Chemistry-
General
Easy
Question
Which of the following reactions represents ΔH(hydration)-
- CuSO4(s)+(aq)→CuSO4(aq);ΔH=–xKJ
- BaCl2(s)+2H2O(
)→BaCl2.2H2O(s);ΔH=–x’KJ
- CuSO4(s)+5H2O(
)+(aq) →CuSO4.H2O(aq);ΔH=–y’KJ
- None of the above
The correct answer is: BaCl2(s)+2H2O(
)→BaCl2.2H2O(s);ΔH=–x’KJ
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chemistry-
2CO(g)+O2(g)→2CO2(g)+XKJ In the above equation XKJ refers to-
2CO(g)+O2(g)→2CO2(g)+XKJ In the above equation XKJ refers to-
chemistry-General
chemistry-
IfH2(g)=2H(g);ΔH=104Kcal,thanheatof atomisation of hydrogen is-
IfH2(g)=2H(g);ΔH=104Kcal,thanheatof atomisation of hydrogen is-
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Cl2(g)→2Cl(g),In this process value of ΔH will be-
Cl2(g)→2Cl(g),In this process value of ΔH will be-
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The enthalpy change for there action 2C(graphite)+3H2(g)→C2H6(g)is called–
The enthalpy change for there action 2C(graphite)+3H2(g)→C2H6(g)is called–
chemistry-General
chemistry-
This reaction is called
This reaction is called
chemistry-General
chemistry-
Which of the following is a nonreducing sugar?
Which of the following is a nonreducing sugar?
chemistry-General
chemistry-
Which of the following aldohexoses give the same osazone derivative ?
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kdEMnz2GQyMnPM68j1TylZHigly/N3bP9kO4ceN9M2t4pRO0lLyCmcP/k3PnaLJ75dhWaqkYZ4X+7fDeTJ8wTS0kV+WAABdx8TkdtK56I0xJItwrDIzEAn3e0ddPcPMTg8ytj4JLPLwqnWaVDODzHQ0kRtZTMt3WNMr5jWkVtldWmU0a5mGlv7GZwT+sKgRrc4wtDAED0Do4yMis9NUbn+EWaUhr/wMsXmY11Czswys12l5LyMJFoYkMyCUiqr62jp6GNoaobxlgJqS3Mp7V1kQS8qX9FFc/ZLop/GkF7Vz7DK0rMZFcy1llBZIDzM8kqq6xuo7F1C3BuJZIsRRqSjlOLkBDJyiyiqEE5IbRtdgzMsmXZpWO6kMfMFL0NiyawbZkwjhJxhnOG6dJKfhhGTWUereemdVdZmW2ipLKaguIra6lIqinIoahhkQC6GKNkyVCy2FVKYGE10UhaFpZXU1jXSOTzPnGirmrk+OnIjiI6KJqlymPEVI2v6BcZqU8mIEo5zRgNN4yaRZhT9aS/NJYWUlpRTU1NOeXERBeU9jMoVgSWS74wVCjlYWlbQ0dFOT1cnWo2cCiuxPkzuxKrRaN7SSCKxRpqaGqksK2F97duzlSWSdx+DwcD42Bjj42Osm9+4tl6sUsi1trZy/+4dAvweMTw0aMmVSKyH6ekZamtraGluQqWUy55KrAutTs+lC17Yn7Ix758qkVgb01NT+Pk+JCjAH53OuicTW6WQqxMd4AUvD25cu0JPd7clVyKxHhrq63hw7y5hz56avUKJxJowveBwxu4Ue3ZsY3Fx0ZIrkVgHpghcb08P5xzO4O3pjlZr3asVWqWQM3WC165c5O5tH/p6ey25Eon1UFZagqe7K/fu3GJoUEaVJdaFSci5nHPkyIF9LC3JCZkS68Ik5Lo6O3G0P42XhxRyPwlSyEmsncqKcvPQ1KOH9xkeetMeDxLJu4sUchJrxiTkuru6zBG5C+c9pZD7KZBCTmLtSCEnsWakkJNYM1LIvQNIISexdqSQk1gzUshJrBkp5N4BpJCTWDtSyEmsGSnkJNaMFHLvAFLISawdKeQk1owUchJrRgo5wfqaEeOqwbygnsEgfl9bFxWzxprIWzXnmdIqq0aRbzlmM/lphNwaRoMevU6HXi+u77Ut1Ez1sXHdegyrX9eHuY70Im8L60JinUghJ3kz66wZhb2w2NFVo7CrotP5yuaabI+wJyL7a4wbdsZsm1ZFeUv2VvL2hJy4HnN9WOyo6fpe1Yc5z1QfGzZXIvmuSCEn0M730V6UQOLzWJLyWumZ14qKmGK8OY/c2GjCQqKJz6qiYVSBegv2jH37Qk4YjNl2msryyc1IJTuvlNLmaZbMi/Ib0U210ZofT9yLOJJKOulf1KJfGWO0LpP0l8+Jyaigbnh5S+pCYp1IISd5IwYF832VlKU+52VsOoXNE8yq9Khnu4XNjSf+RQwpha30zhmE5RFop5luLaY0P4estHQKKlppnzFuudP4toTcumGe2e4SihOFHY3NpbR9inmdBs1sG825McSb9mgt7aJ/Qb9RHxLJd0AKOYF+qY2KiCuc3+/A9eeVNCwJb1A/wXhdGA9t7Pjkt4443E6ldnyFrdgxr6W5mZvXr/Dg3p2t7wRXJxkTAjUl8gVJGQWUlRZTkZ8kBFoUL3LaaZ/Sw7wQrVHu2J66yJWIaoYVOgyqMaYK7nDN6SynriVTOaxAKy3NlrNuVKKY6KKzroLKyhY6hhdRmCKpK6MMt1ZRW1FDfccYkyuv4hYqFgc76Gqso76ukeb2YWbewiLfb0XIrRtZXRHtt7NOXHclde2DjItn1aBfYWGklZbqCqpq2+idUKCSbfPdYFXFfGsaSZf3c8bTl8dFsyxoDGgXeqgNdsDbwRGvF510zK9inKyjKSeaFy+zyC2poLykmPyEF8Q+TyK/a35L27HOYMDN+RzHDh1AJUTdVrG+Os98dyIh507hdPYBL1rnmdNr0S7WkOfngdtBF+6mNdOmsAhbyU/PqpLl8U7aTTa4qoH2oXlhg9cx6heZH2ihubKMyvp2uiZXUJs9jjXWV0bob2uiqa6GuqZuusfVW3o/36aQUy4v01hTT1VdD8MLou2urrA0KrRDTTkVVa0bfdTqj3O9fuAcuXFaEu/j/dlpHhX1s7GcqQbDTAaP95/i3/6LEC/3y5jWiY5k1YBarUYtHvYfncR5NBoNFeVlXPT2FGLuKm0tLea8zfofpnOtrr7a/3IVVdtzom86YX8xiaL+lY1hC0UHvelXcLW/yb3EAZaUXYxmeXHY5i53EvrMR5qieLT5csPdjYNXixhTyT013wbrhllm2pOIvOCEh9sjomommNSKdjNXQ2HwJS6d9uZ+fB2tS6JtKiYZb8wjPy2ZVFNKSSQ5IZm04jZ6ZpWmO7hlvB0ht4p+tpPayAvccHPmUrgQc2MadOo5hoqeEuJ9Crdb0STWz7Ik9yh/Z9ANlVN25WPsrkQR3GTJRMdIpC03XM5xPlvB5MIY/c/Pi/t6iZvZE0yYRds6S00xJF2yEY50GuldanGUaU9JPRphH02C600273slkw0WaWZ2lrNnTnNw724mJyZER6h9c/nvmczfUa0y9xsb6DGulBFha4PrWX8ylKYxEBMj1IRew/PLswTVj4u/JO8M+gUmauKIvnYK50uPCSkaY1a3zqp6jLHCAB6dd8bxWjSZ7dOo1pQsjTVTl5dCemoamSkJpMTHkpBSSHn3PIuarZko8DaF3Eh7F7fPXuDSo2SKx1Qo9dNMNEbz1P0s7ucDiW6YZFL/467zBwq5CVqTfLn4hR2+eUJZC+GzuipU5Ugyj/YJIfffnTnjV824Sktvbwf5OdnkipT3I1NBXi7FhQUEPvbj+JGD2J08QUToM0qKisjPzXnjMd81mb5fbnYWhQX59PUNiGs0KeQJah6fxuvICbxTJxj8yvHUoBhMJfj4l5y58Jz09m4Gsi5iY3cXn5ft6E31YVhmteEeV93dOXy9RAg56S++FdaFQ7FYTOQZG5zs7hE/ZcR829b6qQq9iocw/P5lA4wZlujPDMZPdISB2S20La6wsjLKaO1L/N29eRBRSJNy6waoaqqruHLpAv6PHjI2OmrJ3WzWhZZbpj/yDDccTnD25Tj9ClP+Gks1EcS6fSocrnzSeowYt3osTvKd0Y9UUnHtU+wvhxNQbbKtJnuySG/oSeEYenI5c5SR1pcE257g5NkQchbXzILNjLqR9jh3jn7pys2YJmGb1+ju6aJE2LXsrMw32r7vk0x2tjA/j7SUZPbs3MZHf/w9yYkJlJYUv7H8902m72j6H329Pej0JptpYE1ZQdTpU7g6PCRpbhWlae7gah+lwVfx3O5EcOMEcpO7d4h1I8pOcS+9P+Hk5eeE1Bst8zY1GNsC8PU8x97z6TRPjrI6k0ZSgA/ePkmU9c+hWFGw0p9LUegFXC9Fk1Q7/XXb3mRMW3Q5OTpw0es8ev3Wha8Hqhq48qUdV0Wf0mCWAaKPmsvh6YkTuDg9Jm1BtOkfaX9/oJCbpD31AV4f7cLt/jOiSsqpKEsjK+42zh8d4f/6P91xDKynb26JqKhnnLY5zulTNtjbnvpRyeG0rdkL3Lt7B7/55b/z+1//ikP795pVtWnfvzcd893TSfN3tBXi8GV0nLhGrUgNxDnt4cQX5/Br1jFvvvYNDIstZLv8lqO213iQ0URvmjd2x5w4fSGMwrIySgvSKA45w/ET5zjsUyZErRRybwfhyWureHHGFncHX9KFituIhU7S9Pw2F3a4Elw3wlB/GrGXT7LP4RnpHcvi0TIhhM9MPSU3D2B79gY+edNbFpVramzg+tXL5g2bZ2dmLblbgY6xF2e46yy84+QVJiwXpGuJJf38p9j5V5Alp+i9U+hHqym/9gk29p44BxVSUlJCSX4aLz0+x/HcRa4mddKfcRmXPSfYfyGTb+42Pc5E9X2cfrMTl3s5JI4qePHiOR5ODpw6cewNdu/7JZOdNdlhW3Gun//rP/PP/+f/4OTxozifdXhj+e+bTN/RdP7o51FMTc2J61llXVVJtONRTu85g09aIdnFRVSUvsDP5TQnP3fmSeOkuGrJu4S2v5Diyx9jdzOJyA5LpomhEAKuenPQK4HODpHCD+J9xhXP2BFGTV2uCeMUg4UPubjnIJ4B+dQuW/I3mcHBQVzOneXyhQsmy2/J3XwGKoSt/+w0txKq2KgK8b+0FUSetMXT9Qk54rp/rIz8wRE5k5Dz/ngv5x9HE1/bQGN9PiVpD/D49Cj/9z+6Ye9fw9CSkpLiAkKeBBEa8pTQZz8uhT0LISw0hCsXL7Br+xfs37OL2zdvEB767I3lv08ynfvZ02CCgwIpK60Q1yi69rUyos7s4cjnbgS2f0vILXRT5P1bjtle4lZiPT2pQsgdd8Xx2kuq6uupqyqgJsoJ21NOHL5ZKiNybw3hwauriHE6ieNBV/zKWqhta6OrI5sX11w5u9ODJ7V91KRf4NqJ7Wy/20DH3Gthbe00K6n2nD5sy67r5VR29xMfH0ug/yNCgoN+dHoqngXTTy8PN7Z/8SkH9+3mts+NPyv3Q9LTJ4Hm9FJ03B3tbRvXs25gLMaJO/a7OfawhOwqURedHVRH38T/tBALjyrIlULunUI/siHkTjpewjOsitraOmor80m+uB1nZyHk4tvpTfDAca8Ne6/k0f+NPmiaqUZ/zr/3JWdvpJM0paKsrJToyHCeBj95o+37vslkK4MCHvPZRx/w2/d+yWO/R5tig03J9B1N5yoV4nVhwfQShSkiZxJyxzhzwIn7+VWU1NTQWJdIsKcjdl+YhJyMyL1raAeKzELuhMtdrsW10t7WTkdLLR3pFznvcp7D7s9oSHbl5YF/4eSJGwQJb0T1Wjs2ReViTvySo+5BXMuboLammprKcqoqRKqs+FGpuqrSPLUl9mW0WUOcOHKIkqJCakT+m8p/n2Q6b4V43hrqakX73VAMw7WN3Pj8CO53Qohv66Sjo46m8nCu7zqCs0cIueqfTMhN0p7iz5UdjgSU9lnmyKnRTWcSdNieX/yjK/a+lcwZtmZ8u7mpkevXLnP/7m0GB0zDoFuB+O7GTgquH+LMrpNcLFhi8rXL0U9XEmv/EaddA4iuFh5y9hXsHHy5n/hqjpyQ2W1+3PL24phPGRPyldW3xIaQi3U+zukdJ7kal0VKbi7FBeE8dLbj1HYPgmq7KXjhjPfBLzgY2En3guVQE/pZVgvPc/aQDZ+5pxFbUomziyOffPB7dn75+Y9Ou7Z9we7tX/LH3/6Gf/m//pF//5d/4lPRIe7Zse2N5b9P2v75J2ZxaHfyONmZmZYLWmMs1pnbpz5j76WXhCfmUFyUT5KvC9ePfshx8ZzmDVuKSt4J9KNVVN78AscbLwn5ao6chpHn9ty5cJFrGUMMVQTgc/AgB52iKBcdwVes9zFccA27D+w4H1hOjyV7s9Fotbg6neXowf2srKxYcrcCPUalKcJ+Gk+XAPMcuY3Zc6PUhN/i4m5XQpplRO5dQzdQTPGlDzl6+jzOj7PJy80jPyuZ/FBH7O3dOeQcRG3oCQI/+leOHbtP1IjptbOvUQ+VkenyC464+HLAt4abN65x1dudC+c9uOjl+aPS5Qte5vPY253k17/8d/7w/nucd3fl6qULbyz/fZLpvB6uztwRzrnJYTYxXCf0ymd7cTh/k8CcIgryU8iIv4fLp/tx9Hj2Ewq59VGa4+7h9ZkdD/O72ZAuKjTjKfjts+Ff/4sDNndKmNyi1zRbmpvezlur62omM6/ywPkYNv71NIzrzGsZGQwTTDdH4WPjxPWgUnpmuxnIEF7Gidv4xHZbgrTi7jTd55qrCweuFDKkMGxh8FbyNRtC7uVZO9zsbhEzqmRGqUSl6qQ4+Dpee84TXNtLVdolrh8T4ulWDS0zryl03RQraU6cPmbP/rtVdM8v09ndTnlJidnb+rGppqqKupoac+T35NHDuJx1IDkh3rykziuP7ocm00tApp9NjY3MTM9YLkjP2Mtz3BXC1vHFMB1TprpQMlX6jBj3z81Dq9kyIvcOsY52sJSSyx9jeymCwHpLNkoGw05y3dkJr8wZRsfqybtkg/PpazxtVTKnt6zhOZJPdeg5Tjg9I7x4wjKtYPPR6fVv5a1Vk0NsWCom/NQJnIWjnLJkatEmhqh8aprz6khAzSjD0ri+U5iHVq98Zn5hJ6hSiVLYYOXKPKomP+5fucwxt2c0xrsQfeBnnDh2nQCheV53B5T9eSTY/5qTXk9xftm7EQX2e4Dfwwf4+z78USnA75H5PBe9z/OnP/yWzz76Ew/v3uFJwOM3lv++6YE4V0jwE4YGN4JMQzVN3Nhmy7WIbKqUKlEX8yyP5/Dk+Ck8PZ7+dEJudbmGrNvH2Pt/f8jJBzmULpoWAxZeYtEtnN77Hf/b//Mj/nQ6jKKBpR/9Bd/E21xHbm2hlab0AB5cvcPj0ASSs3PJTong5ZP7+IYWUN63jG48n5J7O/nt+0c4cquAvpVV4UUOMJ5gz/HPPubXx0LI6V5AK43NW8A0R66GGCGQvJz8ydS8esttmpaXD7iy15NnDSMMD8YS4XGYL23CyRlQfS2yV3ppuX+Qs87XuZq/aJk7t/mYBNert1ZHtnQJHR3jMU488LDHPV3FlOVlQENbAlmXtuEQWEWOjMi9O6xrmK6OIOTI/8Ufd7vhmTzJvG4N3VwLhZf+xP4PP2Kvbz1148sstSSTGnCTm77PiUnLIjc7kfhgXwIeBBJZOsDAxkKXW8JbWxB4bZrplmCuffK+6HCduF8zy6RBx+piEXEeu9n2z59zNrySmqU16Si/Q5iGVkuvfYHDnVRedFkyTYyEE3xTCLlLSXS3vqTD/3OcTp7jXOIss18112WmGyLw2XsA74AccifU5hfChocGhTj68cl0HtNIXkF+HieEM+1of5rurk5GhoffWP77poH+fvO5TG94mxisasJnuyP3kmv5qip0NUTbO3DRM4T8n2qOnHGlh+bMUEJu+ROR0UTnsmn17SkmW9KIe+jLJU8/HkeX0DimsHohZ2J1cYCeoiQy07PIKS6hONdkNEtpmlBtdPQzzbRlBItOOZSwrDaGVUaM6gmmql8S9fgRDyOLqB8RdSEtzdazvohiMIb7Oz5k12cu+LcuMbNqEPejlozrJzjws114xNbTqRyhMyuIe+6X8XuZTVFtIy31FZRnPufJtWsExZdRP28eYN8STPM0Ll/0xs/3AaMjW7V4wjqrK8PU3d+B3bY/sfthE7WTq6ytCcOYdYsHe/+ZT5wieVanRLtVFyr5fqxrWegtpTD8No+exJBUN8OiXgi5hT5aUx8T8siPkKwueudNxkTJfG8VRSlp5OaLjrM4m8y0HHLK+pjeCsP7Gm9PyC0w35dPRtADAvzjyOmYZ94k5JZbqUkIIuh2ENGFoj4UUsi9M4g2PFsdSfjxf+bj47e4kbuI0uRN62dZKr6Ix8HtvH/sKbkd7Sj7okn2v8L5Gy9IKaqjvqmB+vIEUkLvcu1GDBkN49+I1G0mJtFletnBNOfeZCu3iq6SKk7/+5fYXH9JnmnZK9GmF7sjufGxsMm7LhLSs8z8jxy8/IFz5H5afpotuiRWwZppHbmXBDudwMHuFiGV40zoTB58JTm+rjjtd+Tai2oahXVYUw4wVBJFVGgEES+TSIsP40VYCGEZLbRNb+Uqcm9rZwdTJKeTyuBznLezwTmonKpRnXC6lhjM9cP/7B5sL4bzomaOr9ZHlki+A3KvVclfZE3JRHU0kZ57OeX2gMf548yvCqmkEba44B63zp3iiHsEqa2zaNGh6CqiIDyAsBexxCcnEh/6hIjwBPK6FljYuqAyPd3dX60jp9O9emV28xlsbuXysbO43YmncNyAbm2aycZI/O2Oc8bhPhH1U1+NlPxQpJCT/I2xyqp2maWZSaan5llSGzCY9mY0qlEuzDAzMc3cspqNdSaFF69TsLy4yMLiMstLwlNaWBTHiHOYz7V1vB0hJ4znqhb10gyzU1PMLKpQG4TnuW5ErxRGcnqCqdklljWrclV8yfdCCjnJX2YNg0bY4FlhX2bmWVQZMG9csCZssbA789NTTM4so9BaoqhGLdplUW5xiaVlkeaFHV5SWmz01vA2FwQ26HTMTYm+Z16BStjfddG7GDRLLE6LPmp6wdxH/ciNHaSQk0h+Ct6WkJNItgIp5CTWjNxr9R1ACjmJtSOFnMSakUJOYs1IIfcOIIWcxNqRQk5izUghJ7FmpJB7B5BCTmLtSCEnsWakkJNYM1LIvQNIISexdqSQk1gzUshJrBkp5N4BpJCTWDtSyEmsGSnkJNaMFHLvAFLISawdKeQk1owUchJrRgq5dwAp5CTWjhRyEmtGCjmJNSOF3DuAFHISa0cKOYk1I4WcxJqRQu4dQAo5ibUjhZzEmpFCTmLN/G0KuTUDerVpqyLLFkVKLVrDKkadEu3K0kb+shKV/ut9JNYNKlYWF0X5BRaW1ah/5F5h34etFnLra3p0qmXzdS8srqDSirpYM7KqVaI0beO0uIxCqUO/9iP31ZD83SKFnOQbCJujVylQmGzt0gorWoPZ5hh1KovNWWJJpUX31V5qwmaL8ksLlq2NlKK85ZO3wdYLuVfXLvojcX3LKp249jXzlnMa0SctiX5nUaESfZIRuU2w5PvytynkNFOM1KWSGHSHR77PiC7qpnd6HuVwFd25YUQEBBIUW0rtqBK9aRdK7QjjrcXkpaaQnpRAUmYZFe0zKN7SE7XVQs6oGmagKoHYx34EhedQ2reEQrfEQl8RuRH+BAZEk1w1xJhK7lAp+WFIISf5GiFQ1BOM1SQT/8QP//BMCjqFPdWuoBwooyg6gMcBz4kp6WZEZSovrPBMK82lWWQkxpOamkZaYRvd0+q3Jua2XMitraDoL6PkZSABpmsv7mZ0RYt+vovO3AjC/AMJTiinYUyJTio5yffkb1PIGRRMVYTy1O5Dduzx4mFqF7MranTzzUxlXcLjjAunH5TQMTXFfEscGYF3CHmaSEF9G+2tLbTmRxIb9oyn6T0MLG59aK7xNSHX39dnyd081vQTjFSHcvvAMdyuvyRnVoN2VY16Jpdoj9OcPX6d8JYZJl+LUEok3wcp5CRfI+yIfp6lGn8euNlz0DWaQuE8ald16IYzyfU7w76T9wnIHhTO8hyzHZm8DAzlRVIh9a3NtDeWUJ7wmKDQdNLq5tBazrqVqNTqr4Tc8vKyJXcTWdehFdee7+/I/hN38E/vYlG3ilEhxGz6RZxOueH4oJCeJd2P3nBc8vfH3+wcOXVzLDG27/HxjpuElc5acheh6TbnnS9xxq+E8eEism7YcnSHBxcj2pl89QDNFlMY5IqdeODCy0ZZ3OIHq6urk9s+13nk+4DJiQlL7maywkJfEg92HOOSXyZ1llxoJtXrHK5HfEicM6Cw5EqshDU92sUxRnraaGvrpH98kWWdEYN6ntnhTjpbW+nsG2dGYTDFnbeUtyfk1tEvTjDW02E2XJ1dw0ytGE3SQaBFOz/McFerqI9eBsaXWTGssqqeZWagXdRHB539U8wqRQdqLi/ZOoQD3BeM3wUndrtn0/PKuKgqaH7hwo6TT4mumkYznU32fVtOuj8nVoi2jXaqQNUSzF1HR5yuJlI1v7bl7deEp5srJ44cwmjcotaxVEx9pBNfHnvC8/JpS+Y8a7U3OGd/iXN+9cJSS94N1lnXL7M01kdvawtt3UMMz6vQrZpszAgj3V30Ds0yr34VPlWzPNrHYJewMR3d9I/MsfIWBfnWC7l11rSLKKf6GOlso729i57xBRR6A0bVnLCvor9paaW9f1zYYz3GH3ntXwk5VUsssaff57PtF3mc2oViRYFioZuFois4OV3H5W4Urbk3cNrlyEcO2UR2r79m3FcYzH/I7Z0fcTaghLQhNZPjI3R1tNLaIm6q6CA3I3W0t9HT3U1szEsc7O1wdTpLZnqaOa+97c3HfJfU0txEV2eneX7g2pqpoSlZ6E3Gd/cxvG9Fk68QdaFYQiEMS5SzA87HbpM4q2cL/FDJVmIUAr0rn4xHrly6cp8nuQOMKvRo5npoiL3JPW9PboSXUjOsRm85ZKuoranmyqULPPbzZXxszJK7uawb1ajHW2kqzCA9KY6U5CQS4xLJKG6la06FYW1JtPNM4m97cfm8H5Flw4yqNWjmG6h4fptbzld4EF1B/ZTGJDMkW4pocX1PCbhwll3nYqnqnxU2R8HKUDpFT53ZYfeUhPo2ujOvc233FzhFdVD3+oimrpvcy/twPHKGm6UrjK7ohJM7LGxbo7Bxm2eDTXa2s7PD3H6PHjrIts8+pko4JSYb/Kby3y21mPsJkw2enprCaLbBgsUS6qPEtR95QFBah+iTVlDMdTGZd5HTdpdxCWiQzvQ7g5G1lSGGCoLxv3QejztxZHVMo9AssdScSG7kQ8Jy22idF46iapHpjgpK05NJT44nIS6WpORsilqEqFEb3tqcx96eHpwcHbjodR69XmfJ3SyEM7U0yHRNFKmPLuLu7cfTnA7GlBp00w00xd7mqsdVrj0roGHCZIsth/1AvhZyrfHEn/4ln35wDJebkeQU5JOfHkWmnw17bK7ictmPmjBbdu305E83G8mctxxoYa42grCjP+fAlSQ8opu5ftGTj37/G379i5/x+9/8apPSe/zx/V/zi3/7X/zjf/3P/J///b/wq3//V3Oe6bM3H/PX08//9Z/Z8eVnpKemoFKZbqiWxf5kHu3eLQyGNw+z8snJSycv4xEXdh/i1LF7ZiEnjYiVsW5EM1pL6fVtnHG9w50iIVqEK7S2ukL/i3PccjzC2ah+OuZeRay2jqrKCi5f9MbP9wGjIyOW3M1EeLz9RSTdvIxvSAp5A9PMzowz05PNiztCtPqlULeoQrlSRbybLeeOXiOqT8W86ETXVvupe3ETzy/suJPeQod+bcvrQ2IScqE88T7OJ3uv8uRFMnnCBhfF3sDX6xgf2TwhpaGAinAn7H63l8uZI/R8IxCmoMVvP66HdmP3YpTiliFuXvIQtu2f+O17v3yj3fth6T3+8P57vP+rX/Df/+H/4L/8H/9ffit+37DBbyr/19Pvfv1L3v/lz/ni048IeOyHUmmeCAhLZTREOrB9xzncboaRU1hIfmoEKb7H2H7wPC5BjdIGvzMIC2FYRNPgKxzAM+x3T6FhSitEuRBu3Qm05/oQ0z/NkGGdvvxcQq7eIrSonfbpGWam22jKfMq987cJF2Jv6C2F/7dWyIkaWdWgH04wT43YfsyP8OIRdMK+rqt6mMz05tQJb5wDqpjW/fj+5ishp2yJI87+13z22TmuPyukU3hY3S1FtMa6YONwA5eLvlQ/s2HnrvN8eKuJrDnzrfuKudoowm1+xv5LSdzJGSc7PZUAP18e3r9r7qw2LT18gIerM18KT3Dnts+55O1lzntj2e+Y7t25RUjwE7NnqNebBiVU5qFV3z0HcfF8RHR7N51drXS1xeJrcxKH43eEkNPJiJwVsjrbQcOtzzl3IQDfr8fMmUtyw8/1GM7JSwwpYXSwh6yMdLO4N6WMtNTNSeK5MJ33vmhzB/ftwe7kCcKehZjz3lj+O6aUpERKi4tZWLSEaebqaXzuxvGjF7mb1M7URq5wFMdpCT6Hl+05LqR1M7rUSJb3WdxO3CJJHLphzubpSn3Epc/t8SvuZcCcJ9laRM33hRB4wY5tNoGklDbSJWxwT0UoMXft+cL2Ccl1uZSFnsP2/X1czhj+ppBbV9IWsB+3wzuxjRqnYXCenIwUs20zDd+/ye794CTs7V1x3g//8Duzo37n1s0fZ4PFsb4P7hEcFEBpSTE6nSUevlhKfdQ5duy/jM+zPDpFx9vdXEB99DkOn7iAS6CMyL1baKAngHueruz3LmT41WTNyWymmnzJWl5hFgOJ0Wkccwolf3DFMp9Tj7orgzjXXZy8EEpEy4p5tE+rVjE1OSkc3WHGRkcZ3aQ0Pj7OiHCeS4qKOHnsKOcc7Onr62VqSvyvN5T/bmnE7JAvLi6wZnwtvLaYTdkzJ744EUpyw6IlcxJd5TVO213HI7jZYnN/HF/PkWtNIMHxj3y5/y7Py4VKMyP+cet9Lnjdwe1eDJ15N3HdeYLf2CTwpP11GadhuMCfmzs/wSmolMpX33eL6O7uEsbjhtkITE191UVtIkoW+9Pw32fHjaAcGi250Eb6JXfOn7xLyoJBzs+wQgyz7dTf3Yaj8yW84/ro7R9gsL+bykcnuOJgg3vKolnINVYWCifhvHAanMyOg6eby6YkL3c3Lni6c+TgPnM04pMP/oC97UnhFXq+sfx3TSZj5Hv/PiOjG8O0uqYoYl0+4EOnaF42WSIcFlarbuN/dj8fu8dT2ltK5g1nnPe7EFDdTfPAAMND5aT7X8LpszM8Ku6RQu6tYICBZwReceegdx69rxSKuorWOG/2O4aLjqCdgexrXN3xKSdFB1D9up1d6yXn8kEcD5/lXuUKC29hktx5d1dOHD1smY6yBSyV0vjSnd22z4ipmLFkLmBsvIu70w3cA5uEyy15Z1hXi845iIceZ9hpH0Z+QzeDg4P0FwVSmXWbtJl5cffGCU4vZP+jVkaXX5uwsdTFcPghdh9051xkLzNCzDc01BISFGieD29ySO7fub0pyRRcMp3P1H7/+Nvf8PGf/sDtmzfwf/TwjeW/S7p7y0d8zxskJ8YzIYTiV+poPofyEEe2HfTBP7aCgeEhhjqKaHrpxMETV/F61mySvz+aDSG3vspiTRihR37G7z85j1/m0MYaaboBNCXeOJ4SD+y9bCGg8kj2tuXQ3stcjG5nZH6JpWXTmj6VFEfdwtPuLtGVI0J1by3NTY3cuHaZ+3dvMyg6nk1nfZ6plihufroPlxuxFBvWxY1ZY01XRvRZG+z2XCJqaIX5tzWYL9k0Vuc6hZD7EvuTtpy6m0Z6Zja5mSlEuW/jrM0J3JIXzEJuqKedmOgXRIQKD1GkyLDNSc8jwnkRGWF+0WHnti/Mb/09vCeem+dRbyz/XVPIkyBSU1KYX1gwX+d8aQBPjv+Sz72SSe761lhFexChLof43ckg0tvzSb11DofPD3HxeQpxWdkU5YXj53mG4x/a87CkD/lO7VtgTYWh9RF3nE7y+Zl4asa1G53BTA6lQXZ8esiXkOIxlIOpZN45js2lWGIqJ1hcMq13OcZsVxwBHt5cupFA9dLapnj5/xEanc48R/nowf2srIgHZtMR9nYqW1y7LR/vvUdg1uDGCxy6YRYLvDh11BXbO+VMGeSw/zvDupAk3U945H6cT/Zd4+nLZHLycsgI9iQu8hJJkzMs0kpEXhY2YYNMKF6zS6p+FpPOsG+nPTb+dfQo1WTnZnHpvAe2Nsc5Y3cKh9O2m5Ic7e3MP48c2GueVvXez3/G6VM2Zmf422W/azojjrcT/YcpuGSaQ/rVywsLuVSEnOaL7c543YkguyCfvKRg4u4e4fODl/AKa91EIWeYoy/tOpc++q/8y88O4fS0lr5FJdrhPLrDjrD/kx187BRDce8I060plAZfxf/WA548jychJYn4sEc8Mb0OXzTI6MrWT1bc8p0ddD20Z1zh7K9+yy6bh7zoU7FiXGK5L4oH+z7is9/bcSO3j/7NftFFsuW8isidc/fhWsYM07NzzM1O0ioeNp9zNrgkzjKgAL1WY17sen5ubiPNb05amBdeqUjZWRm4uzjhc+MazY2NLCzMv7H8d01zs7Pm9bxWVzdCMctVIYTbvc+nLjHEtXyrW2/yJ9jlCH9yiqKgu4i0my64HvYirH2SAVEfC/MtFIfexP0LBxmRe1uoR5nM9MJ158e8t/cBL+qmUK7p0LVH8tztU371x7N4RDQxqZlnriODBN87+PmbliBJIeWlcDYe3cYvPIeCrmXzcNVWi5utXxBYi6Y1kpfun/OrPzjgFlrLmE640zN1tIQcZccHO/nCJZaKcSGALUdIfmJeReQ8z7LHKZaq3knmhO2crY+kufA+GSZbSzehwnk+EtDJyNJrYWNFLzOxduzZ78zJoCbmjEZh1+YZHOg3v13a09NN7yYm08s5OdlZHDt80CwSTdOqTHPm3lT2uyTT+Xq6u8xDwCqV8rWIXDZlIefYfuQhzzLbmBPXND9WT3+qJ8dOXdvkiJxRyVxvJWVJEbx8mUlB8zgzKi2G+T6mm7PIEsYiqbCDwUXT3IVljBON9NSUUF5dT0NTI/UVVTS09jOx1W6ghS0XcquzzPSUURgXR2p2HW0zOrRrajQzrdRlJpKckE9lzyzzW/1qo2TTMUXkmu/vwO3aUx43WDIFC6leBJ23xTVlgaG3MGZeX1cr2vAlAvwfmeeBbDar47kUPTjIZ3tu4583/lpnt8Zckhd3z9hgG9lI52wjOdfc8D59jzSTgDWXWaAnI5DrO88RWNbHoDlPsqXohaMobE5JaiJxmbW0jCmEzVlldbqNtsIk4oTNMb3VZ56Xu6ZksauGxupKqhubaKqtoqq0hrbRpbc23WPrhZwB/VQb7UXJxCVuXPviqhByynEmGrNJTxACttjUJ+nk0jjvDEKS9AXz8OJ5jl4pZvTVHLnpPKZbA8hVrDCPgmfhmew4l0Lj/GsSfKaeOp+dHHN5iE/R/Fu5pybR5ebsxLXLlyw5W8BiLhXh7uyyiySt8dVzMo2+9hZnz93iQmjrpqyQ8NUcOWtC7rUq+WGsouwvItPll+w56oFnmug8DesYtXO0Bx7Ebe8n7PcXYn1idcujylu+jpxxjMnqCO45e+ETmEhRW494Vjrpbism6f5lHtwPI61/lumpPMJP7ODAp+fwb1lkyrQNkr6NkgBnTvxiJx7PK2lQr215fUisC7nXquTP0M2wUnYFj8N7+eOJSEqGVBjWV9G3hlGd4E5w6wi9OihPy+XCuZuE59XQ3NVLX1cLtdmRPL3oiV98JTWvpuhvIW9jQeA1vQJddxiJV/by3mdX8U3vRSkU6vpSM4Oxduz48hRHbhQwrPrx/Y0UcpK/I7TMt6YR4/45B4+5cCG+nxHxZOkXu6l6bIPT/p2cuJtPcb/mb2BB4HXz1nsT5c+JeRpAQGgcSfHi91Bf/MMzyG5bRLO2wFJfLE9O7+HIbjceFAwyZNrjc7mSXF9HbD8+hEtAHmUzckFgyTeRQk7yZ6wMMpZxFe+jB9h+JoSk1llURg2KmhDSg9y5n91Cg2gq+mnxM+kxgUHhRETHkxwdROiTIJ4kN9A+pX0rTuPbEHLGlRGWKh/zwvsQX+y7iE9CC+P6dYxTVTQ8O8PR3Sc5cSON2knNj7avUshJ/o5Yw6CcY3qwg+7ufoZmVGhMwzUGJcvjvfR3ddI7Os+ieuvXkXtrOzvo5pmfHGNkdIKpyXEmRocYnVGgMI9qCIGmnmair5PuzkFG59VC3K2xvrrEgmmF9vZu+seF2NOZXvaRSL5GCjnJn7GqQTM3zFB3F519k8yYdywwsqqYZHZsgNG5lQ27s67BIPLGR8cYG59kanyYsTFhm5YNGN6SoXkbQs60jpxhaVz0N910dA0xPKtEK1Tqum4ZxUQfPZ099IzMsazdxHXkrAkp5CTWjtxrVWLNSCEnsWb+ZvdatSakkJNYO1LISawZKeQk1owUcu8AUshJrB0p5CTWjBRyEmtGCrl3ACnkJNaOFHISa0YKOYk1I4XcO4AUchJrRwo5iTUjhZzEmpFC7h1ACjmJtSOFnMSakUJOYs1IIfcOIIWcxNqRQk5izUghJ7FmpJB7B5BCTmLtSCEnsWakkJNYM1LIvQNIISexdqSQk1gzUshJrJm/WyG3vqpCOT/OxPAgg/2DDI/PMKfUs2rUoVueZnJ4gKFh8fmCCs0W7+fz1oScZp7FyWGGREc7MjrJjGrdsn3IKquqOWbHhxgaHGZ8ZpkVnRGjTsHyzCgjg6L8+CwLKsOWb/UksU6kkJN8fwwYVoTdGR0SbWaE0VkFSoORNZPdmR5ldFDY5Yk55oXdMW7xCvlvT8jpUc2OMzkibO3QKOPTy6at2TdYN6BTzDI9ZvpshMn5FVSGNVa1yyxNjzA8MMSoqI8ltdxiTvJN/m6FnFE1xEBFNGE3r+Fx9jp3QnOoGFpCrVlgvjmZeL/rXL37nPiqIaY1W2tFtlzIra8KgznGUF0uhemJJMTFk5KYQmZFF71zemFOdSgHKygMu85tn4eEZHUxsKhDs9hPW5o/ATevcj+qmKpBJWq5t5HkDUghJ/nerCtR9BZQEHqL6zeCCMluZ1ihRT/fQWdGAI+u3+JOeCE1oyvotnjDyrch5NYMQpANN1CdnUpmchzxcYmkpBdT07fAohBsrK+w0JlPVtBlfO4EEVk0yJhCj3qmg4aE+zy6cQPflxU0jKrRWs4pkZj4O47IzTDT/pL7B47x/v86zZm7ufSsCM/PqEfXHU3MTXt2ngklpWHK6iNy+vFqGmJuci8omYTyAUaGRxhqLSTz0VX8wjPInwL1VDt1D/bh5HyJG9mLLOrXMOpX6Is9z50zB3AMbaN+UnqCkjcjhZzk+yMczIk8yoId2X3sLv4ZPahMETn1ILO5l3GydePMvWIGlX8LEbkFBote8uL2bSFY66kbGhZ2uJH6rDAeXQsgpribKVEfmmHhUF/bxmm3+9wvFo6zEHhG7Syd4Y5cPXMCp6g+OueM0g5LvsHf8Rw5JcqxDB7ttuHf/pszjv51rFg+YTaFLL9zfH4mlqLurZ8v0dLcxI3rV3hw787md4Lr43Sl3uPmERu8XwgDsmDJXx1lNM4Nz9PueL7oZWB2mI7APZz3vsudaksZwVzGZYKc9uIYM0nnoiVTssXo0S4O0t9YRkVxJTWtY0yJzsygm2W6p5a6kmLKqjvondZg3itemHX1VD899ZXU1dRSXdPOwJzW8tnbYUuF3LoW7Ww/vXWllJWI+uiaYEZtYFU5xWSnuN5iUR/13fTPahD+h8SaWC6lKdqZbceCiCyZtmQKm9vgg4vDRRx961BYcrcSnV6Pm/M5jh06gEqIus3FiGEomRdXHTl+xp+U7hVLX6NF3Z3BC6d92F8JJ25QCNuZVppuf4bDpRD8G82FzMzEOXHfxQanpCVGlZZMydaxpkczN0CvsMGlxaXUtI8wqRA2WD3LlLDB1UX5FJdUUd87xZzOcoxhmvGeZuqrKqitbaCha5altzQXaWuF3LowwfOi76mnsaaJtqEllvQa1HN99NYWi/qpoqbN1EetWqZq/Xi+l5BTDKfjv/8o7/3Pk5y6lkLr6DgTE+NM1QYRev00nzt+LeQMBoP5AVcqlag2K4nzqdVqystKuejlyc1rV4SoazbnmT574zHfIZm/oziHXida2HwayTdt2fbZDaKap14zimqYfIGvzREOnwolvaebmidHuODqhVfiGINj40yKuqgPOcutMwc4FzMhhdxbQzwkUxXkBnjjffI89xMbaVvSodcM0JX7mLt2jnjfSyR/VINKv8x8VxllGUmkpKaSnZFOemIs8WmlVHZNs2IasbGcdSvZWiEnnof+XPIC3XFw9OF+QjMjK6I+FrvoS7vFJWd3XB+kUzW6glYKOetiqYymF87sPOTDg5fVTExOMjncQH+aJ7a2F3ASDvaypQHrhdh6k737UclkZ0Wanpnh7JnTHNyzi4nxcTQa8Wy9qfz3SCY7rBU2eN2gYCbhLB42h9n9oJHB5dca6VIPQ2GHOHDEnXOx48xNtdL4cAeObj5cTRtjfHxCfJ9+6h6f4MpZO1yTFhiRQm7rWdOiHK6i4PFZzrt4cj2mla5ZHTrFGF3p97ljtw8bh7s8ze9hyqBDM99Le0kGmSmpZKQmk5kaT2JsEhmVvfTPbb1LvbVCbo21lRGGc3x5GfmM6MYZprRKVsaLSL/nhrvtJXzTWulY0m9apPh7CDmVEHKp+O/bw/v/+Uv22t3jZWo6OdmZ5Ie5c8HhCB85xFHSqzBXUn9fL3nZWWSkic4yM2NTUq44X0FeLo8f+Zo9QVub44SGPKWwIJ+crMw3HvNdUlZ6Grl5BTTU1aKtvc8Lr8P8bu9jEjrnX6tovXBDswmz3cfRXT48q++kJPAo3rbHOH47jaS0TPKy0ok8vxunY/txfDnBWwhOSswID8jYQ2ngBdy+dOBx5SjD5vwFppqiuL39OBcD82gSHdtch7hHnh7cCU6ndEaNRq0QIrCU+NsXuHo5mMxBLStvQclVV1Vy+aI3/o8eMjY6asndLER9zJfREOXErqP3Ccgc2GjHxmm01TdxPSM6/TulTOjX3opolWwiyxW0PHdk+46zOF8LITM/n9zkMJIeHmPHQQ/OBTZ8NVLS3dlBlnBUTOlNdu+HJJOdzc3JJjkpkd07tvHxH39PYnwcxYUFbyz/fVJaagrVdUKIzg7SGbAfh4P7ORY6yPjrQkw9zHKKI4d323HkcTNDk+3UP9yO/Sl7bO+lkZGZRU56IhFun+NwUgi55AXGNjtgKHkD6xgVI7T6H8DDyR2vjBUWzEZnjbmihzw68Bs+OfiI+IYRDJpK6uNvcd4rhJiSfubVwg7PdzOQ7cPl8/e4E93K1FtwqHu6u3FydOCi13nh9LwKE24Swhkx1D+gpCqa1IX1jTma6+0UPPDAZacrwU1TjK1t3hX+oIjcr//nSU5eTaZleFR4QGNM1AQSeu00X5yLNws5rUFDWlISjqftOHHkEKdPntiUZH/qJA52p9gjDMivf/EzfvvrX3Jw724c7e3eWP67JtvjRzltZ8+tG1cZTnMj8aoNH+x+RGz7rEm+WRA3WpvFM7tDHN93j4iWTiEcjnHJzQuvhBH6R0U9jI1S99QRHxmR+wkYojL4Cp5fniW4eZpJc56Khc4E7u84yY3wcpqmW6gNOcOR4zd5mNZrGpCysMhAtAdXhCi3DWmh8y14hHW1NUI4XuSxny8T4xOW3E1EUUVbrCs7j/sTkjdmyRQNsukO7ucuYn+/mkWp4qyPryJyN7kfXcXYxATjg/X0pXpw6tQFnB/Xi1ZvjgkQ8+I5J48dwfbEsTfavR+a7G1PYiPO++//8s/88z/+D7ONP3fm9BvLfp90RAi36zdv0t5YQlfgfpyOHODwkx5GXh8rVg2xmOzAwf2OHA9uZ3yqlYaHOzlrisiljjI6Nsb4aB81/sc3InJCyMmI3FtCPU1P4AG83by5mL9mGsMyo6x4zJMjv+Ozw4/JqMhhIvcsj8/sw+5RFWXjr2ytHv14JiEOB7B3fEBMnxHlFo8WmObXOzk6csnbi9XVTbb5Rg20+lHbGk+WUHEbAaEBSv0v4rnLg/DuBV5NjNgMvldETjmeTeDBM7z3z+dxfdL41Y1iLp3cIDd2uiRR1rdiXpKkqaGBl8+jCA99xvOI8M1JkRHmdOPqZfbs3Mah/Xu4f+c2L6Ii31z+O6ao8DCiIqNIT01mRnT8ZQGuHPv4DA+KRy2CwIS4G73++NgJceqdQ9XoAK0hR7ly9REP6yxFBAvZNwjxOIJrwoyMyL1VhqgOvYz7xwe4/DyTrOZW2luLyYu5h9vHJ7j2ooqShniinX7Pp66xvGz61ntsDb4EO+3gt3ax5Io2rDTo6OvppqykmOKiQkrFz81IpvOVl5YQFODHcVMH6GBPfGyMebrAm8p/12SKiFSWl9Hb04NGK9wPZT3tsc7s3n+ei/5pNLW10lqXR+2Lcxw94ckZ32oW5LCq9bFcTkusJ3tsQ4gun32VCc33Oe9yHbeARvPyHKaFkmqqqogQ9tdk395k935wEjY45OkTPv/kQ37/m/cIDgr80TbYlEyjK2lpaYwNdbFQfJkbtofZ5pJJ48JrHsdiO63393LM4SbXS5dQzYq/fXfhej2cJy2WMoK5ZHf8z5/BI21ZRuTeEuvqKXqCj+B1+gS2AVWU1jbT1tpMWYgbF3Z9wEeH/UiPv0u513s4fryPizkz9L0+J251goprX2K//wgemUtMCYGhUiwyPjZqHr6fFE7LZqSpqUnz+cpKSzl5/JgQc2cYHBxgdmb6jeW/W9qYZjYzPY1SJfqWVRXr7UEU5D7Cr7SJKqGH2ppTCHY9g/0uL8K65n8iIbc2zVRLGFc/3M5//98OcuBS5sZbq+sGVjtDCPfaz28OBBBbM7Hlr763tjRzc6tedhCCdbRMCFBnOy4HZ5DWNsjI2AijfXU0RV/khs8T/AtNaxeJm3PjQ07YuOCepmDBsG5ea68n3J7LBz/k8ONWqsc3bzKj5K8xTHXYZVz/tBM3/yie5wuBU5xATOAl7D84xrWXlWSXR/HU5pds904iseNbsxNEG45w38uvj4SQ0rXInFZBWlICF8974OHihLen+6akC+J8l7zPc+zwAf7w/nt8+uEH5ojylQtebyz/XZOHsxPXLl8kJTmZuSXRc2ma6Iw9x65dZ3G+HkaeEHtFmdFkBZxkzyF37H1rpJCzOowYx9Mp8j3CH768zO3ELtSme6gWnVCmC8f22nLwSh6Dqq23O3qDATfR5kxTXExzlDcXIdwWy8kJvILLmTs8L2mle3iUsZF+2ssSiLjgxJ3wAsoW11ENlpDn8RsO2F7jSu7GGqZr+lk6gg7hfmgnx5720TZrlFMI3gLrmmmzkDt/cj+HfVJJysynpCif5HunObftAz44+Ii0sAtk2f6cE384zs2iGYZevzGrSzQ93MHZg3txiBEib0ZHZVE2jx7eI9DfTzi//puSngrHI/CxH1cvXeTDP/6OLz75CD/fB4QJR+JN5b9TEuczfcenT4Ior6hlVSOcq55n5KT6cD0pl7ScHEoKQrljewKbnV6Edi0wY7nszeC7CzldLz15t/H8+DP++T/vYLfbc/IHltEYllBU+vLo9Jf8Yc91/LJ72OqRKfNbq9cuc//ubYYGBy25m8eaVqjrujgiHj3A93EYMUkxxL8QN9k/kqTyfib1ayz15JHk/if27TnBuchOepaMGBQD1AbYcG77n9h/LYPsLvVbfRPy75shqkKucX7bGfwr+ujRaNBoJhmufc6tnbbcelFBcXMSMS4f8MXZSKLqv+Wm1/sJb2kfHzglUmRa/29VQ7kQP08CHvPY96F4UE0P649PwYEBZkPi7urMl59+zP7dO7l57SrPgp+8sfx3Tf7iO4Y+DaZUeJnLSp3o3Otpj3Njz/H7BKR2mieja1aGWa64gbPjRRwfyoic9aFB3R5DwoU9fPiZEx5hNQxr1zHOCW8//DSHv9zHbo9YSkeUr00J2Rq0lrdWjx7cj1K5FSEvgxBp5VS8fIB/QChhL+JJfvmE0EA//KPLqRsxvYFuYK4pgSiH37HzoBPn4wcYUxnRzbVRdm8/p7Z/waHbhZQOajdtUrnkL2OOyD05zEVXd86nLTK1ojbbncnc+/gf/YgvjvqRGX+fiou/w/GT/XimjdH1+tQ0wzjlN3Zw7thJLuYp6ZpQ8CI0kBPHDpuH88/YndqU5HDaVvw8ycH9e/n5v/wT7/3837CzOWF+eedN5b9LMn2/06dszD8jo6LRrsxBXyiV9S9InNGwaJoHqGkl+5437nu9iPjJInJGBYrJLtoqKynKq6KmdZhJhZ7VNT362V56GyupqOmgZ1KBZos7iLeys4Nhgcm+Tro6uukf7Gegr5uuvinmVBsXZ1BMMtpaQU11PS1Diyzr1oUnqGC+v4Fm0+vUHWNMLsuI3NtjWAi563jvdOFZ6yxT5jwNS91J+O49za3ICloWm6h9dpq9e65yL7WPr6fO6BiP8+auw3HOPBf3WYhy0xyjpcVF84sIoyPD5p+blUxDBSlJiTiddTDPk6sWz9T42Ngby37XZPqOpnMsiu+8alpETFlDe7wHe08FElb4ag6e8BJbH+DlcoWzD2tYkmEKK2OV1aURRttqqKxqpnVonhWhUNa1CywONlFfVUNN24h56Z2tFi5vZWeHdTXauX76unro6R1gsK+D7u4e+ma0CP0qMKJdHGWwqZzq2mbaRxWoDELYaheZ6amloaqK+q5JZpQyIvdWUE/TK4TcJc/LXC0yWV9LdlUQz078iW3Hg8iuymcu2x6/U9s5KJzJsq+mB6/CUjERZ0/gdM6XpLE1FjR6Bvt7qRb30TSnePNSLbU11STExZnn2J88dpSK8lLq62rfUPa7p9oaU6pmYGAQo24FOoOoa08iV3hVG+1vmIrAq1zY70Vkz082R+7d4a1t0SWxEoRvrign6eJB9v7rNtxiGmhSr7G+OkhnxjXO/OwPHPKIIndOiPPODJ5fu8ith2EkltZQX1tJTWkSEfd8eBQYR+GI3tw5bjX1daY2fImAx35MTW7Izs1jFcNgMlnXd/DL3zvi/qyOWb1wNBRdjCWcZt+ne/jkXDwNwlOUW8hJfghyr1XJNxGieqKeAq/fsm/bHo6GCAG+LBxiwyJ9MS64/vo/8U+/deVhdjOKuRKaEn24ctmPJzEFlNfWU1eRTWHcA+7cCCEsvZPJtxABMTnApukB1y5fsuRsIuoJ5jLceP78LkGdK8wZdBiWCnnpvIddP9/PhfQOOjZxBywp5CR/A2jRzZaR7eeO+zFX7sTV07IshJy+j84sX24et8XdJ5bsUQPqVSUrQsxlvQznWVQSaSlxJEU9ITShhJIe1VsTNlWVFV+tIzcyvLFYyuahR9eXQ+4jZ07ZXed2XCNDmjXWFjrpTb6O9xknHG+nUjG8suVDcJK/TaSQk3yTVVQjNRQ8ssftrCuXX7bSOb+KUTtJd+odbtns4LDtLYJyepkV+mV1oZuW5FCiI6N4mZJGakwkz59GkFI9wPBmLun2H2BafuTVOnI63bdefvuRrK+MMJpzn5cRT3nROM+MToVuqojUO864HPfifmoLHYrNU6tSyEn+BjCtI6dBrVhgYW7BPEdMb3pG1g3o1csszc2zsGSa92YJca9p0apWWFaYFiFdYUWxjEItxM9bHAff2i26RH0Y1KiXF5ifX2JJJbxB04Ub9ehVSyzOi/xlFRqDXEdO8sOQQk7yTdZZW9WiUQhbK+zLkskGG4UdWl+12OBZ5oQtUqhfDfuvYdSsoFxRoDAtBm36uax8azZpy7foWlvFIK5buSKuUWfEuG4aIRJ9lLDJC3OLLAubbO6jNgkp5CSSnwC516rEmpFCTmLN/B3vtfruIIWcxNqRQk5izUghJ7FmpJB7B5BCTmLtSCEnsWakkJNYM1LIvQNIISexdqSQk1gzUshJrBkp5N4BpJCTWDtSyEmsGSnkJNaMFHLvAFLISawdKeQk1owUchJrRgq5dwAp5CTWjhRyEmtGCjmJNSOF3DuAFHISa0cKOYk1I4WcxJqRQu4dQAo5ibUjhZzEmpFCTmLNSCH3DiCFnMTakUJOYs1IISexZv7OhdzG1j+6lQWWZmeYnV1gwbwdkpE1nZKVhVnmZkRaUqE2bN1+R29XyIlr1ilYNF3vzDQzC0qUX21QuYpBtSzqYlrUxTwLK6ZtSda+VRdKVHIrJMm3kEJO8sPYsMGqpTlhX4RNWlxhRSfsr2n7NeUSi8JGzc4tsGjalm0Lt5x720LOqFGgmBPXJmzq7JzCvN3eBgZhg5dYmpthZkZc94rW3B8Z9cJOL5hstrDBi0rUemmDJV/z9y3k1oVwme9hoiaWjGe+PAyMJaV2hFmNBs14LdXxAfj7BhOa0UjPvJ6tsiNvU8iZNr8dbiwgJyWJtKQ4EtOLKWubZtm0Ydz6Egtt2aIuHvLgcQxJNcPMmOuintrEQB4/DOZZRgNdczrL/nISyQZvXcitCwfDKDo4k6PxjR7NtB+iSCLT9HPN9Ls5+1We6ABNv8te8B1B2OC5Ljqyw3j60I/HsWXUj6+gUQsnsyGFhMAHPHySRFbzOMLsbBlvT8iJ9qceZ6CukMKUOFKSk0hOzqeiY4p5UwdjXGCuM4f04Af4PYomtW6MKZMNnm2kJiGQJ/cCCU9vpG1WK2pOItng7zwit4ZRPctKawjRN+zZY/+UhPpJVKsGVqcraYp05sjJa1x93sicxrhlHlBjQ/1XQq6/r8+Su9loWJupIO9FCIGBCRQ2d9LT2UFHYQQxIU8JTO1hYFGFfiSeWB9RF6eDiK0ZR2VYZXWmhtbnLhy1ucLlyAZm1FtXFxLr5G0KubWFfoYaCikqyKcgN5/y1jHG1K8+XGK+p5Ly9HgS04oo65pmSadFN91JW1EqKYnpZFb3MLhkkG34nUDYYEUPo5mXOHfKBYd7hfQq9KwalKhaQgjytmfvuUiyO2YRZmfLUKnVXwm55eVlS+5ms4p6opHyUF/CnieT2dghOt9mOiriCX8UTERyHcN6FcuTeUSds+Gs7W2iuhTMi/7IoGqhJNgL151nuJPRSrtqdcsCCxLr4+9cyFmYiiH5oRNfnkmgfFi7kafvYjrTk32n7nMrvmcjb4vo6urkts8N/HwfMDU5acndXFaVU3S/dMPzrDcXIjuZsuQzV0J+oAt2J+4SUTnF0mwO2f5ObDsTS+mApXc09DKXe54Dp+5yM1bO4XunWFOjmhlgoK2BxsYuekaXUBhMhn+KyZ5mWhqaae2ZYEZp2NIo6lsRcqtKlIPFFKfFEZOQQ1FxEcUFGaRGPSchs4qWuTV0qwoWm8MJvWTP4XNBvKwa2xByYyVUhLhy0vYy117UMLQshdw7g2ECTdU1HOwu4uTfJFxOC1MveXHLmW1nk6gfV1kytw5PN1dOHDmE0bhFT8pSO+1JN3A65s6d+EYGXikxZSv5t+xxcbxBUMMksyt1JDufxs3+IWnisje+zRTNL2/j9fkZAmpGGDbnSd4JjBqUwgb3CRvcUNdAc88YEwotq/plFOM9dDXW0djaQ9/0CpotCqO+VSG3pmRhsIve9hZaWzroGZxh+StjasSonGGyt43WBlEX3aNMirrQ6xSM9nVR39BJr+ijVlb/Y+v7A4SceEwmYknxPce2U6GkVQ+yuLTE0kgpLdFO7D55nwepg6g0anp6xBepraHOnGp/dDINqbY0N/M8KoLTp2w452hPcmK8Oa++ru6Nx3zXVFtTQ1NjA3Ozs+arXBkbIuL4Dk67+hHR98o4mFAymPuA27s+wTGogtqWPAoCndhp+5SUqoGNuhgtoz3WiT0n7+ITL4Xcu8T66jxznanE3PDggqcfkeUjjGk0aOfrKY+4yfWzF7n/spKGma0diqmuquTyRW+zMzI6MmLJ3Uz0aMYrKLprh+f1Z4TUrqA3D5EuMpR8A18PVzxjeuhZFlc5G0fsbQe+PP2Skn7lxuGaFobS3NkvHJZ7ST0ymvEuoZ9AVSEEjp0Hp33yGFhYYHFxgaWWIAKvnGWXawoNYypUahX9vb1f2bdv27wfkkx21mQny0pLOLx/H59/8iHFhQVmG/ym8t8n1VRXi/M0MTMzYxaHqy1RxHtt42OnaGIbFZaLF6zrUORc4Ib9MfbcyadpqJRUb0dcba4R1b/A2OIiS0stwi5fwe3LcwRUD0sh9y6hX2SqKZU4nzOcs3Pj6rMiGqdW0KommCx7RtAld1yuR5HSOM7iFk0PeFtCTr88yVhzEQVpyaSnJJCYEEdSYhb5DSNMqkzTz1bRTzfRFHebK24XuRSUR5OoC/XKOEl+j/D0eMSLqlHGtf+xBf5hQm4ynvQHp/hkpxe3A1+SKx7kgnhfwq4e4sMj9wgumKG9txO7k8d4/5f/zq9/8TN++6tf/Pj03i/43a9/yb//yz/zP//rP/CP/+0/88t/+1/mPNNnbzzmO6T3f/VzfvWzf+XDP/yOjNQU81UuDo1w/eODnPQIJWNR3Hhz7gaz1aE8PfoL9l5OJasoi5LA03yx6zw+j1/VxSMirx/iT4ducztxq4Z+JT+IdS2GpRJenDuF04mbRA/pWDIJHOMAdc9v4PH5ae5lt9O1lTPFBVWVFV8JuZHhLehm1gcYLriL65cn8AgooOE1O7U6kUjc1VPsOehPXNusqI90ku+fY/vpaIp7lsxGbn2lkYFUD/affIBvSr/lSMk7gWESVeUNXI7bsPvUfeIzssjJTqMgzBlnOxt2emTQOKGhrbMFD2enDfv27//2Rtv3vZPJzr73S7NN/2//8H/wn//3/4/5d7MNflP575H+/V/+iR2ff0b0y2gUagWKMj8eH/8Nn13KJqv39edRWONG0S4dDvGBQzj5XfkkXLHnzPbjXIlJIzE7m6K8cB4623H847M8rhll1HKk5B1gfRX1QDE55z9kx0c2uAfXM7tqmotrwND+hIDzDux2SaBqRLGlDmRvTy9Ojg5c9DqPwfDVG4ybSnNGOgGXfAgr7aZ7foGFhQ5asoK543aDZ1ltDIq2vK7pZy7vInYnPDnnW8miqS7WdESdvYrT6dskTupZ/isV8QMjcnGkPnTgi6O+RGXW0NffT39DMoVPTrPtxH38MkaZnpshNTmRkOAgnj4J4lnwk01JISJdvuDFru2fs2/3DnxuXDPnvansd02m44ODAggPfSZUeqf5KhcGh7n+yQFOuj8jXQi51+txtiqM0BO/YP+VNLIKsyh+cpYdxx4Qkf6qLlIoeSrq4vgdbiX0yiGpd4pV0RHWEetkj5vtPVKEo7/xCM/SkfSQi5+fwb+sXzxgophGzfTkJBPj40xOCG9xE9LU1CQzM9OkpSab5xhdv3LJHC0xRYInxf960zHfJZm+o+ncy8sKzFF4RRXNoaf49ANXLse1sWC+xlc0CufDkUPv2XI7p5/Z6Vwy79vy2Z6r+D/PoKKmmursp8TcOcYnh+/ilz5gOU7yTqCfQFlxA+dT5zjuFUdtd4/olLroLxSOo4c9u9zSaBhXMT0zRU5WpsW+Bb7R9v2QZDpfgL8fn374gVnY+T96+KNtsCkFBfgT/TyKlpZmdAYdi0UPeXzs13x2MYuMnq/HRMzWuNkX37NH+KNjOEVdeSRecsTpsDuBNV009fQw0FdE/G0PHD+XEbl3kdXxGsou/JFtH57mQkT31yNeYxE8u+7CLtcM2mcs07a2iLHRUdyEo3Pt8iVLzuYTEVXIUZcISkZUln5Gj7org3jXXdh4hxLWphPNeRxd9TXsbK/gGtRiLmXipcMNPM/eJ1NlmrH/H/MD58jFk/bYgz0uqVSPWCrb0MNM7gWOOPhxb4ujUL093dy5fdNsQGampy25m4tqYoC4019yzPEuj1tfl2IqBnMecn3XDjzC62jvLqAwxJN9zolUDlmqe7WP+YKLHHPw5U6ijGa8WxhAW0eCmy3n9rvyuLKDBmH4+/uKSXrgxbnPHPEvH8B019oa6nhw5xbXr17m9s0bm5Lu3vLh3p3bOJw+xccf/J4dX3zGeXdXHt67wx2fNx/zXZLP9avi+JtERkYyNilkm6KSxoCjfPDxea4kdvLawJSgg4oQZ07+4hjX0nsZm8glSwi5z/de5fGLTCqFsKzJeUqsRcg9kkLu3cIwiabmFs5nr+MuDP9X3d1MPLEPPNkrhFzzxKu3WbaO8x5u2Bw9vGWOqqYzmqQL2/no6BMiqoU3/RWrrKR7ceO0DYeDKmmfqCL9ggveTv5kChO8IQpmaYvz5couF57WjbIVkxckPxz9eDVllz9kz58OcOZmqll893Z30Jt3nasuDhy4kEvLpIraumqCAx7z+JEvj/1M6dGPTkGm84lzmQJCplG4zz/+EN8H93kSaMp/8zHfLfnyQNjx5MQElpc22qtv5ggH/duYVLwW8VvsYDjsILsOuHMmcgSdcQJ1zU0cbZw4eTGe1t4eujrauXvQHScnP7JWNl3IrbO+qsLQ+5TnV2348Ngz0prnNh6cxVq6Xpzmy/2X8Y4QxuV1B2qTMc3RuH71kugQbzHQvzVCaW1lkoE4Ny54XsI7soWB6XnmF0SaKSMv4hbnHR+TVD+GciyJ+Jsn+PBIMMmNMxvzqpbq6Y2xZ/v+i5wPa0b9VyYqSt4m4g7p6kj0sOH0F0e5HJ1GQnYORfkRPHK358RHjvhVDGGa2VhakMdZeztOHDnM6ZOi/CYk+1Mbadf2L3jv5//G799/j8MH9mJve/KN5b9rsj1xDDubE1y7cpmuHiG81oQxiHXjwAenOB9ewzdep1gtJ++RI4c+usSTynGW5rNJe+jCbocYSnqWxWMunnNlE4Np5zlk64tfmnRG3iXW1QPM5nhy4uBZTviUMG4Q9mV9FWN3MIHnT/DRySiKeha/jnJsARqtFlensxw9uJ+VFdHTbAWaNjrTbuN0/AL3osvpnplnYX6WuYkWCn3duHXlIeGtM0xMFfHC9hC2h68SNWrA/A6tsYeyIC8c/3icW7mddEkb/E6hH68VQu4D9v7+cw45BZAkbHBuVip5zxxxOHmKg5cLaZpYISQ0iD8KG2kavv/NL//dPE1gU9Ivf87P//Wf+W//v/+d//Gf/xO/+cWPP7fp+/3L//2Pwkm3Y3xkIwYcVDTDybB+plYM5r/NKHuZT7Rnz84zHH3cgmJ1EpUQcueOnmTv6Yek5maTkZaK2+ensRd1swVCzohhsYfZ/Ms8OPUZv/ziCg+zxJcyTUwdzCDv5g7++MFxTtzLp2tpdcs8tbeyjtyagdWlVvNaRAE+dwiMjCMhOYG4Z74EB0cRJzrAacUi6np/fE99wq8+v8j9jB7mjGsYh7Iour2LDz44yrHbuXQuyjf+3h3EAyWEXLyrPa7HrxDZM8eIeXJ0GyXPbuDxhSOPy/oxxaAUy0sMDQ6Yl7gZGBB5m5AGLT8T4mI562Bv9gpNE8df5f/gJBwaUzINF2g0phiNgumGKB7s243z7QSyZ4U4M7/ssMZaVzjRN89yxCuHsiEVxvlk4u+eY7t9DKVfvezQynCaJwdMLy8ly+kB7w7rGKfraH56gt0f7uQL11jKJ9TotbMsFF3n8sGPeW+nDyGlwyxuoZJ7O+vI6dHNttMY70ugrx8BEQmkJDwnNvQhD/xfEC8crjn9LDMdYdzd9QHbPj7LnZIxRnQ6jIvFJF0+yJ5/34ZDYBHl80b5ws47xEZE7iN2f3QCV/9y8wsqiwtzLDX48fCCE/vPZ9M6pTZPF2ltaTa/BLOZqbmpidTkJPMLO7Y2x6mr3XjR5scm09Jopv5Cp9uIk/tlDXPkcRvjiteE3HIXky9PseuAG6fDe9EbxzcicrbncbxTwJSoC5PDEnzyEm5Oj8xC7q/F1793RM6omUM5VE1TUSYp2TU0DC6gXltnbWmQoVqhJNMLKGw0LYy7dY/N21wQWD9jmvNWTk29aExtrTTX1NHSNcKMOfRmwDDRLOoig5SsKuoHFlCZ62KI4focMtPzKWww1cVW+saS74dpjlwjCW7n8HLwJV3olo1HbJ6u1Mdc3enEk8rBLZ9T09zUyI1rV8zh/Pm5OUvuZrKOfmWA3tSHPL59l7uhKeQU5lGYI0Sb/x38A6NJaFliWb2CqvYut499yP/6+CoBBYMo1oQzMpxB/q1tvPf+cU49EEJzRbbhd4V15RRTrUXkpWeTVdnDiEKPcVWJeqSOmrx04dHX0Tq6zBaa4Le4ILCR9cUeelrqqalrob21gea6Kuq6Jpk0hynUaGbbaMhNIzujnIbhZZZXV1nTjNBXk0ducjYlzSOMq+TODu8SqxO1VFz9hD2fn+Xqi96vRfbECyJun+eAEHKds1s7R840J9nd1YXrV69YcjYfv2cV7DyXRNPC10JufbKayus7Oe7+mAc1ogNam0BX64Ojw03OP22zlIJ45ztcdH1EjlBxf60mftgcuZ+Yt7tFl+RvinUF6okUHh/4nH2fOuPfssjUqugstKbhGkeO/vsO3F9U0aDeWsP/dhYEFlegG6KjNIPUmESy8nLIy0wkNi6PosZJNmJvSlaak0j0v8HFOy9JaRhnWQi51YkaamPvCiPnT2BKMwMKKeQkXyP3WpX8cPQstacQY/NP/OqfPuOoTxEDqlWMBuFUVt/kyoldvH/oKVkdc+i2yAi/reVHioUjccn5BqHZldS3ddLVVk9FWhhBly4Ku9pAk0J8l+VWRmLt2PnpUfZezGZEvYpBt8zjQ47s3eFGSI+Cub9ifqWQk/x9sTbHXOdLgh0OYHPoAv7Fwwxr9RiXq8h7dI4zX57A82kRVXPCsFgO2Qre6hZdwmiZtudaEwJtzbQPpWnrLctHZkzDrebPRBJlN/JEmVd53y4v+btHCjnJD2ZdxVRDHJHOn7Pz44OcuZ9L/YwWg2aS2aK7+Jw+zO4zQcTWjrNV/uNbW0duoomm1CCeBEcSFZNAyssnhIWE8CyjnR6LOlszTZWIcMX2gB2nfDJonNOiVkwQ5unFsSMXeVI5xvhfWR1FCjnJ3xkGDOo5ZoZN89XGmFrSohNiZX11haWpYYZ6BxmZXmbFsLXi5a3vtSqRbCJSyEl+OEb0ynlmR3rp6+lnaHKJFb1p7TS9eQHdiaF++oenmVvRbSyltAW8LSHHmgbDygzTk9NMTc8yO21aJmqG2RXjxouRJvRKlDMjDPUPMjixiNKwhnFVx+zYGAOij5pW6EQfZSn7F5BCTiL5CZBCTmLNSCEnsWbempB7S0ghJ5H8BEghJ7FmpJCTWDNSyL0DSCEnsXakkJNYM1LISawZKeTeAaSQk1g7UshJrBkp5CTWjBRy7wBSyEmsHSnkJNaMFHISa0YKuXcAKeQk1o4UchJrRgo5iTUjhdw7gBRyEmtHCjmJNSOFnMSakULuHUAKOYm1I4WcxJqRQk5izUgh9w4ghZzE2pFCTmLNSCEnsWakkHsHqK2p5oKXh3nT8Z7ubkuuRGI9lJWW4OHmYnZGBgcHLLkSiXUghZzEmpFC7h2gualRdIA38X/0kIGBfkuuRGI9mJyRWzev8zQokNHREUuuRGIdmITcOYfTHNizSwo5idVhEnJdnZ04nLbjvLubFHI/BTMz06IjrKGpsYHlZWlEJNbHzPQ0jfX1dLa3oxKdokRiTWwIOXsO7pVCTmJ9fCXk7GylkPupMO2ju7aVO5pLJBKJ5C9i2sM7MyODuJcvWDN+tf23RGI1TE5OEhEWysvoF+j1ekuudWKVQo5VJarJIWaGBxkZGmJ4dJKJmUUWlxZYmh5lYmSMiTkVmlUDBvU8c6P9DPSLchOLLGuNZiH455hMk5KVuQmG+voYGxtDZcoyIf6fcnaE0YE++gcnmVnSoTfq0S1PMz0s8vpHGJtWoDJIdSn5DhiWUEwPMzQ0zMjIKOMzM8yvaFCrNKjmx5kY7KWvX7TheTVao2jDqjlmR0Q76xs0t2HFG9uwaI8Lo4yJZ2Kgv5+RyQUWDZaP1tSiXY8y0t8r2u8Y00ta0X5X0SmmmRLtt0+cd3R6iRX9+l94NiSS11lndWmK3tZG6hubGBoeZ25uGaVqheWlScaHhL0dGGFyQS1ssFG033lmxwYY6BtgZGJe2OA1s7X9M3TLLIwOMDwoyg6Idrqsw2j+YA2j6RkY62fQYscVOiNGw4r5ORoZ6Kd/aIrZZT2vmrxE8tfQG4xMTk8zOzdrybFerEzIrWNUTzPWWkpxciwZcbGkJieTkZ1Nel4R6Rm5VCc8JishmoQ60SGqVULwVVMcfps7F+/xJK2J9vlXxuFr1vTLaCZbmOsspio/naSX0WRkplPVNcGcdpV13QgD5VE8u3qZW76J5PYssqRbYrEvl7RH17h5NYjnJf0MK799ZonkdYysaWeYbC2iOC2ehIQU0tNSycmNI7uimdq2MQZqEom9fZEbNyNJahRGRqtCOVFOwdOb3PK6R3B6M50L+m+2YeFoLA2LTjUvmfTUJBJjY0hOyaGweZxpjegE9TMMl0YS4ePB1UfxpLeYOlMNiz2F5AR6c/3GI0KyuxleFmUtp5RI3sS6UYtmpovWonQyk+JJTMskIy2HguRcqprqqahLJfbRBXzuhRNXNcmsWsfKWB1lkTe4c/02j5Oa6JoVzonlfBusYVCOMtRQREFKImnJicTHJZFZ1EjHjAbtuhatsONFwo7fvXCX4LRmOoQzolP105UfwpNLV7jzJIOi/iWU0hORfGeEnjAIB1qpRK0W7Um/inF9nbW1VVZ1GjQm/aAUSSPanxB9a+siGcTvKiUqlRq1TpT7tkeyZkCvFudTCbut1KBbfb1BCgfGoENrOq/5eIM4XjjPwlnXa8Tf4hiVRieOWfveDrUVCTlxwdohmp4/4On9x/gXdpPRPkrv2DiTEw1UFcRw+8Yzyp64UVsZQfyYhnmj8Nq0LRQFeOG83YlHxb30679dSYtM1KUQ6eHJFed7RKXXMDAyQldbGwG3wohIb2SKFaZaX/Jg31Hcb7wkXyEM0Zrw/pSlxHk6cPbwNSK75pn5xk2TSL7J+mIPfRl3eXA/lJD0NgZF250Y72Wg6AFhYS8JKxpntDudiNPHOHfOn6QJHao1I6vaZvLuu+Oywxm/8kEGvtGG1cxXhREbcJe70XU09I8zNjpMW1Y4z+/cwD+nmy6lHkVVCJHOn3PiVibJXaLtivPqxuso9dmBo6sPt/MVKGRETvIfome+I4+Me1fwjcwit1O036lpxruqyb93h+fJeSRXZRDnvQ37yxGE1onO0bjGqmKQBv8juJ91xTtlmgnl6xG5VdZWuqkMu0+gbwhxjWMMjY8xNlhMeogv9+6+pHhoUXR6vZQ+9sR1hwO+Rf30GcQ5jJMMVwRzY+dRvB6lUaYUHaPlrBLJX0UjnIfGIvLTMsjPLRO6oYWe6QWm1JOMNGSQEf6Ux/eDCUsopnJwAZV2keXuYvJfBPM0LIG02kEm1a8rOeFQDzVTl5NKdkYaqSm5lLeMMP2qUa4rWO6toCT2GSHPYkmq6GVciD39XCcdedFEBYcSnlZF84QKYeK/F9Yj5LTTLNYGcc3uDM43EimehRGjSd6ZWGF+pJWsmCyGEr3p6Y0jV1Tehtc3Sl34DTw+c+Zp8wTj5rxXCEU+mkGWnwtf7LzG505ZpLQsmz9ZXZ4myduWM54BvOydZWYgncC9NlzyTafOXMJEG+kXXXA9dIP4WR0bR0okb2KWiapwAm0O4Xw/jayRr55u1qeKKC8qpaB1iqXpIp6fssHDI4T8r8JjY1QFXeX8dheetc8yackVlgjjYgUpF07idOYmQc2qr9qgYTSbgrs2HDnzhPBG4WS0xZDs+Smn/OvIn7AUUg3R/nAbrhceca/q1bMkkfwFZiopeeqB7dFLBOT2Mf6qCRvmGc9PpKy+i5KafLIvfMKZO2m87LF8Ljq4oWdHuOzuyYU8A8uvh+PU48yU3sf71Flc7ufQrrbkM89A8m1unzyOS0Qd7YtDNIZdxfPLc4S0LzBtLqMVHWsc9748xrWneTSY8ySSv4YKzVQdBc9DiYxMpKC6hrqSPLIe+vEyp4Z63RyjTc95fOI4H/3cBturiVSNraDVK1F1xhB73Y59to8IL+5nUbehuIw6Az15ySRHRRJfWENtXQ01pYnEhIYTmVBFz7JR6BENqr4U0u/Zs//EbR5ndDKvFU71Qiu98V6cOeHKOd98uha0fN+YkNUIOaOo+KZHO9lx/CreiWOW3K9ZE/WpnZ1ktd6X2vIgIjpG6BgZYWKslKTbHpz9wpXgpvFvCTkD8+kePHDYy68uVnMyS0fLouUj1TiTL05gc8wJ+/BKerpSeHL0BB4Xn5A0Ms7o2DBjIxk8dTzN2aM+xE9rkO9uSf4i2kqqQpzY+0cX7md3M2XJ3kBvDrUrlQtoZguJsD2Ok/1NIrtGGRgdNbfhuGuuOO10J6Rt5mshZ5xC3XgP1x3HOOKWQKN4Br4eGu1nKP8atr8/zvnQGiobk0gSQs7meiIRZeKc4+MMNxeITvdTHLz8eSiEnAwoS/4jNGV3eey4nY89sygb0lpyTYiGo1tEozcw1phL7oWPOXXhCb65o4yPjTHa10jprV24uXhzOU/H0mvzyo0T1dTc/pztJ29yJX3GkrvBelcMmZd38ie7EGKaaql9eRPPL05yJ7OWqlFTNLuNhuwALnx6jCvPCqSQk3wn9LN1NL7wwPHMHXxTejB1+esrI3RFBZKQVkGj0AUrU7k8PXScn/+DHadulTL9yjYuZFEYdI4vT0WS2TJnyVxHvTyP7/m7eN2OofqVN23soybkIhdOOXM3b4RB04uxKwVUhorjjwcTW/1qbt4kusqr2NtdwTWwka98me+B1Qg5zUAxWe6/Ybud8NIKVyy530a4iD1hFKde5WpsGjGp6eTnBHPH/iRHP3XjSfPka9EMExr6wmy4fPRLPvTtwrMOul/Vom4KTZYLdvttOXAnlcbOZAKPHsD+pDv30nPJzEohO90X7z0HsTlyWwg54R1aDpVI/ozJVHJ9DvOHz64TUDbyFx5WLfrFIiLsDmK7x47r8ZmkZGaQn/0Un1PHOb7Ng6dts1+LQN0IK9muHP/yBPuu5Arp9jpTTNT54vH+ds7dzyetIo1Etz9y6OxtLj/NJD8/l/SoxwScfJ9j7o95VP26CJRIvs06YwnuXD38J3bcqaJ+8s2qX9ubT8GFDzhidx5n/wxyc7LJTIwixOGPnHS4wNV83TcicpqBQtKdfiXs+l3ulXzrqRjLpOzeIX67x4eg0kLK4m/i9qeduPqGEZaZR4FpOOqRF6d+d4gLoUWiA5ZI/hoGxosDCTj2Eafu5ZExZLF663pWp00vOc4xtyac6okcgo8c573/epKT13PoW9Ki1WrRDSeS7neWbaejyG6d3zhW2O2lpS5O+KRz+UWbcMtfsYa6Kohwlx187pVGZq9o+NoyqsOc2XHMn8iCAfM5tYoeZgsuYXv6Ku5Pmv62hZx2sIRcz9+y/dQtfPL+kmQSxqUrlNqyQKK6x+keH2dqspyUu57miNzTP4vI6Rh5bs/149v4w+0WXMqNdChffTSFKsMZu8MOHH2URZs5ImfD+ctPSRmfZGJijMnxbJ6dteecjMhJ/hrT6eTdOsIfP76Cf/EQr5rZN9GjXygi/ORxnM/c4nnvBMMTpjZcQcJ1N3NE7tnrEbnVMZSFXth+eYz9FzLo+sa8CtHWqx/i9tu9uD0uIacmmUTT0OrNZKIqJ5iammSsrYjcS5/h6C0jcpK/zkSSJ9ePfMg2n3JqJ948iUffm0vBpY856f2UR/kT5iUeJgabKb+zB3dXS0TuNSGnHxJ23eN9tp+8xa38b9n1kXRKTELu0H1CK0uoirnF+S9PcS+7Xvz/KaanOmnODeLSZ8e5KiNyku/EOC2xXjj/7lOcI5qp/8bycWusr62ztq5CNZHFkyN7+d0/fM7uU/d4mZ5DYVEBpTGX8XE9yke2keS0LViOm2dxoQCb4DLuZn/rDdjBeLKu7uK9fX6EVC8KHVlDbdgZtu1w4cL95xSUllCcEU6K73G2HbqIR0gzP2RVUesZWl1sozviGPt2nOVsUKuouj9HMzvNWv0jOrviKRBCe2MKxzgNz+9wYacH4W2T5mjG6vIMs8MjzK5oWK71J9TjEP9yIIaP/IYpfxXu0MzQ5XeE0w6XuVrYx/hAFs+OOXAzIOs1z6+D7GueeJ24RfK8HoUlVyL5MzQdND734Pjv9+MR1UD3N0STFo1yhWXFMtr5UqLs7LlwMZzCr8pMUBPiw+X93kR2zjChmWN+cpyxpTlUvS/xPbSHo3b+pAu78lX3qmuhJ8mNo7sucS99mIH2RNIu7sAxuJGiV0pQPUyX/17OXwvkYY3ZDZJI/iLq1mBCXXbw4ZEQkju/FTfQLaHW6plszafw6hecfZBFXJ/lM+G2jEac5OaFy1wrNrKs06OdGhbOxBLLM510RNhwYI8rrs86eH2sRVsfRqzrTvbcyCBvtJvm6Dtc2utOeNcSG4OwOhS9yfjtseN2eCFN5jyJ5D9igLrnbti/9yUeL9pofn2+5lcIITeZRdDhA/z2v+ziwLlgsivraWpuojX3Po8vnuRTuyiy216FbuZRLGZj96yMezmvhlstjCST57OfX+5+QHClUC2GamrCHdm+9yK3QrJoam2lpSqNslB79h67hMfTv3Ehx9oCmp5YHrs44uTqS2R5C0XNHbT3DjA0NMLQyBg9zc1MpntRkP2IyGENc0Yja7p6sm7Zc+y9Y9zM7aRPGBvtZDPNJQXkVw8yM1xDc9J9Th+8wD7HcMKzGukdGKK3pZ7oq17ce5ZB2fwco/XPuP7hF5xyf0bGsgHDuh6DIpdwu/0c/sSFwLZZJl9N/pVI/gwtc+0pvHQ5jPPFAJ7kNdPe08/A0DCjw530DIwxOjvOXG8svju/5OgxH56PaVGurbKmrSPtii0n/mCDT0EHLRN9dJQVU1rTwchCN9Whl7njfoE76W00ibY7MtxPX2k0KX7enA8oonhAxVyZH8Enfsl2rySiW/WmdwXRjlSQ7/lbDp30witj+RtzlySSP0PdQlPcTVyPOnNT2MWilk5hKwcZHhFtuLuTkek5Okpf8uL0L9h9LhC/Cg26NdOac73U+HyG3ZGTOMZOMDw3y3xnMSXFDTR0DrLQHk/IBdEGr0WQ2zUo7PkQw/2tlETew+/iNZ6Wi/+hbKfwzmls3j/ItexuuvTC7VibYKDINH3gC87ciCV/ZdXygptE8pdYoD/Th+tf/IFj94vJfz2AZhTtVTgZOjSop/N4etSW3/xPR87cK2fmlYe8mENRiAd7HF6Q1zKOTmNaZmSB2YUmjl5P4+Lz7m9MUVltFs6I504+dksipVsjhFw5NVHu7LYNJaHG8s/Xp9DW+HD27E3OCyH3+uzT74r1CDlTvMC4xHTNc17e8eCc8xVcLt/H92kkMXHJZBdWUdvaTnvCFV4EXce/YoIRtQbDbD4Jl45w8A9H8YyooHFmCb2yk/bGAl7EVNHZN49xro2upHtkP7pC8ONgnj6PITYhgeCEGqoHl1ldG6Qn9xbnP/mMQ6f9iO5eYVl8F0XfS4JO7WTvZ2e5LYxL7w8Z3Jb83bBumGe+OZ7ntzzxcr/EvaBwomKTSUkrprZnklmtaLM1Qdze8xn7D1whqGaGaYMa3UwOMecPcehPRzn/vIzS0Rm6SwopS8ygYX6JxeUOmtKe8fhBEOHRsSTFhxPqL8RieC7VI0rUq8sMpN3A59Bv2X42kJDKRdRrBhbaUolx/hN7DzgK77SLgWUZk5P8RxgxzDTTGHsTn/Pn8br6iKeRL4lPzSKrTDjJ45MMlAQTcOp37LC5zt2cSRYMRpQj5WRd/pIju49wJrCa5uExlmZqycvKJzWrB9XyHIpW8RyEPMT3STSxcTEkRPjyODCSqIJ+JtRK85SDxMuHOfLHg3iEV1G/ZGRd30lzwiWc/vQ5R91DSewXnarlm0okb2YNdVcaGVd2sv9sAI/zhllRqtBohJ2c6GdscoGFNdG/D6fhv+8QP/tPJzh+LW/jRQUTkylkPnLkixPBpJXVMdzbRGtLD60jEzi7PsPrXipdQndoNKZ16BboSrzLY5fTXEruo1WxxvpSDiVB9nx22I/IkvGNURD9EEtFFzhp4805vxqWjN/fDluRkLOgn2N+uJ3m+hYamjvotETkJqbmWFhRsjzZx+hAD4OzatGBbSzAOtHdRFNNC53D8yxphc+mH2dupJaiikEGJk1SW+QphtGMdwpPsM8ckRseHWN4XmhzsxJXsjLdS1ddHU2tg4wtG9CbInIrokxrPY11HfRNKlDKiJzkr2FcZnagg46mVxG5UUbHZllQ6jCsa1EvDNHXWEdjUw9D81q0a6sYtaa1ukQbrm2mc1S0f72S8e52GksaGF3RC2Owhn55kpGeHgYGLRG53kEGJ1aEd2nCgHKyl96mahraBxlZ0LO6voZOHDPWUUtjo3BkxpZRynCG5K9iYHVpkP72FppfReRGxxmfU6LSatHMDzPYWkO96Nz6ZzYicqadSaZ66mluEG1+cI4ltZo1hXC6mxopa1jCZJIxLrIoOtLenlcRuS76hiaZNCsz0bHpN+x4c414BoQdXzRH5BQsjXfRUVtHc4foA2RETvJd0M4x2xxLxDU3PFwv8fBJpHAo8igsb6VnSthMo2jDZfdw/937/Kf/1+/44NRTsnuX0KwKwVfvz2P7j/jZn9y5GZ5PW2061cU5JAmnO/N5FOEPb+H/PJm09GTSY4KEc+1HYHQZrXMGNOtCT7SGEun0MT/7vSNeUU1Mina8Nl1J05ODfPr7XXzplkDdlOZ7r4dofULuR7PIbE8JxSlxJBV0MzgjH32JNWFA0VdOSXICSblN9C+ZhkklEitCNUR3aSLJSbkUtiygkSZY8rZZW2amMZvc+BfEp+VQUdNAU+8Mc2qj+GyWmZ4CMp895eHNp4QlVdIyoRQCT4tuqJyyxFCCwjLIqRtluruK3toCCnoUzEx0MdhYSG5eGRWVZVQWZpBX3kzzxKvBVj26kRpqUsJ48iyZDHH8/KoQcksDDJXHEPk0ksiMJnoX/nz3qb/G35+QM04y0pRL0otEUgvbGFv4xmsrEsm7jXGZ8Zoscl+8IKWkla4lgyXqJpFYA1rzAqiVGQlEx+RR2Tll3pJIIrE6tHOM1RVTUVBOw5TmGy/qvG3+DiNyRlb1GvMCrBqtAeOanBcksSbWNvYBVKnMe/UZTHv1WT6RSN59RHtd06NVq4UN1qIzGGX7lVghQkcMFlES94TgF3kUdylQ/IRDI3+HQk4ikUgkEonkB7JuxKgYZ3K4h97haWZMK1n8hIFlKeQkEolEIpFIrBQp5CQSiUQikUisFCnkJBKJRCKRSKwUKeQkEolEIpFIrBQp5CQSiUQikUisFOsWcuvraHRGZlRGprVrll0YJBJrZx2DYY151SqjylUmRNteWV1DJdr6pPh7RGlkXi/KyHUbJO8Swh7r9CZ7bGq34qdOtFnRjpc1G+12XC3archbsvw9pl5j0bQgquVwieSnYZ1VYV/n1aLdrpjapZEp0UanRBudFNrC1EY3Fug12WUjsxYbvPQOtV3rFnJGI2OTSmK7lYSOGRjUm6paIrF2ROe3pCG7bYkL1cv4DeroUOjpHlshsHaBy81K0uaNLMseUPIuIezx9KyKhOZFvOtXiBjT07eso2FAwb2aJXw6VRTNaKgVfz+sXeJau5oyhRHTblsSyU/G+hrKZS15HYtcrl7icpeamFE1aeLvZ11KMhaFQ2IuuMbCnIqkliVudqgpX1lDSI53AusWcmviBswqSBhUcH9aiDq5V5Hkb4J19GoNuc2zfJQ2z9VePXN6I4PjCq6kT3G0ZoX4lXV0sgOUvEusr7MyLzq6yik+LVrmxoiRJb2eoaEFjmTMcrxeTadaR//wIifE34drVDQKFfd9tyOSSDYX037AOqobpzmcP8fOdj3ZC3p6RbsN6V3h6SKoLSVVk0rShaNydUhPg/bdabtWP7SKYoXiGSVPRMe2ICMUkr8VVrXUdM3xh5QFHg5tbEY5M6vkduoUpxtVZMn9KSXvIGsKNWU1k3xSquDWpClnFeXUIgfS5zjZqEMh/l6ZXRLCbo4TdRrGzEdJJD8xBgODrdPYFM2zs2+NTpNC06p5PKTGbWSNjY081xkZU5HdqSRftc7SO+RIW7+QW16hSAi5YMU681LISf5WEEKuqmueD9MWvxJyU6Kd30mb4oxJyL0rMX2J5DWMy2pKhZD7okzBHYuQW/7/t3N3rXFUARzGP5VXelVEpFShICU00guR4htWEG9EFK970YJ6q7aglKikhLWbRglpYl4gpWmaNZgQN9tk3yY7sy+zM7MzOzv7eLLdetEvkJnk/7sJM0lulsOc5wxnjwm5d+7ZfGRCrmmuW1aLq3mbD0zIHYz+S+SERX32TMh9uGAzuTtgexRpCV9velxc8dk73pCcRCwUPW7vhNTiFFWcoZATSSOFnGSQQk4y6YWQK4w77ce1NhP3mtyyY6ymx5/7Pj9VE/yUtYZCTiSNFHKSQQo5yaQXQm5zHHL/FJp8fr/O5ScBU3+7PDgMWDHP3rTt68x+yLkuS7bHD90hTYWcnBaDHus7Dm/mWnxXer5HzuNGrsanjz3m9MUeSaFhx2dlvcqlZZcbteM7MZ7V5N28w7WNiK657jbavDfr8PHDgFHriZy0fp/SVp1rizZX9hK2xiE3cDr8vFrlpZkGkwsus1ZsFiNmnD/7dWpkO+SShNA8FKafdrjeSKjo609ySiQ9n7nHFq/8avPVrpkABwn75Q5f/Fbh7RWXKW9opkSRdAnsLjOLZc790eLL403icZ9yyeataYvJtYBiFHFw4DBx12Ji2aNgBrHW33LSBkHIo4dVLs8ecX6rz3xv/HwdRqxvN7h0p8wbZrzmOqM/T51sh1wcUy053Hzk8FmxTyEc3xfJNDMBOl1uL5mV4J06VzcDCkHExq7N+1OHvGYmyW+tAe20LQvljEuoldt8M3c4eoPxyU7EfrvH6pbFhakq5x+45K2Av8z1xV+qvDrf4fdOes7ikrNqSLftc3epwuvTNV5e9fm+8fycziGVms+tJZubpZCNlK46Mv9GruuGbB6FrJlP3dYbOTkVzGqw12fHPEByxYBFJ+bo+ERxMyku73vkyxEFf4jWLZIuZkL0Ip6UfWae9lhrDWiFMRW7N9okfr/Wp+jFlO2AeXOdr0YUQ50jJycvMuP037oZo6WAXD1m20/+P6czihKsZsSh+ek+u5U62Q45ERERkTNMISciIiKSUQo5ERERkYxSyImIiIhklEJOREREJKMUciIiIiKZBP8BSPqNtJehiCIAAAAASUVORK5CYII=)
Which of the following aldohexoses give the same osazone derivative ?
![](data:image/png;base64,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)
chemistry-General
chemistry-
Observe the following laboratory tests for a–D(+) glucose and mention +ve or –ve ion from the code given below
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Fn9/MjJSQxCX5OCen6m2koTCQuKpqYlCLqBkYwLICqRzvMcEsxBanRREbGkZJXQlllKUWPY4kNCyE8IobUwkZaxQWrGWyiOi+JeFEf9iiChMxSarqETJ7tbAJjQg6Kbtpqxb6y0sjKLqCioZMe5QijeptoBxmozyU7MZKIR48Ij04ht7qdXiG+4fZyStNiiBLiCAtPIL2glrZhISfDjhVin/nEh4TxOClafKYwwsKiSMqrobFPSEzZSkNRKonh4tzF50mIiuVxgDcPExJ55OVJsLcnHlHxRPmEktHSM2G9/J8PKSGJSfCzRkIiOlA2xBFsuZHV81ay1ymTkoGnb4qLe6CB+sAzXLJ2xyVNH0W0UJ9sxfGFX2C2zxG/EhUarYh4tAP0VnhgveErlq06zb3UHvpHvotQnjGmoDffFzdrS67ffUBYYhKJYeLitxLHuBNMTIV+aVYd2r4Silx2s+6rb9l0OYhMfWQyNiYioXZaw85yaOkiluxxIKJJRGVPIyFNPgXp0Xj5ic+QdJcrq+eyYrMVrjlDT6I1nYh+GgKw3/01K749xjWfPIrCgogrLiE1Moq02CjC84rICAwhvaWLTv0+f2akhCQmwc/eJ6RppDjwEGve/+/8+g/rOBVYSfNTe4z2Mxx/kVvOj/Aq1FcoGSi9w5Fpv2XR7vuEtBlaCbSM9wVyY8mHzF1wArtS/boZL9JLb4EPt3Zt49BFZx5ml9PQ0UVHU7mQhjtWuzay7/x9wutFU20rvf7b+frDhZhdiab6yQ4EInVLPsOuObP4fLMraWpjtUBXHk6qkMrD8l66aj2x/PIDFqy5iWedsYEeTQzOmz7jq1l7sX7cT09dDtkp8YS5i0jI5z6eMXFExhdQ3zfMhF3/bEgJSUyCn79jepD26mCubTFjyx9/yZdmJ7BKbMawXPzYELocOx6EpBFWoa9QoWjw4vK8OWy/EEaKfjXnZ6Rwf8sC1q29gocQyYsSGmlLJebyEmbN2c/N2CaeX9ZwgCrbNaydt4J19hV0a7pQJp5i/YLt7HXIosfYykCpDadXmbHogB9Fz/qxRmmICiLqYRiF2lEUvRHcXf4lmw8JqT2N7AzkE3h4GesWH8Wxchy1to/28iLyExNJEzJKKSiiqGlIRHfG5j8zUkISk+Dnl1AHdVWJ2N54QJLdfo4smcHcdVfxrlYyOi5UkWeHZ2AKoeX6tsMM1Xty8avprNlzF4+8eurr6qivr6Su1IMry2bx7VpLPGpflJCWzsd2XFr4G6ZtcSas/MWVVXWMZ1zBYt50PtvoTGJnBz3xp9j0lRlrz3iTXl9Hnf44teXUhxxn59dLDRIqeCoLXTUJwaEEBBWLMxxhpO8Rt8S5mG24hF1G/ZNt62rE9v7c3ijStMUW2JXo4yoj41p0Ot1LorefFykhiUnwNiRUXRqD3b0o6upLKX2wn82zZrLwiD+pDV1oCpzwDU41SkhEQo1eXPpqGt8sNsfinhee993x8nDC3cGCLZ/9icXrr+MlUqDn+4OGqI06y75P32fW/gDi6//sVhyUO3J50Sd8vOgKDyrb6Ig5xbYv5/Hl6qPYeHng4SHSJTcHPM+vYuFn37Dk0EMKDdYQ2zYHExoSTaAhPxtBKyR0e/l0vpm7nv23PfFw15+jMx5upzH/YhpfLz2OvUgZ/2wB2LeMlJDEJHgrEiqJ5J5NFPXtCsYUZcRarmHF7CVsuhRMXpQNvpHpInrRt9VHQh4iEprBugOO+JZ10NHeLkoz7XW+WH07h5X6dOzPIiElddHnOfDZ+8zc40d83Yv5jhBJhSNXFn/OJ0uu4lvdYpDQ5nlr2HAxkLyOdtoNx2mkI+oMexYte5KOGbbU0hftRmh0Iom9+n2NMNoTws2ls1i9+TouhR3GbVtpb3uE3ZZ5fCsiIVsRCb2Nfp+/hJSQxCR4WxK6ezuC6mZDTxDqligenlrJgo/nsX/vFk57ZRBr6B0WEqrTS2g2W8+FkqQwNH/CWBJum+ezZs0l7otIyCAhdQ/9yidjbgZznLFe+i98uPoOASWD+ncnMM545hWOLJzLzB0+5PS20Rt3ig3ztrDbLoMuYysDRbc4tfJbFu5/iPCI2Hcn6fc9iU7Mod3QQMNIVzA3ls5m4343HhnE9JQc/A8tYc2iI1JCEsn38fNLqIf6qjjsbWNobHtqFQ2DFYE4b53GrN/+hvknQ4lqfFKvavHhyvw5bDsXQsKzTl+hHG0iLpsWsG69Fb6tokbdTlNOPOHeISSXNtPVXUDKLTPmTV/Haf/SF8bhtFFwcz0blm9ln189Cl0vI0lCQvO3sds2TWjyKeI4hbc4aWbG4iOPqNFHPUOp+HjGkpj1tJUW7UAYNsu/ZNMBIaHnDpSN38GlrFtyHMdKfUvTQkpIYhL8vBIaQzdcSkaELRYH7InLbkChfdqbM0h/ti0Xl/6JZYe8CNLf6h5poeHxFXZ+8CvmbrzN/TIFKnElj4/2MVDjyrm5v2X6rH1Yp3fT2VtPWUYK/mcv4uwXS/74CAOVobju28T+c048SCumvKqKqvJiilK8uHVoH+dsgkgRkYuut5Rq5zV88ZsvWXTUl5x+NSPi56Ib7qAr9AAbPvmYj9bZE1VVQUOqI54RRWQ0689ZRFQjnbQV3uHIp+8ze+lZbPMGUIyKep0SRftDrFd8yPQ/reV0dCftw2//ebGJSAlJTIKfV0IjqNoSeXTvBOabzmEXkkeDakKnsbqT5ihr3PxTSdSP3xnIJ8PLgm2zP2H+mjPciqmnXTXOmKKG8khLLBZ/ypz5OzjtU0hFn7jwxzS0J0aRmpZNmeFq16CuiyfY7hrXrlhh5+KCq91tbltexy4oi+IevRS0KKtiibBczeLP57Jk7z2CyroZ0OlQt+WT6WDOhtnT+WrjVWyDkknx8yC2vJE6Q/6nH2BZSn7QOfbN+5S5Sw9yJUSIalDHmKqZ+mQbzplNZ86ctRx2SaegdcQ42vqno/89qdVqw+ubQkpIYhL8vBISAhkZor+zhaaGNjr7lGhefOBrZIAhhQrliPhaK6KJHtG2tprahlY6BzSM6C9+nRpVfzut9dXU1DbR1qNENTrK2FAtJfmllNT2oH622xGGeztob2mlvaODzvY22lrb6VFqjUIQEY96gP72Bupraqlr7qJveBSt+LmMjSgZ6mqisaaaukaxbe8QQ719KMWxnjzrpY94hlH2tdFSJ86xvoX2PhUanTj42AiaQRElNdSIc2ykpXtIfCbR3rDdT6erqxPfB57k5mQba14fKSGJSfDzSuivhRZ1RxbRzlbcun4X74Ry6l/si36HGRXSi4uN4cuZIqqaMR1vL0+Uyom99K+GlJDEJNBLKDMjnfWrzbh0/qyx9h1kuJGipHhSYuLJr+1CZFqTitqaGm5ZWzH/yzlCRJ9z4dxpCvPzje++GlJCEpNAL6HkxARWLlvM/t3m1NXVUm8YMSxSk3em6EdRN9IsUq7W1lZamhporH9Zu3ez6EeJNzc1UVNVhauTo0FC//z3/5MNa1bjLVK02toawwjsn4qUkMQkGBsbIyQokK/mzGT255+KlOwkF86eNry+W+UU586c5ry+nD7JuZe2eXfLudOnuHjuLJaXLrJ753Y+/N1v+Pf/5l/xN//vv+f2TWuGh5XG3+iPR0pIYhLoJRTw8CFfiL+u0/7wAbu2b2Wv+Q7D6ztbdmxj9yuWl+7vrZcn57ZPRKpHDuxj6cIF/O1//c/8p3//b/nDb97H3dVVSOjF5+N+GCkhiUmgT8cS4uNYsXghO7duprAgfxKUQoqKiigpKqSkuJiSkmJK9aX4SV2xqDN8P6GupFhsU1jwkn2ZRtF/jiLxaiOint//5tf84u/+lpPHLEhOSqCtrU2mY5J3l4kd05cvnDPWTgLGB+nuH6K/q4+hISUKRb947aVfqWSwu88wjaxCMcDQYBc9gwp6+027J7uzowNHe1vMVixltdkKnB3sDf1Er4OUkMQkmBy36CfST09tAblZeRRW11CZGUGw/TWsbzrhk1BMZWMDNdkRBNleFXXO+CUWUFZTSUn6Y7KLm+gYetXhhH9dCvJyWbvqW1FWEh8fa6x9PaSEJCbB5JKQFlVlOKEPvHmQ0IxyfISRzjBs1/yBmV/s5lzMMDr9XD4dIdw1+z0z5+7jYrwKrW4IVXU4DxwfEJBYQ6+pPeQlUKlUZGVm0NjQYKx5faSEJCbB5JGQiGDUpURYX8HGNpAspTGiUWXgtXUaS5cfxfrpYGNVGh6bP2LJyhPczNFXjMNoF5We57hl44ZnsfaVRzb/NXmVfp+/hJSQxCSYNBIa7UWRdZPDu89z2avwu+lc1Xn47Z7J2vWnufN0bJ8mBx/zGazZeI57BcY6ga7oLtePHmP/7Sw6TdFCbxgpIYlJMFkkpBuoochmOat2W3Ez/rtnNsZVOfjumsHqtaewyTNWqrPw3jmdVevPcvfZoGNhHXUUTvu3smG9DfED+kdbJzdSQhKTYLJISN2eScDuTzHbfw+3wu/CmB8vIT25BB5bxfqvD3CvVIdykkdDUkISk2CySEjRGInT2g9ZecAFn0pjpeCnSaiciPPfsn7+Zi4njzBomjfK3hhSQhKTYNJIqCEK5zUf8u0+Jx4Ylgsyos7Fb/cM1qyb2CeUjY/5dFZveL5PCCqIPL+SjQs2cyVFSkgi+VmYLBJStWURKNKxlXtscM2fMPBwJA8/EQmtWXeGu0+FM5qDz87PWb3+PLaGRRafUkDwibVsWngA+zIdCpmOSSR/fSZTx3SxzQpjx/STCfTRdtGS68jpOX/Lbz9Yyi6PMmrbW2jKceDM7P/Bb3+/nF33y6nvM0prJBbngzvYvNGGhEHZMS2R/CxMFgkx2ocyx4Yjey5g+aAYpb5O205jdgDuFw5wxMISu7BCKloaqMsK4L6oO2xxFbvQIqp79CHPOGNltlgfP8kBm5y3sjb8z42UkMQkmDQS0g9W1JQTeesqd2wDyRgY+QkDDkVLTSc13pe4c88T7xLTHKz4ppESkpgEk0dCenSMVEcS5uODZ1wdfT82nxpXoGpKJNDNn0fJVfRP8g7pp0gJSUyCySUhwfgg/Q1F5GcXUNysRD36QzHNCOrBJipzsskra6VbMdl7gr5DSkhiEkw6CRlQMzLUTXufhlH9yhd/ES2jqgE62wZQT5EI6ClSQhKTYHJKSPJjeG0JjY+qGFYqUag0jGjE1wqFYfImpUb3w51qGhGmqtVo/sI8TuPjOtFMiUb7OqtGjjM2OoxioJ/eQdWP+Ksk+bmREpq6vKaExtH21lOTl0RsZCThkTHExieSlJJGWk4xJbVtdIqL/mWSGdf001aaR1ltC+0aY6Ue8Y9R/w/yqSbGtEo6ygsorWqkVcSpr6aPURQ1iUR4u3DHv4CWAf2KdhJTQkpo6vL6kdDIMIOZztjsXMzMxfs56xZASHQYQS5XOLVrExvMr2AT30SlWq+sJ4wNtVEf741fdBZZLSrUTyWl06JpbaCtq5ceY7/c+Pgomp5iEv388I/Ipu7JkpM/jbFhOuJucH6nGV8ei6DwOetJTAEpoanLm+kTqnTn3voZ/MPHB7n9uJzatkbqipKJuX+WY6vn8umi42ywLyC3S9+4k/Y8f25dccQ/o5muiT7QDNMTH0x8ViG5QlrfMUhLhhvOd2yxiWxi6CenU6MMZ9zj5u7FfLgnhOy2qXPn4V1BSmjq8h6aeupKiwyL9z/OfrJ+9vC4msH2Ohob256XxPfR5M/9AyuZtsia4Db1hJSpi7pQC5b88pf8x98f5nJCD52dCUTb7GHz9TTyWl9Mi0boC3ImIDGTlBfvEIxkEWF/jl27nUnuGOH7TkvT20pjST4lFdVUtw8yMKhALaKn8YqH+J3fyMyDQkJVTXTWl5BXVE19zzDakQF66soozC8X2wygMu5LL7/upgrysgspretkYEJaqRvqoLEwk+zcAgobBnnmTBG5jfY3UF1RSkFhMZVN3fQ926GGgaZyCsXFllXSQOt3B5rySAlNXd4r9LHC2ckNS+cHOHj6ExQeQ0ZVFv43b+DoHk32j7lQGh/ivn8FH31zDf/GoecEoWyKxX7FL/nVf/qQtfaR+IfZcXntt1iEtlCr3/fIEIPdrTQ3t9BUU0G+oxUOvsE8rBbfNzXT0tZNv1rHmBBC0YMLHFuxlrMJnbS8kJaN6zQMt2SSGB6Cv18AQQ9duWfrjEdALOkNapRF/kJCm5h1OJSckmKqwq5x4pQVVhENDA83ifTQnvP7L2Hlm0uL0KhO001LQRLxUaE8dLbh7s172EZW0zw8gqq3ksKkMPwfeOLp5sBd2wcE5zTRrRpmuL2cbJGOxkRHEOpjg2tAMkn1IiMcVTHUkEdmXCj+HiKiu32Xe96pFHVqUL9aR9ekIzc3h3WrzKSEphjvLf94GzdCcsgdVjEw0Eh7kRcuIuJYMX0rR60eUTSqQTWsRKl8SRHbGO5aNfp/r4RGuwqJ2PcnZvzNP7H0/BVOXDvNptnbscrso0PfoKeMojhf3D08cXUSF/TBHRw8dY5TLl64uXng5RdHZovSsM/2qOucXzWT5bfyKDE8Z/MdowNVpF7bwL6L9/Gu0dCV68GNlR8xd/Nlbj0eYqg4iIfn1jPTIoq85kG0aZc4snMnK2+XoB4bQtd8nxPLtmF+IYrKsR5asj24fNaFh+lNDDdH4nfOnCXbHQmrLCbR6QLXrNzwbxI/s8Z0oi+sZvnOWzg9fkxaohunLdxJLW+ktzqAsMgUoipG6W/IIMj6Jp4x+dT0lhBjs5v189ZyPLSRhh8Tbb4EffQwODhAd3c3PT0973AR5y8+Q2xMNKtWLOPc6ZPGTyiZCrz3n2dY45XZxJPAYgxtRyr+Jxbwp1m7OeWZQn1DKqEebri6uODiJl4NxQVnZ1fcvMJIqh4QGV0IXgdXMG3hSyTUWUi4kNDn/+VXrDh2mD0n9rFwxiHsywfo0zfQ9NDdWEFZRSXFuVmk2lzmzn1v3POqKS0ppbxKiFGpFWcG/Sl3sVz3GdMtwslqmZjKjTHclojTupmsOeZJsH5WzboI/MynMcPcifvFWnT1gfieXc8Mi2jy2kQIlmPJMfPtLLEqFqnUMPT6cGrZVswvRpPfnk2yzRbWn48kqlovuwE6akpJT8+lvsid02u2s/tSCAUGD/bQF3+GdbPWsuumI26Blmz6/Gu2X7hPcH4ptV0KkRI2U5t8i52rD3H+phcxqVF43znH6SOnuR5eR7NCv5+fjlKp4PzZUyxaMA+z5UsxExfwu1hWLlvC6pXL2bppA1/Oms6l82eNn1AyFXjv35k9JKyo3fitkEZ3GTHHZrFw923sMrsY7iggJSyYoMAgAoPFq6EEERAYTHB4KjktarT1wXgdEBJ6SSSkao7Bduk/849/M5Od185y+dwOvppxBIfKfvqNbcTf9Cf/Vw3SEeBMQHwaiYYZwp+PdgbTHLDaOJOP9weQ3jSx53qc0f5i4i6uZN2Oq9ikNdCQ7ce9bUvYbpdOln5GhQY/vM8YJdSqNEjo+O5drLhVKs5XHKzPj7Pf7mT/tTiRjkbhc3AuCy8kkNj45AhP6GTw8TlWzVjPRss4ag114tN2eHNy9jesPuhCcJ04j7sHMF+1kC+W7MTCJYOy5gIK/Y+ycOkF7gSkUVNXTUVlJTX1TTR16cdAGXb0k9EvuWt718awJvihA/s4/K6Wg/s5oi/i63lfzOLiuTPGTyiZCrz3HxZ68ajouwkD1A3h2JpNY9nxQB7Vi4pxBf2Dg/QPDIi/6PqOXn0RXw+I16FhVPoQpTUY70NmfLL4Jo+6JlxRIw0U++xn4W8/5u++ssI9NZDAGztY+NlebAp76TU2e4ZmiHYfW7yjUoh9SV9UX8o9rm+YwayTseS0vnDljvTTGXMdy6v3uB1aQH5uMhH+ImJqVmIINGoe8vDCJmYdT6C4Qwgs15IjO3aw5HaVvgcIml048s1GIcpECjvSCDk2m48Wn+F6XNeT+VyGRYqWl0hR8lU2zprPkv2eJBrCR7FtlyfHFm/G/MR9slRK2psbKHpkK4Q5i0+XneLCw1gKH51i5eyNHHLO4pnXBuupblIw9NydwB+Pfv327u4uwwqYrS0ttLyjpa2tVbw2ExH2yBDRyXRsavHeZyI1sgnOoqxrUPxDKCY34ARbFn3DEvN7OPpmizSpnlYRkDwfk0xgdJihXJEmmX3O30/bh3VCAeV1tVRXiH09uoP1rhUs2HibIwGNNGpayHM9wtY567iQ0k3bi4MYR4bpTQwlIaeIvJdcmM3h17m4+kvWOpVRMWCsfIq6h4bgq1hdPsOhKw443ffnUVopJY29DKo1qPPssdk+l/c3eBBV0c9YjRvXdq9h5sZ7hGU8JiviLOs+W8jSA35kdtdS4X+YVTPnMHfLJe6GRBLsH4SvbxS5dYl4nlrLulUHOBlYSElFHmXR1liccOZ+qD+Z2f7cc8qjuFz83KLOs2/vaY54ZtJc7set1XOYvWA7++6GEhYeSGigDw8zOukwzn011dEvA73WbKXsmJ5ivPdgzzrO33LDMiKTBw+ccLh4hJPOPlhfOMOJrYe57JFKpQgFvk9CY4NNVASd5/Cy6fxu+lp2XrbB1tUJO6szHD9swfEbD4muGqLPeMu9JfYeN7d/y17feqpe7AsZH2dMRBIqjQbNnx2wj1yPixxdtZObWSLqeUFgOmUDj6+tY+28T/ho7lKWLFuJ2cY97LngQVhhFaUJdzi/9ks+WXsd1/QW4btSHjscYu2cBZjtO8kVl2sc3LiTHfudiKztQ9NXRPLdvWz8chq/mzaPFUcd8C0aRDmmn6YhGLcL+9i68zjnb97D5qY9Xin1tKuqKQyzEvs5zTUHb/xcbbDziiCiVsvYaA9tieIcNn7FJ3/4k4ga93HUJY2yAfHe9xp+apGRniZv0U9B3lO2lFNVnEdWZiaZmTnklNTR1K+gp6GQwsxscmv6UP2Fi2RcqxaZSjMN1eWUlldT26i/rS7C68ZaamobaOxSMrELWduWRLL7MbZfSSCz4cfc/zeiTCXEwZKDxwMo7BvVJ0ET0KLuryDa/h5ubp4EJSYSGRFGoJcrLpdOciMgjfiaDpprKiivbaVjUMMYo6h7m6kvLaa0qo6GjnaaG5tobOykzzCEW7Tob6GhLJ+cnAJK6jroffZBhhnoaKS2qoa6xhaaW7oYMDybokXV20J9ZS0NLe10dHTSM6Bk+OnJipSxq6GMotxscorEtp0q4w0BiRwnNHV5MmJ6fISxISEb1chzwvirMDZAT0UMXjfv4JFYTYNh/ssfQkFD8n08HN3xytFL8QUrjrbS/tiG/TsuYuWXz5NudiW9VY+JvGONS2QBRX/1DyZ5HaSEpi5v5rGNn4pmgK78KCLj0smq72fo+bDmOcZ1Iyg6SsmKiiEpu8oomBfQdtOb58alQwfZdfAC1g73ue/jz8PgcB5FZVPa2vdkrl+JySIlNHV5OxIyoGWwsYqG5na6/0JOMqZV0VdbTn1bL/0vdmRPRDdIR0EkgXaWnDt5ilOX7mIXmE5Jz4upm8QUkRKaurxFCQnGx8R/PzRP0PiPaPOUMXSjGsMcRWq1hpFR/eMekncBKaGpy9uVkERiREpo6iIlJDEJflBCI0qGOmqpLiumuKiYssoqqqurqCovpqS4mNKyWpq6FU8Gz74M3TCDTUVkxaaSV9uFQsTIqrZSSlJjSSvrptMwQv9V0aJWDaMYUou9yvEWPxUpIYlJ8EMSUtXlkHb/KndcPfB46I271UkunDiJpYMvPt738bS+glNwBrmGBxJfgqqOyogbnFh3FOvgApoZoTHBFps96zjpUUhBj7HdqzBcSIqXM3b2URQLC77iUzimybhOlL9up4aUkMQk+CEJ9RQlEn77HM5hscRnxuK+ZzaLps9h3c1k4hLjiHM+zR3PGGIajBu8iKaKirDTbPh4DRaOqdQLCdVGWXN+0UdsuvWYNMOEe6/IQDD221ayaOEVHvWPPffs5DuNboCK8nq6e/+695alhCQmwQ9JqL+rjdryKhTaUcbGOkm5toKNi8w4FDJIn2aMsdFq6ho7aWofZ1wzyGB/H739SjTPbo320F9qz5G5Wzltl0yTqOkvCsBp03TM7z7m8TMJjTOmHmSor5fewQmLMIxpGVWPoB0bZUQjUsOBIZRPh/WPPcbn8gn2mbuSNyzOZXwEzfCQ4fnKIaWaEe13c6Y/ZVyn358GrVaNSqVEoRRfP3kHnVrBYK843yHVhCcHdKK92GdvPwOifuTF4EQcU6UYYlCc17BmVJyn2I/u6XG1jAwP0Nfbx4By5Lu7xVoNo6PiPLTifaX4mQ0NozachP4cmmnIe8CFC84Ex5SiVIt9GjZ680gJSUyCH5KQbkykOc+m9e0mzdqMLUtFVBOmYOjpBSnSBk13I7VpgQT5eODqHkhcfhPdhqunj6EqZ47P384Z+ycSGiwJxW3rTHbZfiehseF26jNCCfV0wN4tlLiiTgaFKAbq80gJjCS9OIusrGAe2DrhEVFGs1J/SdeTEOyDk1M8nSohkIYcshPDCQ7wIiQygYzaEePFbUQ3RG91Dkn+YaRnRfEoLJCHIpWsHtYJL7RTlxFBsPM9XLxCiCnpYWhUh66zkNy4ADyd3XjgHUxcWTf9T4e2jAhh1qSTEBFBqJ8/UXGJpOZXUd3Yy5BWyKu3guLEh3g4OHLfL54c/WKM+tH7+eEkJSSSmFtJdogb7g6ehOa2Mih0M1jii/OeL5g2cw3bT3iSWiJ+jsbDvWmkhCQmwQ92TD9HB6lWK9m8ZDVHQgfof3qBd6SQGuiIjXsi2QU55AZf4ezhi1zzKREX0CAD1S6cmPedhAaKg3HdMovdtmmk6fuSuoupEBerX1wB+UVZxNrs54jFRawDU8jxv8yxxWswP34Vp1Bnbp8wZ/taC+xTW2gf09DX0UZzYwXdLSn42PsSm1JMU2kA0Q+dcYlX0Duh43tMWUqu71n2LljJntPnOHPJkju2PkSV15AR7E9cciaFFcmE3TvJ0d3HuBcdhePJs9y8/YDwzGgibY9ifsKbmAr9ZDiD1CY8wPm8NQ/SCijJ9cbhyHa2brHELTabyuYMIkOiiEsqoCrbH1/L/ew45EBQchxhd7azZ81q9lg9xM1J/7D5Mraccsa3TMdIaxIplxbxyWILzrpl0dIzNGHa4zeLlJDEJHh1CYk0whAJKal/eJyLBw5wOtx4wXQ/wmbT16xYb01wUzfdFW6cWfCihGYLCaWTqRDfp7rjetScs74pJOXnkWq7i52b9nLCIZDC8LOYf7SA9UcciKouJcPvCifmT2eXayH5z2ZB6KWzzAWLxeuwuORPVkM5TY1lFNZqUU14bGhcU0lRyHHW/W4um8674pucTkFREumpIv0xP84dtwhyqzOJuHuYA2vMOOL6kFsX3QiPzKCmKYqA86uY9cUJHNPaxM4Kibyyi1ULL/CoSz/1RBEPzRewaPYuroWnkx16jhOn73DLJ4fq/CD8Lm9ntdlJbCOT8b1ixub5c9nmmEdGgRCvzQqWrzvM4aAB0NTSFbCHr7ffw+3x6/Ta/zBSQhKT4NUlJNIxQ5ZWS9iJFWxffZA7xRgfDO4j4/oytq7YyOmoelpK3Di/cMfzEtoqJGSXTq5ylAqvS5xcsZbLQTFEpCSTEhNBeHQGRdXF9FS5cnruNi55ZtIqtlUW+ottp2PukEvms/4kHcP6uahOr2fL8uWst7iBU6SIQHq0L4za76Wj2Iljs7dwxb/AcC5QQ13kGdZ8ewJr+0AyMvTzm0cQG5dAanE1RSmp5CTGkZ7ggtP5zXwz7xTOaa3i51ZKgvUe1i89iVtxGwOD2fgd2cSuPXb45xaKtHUl24/fxtIrjczkGOKio4mLz6SkfZAMu52c3r2Dy5kiOtOJn1jCMbbtOMb+B80wXEGz907mb7mFY+JLH5Z6Y0gJSUyCnyahbtJumLF12RqOhg8bnwusIvzEItZ8s43zyVqjhEYpsFnHvvVbuZTYSFu5O+cXmXPOMZUW8a6+T8h92xz2OWSSP6yi0uM4FkvWcjGulWZjiqdVq1Apm+itduPkl0JCHhmISxRFQQBu22eyyzmfrGeBgo4xrZBicy4pHmfZv/BjZn+9DQu/KtqfG8Ckl5Azx2dv5ap/Pvq5A9FWURV8ArNvjnAztIy+p91fI710N2Xz6MY5rt7wJb4wlazAU6xdfA7XlAbxCbU0RNlx03yPkGcWhUUh+Ny6wz2fYhraC8mwXsrKvXexS9H39OgZQ6scRDk6Qp7dNk7t3s6lDHH4UQ0kHmer+UkO+ogISyUk9GAHX22xwSXZMBu8+B0ZXt44UkISk+DHS0j/GE8rSVeWsf7rFRwI7KPfMCHTMBXuu9i9bAlrb+fRrBKXp7aF2CsiPTtyg9C2HjrKxIU/dzMn7iXSII7XL6IZp42fs+NuKhlDYwwm3+DysmnM22mLT147SnULpdnZZIqopK3IjuNzNnHaOYU6/bY53jhs/JRtdlmkP42ExjtRtD8mMbWOqtoOWlNvYrV/LYuOhVHSOWGWvvEuWnJtOfz5Os55ZVKpP/1xIaasOxz5YibLzW3wKRaiGGylLc8Lf/dzrP5mF8fuJtEwVELeg0OsmGfB3agyBoVUWvIi8beyxD04gqiUDPJK6mkb0KBVNdLoZ87KL5dgdsqftA79FDTVlMVGk9nYQvSdrRzftolzyWOoVAp00YfZuOUIez2aGB+upMXbnHnrLLkrpKgbEymlfsjQk0/wRpESkpgEP1pCY/30VAZzb+0HfPhPf2TBmShS64cMkY+mI5Xwm3vZvtacUzcccHO7w80brnjH1dA7XEOJ3z5W/PpTFu5zI7m5idqw8xyc/g/M2nIPz6JhxgfLyXHfz5a5nzJ79jyWb9jPWedoUorFhe2zj1Vi22WHPYlpaKIw4BQHZvwjc3a541sybIy8WukstuOs+VksbYKICbbF2foiZ71LaZ4wVcSYoohM9+0s+acPWXzAnfBmlYhSdIwOlJFpZ862+Z8xfcZ8Vm4+jqXTA6Li7Thp9jWLFmwRqeRtbl7YwuI/LWanVQTFA82URVlhMU/IS6SAqzbt4qDFGW7eDyepukdEZUkEnlvDyhnTmDV3Kev3XuSWTyoFFRn4H/uCbz6bwyb7AsoqC8mzWc4Xn89j0flE6nua6Iw9w6avFrB4kxUBua3fRWdvGCkhiUnwoyU0rmBQpDup/o443nXCK6qAivZhY6qhQ9GQTWqAJ76B4URHC4EUNdKivzOl7aQ1NxQ/Bxc8w3Ko7uqiqyyWcHc73ANSyG18Eqno+oSIguy4Z3meS1buPMoVF6Oqj+bcMPzFtt4ReZR1dNFUFE2Yuz0eIZkUtmqMfT4iNezMJtbHj+DQeB6npZGXX0xlzygjEy7gcVUL9RmB+No74hmaRUnX0+2FoHqKyAqy587FM1y57U1IdjO9Ih2sSvLBy9ZBHC+K2KQoQj3Ee4lltApxlsTacW6XBZfOncPysjjv86c4fvw6t90TqFSJ6Kc+lfj71lw7d4GbLmEkVA+g6G+kKs4DD2dPQtJqaW5toDr1IV6u9/FNqKRdMYy6I5dkHxdcPSJJqeqVd8ckk5uf1ickecpoZSAhzje55ltOU68Sraaf/uYsIt0dsbnhS17/iFHQbwb94gr6VV7Eb+xJxRtASkhiEkgJvRq9iTbcO7iGzecfEJiUR2llORW5sUQ9CiMkqdowmvxNohKRVfijR4SFhtDY2GD4vb0uUkISk2CihOSSPz+eMWU9VYnu2F88ynH92m3HznLNUT/Su53+0TffiTM0NMjRI4f48IPfYL5jG1kZGWi1rxdrSQlJTIKJEjp/5pSxVvKj0CnoayynvDCfgsISKhp6GHzSU/5XoSA/jyMHDxhE9OWsGdy5fcuwdtyrIiUkMQkmSmjvrh1UV1VSU1NNVWWlLH+xVBlWtWlqbhUiaKNdyKC1qZ6G2iqqX9r+9Up1VRVNTY0kxsezx3wHv/7FP/Avv/wntm3eYFjhZnDgxQUBfxgpIYlJoJeQfvHD1d8uZ/onHxmWh7Y4fJBD+/fJ8iPK4ZeUl7V7E0W/ZPfZUycNadlXX8zm3/+bf8X/9t57zPzsY+JjY4y/0R+PlJDEZHgqoWl/+B1bNq5n26aNbN204R0rG9m+ZZMomw1lx1ZjMdQ9qZ9Yt22zKBPrthq33Sz2I6KLlx/j7Zad27awe8d2Vi5bIqKgX/Af/93/zd/99//KPCGkoAB/42/zxyMlJDEJJqZjFuIvbVdXF93vWunupqe7i86Odjra2+jo6KBTX9/ZIb7XF/2CmE/quox1neJ7fV1HZ6f4zJ106tvot+0Ubbp7DPt76bHeUtH/XtpF2qfvFzp1/Bjv/+If+eNv3zfcTCgoyEep/OkToEkJSUyCiRK6dP6ssfZdRE1XYzvtDTU0N1VTXVNDXW0d1Q3ddLY10ibqakRdbY2oa+xlWNFDf2cDVVXV1NbWUlvVQEfLk/my+97kAJ83SFpqKuYiGvpi5ueGPxjxcTFCpK/+kKuUkMQkmCihd3Oc0DjKriryoiNIyauluaWBsvDbXN2/hV1n7hNR2EpXRwtlj25guW8ru856EFncztBAN72lwTy4uAfznee4G1VMdVsTdVkxxMU8Jq9z/NloalNAH+nY3rERqeImbG7eMNxAeF2khCQmwbsuofG+UgojnLnrEE1uh8ogjt7I0xyc+xs+WOvC47Yn98y7wk6w/8vf8of1bqS3G0OdNiEh89kirdnAlaxO9POr6eqTibl/jztemdQqtG901PProF/TLyM9jfKyUmPN6yMlJDEJ3m0JqWmOvIfLuRPczhikxzhGR5l6gyubv2TmoVDKnswxizL5Opc3zWX24TAqjHUMJfDo7HrmzTiCS1Uvg4ZKJbUJHtzZfxSX7Fba/4rjft42UkISk+CdlpAuh+DLh9m31Zqovu9W21Ck3sRyy1fMOvzomYQUKVZCTPOYcyR8goQSCTu3gQUzLXCt6jFKCDSlIQSdWskG62TSmkwpKXuzSAlJTIJ3V0LjUO3MdfPNLN/rR+nIdytrKAyR0FxmiUio9KmEDJHQV8wRkVD5UwkNPomE5s8UkVBlD8+G+7Un8fjGKmavu4NXTvdfZS4fU0BKSGISvLsS0qGOP8uRdatYdCaelglp02tLaDCHfLstzPniENZxNTybynqSISUkMQneXQmN0h96mF0rV7D0UgpdRq/oeW0JDRdS5LKDrz/bycWIcp5Msjr5kBKSmATvroS0KKOOs3/Vtyw6m0DrhEhIlX6bq1vnMftIOJV9T6bUUAkxWW6ZzxcWkVQb61AmEXF+IwtmHcO9th/Fk1phrHyKnHcwb9Y+rkVXGe6aTUakhCQmwbvcJzRecJvzW9ex+HAwlU+nUBwbpTfmMqfNPueTXb7ktqrR6vR1Fzi1cjqf7n5IvqjTjenQ9YTjb7GMmdP2cLewje6nizz2ZJBzbxNfLLfEJa3VZG7Tv2mkhCQmwbsrIYEihvsn9rBlqz2PVfpeIlG6K0i7vR6zD/+eXy84iX10GQ1NJaTdFXV/1NedwjG2kq7+Ntoe3+D8kt/xq1/MZ4dDHJmdIxhipNpI4q6YsexECDFVEybKn2RICUlMgndaQvRS4nkFq4OncKrUGpalHld20pgXS3SADwHhj8mr6aS3v53GAlHn742/vq62C4VqkMHGXDIi/Hj4MIx4/WjrIZ0+vqIrwxe3g1u5ElVNzYQVXCcbUkISk+DdlhBo6hJI8riOlUc2pb361cBej/G+CrICHbl105+cTtVfbZJ5U0BKSGISvOsS0q+00V2dRpSXP0nFbXRrtK8+rmdUQW9xDAnhj4gsVaKerJ1BRqSEJCbBuy8hwbgKZXcNpQXVNHcrXy0aGh9jrL+G2spyyhoHn1sqaLIiJSQxCSaFhAzo0Ayr0Yzq+3VeEa1Iv9QjaCbvkxrPISUkMQkmj4QkPxUpIYlJICU0dZESkpgEUkJTFykhiUkgJTR1kRKSmARSQlMXKSGJSSAlNHWREpKYBFJCUxcpIYlJICU0dZESkpgEUkJTFykhiUkgJTR1kRKSmARSQlMXKSGJSSAlNHWREpKYBFJCUxcpIYlJICU0dZESkpgEUkJTFykhiUkgJTR1kRKSmARSQlMXKSGJSSAlNHWREpKYBKYhoTHGRtWolCrUIy+ZnnVcy4hajVol3hevw6oRtOK8X4poO6oR+1JpGBkdFdsNo9Jo0Y6NodMfY1j9pF4j6tWijXExVv05aEfEMUZ/YHLYcf0+VajEhu/6NNRSQhKTwCQkND7McGclRWnJJCemkV/XS/+zeZ6FJbQ9tFXmkZkQR2JyFrkV7QwIWb0UXT/dDUXkJCeQFB9PUkoGebU9DKiGUXaJY6SLYyTEk5iYQlZZM+36tZ/H1Cg7qijLzyKnpI7Gll6GenroE6IZebJXcY5CUqoBehrLKc0T7YpraOhWotG+uyqSEpKYBKYRCYlIRdVGXYobt3YuZuV2K5zTuniyvLy4yMc0QlJxPLS14oJlMAXCHCNj3xcJjaAezCPRcR87F37LXpsE0ltExKMVx1DXUhp5GYtli9ly6gFhtUrRto7aODtuW9vh7BVAWKA9tywOcvTQHYIaFAwadtpHS3YgHtbXsfUIIixOSCzEGfsbVti4JVLa9xqT679FpIQkJoHp9Anp0LQ8JmDvJ3z0d//Ax9sdCanWGN8TjGUS4mHH5asxdPzgejx1ZLtu5dtfTWODbQHFz1ZR7aE1/SI7f/cbFh8OIknU9xf44H5gE8ed40gor6G+LIWw66c5s/kYjlX9YgsN7akO2B7Zwb4LDwhJK6OquYXWynRS3C9yaY85h22TKeh695aLlhKSmASm1DE9rh6gzOEoZ9f8mt/P/pqlx4PI7HoqnDLio4JxdctE+TQTU3XTXVdEUXE5lY19DD/L0NopDjzFnukLORbUSKOxFiGUwSpnzs6Zw3bLWPJE/NIUcZXjX85mt0sG+U+XW+1toik2gtTOQfp6H+O7+2uWLD6ATYnOGJ0ZGcwi7dZKvpy5k8uh1XS9Y4slSglJTAJTkpB2sJcih7uEhVhx+cJaFn3+DVttsygb1IuoiqTIAJxds4VstIwrG8mL8MPPzRE3V0ccbD2ILO6i19CJIyQUdJJdn3zJbvtUHjd20NHeTkdHJcXxVznw+Qy2WMaQJaShKPbGft2fmDFnLXtuhZFS3U7vgBKdSsmQRkFf3Bn2zZ7FF9tdeSwM9HwM1k5D/Gm2/uFDVpyOJLnLWP2OICUkMQlMSUKjA10U2AkJZeeSWxvBg/1zmTNrM2eCyukYqyEtLgiX+wWo1b1oi2w5eeQKV30KaMh7yP2Di9l0LY5kQ9jTRWnoaXYIOSzbJdo4efLAw50HD+5hc2Ejyz/4hA3XYklTis+v7aAl8TZnv/2Yj97/HZ8t2sNFz8dCfDp0OiXNnlsw+2QG84+GUPZnWeAgHbm3OPrZr5i9zZ3Ayh9KE00LKSGJSWBaEuqkwNaGoIwialAxkO3MzTXTmbn0JI6PowhOiMLdPReViFDG25OIiEolPqOCytDLXFn3GbMP+BNRqb/n3kVJsIiEPp7DTptY4irqqa+ro76+gOyIC+z5dDqbr0SRMvDkuGj7aCuJIsB6F1u/+B1//GA2Zse9iKnqoMJjJ2s/m8GCY0JCz27nP0VBR54NJ2b8ijnb7gsJGavfEaSEJCaB6UnoNoGpIgXTV+h6aY2z4uiCT1mybTNrL7rh6JGHekzkRepKssIDeBgQR5y/LU6HFrLwaACRlfqOoS6KA0+wW6RzRwMbadDvy4CGwUonzsyZxbbLUTweGGdUPUTfk1tgMFRHeZwjlhtnM+eThWyzTSHP/xRH585k1hYXUkWq93ys001L6mV2ffghK89FkdoDYyMqBhXfM3zAxJASkpgEpiQhnbKPUkdbHmXlUW6sQ9tOle8Bds59n7//dBtH3coYFulYX/ptLh47y9WAKhrKk0i4tIwVp4KJqNALoIfyR2fYN30hR/3rqH3WYaygt9yR07PnsONaArlCKn112cQ+yqZ9wo04dY4tV5d/yFdHH5GZFUnIwW+YP38P13OGee4emCKb9HsbWPzlHq6F19KmVtJVmEx64mPy21QMm3hHtZSQxCQwGQmNa1G0lBF3/hj3HoaTOjTKs3GAmipSb65i4ZffstGujMG+RmqcV7NqzV4OeYjULcMLz4NzmLPlDi7JbSiV5Tx23MbK9z9hw+00srpH0Y/kGR9pojr+HNt++zsWH/AmtnuIihRvbh06i3dSPqUNTTQ31lH06B539q/HwquYygEVPfFWXDXfyM5rETwua6SxuZkW0a40wg57i+3svysipo4RxlQdVAbb8+CWNS75/bQ/dyvN9JASkpgEJiMhbT9NGQ+x22nGvjN38C6eOGpaREntMfi7OXLLuxSVqo+h9BucWbuQBd8e5LLVJWxOrGbxaguuPkynvDwGv9NLWfC7aSw66MLDgj6Gx3SMdqYRe28rK//4AXPWXsYls4qc1ADsDooIS0RVljfvYHfzAhdOnuGCTSiZIpox3GzTdhvOzdPyDFes7nDPyRnXu5Zct7zJPd8MKvqF5AzCVNKR8YgwByeCqgbo/rM+JNNCSkhiEphOJDSKqq+VxvIiyqsaaBsY4fnHuDQoBnrp7FYyNi7iGlUnzeX55OWK9jW1NNVXUFpaRX27ENRQN+01RRTm5FFU2Uy72JdOfM4xTR/dDWWU5OaQX1JLc5+CwYFu2mrKqSwTpbqG2upyKiprqGtXPj8mSDtEf1MV1fo29fU01FRSXdtMa//zOZeu/THZIbbYhzfR0GesNFGkhCQmgSn1Cb3baBloradOREwJkffxiG0XgjK+ZaJICUlMAimhN4WWfv3DrekJ5BaXUd0xgvoNdkyr1GqSEhNIjI+jv//NhFhSQhKTYKKEzp0+aayVvBJjI2hHR19II98MCoXC8PtZ/PV8bly/Sk1NNTrt6w0FkBKSmAR6CaU9TmXNyhUyEjJhdFot8XGxrF+zit/+6hdsWLuG+NhYhoaGjC1+OlJCEpPgaSS06tvl7N21g7raGhrq66kVf2ll+amlhlrx83v5e69fSoqLiI6MYO/unUJE/8xn0z7k1IljlJeVGn+bPw0pIYnJoH+kYc+unfzu/V+ycP5XhpB/0YKvZDGpMo/lixeyxmwFX8z8nP/2//1H/u2/+j/5n//tv7By2WLiYqKNv80fj5SQxGQYGRkhKDBAhPir+Xrel3wzfy4LxT98WUyr6P84rBZp89KFX/Prf/oH/p9//X/xP/7mP7Fy+RIS4uOMv80fj5SQxKQYHBwwpBIVFeVUVlTIYmKlqrLS0Bmt77+7cO4Msz7/lBmfTuPkMQtKS0uMv8WfhpSQRCL50ej77hobGrh6+RIzP/uE9avNiI2OQqGQHdMSieRnYFipxOrqFdasXM7tm9ZUV1czOvp6D6dJCUkkb4QxRlU9NFbU0lRdRnVttSFtqamppbKmhY7mKurrqkW9/q5VHbWNPSiePhmr7mOgrYaqGlHKKygvLKW+a4hnU1KbEPqljvQDFeNjounp6THWvh5SQhLJa6NjoLmUguRkMoobaKrJI83nKpeOneCiYzSZNe10txaQ5W3J+X0HOGHtT2x1D0NPJaQZpCMnmIe3L2F1P5r4jHTSk1NIK2zg6XxnkxkpIYnkNRnrzyPloRsunqlUq8T3Y/2U261i0SfTWXAyhibDU+x9NAbtZ8MHv+LDRVfwb+e7tcQEbem+OO7ZxPmAfCoHOqhL8sTT3oPQMgWq71tWaJIgJSSRvA7jCmp9L3LX+i4uhfr5gvRoaPXZwYZlK1hplc3TLtvxwQQ89y7g6znbsExXYJg33/BGNxWPQ3C45klO25DYelyILZHY+5ZYXIykuEutX3px0iIlJJG8MiOMDSThusec4+cf8PhZaKOh/eFutpitYs3NXBTPDKKh1u8IBxZ+wdLLKZT3G9/oSiYz3B0b/wa6ni73QwfFQdc5uXovDpmdtE/iYEhKSCJ5VbT9qHOusedbc/ZYJ9BmrAY1bX672LzSjNU3chiaEMZoG/3wODCfGV+dxrNkEL1z+h77Ee7uSECd7ru1zEQ01Jpox43Vs9jumE+Bic8J9DpICUkkr4qqnQ6f7axYvoe9LoUT5n3+fgkx3kKh5yE2fPoF29zyqRtqpijYj/tOsdQLAU18Hn0gxwP7rR8z/1gIiXUmPkfrayAlJJG8KoomqhxW8c3SPRz2LJ+wAsZfkJBgoMQb563TmbXuDn5BToSEhXI/rvPP+n2UBb647JzOzN33iapQGmsnH1JCEsmromymznktC5fu5oB76YQoZoQOf2Of0K28Px/voyil5L45Cz9awnqz7dyOSCGl1/jeBPQScjWfwZx93sRUPussmnRICUkkr4qmk75HB1izfBe7bbN5umwY4ypaHujvji1npVUWgxNzLANq+ss8uDT/t/zhs+1cCqvhZXFOX+Z9HLZ+zrKLcTx+cp9/UiIlJJG8KmMKRqudOLHanAOWkdQZKrUoGjIIOzqTT//51/xpox3RpR1/lpKN9ZaQZbmKbac88Ch4bhUxI1oaY2yxXr0QC/9KyidvNiYlJJG8OlrGNaVEnt7DuYsuhBsmlNehai8lN8QRhxs3sfNOIKeuF+WLgczIMKqqx+RVtdOgMNY9Rx05/tex2HSZ4PKB76KsSYiUkETyWmjpTXPB29Eep6QO+kbHX1ii+VUYRdEURaTnXazvF9KqMPElVF8TKSGJ5LVppSDcm/v2weT16p57HOPV6KNc7M/fPZCMPr2SJjPw/wMxDKVmXJd8zQAAAABJRU5ErkJggg==)
Observe the following laboratory tests for a–D(+) glucose and mention +ve or –ve ion from the code given below
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASEAAADSCAYAAAAFbHYYAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAEs4SURBVHhe7b13dJRX3qDpf3bP2d0zc2ZnZ+bszM43c2bmm/lSf93tr7vd3W7jRLQxYJMxIucgchI5BwESQYByQhIKKKOcA8o555yzVKWqkqqkZ28VBRY0bttAm0K6z/F1SbfuG0riffT73fe+976HRCKRvEWkhCQSyVtFSkgikbxVpIQkEslbRUpIIpG8VaSEJBLJW0VKSCKRvFWkhCQSyVtFSkgikbxVpIQkEslbRUpIIpnI+BhjY2OMG799LV62k/FxcQhxDON74/rj6b77/juetNOJ9156LmI/hu305yr2odPpJrR9/himjpSQRPIUdRethQkkxCaRVt7FoNZY/5MQG6mbKC+robZpyFg3AVU3XXXFFBUWUlJcSHFBPoX54uvKBpp7NeiMzUCJor2a0lzxfkktreJkvjsdIRhNNy2VJRTn5VJYVEhBQSFFBQUUlxSL/RZQlF9AWU0r3WrjJiaMlJBEoqcth0x/G66cOsKx3ZvYuGEf5z0eU9RjfP/Hommh0v80B4/dxim2yVg5gZEhBqviibY5xO4dhzlj40ZAZARh/q643LrMZUsHvFMa6RTG0Q3UUBBmi/WhnRy6Fkpi/VOjiIhntJ/e6nA879hwxzGGovoKKjLuc0e0PWhxHVufQPycb2J1yRrnyBLqXuJDU0FKSCJBTUeaL353r3Lb8T5eDhc4vfRPfLbYgksRzQwbW/0g2mEURQ9w3/M5v/5iLyf8qo1vvEB3BukX5/PH3yxm2+1g0qsrKE4PJcj2KAe//YqFa89yRwish1EGiny4s+KXvP/LGZhdi6O4z7gPfeKljsP1xk2u3s4UcZNGBGCunJ7xW+YsOYVNcj5pQTe4svJTZi85gXVMA/3GLU0NKSHJFEdczOMDVBWVUF7ZJC57fdUAitjjbFy8ma1WSXQY2v0QGlStxeS4ncf59HI+WXWe8w+rjO+9wGABJQ6bmTtzL5aRVQwYq9H10pV0ib3TP2DWOmv8WkYZ628k59patnzxv/jV3K0cci+ibcTYnjyC/fzx8ikVX4+i7Q/lxpJZrNvjRLDeONoWOh5sYsGvP2fx+VByDduYHlJCEolIb0ZHtejGjN+iYjzvOgd3HsfCPocfk8mMDRVT8vgRXq4h5LvtYo25iKZ8K43vvoCQUKnTVr6atY+r0VUMGqsNDBcSvP9zZny6nD2+tfR2t1HkcA0/zyPs2DSPuQv2YBnXyYCh07mIRw8DeOBbJr4eYbT/ETeXzmb9XidCekXVaBMdPlv5+l9msOTCI3KffT7TQkpIInkRdQ9t/sc4d90VpwylUNQPMUhtehihvpFkVdfTF3GUTTvPccr3L0RCjluEhPSRUMULadIAJXdXsGjaDJZdTaa8pYk8J1uiirNJTrrNuSWfMvNbSzyLeoUqy4kOCDBGQkJCfUJCy2ayevtd/OqH6Sj0xX3H53z21X7Oh1YbxWV6SAlJJM8xzEhrMg+vW+MeVkCt0lj9fYzrGKqIIzbAn8DsXjQj3ahjLFi79SynfF5BQrphqpzWsuzTz1lyKZbi5gayHe7xqKyRltF2anwOYT7ncxbscyK6Lp2Q8Ah8fUvEhvpIKIxby2fyrdlRroc8JtrPAXurGzg+yqey25BomiRSQhLJM3SM9JeSF+aO68MsSlo1xvq/wFg3xS7HuLBnK/tveeBqcw3bfV/x+cyvWWBuT1ReC4oXI5C/GAl1knl5PvM+mc96h1KaWxvItbchuKCcOv3bA6Vk2e9g9YzZbLx4loO3H+IbUC7eeJKO3Vo2i1VrT3IjMpes7CIqWpRP+rlMGCkhicTImKaVuqwEIkJzqFM8rRxFoxljfEyL9mV52Vgrhf5WWO5czZbNm9i+wYzN8z/gt7/5PR98fZSb/oV0vbidspgKl23Mm32A67G1E+6+6dA0BnJz5UfMWWjB7WwVqq4Wihzu8KikklpjK21XNnGXlrBo9p94/5vT3A7Q60nH+FA4t5d9wcb9roR2P2n7LiAlJJGIC3h0uJKcUHec73gRXdxCS3cPPQ25lFXWUVHXTXtxIgmPS6nqUL3QRyS2VStRDPTR39dLX1s5zd47WLr6IPucchkaHhUtJqAfId2TSe7t1cz4eBtnAvJpHR5mWKlA0ZZH2t3NrJxrhvmteKqE9Yabykm9dhGvtHxKtOPGEdFaRpqjub97On+asZED92vFblWo2/24PP8Tlm+9i0/j94y0NkGkhCQSXSP5XkfYPftf+P3vP2XewkUsWzRfpEtmWDgmkVqZT+TZxaz4WkgjuIRG42YvZ5CxmEOs2nKWUw8NCdTzjA7SnemG47Zp/PoX01m89zL23g/wdLjB7XOHsDhwGqsH6RR162XXS02cK9ZrFrP3qhtBNUMMPzPgMIP5Tlw5b431g0I0gxUUhR5n4wf/iw9m7OR0SDWNAz/cpW4KSAlJJGO9NGdHEOZhj7OrC66OdjjZ23Lvng+RuU20DXVSHe2Gw569XAvJIO+50OYFdCq0TZkkpuSSU/tsBNB36NQomovIiw3goW8goTHJpOfkkP04gcToKOLSK2l+2hk+pqSnNo/MyFDiHhdS2a1m5LnwRpx3QwM19d1o1Z20laUQ6++FX1C84bGTXtWbjYX0z6npn1F700gJSSQ/hFaFsr2W0uhoMioaaX7z1+E7QXdXlxCnD/fdXCkr1Q8LeDNICUkkP8RIP11VmWSXtdPzo5/hmHx0CQlZXbNk8dfz2b9nFzEictPXvS5SQhKTQR/ua7VaRkdH0ZpQGR3RoFENo1KPPBlZrX15u8leNBoN7e3thkho/tw5fPzHD7hw9gylJcWoVCrGx18t/ZMSkpgEegFVV1YRHRlBaHAQUZHhJlOioyKJiYkmLka8RkW8tM1UKDHRkSTExxIY4M/lC+eY/fmn/O1//c/Mnv6pIUJqqK83/jZ/GlJCEpNAHwG5OjsZQv2vvpiF2YqlrFqxzPAqi+mU1d8uZ9P6tezZuZ050z/jX/8f/zv/+3vv8ff/47/h4e7GiIiWfipSQhKTQC8hd1cXpokQf+6cmdjcuskdUfSvsphGuXP7Fo72dtjb3mOP+Q5+8Xf/k//wb/81n370R8P38XGxjIw8e8T/RyMlJDEJ9P0JmRnprFu1kgtnTxtrJaZGf38fSQkJIhLawUd/+ICVy5fw0M8H5fDTIeY/HSkhiUmgl1BGeppBQufPnDLWTkbGDCOux55NAD0uPrsOnfj+Fft1fzYUQ0O4uTgxZ8ZnTBMCunL5InV1ta89dkhKSGIS6CWUnvaYtWbfcvbUCWPtZELLYEMFDY1V1LQ2UpGTSU5mBpmiFJQVUVReTXlZK0OjpjvKuaW5GUshHn3qFejvT2/PT5379uVICUlMgkktoVElfQURxMSmktHQQ+9QK1XxtlhuWcFmCyf88jro6CijJCmEwNgKGvtM87l3pUJBWWkJ1VVVb3TktJSQxCSYvBIaRFGfgO/tu3jFltFgeCRDRXf+XY5/9nfM3OSMT42+rp/+kggeWN/CK6maxik0KFJKSGISTFYJabuzyfe2YM+lSBIqnz4UpqWvypebS/7ImhOBhDUbqxVN1HkewMLSG89cxY+Y0XFyICUkMQkmp4R0dGTcx3HHYg56lFDw7HnWUfoqfbghJLT6RACPnq4MNN7HcP4tDq6z4LR9Op3G6smOlJDEJJicEmqlyP8c+2abcSGqgfpnd78mSOj4BAkxzGinH5cXr2D7EQ+Sp0hKJiUkMQkmpYR0BaTY7mblx9u4md46Yemg75PQKNrBaGzNZrNmyw0e/OWJiyYNUkISk2BSSmg0gzirLSz8xBybnDa+m3H1+ySkQzuUiPOG6azacAUX/Uo+UwApIYlJMDkjoXyS7+5k+bRtWKc1T4iExhis9ef2sg9ZdyqEyFZjNVohoXgc1sxh/VZrvBqM1ZMcKSGJSTA5+4SaKfA9za6ZZlyMbqDB0Cc0zrhuiNZce87O+We+MXfBu0zDkzGKarS9wVxftoydh9xJePUnId4ppIQkJsHklJCW1lRX7m5azBHvMooNS7nqGB0o5rH7ATb+8R/5aMEhLgVX0Wq4ez+AusKOI2sOcupuMi0m/hjHm0JKSGISTE4JwWh7Gpmue9l9NY7UGpWoGWdM00NHdS6Z8THEp+RR0tiPQj9IWtlCW6AFh8974JrW//wqHZMYKSGJSTBZJcRYHwOVEbhb3cM7roLm773trkBZl0zoLSvcYkqpem6B+smNlJDEJJi0EhKMawboyAgiPCaFjIYhhv8sxBlFM1RHdVYUgeEF1HZNrYmspYQkJsFklpCBcTW9taXU1jbR8WeTDyrob6+noriebpX2nVm08E0hJSQxCSa9hPToRp5MGv9nlhkzTJ4/MjI11xKSEpKYBFNCQpKXIiUkMQmkhKYuUkISk0BKaOoiJSQxCaSEpi5SQhKTQEpo6iIlJDEJpISmLlJCEpNASmjqIiUkMQmkhKYuUkISk0BKaOoiJSQxCaSEpi5SQhKTQEpo6iIlJDEJpISmLlJCEpNASmjqIiUkMQmkhKYuUkISk0BKaOoiJSQxCaSEpi5SQhKTQErobaBjTDf21mdylBKSmARSQj8j40P0NNZRnZtHcUEuBbX11HWrGH1LEztKCUlMgp9TQuOjKoaHBhhQqNG8eOGN69CpFQwOKRkaGkSpHBRfKxgaVDCsVqMS3ysUw6hGxxgT+1GK9xTDKlTD4nVoCKVG1P/F0GIUtULsY1iD1lhjYGyU0eEhBvX7VovzUwyhUKoZ0T05H4VCiVIljqPUn4sStW78WQSjHRlmsLeL/n5xvmqNOBexrWg/PCIiHa1afFaxvVJsqx5G2d9Od10mCY9CCLBz5IGbPU5BIQTFl9I8oBFn9/MjJSQxCX5OCen6m2koTCQuKpqYlCLqBkYwLICqRzvMcEsxBanRREbGkZJXQlllKUWPY4kNCyE8IobUwkZaxQWrGWyiOi+JeFEf9iiChMxSarqETJ7tbAJjQg6Kbtpqxb6y0sjKLqCioZMe5QijeptoBxmozyU7MZKIR48Ij04ht7qdXiG+4fZyStNiiBLiCAtPIL2glrZhISfDjhVin/nEh4TxOClafKYwwsKiSMqrobFPSEzZSkNRKonh4tzF50mIiuVxgDcPExJ55OVJsLcnHlHxRPmEktHSM2G9/J8PKSGJSfCzRkIiOlA2xBFsuZHV81ay1ymTkoGnb4qLe6CB+sAzXLJ2xyVNH0W0UJ9sxfGFX2C2zxG/EhUarYh4tAP0VnhgveErlq06zb3UHvpHvotQnjGmoDffFzdrS67ffUBYYhKJYeLitxLHuBNMTIV+aVYd2r4Silx2s+6rb9l0OYhMfWQyNiYioXZaw85yaOkiluxxIKJJRGVPIyFNPgXp0Xj5ic+QdJcrq+eyYrMVrjlDT6I1nYh+GgKw3/01K749xjWfPIrCgogrLiE1Moq02CjC84rICAwhvaWLTv0+f2akhCQmwc/eJ6RppDjwEGve/+/8+g/rOBVYSfNTe4z2Mxx/kVvOj/Aq1FcoGSi9w5Fpv2XR7vuEtBlaCbSM9wVyY8mHzF1wArtS/boZL9JLb4EPt3Zt49BFZx5ml9PQ0UVHU7mQhjtWuzay7/x9wutFU20rvf7b+frDhZhdiab6yQ4EInVLPsOuObP4fLMraWpjtUBXHk6qkMrD8l66aj2x/PIDFqy5iWedsYEeTQzOmz7jq1l7sX7cT09dDtkp8YS5i0jI5z6eMXFExhdQ3zfMhF3/bEgJSUyCn79jepD26mCubTFjyx9/yZdmJ7BKbMawXPzYELocOx6EpBFWoa9QoWjw4vK8OWy/EEaKfjXnZ6Rwf8sC1q29gocQyYsSGmlLJebyEmbN2c/N2CaeX9ZwgCrbNaydt4J19hV0a7pQJp5i/YLt7HXIosfYykCpDadXmbHogB9Fz/qxRmmICiLqYRiF2lEUvRHcXf4lmw8JqT2N7AzkE3h4GesWH8Wxchy1to/28iLyExNJEzJKKSiiqGlIRHfG5j8zUkISk+Dnl1AHdVWJ2N54QJLdfo4smcHcdVfxrlYyOi5UkWeHZ2AKoeX6tsMM1Xty8avprNlzF4+8eurr6qivr6Su1IMry2bx7VpLPGpflJCWzsd2XFr4G6ZtcSas/MWVVXWMZ1zBYt50PtvoTGJnBz3xp9j0lRlrz3iTXl9Hnf44teXUhxxn59dLDRIqeCoLXTUJwaEEBBWLMxxhpO8Rt8S5mG24hF1G/ZNt62rE9v7c3ijStMUW2JXo4yoj41p0Ot1LorefFykhiUnwNiRUXRqD3b0o6upLKX2wn82zZrLwiD+pDV1oCpzwDU41SkhEQo1eXPpqGt8sNsfinhee993x8nDC3cGCLZ/9icXrr+MlUqDn+4OGqI06y75P32fW/gDi6//sVhyUO3J50Sd8vOgKDyrb6Ig5xbYv5/Hl6qPYeHng4SHSJTcHPM+vYuFn37Dk0EMKDdYQ2zYHExoSTaAhPxtBKyR0e/l0vpm7nv23PfFw15+jMx5upzH/YhpfLz2OvUgZ/2wB2LeMlJDEJHgrEiqJ5J5NFPXtCsYUZcRarmHF7CVsuhRMXpQNvpHpInrRt9VHQh4iEprBugOO+JZ10NHeLkoz7XW+WH07h5X6dOzPIiElddHnOfDZ+8zc40d83Yv5jhBJhSNXFn/OJ0uu4lvdYpDQ5nlr2HAxkLyOdtoNx2mkI+oMexYte5KOGbbU0hftRmh0Iom9+n2NMNoTws2ls1i9+TouhR3GbVtpb3uE3ZZ5fCsiIVsRCb2Nfp+/hJSQxCR4WxK6ezuC6mZDTxDqligenlrJgo/nsX/vFk57ZRBr6B0WEqrTS2g2W8+FkqQwNH/CWBJum+ezZs0l7otIyCAhdQ/9yidjbgZznLFe+i98uPoOASWD+ncnMM545hWOLJzLzB0+5PS20Rt3ig3ztrDbLoMuYysDRbc4tfJbFu5/iPCI2Hcn6fc9iU7Mod3QQMNIVzA3ls5m4343HhnE9JQc/A8tYc2iI1JCEsn38fNLqIf6qjjsbWNobHtqFQ2DFYE4b53GrN/+hvknQ4lqfFKvavHhyvw5bDsXQsKzTl+hHG0iLpsWsG69Fb6tokbdTlNOPOHeISSXNtPVXUDKLTPmTV/Haf/SF8bhtFFwcz0blm9ln189Cl0vI0lCQvO3sds2TWjyKeI4hbc4aWbG4iOPqNFHPUOp+HjGkpj1tJUW7UAYNsu/ZNMBIaHnDpSN38GlrFtyHMdKfUvTQkpIYhL8vBIaQzdcSkaELRYH7InLbkChfdqbM0h/ti0Xl/6JZYe8CNLf6h5poeHxFXZ+8CvmbrzN/TIFKnElj4/2MVDjyrm5v2X6rH1Yp3fT2VtPWUYK/mcv4uwXS/74CAOVobju28T+c048SCumvKqKqvJiilK8uHVoH+dsgkgRkYuut5Rq5zV88ZsvWXTUl5x+NSPi56Ib7qAr9AAbPvmYj9bZE1VVQUOqI54RRWQ0689ZRFQjnbQV3uHIp+8ze+lZbPMGUIyKep0SRftDrFd8yPQ/reV0dCftw2//ebGJSAlJTIKfV0IjqNoSeXTvBOabzmEXkkeDakKnsbqT5ihr3PxTSdSP3xnIJ8PLgm2zP2H+mjPciqmnXTXOmKKG8khLLBZ/ypz5OzjtU0hFn7jwxzS0J0aRmpZNmeFq16CuiyfY7hrXrlhh5+KCq91tbltexy4oi+IevRS0KKtiibBczeLP57Jk7z2CyroZ0OlQt+WT6WDOhtnT+WrjVWyDkknx8yC2vJE6Q/6nH2BZSn7QOfbN+5S5Sw9yJUSIalDHmKqZ+mQbzplNZ86ctRx2SaegdcQ42vqno/89qdVqw+ubQkpIYhL8vBISAhkZor+zhaaGNjr7lGhefOBrZIAhhQrliPhaK6KJHtG2tprahlY6BzSM6C9+nRpVfzut9dXU1DbR1qNENTrK2FAtJfmllNT2oH622xGGeztob2mlvaODzvY22lrb6VFqjUIQEY96gP72Bupraqlr7qJveBSt+LmMjSgZ6mqisaaaukaxbe8QQ719KMWxnjzrpY94hlH2tdFSJ86xvoX2PhUanTj42AiaQRElNdSIc2ykpXtIfCbR3rDdT6erqxPfB57k5mQba14fKSGJSfDzSuivhRZ1RxbRzlbcun4X74Ry6l/si36HGRXSi4uN4cuZIqqaMR1vL0+Uyom99K+GlJDEJNBLKDMjnfWrzbh0/qyx9h1kuJGipHhSYuLJr+1CZFqTitqaGm5ZWzH/yzlCRJ9z4dxpCvPzje++GlJCEpNAL6HkxARWLlvM/t3m1NXVUm8YMSxSk3em6EdRN9IsUq7W1lZamhporH9Zu3ez6EeJNzc1UVNVhauTo0FC//z3/5MNa1bjLVK02toawwjsn4qUkMQkGBsbIyQokK/mzGT255+KlOwkF86eNry+W+UU586c5ry+nD7JuZe2eXfLudOnuHjuLJaXLrJ753Y+/N1v+Pf/5l/xN//vv+f2TWuGh5XG3+iPR0pIYhLoJRTw8CFfiL+u0/7wAbu2b2Wv+Q7D6ztbdmxj9yuWl+7vrZcn57ZPRKpHDuxj6cIF/O1//c/8p3//b/nDb97H3dVVSOjF5+N+GCkhiUmgT8cS4uNYsXghO7duprAgfxKUQoqKiigpKqSkuJiSkmJK9aX4SV2xqDN8P6GupFhsU1jwkn2ZRtF/jiLxaiOint//5tf84u/+lpPHLEhOSqCtrU2mY5J3l4kd05cvnDPWTgLGB+nuH6K/q4+hISUKRb947aVfqWSwu88wjaxCMcDQYBc9gwp6+027J7uzowNHe1vMVixltdkKnB3sDf1Er4OUkMQkmBy36CfST09tAblZeRRW11CZGUGw/TWsbzrhk1BMZWMDNdkRBNleFXXO+CUWUFZTSUn6Y7KLm+gYetXhhH9dCvJyWbvqW1FWEh8fa6x9PaSEJCbB5JKQFlVlOKEPvHmQ0IxyfISRzjBs1/yBmV/s5lzMMDr9XD4dIdw1+z0z5+7jYrwKrW4IVXU4DxwfEJBYQ6+pPeQlUKlUZGVm0NjQYKx5faSEJCbB5JGQiGDUpURYX8HGNpAspTGiUWXgtXUaS5cfxfrpYGNVGh6bP2LJyhPczNFXjMNoF5We57hl44ZnsfaVRzb/NXmVfp+/hJSQxCSYNBIa7UWRdZPDu89z2avwu+lc1Xn47Z7J2vWnufN0bJ8mBx/zGazZeI57BcY6ga7oLtePHmP/7Sw6TdFCbxgpIYlJMFkkpBuoochmOat2W3Ez/rtnNsZVOfjumsHqtaewyTNWqrPw3jmdVevPcvfZoGNhHXUUTvu3smG9DfED+kdbJzdSQhKTYLJISN2eScDuTzHbfw+3wu/CmB8vIT25BB5bxfqvD3CvVIdykkdDUkISk2CySEjRGInT2g9ZecAFn0pjpeCnSaiciPPfsn7+Zi4njzBomjfK3hhSQhKTYNJIqCEK5zUf8u0+Jx4Ylgsyos7Fb/cM1qyb2CeUjY/5dFZveL5PCCqIPL+SjQs2cyVFSkgi+VmYLBJStWURKNKxlXtscM2fMPBwJA8/EQmtWXeGu0+FM5qDz87PWb3+PLaGRRafUkDwibVsWngA+zIdCpmOSSR/fSZTx3SxzQpjx/STCfTRdtGS68jpOX/Lbz9Yyi6PMmrbW2jKceDM7P/Bb3+/nF33y6nvM0prJBbngzvYvNGGhEHZMS2R/CxMFgkx2ocyx4Yjey5g+aAYpb5O205jdgDuFw5wxMISu7BCKloaqMsK4L6oO2xxFbvQIqp79CHPOGNltlgfP8kBm5y3sjb8z42UkMQkmDQS0g9W1JQTeesqd2wDyRgY+QkDDkVLTSc13pe4c88T7xLTHKz4ppESkpgEk0dCenSMVEcS5uODZ1wdfT82nxpXoGpKJNDNn0fJVfRP8g7pp0gJSUyCySUhwfgg/Q1F5GcXUNysRD36QzHNCOrBJipzsskra6VbMdl7gr5DSkhiEkw6CRlQMzLUTXufhlH9yhd/ES2jqgE62wZQT5EI6ClSQhKTYHJKSPJjeG0JjY+qGFYqUag0jGjE1wqFYfImpUb3w51qGhGmqtVo/sI8TuPjOtFMiUb7OqtGjjM2OoxioJ/eQdWP+Ksk+bmREpq6vKaExtH21lOTl0RsZCThkTHExieSlJJGWk4xJbVtdIqL/mWSGdf001aaR1ltC+0aY6Ue8Y9R/w/yqSbGtEo6ygsorWqkVcSpr6aPURQ1iUR4u3DHv4CWAf2KdhJTQkpo6vL6kdDIMIOZztjsXMzMxfs56xZASHQYQS5XOLVrExvMr2AT30SlWq+sJ4wNtVEf741fdBZZLSrUTyWl06JpbaCtq5ceY7/c+Pgomp5iEv388I/Ipu7JkpM/jbFhOuJucH6nGV8ei6DwOetJTAEpoanLm+kTqnTn3voZ/MPHB7n9uJzatkbqipKJuX+WY6vn8umi42ywLyC3S9+4k/Y8f25dccQ/o5muiT7QDNMTH0x8ViG5QlrfMUhLhhvOd2yxiWxi6CenU6MMZ9zj5u7FfLgnhOy2qXPn4V1BSmjq8h6aeupKiwyL9z/OfrJ+9vC4msH2Ohob256XxPfR5M/9AyuZtsia4Db1hJSpi7pQC5b88pf8x98f5nJCD52dCUTb7GHz9TTyWl9Mi0boC3ImIDGTlBfvEIxkEWF/jl27nUnuGOH7TkvT20pjST4lFdVUtw8yMKhALaKn8YqH+J3fyMyDQkJVTXTWl5BXVE19zzDakQF66soozC8X2wygMu5LL7/upgrysgspretkYEJaqRvqoLEwk+zcAgobBnnmTBG5jfY3UF1RSkFhMZVN3fQ926GGgaZyCsXFllXSQOt3B5rySAlNXd4r9LHC2ckNS+cHOHj6ExQeQ0ZVFv43b+DoHk32j7lQGh/ivn8FH31zDf/GoecEoWyKxX7FL/nVf/qQtfaR+IfZcXntt1iEtlCr3/fIEIPdrTQ3t9BUU0G+oxUOvsE8rBbfNzXT0tZNv1rHmBBC0YMLHFuxlrMJnbS8kJaN6zQMt2SSGB6Cv18AQQ9duWfrjEdALOkNapRF/kJCm5h1OJSckmKqwq5x4pQVVhENDA83ifTQnvP7L2Hlm0uL0KhO001LQRLxUaE8dLbh7s172EZW0zw8gqq3ksKkMPwfeOLp5sBd2wcE5zTRrRpmuL2cbJGOxkRHEOpjg2tAMkn1IiMcVTHUkEdmXCj+HiKiu32Xe96pFHVqUL9aR9ekIzc3h3WrzKSEphjvLf94GzdCcsgdVjEw0Eh7kRcuIuJYMX0rR60eUTSqQTWsRKl8SRHbGO5aNfp/r4RGuwqJ2PcnZvzNP7H0/BVOXDvNptnbscrso0PfoKeMojhf3D08cXUSF/TBHRw8dY5TLl64uXng5RdHZovSsM/2qOucXzWT5bfyKDE8Z/MdowNVpF7bwL6L9/Gu0dCV68GNlR8xd/Nlbj0eYqg4iIfn1jPTIoq85kG0aZc4snMnK2+XoB4bQtd8nxPLtmF+IYrKsR5asj24fNaFh+lNDDdH4nfOnCXbHQmrLCbR6QLXrNzwbxI/s8Z0oi+sZvnOWzg9fkxaohunLdxJLW+ktzqAsMgUoipG6W/IIMj6Jp4x+dT0lhBjs5v189ZyPLSRhh8Tbb4EffQwODhAd3c3PT0973AR5y8+Q2xMNKtWLOPc6ZPGTyiZCrz3n2dY45XZxJPAYgxtRyr+Jxbwp1m7OeWZQn1DKqEebri6uODiJl4NxQVnZ1fcvMJIqh4QGV0IXgdXMG3hSyTUWUi4kNDn/+VXrDh2mD0n9rFwxiHsywfo0zfQ9NDdWEFZRSXFuVmk2lzmzn1v3POqKS0ppbxKiFGpFWcG/Sl3sVz3GdMtwslqmZjKjTHclojTupmsOeZJsH5WzboI/MynMcPcifvFWnT1gfieXc8Mi2jy2kQIlmPJMfPtLLEqFqnUMPT6cGrZVswvRpPfnk2yzRbWn48kqlovuwE6akpJT8+lvsid02u2s/tSCAUGD/bQF3+GdbPWsuumI26Blmz6/Gu2X7hPcH4ptV0KkRI2U5t8i52rD3H+phcxqVF43znH6SOnuR5eR7NCv5+fjlKp4PzZUyxaMA+z5UsxExfwu1hWLlvC6pXL2bppA1/Oms6l82eNn1AyFXjv35k9JKyo3fitkEZ3GTHHZrFw923sMrsY7iggJSyYoMAgAoPFq6EEERAYTHB4KjktarT1wXgdEBJ6SSSkao7Bduk/849/M5Od185y+dwOvppxBIfKfvqNbcTf9Cf/Vw3SEeBMQHwaiYYZwp+PdgbTHLDaOJOP9weQ3jSx53qc0f5i4i6uZN2Oq9ikNdCQ7ce9bUvYbpdOln5GhQY/vM8YJdSqNEjo+O5drLhVKs5XHKzPj7Pf7mT/tTiRjkbhc3AuCy8kkNj45AhP6GTw8TlWzVjPRss4ag114tN2eHNy9jesPuhCcJ04j7sHMF+1kC+W7MTCJYOy5gIK/Y+ycOkF7gSkUVNXTUVlJTX1TTR16cdAGXb0k9EvuWt718awJvihA/s4/K6Wg/s5oi/i63lfzOLiuTPGTyiZCrz3HxZ68ajouwkD1A3h2JpNY9nxQB7Vi4pxBf2Dg/QPDIi/6PqOXn0RXw+I16FhVPoQpTUY70NmfLL4Jo+6JlxRIw0U++xn4W8/5u++ssI9NZDAGztY+NlebAp76TU2e4ZmiHYfW7yjUoh9SV9UX8o9rm+YwayTseS0vnDljvTTGXMdy6v3uB1aQH5uMhH+ImJqVmIINGoe8vDCJmYdT6C4Qwgs15IjO3aw5HaVvgcIml048s1GIcpECjvSCDk2m48Wn+F6XNeT+VyGRYqWl0hR8lU2zprPkv2eJBrCR7FtlyfHFm/G/MR9slRK2psbKHpkK4Q5i0+XneLCw1gKH51i5eyNHHLO4pnXBuupblIw9NydwB+Pfv327u4uwwqYrS0ttLyjpa2tVbw2ExH2yBDRyXRsavHeZyI1sgnOoqxrUPxDKCY34ARbFn3DEvN7OPpmizSpnlYRkDwfk0xgdJihXJEmmX3O30/bh3VCAeV1tVRXiH09uoP1rhUs2HibIwGNNGpayHM9wtY567iQ0k3bi4MYR4bpTQwlIaeIvJdcmM3h17m4+kvWOpVRMWCsfIq6h4bgq1hdPsOhKw443ffnUVopJY29DKo1qPPssdk+l/c3eBBV0c9YjRvXdq9h5sZ7hGU8JiviLOs+W8jSA35kdtdS4X+YVTPnMHfLJe6GRBLsH4SvbxS5dYl4nlrLulUHOBlYSElFHmXR1liccOZ+qD+Z2f7cc8qjuFz83KLOs2/vaY54ZtJc7set1XOYvWA7++6GEhYeSGigDw8zOukwzn011dEvA73WbKXsmJ5ivPdgzzrO33LDMiKTBw+ccLh4hJPOPlhfOMOJrYe57JFKpQgFvk9CY4NNVASd5/Cy6fxu+lp2XrbB1tUJO6szHD9swfEbD4muGqLPeMu9JfYeN7d/y17feqpe7AsZH2dMRBIqjQbNnx2wj1yPixxdtZObWSLqeUFgOmUDj6+tY+28T/ho7lKWLFuJ2cY97LngQVhhFaUJdzi/9ks+WXsd1/QW4btSHjscYu2cBZjtO8kVl2sc3LiTHfudiKztQ9NXRPLdvWz8chq/mzaPFUcd8C0aRDmmn6YhGLcL+9i68zjnb97D5qY9Xin1tKuqKQyzEvs5zTUHb/xcbbDziiCiVsvYaA9tieIcNn7FJ3/4k4ga93HUJY2yAfHe9xp+apGRniZv0U9B3lO2lFNVnEdWZiaZmTnklNTR1K+gp6GQwsxscmv6UP2Fi2RcqxaZSjMN1eWUlldT26i/rS7C68ZaamobaOxSMrELWduWRLL7MbZfSSCz4cfc/zeiTCXEwZKDxwMo7BvVJ0ET0KLuryDa/h5ubp4EJSYSGRFGoJcrLpdOciMgjfiaDpprKiivbaVjUMMYo6h7m6kvLaa0qo6GjnaaG5tobOykzzCEW7Tob6GhLJ+cnAJK6jroffZBhhnoaKS2qoa6xhaaW7oYMDybokXV20J9ZS0NLe10dHTSM6Bk+OnJipSxq6GMotxscorEtp0q4w0BiRwnNHV5MmJ6fISxISEb1chzwvirMDZAT0UMXjfv4JFYTYNh/ssfQkFD8n08HN3xytFL8QUrjrbS/tiG/TsuYuWXz5NudiW9VY+JvGONS2QBRX/1DyZ5HaSEpi5v5rGNn4pmgK78KCLj0smq72fo+bDmOcZ1Iyg6SsmKiiEpu8oomBfQdtOb58alQwfZdfAC1g73ue/jz8PgcB5FZVPa2vdkrl+JySIlNHV5OxIyoGWwsYqG5na6/0JOMqZV0VdbTn1bL/0vdmRPRDdIR0EkgXaWnDt5ilOX7mIXmE5Jz4upm8QUkRKaurxFCQnGx8R/PzRP0PiPaPOUMXSjGsMcRWq1hpFR/eMekncBKaGpy9uVkERiREpo6iIlJDEJflBCI0qGOmqpLiumuKiYssoqqqurqCovpqS4mNKyWpq6FU8Gz74M3TCDTUVkxaaSV9uFQsTIqrZSSlJjSSvrptMwQv9V0aJWDaMYUou9yvEWPxUpIYlJ8EMSUtXlkHb/KndcPfB46I271UkunDiJpYMvPt738bS+glNwBrmGBxJfgqqOyogbnFh3FOvgApoZoTHBFps96zjpUUhBj7HdqzBcSIqXM3b2URQLC77iUzimybhOlL9up4aUkMQk+CEJ9RQlEn77HM5hscRnxuK+ZzaLps9h3c1k4hLjiHM+zR3PGGIajBu8iKaKirDTbPh4DRaOqdQLCdVGWXN+0UdsuvWYNMOEe6/IQDD221ayaOEVHvWPPffs5DuNboCK8nq6e/+695alhCQmwQ9JqL+rjdryKhTaUcbGOkm5toKNi8w4FDJIn2aMsdFq6ho7aWofZ1wzyGB/H739SjTPbo320F9qz5G5Wzltl0yTqOkvCsBp03TM7z7m8TMJjTOmHmSor5fewQmLMIxpGVWPoB0bZUQjUsOBIZRPh/WPPcbn8gn2mbuSNyzOZXwEzfCQ4fnKIaWaEe13c6Y/ZVyn358GrVaNSqVEoRRfP3kHnVrBYK843yHVhCcHdKK92GdvPwOifuTF4EQcU6UYYlCc17BmVJyn2I/u6XG1jAwP0Nfbx4By5Lu7xVoNo6PiPLTifaX4mQ0NozachP4cmmnIe8CFC84Ex5SiVIt9GjZ680gJSUyCH5KQbkykOc+m9e0mzdqMLUtFVBOmYOjpBSnSBk13I7VpgQT5eODqHkhcfhPdhqunj6EqZ47P384Z+ycSGiwJxW3rTHbZfiehseF26jNCCfV0wN4tlLiiTgaFKAbq80gJjCS9OIusrGAe2DrhEVFGs1J/SdeTEOyDk1M8nSohkIYcshPDCQ7wIiQygYzaEePFbUQ3RG91Dkn+YaRnRfEoLJCHIpWsHtYJL7RTlxFBsPM9XLxCiCnpYWhUh66zkNy4ADyd3XjgHUxcWTf9T4e2jAhh1qSTEBFBqJ8/UXGJpOZXUd3Yy5BWyKu3guLEh3g4OHLfL54c/WKM+tH7+eEkJSSSmFtJdogb7g6ehOa2Mih0M1jii/OeL5g2cw3bT3iSWiJ+jsbDvWmkhCQmwQ92TD9HB6lWK9m8ZDVHQgfof3qBd6SQGuiIjXsi2QU55AZf4ezhi1zzKREX0CAD1S6cmPedhAaKg3HdMovdtmmk6fuSuoupEBerX1wB+UVZxNrs54jFRawDU8jxv8yxxWswP34Vp1Bnbp8wZ/taC+xTW2gf09DX0UZzYwXdLSn42PsSm1JMU2kA0Q+dcYlX0Duh43tMWUqu71n2LljJntPnOHPJkju2PkSV15AR7E9cciaFFcmE3TvJ0d3HuBcdhePJs9y8/YDwzGgibY9ifsKbmAr9ZDiD1CY8wPm8NQ/SCijJ9cbhyHa2brHELTabyuYMIkOiiEsqoCrbH1/L/ew45EBQchxhd7azZ81q9lg9xM1J/7D5Mraccsa3TMdIaxIplxbxyWILzrpl0dIzNGHa4zeLlJDEJHh1CYk0whAJKal/eJyLBw5wOtx4wXQ/wmbT16xYb01wUzfdFW6cWfCihGYLCaWTqRDfp7rjetScs74pJOXnkWq7i52b9nLCIZDC8LOYf7SA9UcciKouJcPvCifmT2eXayH5z2ZB6KWzzAWLxeuwuORPVkM5TY1lFNZqUU14bGhcU0lRyHHW/W4um8674pucTkFREumpIv0xP84dtwhyqzOJuHuYA2vMOOL6kFsX3QiPzKCmKYqA86uY9cUJHNPaxM4Kibyyi1ULL/CoSz/1RBEPzRewaPYuroWnkx16jhOn73DLJ4fq/CD8Lm9ntdlJbCOT8b1ixub5c9nmmEdGgRCvzQqWrzvM4aAB0NTSFbCHr7ffw+3x6/Ta/zBSQhKT4NUlJNIxQ5ZWS9iJFWxffZA7xRgfDO4j4/oytq7YyOmoelpK3Di/cMfzEtoqJGSXTq5ylAqvS5xcsZbLQTFEpCSTEhNBeHQGRdXF9FS5cnruNi55ZtIqtlUW+ottp2PukEvms/4kHcP6uahOr2fL8uWst7iBU6SIQHq0L4za76Wj2Iljs7dwxb/AcC5QQ13kGdZ8ewJr+0AyMvTzm0cQG5dAanE1RSmp5CTGkZ7ggtP5zXwz7xTOaa3i51ZKgvUe1i89iVtxGwOD2fgd2cSuPXb45xaKtHUl24/fxtIrjczkGOKio4mLz6SkfZAMu52c3r2Dy5kiOtOJn1jCMbbtOMb+B80wXEGz907mb7mFY+JLH5Z6Y0gJSUyCnyahbtJumLF12RqOhg8bnwusIvzEItZ8s43zyVqjhEYpsFnHvvVbuZTYSFu5O+cXmXPOMZUW8a6+T8h92xz2OWSSP6yi0uM4FkvWcjGulWZjiqdVq1Apm+itduPkl0JCHhmISxRFQQBu22eyyzmfrGeBgo4xrZBicy4pHmfZv/BjZn+9DQu/KtqfG8Ckl5Azx2dv5ap/Pvq5A9FWURV8ArNvjnAztIy+p91fI710N2Xz6MY5rt7wJb4wlazAU6xdfA7XlAbxCbU0RNlx03yPkGcWhUUh+Ny6wz2fYhraC8mwXsrKvXexS9H39OgZQ6scRDk6Qp7dNk7t3s6lDHH4UQ0kHmer+UkO+ogISyUk9GAHX22xwSXZMBu8+B0ZXt44UkISk+DHS0j/GE8rSVeWsf7rFRwI7KPfMCHTMBXuu9i9bAlrb+fRrBKXp7aF2CsiPTtyg9C2HjrKxIU/dzMn7iXSII7XL6IZp42fs+NuKhlDYwwm3+DysmnM22mLT147SnULpdnZZIqopK3IjuNzNnHaOYU6/bY53jhs/JRtdlmkP42ExjtRtD8mMbWOqtoOWlNvYrV/LYuOhVHSOWGWvvEuWnJtOfz5Os55ZVKpP/1xIaasOxz5YibLzW3wKRaiGGylLc8Lf/dzrP5mF8fuJtEwVELeg0OsmGfB3agyBoVUWvIi8beyxD04gqiUDPJK6mkb0KBVNdLoZ87KL5dgdsqftA79FDTVlMVGk9nYQvSdrRzftolzyWOoVAp00YfZuOUIez2aGB+upMXbnHnrLLkrpKgbEymlfsjQk0/wRpESkpgEP1pCY/30VAZzb+0HfPhPf2TBmShS64cMkY+mI5Xwm3vZvtacUzcccHO7w80brnjH1dA7XEOJ3z5W/PpTFu5zI7m5idqw8xyc/g/M2nIPz6JhxgfLyXHfz5a5nzJ79jyWb9jPWedoUorFhe2zj1Vi22WHPYlpaKIw4BQHZvwjc3a541sybIy8WukstuOs+VksbYKICbbF2foiZ71LaZ4wVcSYoohM9+0s+acPWXzAnfBmlYhSdIwOlJFpZ862+Z8xfcZ8Vm4+jqXTA6Li7Thp9jWLFmwRqeRtbl7YwuI/LWanVQTFA82URVlhMU/IS6SAqzbt4qDFGW7eDyepukdEZUkEnlvDyhnTmDV3Kev3XuSWTyoFFRn4H/uCbz6bwyb7AsoqC8mzWc4Xn89j0flE6nua6Iw9w6avFrB4kxUBua3fRWdvGCkhiUnwoyU0rmBQpDup/o443nXCK6qAivZhY6qhQ9GQTWqAJ76B4URHC4EUNdKivzOl7aQ1NxQ/Bxc8w3Ko7uqiqyyWcHc73ANSyG18Eqno+oSIguy4Z3meS1buPMoVF6Oqj+bcMPzFtt4ReZR1dNFUFE2Yuz0eIZkUtmqMfT4iNezMJtbHj+DQeB6npZGXX0xlzygjEy7gcVUL9RmB+No74hmaRUnX0+2FoHqKyAqy587FM1y57U1IdjO9Ih2sSvLBy9ZBHC+K2KQoQj3Ee4lltApxlsTacW6XBZfOncPysjjv86c4fvw6t90TqFSJ6Kc+lfj71lw7d4GbLmEkVA+g6G+kKs4DD2dPQtJqaW5toDr1IV6u9/FNqKRdMYy6I5dkHxdcPSJJqeqVd8ckk5uf1ickecpoZSAhzje55ltOU68Sraaf/uYsIt0dsbnhS17/iFHQbwb94gr6VV7Eb+xJxRtASkhiEkgJvRq9iTbcO7iGzecfEJiUR2llORW5sUQ9CiMkqdowmvxNohKRVfijR4SFhtDY2GD4vb0uUkISk2CihOSSPz+eMWU9VYnu2F88ynH92m3HznLNUT/Su53+0TffiTM0NMjRI4f48IPfYL5jG1kZGWi1rxdrSQlJTIKJEjp/5pSxVvKj0CnoayynvDCfgsISKhp6GHzSU/5XoSA/jyMHDxhE9OWsGdy5fcuwdtyrIiUkMQkmSmjvrh1UV1VSU1NNVWWlLH+xVBlWtWlqbhUiaKNdyKC1qZ6G2iqqX9r+9Up1VRVNTY0kxsezx3wHv/7FP/Avv/wntm3eYFjhZnDgxQUBfxgpIYlJoJeQfvHD1d8uZ/onHxmWh7Y4fJBD+/fJ8iPK4ZeUl7V7E0W/ZPfZUycNadlXX8zm3/+bf8X/9t57zPzsY+JjY4y/0R+PlJDEZHgqoWl/+B1bNq5n26aNbN204R0rG9m+ZZMomw1lx1ZjMdQ9qZ9Yt22zKBPrthq33Sz2I6KLlx/j7Zad27awe8d2Vi5bIqKgX/Af/93/zd/99//KPCGkoAB/42/zxyMlJDEJJqZjFuIvbVdXF93vWunupqe7i86Odjra2+jo6KBTX9/ZIb7XF/2CmE/quox1neJ7fV1HZ6f4zJ106tvot+0Ubbp7DPt76bHeUtH/XtpF2qfvFzp1/Bjv/+If+eNv3zfcTCgoyEep/OkToEkJSUyCiRK6dP6ssfZdRE1XYzvtDTU0N1VTXVNDXW0d1Q3ddLY10ibqakRdbY2oa+xlWNFDf2cDVVXV1NbWUlvVQEfLk/my+97kAJ83SFpqKuYiGvpi5ueGPxjxcTFCpK/+kKuUkMQkmCihd3Oc0DjKriryoiNIyauluaWBsvDbXN2/hV1n7hNR2EpXRwtlj25guW8ru856EFncztBAN72lwTy4uAfznee4G1VMdVsTdVkxxMU8Jq9z/NloalNAH+nY3rERqeImbG7eMNxAeF2khCQmwbsuofG+UgojnLnrEE1uh8ogjt7I0xyc+xs+WOvC47Yn98y7wk6w/8vf8of1bqS3G0OdNiEh89kirdnAlaxO9POr6eqTibl/jztemdQqtG901PProF/TLyM9jfKyUmPN6yMlJDEJ3m0JqWmOvIfLuRPczhikxzhGR5l6gyubv2TmoVDKnswxizL5Opc3zWX24TAqjHUMJfDo7HrmzTiCS1Uvg4ZKJbUJHtzZfxSX7Fba/4rjft42UkISk+CdlpAuh+DLh9m31Zqovu9W21Ck3sRyy1fMOvzomYQUKVZCTPOYcyR8goQSCTu3gQUzLXCt6jFKCDSlIQSdWskG62TSmkwpKXuzSAlJTIJ3V0LjUO3MdfPNLN/rR+nIdytrKAyR0FxmiUio9KmEDJHQV8wRkVD5UwkNPomE5s8UkVBlD8+G+7Un8fjGKmavu4NXTvdfZS4fU0BKSGISvLsS0qGOP8uRdatYdCaelglp02tLaDCHfLstzPniENZxNTybynqSISUkMQneXQmN0h96mF0rV7D0UgpdRq/oeW0JDRdS5LKDrz/bycWIcp5Msjr5kBKSmATvroS0KKOOs3/Vtyw6m0DrhEhIlX6bq1vnMftIOJV9T6bUUAkxWW6ZzxcWkVQb61AmEXF+IwtmHcO9th/Fk1phrHyKnHcwb9Y+rkVXGe6aTUakhCQmwbvcJzRecJvzW9ex+HAwlU+nUBwbpTfmMqfNPueTXb7ktqrR6vR1Fzi1cjqf7n5IvqjTjenQ9YTjb7GMmdP2cLewje6nizz2ZJBzbxNfLLfEJa3VZG7Tv2mkhCQmwbsrIYEihvsn9rBlqz2PVfpeIlG6K0i7vR6zD/+eXy84iX10GQ1NJaTdFXV/1NedwjG2kq7+Ntoe3+D8kt/xq1/MZ4dDHJmdIxhipNpI4q6YsexECDFVEybKn2RICUlMgndaQvRS4nkFq4OncKrUGpalHld20pgXS3SADwHhj8mr6aS3v53GAlHn742/vq62C4VqkMHGXDIi/Hj4MIx4/WjrIZ0+vqIrwxe3g1u5ElVNzYQVXCcbUkISk+DdlhBo6hJI8riOlUc2pb361cBej/G+CrICHbl105+cTtVfbZJ5U0BKSGISvOsS0q+00V2dRpSXP0nFbXRrtK8+rmdUQW9xDAnhj4gsVaKerJ1BRqSEJCbBuy8hwbgKZXcNpQXVNHcrXy0aGh9jrL+G2spyyhoHn1sqaLIiJSQxCSaFhAzo0Ayr0Yzq+3VeEa1Iv9QjaCbvkxrPISUkMQkmj4QkPxUpIYlJICU0dZESkpgEUkJTFykhiUkgJTR1kRKSmARSQlMXKSGJSSAlNHWREpKYBFJCUxcpIYlJICU0dZESkpgEUkJTFykhiUkgJTR1kRKSmARSQlMXKSGJSSAlNHWREpKYBFJCUxcpIYlJICU0dZESkpgEUkJTFykhiUkgJTR1kRKSmARSQlMXKSGJSSAlNHWREpKYBKYhoTHGRtWolCrUIy+ZnnVcy4hajVol3hevw6oRtOK8X4poO6oR+1JpGBkdFdsNo9Jo0Y6NodMfY1j9pF4j6tWijXExVv05aEfEMUZ/YHLYcf0+VajEhu/6NNRSQhKTwCQkND7McGclRWnJJCemkV/XS/+zeZ6FJbQ9tFXmkZkQR2JyFrkV7QwIWb0UXT/dDUXkJCeQFB9PUkoGebU9DKiGUXaJY6SLYyTEk5iYQlZZM+36tZ/H1Cg7qijLzyKnpI7Gll6GenroE6IZebJXcY5CUqoBehrLKc0T7YpraOhWotG+uyqSEpKYBKYRCYlIRdVGXYobt3YuZuV2K5zTuniyvLy4yMc0QlJxPLS14oJlMAXCHCNj3xcJjaAezCPRcR87F37LXpsE0ltExKMVx1DXUhp5GYtli9ly6gFhtUrRto7aODtuW9vh7BVAWKA9tywOcvTQHYIaFAwadtpHS3YgHtbXsfUIIixOSCzEGfsbVti4JVLa9xqT679FpIQkJoHp9Anp0LQ8JmDvJ3z0d//Ax9sdCanWGN8TjGUS4mHH5asxdPzgejx1ZLtu5dtfTWODbQHFz1ZR7aE1/SI7f/cbFh8OIknU9xf44H5gE8ed40gor6G+LIWw66c5s/kYjlX9YgsN7akO2B7Zwb4LDwhJK6OquYXWynRS3C9yaY85h22TKeh695aLlhKSmASm1DE9rh6gzOEoZ9f8mt/P/pqlx4PI7HoqnDLio4JxdctE+TQTU3XTXVdEUXE5lY19DD/L0NopDjzFnukLORbUSKOxFiGUwSpnzs6Zw3bLWPJE/NIUcZXjX85mt0sG+U+XW+1toik2gtTOQfp6H+O7+2uWLD6ATYnOGJ0ZGcwi7dZKvpy5k8uh1XS9Y4slSglJTAJTkpB2sJcih7uEhVhx+cJaFn3+DVttsygb1IuoiqTIAJxds4VstIwrG8mL8MPPzRE3V0ccbD2ILO6i19CJIyQUdJJdn3zJbvtUHjd20NHeTkdHJcXxVznw+Qy2WMaQJaShKPbGft2fmDFnLXtuhZFS3U7vgBKdSsmQRkFf3Bn2zZ7FF9tdeSwM9HwM1k5D/Gm2/uFDVpyOJLnLWP2OICUkMQlMSUKjA10U2AkJZeeSWxvBg/1zmTNrM2eCyukYqyEtLgiX+wWo1b1oi2w5eeQKV30KaMh7yP2Di9l0LY5kQ9jTRWnoaXYIOSzbJdo4efLAw50HD+5hc2Ejyz/4hA3XYklTis+v7aAl8TZnv/2Yj97/HZ8t2sNFz8dCfDp0OiXNnlsw+2QG84+GUPZnWeAgHbm3OPrZr5i9zZ3Ayh9KE00LKSGJSWBaEuqkwNaGoIwialAxkO3MzTXTmbn0JI6PowhOiMLdPReViFDG25OIiEolPqOCytDLXFn3GbMP+BNRqb/n3kVJsIiEPp7DTptY4irqqa+ro76+gOyIC+z5dDqbr0SRMvDkuGj7aCuJIsB6F1u/+B1//GA2Zse9iKnqoMJjJ2s/m8GCY0JCz27nP0VBR54NJ2b8ijnb7gsJGavfEaSEJCaB6UnoNoGpIgXTV+h6aY2z4uiCT1mybTNrL7rh6JGHekzkRepKssIDeBgQR5y/LU6HFrLwaACRlfqOoS6KA0+wW6RzRwMbadDvy4CGwUonzsyZxbbLUTweGGdUPUTfk1tgMFRHeZwjlhtnM+eThWyzTSHP/xRH585k1hYXUkWq93ys001L6mV2ffghK89FkdoDYyMqBhXfM3zAxJASkpgEpiQhnbKPUkdbHmXlUW6sQ9tOle8Bds59n7//dBtH3coYFulYX/ptLh47y9WAKhrKk0i4tIwVp4KJqNALoIfyR2fYN30hR/3rqH3WYaygt9yR07PnsONaArlCKn112cQ+yqZ9wo04dY4tV5d/yFdHH5GZFUnIwW+YP38P13OGee4emCKb9HsbWPzlHq6F19KmVtJVmEx64mPy21QMm3hHtZSQxCQwGQmNa1G0lBF3/hj3HoaTOjTKs3GAmipSb65i4ZffstGujMG+RmqcV7NqzV4OeYjULcMLz4NzmLPlDi7JbSiV5Tx23MbK9z9hw+00srpH0Y/kGR9pojr+HNt++zsWH/AmtnuIihRvbh06i3dSPqUNTTQ31lH06B539q/HwquYygEVPfFWXDXfyM5rETwua6SxuZkW0a40wg57i+3svysipo4RxlQdVAbb8+CWNS75/bQ/dyvN9JASkpgEJiMhbT9NGQ+x22nGvjN38C6eOGpaREntMfi7OXLLuxSVqo+h9BucWbuQBd8e5LLVJWxOrGbxaguuPkynvDwGv9NLWfC7aSw66MLDgj6Gx3SMdqYRe28rK//4AXPWXsYls4qc1ADsDooIS0RVljfvYHfzAhdOnuGCTSiZIpox3GzTdhvOzdPyDFes7nDPyRnXu5Zct7zJPd8MKvqF5AzCVNKR8YgwByeCqgbo/rM+JNNCSkhiEphOJDSKqq+VxvIiyqsaaBsY4fnHuDQoBnrp7FYyNi7iGlUnzeX55OWK9jW1NNVXUFpaRX27ENRQN+01RRTm5FFU2Uy72JdOfM4xTR/dDWWU5OaQX1JLc5+CwYFu2mrKqSwTpbqG2upyKiprqGtXPj8mSDtEf1MV1fo29fU01FRSXdtMa//zOZeu/THZIbbYhzfR0GesNFGkhCQmgSn1Cb3baBloradOREwJkffxiG0XgjK+ZaJICUlMAimhN4WWfv3DrekJ5BaXUd0xgvoNdkyr1GqSEhNIjI+jv//NhFhSQhKTYKKEzp0+aayVvBJjI2hHR19II98MCoXC8PtZ/PV8bly/Sk1NNTrt6w0FkBKSmAR6CaU9TmXNyhUyEjJhdFot8XGxrF+zit/+6hdsWLuG+NhYhoaGjC1+OlJCEpPgaSS06tvl7N21g7raGhrq66kVf2ll+amlhlrx83v5e69fSoqLiI6MYO/unUJE/8xn0z7k1IljlJeVGn+bPw0pIYnJoH+kYc+unfzu/V+ycP5XhpB/0YKvZDGpMo/lixeyxmwFX8z8nP/2//1H/u2/+j/5n//tv7By2WLiYqKNv80fj5SQxGQYGRkhKDBAhPir+Xrel3wzfy4LxT98WUyr6P84rBZp89KFX/Prf/oH/p9//X/xP/7mP7Fy+RIS4uOMv80fj5SQxKQYHBwwpBIVFeVUVlTIYmKlqrLS0Bmt77+7cO4Msz7/lBmfTuPkMQtKS0uMv8WfhpSQRCL50ej77hobGrh6+RIzP/uE9avNiI2OQqGQHdMSieRnYFipxOrqFdasXM7tm9ZUV1czOvp6D6dJCUkkb4QxRlU9NFbU0lRdRnVttSFtqamppbKmhY7mKurrqkW9/q5VHbWNPSiePhmr7mOgrYaqGlHKKygvLKW+a4hnU1KbEPqljvQDFeNjounp6THWvh5SQhLJa6NjoLmUguRkMoobaKrJI83nKpeOneCiYzSZNe10txaQ5W3J+X0HOGHtT2x1D0NPJaQZpCMnmIe3L2F1P5r4jHTSk1NIK2zg6XxnkxkpIYnkNRnrzyPloRsunqlUq8T3Y/2U261i0SfTWXAyhibDU+x9NAbtZ8MHv+LDRVfwb+e7tcQEbem+OO7ZxPmAfCoHOqhL8sTT3oPQMgWq71tWaJIgJSSRvA7jCmp9L3LX+i4uhfr5gvRoaPXZwYZlK1hplc3TLtvxwQQ89y7g6znbsExXYJg33/BGNxWPQ3C45klO25DYelyILZHY+5ZYXIykuEutX3px0iIlJJG8MiOMDSThusec4+cf8PhZaKOh/eFutpitYs3NXBTPDKKh1u8IBxZ+wdLLKZT3G9/oSiYz3B0b/wa6ni73QwfFQdc5uXovDpmdtE/iYEhKSCJ5VbT9qHOusedbc/ZYJ9BmrAY1bX672LzSjNU3chiaEMZoG/3wODCfGV+dxrNkEL1z+h77Ee7uSECd7ru1zEQ01Jpox43Vs9jumE+Bic8J9DpICUkkr4qqnQ6f7axYvoe9LoUT5n3+fgkx3kKh5yE2fPoF29zyqRtqpijYj/tOsdQLAU18Hn0gxwP7rR8z/1gIiXUmPkfrayAlJJG8KoomqhxW8c3SPRz2LJ+wAsZfkJBgoMQb563TmbXuDn5BToSEhXI/rvPP+n2UBb647JzOzN33iapQGmsnH1JCEsmromymznktC5fu5oB76YQoZoQOf2Of0K28Px/voyil5L45Cz9awnqz7dyOSCGl1/jeBPQScjWfwZx93sRUPussmnRICUkkr4qmk75HB1izfBe7bbN5umwY4ypaHujvji1npVUWgxNzLANq+ss8uDT/t/zhs+1cCqvhZXFOX+Z9HLZ+zrKLcTx+cp9/UiIlJJG8KmMKRqudOLHanAOWkdQZKrUoGjIIOzqTT//51/xpox3RpR1/lpKN9ZaQZbmKbac88Ch4bhUxI1oaY2yxXr0QC/9KyidvNiYlJJG8OlrGNaVEnt7DuYsuhBsmlNehai8lN8QRhxs3sfNOIKeuF+WLgczIMKqqx+RVtdOgMNY9Rx05/tex2HSZ4PKB76KsSYiUkETyWmjpTXPB29Eep6QO+kbHX1ii+VUYRdEURaTnXazvF9KqMPElVF8TKSGJ5LVppSDcm/v2weT16p57HOPV6KNc7M/fPZCMPr2SJjPw/wMxDKVmXJd8zQAAAABJRU5ErkJggg==)
chemistry-General
chemistry-
The correct functional group X and the reagent/reaction conditions Y in the following scheme are
![](data:image/png;base64,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)
The correct functional group X and the reagent/reaction conditions Y in the following scheme are
![](data:image/png;base64,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)
chemistry-General
chemistry-
The following carbohydrate is
![](data:image/png;base64,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)
The following carbohydrate is
![](data:image/png;base64,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)
chemistry-General
chemistry-
The correct statement(s) about the following sugars X and Y is(are) :
![](data:image/png;base64,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)
The correct statement(s) about the following sugars X and Y is(are) :
![](data:image/png;base64,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)
chemistry-General
Chemistry-
Magnetic moment of Cr (Z = 24), Mn+ (Z = 25) and Fe2+ (Z = 26) are a,b,c. They are in the order:
Magnetic moment of Cr (Z = 24), Mn+ (Z = 25) and Fe2+ (Z = 26) are a,b,c. They are in the order:
Chemistry-General
physics-
A copper rod of length L and radius ris suspended from the ceiling by one of its ends. What will be elongation of the rod due to its own weight when
are the density and Young’s modulus of the copper respectively?
A copper rod of length L and radius ris suspended from the ceiling by one of its ends. What will be elongation of the rod due to its own weight when
are the density and Young’s modulus of the copper respectively?
physics-General
physics-
The value of force constant between the applied elastic force
and displacement will be
![](data:image/png;base64,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)
The value of force constant between the applied elastic force
and displacement will be
![](data:image/png;base64,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)
physics-General
physics-
A student plots a graph from his reading on the determination of Young’s modulus of a metal wire but forgets to label. The quantities on
and
axes may be respectively
![](data:image/png;base64,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)
A student plots a graph from his reading on the determination of Young’s modulus of a metal wire but forgets to label. The quantities on
and
axes may be respectively
![](data:image/png;base64,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)
physics-General