Maths-
General
Easy
Question
The maximum value of P such that 3P divides 99 × 97 × 95 × .... × 51 is-
- 11
- 14
- 13
- 12
The correct answer is: 14
99 × 97 × 95 ×....× 51
![equals times fraction numerator 100 factorial over denominator left parenthesis 100 cross times 98 cross times 96 cross times horizontal ellipsis cross times 52 right parenthesis end fraction cross times fraction numerator 1 over denominator 50 factorial end fraction times fraction numerator 100 factorial over denominator 2 to the power of 25 cross times 50 factorial cross times 50 factorial end fraction](data:image/png;base64,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)
maximum power of 3 in 100 !
![equals times open square brackets 100 over 3 close square brackets plus open square brackets 100 over 9 close square brackets plus open square brackets 100 over 27 close square brackets plus open square brackets 100 over 81 close square brackets](data:image/png;base64,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)
= 33 + 11 + 3 + 1 = 48.
maximum power of 3 in 50! = ![open ceil 50 over 3 close ceil plus open ceil 50 over 9 close ceil plus open ceil 50 over 27 close ceil](data:image/png;base64,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)
= 16 + 5 + 1 = 22
maximum power of 3 in 25! = ![open square brackets 25 over 3 close square brackets plus open ceil 25 over 9 close square brackets](data:image/png;base64,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)
= 8 + 2 = 10
exponent of 3 = 48 + 10 –
(22 × 2) = 14
Related Questions to study
maths-
If
for
, then ![f to the power of straight prime left parenthesis 0 right parenthesis equals](data:image/png;base64,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)
If
for
, then ![f to the power of straight prime left parenthesis 0 right parenthesis equals](data:image/png;base64,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)
maths-General
maths-
The largest value of r satisfying inequality 20Cr
20Cr – 1 is -
The largest value of r satisfying inequality 20Cr
20Cr – 1 is -
maths-General
maths-
A double decker bus can accommodate (u +
) passengers, u in the upper deck and
in the lower deck. The number of ways in which the (u +
) passengers can be distributed in the two decks, if r (
) particular passengers refuse to go in the upper deck and S(
u) refuse to sit in the lower deck, is -
A double decker bus can accommodate (u +
) passengers, u in the upper deck and
in the lower deck. The number of ways in which the (u +
) passengers can be distributed in the two decks, if r (
) particular passengers refuse to go in the upper deck and S(
u) refuse to sit in the lower deck, is -
maths-General
maths-
Domain of f(x) = log10(log10(1 + x3)) is -
Domain of f(x) = log10(log10(1 + x3)) is -
maths-General
chemistry-
The correct orders about compounds I and II are:
i) ![](data:image/png;base64,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)
ii) 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)
The correct orders about compounds I and II are:
i) ![](data:image/png;base64,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)
ii) 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)
chemistry-General
chemistry-
Which of the following is correct method for separating a mixture of following compounds?
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)
Which of the following is correct method for separating a mixture of following compounds?
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)
chemistry-General
chemistry-
The order in which the reagent must be used to separate the compound I - IV is:
![](data:image/png;base64,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)
The order in which the reagent must be used to separate the compound I - IV is:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAooAAAC6CAYAAAApkWwIAAAgAElEQVR4nOzd13NcV77o9+9OnTMaOedIMIE5KovSjCbPy7XPg59sl11l/wfnT7DLr6665bquOve4zp3RiKJEScwBDABJkUTOOQPdjU7o7h38AIiiKJDUjESKI65PSSWK6L17d2PttX/rt5JkWZaFIAiCIAiCIDxB/rkvQBAEQRAEQXg1iUBREARBEARB2JYIFAVBEARBEIRtiUBREARBEARB2JYIFAVBEARBEIRtqT/3BQiCIAhPsAwsQyebMzCQkVU7miqhSNu+GAwdXdfJmTKSomLTZGTJwtJz5HLm5jk0DVWRn3oOy9AxdJ2cKSErKpqmIEvbvlgQhNfIzxcoWhaGJKH8bBcgCE9hGZiWgvyj8u0WmGDJEj/uUWthWE8LEIRfrI1pYiP3udk9ymAiH0/TYTp21tJewPfLk5klO93NUN8Q3Ys+PBW7eGt/GUHvGvGRr7lxc5oZo4jCjoO0NhVQYef79a6ZITPZxUDvIHcXA/grWnnjYA0hn/3lfF5B2I5pYUkSor3y83pJgaKOmYwQi0ZYXV0lshYlmsiRkVzYvX4CoRABv59gMIDfo6I9dqSVS5KJR4kmDTKyB4/fg99j2+bCLSBHJh4lEUuSslyo3iABtw2n9r0XC8KWLEYyRjQSJRZZIxKNEY2lSZsaqjdMIC9MQX6IYMiP3y49fayGmWIjukY0skZkLcJqZJ1EBkyHH7cvQDAUxO8LEgx68NmeehKsdIT1aIS1yCqR1QiR9Sxpy4Hq9hPICxH0+wgEgwR8Nr77CNchmyAeSxBLAi4vnoAPj03a9ia3ciky8cij+yqwdV8Jr4iNORIj57n2t0t8OlqA50CGdclD3rFCSuxPjBmysuhzdxm++iUf95ZScCBER0sBQe8yyfGrXP+4i+5sG62eegI1BZQ9LVCc6Wbg4ln+0l9B6QEne9rKRaAoPJ1lYKQiJGLrxDZkLFcAXyiAz7ZN+cLC0tOkohESKZ2sPYDL4yXgejzDbWClo0QjUaJry6ytRYnEsmQkBzZvAF8guBkjBAMEvBqiZL48LyVQNKMjTN27xu2ue3T3TDO5HCe2YWBINiSbF19BFeWNu9h96CAduxuoDUqPCoG5NsJ811d8+XWcCcde9p7s4M2OEkLfexcLWGa59zy3zt+n12witP8Ub+8tpSksmiPCdnSIDDH54Ba3bj3gXu8E08txoukcOVNBcQZxF9VTt/Mg+48fZn9bEeX2bTI6xEhNP6Cns5Nbd3romVxmIZIirQOqA81TQKi8mdrWA+w/tJO9zfkUbheTJaeYf3idOze7ud0zweh8jGhKJ4cKmhdvuJziujbaDxxiX0cLTYUarm+ONeOwcofe811cfmBgtRyl473j7C6WyNum+Btro8x3fc6X99aZcnTw5hv7eKuj9Cf8boUfxcxh5pKkkxEWR5eZz37Bzaoiqqrf4WitnfzHX2tZWPoGmWSMWMyPM5nFNE1Ax8wmSa5HiW4kSGZ0cuZT3s8ysbJJMokYsWgcXzKDaYq9GIRnMNMkhi5y58oVLg3LbFSfYN+ptznc7KP0e3WOQS45xsiFM3T1xVkofZO2g4d4u9mJ55soJDnO3IMb3LxxjzsPRxlfWieaMtBRUOw+3HnllDTuonX/YfbtaqC1SMXxkj/y6+rFBopGguxSL/2d57h88RZdw2ss5BwoDi/uPA0bWXLpOKnpe/QvTLIwN8f04tscP9zIrkofXoDUIrHhTu5eWeOex4OzoZFD276ZBcSJzTyg/9pXXNFTlIWPsrvlhX5C4Z+VFSM910v/tfNcvXaP7ok4SxsKdocfb76Kam2QS0aIDl2ja36e+dUkkcQJ3thTTKVXe5T1tjLzrA51cvfiJS52DtI7lyZt92B3hwnaLGQ9TTo1w2LfCkuTU8zNz7HwxjGOtpdTG1I3W97WBsbqECPdF7hy/jo3e+eYTtvB7sITsuOXc+jpFKmFHkYWJ1icnWNqIcrxYzvYXxciIIPEBiTGmX1wjevndKxMOXmHLZqKt//4ZnKJyFAnd64s0+PxUN3Y9JK+eOEHkWRk1YnNlYdHnSG9cofhrgrOVVQS9jYSKrA9lrWRQNFQbXbsDhs2TUGSJEBGUjQ0uwMHNmzq08Ynbp5DUtTHzqGK7j7h2cwcG4uDTN4+w5XOFBMlaebsJXg9O8mvcPLdtrCBsbHIUt917l1eYbSpFrX2ECcbAVLklgcZuXmeyxdv0Dm4wlxCRnN7cIVs2KQc+kaS9Px9hlZnmZmaY2buJJFju9hd5SNP9Bi+cC80UNRXBpi4+t/44pPrnBu1Y5TtZ9fRw+xpqaSx2IObGJmVScYf3OZB1x26vv6cL+fiRDMfYfvdQXb5wS5tjc+yLCzLwmIzJHw6C7Z2JbR47ouF11IOVnsY6/yE03+5wfVJO7bmI+zZ38HBtnKqCpy4rCiJmV76rn7J9Zv93PsqwXrSRPO8h3NP0VaLOcr6xE26PvkPPr0wRI9ZQ6jtbd45vJv2+mJK/aCklohO9dJ3t4vu2/cYvLDAXMQgZbzL70+UUqIC6xPM3fqYC59c4LOHJut57bS9d4S97XW0lPnxKUn0yBRTfXfouX2L24PnuDwbYS2po/zxJPtKFPwSIG/dHZa1db886zuwkKxv/iS8ekwsVEwC+AJp8kI6mUg/Dy9eobbQRfk7tVTKW9ntbwI6SUL63niub/5ORpZlZGW7bkFAUVBkGVne7hyCsB0JCxlZNlCkGCsTD7l37jINJV6qC1qpd3x3iISEBZa5+V8JZEVDsizIDjPTdZrP/uMi5/p1chV7aDi6n8N76qgv8eGXU2ysjDPbf5v73fe52fMZ1xZWiOQ0jPcPcKxCxiXK6wv1ggJFHYw5lgav03muk+vDkKp8i8PvvsFv3txBY5WX8KMS1ERdZTFVZQ60v17m/MOrdF8ME66pI39PmBpVQdM0VFVFU2WUZ04OkJBkBVnVUCUFVZGQRQESnmDmllns6aTrYic3x1XSFUc5fupD3jnYRmuFA883L2yopKLAwqfGWfz3Hoauebna0EJ5VREFAQMt0sPk7fNcujrEw0Qx4bd+xZvvHOSt9npq8+RvW9RNNVSVFVLhznD6/DA3b5/ncqiYqtoQ3rINrIlb3Ll4hSsPkqzmv83Ot9/ld2+301qXR/GjkzTTUF1GdYUH1yfnOHvjFg8uBQlW1RM6UsGePBlUFVlVUTWwFAVF2q6bfIskI8kqymP3lfCq2Az4TVPGMDwEyuqp6rCRXIkx2X+Bm5cKKKwoxlvn2symPOd3Z1nSZmbR4cHlfsqaaLIHj8uBQ9vMOorGg/B8EhIyitONPeTDNr1EsucCd68WUlxVjrfZR4nz8ZfLyIqKqtnQVBWb3cLUV1kfvUH3hStc6c8RKzjEiVMf8PbhnbTXh8h/FKE00lRTTnlRCFfmEy723+behVIC4TCV+TXUuRSxhMsL9GK+WyuNtfqAiQfddPZlWA2dYPdv/siv32jgcMmTgV4AT/UBdhX7UHMb5CLnOTd2j9s3DrGzIkC5XcFS5M0WsaKhaTa2H3KvAJtdJqosIZvPeEgKr7EMemyEoe673O1NEC88xc5Tv+PXbzfTHtK+W2bkQvLaT3DIyLK06sQ37cFt6GTSYLjWsUa66O96wINIGK39A977/Ye8tydM1ZNPYlcVJbv9FPoN0P+dtU+GmOq9x62eBqqlZZS+Lm4/jDFt20nTqT/w0ak9nKySn7g53ThK99BaFMBBDn31E85M3eduZy/NFUW050moiozEZvZIUjVUm4LtKTeBzbbZRaluZZCEV42FZViYuowjv5rKQ02E1h4SXO5m8N5VLpRWUerexZEKDU16RpeyBLJsYCTWiEwPMt5nEfSCavFtBWkB+jrx8XlmIjnS+mbsKYqF8GzW5goRmgcrGKLU0im1ZkkOd3LpfC1Frg7ympzfnXQiSZuNVElCkxPk4uPMd3XT9fUaK4GTtLz/Z37zYTv7iuxPZL49OMr30xYI4jUjSPol/ttIFz23a+jdU0p+lWvbsdjCT+PFBIrZFJmpIaaHZ5lM5OFsb2XXvmoavhckfsOO5GihrrmdjqY7PLg2x+LAAKNL9bSXK+TkzfW8JGkzW/j0IQkaqqo8J+sovN5WyC4PMjE6y+S6F3f7Thp2NFH5ZJD4SAXhpvd4679roH5VQy6uoswPkr7E5NAQQ+MxIp426lr2sLc2TOXTpkUrQZTavdTv7KHt1iTzkXGGHg4zqk/iGp5gYt2PVNXKjn11tFQ+GSR+QwWljqqGXexru8mD2WX6hvoZnW1nZZeNAllBZrOdL8kKisbT7xVNRVXkR8kokUF6BVkmlmFiamFsBftor/dRODVC5Mo9Bq6UcqU2n6LSKhoVGZv8ZGAnARKyIqFqWdJLfQx+9f+SGQtzS9tsVm/GihYWEpgb5OYeMjoZZzkn06RIIsssPJtlgaljSk5Mdx3VhXYOufsZmRqk/9pXXC0LUVrayg7vZj30qGqUFJAklOwqudUhJkamGI+4cHbspHnPDmq/FyQ+OhDZW0HV3p20DwzQOTzD/OgQg5Nv0FToIs+17UHCT+CFBIpWNsX69CwLiykSrmoqK8uoK1bwPfMoG85QBfUNpZTdm2RucYK55TUWihRMZOzEya0NMXrnCpftZYSfOFqSTLDmmLg3xng0S9KtgiS6noUnZFfJLk2zuJJlXSunpLKUsmIbtsczLN+hgbOaqo5qqr49CdnVeaZmFpmL2lDLaymrLKfYbvHMJopciq+sgfrKq9wdjLA8NsZIZojg4joxeyWB8krqSu2EnllmZRRfGbX1FVR3RRlYnWJhaYnFbDlBS0HTAHOd6OQDBq4W4C1TCEsWEt8GgxISufk7TA4tMxMH0yWhihvlFWQBBjldRZcKKawPUvX2KPMTp/lk/BK3L1VRWh0mXKMQsmtboeHjvhlvaGJk4sQXJ5i1YqzLBiomjyZAKxroKczYKotxyGgiyyz8EBZgYpgqhpRHuL6VvS1FFHVeYfH6Ne5fKaWwvIT8A0HKNQ1Z2aod5a3mbHKVXG6S+aU0UaWQ/OpKqsodOJ5aFwMoSIXVFDdUUOmfZCkyz8xUnKXmMK0iUHxhXkigaOpZYtEY0XQO3eXH6/MTVCWczzvQ5SGUFyTgmIRkjNh6mmhGwW1KOKw1Nua7uPPFJLEez+a0+MfTILIFVorY1DDLyzkSHhuSJImdBYTvSqfQY3ESaZmMzY874MTve+4wryekMPU11tdTJDZs2N0h/AEf9ueuiu3G7gyTF3TgsaWZiS4zLy+QTW2w4fSSHwgQssk8t76zOwnlhQi6VZTFddZjSaIpiawpo9nB0ldY6rnAjewIIx4F5+M3ytbsBysxz/rSLIOxInwFMppY0fuVZRk5TMtC9lVQsPttjh4ZZmq1lxtdl+isrqbWXUObpSJtTfz79jdpYZoWpqFi85cTbD9Ia2sVFbYcDslAN8FCQrbZsTYiZCZu8LB3mu6YiWFaiNVxhB/CMg0sw0AKVRHcWU+ZvM706CXOPbzCjXOVNBYfo7DWjSTJKDJb3c8SpJPoiQjrSUjb/LhDLgJ+UJ9ZFSngCOLICxB0gba2znokTiL5kj7sa+rFBIqGQXojw4ZhgsOOzWbbbCU8j6LicDiwazKSkSWT1cnkwGmx1cKVvp3RLElgGmx2nkgokrU1BnxzJLZ47AnbyumYGzlyhoKlOLA5ZOx/9zrTWUwjTTabQzdUbDYHjh94EllxYHeo2BUdI5MikUhiNwwMux27w4GDp8xKfZyibL5WU5DNLLmMzkYODBO2Op7Z/MfCsmQkKbfZSwRIkoIkyZu30aMpsyIieKVZObB0cpKGI7yDxjdPcnxhlYkvv2b48mUu5GtoLh1ZkdEePWU3J8RYpoVhqGi+Mkraj9HxRiu73DoOycSwtgJFRcPaWCFxdxUiywxtWJuB4tPWXBSEx1kGWDl0yYuaV0PN/jVOjE4w+tdBBq9/xcW6MirymqiXJOw2+dtsdS6Hmdkgl5MxFCc2h4Ld9kOe3TYk++bEK9XMkdvIkMu94M/4mnshgaIkyWiKgipJYJiYponxQzJ7lomu6+iGhSUrqKqMKmcBi6zkx17QRtPBXby5v5SgLCHldKytKfqqTQdjiclOlbvXBhmycliWaBULT1AVJJuGKlsoZg7TsDCMH3DcN0vObC01gqSiKDKybGJZxuYCxz+oiOfI6Sa6KSNpGnabhi0rI5smhmlg/JCTmNbWfWJiSgqKKqMqFrJkYeRAUoPkVe9l53tH2VHkoEDKYlpgWCApKrIsk527x+y982QeQkyy0MWN8mqzLHQAvLibD7PrjUXGpk5zdqaL2+e8+Mpn8G9Y6LLy3bGKFliWjGLz4A6VUlBeSqVvm7GrOTexmQAht4JN5jlLKwnC4zYbJXrWxLScOMr20PbGBCdG/z8iX9/j68tNVFa6cFaY5GQNma3xirKMpKooMsimgWVYW43d59GxcptxgikpKJqGKqY8v1Av5OuVFRWP143HriGvpEil0iQsyPGMwfUAmQ0S8TiJjAU2N26PHY89jSJDDhear4Lylg46jtRSJME3UaCFhCzrYE0QjAyweH+Uact4tPaiyC8KjzidqH4PbqeFbTXBRjxDMgWW5+mHWGaOjbVF4skcGUcAf74NWfbj8Tpx2uNkNuIkk2lM83mDK3LkcnHi8Qxp3Y8t6CcvHCK0toC2nCadTJIwLTLw7O2pclkS8TjxDQNDdeNyO/A4QUtZGLoFshtPcSNVe47RUWOjVDIeyyhuBrqZCZ2h1Tt8PRYlzmYGSXiFPbaGrKTUULLjKG+dHGbhzBiX7p6jczpBvjfLSk6hSGazi+9xkoys2dBs0vYz4W32RytGbC1bi6g3hb+LkcMyFZCKyGs6ysk3BphfucVnvRfovOrDf9SPY0NDkUCVAYcDxenB5bCw6wk24lmSKTCfOfbGBDOBnogT37DIaU6cXg+uZ9Tfwo/3YgJFu5NAaTGFYSfOyXlWZueYWDOod6kEnnqUiRFbZGJinrmkilRWSkHIT4FtjbhkYlgqkubGHcgjLy+PvG3PESfP78Spycj6Y4tuC8I37CFsBaWEQyqeiWXWZpdZWDLRC566izNSZo65+5d5OJoiUtRBy4E2mrQiykvDFPim6VuaZHZ6npVsiIJn7im1QnJlnKnZBGu5CoJlVdTUW3iHp/ENLbI2O8PESo6WfDtFzzpNcpmpiVmmowZGoJhwfh5FdtAkc6tFrqI5fHhChYTDENzmFEYiwIrbhkPlscBAeJVJbAb7CnbUcAvNx97l+OLfmPvrA0aHoowGSonZYKe8zYxly8TUc+g5yDm3yyhmyekGhrkZkMqKBGSxUhtEV9eIZXJs4ESx+Qj4vQR8NjQRRwrfYWBZJqCCt56aA+9yfC7C1McDjN69wHmphZLJOCnT2hwU7g6hecspDNvw9y+yOjXPzJxONqw+Y5y2BWuzrE7MMRvT0AsLKSjWcOZWWJ1aJZ41SeNCc/gI+j34vZpYX/En8GK+Q7sbV1Ud5dVfU/z1HFNj/TzsOUqTr5jAU6c+zzI/McD9/iXmzXJ8NXVU5QcplEfJPN6FLD1n6Zutn4s6TNheHrZwLeXlIYp6ZxgcH2R0aDerteV4t00IRkgt3qPn8mk+v2sQaQ9jVu6ioaaIqtoaakv6uNk3zHR/D70L1RT6XE9pxORgpZe5gV76ZnQSvhJ2NzdQv9OPzeyj5NYAc1P9POyZp7mgnqLtTwIsszIzwIPeGSaSblwNdVSW5FMoZ1CszZmsm0MVN++Apy6v95yfC6+Ab3aj2m6XHTUPtfoY7QfmmR8aYv1WlNF5D+lgZnP8tvTtWMWnnuP7b7g1wkJCVgEzTnZ+koEbXQxEUixaBWiOCprbm9m9u5wiuyzKj/Bdjx7Ubig/ROPBBU6OzRIfeMjAxRUWEhN43AXkJBlc+dgL6qmsyqe0e5gHo70M9O5kvqaOwNMyhEaEWH8fwz2zzGTDuKqqqS7JoS09pOd+F+NJnTmjAJe3mrbdTexsLyWsiHrux3p6GuVHndWFUrCT6h076KjScc5c59ann3H22ghDEYvsd15sQWyYmdtnOHf2GhcGTNKFLbTtb6Gx0IXHNJANExMLyzIxDX1rrM6TDMDAMExMS2QShadxo/lraWhvpLXKQprs5O5XX3Ghe5KxOHx3iEyC9NRN7p//jK8uPuTO1AYp1YnDqWCzB3E37KV1Vz312hSxO5/z5efXuNi3wuL3BlbHSU/foufLT/jiQh/3E8V4anbQsbOSmto2ylp2sadWIS/Sxdeff8bnF/p4uJgj/eRpUlMsPfiCS2cv8OX9JKu+Bhr376C10osDC8kwtq7fwjINTMNAf8qNoG9lj0SP8yvKymFmU6TicdbjadK68US9J4GtjKIdhzn67n52V/twx1ZIrqwRT+tbQwl0zGyKdHyd9fUUqaxB7qm/bwsrt0E2FSe+niSVTqDnIiSSKZZjEjiCeGQDY7KPufEhxlM5Ii/6OxD+CT1Wg6r5hJsPc/jdg+wuAXX0HlPDE0wkTJKmjCX5sQcbqNy7k12NdhxznXx99jRnr/TRu2yQefLUyUnm7nzF+dOXuPAwRaSgnfo9zbTmZ1GT6yzHFWRnCI+5QW6sh5nJcSY2LOIv8+P/Qr2grKwNHPUUtxzh2PEJ5uMP6Lz3KVesOGruGAfaKqkLq9jRsdYnmX5wne7L5/jq9hIz7h00HjzMiX1lVPqBdQM9l8XQ9e90jWxv8wFp6Dl0w0A3f0grWnjdyPZCytsP0DE1w8DiEPfufcZZr0EyfpDDrWVUBmQ01knP9tJ/5QyXzj3gfqwIz44THDvazO4qCadmh6Kd1Byc5fjoMus3exj86m+YyRjGyd3sqg1T5ADMrfN0XeT6l7e4Om7HqjnK3kO72FfrI8/txaw9yIGjI0xHbnK+/wtumEns+gkO76mjqdCOSzIhNct83y3uX/2Kr66OM0wdZXuPcuJgDY2FW52Suo6p6+g5fXOh5mc1mCwLy9AxdB1dNzBFxPhqkR2o7hChokKKbUECTm3bHanUggYqj7zPgck1xiJDuK0QQb8DWZYBG4orRLCwmOJsHiGPhuOpqQEZ2eHHk1dMUXGYsE9FkS1ynnJCbaU0l7uRlkYYvNjFUmqVSNYgDoRe2Bcg/DPYbJBu1iG68f3nrRyspPzg2xyYWWNqaIqrSzEWo1nktIGeVVBshXjbD7Pv5CzDy9109n/JhdMmqUScE7urqc+345AMrPg08/2d3LlyifM35hiWWqg4dJzDe6up9yWJ+Sso3FVLaYWb3HgP/dfuE02tEcmZpHjeGs7C87zA7nsVZ/Eumt5O8b7lQb3ST+/Aac7Nd3EnHCbfp+KUdPTEKqsLiyxHcmTD+9h14D3efGcv+0oU/DKYeo7cRnJzoL+cJaObzwgUTczcBplkgqSRJp01n5pREV5jkhu1dD/NxzN8EP8M+eog/Z3/lb/2X6arNJ98n4LNTLCxOs/MxDwrmRDevW9y8NQp3tldSrVtKxUvFZHXdJyjH2WwXFe5cL+fmfOT/HvPWc6H/QTtErKZILW2xNJSjJVkGFfrQQ6+9S7vHq6i2r25lI2S10z1sd/wjunCunCfr6e/4tp/fUDPuXwKgnZckoGZXiOysMjyaoqUewcNh9/h5LtHOFrtIl9hc4mKXJbcRopUMoeVzpI1nxEomjpGNkU6mSAhZ8jqYi2UV4cEzmoCOz7k1L9E2KcWUloboohtuoCkEI6KQ+z+lQtb9Rxv6QUUN1bjd9uAYnwN7/H2f9/ODiOfcGsBVfanLL+kOLBXH6X9g3KUAz78peWEgiFUxUdDQKLANsXs/Cqrhou0HCKoKnhf9NcgvOIsLH2DbDpBMpkmndExvpeZ8SIX7KHt4BRrIw+Znp9lKrLO+voG6YyOKTmQfW3UHcnwq5SG48oD7o98weWZbvq/zCc/YMMu65iJVSJL8yxHDeK+Duo73uHke3s5XJNHns2JvbyIQJlEvjrB2HCEFdOHpQQIqdLz16UVnuvFjvO0h/E0vMUBex7+vEuU3LrH3dFZVsbnWZNkJMtkI2Nh2sPkN7Sx99BxDh/pYFeNl/ytGtF0BHGXtVLfHsNwlVOZ53zKjFAJcOHKr6GyvYN2o57CYhf+Z04fFV5btlJCzW9yTLbj8l/i4s0BHk4MMb06zJzdjqaoWJYNw91M6Z4O9r/1Nsf2N9MSfnxGsoziraPyqBNHqAh/4VVudg0wMNfH8ISFIW2uA28qbpz5dZS17+PA0cMcPlBPU/ixPcsVH/bqY+xyhvAECynp7Ob24ByTQ5PMGZu7DpmWiuLIJ1Cxi70Hj3Hg6EE6GvIo/eZiLBs4i8mvaaN1jwF1RRS7pKfOnpacATxlrTS0lyC7KigW+1+9Whzl+BrLOdH4A14rF1LY/i6F7U/+IB93TT5Ha37IOezYy/fRVL6Ppsf/3srglhZYHX1A31SMSEEzpTXN1Hs0kU183Ukqtrxqiht2szNYT2F1HgWB7eqREKG6Dvafmmd6I4A8U4ijLkyJz9za6CCEu+oIBz904y8opLDzPl29M8wNjDNtwebYWRXFmUeoup19HSc4fHgvBxpDFNoBAvgDafT1aRaGHtC3sEGidAd1lfXUOWWRTfwJSJb1EjpnrRQby7Mszs8yv7DEWjRFLKWTNjQM1YU7EKaotITS0hKKCr34H2vyWuk1EsszzK7miCthwsX5lOS7tnkAWkCK5NIcS3NrRC0/9vxySsNu/M+ciSq81rKrrC/OMDs9w/TMPMtr66QNFcvmQ/OE8YYKKCwpory8mMKAxlOLUnaFtblZ5mdmmF9YYnElRnTDwlTdOAP5hIvKKSwupqykgMLg9t2IkCG3NsfS3AyzcwvML6yyEtsgbSjgCuDPK6KwuITS8lKKCwOEHj+JlYH0Cktzy8yvWhAoIlxWRJI8ZDMAACAASURBVNi9fbBoptdILs8wu5oloYQpKc6nJN/9I79M4Rcn2sPi8AOuP4gya1VSsWs3O2sLqAioYnvU152ZI7s2xfLyGgsZL65wGfVlnqdkn1KYsXmmpxZZiNuQAqUUFedTElAf24klRXZ1noW5OWZn5lhYWmV1fYO0qaE4A/jziygoLaOkuJTiQt9j9Z8Ja/eZ7H/AjZ40K/Za6vbuYkdliFLfc7cvEH6AlxMoPmYjuca9mzcYHJlCdQVp27ufHS01z9+NQhBeuA2ic/PcvvOAoellvKE89nXsoaWu8u88TxY9Hmd9w8TQ3Li8Ltz/SAHPxUnFN0gZKrLLi8etPiXAFF4X2WyWwYEBxkZHMC2L2tpaGpuasdt/6q6TDNbGHJPXznD9fBfXFvKQq/dx6FAre1pKyQ8H8dnlZ6/3KbxW4pFl7n39gKXVCHnBIM0tLRQVF//jJ8ytk4hvkDY0VJcPr1vZJghNYcQnGb38KZcvPuB2tBR33T6OHW1mR10x4bwgXttz1m8WnuulLzE0MTXPf/m3/+DLi5epLC/nf3Hb2dXyQ/pGBOFFc5C2VM5fusR/++snhEJ+/sf/6X+mpfZ/AOnvWSDAhurNI/RjB3FpXlwhrxhjIzySTqf5/Myn/Jf/5z9jGCb/6V/+hbKy8hcQKKax0pNMjM3SO7jOhl3DlZ5k4qGBJkPjHj82ESgKj+np6eX/+j//D+486GX3jlb+1//tf/9xgaLmwxPy8ey1tJPoyUlGh+YYGE6gB2Lo8TFG7unIyDR6gthFoPijvfRAMRKJ0TcwxOjYOMn1CGvLCy/7EgThqTZyOlPT04yOjzE9DjOTE2Q2Mtidz9t1RRBePMMwmJ6aomdwBICpyUlyL2SjWw1JKyC/4RAdNGF4ndj9XmTcBPN8+DVJPHyF71haWeNhTw/j4xPYZItYNPoS3tWO7CimqO0YB927kIJuNI8HTfIQCnnwqk+ZvCX8XV56oKgoMi73Zo7E7fagqKK6EV4hlvUoO+P1ObHbHfBD9ikXhJdAkiScLhdOBXQDXC7X1lI4PzUXkruJ5mMNNB4BpM33tqytbSBlsdi28F2apuHzbU4d8fl8aNrLeLZ70fxttL/Zyg7rm46frXIqS0jyi1os+vXy0gNFSZJQtio2RVEe7RAhCK8KWZZRAEVRkV7IQ1gQ/nGyLKOqKkjGCwoSYSsyRFZkZJGSEX4ASZJQlM3C8vKe7RJICorYp++FEk9BQRAEQRAEYVsiUBQEQRAEQRC2JQJFQRAEQRAEYVsiUBQEQRAEQRC2JQJFQRAEQRAEYVsiUBQEQRAEQRC2JQJFQRAEQRAEYVsiUBQEQRAEQRC2JQJFQRAEQRAEYVsiUBQEQRAEQRC2JQJFQRAEQRAEYVsiUBQEQRAEQRC2JQJFQRAEQRAEYVsiUBQEQRAEQRC2JQJFQRAEQRAEYVsvPVCUJOm7FyCLWFV4dciy/J0yKkmSKKPCK2O78vlknSoIPzdJklBV9ee+DOEn8rMEik9WdILwqniyPIoHsfAqeTJQBJAk0ZARXjESKIryc1+F8BN56TWMBViWtflnyyKZSpLL5V72ZQjCtrLZLIZhPPp/XdfRdf1nvCJB+FYykSCT2QBA4pu61PpZr0kQAOx2x6Pel8xGhsnJCVZWVn7mqxJ+Ci81UMzmsszPzZFOp5HYfCiPj43R19tDJpN5mZciCN+TSiYZHRkhFo0gS2CaFkuLi4yOjmKa5s99ecJrLhaL0fPwAQvz87CV6Y5Fo0xPTf3clyYIpFJJTMNEBmLRGFevXOHS+XNMT4vy+c9O+dd//dd/fdFvkojHefjwAZcunOfzz85w7+4dIusJzNwGyUSS1dUVYtEYpmXh9/nRNO1FX5IgPBKJRLj/9T3OnzvH2c/OcKeri5XoOqaeJZvJEI1GicfXkSTw+wOiS0V4qVZWVrjb3c1XX57l7Gdn6Oq6zdLyGoZpoecyrK/HiMfjIEkE/EFRPoWXan5uju6u23z1xVnudHexth5H30ixsrrM/Pw8S0tLJBIJNEUlGAr93Jcr/AMk65t+4BcgnU6ztrrK13fvcvnyRe52d7O4uAASaKoNSbLI5XQUVaWosIi9+/Zz8o03ad2xg1AoiN3ueFGXJrzmLMsinU6ztLTIne5uLl+6yIOv77G2toZlWZuNFcsik8lis9koL6/g4KFDHD1xguaWVvx+Pzab7ef+GMIvlGVZpFIpFubmuHO3m+tXr9Hf38t6LEY2m4Wtats0DWw2B+UVFew7cJAjR47Q3NKK1+fDbrf/zJ9C+KUyTZN0KsXk1CS3b97gyqVL9Pb0kEwmkGQJm2ZHUWRyuo6qKFTX1HLs+HEOHz1GfX0DLpcLVSSE/mm8sEBxYWGeu93ddN2+xe1bt5iZnkKWZZpb29i3bx+VlVXohs7o6Ch3u7sYGhwEC+qbGtm9p4ODhw6ye08HIdECEV6AmZlpum7fpuv2Te50dTE7M4PD6aCtrZ3dezsoKyvDNHT6+/vo7upmfGwMTdOob2xk/4ED7N9/kJ27d+Pz+X7ujyL8Ak1NTnDr5k1udnbS199LKpmkrKyc1rYdlFWU43K6kIDVlWX6+/sZHBwkmUxSXFxMx7597D94iN179uD1ivIp/PSGBgfo6rrN7Zs3efjgAfNzsxQUFrJ//wFa2trweLxkMxv09jyk63YXc3OzBINBGpqaOHDwEB37DtC2Y4dozPyT+EnnrxuGwcrKClOTE9zp7uLa1Sv09/aSSqeorKxm9+49HDt5kv37DxDOzwcgurzAjbYWLl++wu2uLgb7+5kcn2B0ZJjJiUn2duylpLSccDgsZp8KP0oul2V5eZnJ8XFu37rFtWtXGB4aQs/lqKqupmPffo4dP8HeffsJBAIALM1Ocr2lhStXrtJ99y4P799nanKC0eERpqYm2L1nL0XFxYRCeT/zpxP+2WWzWZYWFxkfH+X2zVvcvnWTifFxnC4nO9rbefOtdzh0+AjFJSXfHmTqDPQ85NyFC1y5cpXxsTEWFhaYmJhgenKSnbv3UFJaKhrcwo+2kU6zuLjIyMgwndeucvPGDaanJrE7HLS2tXPoyGGOHz/Brt270WybAeDEUB9NDfVcvXaN/v4BbnReZ2xslNGRUWZnjtHc0kJRcbFo0LzifrKMomGYjI4M03n9GtevXaW/r5dYNEowGGTPvn0cO36C1tYdFJeU4Pf7v3NsIrrG/PwCd+7e5drVK9y9c4dYLEowFGTX7j0cPnyMQ0eOUl1T/VNcqvAaymZzDA70ce3qVW7euE5fby/pdJrCgkL2HTjAkaPHaWltpaCwEK/X++g4E4ivrTA7M0NXdzfXrl7l/v2vSafS5IXD7N3XweEjxzhw8BBlZWU/3wcU/qllMxn6+nq5cvkyt250MjI0hKqpNDW1cOjoUfbs2UNlVTV54fD3jjX1LAvzC/T399HZ2cntWzdZXFjA4/Gye88ejh4/wf6DhygtLf0ZPpnwS5BKJXlw/z5Xr1ym6/YthgYG0A2Dqupqjhw5wv4Dh6hvbKQgvwCH0/nouJxhEF1Z2mycd3Vx+dJFBgf6AZnyinJ279272Tjv2C8aM6+wHx0oZjIZJibG6evp5W53F7du3WBmegavz0tLSyt7Ojo4cPAQO9p34nysAH29nKV7OYNDU9lT5KTFC2RS3Lt7l+s3bnDj5i36+/vI5XJUVm1me/YdOEBjYxNVVVVifIPwg6SSKcbHR+l5+JDu7i66bt9icWEBv99P+85ddOzbx4GDh2hpbfvOJKqvlzN0LWWx2zQOljhocIORjNJ95y5Xrl2nq7ubwYEBLMuirmGzO3rP3g4am5qoqKgU2W/hB4nH44yPjfLw/n1u377Fw/v3WV9fJz8/n479+zly9Bgd+w4Qzv82QEzpFr2rWbqWNlBkmcOlbnYENhewmBru59KVa1zvvE7Pwx5yuSwVVdXs27efXXv20NzSQnl5hSifwg8SiawxOjJCz4P7dHZ28vDBfdZj6+QX5LNz124OHDzEvv37qW9ofHRMLGsxuJZhIJrDabezt9hGjQMSy3PcuHWbq52d3Lt3n6mJCRRNpam5mcOHj9G+ayeNTU0UFhb9jJ9Y2M4/POtZ13Vi0Shff32Ps5+d4fQnH3Onu4v1+Dr1DQ28d+pDfv/HP3PyjTepqqr+3liES7Np/nN/gvPTKVbSBpKsEPQ4KCwqpK21hbqaWrweD/F4nJmZafr7+5icGCeZTGK323F73GiaTeyaIWxLz+VYWV3l7p1uznx6mk9P/42H978mm83R0tLCrz/6iD/86U8cOXacsrLy7wSJurlZPv/vvjjnplMkMhZ2TSXP56KoqJjWlhaqq6pwOh3EYpvLkwwO9DM5NUlmY2OzfLrdaJomHsjCtnK5HEuLi9zpvs2ZTz/h09Of0PPwIXabnf0HDvKHP/+ZX330G1rb2vA90QOznjG5vrDBvw0luDq3QTJnYtNU8pwKPn+QhoYGGhvq8fn8rMdijI2NbpbPiQmymQw2hx2Px4OqqqJ8CtvKZrPMzc5y40Ynn/ztYz7/7Ax9PT04HA727Ong93/4I7/93R/Yf+AABYVF3ylHC0mDS7Np/m0oweWZNPGsiceukhfwUlFRSUtrC+WlZciyxMrqKiNDQwwPDzM/N4tpGDidTjweD4qiiPL5iviHAsV4PM7du92c/fxzPvn4L1y5dInlpSXKyis4cfINPvz1rzl6/ARtO3bgdru3Xa5hOq5zfyXL/dUsvasZRlczLGfB5nRRE3ZRWVFORXERRcXFON1uItEo42NjjI2OMjMzxfLyMpIsEQwG0TQx+1T41trqGl23b/HZmU85c/oTrl+9Qiwao6amhjfffof3P/yQo8eO09TcgsPh/F5jw7QsJuI695YzfL2SYWAty2gkw1pOwuFyUZfvpbqyjPKSYgqLirE5HKyurjI6MsLw0BCzMzNEI2soikYoFBLLlQjfsby0xK1bNzlz+m98/tln3Lp5g3Rmg9aWNt479QHvvPc++w8cpLCoaNueExPIGBDNmswmdIYiOe4vbzCbNNFsDurynBQWlVBZUkR+YSE2u4NoJMLo6AhDgwPMTE8TiayhqiqhPFE+he+amZ6h8/pVTn/yMWc/P8O97m5y2SytbTt4/4MPePe99zl4+AiV1dXYbLbvBXMbhsVUPMfd5Qx3ljMMr2UYW8+xbigEfC7qCwLUlpdSWlpCQWERyDJLS4uMjowyMjzE7OwMifU4Npt926EWwsv3dwWKsWiUqalJrl29zGenT3Puqy8ZGx3F43az/8AhPvz1R/zmt7/nwMFDhMP5z8z22RUJjyahyRKrGwZj0Ry9axnm4hmSWQunppJXUEBrUyONdTWEggEs02J5ZYWx0VFGRkdYW13FMHQ0TUPTNDGD6jVmWRbRSISxsVGuXLrImdOfcOnCBWZnpgkEAhw+coxff/QbfvXRb9jbsY9gMPjUc0lIqLKER5NRJFjZMBmKbJbP+USWDR2cDjuFRUW0tTRTV12Fz+dD13Xm5+cZHx9jfGyMWDSKYRjYbXYUVRXL6bzGTNNkbW2NkeEhLl+8wKenP+HK5UssLS4Rzs/n5Btv8fs//In3T31AQ2MjDufTlwazKRJFLoVqn4pHk4lsmAxFdUZjWRaSWRI5sKkywVAebU0NNNbXEvD5yeVyTE9PMzY6ysT4GOvr6+i6jt3hQFUUUT5fY7qus7q6ykBfHxfPn+fT0x9z7epVYpEopaVlnDj5Br//wx9474MPaW1rw+PxPPVcNlnCpmz+awGraZO+tSwDa1lW4jlySDicLsorytnZ2kxtVSVul4tMJsP01BQjw8NMT02RTKYwDB273Y6maWLv6J/RDw4UZ2dnuXrlCn/76185/beP6X34AJDYu7eDX//2t3z469+we+9eysvLf1C62KlKlHhUWkI2yn0qsgQzSZ3+tRw9yxmmUgamrFLkt1EazqOstITaujrC+QVks1lmZ6YZ6O9ndGSE+bk5AALBIG63+0d9IcI/p8nJCS5duMjf/voXznx6moH+Pux2B/sPHOSj3/2eDz78FTt27aK4uPi55VOSwKXKlHlVmoM2yjwKhiUxmdAZWMvycDXLXMpEUTVKgjbK8sOUl5VRV19HKC/MxkaaqakpBvr7GRkeZmlp6VH2+/FxusLrY3R0hIvnz/HxX/6DL85+zuDAAD6vj0NHjvDRb3/He++form1Ff/WbPvnUWWJkEOmzK1SH9DId8qsZ016VrPcXtxgMm6gqBqlAZWCYIiy0hJqamvxB0Ob5XN6msHBAYYGBzd7ZySJUDD4nYkIwuvBNE0G+vs59+WXfPyX/+DShfOMjY6Sl5fHiRMn+ei3v+PNd96lpbXtmQ3sbyiyhNcmU+FVaQpoFLoU0rrJ2LpO/2qWgWiOhbSF026jLGinrKiAiooKqmtr8Xq9xONxJicnGB4eZnh4kFgkgk2zEcrLE5tx/EyeGSiapsnM9DR373Tz1RdnOXvmDLdu3iCRiFPf0MDJN97iw19/xFvvvENtXd0zWxnfe+OtjE2JW6UxYKPIreC1KeRMi6m4Ts9alvFohuWEThaZvLwAjZXltNTVUBAO43Z7SCSSzMzOMDoyzNzsLJFIBF3XURRFrG/3GsjlskxOTtJ1+yafn/mULz7/jHt375DLZWlqbuXtd97jg199yBtvvUVFZSUul+sHn1vdquzKvZsP4kLXZvYma8DYeo7elQzj0Q1WUya6pFJYEKSxqoq2+mrCeWEcDifr6+tMTU0yOjLCwsIC0cgalmmhqurfda8I/5wymQ0mxse4eaOTzz49zRdnP+P+/ftgWTS3tvHeqVOcOvUhx0++QXFJyd/dIyJLEn67TLVfo86v4bMpmBYspw0m4zpjkQzTMZ2MJVOQ56ehqoK2hmry8vJwOJzE1jcfyOOjIywuLhKJRDAtC1XTRPl8DaRSqUcrlXx6+hO++uJz+vv6sDns7GjfyfunPuD9Dz7kyLHjFBUX/13lU5MlAnaFGr9GtU+jwKXg1mQSOYvR9Rx9qxmmIhuspi0kzU5pcR7NtXU0VVcQCgVRVY1INMLoyAhjY2OsrCwTX1/HssDhcOBwiM04XqanBorpVIqhwUHOn/uSv/31L1vdJAvkF+Tz5ltv84c//Zl33z9FY1MTPp9/u1P8YHZFotit0hqyURdQcaoyaxsm4+s5etayjMRyZHLgc9oIed2UlJbQ2tpCRUUFqqaxtrbK6Mgog/19zM7OkM3lcLvc+P1+Mf7mFyqRSNDX28NXX3zB3z7+C1cvXyYajVJWXsY7773PH//0Z95+5x1qautwu3/cQ8+lypR5FFpDdqr9CpoksZI2GI7q9K3lGI9lyZkSQaeNsN9DSVkZLc3NlJWVocgyy8vLjI+N0t/Xx8L8Aoah4/Z48Pp8YjLWL5BlWcTjcR4+uM/Zzz/j9Mcfc+3aFRLxOFU1Nbz/wYf84U9/4s0336ayquonyTJ/06hpz7NT6dPImhZ9a1nuLmcZX89hWjJ+p7ZZPkvLaG5uprS0FFmWWV5aZmJinIH+Pubn5zFNA4/H82hCgfDLYlkWsViMe3fv8Nmnp/n09CfcvnmTdDpFQ1MTpz78Fb//wx85fvIk5eUVP3pIl88uU+nV2JFno9yrgiSxmDYYWsvxMJJjKpHDNBWCDpWCkJ+KqmqaGhsJh/PRczrzc/OMj40xPDTI8tIysizj9ftwOV2i/nxJvhcoZrMZent7Of/VV5w5fZovz37O6PAwPp+PA4cO896pU7z97nt07N9PXl74J0sFa/Jm67jKq1HsUSl2qzgUiaW0Qf9ahv7VDBPrWWK6TDDgpjocoL6uktLCIvILCpEUheWlJcZGR5gYn2BmapL19XVkWSEYCokC9QuRTCZ58OA+X35xljOnP+HihXNMTkwQDoc5dvwE733wIW++/TZ79u7F5//p9g23KRJBh0yVT6XErVLsVtBkifmUTv9qhoGVDOPrWZKmQl7ATXVBiObaSoqLiwnlhbGQmJ+fZ3R4mMnJCeZn54jH42iabXOxbjG57xfhmwfwl2c/55P/n737bI7rOhN9/9+pc26E7kYjEiQSSTAnMVMixahoe+xjz5lvce5LvZivceeeW/eMPWOJEoMYJFEUc6aYACJ0Qmrk0A10Tvu+aJKWJc5YtkSCtPevqqtULJSwd+8Haz1rrWetffwYVy5eZDQ6gsfrZceOXRw4eIidu/ewavWaZzuPfy4GScBtlGiwylQYJSw6kUJJZWShQNd0hu6ZLPGCiNtpYUm1m7amOrxeH05XBaogMDYaJdDfz0AkwvhYOT51Oj0up0uLz78TM9PT3L59my9On+LYZ59y7eoVpqemqGuoZ9fuPRw4dJjtO3ayYmUnJpPpZxkoCJQngyqMEnVWhRqzhNdUjvvhRIHHMzn6ZzNE5nPkRR1VbjNN3mpa6mvw+GqwO53kCnmGh4YI9PcRCYWYnBwnlUxjNpmxaquHL9yzRDGdTjM1OcGd27c5c+pzzpw+RfejhxQKBTpWrGD/gYO8+8GHbN+xk7q6emT5xdQKSKKAzyzT4VJodsjYdRK5kspIokBvLE/fbI7ZVAEEAYveQLXHy4qOdpY2NWKzWslksoyPj9PX28PAwACJRAJBENAb9Oh0Oq0g9jWVSqWIRqPcunmDU5+f5Iszp+nv7UWWZVatWs3hI+/y7vvvl99c4fW9sIGBIgrUWmWWu3Q02cvL0ZmiyvB8ge65PIFYlni6iCCKWExGvDV+VrS301hfVy6XSCYZGxulv6+XwcFBUskUgiSi1+lQdDptBuc1lUgkGB4a5Pr1a5w6eeLZANtstrBm7TqOvPs+77z3Phs3b6aqquqFHvuhlwTqrQqdFXoabeUjcAYX8jyezROO5YilC5QQMZmM+Gr8rOxoo6G+DpPRRCKZZHQ0SuDZhoIkgihg0BlQdIoWn68hVVVJLCwwMBDh6uVLfH7yBOfPfUUkHMLhcrFx0ybee/9DjrzzHus2bMDlfnFvmTLKAg228uxivU3BpAgkCipD8wUezGSJxPIsZEpIoojNZqWxsZHl7W34fV4URWF+Pk4kEiEUCDAaHSWXzSLLcnlDlixr8fmCSB999NFHC/Pz3L51i89PnuDksc+4dvUKicQCzc3L2Pv2fg4deYfNW96guXnpS6sNUCSBaqNEjUVmqUOH2yCSLKiEn9Q39MzmmM6Wd5/WO3R4vNX4fT5q6xqw2u0k5ucZGBwgGAgwEAkzMz2NrMg4HE5td/RrZnZmhps3rnPi+Gec/vwkN29eJ5/L0tbewdsHDnLg4CE2bNxEY1PTSyt21kkC1SaZWovMUrsOh14klisRjOXpmcnSM5cnlgezyUCDw0CNtxp/jR9/bTlhnIvNEQ6H6evrZWhokLm5WfR6PW53hTaYec2MjY5y/eplTh47xtkzp7l39w7FYomVnas5eOgwb+8/wLoNG6mrr39pHZkggEEW8JhkaiwytVYZsyIyliryYDrLvaksszkBq8lAo9NAjbeqHJ91dZgtFmLxOAPhML09PQwNDjA3N4ui0+N0u1Be0CSB5sUYGRnm8qULHP/sU748e5burkdIksja9Rs4fPgd9r69n9Vr1+H1+V7KuYUC5disNsvU22SabApmRWAmU6IvlqN3LkcgnidZknBadNQ5zdT6qqmtq8fv96PodMxMzxAJh+nt7WF4eIjEwgIGowGn06kliy+A9IsPP/joyy++4Ksvv+DypQtER0aorKzkjW3bOXDgEPsPHWL16jU4HM6XvnwrCgIug8Qyh8ISu0KFQUInCsxli/TF8vTO5ojOZ5nLquhkBU+1m7ZlS2lpqsfpdCFIMvFYjMGBCJFwmMnpaUqlAg6H889e06Z5Nc3Pz9PX85gvv/yCM6dOcfXKZaZnZvB6PezcuYv9h46wb/9+OpavwGazvfTDWSWxvJzS6tLRaFdwGSRkodzg9czl6Z3NMraQZT6votcZqPFV0NHaypI6Pza7AwSRmZnyu9GjIyNMTc+QTiWx2aw/OGRZ82opFArMzc4+2S16luPHjnH96lUSCwvU1jewc9cuDh15h7f27aOltW3RNofIokCVSWKFW0edTUEvCcznSgwlCoTjOQZjGaYzKrKix++vZHlrK831teXXrAoi09NTDA4OMhaNEo/HyWYzmM1mrFardhjyK+zpe8O7ux5x4fzXnDx+jBs3rpHJZmluXsqu3W9y5N132fNmuY77r9no93NRRIEqo0S7S6HWKuPWi6gITGeK9Mzl6ZvJMLGQJ1kCg8lMU62HFe2tNPj9WGxWiiWV6MhweTPr6CiFQgFZUTCbzOj1egSt3OxnI9mtlo/+97/93wSD/ZhNFjZu2sz7H/6Sw0feobOzs3wg5ivAoZeot8qscOvwWxRAIJoqJ4wPpnNEU0VEQcJtkql02Knx19Ha2obH4yGTThMKBbn77X1mpiaor6uneenSxb4lzX9DLZUI9vfzH3/4Pb//P/8ffb09OF0utm3fwQe/+CUHDh5iecdyXO5X40BWp16iwVbekOU1y+Xd+08OQ+6azTOeKqFIMpVmiQqng9qGBlpb26iqqiKTyTA4EOH2rdsMhENUezx0LF++2Lek+W8kEwm6Hj3k2GdH+fSTj3nc3YWrooJdb77JL3/5K97ef4D29jZsP/K4mxdNEARcepEmm0KHW0eVUWI6XeLBk0ORJ9IlFEmhyixR6XTgr2ugtaWVqqpqcrk8Q4MDdD96xNDQIE6Hg6XLWrSZ71dYbG6Om9evc/zYUb48e5ZQMIjH6+XNvfv48Be/5K233mLZsmWYLYs/YSIKAm6DRLNDR7tLodIokS6qhOcL9M3keBzLMZ0uYVAUKi0KVW43jU3NNC9disVqITYXIxwOMTo6Si6Xw+1yUVVdrcXnz0h+3N1Fd3+QhhoP69Zv4P1f/ILOVavLI8pXiAC4gjm8YgAAIABJREFUDBIug4TPIlNnU2gbzXB9LM2DmRyfBecJzGa4NWbkjRozG2tcdLhcVHs8KIrM5NQk/V+dp/dxDxPj44t9O5q/oHxA8QzdXY8IBvqpratn27btHHrnXVatXv2TdzL/3EQBKo0SlUaJGotEvU3m0miGWxNZumdz/LE/Tv9Mmju1JrbUmFnrrWRVRSUerxeTwcjYaJQH3b3IksDM9PRi347mL8jlcoyPj/Po4QMGBweora3j7QOHOHDwIBvXrQH51StvkUUBr1nCa5aos8h4TTKXR9M8mslxeyxFJJ7lRtTAtloL63yVdFZU4vH6cDidjI+NcvXKZUpqiampKUql0mLfjua/kc3lGB2N8uDePQYiEVrb2nn3/Q/ZvnMHnStXgPBqLc8qokC1SaLaZMRvkWm0K1wayXB7PENgLs/wfJy+qTRba81s81vo9HjY7PFQUVGBzWLlD7//dwYjAwQ8/cxsmqFYLC72Lf1dkfV6PU6Lkealy9iybRubNm9Bp9NRAhbykMuXEEQViyJikF6NpQa3QWKP30BnhY5N1TrODKa5MJqmZzbH4EKBgfkCBtGOt1ZPRWUlKzo76Vi+gp7HjzGbzdqSyWugWCpSLBaRJBmPx8vadevYsWs3a9asxfhkmWS+ANl8CZVyfJrkV+O5es0y+xsk1lTquTmR4fRgmsujae5NZhlKFplIFTEKNrZ5FTweL52r11BX30BVVxden0/bxfcaUFX1yQeqPV527NrNkSNH6FixkoyoJ5UHtagiiWCRBeRXbBXMb5F5b4mZzV49N8ayfDmc5upYhtFkgnRRxaFYcVcpVHs8rN+wgS/OnOb+vW9xOJ1YLNqy86tOEAREUQIEXC4XO3bu4oMPPsTj85JDJJWHQkFFFFUscvktKq+KBpuC1yyzvtLA1bE0ZwbT3JjIcHUkTf9CgYVcCbvORodDpHnpMjLpNPfu3Xt2dI4oSeUiXc3PRpYkCavVitfrxevxPHuNU89cnt/3LTA2mcVsV/jVMgtbva/OIZeKKOA1Sez0G/GZy0vSl0cz9MVyZAolEtkCUB7V22w2XC4XFqsFRZG1Ru41IggCZrOFao8Xj9f3LEkcThT5Q3+C3tE0GCTebzZzsN70yrQPuie7o606E36LTKdb4eJIhmi6SK5QJJnLA+VNAXa7HafLhc1ux2g0ImlLJq8NQQCjwUh1dTVNtTUYDAbOjRX4Q08MNVlgmc/Ab1os1FlevWdqkAQarApWRcJjlqmzykymCtSYRGS1SAkFiXJ8OhwOrFYrBoNB2yzwmhBFEUEU0el0uCvc+HzVIIrcmyrw+944C3M5PJV6fr3Mwgr3q/X6Rr0k0GQvt58NNoU1lTq+HEiV289iEUEtASKCIGC3OzCZzUiShCAIWv/+AsgAiqL8YDfz8EKB/+hPEA4mMfkMdFbqX6lE8SmLIrKmSk+rU8fKCh0Pp3MUVcoHez6RzxcAnoywNK8NofwRBAFJlMrLXWqpXGSfLnE8nORa9zzYFOptMgfrX35B9l/i0Its8hhod+pod+sIxPJYn7yRSKV8i/l8Hvk774JWtWW918OTTklVVYrFIkIpR7FU4u5kln97NA9zOTZmrOytM1H3alVK/Bm3QWRnjYFWp8JEqoiISoVRenZ0YjabRXpyBIkgCNqy82vkaXzmcjnIpsFopWc2y7/1LJAYSdOwxMxWr+GVSxSfelrOs8Kto8mu0DuXo9WpUPWd+Eyn0+RzOQAtSXxBnmVT3/+CSyrkSyoUVfJFlZKqvvSL+2uYFIE1lXoabQpFVcWq+9Naj/rk2l/tO9D8KKoKQvlZ5lWgqEJJpfiKP1ybXmSzx0CHS4coCJhl4VlDp77if1uaH0ktP8tSqRyTFFUKpden3fGYJNwGkWKpXHP7ND5f9bZf85eV25jycyyp6p/69tKr37dDecC9229kbZUeoyzg0P0pX3kdrv91J8PTxq30Zx2WLJZn69CLWHUiivjqZ+oGWcArP3/WUFXVcpKheS09rQl7ShLALAugF0Enon+Famz+KxZFLP9NfY/KD+9P83pR1T91uDpJQNCJqHoRsyLwGoTmM4oo8JwQ1eLz78CTMTaKKGBVRLL6cnskvwZ9O5STRYf+FSv2/QehfesajUaj0Wg0mufSEkWNRqPRaDQazXNpiaJGo9FoNBqN5rm0RFGj0Wg0Go1G81xaoqjRaDQajUajeS4tUdRoNBqNRqPRPJeWKGo0Go1Go9FonktLFDUajUaj0Wg0z6UlihqNRqPRaDSa59ISRY1Go9FoNBrNc2mJokaj0Wg0Go3mubREUaPRaDQajUbzXFqiqNFoNBqNRqN5Li1R1Gg0Go1Go9E8l5YoajQajUaj0WieS0sUNRqNRqPRaDTPpSWKGo1Go9FoNJrn0hJFjUaj0Wg0Gs1zaYmiRqPRaDQajea5tERRo9FoNBqNRvNcWqKo0Wg0Go1Go3kuLVHUaDQajUaj0TzX32WiqKqgfu/fBEF47n9rNC+TyvPj87u0+NQsFvU7n+cRBEGLT82i+TFtpxafPz8Z/vTlvu5f8HiqQDheIF+COqtMo00GvtfxCgKiKC3SFWr+Vn8P8Tkwn2ckUUQRocYiU2OREaD8EQQEQUQUyx/N6+XvIT7D8XJ8GmUBv0Wm2iwh8qT9FAQEUUQURCQtRjWL4PFsjuFEgWqjRLNDh0Up/72Jovjs70+SJCRJ0uLzZyYDqKqKqqqv5ZdbUmEhV2JgPs/18Qz3pnMYJIEDDaZniWKxWCSZTJLJpNHr9RSLhUW+as3fQhRFeM2S/GIJ4rkSoXiOi9EMgVgen0Vmt9+I3/KngUwumyWdTpPL5SgWi4t81Zof5Um7KQgCoigiSRLya9ZJFVWVeFYlMp/j3FCa/niBJXaF3bVGKp4kipIoUioVyWazZLNZCoUCgvh6J8X/CJ726yAgyzKCTge8XisW+ZJKPFciGMtzKpKiP55ns8eAw6A8SxRRy3OMxWKx3IZms6/V3+DrQAYo5PNkMpk/66Bel2AamC9wZSzN18Np7k5mmcmWaHcpvOEzPPuZTDrN+NgYc3NzmIwmYrEY8dgcdodzEa9c8xc9WWMoFovkclkK30nwX5f4DMTyXBxNc34kxb2JHFlVZYvHwPoq/bOfKZaKxOJxZmZmsdqsxOMx0uk0RqNxEa9c82OpaoliqfSswxJeo06qP5bnYjTDhWiau6MZskDBb2Rd9Xfis1gkk8kwH48zYzAyNzdHOpVCsdkX78I1P86TmBRFEaRyXAqCSHkd49WmlqB7tjzAvjiS5u5YhrwIVUaJWK5ECRERlXQqRaGQJ5vNMD4+ytjYGNlMBt2TxFjz08mZTIapqSnC4TDd3d20trRQ5fUi6w3kJT0UUsRzKrnif1cZ8HLlSyrRZJG+uRxXR7OcG07RM5dHJwo0OxQ2eM0scVvKP5vPMzw8zNDAILFYAr0yxbWrV7DbbaxctZra2jpcbvci35Hm+wShvJxQyOeZnJzg8eNuHj24T73PS6XPj84gU5D0kBcgVyLzCsVnpqgykijQPVOOz69HUgTieaySSEeljtUeM/UuEwDZbJbBwUHGx8aIp9KMjUa5euUyLpebFStX4vPVYHc4FvmONN/3dKlLVVWmp6d5cO8ed2+307JWIZ13oMpGECBVFHiFQhOATEFlJFmOzytjGc6PpAnFC1gE6KjS01ltotZpRKEcn+FQiImxMebnExQLI1y7doWq6io6V63G56vB4dQG3K8kAUAlHo/z6OEDHt66Rf2yNvIlM3nJAORJFqBQWuTr/J5EvsRIosCj6TyXRtNciGYYWijglFTWVBlZXmXCbZMRgbnpKXp7exgbHWV+fp5wMMjFb85js1lZ0bkKn8+HTRvQ/GSyyWxGEAVGhof45utz2Iw6du3YTkr0oRdKoJewG2R08qsxSs4WVbpmcnw1nObrkTQ9s3li2SKNdoU9fhO7a00sd+uoMkIum6W3t4d7395lZmYas0mHCtz79i5TkxMsX3mXrdt2sHHTZmr8/tdmluofgSRJmEwm7HYHxUKBnu5uvjh7FqMis2/3TlI6LwaxBDoRDDKGVyQ+k3mV+9NZvhhKcX4kTTheIF1QWebQ8VatiT21JlrcCm49pNMpuh494vrVK8zOzOAwG5AkiTs3bzI5McHqNWvZtn0H69ZvoNrjWexb03yHoihYrVbcFZXkcjluXLtKpVlhSzxN1LYGChbQiZgVEVl6NWITYCGv8mAqy5fDKb4eLsdnToVlDoW3asvtZ6tLwamHVCpN16MHXPjmPGOjY9isZkRJ4sG9e8zNztK5ajXbduxk/foNeH2+xb41zXcoioLNZqOq2sPw8DBXLl3CbpDZ+eY+xm0rEQs60IlYdBLKK9J2AsxlityZyvLlUJoL0TRD8QJFATor9OyrM7Ddb2apQ8EhQSwW48at21y6dImRkRH0ej0lVeXunTtMT0+xeu06duzYyeq166isrFzsW3utSf/X//pfH+n15WWG0dEokVCQsWiUybk4eklga2MF+zs87Kw18p3ViJcuVVB5MJ3j7GCKP/YnOBFJ0zeXw2WQ2Fpj4Netdt5vsbO1SsYpZQn1dHHu3Nec+vwk165eIZlK0N6xnDXr1uNwOJiYmCAUCBAJhZiamiSRSKAoMk6na/FuUvNMebYGZFlCEiUy2TSj0SjDg4OMj0WZmptHFkXW1bnY217Fnjoz9ebFu975XIm7U1lODaT4OJDk5ECKgfkCHrPEbr+JX7U6eK/Vylq3jKWQoOfhA7766ktOHj/GzRvXKeQLrFi5kjXr1mG2WImOjBAKBBkYiDA5OUE6k0Gn6LDbtdHxK0EQECUJg96AqqrMzs4QHR5maGSUodExjMUUW/0WDi2vZkeDCcNf/j++UPO5Encns3w+kOLjYJJTA2kG5gt4zTJ76kz8sqUcn2tcMtZCgp5HD/n6qy85duwzrl+7SjabpWPFCtatX4/NZiMajRLsDzA0OMDkxDjpdAZFUbTZ71eILMuYTCYEQWBifJxIKMjISJSR8QnkfJotfhsHl1ezp8mMbZFLv6czRW6NZzkWTnI0nOKLoTSjySINVoV9DWZ+1erg3VYLHTYJKTnD/Tu3+fLsWY4d+4z7336LoujoXLWaVatXYzabGBocJBAIMBodZnJigmwmg16vx2qzLe6Nvqakf//97z9qWtKMxWIhmUwyPDxC1+MeYmODLDXk2NNkYVe9lRqzgk6RX/oFZooqU5kS10YzHA0l+SSU5PZEloIK66sN/KrFxr90ONjj02NXM8zNTHL71m1OnDzJqZMn6Hr4EFUQaO/o4NDhd9i3/wAdK1ZgMBpJLCwQjoQJBQIMDQ+RyWSQZBmz2fJs95Rm8VisVhoam2hobMRssZBMJBkeGeFRVzcz0WEaDTn2NFl5q8HGEruCTn75zytdUBlLFrk8muHjYJJPw0keTWURRIE3fEZ+3Wrnn9tsbK2WMRczTI2Pce36DY4fP86Z06d43N2FXmdgZWcnh468w959+2lta0NRFOLxGOFQiP7+PkZHo+SyOWRFwWw2azv7FpkkSTgcTurq66nx+7FYLMwnkoyOjpIY7qc+P8GmSpUNNWYqTCZ0irIozytdUBlNFrk8mubjYIKjoRRdszkEQWCrz8RvWu38ttXGlqo/xefV6zc4eeIkZ06forvrETp9OT4PHDrMvrf309bejiIrxONxBiJh+vp6GY2OkMvlUGQFs8Wixecik2UZt7uCuroGqqs9KDodsVicwaFhYsNB/PkptlSLbKuz4DEb0elefnyqQCqvMrRQ4PxImv8MJDgeSRGI5TEpErv8Jn7X7uA3LTbWuECXTTM6PMQ3Fy5w7Ngxvj73FZFIGJfLxaZNWzh46DB73trLkuZmREFgbnaWwcEBeh/3MDY2SrFQQKdXMBhNyLKsxedfQfrXf/3Xj7xeL9XV1dTW1mOzO0gkEkxEB4mPRJgbDZOdm0ItqVjsDgyGlzc2nkkXufKkA/6PvgUujmWIZUp0uHW8s8TMb1rtvNlootksIKRi3L1V7oBPnDjB1SuXSSwkWNbSwt69+3n7wEE2bd5C89Jl+GpqqKmpwV9bi9FkIj4XIxwOEejrIxwKEZubRRQl3G43svzyk2NNmSAIGAwGqj0evD4ffr8fi8VKLBYnOhhmLhpmYWKI4vwsOknC5nShKMpLu76xZIFvohn+M5Dgj/1JroxnSBdUOiv0fNBs4detdnbXG6gzCuRjk9y4dpXPjn3K56dOcefWrfIsTcdy9h88xN6397N+w0aWNDfj9Xmp8fupqfGj0+uYm5khFAwRCgUIh4MsxOdRFAWX260NZhbJ053ORqOR6moPfr8fn78Wk9lMfn6OhdEI00MhpqNDTM3MIMvl5/Uy25OxZIHzI+X4/Lg/weWxDNmiyppKPe8tKcfnrno9dUaB3NwkN65e4bPPPuXzk59z9+4dstkM7cvL8bnv7f2s37CB5uZmPF4fNTV+avx+9Do9MzPThENhwuEg4VCYeDyGIstafC6ip/FpNpupqqrCX+vHV+NHrzeQjM0wHw0zMdBHbHyY2bkYis6A213xUpOnwfkC54bT/CGY5NNgkusTWQQENlYb+LDZwi9b7Oys01Gtg1h0gIsXvuHTo0c5cfIkjx93IcsK6zes59CRd3hr7z5WrVlDQ2MTXq8Xv78Wr9eLJMtMTEwQDAaJhEMMDg4wPz+P0WjAVeHWys1+JOmjjz76SBAEnE4XS5cto6GxCXeFG0GUmJ6N0dXbT1dvgPHJSbLZDALl+gejyfTCLmoqXaRnNseXQ2k+DiY5PZBkeKGI1yLzZp2V33U4+R/tFlY4JIqxaYKBPs5+9TXHjh3jwoVvGJ8Yp8JdwdZt2zl05B0OHDjEqtWrsdlsSJKETqejqqqaltZW6urrsdlt5aL0ySlCwSADkTBzc3NkMhlkWUKWlZeaIGv+nCSVk/ZlLS3U1dXjcrkooTIxM8vj/iCPevsZn5wily/PlOgU3Qt7XiVVZTxd4tF0jjOD5WW8c8NpJlNFaq069jeW4/PXrWZabQKZmUl6Hndz5quvOHbsOFcuX2JuNoavxs+OnTs5/O57vL3/IO0dHVgsFkRRRK/X4/F4WdbSSq3fj81mp1AoMDU1SX9/H4MDA8TjMbLZ7LN41nb4LR5FUaiorGTZshb8tbVYbHbSeZXh8Un6AkGCoTAz0zPkcuXnpSg6npb7/NyKJZXxVIlHMzlOR1J8HEpybiTNVKqI36ZwqMnKbzuc/KrFRKsNMjOTPO7qKrefx49z5col5mZn8df62bZ9B++89z773j5Ae0cHVqv1O/HpoaWlDb/fj81up1gsMj09RSDQx8BAmNhcjFwuhyCK6HU6dC/ofjV/mU6vp7raQ0tLKzX+GowWK6l8gchwlJ7+EKHIALG5OfK5LLKsoFOUF9ae5EvlGe57k1k+j6T4YzDJxdEMC9kSTXaF95pt/K7DxXtLjCwxFIiNj3Hv7l1OnTnLiZMnuXXrFul0imXLWtiz503e/eAD9ry5l8amJkwmE6JYnlzw+nwsa2nB4/VisVrI5fJMTU0Q7OtncHCAWCxGPp97Es+GlzrB8DqSPvroo4+++w8OhwOvx/ts5FgslhgbHyMUChIKBhkZGaFYLGKz2bG9gHqpgXier4bT/L4/ybFIiq6ZPHpJYIffyP9otfJBs5W1lQpOGaZGBvnmm/N8dvRTzpw+TV9fL2aLhY0bN/Pu+x+w/+Ahlq9cSVV19XN/lyiKOJ0u/LW1LG1eSkVluTA9Gh0hEgrR19fD1OQEAgIOhxOzeRGL4DQIQvk51PhraG5eSmVVFblcnpFolL7eXkKhIBNj4+Wfczowmy0/6+8vqSr9sTxnBtP8e98CJyMpgvECdoPIW7Vmfttq5f1mC51uGaukEg0F+frcOY4ePcq5c18RCgZwuty8sW0b777/AW/te5v29uW4XM+vi5VlGZe7grr6epYsWYLT6SSdSjE0NEQ4GCIYCDA9M40sSTidLgxGbTCzmCRJwul0Ultbx5KlS3G7K8hmsowMj9Db200oFGJychJJFHE4nJh+5sF2SVXpm8tzejDN/+lL8HkkRSBewKkX2Vtv5ndtNt5vtrDCLWETVYaDAb4+9xVHj37C+fNfEwqGcLpcbN22g3fff5+39r5Ne0fHfxmfkizhcrvL8dncjMPpIp1OMTQ4RCgYIBgKMj05WV6mdzq1454WmSTLuNwu6urqWdK8FIfTTSqVZHh4mN6ex4SCQWZmplEUBafT+bMPtgslle6ZHCcjKf69P8kXkRSRRBGPSeZgo4nftto43GSmwyViKGTpe9zFmTNn+PToJ1y5coWJiXFqamp4a+8+3nv/Q3bs2kXz0hYslue384pOh7uigsamJpqWNGOz2VhYWGBocJDenh4i4TCzszPo9DqcTtcLG7z9PfhBoghgMpnweL3U1zdQWVWN3e6gUCwyGo0S6A8wODDAzPQUyUQCWVGw2x0/aQpXVVVC8+VlvE9DST4JJLk2nqGolnc7vbvUym86XByp1+M1wvRAkBvXrvLJZ8c5deoU9+/fQ1VVlq9Ywd6397Nv/36279xVXlr+C42TKIpYrVb8tbXU1tZRWV2F2WIhl80wOBAhGAgQHR5mbm6WVDqFTq/HphXELhpRFDCbLfhq/NTW1lFRVYXNZiObyRAdGSEYDDA0OMj09DTZbBZZln/yBpBCSaV3Ls+5kQyfhpMcDSW5O5VBEgQ2eIy8v9TOP3U42e/XUaHPMxrs5/LFS3z82THOnDlNd3cXOkVH56pV7D94kL379rN12zY8Hu9fbIwlScJms1Hf0ICvpoaqyiqMJhPpdJqBSIRQoJ/h4WHm5ubIZbMYDHrM/0XDqXnxJEnC8rQ9qaujorISi8VKKpVkZGSEUCDA8Mgw01PTFPL58u7pn9ieZIvlBPGr4TRHQ0k+C6X4diqHToANXiMfLLPz6w4n+2p0uHV5osF+Ll+8yNHPjnH69GkeP36MTm+gs7OT/QcOsvft/byxdRserxe9/kfGZ305PiurqjCZTKRTaYYGB8p/j0NDzM7OPttQYLFaf9L9av52kiRjs9moq6/HX1tLRUUlZpOZ+fl5BgcHCIWDjI+OMTM9TaFQQG8w/OQJkmS+RPdsji+GUnwSSHJ8IEX3bA6rIrKlxsgvW+38qt3OTo+CS00S6Onm3LlzfHb8BF988QXhcBiny82GjRvZf+Ag+94+wIZNm3G5/nKpkfIkP2lqasLj9VFZUYnBaGR+Pl6+31CQkSf9ez6Xx/Az3O/fo+cmik8ZjEZ8NTW0trVRX1ePTq9nYWGegXCYQKCfocFBstkser0em836VxcwF1VI5Us8fDLK+EMgwdfRNFPJIo0OHe80Wfif7TYONRhpMJTIJxfofviQ02dOc/zYMa5cvszCwjz1DQ3s3X+AD3/xK/a8uZemJUv+ptG61WqltraOltY2fDU1SJJcLogdGCAQ6Cc6Mkw+l8doNGIylQtitRqHxWO2WPDX+mlt66C2rg5ZUYjHnmwA6etjZGSYXC73bLebJEl/1fMqPHlrxbeTWY5FUvxHIMmV0QyxbIk2l54Pmq38S4edvbUGfEqBzEKc+3e/5fPPT3H8xHFu3rhBOp1mWUsrbx84yAe/+CW79uyhrq7+bxq92u0O6hsbaW1pxeP1IiAwPTVFMBggFAwyPjZKsVjEZDY/25ClxefisVqt1NbV09rWTo3fjyzJzM5MEw6H6espF9gXCgUMBsOzZd2/Kj5LKnOZEncms3wWLsfn1fEMibxKm0vPL5ZZ+J/tdt7yG/DIBbKJeb69e5dTp05x/Phxbt+8STqVpKWtnX37D/DBh79kx+6fEp926hsaaW1rw+P1IQoCMzMzBAIBgsEAY6NRCoUiBqPxWZmFFp+Lx2az09DYSEtrK16vB0EQmZmeJhKJ0Pu4h4mJcVBLmExmjCbTX92e5EsqU+kiN8ezHA0l+c9AklvjGfJAZ5WBf2q18c/tdnZ7dbjEPPOzk1y/doPjJ8oTQN1dXZRKRTpXreHwkXd49/332bzlDTxeL9LfcOSU0+mkackSWlpaqfJ4UNUS01NTBPp6CfYHmBgfQ1VVTCYTpicbBrX4LPtvE0UoL39ZLBa8Ph/VHg++mhoMBgOxuVki4TChYICBgQixWAxBEHC5XT+qYDtdULk3XT6u4d/7E5wZKC/jVZlk3qw18us2B4ebrWyslLGQpf/hfc6eOc1nx45x8eIFhoeHqK72sGPnLg4cPMyOXbtY2bkKi9X6kwqoFUXB4XDg8Xjx+nx4PF4URWFqaoJQKEh/Xx/RaJR4LIZep8Pldr/83VMlFVUQXoOz9V88WS6fF+bz+aj2evF6fSiyzPT0NOFwiEg4XC5gjs8jP1kq+zHPK5Evd8DHwin+0J/k7GCKkWSRWovM23Um/qnVzqFmC50OCUNugUf373Lq1Gk+OXqUq1euMDk5QW1tHbv37OHAocNs3b6D5StWYDQa/+b4FAShvCzkclHt8eLz1VBVXY0oiExMjBMKBgn29xONRllILKDT6XC7K/6m3/WTaPH5THlGw47X68Pj9VFV7UGWJKYmJwgFgwwODjA0NMjCQgJFKbcnP6ZzWsiXuD2R5dNwuQM+O5QimixQb1XYX2/mn1rtHGy2sPJJfD789g6nTp/m408+4eqVK0xNTVFXX8+u3Xs4ePgwW7dup+Pnik+nC4/3aXx6EAWBqaly/XcwEGBkeJiFRHlDlvulbyhQUUsCCK/Du0lerO+2J0+fV2VlFSowFo0SDJbr+aKjUZLJJEaTCeePPFx9NlPk2liGo8EEH4dSfD2SZjpdZJlD4XCThV+02DmwxMQyiwgL09y+fo3PPz/J0c8+4+bNmyRTKVpaWnnzrX0cOHSIzVveYOnSZej1+r+5vxUEodwmVlT86X6rqlFLKuPPcG8uAAAgAElEQVRPyusGImGGh4dIJJMY9Hpcrpf5Mg4VigK8gpux/2Ki+JSsKFR7PLS2ttHQ0IjNZqdYKjIxPk4w0M/AQIT5eLw8Xa3TI8vycwtis0WVyVSJy6NpjoZSHA0l+XYqhywIbPSWO+B/We5kt0/BnF8gOjTE1avXOHbsBGfOniHQ34/RZGbVqtUcPvIOR977gC1btlJdXf2z7rAzGAzU1PhpbWujtvbJbsZc/ln94uBAhPn5eYqFIjq9HlEUUBSVUm6B+alJJifjzKVBVRQMivicRqkExSTp+AzTkzHi6SJFnR5JFvizu1DT5OanmB4bZCTcS3/3I7p7AvSHo4zOzDOXyJAtiqiKHr38j9v46XQ6fD4fLW1t1NXXY7VayefzTIyP09fby+DAAAsLC5RKRRRFh6Ioz122yJVUhhcKfD1SPo7pWDhJ92wekyywzV/ugP+53c7WahldOs5gJMKFS5c5fvwEX3z5BZFwCIfDwfoNGzjy7nscfvddNmzc/LN3iCaTidq6OlpaW6l9UmKRzWQYHh4mFAwwPDREMpmgWCyi05UbV51OoJRPkpiZYGp8lplkiaKkoNdJz2mbVCilyS3MMj0xx9xCnoKsICkSfz4MzFFIzDA7Nkx0oI/g4y4ed/XRFxphZDLGzEKaTAFKkgGdIryKbeBLYTAYqPH7aWltxV9bh8VqIZPJMDkxQV9vD4NDgyQTC5TUEopOQfekDf2+fEllcL7Al0NpPgkmORFJ0RfLY5JFdtSa+U2rg9+229hcIaGk4gwNRDh/4SLHT5zkqy+/JBx6Ep8bN3Lk3fc58s67bNi0CfePTFB/LKPRiL+2trxhsK4Ok8lMNluu/w4G+hkeGiSZSJDPl/uLcnyKqMU0qbkpZiammY7nyaKgN0g8t2VXMxRSc8xOzTATy5ARZERFRv5uElhIkJ6bYGpsgIH+x/R3d9PVGyQ4OM7YzALxdI5cUUTS69D9owYnf2pPnm4AMRlNpFIpRkdHCfT3MzI0TDKVQFDLgx+dXv/c/jZbVAnF85wZSvPHQIJTA2kGFwo49RJ76sz8tsPJr1utrHZAKT5LJNjP2S+/5vjx41y4cIGx0TE8Xk95I9W773Pw0GE6V6362fdDmM1m6hsaaGltpcZXg9FkJJNJMzIyUp4MGh4mlUpSKBRQFB2SLKPIKmTjxKbGmZiKE8uKlOT/ut9Vcwmy8SmmpueJJUvljYfK0++sBKUk6dgkU9EIw8Feeru6eNwTJDgwztjcPPFkjmxJQtDp0C/y4QGCqqp/9QumisUi42NjRCJhbt+6yfWrV+jv70MUJWp8Naxdv54tW7ezbt26H7webzxV5OyT3aJ3p7Jkiyor3Tre9BvZXmuhxaXg0UMqNs2NGze4cPES9+7dJxwJo9fpaOtYztbt21m1ajWNjU3lEesLfkF9LptldGyUSCjEzRvXuXnjOuFQCBBoWrKErTv2sGv3VlaurCI50sPtkxe5+ChHqu4NNuzbwp71Xn44r5OG+CP6r97iy8sxFnyrWHV4N6saTHif/UySfPQhj+9c59rNR3SHxonOpkgVoIiC3lqJ3beEps5NrN64gXUtVYt66PSrIpfPMT46RjAY4M6tm1y5fJlwKITBoKehsYm169bzxrZtrFqzFtv36qWm0kX+I5Dg9/0J+ubySAKsrjTwVq2B7bUWmuwylTqIT4xy7fp1vrl4kYcPHxGNjqA3GFi5spM3tm2nc9WqJzW+VS/8ftPp8mHkwUA/N65f4+aNGwwPD6HX62lsbGLHrjfZtXsXHcs9pKcec+/UeS7cmGXSvZblu7exb3sTtT/ImQuQ7iF69xZnvxph1NhC26E3WddeQcOzDjWHOtND8N4Nrl67x8O+YYZnUixkihQEBZ3JibW6kbrl6+ncsIn1y+tY6nglB8wvVSaTYXxsjL6+Pu7evsW1q5eJRCIY9HqWLmth3YYNvLF1Gys7O3+wIWsuW+L/7Znnf/ckGIjnMSgia6v07Koxsr3OTJNdpkKB2bFhrl27zsXLl7n/4AETExMYdHqWd3aybdt2Vq5aRV19w0t5Y0Umk2FsdJRAoL/cfl6/zuDAAAajAb+/lm07drHnzbfoXNVIKRmh64svuXhxgKDUTtP2Xezb00KLVfphZ1wIE3t8k6/O9NGb9OF/cy/rNzTQaqA8mFHjJIK36Lp5nev3+ukKTzC1kCNdACQjelsVFbWtLFu9gfWb1tC5zEWVdpoPyWSSsdFRenu6uXHjOjdv3CA6MoLRaKSjYznrN25k67btdCxf8YPJoNFkgd/3Jfh/ehYYjOVxGCU2egzsrjWxpcZEk0PCLkI03M/ly1e4cvUq396/z3w8jtPpZM269Wx5YysrVnbiq/HhcLz410OW7zdKb29Puf28fp1oNPqkNryRN7bt5K19+2lbYkMdvsG5M5c43wvp+l1s2LWDNzusVD2nlLc0dofI7a8587DAjHUdB99ay7r2J5lAcZr00EMe3LrF9Vtd9A5OMRZLkymIqKIOvb0ad20LS1ZvYu2GtaxtduJZxL02P3pG8btEUXxWEFtX30BFZQVGg5FUMkUkEiEUDDA+Ns78wjy5XA6dXvdsZ1IGkQfTeXpnsxgkka01Jv65w8WvOsy0WiVyM6M8enCPk6fPcOz4ca5dvUp8fp66unp27trNgUOH2PPWXlpb27BYrS9l2UKSZRwOJ41NTdTW1eN0uTDo9UxPTTE0NIwkG2hta6K+3khy+D7XPz7G58evcnc0S9JRQ0VtHR6z+L0RawbmH9J36TzHT3TTl3HiXLOaeo8eNyoUp4n1X+fOV59z+svrXH08RTQlIpntWGwmLHoV0nMsTA8RHRljZDJNSrBgdjmwGEX+kTf7S5KE3eGgsamJGr8fl7sCnU5HIpEgEg4RCgUZGxsjkVh4ViP2tKY1K4hcG83RN5ejwijxVr2V33W4+EWLiUazQGpimLu3bz+Lz1u3bpHNZGha0syuPW9y8NBhdu95kyXNzS+tKFpRFFwuF81Ll1JTU4PTVS7/mJmZIRIOISsGlq/ooLbWQWb6PnePH+fUJ99wLRRjxlSNs7Yer12H6c86ySKkHxO9/Q0njt7l3qQe48pV1Dfa8AgAMZKDd3lw/hRnz17iwv0RBuIqqsGK2WbBahSRcnGSM8OMR6MMjyeYLxrQOZ1YLTL6f9Spb8rlPA6nk+bmZrw+Hy63G0VRmJ+PMxCJEA6FGBsbZWG+PMOo1xuebcoriAIXRzJ0zWTxm2UOLLHxm3YnHy4z0mASSIwNcfvmLT4/fYbjJ05w+8l5nUtbWti5aw+Hjhxh1549NDUteWnxKcsyTqeTJc3N1Pj9uN0VyIpMPBYnEgpRUssvRGhs9FFK9/PozDHO/vELLjwcY1R2YfHX43WbsX1/gjUfJtZzibOfXOZyb55i8wrq2j3UySAlh5nu+obLZ05x9vxdbofjTOX16Mw2bDYjJrlAMTVLbHSQ0ZExRueKZGUHVqcFi158/gzmPwjdk5KqJUuX4vF4cTqcyJLI9NQ0A5EwkUiYqYkJEgsJQMVgNDzb9JQTRC5H0zycztFoVXiv1c5v2t0cadLj1xeYGghz7coVTp46zalTp3jw4AGosLJzFXve2svBw0fYvnMnPp8Pg+Hl7JL//v26XG5EQSAWizE8NASiTGvHCur9BoTBy5w/eYw/nnnAzXCeotWDt85DtUPi++unpbE7RK6d4NNvIjyKVdLR1kBLffnNReO9t7hx+hPOfH2Tm4EY0zkFxWLHajNilouoqWniE8MMD48zNpsjq9iwOR1Y9CxKbP7k0199Ph979rxFx/IVPLh3j4vnz3P37h2+vXObSCTMt3fb2bFzF1u2vEF9fR16QWFDtYEKg4QoCDTaZJptIuZCnkgkzJUrl7h08SKPHnURi8fxeDysX7+BbTt3sbKzk4qKyv9yO/zLUFdXh9PpZNWq1bS1L+fWzRt4fPW4XG4kSYfKk1fP5SbIjt/h/o12vP5GPDubWFX1w95RpTyhq6rAs7queYje4MFXx/n0VDf3F9w4Vuxi27qVbOjw47OLGAtzzA52E3p4k5u3+nj8zSinZpMkpA84tMFPh/amNwDq6htwudys7Ozk27t3uPjNeR48uM+1y5cIBQOsXLmKHbt3sWnTJrw+P4oqssVnpNYq4zJKLLEp1BhBl83SH+rj0sVLXLx4kb6+Pubn5/HX1rFp02a27tjB8uUrcLndP/uxJ3+NpiXNVFZV07lqNdevXuXatSv4ampwOB2ADkEQARGpMEdx+j69d6/zdeNSPMYOttfLP5i1UVXg6ZqDKlCevM/C9H36Lx3n+Ge3uR41oGvdwdp1a9i4sp7GCj3m0jzzo/0Mdt3kzu1uvr1+lK+mYsxjpLS9hQ2V2swiQGNTE5WVlXSuWs3dO7e4dOECjx495OL58/T39rJ6zRp27NzF+g0b8Xh9KIhs8ZnwWBRqzTKtLh2VOhUlk6Ev0MfFSxe5dPESgWCAhcQCNTW1bN68mW07dtHa3kZFRQVG4+LFZ2Nj+X5XrFzJ7Vu3uHL5Ei5X5ZOTCfTlV3cKEmIpCbFuIg+vc/5SC16rlco2Az+YVFG/+xGQZFBL82QDX3P78xN8dmGUvkI9tes2s319J6uaKvDaBcTkGNMDPfTcuszd+/fpOjPNxGyWgu5t3lzvoe4feCDzlCRK5bMXfTWsXbuWG9euc/nSRXr7evji7Fm6u7pYt3EjO3buYs2atVRUVmKXBbbVmHCbFJpsMmuqdNjlEvn5BN09XZz/5huuXrnK0NAgxWKRJc1L2bJ1K9u272BJ81KcTueiHVPz7H5raljZ2cmd27d5cO9bXJUezCYTPFlqFxUZNbvAQv91+q/7uLysGlfFUjotz0niBFCfxtKzSa0cD+484JOT9+nPOvGs28P2tctZ2+qj2lxCyUwzFX5A8MFtrt26R+CLUabiWVLiEfavrqBpEVYNf3KiKAgCFquVZquViopKfL4aWtrbuXvrFt2Pu7hy+RLhUJCuhw9Zt34dHZ1raGlaytqKJ79aLTEY6OHcvftcvnKNBw8fMD42isPhZNv2HWzctJlVq1bR1rH8ldi2LogiNrv92WdpSwuKoqe2th5ByKCqEoKkw2bTYVXmmem5yZ1zHpbUmKlwe/BLf/Y/Q5BkZEVGlmVkSUAG8rEIIze/5vLFh9ydqca+5k32frCXLcuX0O7V/amxXNbI0sZ6Ks3HMJy6zo0H33DJUYfXradmTSXaW1efzH4/eVaVlZX4/X7aOjq4ffMm/X29fHP+HIFgPw/v32Ptug20r+hkdX0T271KOZEp5gn0dHPn7j2uXLvGw4cPmJmZprKyinUbNrJ5yxusWNlJa1vbK3Eoe/nVcg4cDgdul5vmpUvR6Qx4PF5AQFXF/7+9++qu48oSPP+PiOu9w7XwHoQhAAIgCVopU5mTWVXTWavXzOqPU99knnp61uruysqSS1ESvfeeILz33l0XZh4ASpQEiVWZJAFJ+7cWny4uERfYOLHPibP3AdWBz+cgpOeYHXvEw6/OU53yk0lWU+l8fVBQUTQN7bX4tAN6dpqFBxe5cf42N8bdmHVnOPNf/oEznY00V3r4ptlLUy311eWkIj7c//YlV/qvcOOrcmIxP5Wn0iTUX++e2lderX4HQyFK4iWUlZVz/95dbt28yeDAAF+eO8fgwAAP7t+nu+cozW1tdJdWcibj2HlqYBZ4+fQpd+8/4Nr1Gzx69ICV5RUSyRQ9x47Tc/QYh9vbaWhsOhB94jRNIxgMEWwNESspoaq6GiyFsrIywMK0ANWO2+MkEigwMd/Hs/PnuZYIUZFpozHAa+dmKyjqbmw6HNhsGk6yFJeeMHjjAheuDPHSaCN+/J/4wx+7ONZWTU34VXwfgvpaqkqDJMJfUPjkOX23v+J8poJINEhJpRv3r3lZcderYpdwJEJJPEFFdRX3793l9o2bDI8M8fknHzM0OMCDjiN09XTT3naY3tIkvaVOPAD5DR49eMLNO/e4dfs2jx89ZHtzm/LKcjo6j3Ckq5vD7e3U1tUfiArjV8VYXd09JJMpmpubQdXIpJNgbmGYCoo9hMu5RHBrivWR61y9UEs8GiBzLEHi9dnvq/u7zcRmt6FqGrAF2RGGZpbpK1QRbz/KP/7XP9LTVEV97NuV7Ma6CmqrSwnb/zdffv2U+7cvciFURibeTUl9iPfdYOqtnicVCoU41tvLoZYWOjo6uHTxIrdu3mBwYIDPP/uE58+fcer0CL0nTlJRUYlpGowOD3H16hWuXr3KyPAwbreH5pZWek+e4vTpszQ2HcLrcb+WjR8cyVSKRDIJFigqwCSmaWBZCu5EOfFIOY7lFfTnX3HnRopY8jf8tsaxm8B9M81AURQUxYaqmNgosjX1jEfXH/F4woXW9AdO/emP/OmDStLf3zTrKiXWkuKUGwLFJTY+GefBves8aC6jtbmEQ05+OAP/FYuVlHD67Ae0th2mo+MIFy+c586dW4wOjzAzPc2L5885efoMR4/1UppJAxZ9z59z+fIlbt64weTEBG6Pl84jXfSePMXJk6dpaGw8EDfgvWRKS0lnMliWtVspuIBpmliGiTOSJBYqRdvUsQ1e4vH1OCVlSTzNHtIa7BWfigI2dHKLL3l54z73+4vkyv/IiX/6Z/75d43U+75XtGUrIVh3hm6/m0BxkfyfH3P+yXUe1VfQ0ZbCH1LwHrw/630Tjyco+TBO6+F2Drd3cvniBW7fucXw0BDjY2O87HvBqTNn6ek5RjKVBMvi+bOnXL50kVs3bzIzPY3T7eJIVxcnTp7hxKlT1NXXH4gJzF6SyRSJRHInPhUV2MA0DEzDxOYLEY4msIoumLzJwI0YF6rSeLui1Lm+FzTKTsKoKArqxhIbw7e4e3eYxyspwh/+E7//v/+RP7R4iH/nz1QFfxVlPT6CQRfWyhKFywMM33nA3apKOtOVlLmlcv91mdJSkqkU7e3ttLa2cenSRR7ev0ff851m3f39fUyfmaSzq4tQOMx8scDjRw+5eP4Cd+/eZWV1Ba/Hw8nTpzl15gzHe09QUVGB/YCeKlVaVkamtBTLsnaS2PwKhmFgGD5cviTVSS9aaJPlR1e4HYlQk/mA3jI3ge88Knk1fmqgaGAsYc7eJas6CPX8Fz74fTf/dLKSyPcDzV9NqiPJh7YCXn2N1XNDDN+5zsP2MhqqQ9TZ3nLy9gZv/XspikIwGKTzSBexkhLaDh/mxvXr3L1zm6GhQRbm5nh47x4lJTGKxSKzc3NMTE6yvb1NVXU1vSdOcqS7e+f4srLyA3+0jqJ8t8+CaRiYpomtpI5YSy81C0/Qh/sZv36Jy/EMVdFm2kMa360zVUDVUC0dTZ9hffolL4dWWFKbSLX10HyogsyP/qY0PBUNtPS0cOjRFC+evWR8cIr+uS7KMux7tdRBs9PCKUr30aMkEgnaDh/m5o3r3Lt7hxfPnzM9Nc2ta1eJRqMYpsnU5CST0zv97hoPNXP0eC/dPT3U1NRSWlqG+jf083qfdgapbwPUMkxMQ0cLlRFsOUt5bgr1xT3G71/hcryKykgHsVI3jt34VHb+E1A0FCw0Y5ntuZcMDs4xlY8SbeziUFs9ld9PEr+h4kjW0NB9mJYnI9y/MszMwAgvp05S7XXgPZj3iH2jKAqxWIxjx3tJpVK0Hj7MzRvXuHv7Dk+ePGF6aorrly8RiYTRDZPxiUmmpiaxTJOm5hZ6jh+ju/so1dU1lJaVvf/WXf9J341PC8s0MfUiiieGt+Y0CWcez/OrjPdd5drXNZTFekk1Bnm1+eib6YymoSgWxcUZlvr7GJoosuqpo7u9kY7m7yeJr19ACYGKDjoP1/K87wZDk/0M948xfjZDzO1g/x7SH0yappFKZzh15gxlFRW0H27n1s0b3Lt/lzu3bjE2OsqFr78k4PdRNEzGJyaYnJhAs9no7DxCz7FjHDnSTWVVFclU6s3fcJ99Jz4tE8syMYo2HL405ccjRAKb9F/sY+JmmPN1NYRdDRzdPQju9WmGoqoomgobC2wO9WG3halsP0J9fcUPk8Rv3uQhUH+Itp4mGh5eZmz2BSODcwwvNlIaB/97/NN+Z0mpy+2mvqGR+oZG6hoaqKuv4+aNG7x49pQ7d+4yPz9LPp8nWlJCQ0MDx471cqz3OMd6T1BVVf2uLusd2t3IZRlgmZjuJL7Ko/S0BLH75/j4wV0ef53iSmUJkZ4UVS4FbK9FiKqBWUTZmmRjZprpNTt6qJzyugzJH42kXbYA/pp6yqvukHyxyOrMPGNTRTZL7MTk1Kw9eb1empqbqWtooKGhkbq6em7fusmL58+4cvXKzskZBsTjUZpbWmjv6ORY7wl6jh4lkynd78v/21kGmAamI4Ir1UlbaS3x4CRf3HzKwIVzXK6IkQzV0+xTwf69+LRMlOwC2blJppcstj2lNNWWUZq0vWEgceGorKW0NknmzgAj87OMT26zUu6gTBLFPfn8PppbW6lvaKC+voHa2npu377Fy74XnL9wgdWVFQBK4nEaGpvo7DzC8ZMn6D56lHQqs89X/7dS2GnLpGNqPpSSFuoafTTGp7l2ZZSb185xuTRGJtFNVxjsNuWbB007nS9MtpYWyI/NMp/3oCWrqSoPUeraGZ1/dBS1xUhUVVFf/ozA1BzLM5NMbBSpj0ii+GPC4QjhcIT6+nrq6uuprq3hzq3bDA4O8Omnn7K5uUkgGCCVzlBVXc3h9g56T57iSHc30ffam/DtM3QTxRkl2HCK9tpNShf/lSv373Dvq1riUT+VsTRxDdTX1pAUFVQVzPUVlsamcGoBqmpixEJvuLe7ooQb6qksv0d0cp6VqUXGZw2yEQ3/exw738vqZU1NLdFIlPaOTu7eucXF8xe4euUy+Xye7p4e/vTP/5Wuri5S6QzB0M98Z51lgWWhFzTcjhjlHScoD4wxM3uJz/uvcuViI4logkwzOOzfrisqqgKmgbW+Rm5lk7WCCyseJBRx4H3jaOWESJRA2EtInWFpfY211Sz5gh0kUfxJNpuNhsZG4okE7Z1HuHXzOl+fO8eNG9cpFgr0HD3G//Xf/hvd3T27x1n+EqqELPSiCkqQZGM9nSVjrC98wtSzm9y51EAyXUa600HYvnMygQI7o55lYW2uU1heYz1ro+gOEYg6CfjftNfQDqEIvmiAsL3I6NY6a6vbZHMhkNMwf5Ld4aCpuZlUOk1nVxc3rl/j3Oef8/DhA2yajRMnT/N//umf6erupiQe/4XEp4lpgGF4iFS10lYzi7X2Pxm+fI8nV6pJlFWRPBGjymvbjc+dhFFRTLLbmxRXN9jChSMYIeJxEuAN8anacYXCREI+PNYWa+urrGzqbL+nT/tz5vX6aO/opKKqiq6uHq5cvbK7b3GQ8ooKfvPRR5w6dYZDzS1EY7F9LUR9K6zdiQx2dEc1qTo/zR+MkJu9yOfPvuLWtQQ19WnOlkPYpqDttu7bWZk00bM5VlfXsGw5QmGVN9c9etEiMYIhNwFllfm1NdbWihR0jR+UWb9D7yVR1DSNaCxGNBYjkUxSmimnubWVQj5Pa9thTp4+TUnJu+839z5ZxSKW5cCRrKAq8iEfjQ8z8pchHlz7mkvpcprS5TRrO01etZ3ne2BakMtjZIsUTAeWw4XLBfY3Pj7WwOXC7rLj1EysQp5CroBhvPvP+Utgs9spiccpicdJJBKk0xnajxzB1A06uro4c/Ys4XBkvy/zLbKwDB3TUNEiFWTKP+T0zAAjsw+4cP88l9LVNGTaOB5zYlOU7yx8k89jZAvkDRumx4XTpeJwfFsYvTcVFBeay4FLs1CLeQrZPLr+bj/lL4XD4SCeSOz8i8dJp9L0D/Tvnh/ewdFjx3er2n85LMPA0k0Uf4ZoxVl6lvoZGbvAX/ouce18DTWlZ4jUu1AUFbv67Rb2YrFItlCgqHnR3G5c6g/blvyAYoHDidPpwK5kMYsF8nmT4rv+kL8QLreblNtNMpmiJJEkmUgyOTFOKp2mu+coh5pbDuw+7r+NgWlaFHUXzkQdtcd/z/bgCCMf9/H05nm+qmsi/cdKOp1OFE1F5duJiqHrZHMFLF8Rl9PizYfYaVgOF3aHDadiYOYL5HM6hvluP+H3vc/9kMDOBubIb6P0HD+Orhdxuz0//1nGnnRM0yKLF1eynfYzZzgztsLM9Vu8vF7J+ZrfEazSMTTt23MrFQVsGqpNQ8NCMQwM4003YQATdB1TN9BNBTQbms2G7WBv7zyQysrLicainPngQxTA7XHvazuRd8bSsSyTnOVCizTT0PsBZ8cXGfv8CRO3vuJ8fYBERwFNVdC01/YfvopPxUI1DEzDwjR39mn/xDcDdExdRzcVTM2OZndIfP4NKiqriCeSfFQoYLfZcLpcB34f99/GBMsgbzqxvLWUHTnL2fFZhv9XH48ffMnl+gTlHhsZU0Gzq5DbeZeqati1nfHTNAx0C954T7UAXaeo6xiWiqrZsdm1X3Uv2r+Foig0NDSQSqUoFPK4XG68u2cm/7IoYOpYeg7T6cWe6eHQyed8MLnEzJ1HvPj6a65n/kg4aVG0FOyv7SVUFRWbpqGgYuoKlskb+oSZoBfRdYOipYLNhs2m8r63Hr/3RBF2Zsh7He/3y2JhWdbOqokzga3pt3SdmGRs9CvOvbzM1S/9VP7GwqvZMG0aqmWiqCr4vNj9Lry2HGp2i60Ng1yeN5QvF2FznexGlk3Djur24Qv4cB7MYscDTVEUvF7fD07E+OWxwDIxiqDY/ahVZ2g7OcPJ/v/Nx0PXufNlCTV2P9WWhm63oVrWzqqNx4st4MHrKGLLb7C9YbCdBX7yx2VAdoP8+jYbuorl8uEPBjgA3a5+dlRVxev1HohWYe+eiaGDpWkoqaM0npznTN8Ui3fv8/R8KdcDFRzzWuTtDhR2igdcLhdOnweXpaNvbnyBPJMAABgnSURBVLJZLLLNG3bgWCbm1iabG1lylhOb24ff7+TX8BN+21RVJfRz3z72H7LzCNowAVuQSOsJji9N0Td5gYsvLnL1Yinh1iyVBQuHYyfNsiwFm9OB3+9FNV1sbink87whC8tjba6zvZVn27Jj93rx+hzY33Pmti+J4q+HBTqACp4Gyro+4MPpKSY/GefpzS+46k5QYuVZLYBNsUCzgS+NL5kg5X/GwOokk6MLLLTFIfFT32eL4tgoMxOrLFghPKkYiXABfXGWuew6G6YNXfXh8QYIh9z4nHschyV+nQwwABwVlLSc4fRvh5naeM6VB19xw5dhMZpnPqegundb7HhLcCfTJEMW7rFpZkbnmFmoxfT91DnOBazpMebHFpjJe3FEA8SC62zPrTCW30JXNBRPCHcwTNBjxyOjknjFsLBMBexx/HWnOPrRINMr1/mk/xL3LlRi1quMb1hYFqiKhjcSw5tJELEN0z83xvjsOrNGiuhPLWqZGyxPTTI2s8mGI0UiESZhX6WwWGB8aZOiqYAniCsQIehz4pOlRgE7C4sFMGxAqJ6ynt/yweAYy+fGuXf7EpfmHWx5tli1PDvFVBZogSCxshT6iJ3x8TVWkl5+ckZirLE9NsrM9BbLaoJYMkYmacOpbLK1uMrKyiZ53QKXH0cgQsDnIeB8+/1pZUh+lyxrZ+IBqGh4ylpp/uADesf/ncUrj3hxM8Zz1cv2qkJKs0BzYLnKCZbWUlt6nftPxhl/8pSBliTdieiP7vu3FicYffiMlyNZVn2NHK6NU+qdYfXZHfoGBxgtelk1U6RK6+noqaOhLCDVfIJXmxpebW2wl9RTd/o39E5tMPXpM8bvTTHpj7A5XyQStVA0DcsewZOqp7oiQGxslqkXT+jrq2ahPE3qx27Gm7NMP37Ky4FVFrQyKsp9pJ39TD+e5tmLUQo2O4X4IWK1R+hqSFIXlWmMeMXEsnYDy1tG2fEPODqzwujMbfqfznJxIcnW+BbexM5jZ09Jinh9NRWxAR4Mv2Tw6SjPmhuoqAbfnmGVR18epO/FIM+nTYolVVRWRUjnh5h7OcrTe2NsGiZmvB5/ZRftTWW0pmxyqpAAdmtbAAigJdrpPHWCxcUvmLh8j8G5IvmMzmjWSyCym2yFYoSqa8kNbjH0pI+RpINjqdiPPjA0Z0YZefiCgWmTzWAth6uT1CaKOPNjTDx5zL2HE6xu5zBLqnCVd9HcWE1nmfOtt8WTeH+f7En8jWc4fraDU/UW5swwT++PML28TVEDS7FhKh78Za20H62nIbrMxoPPuPjp13z5eI6JH5ThbVGcfciTrz/n478+5N5SGFdTN20tccqdq2ytZNnQfXh8Adxr06z3P2RkfpEpCwr78fnFgWS9yhTVMK7qXjpPH+XDNieetTGe3xtmdGadnAqWomIoTjzxQxw62kpreQH95Vfc/PQz/npzjMG17+8HK2Itv2Dg6ud89slNro05MKq6aKqLU60tYRYUcq4A3rBJbnWKwUfDTE+tIDUu4ju+CSo3tngnh06c4qNjUZLGDEP3BxgYXWLTMjFVFSUUJ1zfw5G2JA2OIaaufc5fP7nClb4VFn5Q3LfK5shV7p77mI8vDvM0lybR3kFnQ5hYboGt9SIbtgCeiIaZm2P46RDjIwvk37xpXPwaaXEChz6k+8xRTmY28S4/5vHAHP1zRQzDRFMssMexl3ehFXJMXfuYC19c5GL/CnM/qJxaZXviJnf/+hmffvmCZ9kUwbZe2hrTVLo2cKxPs7KWYxUfzqgDm7XE+Ishhl/OsFV8+1WssqL4VllYloGpF9F1Hd3YPZLqGzZwVlLZfpxT88OMLN1g8OUsGw4f67pJ0VDQAWe0lvoTZ+idWmPqqz5GrsPHLoPV3naON6VIeUC1tsnNPGPkwWUuf3mVK0Mq22Xd9Jzu4Uh1hKS2Qi7dTm21j0S4yMzVKwyOLbGd3WTFhMz7ra4XB4W103B7Jz7Nnfj8psmcAkqaZGMPJ34zyPjy1wwMzjOzDetFg7wJRcDuK6W8+xTHJhcY+bifJw8+569ei43VHk62llEe1LCTp7g0wMTjK9w4f4nzT7aZj56i6eRxjtT7qPKu42zIkGk1Sdv6uH9njiejy2yvb6ATkYHpV2snPo3d+DSs7xfzRQlVdtDz4SATiysMjI2zuOZktVAga1oUNB/ORAdtx3s5Nb3C/P079H0Fn1nLbG+2c7gySIkD0FfYmHjGi+vnuHLpHrdnfdhbejl2opWOKie+jTDBiloO13oo8w4w/HSCG09Wya6uUzSTuDVZ9f71scAydorydB3DtH5YKOVvJNFyhtOnBlleGmKyf41Vc4N8sYhpmUAA/M1kgpdIrF1g8Ooaf/HZWTnWQnd9lJgdsDbYGHvIwN1LXDh3m1tTXmg4TvfZbjoqw4SK81B04Cltp6kqQnlolOWhYdZvr5NdWqVgZNjj1Om/i4zHb5WFZRTIb2+xvZVFKRjoP4gkO1q6k7rjC5wcmGLo8RS3VtZZ2syRLRo7qylaFHvNGXp+b1HkPOfvjzFy+b/zb4++4GYiQtijoprb5JdnWVpYZH7bh9p4gpNn/8DvTtTQGFPx6i7KGrx4HOu4Np4xVCiwSJSUzUNUkV/8r5OJZRYoZjfJbioU8gaFH1TVq6ixJiqP/p7e4UmGHk/x5dAayxs5tgs7VaQofrTSo7T+xmBLP4f/1gAv7v8rn/df5kEyStRnw2bl0dfnWZqfY37DTrH8LEdO/YGPPmymPaUQU/O43QnIjlMcmKe4mcUKR7D5/W95iBM/HxaWqaPnt8hubrKdLVLQX1vxBkBB8VeR6PwtR0cnGHo6ztz0Kivr26zniuSLCqorQbD195woqGTt17n67D6DX4wwdTfJlzE/QbuFqq+zubTA3OwSa2aUYFcvXb/7PR91lFIZMXC4NMpSCVBW0UaW0FfXMf3lqKHQd9tFiV8Py8TS8+SzW2xtZtnO6+g/mMjYcCWbOfTBWaanR3gy9oiBmSW2tnLkdYOdyXiAjsONrI/c5+qTAQa/+H+YvhPjUjxI0KmAscn2wjSLi6ss5EtwHz5G729/x0c9pdSEVBTDC8EaSkNxMk4D59RjFpaWMTy1qJEo9ndwWpjkC2+VE6e/lMyhTpqT5bhKfUT3KrezxfFUnqDrzBTLq26842EcNWnSHmW3Ok8DZxXpTjcf+cNEUte4fOsFz8f6GZoyMVQFTBM0D85QBamuYxw+fppT3Q20Zhy4AGwu4vZNsjMv6e/rZ9gIodW1UhWPU6HKL/7XyYHNnSRe10GT4qFYESLp22PuqYawZXpo7Z3gHxYVlKeQayqnLGDH82r1UUsTbfoNZz1BoqmrXL7+hIcDI0w8HmAYBSwTFAc2f4pESxeHjp7h5LEWjlR6d4+eMvFvLbA08oSXz1fYsJVT2VZHuiwibUl+tTRUe5RoZSv1HZtEauOUBhUcP7jvuSFymNqu3/J/zGUphJeYStZSE3XjNwEUiLZSecLPH31x4slr3Hg8zIupx/SNgGWZKChYWgB3SRNVbUc5cuoUxzvrqQ/vPmkJeQhl11ifeEr/k1nm8mEyrfVUVCdwyYatXyfNgxqsINPYxmF3jHQmRETbY/y0h/E1naT1wxV+vxLBNhYm0pgi6Pt2J2JNWzs++xbx9E0u3+lnYOoZL0ZN0FRM00LRvLhL6qno6qWz9yQnO6s5FFd37ts2P4T8hPObbM/3MfJ4jPEVL7H6OmqaSvE63v5MRrEsS3ZcvDU58mtzLIzPsVzwoMUricd8xNx7VSHp6EvjzE/NMr1hxwqnSJaliPm177ZyKC6xPjfN1MQ00zOzzC2uspa10FUXrmAJkUSKZKaUdDpFMmL/9r3FFfTp+zx4OMCDSTdqaQttRw7RGHMSkJHuV6qAvr3E4vgUi5saVqSCaDxCwvuq6fvrLMy1SZamp5lcsSj4EpSUpYmHnN8tCjDX2F6YYXpymumpaWYXVljZ0ilYThz+KKF4kmRpKalUmlSJ+5vzSc3sNPMPrvLkxRRDShWRhnaOtJaT9Kl4JTx/pXTM4irL45MsrOgUAqWEEglS/r2SRWB7jtWZCSbn82w4YoQzGRIxHyHbq/HWgq05lmanmJmZZnJ6noWlTdZzFqbdhycUJ5ZKk86kSGWSxP2vNec2Vlh6dI2+ZwM8zyZx1XTQ0VZDecROQJa8f53MLcyNeaYmV1nYduJKJkmkIwS1vRZeChRWppkdn2V2Q0MLp6goLSEWdH7zOrkVlmdnmJqYZGZmnrmldTYKoGsevKE40VSaVKaUVCpBMvj9xvFZ1l7cYOjxEx6vBDDLOmltr6M27iFkf/tVz5Io/qzoGFtrbGRNiqobt9+3R6sGE1hlffg+j899xvl7y4y6Wqnp6OD08ToqUzHCQTceRSqZxNtmYuXW2dgskFdcOHyBPVo1mLAxytzzS5z/7CrXR+2Y9Sc41NlJb0OC8niAsM8hsSnegTzF9U02chaGw4fX78KzV9K3PcP66DUufXqeS8+2Wc8cpb7rGMcbU9SkgkRDbln1Fm9ZnuLGxk5s2rx4Ah68PzYhyS9RmL3L9c/O8fWdeWZCrVR0n+bYoTKaMiFiEQ8u9e2mivIE8mfFhuaNEvrJTrAWsMjawihPny0wOZtFq1hgdaKPp3YDvecw9QE3btlnI946FcUVIvCTjd5NWB1kZfQZL+ZyjG9qpJeHWRi0c98wUO1OApIoinfCiT3gJPKm88W3Jtkae8zA9BrDG05CaxOsj7h5qOdRtDr8kiiKt86J3e8k4v8PfGlugdzEI0am5ulf17Cr8+TGH/HUyKNQT2fILYmieBMF8OOO1VPX6yZ02MQVD6KqbtzeGFGfE5fy9pemhfiPUcCdIFjZw5EPTcpyTkoCGg5vGEcogN8tPerEPnOGcaU7aDnViH/TRdin4vUGUf1hwl6HFFuJ/WX3Y481U3c0g1nvxutSCAZ84IkSC7hwKLJHUfyHWFimibHbm0dRlJ3KfkBRVVRVkURR7B/LwDKt3dYnCqqyUyFjoaCqKm95MizEf45l7oyf34lPsFBRFQVVAlTsJ8vEskxME3bLsti5xasou/EpexSFEEIIIcR7IU95hBBCCCHEniRRFEIIIYQQe5JEUQghhBBC7EkSRSGEEEIIsSdJFIUQQgghxJ72t4+iWSC3MsvK6garZgBXMEoq4sYlp66LfZGnuL3C8swy6wUnWjhFOOwhvHvqkplbY3NplsUtyDtiRCMBSgJ2aTUk3hELyJJbW2J5dp1NfDijKSJBB367CWyzubDA8uI2OXsYT0mKqF/BzTbWxhIz89us6i68JTGiMS8eZGVAvEVmkfzqDCsrG6yYftzhGPEAqBsLLC6ss0YQd6SEVMSF+yfv6VmK68sszK6yYbhxxNJEwi6C0uX5wND+5V/+5V/265ubhRXmb/0rlz//mD8/2GLailNdGiTglOFM7IcF1sevceV//E++uDhMv1qBKx6lzLfToDw385jBr/87f/nyHpcmvdiDUeqSbrn5infEBKaYeXyO8//vX/jq7gqTnjqCJV6S7iIwxMClf+fL//EFlwYMVqKHKIlqhM0x9Gdf8On/+op/uzbHvC9GtDpGSNnvlQHxS2Lp68zf+TNXP/t3/nxvnRlbnNJoDqP/HJf+9c/85dY8w8UoyXSQuOfHIs+EwiBz98/x2f/3V756sMxiqJJg3E/cIQdDHBT7O24YObamnjB47yJX8k5aSrr5x4IJ0vte7Itt8mtDjNy9zJ3RSgKl/0B1x7evGptzLPbd4MFNg6HqQ1S1NCPRKt4dE1hjY+4ZL29c5KZuUtX0J1rbAAxgiZWxBzy5+oC+VBy9x6LbAFjDmHtG/+17XF5YZ7u1i87ddwjx1hh5tqaeMXj3Ile3VJZLj/NhWxi/tcj26F0ePJ/DXiyl8XCG8piTPU+nswyshZdMPrjI5SvTjJRECPzORJPZ94Gy/78OVUPRNDRNRVWRKYTYXwoomoqmamgo3/0DUVQUTUO17Z5uI7Eq3gNFUVE1Dc22M0Z+G3YKiqqgvRo/FXZjUgF236NpEqvi3VAAVUXRVFRNwTJtaLYwkapGmlsqKLMtkx17ycupdSZ2Twb7AWOT9cEBhvtnmbOXEqxvo6UqQJlLUoGDZJ8TRWXnSDnNhk1T0eRoObGvFBRFRdNsaDYNTVW+e5zcbqKoaRo2TUWRo7zEO/ftGKntjpHqd17TUG223YTw1c1VAXUnUbTZ5MhO8a589/6tmKBoLrSSBsrbG6mL5XEt9jM0sMDoHOg/yBR1zOI0k4NDDIxmKUYbKG9po67EQ2D/l7DEaw7Ar0NBUXb/7felCMHOssxOTO79+qvXJF7F+/FTY+SPxaOMq+J9eC3GLB1LUcCeJljdTFOVlwQzzLwcYWhoi23ze2+11ikuv6R/cJbhlSCBqnqaDmWIO2Un7UFzABJFIYQQQvysWQYWChDAHWugsSFNRXCTjbGXjAyNs1D4Xqa4PcPW8HMGx3PMaBWk6ytoqnfjc+zL1YufIImiEEIIIf5O5u5GRBXVk6G8pZ66cheOhX6mBocYWTPZeu2r9aVxZp6/YHTVTj7RTE11mvogOGQJ/MCRRFEIIYQQfzfL2t2I6PATrG2iuiZF2phhc3yYvsksc/qrr8yyOjnKQN8UC2qYQGMzNZkoaaSLxEEkiaIQQggh/n6vEkXFjZpoIV1XTV1oDZYG6etfZGoFQAemmBsd4flgjpy3jMq2Q5QlvNLn84CSRFEIIYQQb5ENHOVEyutornURMmaY6BtmcsbAZBvWXzAxNs3gagR3opbmpiTxgKwlHlSSKAohhBDiLXi9B46PULyS5qZSko4t1of6GZ9bYjG7xsZwHxOTa0w5qghXVtFSYSNm37eLFm8giaIQQggh3jp7KENZWzNVJTY88y+YnRrl+eQcgw8GmF42McvbKK2tosYH7v2+WPGjZEuAEEIIId4+TxRvbTNV5X2UD4+wMfmUOw99BB7OsaL7iTc2UVWRJrrf1yl+kqwoCiGEEOLtU/0osWaqqktpiC5RmLjOzSv3uPY4z7azjNrWCqrLHLJidcDtc6JoYRk6erFAoahTNKxviqaEeP8sLMvAKBYoFooUDQvz9Xi0TEy9QLFYoKAbGKYEq3jXLCxTRy8UKBZ09O/EpIlpFHdeK+ror9rYYYG5O64WdHTD5PuHYgjx99u5fxvf3L/NPe7fdtAyJKtraKyxY5u7y4ub93g8F8CMH6KpNkxpaD+uXfxn7G+iaFmYep5ibptsLk++aMiAJvaRiWUUKOay5LI58gUD/bWAtEwdo5Ajn82Rze9MbIR4twxMPU/h1RipW+yEnbXzWjFPPrtNNlekYLCTRFoGlp6nmMuRzebJ6zuJokSreKt279+F3PZOnBVNzD1XetwEqyqpaUoT3JpheWicKUcae2UT9XEPcWmwfeDt74qv5sKbaab2SJEThUNUVQTx2SVqxH7x4gzWUHnkJF3pFN6aIEnvt6/afHFiDcdo1w3iqVIqoy45R1e8QwoQxBc/RP2xLXSjhVSpi6gTdtoSRwmXt9N8woc/WkdDiYJfAwiiJZqp67Jxcq2a+tIQYaSRsXjLNCfeTDM1R7Kc2G4hUxnC79w7yrRoJcnWDzjSAwt+J4W6Y3S0V1Hm0XC+58sW/3mKZe3jw16zQG55mqXldVasIO5QjHTUg9smt1+xH3IUt5ZZmlpiLe9Ei2aIRLxEXDuvGtlVNhenWdi0yDnjxGJBEgGHJIviHbGAbbKriyxNr7GBH2dJhljIQcBuAptszM+zNL9N1h7Bm8gQCyh4rC3M9QWm57dZKbrxJkooKfHhZb8fIYlfFLNIbnmK5eV1lk0/rlAJ6agHj32vKMthbi0zNzXP/IaKGUhQEo+SCtjQZAA98PY3URRCCCGEEAeWTDCFEEIIIcSeJFEUQgghhBB7kkRRCCGEEELsSRJFIYQQQgixJ0kUhRBCCCHEniRRFEIIIYQQe5JEUQghhBBC7EkSRSGEEEIIsSdJFIUQQgghxJ4kURRCCCGEEHuSRFEIIYQQQuxJEkUhhBBCCLEnSRSFEEIIIcSeJFEUQgghhBB7kkRRCCGEEELsSRJFIYQQQgixJ0kUhRBCCCHEniRRFEIIIYQQe5JEUQghhBBC7EkSRSGEEEIIsSdJFIUQQgghxJ4kURRCCCGEEHuSRFEIIYQQQuxJEkUhhBBCCLEnSRSFEEIIIcSeJFEUQgghhBB7kkRRCCGEEELs6f8Hbl8tbBe/iU4AAAAASUVORK5CYII=)
chemistry-General
chemistry-
Decreasing order of solubility of following compounds is:
i) ![](data:image/png;base64,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)
ii) 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)
iii) ![](data:image/png;base64,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)
iv) ![](data:image/png;base64,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)
Decreasing order of solubility of following compounds is:
i) ![](data:image/png;base64,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)
ii) 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)
iii) ![](data:image/png;base64,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)
iv) 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)
chemistry-General
chemistry-
Which of the following statement is correct about tropolone?
![](data:image/png;base64,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)
Which of the following statement is correct about tropolone?
![](data:image/png;base64,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)
chemistry-General
chemistry-
In which case first has higher solubility than second?
I) Phenol, Benzene
II) Nitrobenzene, Phenol
III) o–Hydroxybenzaldehyde, p–Hydroxy benzaldehyde
IV) CH3CHO, CH3–O–CH3
V) o–Nitrophenol, p–Nitrophenol
VI) 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)
In which case first has higher solubility than second?
I) Phenol, Benzene
II) Nitrobenzene, Phenol
III) o–Hydroxybenzaldehyde, p–Hydroxy benzaldehyde
IV) CH3CHO, CH3–O–CH3
V) o–Nitrophenol, p–Nitrophenol
VI) 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)
chemistry-General
chemistry-
Arrange the following in decreasing order of their solubility in water
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)
Arrange the following in decreasing order of their solubility in water
![](data:image/png;base64,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)
chemistry-General
maths-
18 points are indicated on the perimeter of a triangle ABC (see figure). How many triangle are there with vertices at these points ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485917/1/909203/Picture22.png)
18 points are indicated on the perimeter of a triangle ABC (see figure). How many triangle are there with vertices at these points ?
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485917/1/909203/Picture22.png)
maths-General
Maths-
If A and B are two events such that
and
then A and B are
If A and B are two events such that
and
then A and B are
Maths-General
maths-
Number of rectangles in the grid shown which are not squares is:
![](data:image/png;base64,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)
Number of rectangles in the grid shown which are not squares is:
![](data:image/png;base64,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)
maths-General
maths-
If
and
then ![P left parenthesis A intersection B right parenthesis equals](data:image/png;base64,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)
If
and
then ![P left parenthesis A intersection B right parenthesis equals](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAAQCAYAAAC825mnAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAOJ5y/mQAAAjJJREFUeNrVmMFHg2Ecx2cyHbokk5luyXRIdJgkEx1mkoxkkmQkmXSIjh0mZqekSzLpkNhhh+wQSYeZXZLplJH0D+yQZGas78NvPB5Pz/Ns756tvnzU+zzP+7zP++v3fp/fk8vVmXZByvW3laJ19l1ToNTF+VbBA/gGdfr5SO1OVaT1WlUNNIkvkAULwiKmDebZNxgTBRUQAh5qG6DnvYIVw/U2wAd4A7fAR30zoGAzWOOgzF2zl1gE72CSAlU0mGeNsmVAMy4PIr/0Rejl21kvUxJcctcFCpwVsb/otaQ9Dg5AGiQ0cwyDF3BvkCGfXGaJ8lB/u+uNCm17Nv32iAIjM1AWqDswr5njHMTAJjjTjG1o+usG6z0U2q5AmLueJY+0IuZXy0Kbl3xmRJMRrcXl6fdR8hSVmg77s5RlbrKLjMQ7VZnaNECpCmeYLdMscqavygjmV09gjGt7BgGLAasIG1S4w0ztSG4KCHt4lQKVFALYaPNzPtbUQk4C5qYg8ZsTK3cmehWwINU/nZh0gLJJVEiz0zkJWFDiTeu0MfXkk4wJ27FMbOebk7QXFA9UlRdOAhYjz+K1AS4kvmrF9E/BtmaMrKxg95wo7rlR1FpOAsbWuyW0ZSiQvBKSrOuKcooXa0ksXH1Ucw0p7okrAuokYDnO5L10lCpLLMNa4cqMftBgXIk7n7FtfUkz3k+7WbcDVuU++xplsl8YY/1o1I/Dt0315PBtop1/8O+dtIEnt60faGGgeRNurMkAAACMdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1pPlA8L21pPjxtbz4oPC9tbz48bWk+QTwvbWk+PG1vPiYjeDIyMjk7PC9tbz48bWk+QjwvbWk+PG1vPik8L21vPjxtbz49PC9tbz48L21hdGg+rh6jgAAAAABJRU5ErkJggg==)
maths-General