjZXqalsp/ZuXKYVCxdq0dL1Wr+7WCUNLVsWxCWnqNeYAcpIj1HFkhU6uKtQR4PHT23k1ZmJiQ3+o9W/Y4KOC0WH7zbW1aD1hXueUH2h9QtjhVNGxo01MDy+ZMkSvfHGGy6god2AdTEsdqflwK9veOyxx1w7wtVXX23rAYxOD+sUCMaR6dtvv11Tp049JbfIOME8bTPMBYJ1DjLPtM1wHvOCg3UPHDh6tkmBEQ1w3ysSUsg9O9Khx5FzElm0Ufq1gey2SDKLQIcb+c6cOdPJuWEYnZDa/dLBt/T68motPjxMs68er+kDM5SqZtUX71LR1pVau3aj1m3epV37j+hodWAHE3OVmpKkjORYqWecyg+WaecraxTfJ0/JE4cpO3jY7l7TPljl5X2CU7Zu3Tq3GxeGCgcMxw7nDYOFg8fvBDa0iG3fvv3UDR89ZO7IRmP8yNJhCA2jM4PcI+PsJsWaFb8JAWu/uB8QOZGvfOUr7njwwQf1s5/9TM8//7w2btzoqixUatiStbCw0FUufTXSMDorBN+0fxF0+63fgd9pIfvWt76lz3/+8/rGN76hhx9+2LUBMy9IUBHM+O3S+bdhGJ2L5uPHdHz9Oh2rb1b1kNHKzMpRhoIIpWqp1ix4U489ukpbjqcqqX9v9UvZqaKlL+r3//a4Xlm0Q4Vie62Rys3M0oisraopP6i1u6VyM2vthgUv7xOybGSYMWx+tzCcM7YFpipDQMKe+Ndee63mzJnjsnFk7ajKeMhEU40hiKHNjJ5qw+is4IARtCD7ZJ39LlI8TlvkK6+84tZ/MSdolcGJw7lD5tmVj/PIQI8YMcIF/TzPexlGZwadTvBNoE2rpJd7fkeG2XyFRBbbnlOB8WtcWKzP/YII9tHv1iJpGJ2PmvIyHd66W9WNMUoeOEipqczvyuCJnSrctlFLFu7UvuMxUnZv9cjvodz0RMXWVKmxvlbsqtykLKWnpWtQr1LV1xzXzj0NqjSz1m5Y8PI+wAhhpMjAcYRm1GgB44Ze99xzj6644gp3D4N7773X3Y0eB477nXgIWthemWwemWiCHsPorHA/H9rFyCpzI1nfLsbjrIHh59e+9jVXYaQKwzbg3pHjXD9PqEQi6zh0FrwYnR0CcRbqUxmncugrL7RCkqRCrqm8/OpXv9KXvvQlTZ482T1PYoqqPHNm/fr1FrwYRiekuroq8M2OBvMzVnk98pTklrK17K4Vo8B+1Zfp+OHDOlKaqIa+t+jS+/9W//RvD+juOSM0KDgLZzoheFFuj2Q1N9TqaNEx1dVGxaqXqMSCl/cBAQr9+gQfoYs2MWIYKO7pgZHjbsVkqIGbtWHoWBfgwfixBgZnkOesbczozJCBpmJCqyNZZVolmQtUW/z6FTaioF2mb9++7t84b2SqQx035N3f24PWG8PozKCb/Y6SyLhvlQS/fpEkVV5enquw+6Ceqgs2gAo9r7fgxTA6H/X1Dao4Ua+mwC1OTUtQvHPZ0oL/xmvkpBm66ZZxGpFbrdpdK7Vh0VtauGCZlm4o1J6SKnnrlZAQr7T0wBdsblRVRbUaGyx4aS8seHkf4HRhtPjpt4ANBSNFxjk0GCFowenjCIXX8h4EQT7QMYzOCDKNHCOrtEripPE7Pf04brSDhe48hvPGRhY4dwQ3HmSe5ziovFj1xejM+Pu7INvIsg9O0PNUYZDjSDBHuNcLr/cVGsMwOhfcm6SpOc7N78Cl44GAVClpvEZdcpXuuP9yTR+Vpqxj67Rr3h/0zK//V//x0yf050U7tb02sIvB2fHBC2NjA//N+YNNwVvYXG8vLHh5H2C8MFre8fJBB8JPNhpn7q233tLOnTvd4yz2ZEEzWbnQXWdw6MhmY9wwclRsDKOzgpwTuBC044hx8Dv3K2I9C1WU0Eok5xHAR8o4+8eowIQH9IbRmUCO0euRkks8hz3gZzgtzlCsmxO8PjSwNwyjc8C8TmHXsCDgqK1pPLnNcblUtEjr12zRixvSlTz6Jt32ha/oiw9+RR+/fpQmVy1X+f69WlfkVscopqlBtdUk4YL5npIWzHvbOba9sODlfUKggdATePi+fsCQEdBs2bLFBSzcE4Mb+e3YscPtssT9ATwEL7Th8HrabGghM4zOCjJPAB4adBN80BqDY8aaF3bN43HWtBC88ztZ53DHD5nnfUgCRHIKDaOzQPCB3COnXu49BPAE4pGqKj65RQWGdY0WvBhG5yM5KUk9eqQHTnGjyo6VqY5V+KoJJvBuHdi5VctX7tOBE4lK6D1UA8depFHDB2hIToxS45pUf1IV1NbW6dixBsXEBbqiZ4YSk8ymtRcWvLxPyKThtNFG4HcJwzhhxHDoqLDMmzdPX//61922yXDffffpyiuvdP8GjCAL+GlJGD58uGu9MYzOCg4cC/WR13379p1qi2QHJuYBG1I8/vjj+ulPf6qf//znevLJJ929jnD4fKsNMEd8W2Xo+gHD6IwQYCP36Hd2DiMg8aDDW6suUoEnoGfe+ADfMIzORVpguwYOLVBCTKOO7NuvmkqS0dlSvwnqn1evocee0dyHv6dvfPpL+vvPPqj/em6nVvW5RQPGjtMVg6Uc1aq0vEqF+xMVl5iu/kNSlGJNNO2GBS/vEwIUKikYJrbLZEcaMnMYMdpo6PUfN26cRo4c6XafmTZtmsaPH+8ycB6CHtoKyMzxPobRmUF22UkPZw2nzGegCUC4aR+76xGksJ0ysk3GmiCetjACFu+8FRcXu/nDrmPWMmZ0dqiIo8uRXyrqfpMJElhUzCdMmODafsNhB0l21OMcFvRHai0zDOODJTY7T7ljJig3oVkpezep7ER5EI4kSokDVDBsnKbOnKSxo4ZoUJ8C5ecP0bDxkzT1qjmaOGqABsU2KkY7dbyiTNuqhygxI1/j+0qZLbupG+2A3WH/fYIhw/Fiy2T2+GdbTJwxWsRoh7nhhht000036a677nJO3ejRo9353oGjnWbbtm3u3gAsdL744ovNuBmdGmSXQAUZJzhBrn3QTeUQGSYooQrDfGBHMoIdnD/+jQOHvLNtLFlpKjYE9bbWy+jMIPNUxblfEW3ABOrINfqaYB1ZZ2e98LbfF1980W2xfMstt7hEl+l3w+iEJMUoJidBReuLVL6lUJkXj1TSgDzlKFnpPQer78Q5mjbnKl197VW64uqrNScIZi4Z01v9chIV31gpHXtHW7cc1ht7hmjoxeN11ZR85QRuns329sHG9X1CIEI2DsN14MABdxDIsHAZI8XzfmcaKjIcPnChOsNN/VgTgyGcPXu29f0bUQHZZuSeG7BybxfuYeFh16WLLrpIs2bN0syZM902yb4aSeWFubBp0yZ340qcv6uuuurUPTMMozODnFJ5JJBh22Mq7ehztsSfMmXKGTuO0RJJOzC2gHYxawc2jM5MtpQyXqOHpGvGkCIV7jms5RubWta+xAS+W3yC4gO7h+1rOeKVEB/rnOjGqlIdXLBBRQdPKHP6VPUZOUi9gsdtuX77YcHL+4QAhfYweqExUDhptNNwPxcew8hhvFqDBc0YOVrKyNr5wMYwOjs4a1RZtm/f7oKX0MXKyD83XsWpoxLJvKB9jIMghg0qWC9DYIPsM08MIxpAr9MOTPWQdjDkngQVMh9aPUS3MzeoSjJXbCMWw+jMkDjuqUEj+mnStFw1V9WqZE+Zmhrf675MzYGPV6MDextU35SlcbNGauDgLJkn175Y29gFAuNF8EFLDH3POG1kn2mJwaC11ipAxYZeafqhQxczG0ZnhiCbTDKyTbWRbDTruiIF31QiCVgI7v3N/dh5jDVekyZNavX+GIbRGfFrvtiAgkQVATiZ2HBY88XukgTxM2bMcC2TVlk3jM5NbHqaknr1V1JinvpnJ2pAPjvKni3PX63GpnpVNPVS1sAxGje6r/plxNKFZrQjMc2h6VLjvGAIz7Vicj6vMYzOBkHI4sWLXVaZQCSSTFNlYXE+LZQEOxw4fuxWRhabwN8wogk2qWDtCz+Re2Q7HIJ6Ki8ktAh2DMOIBqi01Ov44RNqaopRTq9sxZ41eKlSQ32dio9yH6hE9cizLoKOwIIXwzDOG9QHbZEELZGyz0DVhQM4j4PXcZCJtiDeiDaQXb/LHhXzSDKMzHMOMm4VF8OIJrhvU4tr/N4bbLScd9LEBeebPesILHgxDMMwDMMwDCMqsAX7hmEYhmEYhmFEBRa8GIZhGIZhGIYRFVjwYhiGYRiGYRhGVGDBi2EYhmEYhmEYUYEFL4ZhGIZhGIZhRAUWvBiGYRiGYRiGERVY8GIYhmEYhmEYRlRgwYthGIZhGIZhGFGBBS+GYRiGYRiGYUQFFrwYhmEYhmEYhhEVWPBiGIZhGIZhGEZUYMGLYRiGYRiGYRhRgQUvhmEYhmEYhmFEBRa8GIZhGIZhGIYRFVjwYhiGYRiGYRhGVGDBi2EYhmEYhmEYUYEFL4ZhGIZhGIZhRAUWvBiGYRiGYRiGERVY8GIYhmEYhmEYRlRgwYthGIZhGIZhGFGBBS+GYRiGYRiGYUQFFrwYhmEYhmEYhhEVWPBiGIZhGIZhGEZUYMGLYRiGYRiGYRhRgQUvhmEYhmEYhmFEBRa8GIZhGIZhGIYRFVjwYhiGYRiGYRhGVGDBi2EYhmEYhmEYUYEFL4ZhGIZhGIZhRAUWvBiGYRiGYRiGERVY8GIYhmEYhmEYRlRgwYthGIZhGIZhGFGBBS+GYRiGYRiGYUQFFrwYhmEYhmEYhhEVWPBiGIZhGIZhGEZUYMGLYRiGYRiGYRhRgQUvhmEYhmEYhmFEBRa8GIZhGIZhGIYRFVjwYhiGYRiGYRhGVGDBi2EYhmEYhmEYUYEFL4ZhGIZhGIZhRAUWvBiGYRiGYRiGERVY8GIYhmEYhmEYRlRgwYthGIZhGIZhGFGBBS+GYRiGYRiGYUQFFrwYhmEYhmEYhhEVWPBiGIZhGIZhGEZUYMGLYRiGYRiGYRhRgQUvhmEYhmEYhmFEBRa8GIZhGIZhGIYRFVjwYhiGYRiGYRhGVGDBi2EYhmEYhmEYUYEFL4ZhGIZhGIZhRAUWvBiGYRiGYRiGERVY8GIYhmEYhmEYRlRgwYthGIZhGIZhGFGBBS+GYRiGYRiGYUQFFrwYhmEYhmEYhhEVWPBiGIZhGIZhGEZUYMGLYRiGYRiGYRhRgQUvhmEYhmEYhmFEBRa8GIZhGIZhGIYRFVjwYhiGYRiGYRhGVGDBi2EYhmEYhmEYUYD0/wEzacwURv1ymwAAAABJRU5ErkJggg==)
The correct order of dipole moment is:
![](data:image/png;base64,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)
chemistry-General
chemistry-
The increasing order of dipole moment of following compounds is :
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
The increasing order of dipole moment of following compounds is :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHoAAAEICAYAAACQxOCaAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACEZSURBVHhe7Z0HdFzndef/gylog94r0UEABECQBAvYSbFTpJol2WnO2us4ifbYOXYSn3XWSU7srDeb3WSd5MSWj2VZXjtWpWhKFAtIEOwAQZAAiN57x6BjOnLvh4FM64iURAKDmfne/+gRAqYA837vlq+8e1XzJCjyeHk5virycCmgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEnn06tX8zBCmDKMYn5zFxIwRM3MWmOe9oNL6wzcwDGGREYiK9Ief4/lCVhPss6MYnTBh3KiGf3g4AgL94K9+uFVYp4YxOzWBkVlvaP0CEBcdBC8vlePRlZeHgrZg3jyK/toKdDbUo7VnFF0DBgyOz2HaqoGXfwRC4jKRkZ+PDRvzkBSmRTCBFJodgrmzDDdrhlE95I9VW4qQkZWAFF9A+0Bu85huvoKuhlpc6wlDSEI6ju3PhU6ncTy+8vIw0FZi3IPu29dQVnIFZTWdaBmcxazKFxpvHfx81PCyG2E2mjA5ZYU6KBFRWUUo2r8H24pWI1MP6MabMFv+Gl57rw0nm8Ow/g//C3bvL0BRIOD7QJO2Yqj0ZVReOINXqpKRsHYn/u5bR+Hnq3M8vvLyqBg9P9uPybrLKD9zEu++eRoXKntQP+GDGd9oBMVnIDVrDXLWrMbq5HDEeI9iuuU6rp54He+fvoqLVQb0mehN6EKwjbWjv6UeNTXN6BiehoGuH9tDzWEe5ok+jHXcQ31tC9o6h2Gz2R2PuYY8BDSfVAPGOstR/Mqr+PXpOtyxrkXW576Bl/7XP+N73/8O/ubbX8dLf/xV/Nc/+Qv86Te/g+/+/TfxZ7+/GVv07egrPY13f34aFV0zGNF4w+6lhlajgVargdrLS5ykT4q2KhU9T62Bhl6nUVMe4Pi5q8gzQNstwEQN+muu49KNJjQZIxFY+CSK9u7Dkd1Z2J6TgozEeMTHxSEmJgbxKWuQtOkgdu0qwqH1QQg3tqPjdhnutY+hY9KLLhsvAcuLIdMZ+lTQCLSKLhBOwEQS5mKkPQL0PGXKlnvX0Hn7Fm6NBGA+azd2vPgCduTGIZk+4cd/yBhEpBbi8FGy6twghHmNYGR4Fv1DdtjJQbhSxrwU8gjQNus0elua0dY6RA58FcJWpWJtXiCiwxxPeJBC0xG28Xdx7Esv4Rtf/wKe3hCH1YEWqImxlWCrVGqodb7w9gf8FrPyj5WWEj0tdDwEo9e6YnrrEaDttkn09AyiZ8gCa2AqomNjkBlFcByPP1C6UCB+J9YfeA6f//xR7KW0Oz3YBg2dFRvRmrebYJwYhqHfhP6xCRinxjEx/tvH1CyN0SdHMDA6RePueccF4nh/F5IHDK9mYTTcQfH3/gqnSgdQHPgFHP+9I/jGF9chmh59qCF+nIarMX3pn/CDN+7ixzfsiF5XgLTMRCRorfAWF4DjeQ6p1PQb7FbMtN9EX3s3rg/kYvv+o/j3//M70Pv7OJ618vIAizZh3jYD45wFc1YN4B8AHx8f0JD4s0O+T15ednrfaUz2tqD7XiVqqu7g7t07qProUVlJX6tQ3zGEnkk7TDZ+reuZtAeAJhMjp2TnL/Qd5bzkOvnfx9O8nd7Bywe+wZEIjUtEXEIiEhPJsj96rEpEPGX0sREBCPVVCbdvd0En6QGgdTSs8YVO50XJEM+MmWC1WMjOH1HCDczDZqOhkiYM0XnbUXDwczhy/Bk8/fTTOP7Ubx9PPfMcjj99HE8UZiA/Wg29lty7a82VCHkAaF+Kk0EIDPRBoK8NqmkDZmZmKPsGzAtPeIjYDVhhNRvJ9RvF861mSsJEIqaBShOCyOwi5O/bjf2HDmDXvoPYd+C3j71792LfviPYtS4Na6LU8NdyQqZY9DKILS8E0ZEhiAqk2Djag7ExA3rJuOccz3iwxulJN1F+4kf40d/+I354og7FTXMwU8al4zHWfaH2E6Pu/U9nzi7G2gNAE2pNAKKTKV7GBcJ/phPDXV2obbdgnGA/VKYRmFuvoLL4FE79uhjXGobQPqWizFoFNZ8ZYdlW2CwUESjJerBoWEfjKs7IOTxzjsAzZUzbOj2AoZ52tLd1obN/AmPTFjz0rZZJHgHaS+ON0OwcJOUkIlZNoOtrceViB/qGHx4srcN9aC+5job6LnRZtNBGhCAoMogYqQjwI5jk4ku8KNAzaHMbDLXv4dzrP8FPfvwL/OzEbbqYRjBJT3F2GPcI0FDrgPgNiMspxPZsHcInKlH7/n/g/dMlKK7rwb2ecQyRJVH4JRhmWKZ6MNx8EdfOnMKbZ2tRNREKTepmrEmNQk6U18KEyaOAFr7bC14qMx2jmGzrxL3KAVjCkhCZGovoiduY6KxFWd88hj45gVhSeQZoFY2ftWsQkbENB/ZkoyB8AKa7v8KZE+/gJ69fxHuX76L8XitaO7vQ3dGI1qqruH7iVZw6+QHeqbFgOHwjVu86iu1ZUcgLtUJDwKwOzp9lpCSeS25bRWmdan4UAwOz6OgLQuJmSuQObcJmn0aohhpxq8uGwZmF1zhL6r8hOf7f7aX19UNQdCT8fbXwNw1irLcNrTW30VJdhjs3SnG95DwunPsA5y9cRsmNZrTMhEO3+hB2HzuCZw+vQ0GSDn7TPTA3XkBJWQ+udegQv20HMnOTkO5LA7kHmoUdE7Vn0XqnHOeagqCPzcCzRzciInYVAsLDEK4dwERzNW5VDGEiJAPxBfnICAWCnbgBxTMs2iGVLhz+afuwYf9xPPXkbuzKi0NmkBn+RjrRPY1oqa3GvdoWNPfOYNInGZFr9mDH0Wdx7MBGPJHpDzr3JD+owzOQkJ2Pwg3ZyIgJRBiNjTkJf7BU0IWuQkT6ehSsW43M1HgK0WHQ6EORsYE8zfwYzJ3N6BxXUYKooyGYHVonn3kP3DM2D7uFhkjTE5ieMmBqfOEYMUxhZIriNHygIwCR8XEIDw9HWKAeQQHe8KUzL1jaeHOgAYYpMyZNGviGhkCv9xWrVw9mQ9n1zBjmpqdgmNORZ9EjKiIQvJZNb4jpzgo0l19FxeVy9ERtg3b7F/HUmgCs+aTVtSWUR+8C/VDzM5SAzcIwTYkYvAWI4BAC7nj4Qy2MjRzf3C8RfB3/floZMDZixcTEPAID7LCPVGPw+pu4NJ6JmtBn8Qe7YlGU4u147vLLo1z3A6XyhzYwApGxcYiLDUfkx0FmPXB9ceHnnx7yFIXtXnQ11ePW1SaMWIIRnJaNNWsTEBOqxdzwOCyzjzxJ+0jyeIu2WK2YnJyEt7c39P7+jp8utxjiIOrOluLulRpMJGVD5T0PfUc5BvX5mEp/Cs+sD0dejPOyMY+1aL5+5+Zm0d3ViZvXr6Kxvk78zDlilxyGEL0OUf4GjPbUoaqmHbe7/THvH4f1+dGICHPunm+PtWi73Y6GhnqUlpTgnbfewPYdO/GX//3bZNnO2gxgh2V6FDOGUYxMGjFtpmRPp0dAaChCwoLFKteDbwhYenm0RfNWn86OdlRXVdHXDljJjTtPXtDqIxCcsBppWblYm5eNvJwUpMQEI4QSBGdCZnl8MqbWqOFPsVlHMdq+UsuHPM7yUn+GZG7p5eGgCex9bFcuShHiB2b0zpGHg+YT/OH/LSwfSiqPd92KFqSAlkQKaEmkgJZECmhJpICWRApoSaSAlkQKaEmkgJZECmhJpICWRApoSaSAlkQKaEmkgJZECmhJpICWRApoSaSAlkQeC5o3AmrUajoW7ohQazTw9fUV/y+jPBY0b+01mc10LNzMZjQaMToyQj8X30onjwXtRdbc3d2N9tY2cXtObU01Xv7Rv6P85g2YTU4uIOIC8qjSFqypqSkMDgzg7p1KnD93FvcIsMViwezsHAb7+2E0mWCzWYXF63Q6cZelDPKom+xmZ2dxq7wMxefOobTkIll0lwAaFx8Pu82OiYkJmMmVR0REYuv27Xhi337s2r0HPhLEbo8APTQ0hKbGBtRUV6Hy9m001NfBMGZAaloaVmdlIyU1VSRnA2TRXJGXb7zTanXi8U1btiA3Lx/p6RnigvBUuTVojr39fX24e7cS7779NipulcNgMCAsLAx5awvw1NPPYMvWbYiMjBTPn56extXLpcKlX75Ugn4CHxAYiK3btmH/gYP0dYeAzafE027fcVvQ7a2tuH7tKm4R3Pq6WvT29CAwKAiFGzehYN065KzJRVJyCiLCI+hTOl5EGhsbExbN906zmy+/cRMzM9MICQ1Fds4abNy0Gdu270BycjJUC9VmPEJuBdpkMgpQfT29KBex+AxaW1rEMCo+IYEgbcLBQ0eQT9YcSJb6MJktZtytrMSZ998X78XwuVdVRmYmDh05goKCdUhKSUVwcLBI2txdbgW6ouIWLl28II6W5maRTWfn5GDbjp3YvmMX0jMyxL3QPDHyaVyviTLwyckJtDQ1k9svw2mC3tLSDB3Fb36vLVu34vCRo1iTl0dOwb1ducuDHh0dRVdnJxrJ1ZbRGLiGhkvDg4PCTa/JzcOGwo10FApXzc3FHkVm8gitBPjG9WvkzikU1NaKAjf8OzZt3oz1GwqRuXo1hYJkBAUFO17lXnJp0Dwc4gkOTp4unD+PgQFKngICRBzeS0MjLoweFR0tpjqXSlwCo+RiMc6dOYPysjIYjXNIXLUKe5/Yhyf278fmLUVOrIOydHJJ0H29vbhNbppddfXdu5RodcNqtQmr3bBxI1lyLjIyMhGfmLjkDpUzeR5/szvnyRa28ra2VpGJc0+NgvUbyMq3IC8/H1FR3IfHPeQyoLmQzNzsrDjJNVVV+OD0e7hDydLc3Bwio6JEcnSI4mXRtu0iQXKGJsmjFJ8/h5ILxcK6h4eHhEfZsWs3du/Zi7X0N3ELRE7WeNHEleUyoJubmnD+7BlhQQ319eS2x4Vb3r33CTHk4aSLZ7Q42eKekc4QF2efmp4SY/XGxgYx9r5C4/Apit/BISHCw+wk6BxGGLgra0VB8wQGj39bW1tw5/ZtXL1SSnF4AFqtFimpaVhHbnLnrl10QtdArw9wvGplxHPo/DdeLr1EnuY2uro6YaEkLi09Q8DmxDAlLRWxsbFi1s3VtGKg2VUvzEtTolV8Hm2trSKpyi8ooKTnAHbu3iPisJp+xsdKi08TD9k4lFRX3SXrvoTT751a+Lu1GorZa8md78HhJ59EWlqG41WuI6eDHhwcQH1dnZiTrrxdIYY1bBkxsXEim85fuxars7ORnJzishMVM+SJ2traRLLGn6Hqzh0aBo5QWNEjb22+8EQF69YjI3O1CDWuIKeA5kzWZrOJxQe24oVJj4sYGxtFCMW6QorBeygW83ApIiLC8Sr3UHNzE4rPslc6h5rqarHBgRdL9h04gB07dyE3by38/PyEV1rJ+fNlB82QDYYxAfdCcTFq79VgbHRMXOk8VOIZLZ6MiE+IR2homNMSraUST7aMDA+LmM2rZ7xE2kLw+cKOS0gQky1Hjx5DLg3HuGfmSsFe9o0H4+MGcQJOnjiBEoJto9iclJwk1oMPHj6CXRTXVq1aRVe9/7KdBO4st9iTymuJfwdbKq+A8Vw7r3wJmHSx8sxaZ0cnujo7xAwbr6hxpr5S+cayW3Rd7T288fqv8MH774kP/4Xf/T3so2Qrc3WWWHhguMtlxVz6c9pix5TZDgt9o6bfFeLtBf2Du6A8lhZDFO9w4Yv7l///NcrSSylmr8fRY0/h+Rc/L8bhK6FlB81Dkdde/akYlvDV/ld//bdi7Xcpr2y22LZJK/qmrTCY7Bjjw2jDsHEBMvewYug8jebjpUIAgQ718UKsXoOkAA3Sg7SIfHjL988sDlf/9oP/R7B/joSERBw8cgRf+vJXhHWvhJY9ILLF8mKDXq9HZGQUkpKSlwwyu+Nxglo/ZsalnjmcaJvBL5um8PK9SfygahL/WjWBH9dO4lfN03irdQavN8/gZfr+n+nn/1I9gZ/WTeLXbbO4OWBE15QVs9b5+2vEPpZCQkIRH58gJnlEMrbCuYcTfzuZE//3GCHyfggz5JKv9hnxvQoD/rh0RMDsJlgh3mpsi/XBl7L1+H5RKF7ZE4FX9kbip09E4Kd7w/Eyff8/t4TiD1YHIClQi+pRE75L7/Hli0N4rX4KLeMWx29YAi1xPvA4ciJobui5EMMeVYunbdZqR+WwCafaZ3CFYPfN2BBE7jgnTIct0T44tMoPL2boCXYAfj8rAM+l+ePpFH/6qscX6Xv++QvpeuyJ80V6sFYkaU0GC850zeJ0xywaDGaY2F08puz0WX8TGVcW+sr6k0eQkQBc6TXiF43kjlumkRyowT9uDcP/puPP1wXjWYJaFOODFIq7ftxk8mPkr/VCBgE+TvC/szFEWPm31oegZ9qGf62ZwL9VT+LWoHO72Cy33A40u+c3W2ZQNWJGYZQPDpP17iLLTCNwgWTVfPhpVNBR0vUgz0kPif7Q/loVwn3UKIjwxr5EXzyT6oc0ukCu9htFvK8YNMJI3sMT5FagB2dtuD1kwvnuOeFuv54fRHD8RQb9uEolwOwRvpITSBn6PIq7Z/Fz8hrNSxmzV1BuA5pP/kmKya81ThEUDY4k+yErlPs8Lt1H0JKpb6YY/42CYJGone2aExdV+6RlYXjmxnIL0DxO7qBxcmnvHGrIZe+M88HRJL8lseSPKsZfjS9QIrcz1le4eHbjDHuCxuPuLLcA3U6Q3+uYwYjRLqx4f4KfiKvLJQ0RPpzki5dyA9E2YcVrDVOUG7i3C3cL0J2UgBV3G0WCtZ0yak68lluZwTrsjvdFuK8aI3N21Iya0TvtzL5ZSyu3AM2ZdgUlYTF+auxL8BVZ9XKLM3aO01tjvMU0KQ+3GLa7yqVB2ygB40y7ndwmz4Ql6DXIC1/aBOxh8qYh2IZIbzGpwhM0tWMK6GXRjGVenODeaRuiKUlKCtTAz4mt1DnRXhOmI9AatFKewIe7yqVB88rT5V6jWJHiLJhdqTPFWXdSgBaJdEzRRTdE3mXSTbNvlwbNq0kcF+foK8+CxZJVO1OcCXCs5tkzX3LjRvo7BmetYm3b3eTSoM10QntnrGKyJJPcZxid8JWQLyV/nAgSa7GAwpsZ3E0uDZqnORk2i0+2E8Pzb4nH1Zzpsyufs83D5obe26VBs9vU0D/8lU/uSnnMxe0I/HeIE0Zf3U0uDZrFJ5dPM4XHlZtvpt87Se6a16jZule2E/SjyaVB82Y+3lDAVm0w2YTbXAkNULbNIwBe9IjypcTMCRM2Sy2XBs0TFjxJ4k05GO/pmqBhljPF11W9wYw7IyYxpufsmydPfBTQSysGzDtI2LJ5mDVqfPRtSI8i3j3KW4veaZ0V3oQ3NfCGBXeUS4P2UXthdYhWuEreUdJDQxtnykSgeU26ontOLInyEqa7yqVBB+hU2BHrQ+5bjUaDBXVk1bxn21lJGU+Q8Dq0ztdLLFkeSfJzPOJ+cmnQnPwkBGjFRr5Agt40bsa1fqNTJiz4dzRSfOZdnDmhOhxL9kc2fXVXuTToRWWHeePpVL2YlfpFwxRG55bfhXNOcKp9ViSEvGIWskKzcksltwDNOzOPJvuJ5Ulely7pnRPLl8sl3rpUNmDCOYrNKYFaHEj0E4mYO8st/nq+MY53luSEasUa9SnKhD/opEx4Gbbi8gJK3ZgF5YMmsQOU16MPU2z2cdNse1Fuc5nysIY33P9Opl5Y86v1U/iH2xPCwpdK/TNWGkpN49s3x9A6aREbENcTaJ604Xlud5Zb+aMt0d54IU2P1ZScDVOc5u2/79NRM2oSN9s9ajbOrponZC70zOF98hZlg0axWvX5DD0yaXjnCXIr0HwTe3qwDv+jMATfLAgWt72+0TqL/1Y6Ku7DGnnEJO0GZfL/dHccf18xLoZxX88Lwp/T+/PmwFCetfEAOQ003z7LlQAe96Z3nn5MpuTswCpfHCPXmknWzdbMlvgzysgvklW2TljE/dEft0GAb9Bj199AQC/3GfFzes0vm6bFHSBhPl7YRXCfpMRvE3kPTsDoz3asXX128Wf9TRUHJw3+HyCngRZ3FdLBX5ZCsf4acVfktzcE4fl0f1TRcOgfKsfxf++M4/XmadwZNondo3wR8MbCabMdQ2TxnGBd65/Dmy3T+P5tA752ZRQn2mYRoFOLG+34pjsezvEq1aIeNTwvfuYFrWyQX3bQdrIqLrc8NUnj39FRUdNkqaQmGDyJwTNWPHP1bKq/cO/X+0344b0pfOvGGL56aRh/VDKCP7o0gpdKR/DdW+P4j6YZ3B02Q6/xEl7hT3ID8JWcAGyMWki8liLBZshcW3x4ZBgzMzMQDVscj62Elh20zlsnirmoCAr3neISTVxMnSvxcc2Px5UvwcoP98afUlz9Wn4QNkX5iAy9mdx3SY8R75K1vt02g7dbKXEj915OLpqXHfVaFbbH+uDP1lI8XhcsMvoI38ePx1wob4wuaO7Sw7W/+XNySY+AgMAVrbi07DVMuFDqrbIyvPbqK7hy+bIo4Jqbm4dtO3aIOlzc3GSpxPdOD8zYxPy0cNeOzQKLoZpvl+Z7pvVaL/gRaLbeUB/1kt0QYCHIZTeui74d165eQV1tnYDLBXqePH5cNGlZqfZLyw6a63Bxne3zXHTt/DnR/8Jqs4meFVuKtokq91zXhBuc+LlIlb3PKq4rPkifsaGhAaUXLwhr7uvrQ3h4hKgi+OTxp7B+wwYEBQevmFUvO2gWl7PgtgZcdI1rf3LVQK5WZCPXza2KDh0+IioHclnFlXRvjyKu9MtlIt879WuUcucdAhwaFoYtW4qw/+BC5x2uL8blLn+TgTtfTgG9KP5VTY2Nomgqn5xKgt3X2yOqFXHdsQ0bCpFfsA6ZmZnQr1A9rk8rbrvEtUD5guWqv1zflBusZWVnY+26deKzcCFYLkXtCnIq6EXxrxwaHMA5sm4uNMcJGhdSjY6JwZ49T+DIk8eQTrBDQ0MXxt8raAkfFYeihWqI1XjrjddFry0uEclumstBfu6FF7C+cKPTisd/Wq0IaBZn3HyC2tvbRHVc0YOKDm4tuCopScS0LUVbRcX9T2pt5CxxZeKb12/g2pXLuENxmLsFcP3Swo0bHe0X1iIhIUHEYlfTioG+X1xSsbzsJs58cFq0FBweGkJYeLg4cfsPHkJ2do7I1oOCgpxeS5OHS9wyaWhwUHTQKS0pEZ3zuA1DQmKiALxv/0Gy4kKXuSA/Ti4BeiFZM4oTeruiAiUXLuAqWQ03UeFiqRs2LjQu40Kx0U6OeT3d3bhx7SpOnjxBuUWVSL64LRJ7m8NHj1I+kSWqInIjU1cKMR+VS4C+X4axMVRXV4mxNyc6dTQcYytOS0tHwfr1WLdugyjcHhsTC7VmeaybTwm75braWkq0Kmi4dEf8HVzqkb3LOorFhWTBnHT5+LhHp1qXA70ozmD5RL/z9pu4fvUqOiiW8wwTNyx59rnnyaKKkLBq1SM3NXuQONliN829tt6nIVPtvXvC23DvK65KfOypZ0ThdYbuTnJZ0CyeI+aGYzzJwtZ988YN9NJwLDoqWlg196JkF7pUs2v8ezghvHHtGu5RVs0dApJTUkTbI47FPHSKT0gULRHdTS4NelFWiwX19XU4+8EHKL10Ea2trSIepqamiYkWnkqNjY8XQxq2+s8insjhoR23RSwpuUAZ9RUxzueJm/SMTOw/cAA7d+1B3tq1jle4p9wCNMtkNIr2SZ2dHaLYOc8l87BMACdXyv2xuLs7D3U+rTgJ5Kbi5+gC4u4Azc3NBFglmp5wA7Odu3cjNjZO1NheqTnqpZLbgL5fPAvFExU3r18XExfsYrnNQW5eHjaTK88iV87j2QcVQed+k51kwdxstJKy/Js3b6Cbvo+KiRbJ1qYtRfQ+RZRRr3a8wv3llqBZnDTxsufF4vM4c+a0mIbkJcHYuDjhznl2jVfJeIn0frGrbmpsoCTvLbHKxEumWp2O4m8Onnv+eWzdul30x+Ama54ktwW9KO6Ex+6XJ1q4lxZbOK+Bp6dnLMw5F24Us2w849bY0CA8QUVFuUi2uGRGKg/b6Hk8fcltEdlVr1SDk+WU24Ne1MjwkMjKuRsPz1zxeJzbHPCMFa8FW8wW0X/66uXLonssz7Jx51huBM5r43Fx8Y538kx5DGiuds+um5uosXVzM1M++ALg1TEzZe7T9DjH7aysLOw/eBh5efkUl2NEkzVPtOL75TGg79e4wYDKykpcpqEYtybu6ekWrjsyKlKMiYu2bsP2HTvFurEs8kjQLN6QyMOxttYWXKHhmEajFtl4Jh2csLnbBofHlceCXhR3h22nmMxg2YXLZMX3y+NBK1qQXP5LYimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgSTKUZZKs/NQ8bKZZWK02WNV+UGs08FnaTg0uK8lAz6Cv+Geoq27D3cQ/RFJWDp7O4vbEjoc9WPK4bnMfRhsv4sbZkzh95iIu14+idQwfdqL1dEkCehyjtQT5Z/+Cdy5U4Wy3DqZ5NQJ8yKW5bquqJZXngp63A5ONmLr3Lip/8UOcOlmGC/3BmNX4IyZoHt4Um2UKWp4NerwO47VnUfbWSdysmURP7F6sykjFloR56HXzsD5+Q3q3keeCVtFH802BPv0wcl/8Jj731S/jay8WYnt6KAJgpw/+m07xMsiDQVPw9U+CPmUbsg48g537tmNbbhxSwnygttlpuCHH+HlRngsaBNo3AJrAIAQHqiCGy/MWmMlfM2A+JMnDhDwYNInct8rLyzFOJrTkqxemDWRCvCDPBq3oQymgJZECWhIpoCWRZKDnYbOYYDHNwWSxwWKnn0gyxpIMtApeag3UGi00lIqrOfmWJAGXaJmSPub8NPrvXkdf7yhGYnYiMjYO+dF0tUsAW+l7JYmUZEwSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaEimgJZECWhIpoCWRAloSKaAlkQJaCgH/CaiSDRMR7PobAAAAAElFTkSuQmCC)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
chemistry-General
chemistry-
Arrange the following in decreasing order of dipole moments.
i) ![](data:image/png;base64,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)
ii) ![](data:image/png;base64,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)
iii) ![](data:image/png;base64,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)
Arrange the following in decreasing order of dipole moments.
i) ![](data:image/png;base64,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)
ii) ![](data:image/png;base64,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)
iii) ![](data:image/png;base64,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)
chemistry-General
chemistry-
Which will have higher dipole moment than
![](data:image/png;base64,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)
Which will have higher dipole moment than
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAADBCAMAAAB/uUvgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAL3UExURf////Hx8cDAwLS0tLq6uri4uLOzs9bW1srKyiQkJAgICBERERAQEA4ODm1tbcLCwgAAAGZmZv7+/tXV1R8fHwsLC0tLS1hYWFFRUVJSUlpaWi0tLT8/P/Pz876+vhgYGExMTOnp6fv7+/X19aioqBISEiEhIcjIyKOjowEBAWJiYtfX16ysrCsrK8PDw2dnZ6CgoPr6+j09PRoaGnR0dA8PD6WlpfDw8BkZGcvLy2xsbKqqqv39/d7e3l1dXRMTE83NzfLy8iMjIzExMZ6engUFBdHR0dDQ0B4eHjMzM+Tk5JeXl29vb8/PzxwcHCoqKuHh4ZOTk9zc3CgoKJ2dnfT09NPT02VlZXZ2dqenp4KCgufn5yYmJkdHR9/f35mZmRcXF46Ojjc3N0ZGRnd3d4GBgeLi4n5+fuzs7F9fX9jY2HFxcRQUFLy8vPj4+O7u7hYWFnh4eB0dHZGRkQMDA0pKSkhISIWFhYuLi4CAgCUlJdnZ2X9/fwkJCePj4w0NDerq6iIiIkBAQMnJyfn5+ff399ra2uDg4Lm5uTs7O9TU1Nvb24SEhCkpKZCQkAYGBoaGho2NjeXl5bu7u3JyciAgIHt7ezQ0NMzMzIqKijY2NsHBwQICAhsbG2FhYWRkZLKysuvr65KSkmNjY4yMjEVFRTk5Ofz8/KGhoTg4OGpqapaWlu/v70JCQsTExG5ubpycnKKioq6urltbW7GxsVNTU6SkpFZWVr+/vwoKCjw8PLCwsJqamlxcXERERCwsLENDQ1dXVwQEBK2trVlZWd3d3bW1tVBQUAcHB01NTcfHx3l5eZiYmHBwcHx8fFVVVS8vL6+vr6urq09PT1RUVElJSV5eXj4+PicnJ729vXV1dZ+fn319fQwMDDU1NTIyMoiIiJWVlfb29o+Pj2tra87Oznp6eujo6La2tu3t7aampsXFxbe3t9LS0mlpaRUVFebm5k5OTi4uLmBgYHNzc4eHh5ubm4ODg6mpqWhoaJSUlDo6OgAAAC8CsB8AAAD9dFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wD2TzQDAAAACXBIWXMAABcRAAAXEQHKJvM/AAAF+UlEQVR4Xu2cQZbbIAyGs2cD5/EJOIU37DkDZ2DDadix9hU4SiVMHCdx2thIHk8f37RTp+1zFCF+CRnm1ul0Op3OiXgShlRvR04QEr6af0lT70cOGEiCqvcjBz0Yp0a0lNrXG1ITnIz2drPz17FvtwGGQfBYODqpCOJ7cFKEek2LknKsl01ELgONFEO9bMFG6Zg8KAaIoXbsxOJBOzhNYh8Es1QMFiYhHZmBHFIIIkhlYGYxMDk3EhmYFEO2s4PM9bId6yJ5wTAKSgO1JLfQSEIDEyQTegMdhUrPWEWv1YY0wVtF70HaO44y0lY0ITpSA0EKSZUmaXlxAx2xgckQigIAwqWI0kjFOk05j4OgTp4wJppuTLwmT560QQNphNpAUEJCA6GAIw3pAqVWZ0lVaa0wguyeXpMnJsBIQ3RXVGmGNQRdfQQiyLEMIzTQiUwfgjcfafoANxscTzsqiYnkcw+OYYmDwEKWJH+CCE71khZcyFLM41EKepVGUpQkvYqRKJbfsZGgFWBHx6HSM4qgSYMiyNWxJek4WrZ2I0DSEo1EXcEtkmo20A7ktfSaIKbGAPeCSQRnQArxuUEDbCo942WrgV46LhVEIAgbtTpLupbRJrFtbZeFZNOYGSVjwzuwqvRMbJPCSUpmA6GubgkifgOTaXiHBIUCxePDvxLE8U7hwCuCMyCFhyt/5jQy06LVYGCsl3wkI456wY5Cmjad/4p4tC0ACsDQknlnOrqJYWJX6RnQ6kNSaKHeZU7EBWuOOuIkA49WJDC7xCkhiEpzJAhRn+olN5AQDkjhKSI4AwYeWPgkQdOY+AIQ3P1anbJ0HF3BbbTbHYSo0vXyBA5ILlSC52gMgu2LvWXduR6EZGL2JWR7tgd3PstKUZxpIAbUvrI1TWDgxLziXMC6bncygUQndbKnCM0opdhdE9oQtHSap7//AB2AT3TSkdHyGj4Zt1j7nI/X7cFB7PK1L5G0e/4+kcCH5YEal5GzfQ13HzKUu2anhn5PiFLn1iCCEC5b1cidaAP4b3+R8AYsGWYLSYGPm4WjeQ5tDchoaeKROnGEGUi1Z145B2klUNpnoYrWmiqZWguCA0uo+pICrPJJ0xSKtqN66BkmRd9U8RAyRM+cEiy4j7fcPlJOuwyfJ0o5jrFQTmZs05g8PuM9iPb0uQYzUa3MCtPGDMB/TZN0A9OxJuzWlCMlW97BtLjaqTNsrhjs4NG++ooBtPBDE+ClbN/eF854HGcmfU4rFguLtYGvfoLPheJMkNz+hlXKSTVsTGerHaR+f/8HvzHE4L9p4l4rWmzabA1TcgqWgsvy9i0GrcV+fn3BS5FEfPsnN1o3YRzeJ/nag/j/0qRpzmx9w4hpZczP74YG3ry6/+2zB8cRg/dZnAOjtR4qpdf3sxqndxJx1uunGESfvyUPTgOh1lzS1f1dE3oQm3azHYsH4dVQ7CPe5/wvioUqrwLNYb8T1+DFMysPDhAR2pwVfwvYvVmrWolBIM9V6CMGwak0B/L2UhLfI2+BB+cxHDTmkIcH8XTLt/bRRkEyGQevGpJ0bWmHUpY9PGhHs4z26WBurbsiYBaXP1EMHcj5IwZ/FLCwttrnWYyUXXdvmeSnGO473mcdLCiQmvBhCbOqamkD7iO56u/Dg3jEzXzaFnmSVSts1beVB7GeEPsbtMy2rzwIAw+5g7fu28+igwXQyItMkoWkVx4871HuDvx6TMPI2/j8Of7Tj9U5E5vSteNodGR9SR7wuVG9vCbdwFZ+g4FXKxOeyX2IG+kx2EqPwVZ6DLbSY7CVHoOt9BhspcdgKz0GW+kx2EqPwVa6ga2MjnPjTgNLU/Ck3eF7CSo+HdFK6mIPcl5+nEBSV4vEl6O+MFUuFokvJ7tOPY7yFS8evN6jsO7BVl482A3czW8wUOdsjCm/ccfP9QyUAinfcdPU9QyMIXj4wu/hkjKz3l1+yRjsOtgE7pGul0j34G5+Wwz2amY3vyEG1z83Aob4Yi0kH+/bgQtZt/y8Lxbs83r9mqv3TqfT6XQ6nXO53f4AMxageteD/HEAAAAASUVORK5CYII=)
chemistry-General
chemistry-
chemistry-General
chemistry-
chemistry-General
chemistry-
chemistry-General
chemistry-
What will be the most probable product when compound ‘X’ is treated with two equivalents of NaOH,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYsAAACUCAYAAABiFwVxAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAECnSURBVHhe7Z0FWFTbGoa9pzx2KyKSit2iYndgdx9bEVH0WAjH7i4UW+wOBINQsTsAkZLuLpEY4Lv7X2wVFVCZARlY733Wc7xrD8zAMPtbfxcBh8PhcDjfgYsFh8PhcL4LFwsOh8PhfBcuFhwOh8P5LlwsOBwOh/NduFhwOBwO57twseBwOBzOd+FiweF8QxpSUySQJCcjWViSlFRh5zMZ//0FqSmQSNK/JlkigfBlP0wafa34fMmSFKRm+iT0uug5UoTvnYpU4WtS6HkyvD76Ph/3UoXHpNDPIXxN5t+Pw/lxuFhwOBlIjfHGi6sHsXnxv5ijrweDWXOxfON+XHvlj/B3r/Hinh2ehYsP/kQSoj0f4rLpaiyZOwOz9HRhYDAPq03O4q5zGFLER2VKagJC3ljjxI5lMDbQw2zha2f/a4TNB83x1Of9F8KUkuCFh2dMsX7OJEwYPQJjx4yG3oK12H/uMXwS6FlSEfD0Io5umosZ40dj7MiRGD9lNlbvOIF77jFI5ILBkQIuFhwOIxbu17fAYGA3DPzHEHsv34W9mzs83rnizYNL2L9CD0NbNkS/yWtg4S9+CRHvCTtTA4zuOxgGm8/hnr0b3r1zh8sLKxxbpYthOv0xZ9dN+CaJj89ASqQDzNdMxJB+Y7H0gCWevnknPJ8bnO5fwl6jMRigMwYrTr9GhGihpAnCEhPmC5drRuilXhUqar2w9qYT/MJikSiaDkmx4Qjxvo1NQ+pDs2JFdFt0Gc89QhEjiMlPGDoczjdwseBwEAenC0swvHFtdJm0HhbOQYhNFi8RqR8Q6f8IZgbd0KOvAU64ifuxLrixdjDaNO2EKRtt4BOZkMESSEV8+Btc3zoOHeq1wvjVV+AlES8JSMJe4KRBV7RuqYMFJ18j+IsnTEas33NcNO6JFs26Y9b+Z4jMYJ6kBBzGpLoqqFF3Cs4HZaJCiMYVg5ZoUFUJYw+4IErc5XCkgYsFp9AT8/wwFnSqCEWtiTC5F51lTCLZ4Tj2rl+DA0/p/0UJArMQ3RUV0GrkBtyNYw/5hjQ/O5gMUYNCnZ4wPO2WfrpPCMIz05FoqloDHfVPwycLP9UHr0uYp10Vms2GYPP9CKRrTSoSAo5gWn011Go0HRcC3n9rMaRFw2JuazSqroYJh94iNINIcTg5hYsFp5DjieurB6JB0XLouvAkHDIe8L8mxRtvX97DI2fh3wF3YDpWHSWraEN391PxRp4JaUF4eXA06pZUgPawTXgqfP84L0ssblMOSrU7wfBKpPjATEgMxu1FraGmqILW+mfgkyBu+5thKhMLXUEs4jMRt2hY/psuFuO5WHBkBBcLTuHG5xJWDa2J4sW1YHDw4XdcNqmQJCchKQkIvGOCKXX/hwrNRmDNjTDxema8h/edtRhQ8W/UaDkKu1+Ew892MbqUL426rcfj0EeXVmakxMLn5EQ0qVYVNbRmwjw4/a6fFPBRLATLIvAD2/uSGFwVLQsuFhxZwcWCU6iJvbsDM9qUxh9KfbDiglOWLqgviYfjRWPolC8C1Q6TsOtxdvlOKQh6vh9TahZFtUa9sfjUSzgfHYs6pSujcad/YR4hPixT4hFsswidq1eBRq3+2GGfLgzJgUcwraEaatTsgfkm+3Ds+FEcP2qWvo7Rv/dgUf96qKNUExMPO3Ox4MgEuROLpHAPPD6/BWsWzcJMXV3MmDELC5duwmnb1/BPFB6QEg3/55exZ/1/WKA3DTOn62LOv4bYdNQST7xi07/JR1Kj4HHvNPavM4bhv7Mxb85c/Ld6F87bOSMb5wCnABF8Yx0mNvkLf2kMxror2R3zMxKN1+fno1vpIlDvNAWmT7OTmDQEvzTDjHp/o2pDHRgefginAyNQs0wVNO4yD5bR4sMyJR4hdkvQQ4XEQgebnqa7nEgspjYQxEKzN4z3H8HZC+dw4cxpnBPW+XNncf6MGZYOqo+61blYcGSH3IlFamIcwnyccN1EHz2q/gblViOw/JwTvIMiEU8HvLQkxEf4we3WUazoo4TSCg3Qb94ROHj4Izzuo0M6DXGuV7HdYDhGTjLG3vO2ePz8GV48vYtrR9Zh4Zh+GDV7B6w9RScxp8ASc2c7prcuhT+VemP5eafsayI+kQwXy1UYrFgE1Vr/gy1278X9zJAg4NleTNQoCuWmA7DG0h3u53TRtEwFNOigh9MZ03C/Ju09gqzmo0N1BdSoNwoH36VnPn1yQzWcjBOuwYiJi0NcbGz6Yv/2x/mZrdCwujp3Q3Fkhty6oULu7caEGkVQs7chLviImxmJccTFGXVRSqUtdA+6iJuEBBEOp2DUrxXa6czA4UdeiMyYfRgfDGebXZjZqQE6jliMSy6Z+YQ5BYVUzwtYOaQmihVtAl1TO4SI+98j8ukxzNf+GyVr94HhaQ9xNzPi8O7WcvQqVxr1O81kqa7BT7dhaLUSqNFsADY/zuZOLomGh9lo1FdSQp1eq/EkOj3v6XOAezouBpE5/TVxuDqvDY9ZcGSK3IpF4N09mFL3N9TtZ4yLXuJmRiJe47JBE5RT7wj9w5/FIjHoKQ6Ob4CaNbUx87hXFlksUXA0+wdNFTTQRfcQHOPFbU7BI9kHV1cMRsOif6HF1F24k61apCI6IgTBgbFIi7fHuYVtULlYLQz+7zKyNBASvfFwex+oVayFPvMvMzGSBD/G3mEqqKLaHGN3OmSZSZX23hvm+o2goVofI3a+RDQze9KQkCEb6rx/ZqmzUbDg2VAcGSO/YnHHFFPqCGLR1wgXPMXNjIS/EsSicbpYHKJcRyIK7ywWomOFcmjQYyGuZhOYiPe+jDnNKkClVmcsvhGClB+LfHLkjjTEOR6DUXclVFBoi9mHnuObbh4iST6PcOPCOdxyJ1M0CWGP90JP+BtRbTMV+19lfqKIfXsaC9pUR52us3HWRXRXpcTD22o5Btasgga9FuFGUPr2l6Qi6slWjGioDK1hG2AX+PGOn4rEgCNMLDRJLDJNnRXEYo4gFkokFs4I+zHfGoeTLXIvFvX6LYa5n7iZkdg3sJwjWhYfxSLmLa7/p42KpWugyzQzZOc8kEQ5w2y0CqopqaOroRWS+Aeu4JIWA59bWzFZWxmqmu0xbe0xPPCMznBij4LbzeMw3bINJ265IOSjZzI5Gu5XV2Bcm7po1X8xLjnEiBfSiXh5CstHtkPbHvo4eN8fGR2aaUnBeGE2F4Oa1kXnaSa45ZPRF5oIHztTzOujhQ4jV+KiY+QXsZRkz334p44KNOpMxJlMK7iDcVa3BeorKGLUPleerMGRCXIsFnswrcGf0NAehkV7LuDS+TM4f1ZcFy7g8uGNMO5fAxVrdhLEIt0NleL3GAdGKaF01Qbos8gS2SaixHrj2txmUKqqjJajdiMxmZsWBZrUWPg/P4/tc0eif+d26NGjBwYPGY4JE6fh3/nG2GByBNeeuCPo6xCW8HW+D8/CxHgapk3Vw7z5hli+2BDG8w1gMF0fi1bthdWbIGSaKpEchre2ZtgwZwqmC4+db2iMpcbC187Vxyx9A/y3+RQeeESJopWG1CQ/vLx+EqYGXVC7XHGULVsD/f7djGOWLxGQQI9KRbC9Dcz3z8PA+pVQ8e+/UKOrLtbuu4in3rFI4n/CHCmQb7Fo+CfUWw3G/B1ncPaEGY4dTV/HTwqCsWc1FvTVQEXNzp/EIsn7AXYOqoyy1Rqh3+IbyC6HBXG+sDFqDeWq1dFy8BZBLL7xDHMKIJJoX7i9vI87VpYwv3gR5lcsYX3rIRx9orKu0hZIjvCA/YObuGljizu3bXHLxgZ3Hr+Bf8z3/27iA5zx4q4tbG1vwe7WTeFrbXH/hRtCvlKYtJQYBLm/wcu7NrC+cR1WwrK98xSObkGIlZASpOF9sCdcX93FLasb7PoN69t48soZAdFJP5jpxeFkjny7oer+hjq95uLY62hER0YgMkJcUcL/f3cHJ6Y3RDmNz26o1IBnMBunjjJV6kFn3kVkV3eLWB9c/VewLBRV0XL8ISSyDyOnMODq5g47Ozvx/3E4HEL+A9z9/sNlX3EzI9GOsPg6ZhHvhturuqBqSVW0H7MTDum7mSKJcMbh0apQVqmF/mufgBsWhQMPDw9MGv8PaqmrwmT7ViQm8lobDoeQf7H4qWyoD/C2XY0+CiVQu8NUHM3s6xipiPO+CIPGVaDRcDB2v45nfuMHd+1gI5j3nIJLeHgY1q1ZhSrlS0O1mgJMTXYgKTGzWgYOp3Aht2IRdDfdDVW3rzEuZFln8bVYUAKLI87NaQV1xQYYtfERvsxf+UgEXuwajCbV62PE+tvwTwasra6jbUsttG/dEtcsLcTHcQoikZER2Lh+LapVriAKxk4kJXHB4BRu5FYsQu7tYhXctfouwsVM3VAOODe9Nkqrtcf0g67iJpGC915W2DqxPZo26gGj01/l1Uv88fDgXAxt2RxD/zuBVxHpgcOnjx+iT89uKF3sT3Ro3Qo3rl1NfzynQBIdFYVNHwVDqSpMd5FgZJamyuEUDuROLJIi/eF06xg26HVHnT+LoKSyFoYb7sf1x84Ips9ySixCXexwdutcDKvzF/5XtBIa68zCAfM7cPD7nP/0wfc+zm6aC90J0zB/0VKsW78OG9aswApDA8zRn40V+63wNvxzUDstLQ2ODvaYOmkCypYoivbaLWB1/Zp4lVMQSReMdVCslC4Ye3bv4oLBKbTInVhI4sLh63ALVpdP4fjhwzhy9DjOXrbCCxc/RFFuY+oHxPg74r7NFZw7eghHzY7g5KnzsH7yBt7hXwUrUyLg/vgGzE+fxPkL53Hh3GmcPXsFd+39skyr9fbyYoJRpnhRwcJoyQWjgBMdFY0Na9egasXyUGOCYcIFg1MokVs31K+EBGPa5IkoKwgGWRjcJVWwIQsjXTDKMcHgLilOYYSLRQ7JaGG0a8VdUgWdKEEw1q1Z/UkwuEuKU9jgYiEFXmRhfBQMHsMo8JBgrF/7UTAUuUuKU6jgYiEl3t5e0J0yiQlG21ZaXDAKONHRX7qkuGBwCgtcLGSAj7c3pk2ewGIY3MIo+ERHR2P9mtVQrPQx6L0LiVwwOAUcLhYygiwMCnp/tjCui1c4BREmGJ9cUjyGwSn4cLGQIWRhsDoMUTCo6ptTcCGX1NpVKwTBKMtiGPtMdwuCwSu9OQUTLhYyhrmkRMFoxwWjwENptetWrxQEozzUxRhGIu8lxSmAcLHIBT6m1X6MYVjz5oMFGmZhMMEoB7XqlCVFMQwuGJyCBReLXMLLyxNTJo5nrUGoDsPG2lq8wimIkGCsXrn8U9B7r+lubmFwChRcLHIRT08SjHFipXdL2NpYiVc4BRESjDWiYKgrKTLBSErkQW9OwYCLRS7j5emBqWRhiC4pWxtuYRRkYqKjsWbVCtHC+CgY3MLgyD9cLPIATw8PTJ5AFsZfgmAIFgZ3SRVoYmKimUuK2purV1fEvj2m3MLgyD1cLPIIj3fvMEUQDKrDaN+KC0ZBhywMJhiVBMFQrob9e/fwOgyOXMPFIg8hwaD5zp9dUjbiFU5BhCyMVcuXMQtDo3o1HNi/l2dJceQWLhZ5DAkGc0mVoMI9QTCsedC7IJPukloGpSoVoSFYGHv37MaHDx/EqxyO/MDF4heQ7pISg94srZYLRkEmNiYGa1auYGLRrFF9XL54AQ729sJ6nefL/jWtVwgPD0Pa50GQHM534WLxi2AWxvh/ULF0CXRorY2Tx4/h+bOn4gf6Vd6vV6/w+tVLBAYGiK+QI0tCgkMwsF9vaKopo2MbbXRq1xod22oLi/6bV0sbHdq0QvfOHWG0cD7CQkPFV8fhfB8uFr8Qz3ceGDtyOKqULw2VqlWYldFD+CB369g+j1c7dOvUHp3btcF/ixYiIjxcfIUcWfH82TO0bNoIipUroGWzxujVrTN6ds3b1UtYOt27onK50izRwvoGb0XD+XG4WPxiVi5fwtwT5JKqUr4M821TQDQvFz1npbIlUfyP/6G2hir279kjvjqOLKBivdkzZ6BCqeLQ6dEVNlZWcHN1gauLsJyd824Jz/fO3R3GhgtQXaESJowdza0Lzg/DxeIXQvUXPbt0ROlif6FLh3ZYYmzE5iSsXbUyTxc9p7FgUXRs0wrF//wN/XR6ws/XR3yVHGlITUmF5RVzVqTXqF5tXBX+/ctJS8P0qZNYt9zTJ49DIpGIFzicrOFi8YtIEz6wi40MoVJNgRVu3bT99Wm0FuaXoVy1ElSF10RVyBzpoS7Eg/v3FSy3UtCfrosUQTzyA08fP4J28ybo3KEt3F1dxV0OJ2u4WPwinj55wnzXJYv+wdwCUVGR4pVfR2hoCObOnoW/fy+CDm208erVC/EKJyckJyWz6u3Sxf5E+9at8OLFc/FK/oBcoBQv27h2LW96yPkuXCx+AYmJCdAT3QBajRvgdT66KT98cB9N6tVBlXKlmXDwvkY5h7LL6PReXaFyvrTUvD090bt7NzSoVROPHj4QdzmczOFi8QuwuHIZjevVRoXSJWC6a2e+KtJ6//49tmzagDLF/0LLJo1gdYPPE88J8fHxWPqfEUr89RsG9NGBr6+veCV/cfjgAagoKmCG7lTQqFgOJyu4WOQxsbExGDZ4AMqXKo6+vXown3Z+w8XFhaVakmBQxkxcXJx4hfMjUDyKen+pV6+GOjXVcfzoEfFK/iM2Nhb/jB7JsuKuXL6E1NT8EVPh5D+4WOQx+/easvRUSle9cvkyu7HkR86cPMH82Q1q1cDxI2biLudHoMLGCWPHoGyJvzF5/Lh8397jpq01mjSoh/69e7GhXRxOZnCxyEMC/P3QvVMHlBFuIvq60xAeFiZeyX8EBgSwSX/kRhnYVwehISHiFU52UBrqyWNHUaFkMWg3b4a7drfFK/kbw/lzWa2N6S4TJCcni7sczme4WOQh1LKaRm7W0dTA48ePxN38y+2bN1FTtTo0VKphy8b14i4nO946vWFV+Arly+A/w4Xibv7njYMjq/Vp0bQRXuWzrC1O/oCLRR5BjeO0mzdlsYqN69bIRRwgOioKK5ctRcmiv6Nz+zZweftWvMLJDEo/3SC8tyX+/A29e3SDs7N8/b52bt/KMvQWLZzHAvQcTka4WOQB5JowmKGHapXLs2Zu1HJBXnBwcEDrFs1YBTK5KlJ4tW+W3L1jx2I81L5lzy4TcVd+IFfjiCGDWJGo1Y3r+Taexvk1cLHIA6g6m1JlFSqUwakT8tVegfzXBw/sY32NWjVrjHvCDZHzLeHh4TDQn8FiPGNGDkNERIR4Rb6g9ul1a6oLP8NwBATwDsScz3CxyGXInB89Yihr90D/DQkOFq/IDz4+3hg2KD3dl+ZwJCQkiFc4BKWbXrxwXjgMlEXThvVY2xR5hSzHmXq67O/1qNlhpKSkiFc4hR0uFrkM5djXqaHGTPs7t2+Ju/LH9WtXWbpvwzq1cO70KXGXQ7i7uWHIgH4sVXa2YF3IslaBXEGUNUfP4eqS3jk2fTnDzdVVOP37I1HG4k3V3G1aNGct6984Ooi7nMIOF4tchPLtKVW2YpmSMDZciOjoGPGK7KCK64iIcHb69/XxQWREBNuTNXTDmj9nNpuDQBXJ+TntNy+RJEuwa+cO1uOLBho9evhQvCIdFCz38fbCpYvnmTWnolgFlYXTPrWxp0UzKRQrlmPFkyY7trMW5JGRsnN9rVi6WLAki7GuxNTjisPhYpFrpLF+QGpKCmjWsD7eOjmJ+9Lj7+8PF+HmcM3SgmUrTZkwjjUl1NZqgqmTJrAUXbIE3N3dZDrI6PnzZ2hQR5MFcKklCAd4+ugR2rRsjqoVymLV8mXirnSQq3KP6W60baXFUnA1VJRYSmv6ZL3PS1urKerXrsksvrqaGqxlBwXZZRETc3F+ywYl0fe9c1s+akU4uQsXi1yCRpVSk0D6sO813SWTrp4f4uNhbXUDndu3RbmSxdhpk6rB69eqyYKStOpp1mC1EdS+gTKYxo8dw6a0ySLOQM+/fctmlBNOnO20W8pUAOURSn+mWgrq0tu/d0+4Stnqm9xX5GIi8a8qWA3KVSujtVYzrFqxDO/eubP4QcZFFuXlixcxduQwJhpkbdRSV2EjeqmNh7RQgV414W9IXxAhmtnNKdxwscgFSBhouAx90Kj/U4BgCUhLTHQM1q5cgdo11FBDpTo7zY4aPpTdvM+eOc2yrE6fPMFuFORCGNSvN1q3aM6Eg24kWzZtZH2ppIVmh/fo2onl48+ZNbPQDs6hWAJZdmRlsVTZ3dKlytLfDDWYbKfdgk2xI0uRWtd7enp8N4WVMtauX7Vgo3FpPgrNI1k4fy6b0CcNYWGhGDVsCGv7QnEq3jeqcMPFIhewtLBAvVo1oCKcDK8J/5YG+oA6O72F3tTJLEhOM7OPHT3C5l/QjTqzGwl9DV2j9E2zQweZsChVrggDfT24u7lK/aG/cO4su4E0a1gP1oW0Ky3FhyaOG4vif/6PzVEPlWI86YcP8di3Z7cg6jUEa6IKe6/JkqBW9j+Dv78fcw/WranBBOf4UTOpxfzcmTPsgEJxKvrb4eQ/JPFRCA8ORKBwKA0IDEJoRCwSxduCRDiESFJTkBAbjrCQIASHhLJ6muDgYIRHxSGBJbulITUxDpFhwn5QMJtrExosPDYsErEfhHsM+05fiEUaJB9iEBkajKDgEOFUEc5yx8PCwhAZ8wES8SvSkuIRGylcE/bZNwwJQ3R8MlKzP/wUGugG3U+nFwtCkg85MlK6oUaPHz0QTowdUL5kMYwZMQxOb978VLEUPdb80kU0bVAXFcuUYJbOi+fPxKs5g3zqFBuhFuvDhwzE+/eFqystiS219qafv3H9OjgviKc0vHr5gsUGyG04fcpklqSQU+i17di6hVmUtdSU8fSJdG1lEhMS2d9xqb//ZIH0ApFKK/kg3MNCERIUiCC6OYZF4b14d01LThJurqmfbpD5mbTEaAS8uY3zu1fgvzl6mDV9GmbNXoDlm/bD8sErPHtoB/PTN+AZHwmn66bYOH8sBnVpi65demDYZEPsOmUNJ/pTS0tCrLM1jmwxwvRBXdG9U0fo9B8Lw82HcfVlEJLFX8ZnsUhLRuCjM9izbDrGDeiO7h3ao1vnzhgwbgG2nXmMwA/pfyQfPO7DfNc8jOvdGd279cWkuatx7I4XYnjCBIMyYzSUldiH/9UL6YYaxcbEsBbh9EEld4BzDtttkGDcummDjm1b4+/firAPf7yUGVM0JIluSBQzObhvr7hbOKChRj27dWYT8GbNmI4k4QaTUyiWRG02qIkfxSfc3NzEKzmHsuHmzNJnge+Vy5ciPl669/r2TVu0ataEucaeyEFPsyxJS0RskBPunduFDcazMUdvKmbOnA3DJRtw+NIdOLg6wPzgabwIikT+vp2lISX6La5tmIi+7TpirOE+WL3yQWR8vPBeR8DnhTn2LxqC9vWbovu4XXCkxycnItj+DGY3Lg7luh0x/1IwEpOSkSIKQVpKMpIiPXHTuC1UqqmixdRj8IpLRHKGMcBfuKFSJYmCuRKA58fmoF/9KlCoUBmdDa/BPeqzKSI8CgneR2DQpQOGzjuKZwFxSExOkQslzm2ojQd94Ck4uWHdaqlaU1NK5rLFxuy02bVje3b6lJYjhw8x/zoFTtevXS2cEnPuoqAA6irhRkSn664d2uXLuRy5AcUH1q5ageJ//A/ttVvATsraGfq9Ud8tijOsWPKfuCs95Cbr1K4NmjdqwGo0pIEOGzTIqbRwaDEyXJArqdm5Tmo0PKy2YGbvNug1eiH2XHkGr7AYxMW9R4TXM1w3FQ7A3ZqhfpMpOOEajvwciUuNc4blir5orNkK4zdawT8hWbgrZyBNgqTQlzi7aDj6DlmDB+LN+YPvXazqVBoaTfphw6NMXNGSSDhv74saqprobGSD2K9u6pnHLCRheLZ7DNqpV4JqK32ceRv1WQxSgnF3y1RMW3ICj/1zfqIqaCQlJcFw/jzmK6a0Rm8p5wLcsbuNNi21mFicOHpU3JUOciHs3L6NVed2aqfNrANpIEuH+kZRVtZSY6Ofco/JK9S6pUn9Oqx2ZonwM0sT/6Hfl6WFOctiaiu819Le1L9mzcoVqKGihJMnjksdp3Kwf43unTuyrslXLa+Iu/LCB/hcX4ZhzWuj1fD1uOUdjaQvvGlpkCRGwfWCIQZoj4WpfSC+jhZ5vHPHU8GqIsuK/pvbi9zP1Hz0m+mFabF4e8kYOorloTV0FWyyyYwPe2UNs+XrYSV6ieN97mFNl7Ko0XQANj7MRA6TwuG8oz801Wqjm7ENYr56SNYB7jgHHJnaGnWqKqDtzJNwYq73ZLy7aIwp0zfCUhAQzmfu3bmDBrU1mVicOXVC6psIZTRR3GP61MkIDgoSr0iPq6sLm9RXuWxpbFq/TqobfIokBUcFa4Vudi2aNJJZQVp+hQKD5HYq9nsR9OnZnaVHSwPVwMzQncKsCqOF88Vd2XHx/HlWF0MBeGnbzNDfybYtm9l7Ta7R/Dom9lvSkOB3Ff91rgHNWj2x9l5o1i6mRD9cXWKEI6998fWA2T27d7GJgmNHjcC40aNyfY0cOhiLhL8JJydH8RWkkxZwF4cm10HpSlqYuOWuIIPZEBMCvxf38UIMm34Wi4HY9DiTz32KIJgmA3IgFgIf3pphZns1KFdridmnXuPd40MwnDQH++y88CMNjFMS3yM2KoIFebNdERGIeU9Re/EL5QxyydCbS+6nsSNHSF0IR63Bhw7sj0plSrGUWFlCH/pzZ06hQqkSGD9mFGKknLtMQ5KGDx7I+iJN+Ge0TOpJ8iP0ezt14hhz4ZEltXPbFqmElqB2HXVqqqGepgaOmB0Sd2UHdRBo26oFe29kURNDAjFi6CDW1uTQgX3ibj4nOQpO+0agibIS6g/aBofY7AL0aXhvfwePfKLw9cPI9fbxfhWVB4uq8WNiYiCRfCltwff3Q7/xbyjXYDCWmQeKu9mQlvopLvHeWxSLJv2w1i6Wucm/WNH+eL25b87Egsw31+N66F6nKtS0dDC0zwisvvAKIT/o0PO12omlukMwauQodhrJfI3C2GFDsXC3FZzk1Fg5cewoC/Zqqinj/r174m7OoboMOrlSymJuBBTJz66proxhg/ojSLihSIuNtRW7gdJNj1ItCyJ0sx0ysB+K/VEEo4cPhb+fn3gl51AVPokPVWLL2gX1EWoHQjf3Z8+eSi1uBNXxkGuLvu+TRw9ZYeL7PFr0XJSYQUkBWS7hpke9sj7+rJJoFxwZqwm16uro+t9thH/Pc56WIhxa0/JpDPYD3povQ/8qRVC9zT/Ydu/nUqtJLNZ1rwBVTS2MMtqJPaa7WH2QKS1TU+zbsQErxzSHqmpt9PjP9mfFQiDJDWdntkGdKmWh1msl7vj++MkxJSEW0RGhLP2WKkCzXML1qNgEJMuZZUF/kBSg7NS+Dcs8MV64QCZDY9JTXeuxD2ROM6Cyg8SiUb1arIXEjWtXxd2cEyVYQgvmzmbV6jrduiAkWHZus/zCgX172ThciiFtXLdW3JUOEovqglhQT6mkXLLIegnvB7WXl1UXAbpZ07jdsiWKoVHd2ixmRXU8ebKE56K4ybjRI/HPqBGZLrLwZ+npIiAg/dSdEGKNpe2rQU1ZE8NN3uQ4a5N+d2Rd5N2KY6f9L1OVY2F/wRA9yxWBavsJMHn0g6d2ERKLtd3KQ6Nee8wwucYOedZW19nsEitrW9yyPIvDBu2hLlgW3XMkFojDyx1j0KFmeVRWao05JxwQkZ0llxHhZpommEHkv0/LZrHrMjj15DUkDPPnGAhCUYFZFvThlwWmJjuhrqSIxUaGzBSVNeRrp9RPOiEePrBf3JWOly+fs6JBWnNnG+DWTVsmSvRfeV+PHz1iWUAVypRIz3Rbu0b8qaUjo1gkJ+VOskgv4X0msaC54KkZ0iBzCp3cp02eyDKj6IBEMbq8XGTB0mctq6VctRITsHfv0hNM4oPMMb+FIlSVa2HMXlfE/tz99RMH9+9ltUVTBaGknz+314R/xrBsSOe3Gd2HErhdW4NhSkVQtdUobLz5cy7kT26opv2x/t4HltmXcUneB8FxW7+cuqGSEXR3G/6dsQq7lo5El3qKUGkxDSfsfyy1LPDhKZiunAdDw0UscyTztQhG8+Zj29mH8JCz2i46ZelOmchuIJpqKiwAKgt27djOgp7UiJBOF7ImKCiQ/UHScxzaLxvfs6eHB+tLRCdvNUEwGtbRLDCrUb3azCVINyvqyUXDjag1uLQwN5Rw82ut1RTv3HPHDdVLsE7pNb94Lpu52pS8UVdTHS2bNmYpxJSpRwWKebEOCQeb0ydPsrqPW7Y2mS5bmxu4f++ucDJPt/ATwu5iVZfqgljUwMBNzxGdQ8vCydFBPDwIz5PhIJFby1Y49dMh5ev4Z/TLUzBqXwLF1bpg9uEfaR8vHNjFM8JnsaAAdyYHB0kkXHfmMMCd4HERyyfrYYeVO6Lfu+LUzLaoW6UytPWOwSH8+3IR5+uAp3ZWsLERfgG2WS9bK+EX88YXkXKWiUvWEHV3pZsk3XhvXJdN64u9prvZCX2xIKSyaAj3NVTB3aV9W9RUU2a1F7LA/PJFdjOlOo5B/fpg/NjRGDdmVMFYo0diysRx6NOjG6pVrsjem907d4g/ec5xc3VhRY3UGubYUTNxV3YEBQaiXasWLKvurdMbcTfnULdjiteULV6UWb90kKF2Il+fUHNz/WwFeWqcNy7pNxYs9erQmnYSfgnf92DkZydHWpwDriztiup/V0PX6aZ4mZ1nMSUaEf5v4eKX/jvLtdTZtMjnODpnHBbuvwcfMY6S6HQIM9uro1rV5ph5zB5h33vfyAUlvLn0Bn9vpebboFL2kH9xmmCekvk7sF9vFoORFhqSRMV95J/NjaH/5B6iTrVU0f3gvnS1FoSfry8LyJNYUHV4WGgo612VWZaH3K6oKFZdTanMlDrbX6eX1IOBKFanO2kia2NvvGihuCs7zC9fEiyjWqz6P1gGcSSyeCmzigRDboow0+Lhf20eOqkpQL3peBxzjfuygO0rJJHOcPaIRvxXN2G6R5Ew5uWiqYXfuucliHh+DAs7VkGVmoJ1cfAZojP5gdJS4+D36gZOH7wAR9Fj88H3PtZ0FsUiM8siOVIQC3JD1UJXY1vEffWQzMUiyRe3NkyB7tLTeB2aURHi4Ww2DV1rVkJ1rak48iI4n5fF5w3UApzcFXSzPHZE+uZt5Cbqp9OT+WAfP5J97cJNG2t2OqaUV2lvIklJiTiwdw+r22jRpCEc7V+LVwomVoL1SO915XKlsHzpEnE3Z1CszvzSJVQqUxId2rSCp6d0hZxfs27NKmbp0d9kaurPnci/xlEQRp3uXVj2FiVgyFOMMTXaCaf0tVG7uho66R+DQ2Rmn880SKLe4Or+Q7jlGo4PX/14O3dsw4ghg9hnhoLoub3IOp83x0D4vduLryADKR/gfXMb9ISDe426HTBh8SHY2vshJind+voQ+ha3T2zHpg37YesWA3LYpAnvf4SLORZoFYNy/a5YYhWHFIoVp3/H9IN9nD/uLW3H2n1oz7yI0AThEJ/hff5CLCjYnBLrDutN49FTZzZOO4Z/o8JpsXewYUB9qJYqg0bDNsDGPVp4Uvm0CmQFvUHkMqIPEs158Jby1JUivLF0eiv2+2/Yv9eU3VRkBX3It23ZhD9//x3Tp0yS+nvTeE/qGURuOGr/ITxD+oUCCmUtrVy2hM2w6NhGG/fu2olXcoa3lxc6tG4FVaWqWL1qhbgrPVT/0rVjOzRtWJcVYkrL8qWLWY+y+f/ORlyc7F2juc0H35swndIWDdTroOvYJTh0/TUCYhLTT/EJYXC7dwYmq9bhqK0LwjNpX0S/wwf37qWv+7m/qMiXesuRRZspqQkIc7bF8VW6GK3TCV3atUGXLt0xaOgoTJlpjB3HbfEmMApkIKXFh8PZ5iC2LhyCNsrlUV2lJtoNXwDTMzZ4KzYSjHO/jVMmizGhjSpUqlaFZrN+mLfFDNdeCQaBeIv4LBYpYXh9aTv+G9MBzTUUoFS7NxbstIRzTNLnX1ysGx6cW4l/WmpAvWJpKChqoO2A6Vhldg++hbyTIAV4W7dsDsWK6amV0gamqXdTtUoV0KNLR5kOGXr16iXrNVW1UnnWwE4aKJ6yevny9P5Qwo2JWmQXBl4+f8Z+h2WK/YXZM2ewVi85hQ4a+/aYshYsNBmP5ldIC2XpLZg7B8oKlbFh3RpWfyANd+/cZkH4Zo3qsxuZfJKGBDpxmy2F/vBe6NmhLTp37Ix+A4Zg3KQZWLr5GG6+9kGUnMVNU+IjEOTjDlcnRzg6OOKtswvcPf0QHvf5fpyWKsGHqGAE+nrA3dWN1fS4v/NCYFgU4pmRlSYYK9EIDfSFp5tr+nU3d3gFBCPyffKn+/9nsUhLRlyoHzzeOsDB8Q2cXd7BJyAc7zOWVafEIzqEvqELm/nrIrzAN2/d4BUUjcSPZYKFmF07tzP3Drkp7KV0x7i6OrOxliX++p1ZF7JAkpLCRKjYH39gsGDmUuNDaXjy6BFqqamilroq9gs3vMICnUbpBl+uRDHW+t384gXxSs4g/39v4b2mw4H+dF3ExEhXVW+6ayd7T8hiodG60kD1BTNnTEfJor9j2+ZNTNzkGkkcIgK94C7c5+xfvYIDu8G6wzc4hrvUv0OWAW7Oz0MBS/rQU3HaHIOZUmUykbvI7tZNlqJITeakPdGRz/rQ/r0sr58aHZI5LY3bmX5W/enTmFVBrUlyox4kP0PuIyoCK/7nbyxbigpPcwq917eF95omG6ooKsBAf3qOXJmBgYHYsXWzOCddiY1cpTonabh44Rzq1FRH7x7d2MhXTuGFi4WMoSlytTRUmYVhd/umuJszKJ6wcf1a4XtVQ7MG9XDXLmeD80koDuzbgxrK1VghFVlA0gYoKWWY5nw3rFsLllfMxd3CA/3+rphfZrEGKm4kS0MaqGCOrFFqgaOkUJEV6m1Ys0awOnzER2QNvRaqxKcbOv3d0euhlGhprYDw0DDWhJCmIp46KV1zTI78w8VCxlChHp00qVCPUhalTaWlFFTqPkndPskiOGp2GLE/EWAk62br5o0ss4pe04plS75te/yTUO+qIYI1Qfn7VJQojc9eniFrasHcf1H0tyIY2Le31C4fwsPdHePGjGSTEdWUFNmsEOoOnJmlQU0gLS2usKripg3rsa9RqVYFRw6RUEj/npD7kw4EUyeNZ/O4OYUbLha5AFWQUrty+qCdPXNa6lRaGtW6fu0aVvynqaqMwQP6stna1JkyK8KFD/eB/XsxqH8f1iJBU/jarVs2ZZ1d8YNIhNMqpWJSuif1lnr25LF4pXBCdSothd9D1YrlsWb1SnFXOqhJIdU0UNsKagJI6a80yKhvr+5sLO7HRckPTRrUZaJNxX3U7tzG+oZMxJuCnPQcZCVT1TKHw8UiF6AJdJRiSHUXdDL09f2+K+F7UMdNqhCnjJnif/4P9WvVQPdOHTBs0ABmLRw/doRZHXNnz2Q3FbpGvmZK8aRMJaqtoAJCaXF1cUX71i2hLPxslC4srU9c3qEbM8UJSvz5G7oI7/XTp7IRT5p9TRXeZ0+fwsRxY5j7kCwHihHRKl+qOHMP0fu8fctmFqylQfuyYs2K5ayn1MplS5GYKF02FadgwMUil6C8bO3mTZj7yGTHNqnTFz9i//o1y/On712meFGUKvqH2B68hjj0vxwb+VlOOJH27dkdB/ftgZubbAKT1Alz8/r1wmm3KBsF6iXjIjJ5hQK/A3r3YjfzuQYzkSpjAaW2HTT3+8WzZ6xVy8f18sVzeHq8E/62ZNs/7Mnjxyypop12iwJfZMn5cbhY5CJUb0EBxyb168qkN89HqCiKulFeMTdnzQbn/2vALBlqE75w3hysX7OKjb6k2g9ZBiWfP3vKLBqKf+zcJl2NRkGCWkGcO3OaVXU3a9QA165ailfkD/pZDPT12NjYg/v34evhO5zCCxeLXIRaafTo2pG5DRYb5U5TQHJPUWdKil/QiogIZ4NiZA3FTRYIQlS62F8Y2E+H/X/OZygArDd1MquLoQQH6iclj1hcuYy6NdTY6F0/GQx44hQcuFjkMhRLoCChhopSjlNf8wOUmlm9SkUWuKdTNOdb7G7dQt2a6iwgvc90t7grP4SGhrIMPlVFBcE6spA6vZpTsOBikctQUJly1SuXLcX+S8Vs8oa/nz9roEZB1amTJspkGmBBhFq8rF21EsX++B/69OwGNzkrYtu1cweqViiL+XNmC9ap9MkQnIIFF4s84O5dOzZAp0qFMjhz+qRc+YEp2+fwoQMseNuiaWM2kIWTNY4ODujcrg0UKpbDUmMjcTf/8/atE8usovYlNK+bw/kaLhZ5AAWZF8z7l6U/UmWuh8c78Ur+580bR9YgkV770v+MuWviO1DV9LEjh1l9BNVJUM2NPGBsuIDVzlBzycJaZMnJHi4WeQSNzezQWpud0Kkilyq98ztUIbxqxVKU/Ot3NsvZx9tLvMLJjsAAf4wZOZylL9Pc5twYjStL7G7fZhXgNK+CMug4nMzgYpGHmOzYDg2VaqhbUwNP5aDy+Y5wE6HRq7XVVXBw315xl/M9WK+m69egrFiZ1b6cPnlCvJL/iHsfx4r+aHb6hfPnWOosh5MZXCzyEEptpfYb5Ur+zTq2Rubj9MqQ4GA2LrZk0T9Yd1Vp24QUNiiledHCeawr7aB+fVk/rfzIsaNH2OCqyRPG5+u/R86vh4tFHmNhbo4GtWsKJ7kKsLAwz5edPOk1UZsJyuBq1rAebKxuiFc4PwNVWDdv3ECwMKqwIUT5DV9vH/Tt2YO1hZGX2Arn18HFIo+h4CE1fKM2IP1694Svr694Jf/g5uaKnt06sypeqgyX+4E3vwgaHLTbZAdK//0nOrTVhr39K/FK/oCq/6kJ4ZpVy/N9XIXz6+Fi8Qt49fIFtLWasUlre3fvRkI++qC+fx/PZnRTULtz+7YsG4qTc7w8PdBPpwc7HBjMnJFvLMkXgtWjrdUU7bVbwMX5rbjL4WQNF4tfxOqVy6FStQq0GjdkzQHzC48fPUTjerVZc0Kag8GRDgoYX750gZ3gqdbG6vo18cqvZcb0qVCoUBbHj5hxy5HzQ3Cx+EUEBgagT8+urGss5bjLon24tFC/p7mzZ7G25kMHDWC9rTjSQ4FjujlTy+8+PboxwXB1cWYneue3ebfo+VxdXbFqxTJUV6iIUcOGIjQkWHyVHE72cLH4hVDxFqVWUi+ho8IJ71dz/uwZNoODRqXy/k+y5eH9e9BUU0bF0iUEa7KBcFDozlqC0CjUvFr0fDTQiLrjqlevilu3pBv7yylccLH4hVCwe/zYUShXshhaNm/C2kOQ6+dXLJqR0aVDW5YqqzdtikzGcnI+Ex//Hibbt6Nrx/ZsPG67Vi3YvIg8X8LzajVpiCXGixAVzdOhOT8OF4tfiI+3NwYP6MdamBf9XxH8UaQI+29er7+E9Zvw3H8Jq3ypYhg9bCj8fHl7allDrkYqxqT17OmTX7Zu3bQV3l9f8M4tnJ+Bi8UvwuOdO2sFUalsKXRo0wqrVyzD9q2bsWnD+jxfmzeuZ9bFEsGyoX5G9Jr0p+vCy4tPwuNwOOlwsfgF0ChM3ckTUab4X2x8pdWN/JEhI5FIcMX8Mlo0acRGp87Smw5vLhgcDkeAi0UeQ43adKdMYvOz27bSgo21lXgl/3DV0kIQjIasc+pMPW5hcDgcLhZ5CgnFNMGiKCsKha2NtXgl/3FNEAwKhJKozdbXy7e9jTgcTt7AxSKP8PT0TLcoSuRfiyIjacL/rlpcYb2NKOhttHC+3M6V5nA40sPFIg/w8vJiQlG2+N+CULSAbT4Xik+kpcHyijmbdUBNBTesXYPEhETxIofDKUxwschlvAWhmD51MgsYt2lJFkX+dT1lShqYYDRrUA/VKpXHgb17aIvD4RQyuFjkImRRTCOLokS6RZHfXU/Zcc3yCpo1rA/16oo4c/qUuMvhcAoLXCxyCW9vL+hOTheKdItCfoXiI1ctLNC8cX3U0lARBONkvpzFweFwcgcuFrkAVWZPn0KuJ7IotGBdgIYHUdC7WaN6UFNSxOGDB9jMBg6HU/DhYiFjfMiimDqZjU5lQnGj4E2ZsyTBaFgPSlUqwmTHNsTFxYpXOBxOQYWLhQwJCgxkwWxqDMhcTwV4HCkV7jVrVJ/NaVi3ZhXCw8PFKxwOpyDCxUJGREVGsRGk5UsVF4Sieb4ZcpObXLUwR/NGDVCxTAksXmSIwABeuMfhFFTkSywk7xHh7YAHt21gY22D27bWsLW5ifuv3yEwRiI8IBUJ0X54+/AOblnfwM1bNrhpY42bd57D1S8S3zTdTgiG2/M7uHnNAtcsLHDD+i5eugXjZ4ec0vziNStXoFKZkqwR341CIBQfuXrlCpvPQIN95szShz+v9OZwCiTyJRZJEfB5bolDK6ZhaEtVKGs0Qe9/FuHA5ft4G0RSIEFs4GvYHFkPw1GtUVdJFc07DsX8Xedw+7UvPs+ii4f/86s4snExli5dglXLlwlrKZYbLYDRQiOsP3ADDoE/FrhNkUiwa+cOKFQsx4TC6sZ18UrhgeowWjRthPKli2PWjOmCYPD25hxOQUM+3VB+NjAZqog/qnfHglMe4mZGImB/YiLq/aGIjpP2wlHcZaTEwO3qBszQ0Ub3catx8UXgZ4sj1g13Dy/C2A5a6DvLFLe94sULmSNJluCYmRlUqykwobh+zVK8UviwtEgXDJrNQYLBe0lxOAUL+RQL/9vYP64mitfsi6UXvcXNjITB4YI+WpZQRXd9M7iKu0hNQPCDHZjQTAX1dYxwI1Dc/4IEvDs/E53UlNFp+kG8isq8Xjk2JgZ7TXdDQ0WJCcW1qxbilcILszCaNGSjQ2fP1ENgQIB4hcPhyDtyKha3sE8QixIkFhcyFwv78/poxcTiMFzE3aTgJzAbr4kqKtqYvM8ZWZWUJYc/x+4BqlBWb4Gpx1yR8JVeUNYTua0UKpSFdvOmuGp5RbzCsbxC8zAEwShTUhCMGQjIIBhpKbEIdLPHs7u3YHfnPp68cEFosnjxCySIDngH5xcP8fDhfdx78BT2Tt6ISJR81WpEeJy/M14+sMOdW7a4ffsunrx2R8jPBp04HM53kW+x0OyPFVeCxM2MxMLZ3ADaX4hFEnzubsawakVRs/Vo7HqZTYejD8F4vrEX1BSU0WTwNtjHf35sZGQkDPRnsE6srVs05xZFJnyyMMqUEH5XZGGkm3CpiQF4YXEUOw3/QR+tOmjUvDcWnbbHt71sP8Dn6XVcNNHH0DZa6DVhKfactoNbdAJSxEdIItzw6Lwptqw0ZhP+lhktxGLD+TBaMA/LNh+B9avAn05U4HA4WSO/YjG+Fkqqd8Xs3XfYiFJ3dzdxuQv//ymu7voHzUqqocdHsUgNxCuz8WhQrAKa9pyHyyHsO2VOahS8zumiaaUqqN1sMk74UqaVYHEkJWHLpo1QKF+GpYxS+wtO5ljQxL2mjZiFQVlSgYEZYhgJbrA07IK6lUtDsfEo7LQLQOYGxmNsHjwQK8zdECNuEQmBj3HScAA6dxyEBXus4fbp4nv4PjyC5cPboIOOLrZbeSA2/a3jcDhSIrdisX9iPZRRaoKB05Zhz66t2LZlU/raug2mu1bBaEpn1C5TAz0FsWAxi0QvPNraDyrFFdCy7xJYf06NyoQY+N5YgA4KlaDZeAh2vP4AX39/mGzbAhVFBWiqKePYETPxsZyssCCXlCAYlcqWxEy9afDz8xWvSBBz0wg9GmlAuWxZ1O1lhIvOmVSBJ73B/klTsPOuO6LELcQ54szczqir1goGJxw/72fE8wKMemqghtY47Lkf9I0bkcPh/DzyKxZkWah1hv42Kzg72eP161fpy94Bzm/tcH7raDQVLQsmFsneeGIyCBrFKkOrtxGuRbPvlAUx8Ls+H+2rVEKdJqNg6pQAi2vXUFtdGfVr1cSyxcZIEqwMzve5Yn4JWk0aoEHtmqyZYvp9OwFhNosxYNQMzOndEHWqVoX2pD14FPzRySQiiMVBQSxM7riLrqokeJ7SQ/ea5VFjsAmeBGT1HiTg+Y6xgtiXQJMpB/A4OFO7hcPh/ARyHuDuh2WXMsvpj4TjxZlfBbjD4Hie9kqhQefpOOHFNjMnJRKeZyajUWVF1G03D9aCsMTFx8PUZAdOnzyOhA/Zp9RyPpOWmsriOrtNduJDvBhFSH2PYKtlGDH3NJwfmsG4Ty0oVdRA/+UWeJfR4ssgFsyCkLyG6ehmqFWuMoZsewL/BPaoTEm4txGTWlfC3ypDscPWM3M3F4fD+WHkXCx+JhtKgtBXh6FXtxiqNeqDZVZxbDdTEgLxaEUHqChqoOOci/BP5n4MmZIah6AbizHs37Pwi0lE2P0NGNeiGhQUW2Hm4ecI+5im9kks3oEZgr5HMKNdDVQt3QRzLzkjgj0oC7xOwrBPbZT9oz70zB4h0yxpDofzw8ipWKTXWWQrFhc+ioXZp9RZRLri2n/toKqgiV6GV4RHZU6SrxWWd1FETa3h2Pog6lMGDkdGiGIxdPYp+MSQMsTD+fgs9K5TEVXrDMJGa6/0QskUpy/F4uVmjGqpjIpl2mKZjfsXQe9vCLXAyiGNofCHEkZttYUHH73B4UiFfIpF8B0cGKeBYoJYLDPPrFI4Ck4X9NC8OInFUbiLuzQjNNr1Clbo1Edjrf5YecMb7F6VgaRwR1xbPxjaTbpAz+QRwrlRIXsyiIV3pOggSgmA3frhaK1cDuod/8XZN1HCu+UGsylTP4uF/TaMbamKSmVaY/ENt/S9rAgV3uehjVH5dxWM2XELnlwsOBypkC+xSE1EfFQQPG124d/2JVGkXFOMXX0F7v6hiEmgu0EakhOiEeJ1D2eWdEO1IqXRSGcBzrn5IiQyHulZlKmIeXsR68b3QI+BM7Dt0j28dnDEG0cHOD63wakNehiuMwQLDz5ECDcpcocvxCJDkPr9G5yc3QUNqlSC1j87YPfuJY7o6mH3XVEsQs5ibqdaqFaqFqafdERodkLudRIL+2qiVLEWmHfmZSa1HBwO52eQL7FIDIHX08swWaqPcTpt0bljDwyfMBsbT9nC3p8a/1FF70tc270KhuN00K1DB/QZMBKzV5vh+hNPZIxSpMZ748npTVhiMBV6+gaYZzADBrq6WLjuEKydIrKs7ubIgKzEQiAl0AYbRzZDzSqq6LVgHRYMmYw9DzzEFFl3HJ/aGnXKlUHnJbbwzCbslHR3PcZrlUPpxtNw9FmwuMvhcHKKfLqhOPINE4slGDrnNHy+EgvivaMZ5nbXhHJlZdSppYOND3zxsQoj8KoRBjeqgKpt58PCNatimXjcXz8ErZQU0WupBVyyDW5wOJwfgYsF5xeQhHDrxRgy+zR84zLzJaUgwGYVxjSvBoVKnbHqjt9nqzDFC9dWDEc7NU0MXnkJDpFflWgLQhTycDt0uzZCy0Grcc1FlJmEKIR4vYWDw1t4h8aJLkkOh/OjcLHg5CFpSEt+j8ggNzzcOhza/ZbA0tEX4bGJSP1GM2LhcGgGdBr2wLKbXl9mPsW74Oq68ejVXgd6G8/igZM73r17Bw93F7y4vhuGw7phwOQNsPxkUiQj/OVlHFgxA2P69cGkpcfwJDCrgj4Oh5MZXCw4eUgKkkJewer4dhiN6obuXQdhzsaDuPzEFwmSTCyMZF/YbNqAMy/9Msl8ioP3g7MwMZoO3SlToa8/E7OnTsD0mYuw/dxj+MZmjDqFwMXJFb5BSUjxOwXjf5dgj2Vmc1A4HE5WcLHg5C1pqUhNSYFEImFTBiXCv1O+NSsyIFgj2VxOS5EgOTn585KkZJKckOF7RFyH6fb9uHiXB705nJ+BiwWnEJGEkNuncM7yHpx40JvD+Sm4WHAKDSnhr3Hn1mO89UvvUZWdPcPhcL6EiwWnECDBh5BnsDh5ChZ29vDx9UFgWDQ+8KJLDueH4WLBKQSE4MG+RZg2pD9GjxuLMWMX4fBtF/DewRzOj8PFglMISEVyQjzi4+IQJ6zY2HgkJqdwNxSH8xNwseBwOBzOd+FiweFwOJzvAPwfUh3xhD8iLQQAAAAASUVORK5CYII=)
What will be the most probable product when compound ‘X’ is treated with two equivalents of NaOH,
![](data:image/png;base64,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)
chemistry-General