Maths-
General
Easy
Question
Write the converse of the statement if x + 2 = 6, then x = 4
- If
![x not equal to 4 comma t h e n space x plus 2 equals 6](data:image/png;base64,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)
![I f space x equals 4 space a n d space x plus 2 equals 6](data:image/png;base64,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)
![I f space x plus 2 equals 6 space t h e n space x equals 4](data:image/png;base64,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)
![I f space x equals 4 comma space t h e n space x plus 2 equals 6](data:image/png;base64,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)
Hint:
The correct answer is: ![I f space x equals 4 comma space t h e n space x plus 2 equals 6](data:image/png;base64,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)
Now we know that by swapping the hypothesis and the conclusion, a statement can be made to mean the opposite. "If two lines don't intersect, then they are parallel" is the inverse of "If two lines overlap, then they are parallel." If q, then p is the opposite of "if p, then q."
For example: assuming P and Q are two simple assertions and P Q is a compound statement, P and Q. As a result, Q P is the converse of the sentence P Q. It should be noted that P Q and Q P are the opposites of one another. In geometry, we have seen instances where P Q is true, and we must determine whether the opposite, i.e., Q P, is also true.
Let's now use an example to further understand how to determine the opposite of a statement. All of a triangle ABC's inner angles must be equal if it is an equilateral triangle. We must first determine the statements P and Q in order to determine the converse of a given statement.
Now we have given the equations as: x + 2 = 6, then x = 4, this is given as statement.
x + 2 = 6 ⇒ x = 4, Its converse is x = 4
x + 2 = 6 i.e. if x = 4 then 4 + 2 = 6
Generally, a compound statement is a combination of two or more simple statements. The simple statements can be converted into compound statements using multiple ways. Here we have to find the converse of the statement if x + 2 = 6, then x = 4.
So we have given a statement and we have to find the what is the converse is. A conditional statement that has the antecedent and consequent switched around is known as a converse statement. So the answer is x + 2 = 6 i.e. if x = 4 then 4 + 2 = 6.
Related Questions to study
Maths-
The converse of “if in a triangle ABC, AB =AC then
is
Converse of “if in a triangle ABC, AB =AC then is In a triangle ABC, if
then AB = AC.
The converse of “if in a triangle ABC, AB =AC then
is
Maths-General
Converse of “if in a triangle ABC, AB =AC then is In a triangle ABC, if
then AB = AC.
chemistry-
Ester gives nucleophilic addition reaction followed by elimination reaction with carbon nucleophile. When carbon nucleophile is of an ester then the reaction is known as Claisen condensation reaction. This reaction is also carried out between ester and a ketone. A successful Claisen condensation requires an ester with two a-hydrogens and an equivalent amount of base rather than a catalytic amount of base.
In the given reaction
![](data:image/png;base64,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)
Ester gives nucleophilic addition reaction followed by elimination reaction with carbon nucleophile. When carbon nucleophile is of an ester then the reaction is known as Claisen condensation reaction. This reaction is also carried out between ester and a ketone. A successful Claisen condensation requires an ester with two a-hydrogens and an equivalent amount of base rather than a catalytic amount of base.
In the given reaction
![](data:image/png;base64,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)
chemistry-General
chemistry-
Ester gives nucleophilic addition reaction followed by elimination reaction with carbon nucleophile. When carbon nucleophile is of an ester then the reaction is known as Claisen condensation reaction. This reaction is also carried out between ester and a ketone. A successful Claisen condensation requires an ester with two a-hydrogens and an equivalent amount of base rather than a catalytic amount of base.
In the given reaction :
![](data:image/png;base64,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)
Ester gives nucleophilic addition reaction followed by elimination reaction with carbon nucleophile. When carbon nucleophile is of an ester then the reaction is known as Claisen condensation reaction. This reaction is also carried out between ester and a ketone. A successful Claisen condensation requires an ester with two a-hydrogens and an equivalent amount of base rather than a catalytic amount of base.
In the given reaction :
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)
chemistry-General
chemistry-
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,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)
More is the stabilization, lesser is the reactivity and vice-versa.
Which of the following compounds will be most easily hydrolysed ?
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAa4AAAB0CAYAAADdJ9ZnAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AACvrSURBVHhe7Z0HWI7dH8e9L9LeU0pGssnI3nvvPTIyCkVWRgpJZqjslb33fM1IygyRkCTRMtJQqb7/+xx3fyu00PP0+1zXueKc8zzve+W+z/ec3/mNQiAIgiAICYKEiyAIgpAoSLgIgiAIiYKEiyAIgpAoSLgIgiAIiYKEiyAIgpAoSLgIgiAIiYKEiyAIgpAoSLgIgiAIiYKEiyAIgpAoSLgIgiAIiYKEiyAIgpAoSLgIgiAIiSJXwvUxKQHvY2MRn5CEj6lpSOMtFamsffz0My09XZxNEIT0koakhPeIjY1DYlKK8O5/sRb8fz1IA60GRF6QK+GKDLiMA9s3wM1pGqxHDscYy9GwthqNMSOGwsJ8EIYJzWLYUIyxGgu7GQ5Y5rEeR89fR9QH8QsIgpAOUhMRcPEAtm1cBecpY2E5cgTGWVkKbRRGDzPH8MHCejBkMEZaWMDGegIc5rhgzaZduOQfgmTxKwgiq+RKuJJio/Ei9AkCrh+GTRsTqBQuBPkiMqjRfhhWbN6Nw4cO4vCebVg5fzJ6NTaBloIcDEqZoHUvK+zwCha/hSAIiSc9FbFRL/As+CGuHnBG85KKUJApDGUlXXQbNw/bdu3F0cMHsHfrWjhPGoSGxppQVVSBSZXaGGTriuthtJslsk6e3XF5LR2M8poyUFPQxACX40gS+zNIjg/F/nn9UV5DFkpyxWBQqS3WXghBmjhOEIS0EI4FPcpDS1UR+oa1sNz7jdifQSrePbkI+57Voa0gA1UlFdTtbodrER/FcYL4OXkmXD4eFqis80m4+jkfRqzY/xWJAXDsYQo9FSVoKcqi1oDFeJ5AVm+CkCpSorB8YCVBuBQE4aoJ14sR4sDXvPPfiA4m2tBRU4K6hgFGuvvQHRiRJfJMuK64fyFc8w7hndj/NSnYP60TSqsrQE9oJRuMxs1I2mURhFSRHIllAz4L19ILr8SBb4i7iynNDKGtrgoNNW20s/EEGQyJrPCHhesl3IY3QAlVRWgqyKLmgIV04iIIaSOLwpUSdhwDTfWgo64MNXUDjHD3pqsDIkv8FuHq73wE78X+zyTj7q6ZaFRGFcqyRaFbtilWngtGqjhKEISU8I1wuXpFigNfkBiGrZM7wEhdHiqy8qjRcQJ8Xn57M04QmfNbhKvPnH2ISkpCUnIKkuKiEehzHKsdLdCgrAY01HTQoNMwbDob+J0DB0EQUsBXwlUDi/4LRZKwHiR/TEZs5FNcObIJM4e0RBkNBegZmKDX2PnwfvpW/DBB/Jq8FS7dYtDW0EatZp0xxtoaVubd0bJOFVQpow8Dw/IYPHU5TnvfRsQ7kiyCkFpE4dJRU4GBfim06TUUE6ytMKR7C9SvXgHl9TVhbNoGjqv2wffuU7xPET9HEFkkj4VLBuqKWug+dT3uv3yNUP+zcOhVDerF/oWadmkMmbMfceJ8giCkFFG4tFUVUcKgOhx2X8fLiAjcPu6GrlU0oFisGAwrtsCKkxTLSeSM33PHNf8o4sX+pJd+cOxpCh0lGWhol8WIBUfx5ht/jNjYWPx36iTeviVzAUFIPF+ZCmth2aVocQB4fmEVulXVgaq8LAyrtMWqs0/Ekc/cDwgQ1oNT4t8I4nt+i3B961X4IeQCpnSoBE35IlDXqwAbj3P/Fzakp+PwwQMoVUIPA/r0QsC9e+IAQRASyTfOGV97Fabj0fElaGuiLpy8iqKkaRds8Q4Tx4BI4WTWu3sXGOhqw8F+Bl7HvBZHCOIzf0S4GO8CT2Jsi7JQky0MTYPqsNtw5ZNzRnoaHGbOQLF/Cwm7sGKoVa0KtnpuRnIy3YMRhETyU+FipOHOvjloWloZSrIyKFe/H/beiuEju7dvg4qwDqgpyAqfV0Tn9m3hfekSHyOIDPJMuL7MnNH/B5kzogP2Y2iDkly8dIxqw3HHDZ5g89nTJ5g6cQIMdDShqlAMxbXUMc5yFJ48fvzpgwRBSA4sc8YXwpV55owPuLbVDvUNlaAiJ4dKzYbiREAM3r6OxmKXeShXyhCaKgrQUFZA+TKl4LpoIeLivg+yIQomeSZc5xYOgImmLDQUldF5+p4fOmG88tuCvrVKCOJVFHqlasNu7X//n3vi6GE0rVcbaopyPNaraYN6OLB/L9KpNApBSA5poXDqYiIIlxL09Mtj7vGX4sC3JOLiGhvU1FOAspw8KjYeiD0+z/nIzZvX0bdHZ+iqK/H1QEddhV8l3Lpxg48TBZtcCdf7V8G4c8MHl46tQr/aepAtVAiy/xSCVoV2WLHnHHx9b+Lxi9ffBRmHeK1Bl8oakBHmFymmgvqdR2DNziO4dPUWzl6+BauRw4UHVkV4mIvCSF8H06dOQsSrH6SNkRLi4sjfkpBg0pLx6vEdXPe9jEPu42CqUZSb/2UKF0GtrlNwzMsbN24F4FXst0VM3uGUqwUqqf6Df4X1QEm7HPpbz8Ox8xdx5PRljLe1E05cJQXxEjbFwumreqUKWL92DRITE8XPEwWRXAlX5IMrOLRjA1YumQen2bPhMn8eFgjNeY4DXBYtx2bPXbh0JzSTejvpeHRpFxYJ8+bNnY05s2bAcZYDlqz0xK2n7/m914Z1a2BauQJU5GWgoSSPti2b4/y5s+LnpQMmxls8N2HieBuYD+yP2Q722L93N0JCnoozCEJCSE3A/UuHsH3zaiyZ5winuXP5WrDAeS5fG1zd12LXnmN4EJEgfuALPkbgzNblcJ7tiHmzHeBoPwNz587D+j1nBaFLw8Vz/6FNi6ZcuJj5kF0ljLIYhoeBgeIXEAWNPDMV/g5u37qF/r17cjOBkmwRGJcyhMs8J7x7l3kmREkhLS0NJ08cQ7vWLaBUrAiKCadUZTkZFBV2nOyk2bh+HdjaWOOan6/4CYIo2IS/eIFpUyahtEFxvpFl5sMGdWph984d4gyiIJGvhYsRHx+PpYsWomK5MlAsVhjaakro2bUTrvleFWdIFle8L8Ni2BAY6GpBoeg/3PRhMXQwZs+aie5dOsHYqARkBCFjRfhMSpfEzGlT8SGRcmYTBNvwsdCZZg3r89MX8zw01NPBpPHWCA/77FJPSD/5Xrgy8Lp4Hp3at4G6sNti5sMqJsZY5eHGhU0SSE9Pg8eK5XzHqCiIEotbm2k3FXf8/cUZQGpqKs6cPiWctsahUT0z/mKyF3Tp4oXkoEIQIs9CQvg7wryQ2emLrQmtmjbGqZMnxBmEtCMxwsVgwYlzHOz5os9iPbTVlDFkUH/cu3tHnJF/Wem2gp+y2CVzkwZ1ce7sf+JI5rBQAPZyspeSid3Z06fFESA56ftbQ4IoSKSlpWLv7l3cXKiposhNh+w9YZaLmJhPMWGE9CJRwsVgJ4/jR4+ieZOG/GFld0N1alTD1s2bkJycPxd0lg2kakUTLlplDPVx/twZceTnfPiQiPHjxnCzYbuWzfD27acS6P8Jp7J7d+/yPxNEQSY4OBhWIy2gr63BY0CZC36XDm3hfZmClqUZiROuDEJDQzFxvDV/YNnpS19LHdZWo4UH+fvcZ3+TtLR0TJs6mZ+cNJUVMNfRIUtmv7TUT0EEUZGRaFK/DpRki2HpogW8b6zlSDgJ30MQxCcT+7Ytm1G3pilfCzSU5VGhbCm4Ll6E2HeZpUIgJB2JFS4Gu6zds2sn6tWuIey2ZPlDyxZ5doGbXwh8cB+1Tavye60ObVohJvpzwtGfweoXbd64QRCuKKxfsxpqSgowE77n8iUvNG/UgIcHfPhAThsEkcGD+wGwGGrO3eWZNYY5cvGg5ZsUtCxtSLRwZfAo6CFGDhsCPU017l7O7sBm2E1BpHBa+duscnfjrvylShTH8aNHxN5fw05l9jPs0KJJQ34/lmHL79SuLY9vq2BcCleveIuzCYJgsMBkFqBco0olLl4s/2nNqpWwTtj8sc0gIR1IhXAxUlJS+MnEtHJFKArixRb5vx20/Pp1DLe3s3u4/r174ePHj+JI1vDz9YWuhiq/F6toXBqGetooWVyXN3ZfxrwNCYL4ntu3b8F8QD8eA8rEiwctDx+Gx48eiTMISUZqhCuDmzeuo2/P7tzjkOU7LGdkgAXO8/7v2PAnuXvnDvckZOJz4tgxsTfrvHv7VjhhteF3Y59ES4f/ZE1d2E26LlkkziQI4lsS4uN5CEoVk7LcbZ5dJTDLBfNGJCQbqRMuRuy7d1i6cCG/oFURTjts4e/ZtTM/wfxJWIJgdvKrVtEEL168EHuzDjMXLnddwu/HWMwKEy7W2O6xkkkZXDx/TpxJEMSPuHH902ZWh21mhfWAbSYnTrDh2TgIyUQqhSuDixfOo7NwYmG2biZgVSuU43dO8fF/JqGt02wHbqYY1K8PEhIyydGWBZ6FPEX/Pr14jjbmQcmEi4khy93GTJEEQfwalsR6yUIXVDQuw5N3s3eoZdPGOC0lQcvp757D98IpnDxxkofLZKudOoFTJy8gKEJyEn1LtXAxIiMjeNJOI309nomCmRCHDh7424OW2WmpX++ekC/yD1ycncTenPH2zRs4zJz+yeyorgIt4aUbZzVaHCUIIquwlGs9unTkGWmYJzILWmZJDaKiosQZkklaqDeWzhgLK0srTLAem602fpwlxlrNwGH/H5WfyX9IvXBlcOLYUTRv3ADqSp9qfZnVqMorLTOX+t8BSwRcp0Z17ihyYN9esTfnsP/PbcL/b+XyxjzIctsWT3GEIIjswEJS5s2dw3OBZsR9denQnoeaSC7pSBfWCJZRhK0V2W6pacJmW/wqCaDACBfjeWgoxluPQQkdTe42z37ajLVEaOgzcUbe4X/7FsqXMULZkiXg6+Mj9uaeS14X0bdXDzx88EDsIQgiJ5w98x/atW7JHTfY3Vclk7JYtmQx3sdS0HJ+p0AJF4OZ8Hbt2I66tUz5vRd7aFkAs3ce77aYScLYyACVhZchr6u2MtMh2yURBJE7IiJewdF+JkoZfM5/2k/YGJLjRv6mwAlXBg8DH8JiyGBudmN3Rgf27RNH8oarPt6/TbgIgshbWH28lk0b8ZMXc+J6+iR/pY4jvqbACheDpUxitb5srcchOTlvo+p9r3wSrgpljKgg5DfcunUTAfcoSXBuCX32DBfOneW5+ojc8zI8HGMsR2K1h7vYQ+RXCrRwZZCckiL+6cfEvQyC9+kD8Fy5FE72UzF92lTY29tjweLl2LrnGG4GvRJnxuLahTNYveMUqlUsK5zmFHDqxHFxLHd8iArG1f8OYsuqJXB2mIlZ0+0wY8oUzHZaiI079sP79hMkinPzIy/CwrBooQtqVK2EzZs2iL1ETrl4/jzKljTA1Em28L99W+wlcgMzwaem/toM/y7sAbxO7MNmj8WYO1NYD+zs4GA/CwuXuGHH/pO4E5zhpfgaXgeOIOD1n88rmvLmOa6dP4Lta1zh4jgT9tOnYcbUyXCcMx/rtu6B1/VAxErojQMJ1y+IvH8ObtNHoFNjMzRs3BLmo22xeMVqbNu2DTu2bsI6t0WYO2MCRpsPhNWEKXC07YcG9btgzMI9qFXdBDKFCmGl+wrx23JGXOgNbHYeh27NG6JN++6wsZuDVes2YeeO7djhuQ7LnKZgeLcWaGhmhq6DxmPLf/75SsBY3NzOHdvQpkUzfofA2s7t28RRIqewe1SWSJZlUWEJmJ3nzsbT4GBxlPgdhN06gaVTh6B9QzM0btoGw6wmY6nHWmE92I6dWzZh7fJFmG03nq8HYyZOxSyb3qhfvR22PfhzMVIfIgKwa+kk9G7dCK3adMbYSbPgvmYjdrD1YstGuM2fjlG926CRWS106GOJtYevIlbC6tSScP2I5Agcd5uA5hV0oKVdCoNnrsWtZxH4kNkOJTUBL4NvYJOjOapp/wtFnUYYPW8zatSsjBLaGjzlVFZKmXxPIq7vW4geZiWhpVkSA2dsQED4a2RmGEqOjYTf/kXoWEkTmjpl0X+yO+5F//ok+TthJiyvC+d5AHZJfV0e9MmCqFk8GglX7mHCxbKoMO9YlpOPxfg1bViPVwZn8YtEHvIhDPsWWaKhsTo0dEwwwmkrHoRFISmz1zolDi+CfLB6Wl+UU/0Xavp1sPran/BUTEbASQ8MbFxO2NDooZvNCtx8FoXMVoGPcdG4c2Il+tTSg4aGIbqNWQC/MMmpNkHClRnxL7DVriuMVYtASaMcJm24gqz9k37ANU8bmOpWhIXrYWzdsRXnz5zJWZb6tLf4z30MaunLQ0GxOIYuPIH34tDPeOW7Hp0rqEBeThUN+8yEb/jfOXsFBt7H1MkTedotlmonI+sHEy3Wjhw6KM4kcsrdu3e4cLHfZ8bvlgkY+113bNuae8/Gkmt3rkmPe4LVNu1gpFwEKrrVMGvnzUw3j9/zHhfdLVDZyBiORzOuEn4X8fDxnIqGRsrCu6+BnjN2IjoLZsC3AXsxoIY2FIopomYHG5x9nJVV5u9DwvUd73DWdQjKqclAUV4D7W3WIio7Sd3To7FlfD9M25C72K17e2eijr4CTxlVo9ssPMjy85SC8yuE/3/lYlBWVEWLUSsQ8gczubALbpZfsX7tGtBWVeILa0aORdYykgSz3HH20+2o5aKx2lNMrDISMGc01se8ZVn/gD49ceL4MSTmMOUY8RqH5vRGGdViUFPSRLcZe5CtrUBKGNzHdYbt+ptix+8h+PQiNC+lBBVZGVRsZQO/yKw77NzcYoMq6nJQUVRCvX5zEPBaHMjHkHB9Q8ydHeheQRWqigoobtIYqy9lMx9geiqenvHESs8jCHoRzhfy7LTw8JeICjiJca1K86rJ6mplMWnTVWTnDjXh/kFhF6UJdWV5qOlUg9PB+/gTJmw/36to16o5zw3JFs4vF9NvGzMbsjpl1HLe2N1WZr/bjMZMiCw2iZ3AWKB9RASZD7NLpPcqtDFWgYayHHTLd8Duu9mvMhF97wT2nfl9CQPSY+5gVtcKUFeQg5qyIUa6nkJ2fKRTn1+AZUM94bPCO6lRDku3+Ykj+RcSri9JT8Rp5+7QFxZVbRVVmLYZh2vZPK2kxQRh3bT+6NatO0+OyyqwZrn17Y2B/fvCvEN9VDdSh566IjTLt8EWn2zmUUsMgFNfU2gpq0BLEODmVisR/geuu6Kjo7Fk4QKY1ajGA7u/PW192VjGfpYOi1rOG9sgZPa7ZY2dttjmQV9bHd06teeVCrJbD67Ak/4aO+06wlD4PWsLwmXaew4e5tTy+hvzKYVeWIZm+vLQVFeCRqkGWHEqm5mAUp7BfWQDaCkpQ05GFgucXcWB/AsJ15fEh8Clh4nwAKhCW1ULzcxdES4OZZmUeIQ9ugt//zu46++PO9lpd+7gfoAPVtt2RCkVZUG4hIWpfn+cCMzugvMKG6xbw0BBEXpqcijbegL8I/6c3+vDwAeYOW0qypUy5MHdbOf/5YLK2qjhQ+HhtpxaLhpzg2e/2y9NhcxMyOq/MW/Dti2bYdeObYiPjxf/ZYhs8foGpnUuL5xEVKCtqIIOthvxKt+5j6fAZ/1olFNSgp6GAvSrd8DOm9n9936LfQ49UEpeAbIyRbDIZZ7Yn38h4fqC1Lc3MLFJSegIL76Wug7ajt2Ad+LYnyMdp1x6oLii8CAy0WlijjPZ9nB+I+wUO6OUcNrSU5eHfsMR8HueLI79OXyuePMqtGwxZfdd7GdGO3L4kDiLyCmswsGXzhk66srcOaNerRrcs/Dly2xvu4gvSH96HqOb6ENNTVgPFLXRx2E38t/1TwLOug6AId/oKqBkrS7Yfy+773oCji8YgHIK8qJwOYv9+RcSri9Ii72Haa2MoM2FSxutRq1CditepX9MxKuQh3jw4IFw8gjMdgsKuoF1k4UTlzJ7EOVhULcvjgdm90GMwdZJHWCkIAiXmiyM29riTuTf2SqmpKRgz66daNey+af0WqKAkTt87slwh2cnLGY2NK1SAXMd7BH2PFScQeSKsEuwbmEIVVUmXOroPn07osWh/ETA7gmooKIIXUG4ildrhx3Xs+sZGIfD8/qgLBeuwnTikjg+xmD9qNrQVFWBjqoazLpMR0A274bSXj/CumkD0bt3HwwWThvZbebmg2HeqQGqGaoJR38laBi3wEbvbNbJSQ3GsuENoKeoCC0FJbSyXotXf/7A9RWRERFwXbJYWFwr8rpo27duEUeInOJ9+RJPFF3WsARsx1vD/9YtcYTIEz48wsJBwnogvEO6yvKoP2QxQrIRXZIUFYSD6xZh6dJlcF+xHO7Ll8HtZ22ZK1wXuWDxAqEtnC/8XIBlS11/+jk2NnNkO5ioK0FfSwXqJeti6fHs5ll8hU22bVBcQRFyMnJY4Jy7hAl/AhKur0jDvb1TUU1DHlpqSjCs0gaeN7PnnZGekoiI0EcIvB+A+wH3hMZ+ZqPdF05ePrtg0dQI6sqK0FAxwpjVXpkGEf6I9LCLGNPMgAuEWvGaWHAkMItxJ7+f+/fuYaKwyO7fu0fsIXIKM8UO7NMbl70kuY5UfiYFV9eOQWUNVoBWASWq9cbRh1m/P/oQGYg9Hk5YuHgpli9ZIIjRAixZlHljOVOXuMzFtPGjYTVqJMaOHgHL0WMwa9ZcLFuyKNPPsLZUEDaPBTPQq0EZbo7XUNLHYJejyFbww+tbmN6pLFQV5KCoVQHLd+b/pOAkXN+Q/uY+5veuCnW26KvqovOEjYjKrkNQ8gvcuBaA3Phw+W2wQVUtWe7yXKX9JPhnw7h+d9c01NSSgYKcGtqOXYlneZs/ONewfHAJFFeUa1iS6A+J+Tk7peSTHu2HaR0rCKcutpnVRR/HfVlKBPAVsSG4euV2Fj+XzrPsfGpiVxa4s8cedYrL8bhP4yYjcSks61vVkFML0FBfDgqySmg0yBn3JSBmnYQrE2LuHcLIhkZQkysCjeKVMH7FKbzJ4hVRQug1rLS3xdLdVxGXm2OOIH47Z/aEsboMFIVdlLnzoSwFPr4PPAKLBvqQlVFCw74z4fcin6kWQUgYkde3on8dA2E9KAYdA1PYbfTKsni9f3oFy+0nw+OQP36rtT49GscWDkMVbVlhw6qJ7naeiMrC+vMh7CJsW5eGfBE51OxojXNPsi3LfwUSrh8Qff84pvQ0g4FyUaioG6CzxSwcuhKEhNTvt0HpaR+RFBuOS3vdMGmUJZbvvZo3WZc/RODEChs0KqsGFTUjDJq1GYHRmQtReup73D7ugf51DaGpYYR+kzxwP5JEiyCyCrszvH4t8+DbiFv7Ma5jdRRXLApV4f3qNXYejl97mmmuQrYefHgbirPbXGFrOQYrj9zOnukup3x8jYsbZ6BVRS2oKOuhu60H/MMz/y+npyXiwbnNsGhuDE3V4uhiuQA3wiQnbIKE6yekxIbi1HpH9GteHcYldGFsXB6NmrfD8NHWcJjthMWLF2HpQmfMmTYeo4eYw9Z+Cc7efZXH90kpCLt9AvOsuqJelUpo1q4XJjsuwpade3Hs2FEc2bcD65bNwbhBndG0djW06mGJLaf9EU+xpgSRJeLi4vgdU7nSJVGzWmV+d5gZSW8e45DHdPRsXAVlSujBpFxFNG3ZESPGjIfjHCcs4evBPDhOtcYoYT2YPNsNlx9E/ZGsNZ9JQ+T983C17YOGVSuhcauuGD9zPjZt383Xi6P7d2GTmzMmDOuOFmbV0KzTUKw+5Id3f9l5K7uQcIk8CwlB2o/q8HyIwT3vY8I/+AI4TLWF7TgrWI+xwqSJkzHXeRE27TyK208ikPKbn9A3IbdwdPsaLHGyx/RJ4zHBeiwm2tpilsNcuK/bCi//kGyleiGIgs7tWzfRr3dPHiivVKwIqlU0wcnjx8TRzElLiMLtC4exYdl8zJoyARPGWsJm7BhMmjQFTi5LsWXPCdwNif7rDlHvXwTg5O71cHV2wMzJ42HL1osJE2A/azZWrNqMs9ceIeHPqmqeUeCFKy7uPRYvdEF9s5pY5e7GHQcIgpBuUpKTsWHtGphWrghFmcK8RtzwIYO4Zy+R/ynQwnXdzw99e/XgQbGs4GPzJo0QGkrBmwQhzTx+FISRw4bwTCMKgmhVq1Sel+tPSPj+jidndfSI302BFC5Wo8hjxXJULV+OJytlwjV8yGDcuePPix8SBCF9sHebZXFhJXdY1nw1RVn07t4V1/yuijM+ExUZCUf7GVg4fx6VhMmHFDjhunnjOgb2683LarCHt0p5Y6xZ6Y5EiochCKnleWgoJtuO5yVe2GbVpHRJLHRxxps335cpuXzJC906toeSbFFoKMnBc+MGcYTILxQY4WLBmqs83GFauQK3aWsoK/Dd1s3r18UZBEFII6yQZssmjaAsCBE7ZbVv3RJeF86Lo59hQfHLli7hVbsViv4riJwmbMZa4fGjR+IMIr9QIITr3t27GDKwP/Q0VLloZey2qKw5QUgv0dFRmD3LHmVKloB8kX9gVEIPM6fZITLy+4KarKzQwH59uJMGE626NU2xbYsn3XHlU6RauJKTkrB+7RrUqFIRqiyFk6IcOrTJfLdFEIT04H3JC106tOUnLJYGqUn9ujh25LA4+hlWvWDThvWoXqkCNw1y70LzweRdmM+RWuFiD57FkMHQ01TjNu3SBsUxw24KIl69EmcQBCFtJMTH8yoEFY1ZGqN/+J0WM/eFPvu+KjDzLrQcacEtMeyUxe67V6/0oMKbEoDUCRe7y9qyeRNqV6/Kd1rMAaNJg7o4fPAAHfsJQophXsED+35yvFKQ+RdmNaphq6cnUlO/TiPDvAv3792LBma1+KZWXUkevbt3wTU/X3EGkd+RKuF6cP8+RlkMQ3FNdS5arMiezRgrBD/Jbn0agiAkheTkZGxcv447XqnIy/AsGMPNByHg3l1xxmeePw/F1Em2MNDV5pkyyhoZ8Pvud+/+fK1zIudIhXCxbBfbt3qiXu0aUJaTgYawg6pdvQq2bdnCbdgEQUgnj4KCYDliOHTUVKAoUwRVK5TD6pXumZr7Tp04jtbNm3LB4vfdrVviIt13SyQSL1zsNDV29EiU0NHkoqWrroKhgwfi/n26XCUIaeXjx4/Yu3sX6tepJbz3LN5KHr1+YO5jsVpOsx356Uq+6L8wKq7DvQtZkDEhmUiscLFT1p7dO3mOQRaTxUyDVYTd1kr3FfyeiyAI6eT58+c8mNhAV4sLUblShljkMj9Tc99Vnyvo1qk9FzZ2n9W0QT0cOXhQHCUkFYkUruDgJzwzOntwWXl6lrKpZ7fOdLlKEFIOM/e1ataEBxMzp4q2rZrjwvlz4uhnWJomt2WuPJiYxW4y78JxYyzxVFg7CMlHooQr9eNH7g3UqJ4Zf2iZndq0SgW+26JgYoKQXt6+eYO5jrO4uU+ucCGU0teFPTP3RX1v7rvLvAvFYGJ2IjMzrcaDiVNSJKzoFPFDJEa4WL2sSRPGo6TwwKoLgsVcXhvXrwP76XbiDIIgpJEMcx9779lJi5v7Dh0QRz+TnJyELZ6bULNqpf8nz2b33SxzDiFd5IFwpSI26jmCHgQiKCgIwcEhCBVEJvRZCEKEY/mjhw8RFBiIJyHhOa7Ke/jQQTRv3ICfsDSU5VGyuI6w+3LA0cOHhN1UVcxxsKd7LYLIByS+fYXgwAd4+DAIT548xbNnz4RNp9CeBuNx0EM8EtaCoCehiE38dRUG5hm4fMlibu5jWS14eMtYKzwNDhZnfIZ5F1qNGgFdDVXupFXZpCxWebjx/IOE9JEHwpWMUP8L2LN5LRZMGYq29WqgnlktNKhdA/XrNYG59Qx4rN6AAye98Sqbz9DLl+GwmzyR5xhTVSgmnLIUuJnw0IFPuy0WaKyjpsydMyZOsMbbt295P0EQf4fox9dwdMcGrJhjg+5Na6FuLWEtMKuBumb10HuYLVzd12D7wbMIifl5rW6WO3BQvz783VaU+Rd1alTD9q1beMzWlzAnrf179/B1gc1j83t168Jr7RHSS56YCtNSP/JjekLkHTj3Kg+FYjLCDkkZTQa7IOhtHD4kJSEl5SPSspG44uSxo2jZtDG0heM+O2npC7utcVajv9ptjbUc9WlMW4ObBYYM6o/w8BfiKEEQf5r0tFSkCGtBYvxzbJ7UGtpFC0NZRgYVWlvhYsh7JH5IQvJP1gJWXmjT+vWoUaUSd3Nn7/Uw84EIuHdPnPGZ8Bcv+MbWsLgOz5RhbFQCLs5OiKVgYqknj++43uPo3C7QVZCDinZpjFzuJfZnHXbKmjXdDqWEUxbbPTEnjFrVqmCb52akfvxsXmAxGB3atOJ3Xcx0yDwM2Ymsc4e23GxAEMTfxc9zAqqpyAgCpI0uEzfhtdj/IyIjInjuQG1VRe4J+KlWnkemtfLO/HeaBxOzMBjW2rVugfPnzoqjhLSTx8L1FkecukOfCZdOGYx2vyz2/xp2R8VcXdu2bM7FiAkWs1ebD+iXaeqWy5cuoWK5MtzuzYSLNfZnlljTee4ccRZBEH8LP8+JMFVn1hcddJvsiRix/0e8fx/Lw1yYN2D3Lh1xLRNzH7sOcHaajTKG+pAT3nW2wZ0+dTJeUfLsAkXeC9fcbp+Fy+2S2P9rdm7fxjO4M88hVoKEpW5xX7FMELTMKxOvW72aJ9DNEC0jfV1Uq2gCFTkZtGvVAtGZuMkSBPHn8PO0/UK4Nv9SuBhxcXHcGSsyk6wWvj4+6N65A9/YKggnMuZVfPDAfnGUKEjkG+EKfHAf9WrX5MLTrVMHXL3iLY5kDquhwx5gQz1toWlxU+Foi2EYNngQT7JJOcgI4u+SE+HKjISEeHi4LUelcmWgWKwwL1XE7rufPH4sziAKGvlGuBhnTp/CfKc5iImOFnt+DHO3b9aoPhcvJlrMu5CZGdndF3OZdZg5nZcvIAji75Bb4WLv762bN/h1AXvPmbMGu+9m3sTfehcSBYt8JVzZZe5sB37iatGkIcqWLMFzlt0UHnSWYWPfnj2Ie/9enEkQxJ8mt8IVHh6Orh3aoXChQtyKMnTggEzvu4mCh0QLF3uImWfRctclaNmkEb8bY2lhMmAxHgRB/B3ywlR45NAhHhbjungREhMyv+8mCh4SLVwfP6Zyd9mnT4N5sGJRYWfWuX1bCkQmiHxAXt1xRZDHIPENEi1cjIxUT1MmTuDusRXKlsYFcswgiL9OXgkXQXxLvhGu5KgneBT2Gjk17rGTl466Cm+7du4QewmC+FvkVLjSE18i8FE4yLWK+BG/VbgssxyAHI39LjOw4fyjHAvXubNneDJO5n20Z9dOsZcgiL/Fl8LVfcqvA5A/kQZfT0fM33aNhIv4IXksXLE45tQNxZlwaQknLvcrYv/PSBYe8MnoYe6IezE5f1RDQp6ibk1TnnGDhIsg/j7Xtk6CqRoTLi10nbxFWB1+zbNzbujfbSROh1BWd+LH5LFwRWL9qHrQUFSEhpoO2lgsxJ2QcERHR+N1TDRixBYd+QrhocEIuO6FTXOGoIp+GdhsuIoU8VtyQnRUFBrXq8OT7pJwEcTfJgUnFvRFKQVZaCgro3ZnG5wJDEXUN2tBTFQkXoY9w0N/Xxz0mIrmZXTRaeZ+kGwRPyMPhCsJz26fw85Na7HUzhxmJVWgoaoMHVVF6GgXR636TdGpfVt0ERrz+GOtU5sWaNXIDNVKaUChUCHomQ3G+Wc/L3PwK6KjorlwMZf43XTHRRB/hchHfji0bR08nK3RupIe1JWUoKOuCE11LVSt2QAd2VrQ4fNa0LltS7RpWg+1TPShXqQQ5PWbYsv1KPHbCCJz8kC4PuLty2DcuXkNPpe94ON7jUe7s3bzmi/vu+R18ZvmhcuXL+PqVV9c8/VDwJNwQf5yx8vwcNQ3qwlNZQVen4cgiD9PfEwYHvhfh6+3F7x9fD+tAzeEdt0PV70vZbIWXOQJs318ruK6nzD/QQgScmN6IQoEeWwq/HucPH4MpUvocQeNK95Zz0pPEARBSBZSI1yzZkxHsX//QYumDfnpiyCI/EQ8bv+3D+dvRyAb9WQJIlOkQrgSEhLQp0c3njnDYqg5pXoiiHzHS7iPaA1rNz8SLiLX5JFwJeGF/xmsXTwfa3aexYvYLzI3pyXgyZVDcF/gAs8jVxGTmPfRGVd9fHjJA5Yl/vSpU2IvQRD5h1dYZ9MdU9feIOEick3eCNfrq5jQyghy/xRCsWKlMHmr3/+DB9OfHkZfU03IFS4EBdXqWHI2WBzJGx4/CkKHNi15qW/zgf2plAlB5EuisGF8D9itvy3+nSByTt4IV/wzbJ3ZG1UNdVClYT9s9w37nAHj7T24WrZB+RJ6MGtrhVNBb8SB3BP44AHat27By/VXNimLmzeuiyMEQfwtUj7EIzb2ndBixcb+/AhuVp1hu8IL774be48PKbThJLJOnt1xpSXFITI8DBFv4r8zBaQmvMOrF2GIjv2UEDe3sDo9rLx3mxZNeUXU4lrqvCIyQRB/mxT4bnfBmGGDMGqkBSxHsTYS46wGoW2dSmjUuicsR4+CFe8X2sihsBg2AbuvhYmfJ4hfI1HOGSwT/JZNG9GgTi1oqSrxiqisjPdK9xXiDIIg/jYpHxLEk5R4qnqfILy7j+Fu1RW2bpfxLj4R799nnLhihRNYnHDiIocqIuvka+Fi3oGhoc9w8sRxLHCeh/69e3KhUpb9JFgsI8eRgwfF2QRB5F8y7rhuiX8niJzz24UrPj4O7iuWwWWeEzauX4sD+/byTO4soj74yRM8fx6Kx48e4arPFRw5fJDPYSJlM8YS7Vu3RO3qVVHaUJ87X7AS3iV0NLlg7du7mwpGEoTEQF6FRN7x24UrJiaG5xBUkS/G76KY8DC3dUM9bRjp68KkjBH/qa+tAV0NVV6WhCXKVRJOVTL/FIKCIFjGRgZo1awJRg4bgh3btiIxkUp4E4RkEc7juMa5+ZJwEbnmjwkXE6KMQo86asrQFpuWIFTM7Fe+tBEvS9K2ZXP07dkdliOGw2mOIxeqy15elA2DICSaONw6vQdnb1IZfiL3/HbhSklJ4W7qFy+cB0uu+3W7yPMK3vG/jUdBDxH67BkiIiK4CTCjJD9BEARBfEm+ds4gCIIgiG8h4SIIgiAkChIugiAIQoIA/gcGS3OWWR2h6AAAAABJRU5ErkJggg==)
More is the stabilization, lesser is the reactivity and vice-versa.
Which of the following compounds will be most easily hydrolysed ?
chemistry-General
chemistry-
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,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)
More is the stabilization, lesser is the reactivity and vice-versa.
Acid derivatives although contain
group, yet do not undergo the usual properties of carbonyl group It is due to:
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAe8AAACoCAYAAADJo2atAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAELASURBVHhe7d0FWFRZH8dxXRVJUcTutbtdu2N1da21u7u7xe4OsLG7ExsbQcXCAEFAukv6+86M4xqvyBirg/w/zzPP6rkzuA937v2duuekQAghhBBJioS3EEIIkcRIeAshhBBJjIS3EEIIkcRIeAshhBBJjIS3EEIIkcRIeAshhBBJjIS3EEIIkcRIeAshhBBJjIS30Fpx4b44P33Eg/sPeOrkRlic+oAQQiRzEt5C63jcPc3aOZOZMGEKCxYuZMmiecyZPpExw4Yzd/VuHni8Vr9TCCGSJwlvoT3CnDm0eBCNq1en25hFHD93jcfPnHjp8oIn929htWclA5tXp0aDjpiffEC0+mNCCJHcSHgL7RD6nA2jGpMvYyZaTtiFdwKN69CnpxhcOxeZ81Zhxl5bCXAhRLIk4S1+vvgwLpv3pbBRKvJWG8gN33j1gU9zODiF8sYpyVaqOTvvBahLhRAi+ZDwFj/da/fLDKmWFSN9Y1qZnSBCXZ6QuJcXGFI7Kzq6pvw9Zhch6nIhhEguJLzFT+d2aT7VshhikiE/Y3bdJ9FJ5a8dWNStIsa/6VKq4VBuhKrLhRAimZDwFj/dk90jKJrJENOMpZh54imf7zRXeonF4LpkSZWKglU7csxZXSyEEMmEhLf46Z4fHE+pTEaK8C7KlEOPE29544LFoDpk+i01RWr2wMpLXSyEEMmEhLf46XzubuSvvOlIb5yFXquuJT6DPPwR8zuVxeA3A6p1mMeLWHW5EEIkExLe4qeLC37Kkg4lMEqryx9dl/MqkfSOenac7hWM0c1QkDFb72nQUhdCiF+LhLfQCi4XVvFXfkOMs1Vk2YVX6tJPCefcki7k0denRrfFPJGp5kKIZEjCW2iJ19junsGfxbNTqEoHdlx1JEx95K2oABfOrR9H7SJ5qdd1JtdfyjKpQojkScJbaBW3G/uZ3LMlzVt2YfritezauZM9u3ayy9KCeeP70q5Fa8Yv34fLx8kuhBDJiIS30EJhPL52Ass1S1m2ZAkrlyv+u3Q5m3cf54GbPNQthBAS3kIIIUQSI+EttMbmTRuoU6cOUydNVJeAn68vndu3pemfDblrZ6suFUKI5E3CW2iNsaNHkiJFChrVq6MuATdXV7JkSKcqtzp9Sl0qhBDJm4S30BpTJ09UhXSrv5uqS+CVuzsF8uQknZ4OF86dVZcKIUTyJuEttIaEtxBCaEbCW2gNCW8hhNCMhLfQGhLeQgihGQlvoTUkvIUQQjMS3kJrSHgLIYRmJLyF1pDwFkIIzUh4C60h4S2EEJqR8BZaQ8JbCCE0I+EttIaEtxBCaEbCW2gNCW8hhNCMhLfQGhLeQgihGQlvoTUkvIUQQjMS3kJrSHgLIYRmJLyF1pDwFkIIzUh4C60h4S2EEJqR8BZaQ8JbCCE0I+EttIaEtxBCaEbCW2gNCW8hhNCMhLfQGuPHjlaF918N66tLwN3NjRyZTEitKD975rS6VAghkjcJb6E1VixbQuHChRk8oJ+6BLy9vGhQpxblS5Xg5vVr6lIhhEjeJLyFEEKIJObrwzs+Gh/nB9ja3uXJM0dcXJxxdnrOU4dHPH78mGeOznj6BhGrfrsQQgghvo+vD++4KDye2HD6gDnje7amWcMGtG7TgaGjxmM2bQpTRg+kV8f29Bs+iY0HL+P5Wv05kSSFez3lhvUFrt64xb1797C/dwc7m5vcunmT27fteOjgiHdIpPrd3y7cx4UHd22wsbHl0XM3wuLUBxQigv0Jk1rht4kL5YX9DS5dvIyN3R3s7e9x785tbG7dUJzTW9y59wBHVy8i1G8Xv6YQ98dcvXyR6zdt3lzXd+0U17XyO6C4rm3v8PjpC3xDY9TvFtrk27vNo33ZPrwumVKkoFCt7uy+bs/jRw+4d+sSh9eMpXY+IzJkKkjnSZt4Fqz+jEhyIv1deWBjhfmUnjT8oxw1atShU5+hTJs2jRmTRtG/QzOa/tWCQeMXcOa+t/pTXyguGLsTG5k6tBf9Bgxjxpx5LF++jJVLFzLXbDrLzLdxZKcFC+atxl6+S98mPgIPpwdcVFS+h7auRdVKFWjYtC3Dx0xgptlUJg3rRdumjWjdoRfzNpzEPVz9OfFLCfd14d6NEywf24l6FctRs1Y9uvYfznTFdW02cQR92jWlWbPWDJ+yjEtPA9SfEtrgu4x5267tRUHD36jQbgZP49WFKrHcWT+Y0pl+QzdDKabtucd7DSiRBLlYLadu9hQYZiqN2YE7vHR1xdX5uSLYTzCj0x9k0TegePV2bLnmpv6EZsJdrjC/b2Mqla/JkJnruGxzjxeu7nh7e+Lu8pz7t69zaN00mpfKQtE6fbD2Un9QfJuoV2wdUg39lCko2XoaNxxccHN7idMTey5sm0GjgukxyZSHf8ZswCn4g4tb/DLicDgwkz8ypsA4ZxUWnXqEq+K6fvniGfbXDzKhVWlM9Y0oXa8He+181J8RP9t3Ce9ba3pSMF0qyv8zBfuPa+gOO2hZJhNpU2Sk3bS9SIMpaQt7eIROpXQxyV2TDfc+7FSNdT7H0DrZ0UllQPXOi3DWsGs7wvkCE5oVxdS0CKM2WH/QRf6B6BCuWAygTsNOHHsmQfJ9vOby4rZkSpuGqv034P9R5dtm00CKpktN+swlmHncCfmt/5oCbm3l74KpyVK4MXsc1YVqkY8O0aOyKWlSGdOgvzke8iXQCt8nvFcnHN4BFxZRK58uafTzM3LTdaLV5SJpCrE/SIdSeorwro65TaC6VC3WlXX9K2OYKi1FqvXlmiZdrTGv2Dy0NpnS6FCz7ypcExs2D32G5dJZHLwt1cDvI4wLC9uSWVeHKn3W4vHR3BQ/+/U0zmGEcToTuq68JRNQf1F+NzbTrFAashRqxPZHH30JXj9hYecy6KfQpUyjUdyTIXCt8P3C2ygVFdrP5F2lLRr3R6cY1aQQ6fXSU7fnbG57yqWf1H02vH2uMbZRXtKk1KdWr1W4aVBD97+2nPq/G6BnUoZZBx+qSz8nBu9XTri6h6r/Lr7N58P7wd7RlE73G8ZZy7HwrKu6VPxqPhfecS/PMKBGVlL9lo4mwy2RjnPt8J3CuxdFMupQrGY7lu3Yx45Na1k0bSjtm9SlaYtOTF26gweeUep3i6Ts3/DOU5PND99VxnwdbVgztCE59HUpVb8n++9qMmkthvPzOlDIOAUZSzZnj22Qulz8OG/DOw3VBmwiRF1KlB/2p9fQtnRGjE3z09VsD27h0l/6q/o3vAs3Yb+LupB4PB2usrBXdbLo6lOh2WBOPJZJa9riu4Z30RptWLp9J5umtqeQYQqMsldg7rEX6neJX4EyvDuWMSRjtuL0nLyUtUvmMW1Ub9o2rkHD5l2ZuWwL15/6qd+dmAC2KgI/t24KclftxIkn0jPz4ynCe1E7shrqU7J+N5asWMmSOZMY0r0lDWrWodvgiWw6bI3X93sKUGghvxtbaF5Ej8y5yzJgxkrWLJ7D5OE9aN2wOn+26sm81Tu5/UIq19rku3ebv4lqfw7ObEf+dIobQsMBnHnvGTE/X19279xBaMi/dXyRhLwJbwNMcpRljMUJrI6vp2uVbOik0KPB4HV82STwIHaMaEQeRXjn+KMDRx8nPiMiNiaGsFDpMv9+3rS8s+rrUbb5KI5YnWLX7O4UUVa+c1dj+Xl39fveiIyMVL3Er0XZ8v67SFoy56vCFEsrzhxawT9lTEiTKh0txu/65ETjuLg4goIk0H+W/2zCWnzYM9YOqk0mHV3+aDOVO75vutzmzZ5JNtMM9O3ZnZcv/+2fEUnE+93mm9Td5n62W+lQLhsmmYowwvwiIbE+HF85nbGjRjJh/BgmJvCaPGE03RqVIU+GtJgUrM96aw/Vz/ucly9f0ql9W7ZZbiE+Xrpxv927Me+qb7vN44M4Mks5nJGWInX7cvzRm1t3XGys4vqdxbDBA1WVcPHreNdt3ph96tvyK+u1NC9uimn20ky0vMbH62zduH6dZo0bsn/PbnWJ+JG+S3jbrOmlCu8KipC+/97TQ7GeV5nashjpdNLTdJgFzxXBPm/mZLKbpldt8diofh2uXL6kfrdICj49YS2eZ6fmUz+fAelzVGLugVu4u7vh8PA+Dx8+SPDl8PQZ9lYraF7SFH3d7PRYdIrEJqhfVnxf8mTNQPaM6VVbiAYEyBjct0lgwtprRywG1SGLjo6iUj6ZO/5xxEaGUL9WDQzTpqbV339xx85W/WaR1H16wlos9gemUDV7WjLmq8mKM88+eFRQWYnTT52SvDmysWDuHEKlR+yH+j7hvaobBQxSULb1FB599BhB8MND9KmeA0PDHHQ128WL4BgO7t1JlXIlMdZNTbFC+dm0YT0R4Zo8VyR+ttD7h+hYWhneNbC4/X6XWTg3Nw+jjKkOWYv9heVNTTvQwzi/tDtF0qckS4mWbL/xSl3+aaGvHjGoZydy5MpDev20tGvdgvv37qmPii8XxsVF7d60vPuaf7CMcYzXLaa3KkUGHSMaD1uLs+ISvWV9/t8AL1O8CHt27yQqSiajJnX+N7eow/tPdjx+f1gkiAsre1M0fRpylfuHPXfezTW/a2dHhzatMDU2wDSdAX16dMPp+XP1UfFf+/rwjo/B3+0JtldPMeHvYhimSIHx7zWYt+sy9x45ERj1bqUN18ur+buIASlTGvFnz2kcOn2BVeu3U6d+YzLop1F1o48fPRKPV5+/cYuf7/Xjg7QpokOGXJVZe/ujjrQYb47ObkNeg9Tkr9qZPbc1PJ9hL9g9rQMlMumRu8zfLNtrzbNXAR8uCBLhx+Nb59m+ejFbDl5j+5FT1KtRhbS/paBS2VIcOrBfNQYnvlQcF+e2IKNuGir2WIO/uvStQIdj9K2eCyP9bLSfsg2PCAjw82bYgD6YGOqRPZMJ06dOxsvTU/0JkRQF3dpE47y/kalgPbY/Vhe+9dqVXRP+IrteGorV68uxh++eJAkNCmDa5InkzpYFA51U1KtVnfNnz6qPiv/S14d3XBTuj69zbPcGFs+axkyz6cyYZsYKi62cuWSHZ8T7N9JoHp7eyKzJE5g8fgJzF6/h3O1n3HvmztgRw8iaMQNGii9Gm5Z/c9vGRv0ZoU0ifJywuXSCVWNakU8nBal00vHngMUct7rGc8/gd8veBj/HYlBN0isqc6YFqjN67hr2Hb+Ao08irbMYP67sWUz/VrWpWLosjVu0Y8jIscyeM5dly5awYuliFi9YzM5Tdv9ulqHseu/euSPG+jqKm0dmZpmZ4StjsZqJC+PlIxus9q2lZ9WspFacL5MCdZi/+RBX7zwh4L3hL9dr62hexJCUKXSp/s8QNmzbx3Hr+8yaM49CeXNikCYlHdq2lm70JCjM8yk3Lhxl8aA/yZEqBan1TGk1cjWnzt/khW/YvxXoeL+HLOleQdVIy168PhMXmXPwlDVu6plse3btpHKFsugqKtPFCv2O+eqVvH794QqM4vv6Lt3m3yIi4jXr11lQqmgh1YmvXL4Me3ftUh8V2uK1rzN2V604sH0jGzdsZMumDWzZuoszF2/h5P1eeCtEedpzZPt61q1ewVrzjRw+Y624EWjWtRoT4IqtopKwZ4sFa5YtYtmSpZiv28Th01dxCfz/R8n8/HyZM9OMnFkyYaSbmq4d22N/7676qEhQXDhuDnZcOL6XrRvWsWXzJjavX8/uQye4af+MwA86VaJ4cuUIWyxWs2blSjZt38+NR+5EKe7sx48eoWql8qoeEOXNe+8euXaTkjAvR2ysT7Fv2wbFdb2JLRvXs3X7Hs5dvo2L37vwVopwvc0BS/V1vW4zx85dx/W9a9LO9jbtWrcknaIhlsXEmBFDB+Pq+lJ9VHxvPz2837pifZnGDeqpxtLyZM/CjKlT5DEEoZHY2Fj2791D+VLFMdD5jaoVy3Nw/z71UfFfU/aAdGzbRjUJVXntmimu3cDAj1bfE8mCp6cn0yZNVFSmTRWV6TQ0a9yIa1evqI+K70lrwlvJzc1NNYMxc4Z0ZExnQOcObXF4/PEAjBCfdveOHa1bNFPdNH7PlV3VIg+R9QR+iAB/f1VoZ8+UQXXttm/TiocP7quPiuQkKjKS3Tt2ULZEUVVvWOniRdi6ZZPMSfnOtCq8lZQLQKxdvYpiBfOrTny1Pypy8sRxOfFCIz4+PowfM0o1CdLESF/Vjf7EwUF9VPyXYmJi2Ll9G+VKFlP1gPxRrgyHDu5XlYvkx/a2Da2a/6V6KkTZEp88YRz+/pquvigSo3Xh/daF8+doVK82hjqpyJ8nB8uXLiE4WHaSEomLj4tn4/p1qkeZ9FOnoHrlipw4dlQqgD/IrZs3+PuvxhjrvZlIqFzYxd9PbtrJkaoyPXrkv93o7f9pxYP79uqj4ltobXgrOb94weD+fVWTHzIY6jFI8Wcnp482mxUiAZcvXaRJw/qqm0a+nNlYtGAegbKoyw+hfOxz9IihqkfJjNKmpnvnTjx6pMmuceJXo1wJ0XLLJiqULqmalFy1YjkOHzygPiq+llaHt1J4eDirViynSP586KZKQeOG9bC+JKuyCc28eOHEkAH9VeOwGQx06dOzO48fPVIfFf+l6Kgo1q1dS7GCv6OXOiU1qlTiyOFD6qMiubl+7Sotm/31ZlJyjqwsnDeX4CDpTf1aWh/eb52zsqJ+rZqq5fhKFC7A+nXmqlnGQiRGuWyjsgJYMG8u1UISdWpUVXWjix/j0oUL/Fm/jiLAU6jOwfw5s2UiYTKlnJSsnJOSKb2Rak5K7+7dePrkifqo+BJJJryVlN3oA/v2UU2AyJ45I2NGDsPb68v2sRLJl9WZ09SuXhW9VCkokj8vixfMl2V5fxDltTugby/VDdvU2FC1uI5MJEyeIiIi2LplMyWKFMJQJ7WqMm11+rT6qNBUkgpvJWUrSrnaVgFFDd5YLw3NmzZWzWoUQhPPnj6lW+cOqm50ZYgoa/5OjjKP4kdQbgO8ZOECCuTJqRoHr1W1MiePH5OJhMnUzRvX+evPBqpJyUUL5GX1imWyTv4XSHLh/daZ06dUF79y/ET5PKFyZafo6MT3gxZC2WU7e8Z01SS2dLppFDX/apyzOiNbjP4Ayt+xclW2an9UUE0kVAb5kkULFOdExj6TI0+PV4wYMki1PoByrXzlOh+v3D/cQ158WpINb6Xnz57Ru0c3MqU3JGvG9MxS3JB9fd7teiPE5+zbs5vK5cuqav6F8uVmlaLmHyKPI/4QDx48UC3ClNFIX9ULopxIqLyeRfKjnLu03nwtJQsXUM1J+atRA25cv6Y+KhKSpMNbKSw8jMWKmnv+3DlUXXHKG4J0gwpN2dnaqlYDM9ZPq5pEM6hfXx7cl5XBfgTlXuzKVdnyZM+KQZrfqFuzGiePH5d5CMmU8tHOpn82RD9VCkoWKcg2yy2yRPZnJPnwfku5CpuyKy5HJhMuXbygLhUicZ6eHkyaME61kETalClUGyrIOOyPo9yRSrkam/J3X75UCZydX6iPiOTGxcWZEcOGqCY2Zs5gxMUL59VHxMd+mfBWUk5c27p5s6LmntBWdPEEuj/h1uVzWJ2x4srNu7j6va3lxxDo64l/8Lcu5RiHv6uD4t84z9kzZ7h09TbO3mHqY0JbKSfKbN64gRqVK3Fg394Ex79jQ71wsLvGBasznDt3iTsOrkTIUPk3s7WxUbS6GjB6xHDCwkLVpR+Lwdf5ETcuWimu33Ncu32fV4FvJzjF4ev2ipCob71+Y/B58YAbinvEWcU9wvrGHdz8P9q3Xvyn3qztsYwmDetx784dden/C/V2wu7qm/vs5Wu3cfR89/hhsLfyXv7tW5KGeDpie/Wi4t84zUXrGzx1154Nd36p8E5QrD82h1Yzqkc7OnXty7Q5C1lrvpZ1q5cyd8pYppgtYJP5PEaMmsKZR1/ZZRfjz82DqxjVqyN9B49l0dKVWKxeweJZ4+jXpQ09Bk3m4I0XiluD0GZOTk6fnPjo++QiKyf0o3v33kyeqfj+rF7N6qVzmDC4Ox3bd2P2hpO4hUiKfwt3d7dP70b22hvr3YsYoriOuvQcyIx5izFXXL/mKxcxa9JYps5ayub18xg+aDY2vl8ZtJGKf2PHAob06MzA4RNYumIV5quXs2DaGPq2b03fEXM4fdf9gy0yxX9HWXl2d3P7xLUYzqPzlkzs35GOnXoy0Wweq9co7uVrlzPfbAKTps5h46YVjB0whgN3vnbiWzgPrTYr/o1u9Oo3gvmLl2OxdhVL505hSLd2dO09im1WDxTv+rl++fB+7X6D+b3qUqp4JQbP3869F674BgQRqqjdhwQF4OX+EvsLOxj+ZyFMCv3JbtsvXz4zwv0mi/o2oGzZ2kwyP85zVw8CgkIICw0hyN+blw7WrBjWjDLFKjB40WE8lRshfyTE/RkOjq4EhsmjElolNpgrmyfSqGwxmvSewdl7znj5BhASGkpocADe7s5c2jaD5hUKU/Of0Zxx+NT3R9kb48gzx5cEhkv17UuEPLNicvuqlChTi/ErDuLg4o5fYLCqdR4S6Ienmwt2JyzoVSs/uQq14rhnpPqTmgt5dpZpHatTtlJj5m67gIubF4HBIYQqrt9AXy9c7p1hbq/6lC5ZjQnrzhPw8dpQ8VH4uT3jyTN3giLk/P5XYvwfYTGqOWWLlqbrxLXcdHDB2y9Q9fhwaHAgPh6uPL1xmOmdKpEtQ3mWXHFRf1JzsQGP2Di2FeVL/sHgBbt4qPi++Su+b8p/IzjAF3cnW7ZM7cQfRUvQZfJmHIN/3vDaLx3e0V43MWtbGtP0eei38gJhCVab4/Gx20r7Rn+z6tyXnfBoz+uY/VOSjOnzM2z9VRLsqAl7xtIu5RTvy0nXmfvx+6hC6XZ+Df07d2TUlIXsPXmZR46veC3V/J8rNoIr5gMpndmQMs3GY+OT0IUax/09k6mUVY9Ctfpw6tn/d/s+ObmKAZ3aMdpsCftOX+HxC0++PGaSl4gX5xjRoCCmmYsydustEq7WxuF6eQ3t6zTH8uGXTXCKcLJiWIMCZMpSnMl7Hyh+0qfFedkyvWVRMpgUZNCqcx/dSyJ5cGwJfdp0ZNys5Ry0usYTFy/kwdXvJyb0Cav61SZ7OlNaT96Dz2cW1wxzPM3wRnWZcvDBF/WUxIY4sLJfTbIZZab9rKMEJfThaE92jm5AVgNTmo6wwPknjZv9uuEdH8SR6c3JkfY3SrSYzuNEV2OM4PqBbRy55qT+uybCOTrlb3LopKR4i0nYJzIc4ntjJXVz6WGcvRKLTj3n4+9fmOcjTmxeyKi+3eg3YBizF6/lsOJG4Py1XYHiGygqdDc30qKwAemylmbWCVd1eQIin7GwUznSpTKgQf/VuH7ilIW4P+DohrmM7NuVfgNHMnfpOo6du4GLv/S2/J/X7mwaXgfTNLpU67KYl4k2cCK5sW0Fxxy+YH5JnCebR9TGVEeHSh0X45rIasvPj82iSqbfyFigHhbXvNWlb8UT+PIeB81nM6J3V/oPHsX8FRs4ceEWboES498kLgpr894UMkpF3qp9sfZOvLXreHITOy58ybKrcVwz76X4N1KSq0pfrrz6/DUZ+vggHYobYWhSiNHb7H7KcMovG96RjodoXzoTRrrZ6LfmUuKtnMhALm2aw7gJk1i6cgUrly1lxWdfq9i5fTatKuQhXZqsdJ17lISm2bwVF3SfyQ3zkF5PcUPqa45Hgv9TkTjZnGDt3AkMG9CPkaPGMn/lFs7aPENi/AeJ9WX/1KZkTp2GwlV6cclfXZ6gOK4s70Vx4xRkLNKITdc/V5ML59n1I6yePZahA/orzu84Fq2x5IKdk7TG1fxubaZFQT0MTPMzwlKDjWSiXnFqzVRGT5rNiuXLPnG9vv9awipzCyxWzqN1UWOMM+Sgn4Wt+gclLM7lDANqZUNHJyPNRm4l4TZ+KI+tD7FixmjV+R01ejxLzLdx2d5F5rx8hSivG4yqnQND/XQ0m3xEg7HmEO4eXMrYMZNZtHQ5K5d/6jvw7rVScb9ft2U9g2r+jom+Hg1HbcMnsRMV7sTKHmXQT6tH5WaTiYr98fH9y4b3iz2jKJ1dl3SmlVh4WoMaWKQ/d612sX7dOjatt1DtB/2514Z1FqyZ0omyedNhYFKC8VtuqX/QZ0R6saFveTIa6pKvSn+ueybe4orxd+LSYUuWzBjP6KEDGTlmKut2neaph2zs8J/yv8/sVgXR1zOiQsuZOGpw13U5PJWqedKim74YYzfdTLAL9n2RPs+4eGAzi6aPY/SQgYwaO5UN+87imKyfUIjk2sYBFNZPQ7b81VhzQ4OucEV4Xzmyi80W5p+8Xj98Ka7vTRuYP6oDJU0MyZK1NHPOaDBcFn6Pme3KYpwyLeWajsJGg1P02suBs/s2snD6WEYpzu/o8WZsPngRZ9+fPd0p6fC4vpTa2dNhkiEPI7bZ/1+P5f8L4aH1EbaYK74LGz51/j9+WWA+fxi18mZShHc2ei07R+Kn1peD0/7GNE1aKlZoRlRU4v9X39svG943l3ehcKbUGOepg8Xll+rS78v94CQqZU+JbuZyTNt9T136GdG+7B5ZUxHeeuQt2YETbl9yg47B/eEFlo1oQdmCBfm7/wLuymJy/5n4VzaMa5AdQwNjKnVchJsG16aP1XxqFTREX/93Bq48+4VjnlG42luxcGBTyhYqTMtBy3kcokn8/4oCOTmnNdl1dcld+E+2P0qsT+vrPN8+gHzp9ciSrRJLrd3UpZ8R94TF3apg+lsqitXvywVPdblGInC2O86svo0pXbAwrcesxznZnt8v8/zQWEplNsLUpBjTjj75T7qo4+2WU/339KTTy81Ai0sJz136l+I7uqA9OVKnoUKF2orw/vFDI79seN8x70XRzGkwzl6Dlec0GMeODuPFncucOXOG8+fOJvq6eMmaQ0v6UiGvoarlPW6zBi3vaB+2Damqann/XnUA170T7ySNfh2Gn4s9JywXM2Fof1XLbPWW/dy4/4wA6UP/z8T73WdGi98xULS8y7cw45kG16bHydnU/F1X1fJWfh80uckoz6/3i7sc3biAcYMV53f8dMy3HeLWfUeCo3/ORJifL4SzizuQSzctuQrWYeNdDZasjQngsc1l1TO/n7peP3ydx/ryOSxn96R4RkMyZy3F7FPO6h/0GTGPmd+lIhlS6lCu2WhsNahTREWE4uVoy6H1cxk9qB9jJs5g/fbD3HrkTFiyPb9fxvnkFMpnMSKjSUEm7HuoQY9WBK6PbnLu9GnOffL8f/i6ePEiJ7ZMptbvmcign4UeS60SHQKFAI7N+YesadJQXlre35ffpYXUyGOEkUF+RlreSryrJcKbK7uXMXO6mWrTCuU66Z9/zWL1igk0LpOTdDpZ6DznsOKWk4hwZxb+UwhjRYtCOebtmVD4RoXg+fI5N0/vYvHEAfTo0oNJ8y04e/MhHj5BMm72I8R6sXtcAzIqataF/ujBeT91+WfYbx5GWdMUZCjciM03Eh4kj48MxsPlKddObmf+uP706NqTqYs2cuG2A55+wRp0C/7q4nl8ZBp/mKQmQ45iTDmoQbC+dub4pmXMMZv2iWv1o5fZdGbPm8uCWeNpWsAYY5Ps9Fljk3hly/cao5v8TtrUGfh71DbF7fvT4l4H8crFgStHLZkzui/du/VmxtItXLrzFC+/EI2GU8Q7gQ67aFNY0SpOl5EO889pMC8kkFtHNzBv2jRmfur8f/SaPXMGC5YtoEelvKox7wbDLfFO7CYb84otw2pgmCbtmzHvn3BT/mXDOz70IbNbFsM4dWoqd1mEkwaL7cSFeuPq7kV4dBTRib2iooiJ8WDr8HpkSZ2C4n9P5G4is80jnu+ldUED0mUux4JTzz68iOOjCXB7yu1Lx9iyfAYj+3ZjwLDJWB67hpt/2E+ZEJHcuVxcTr2cqTHKWpqZRxOZbY4vm4fWxlTRKqvTbxUvPp7OEBeFn+sTbl04wuZlZgzv3ZVBo6ax/eRN3AMjiJbE/kCM21XGNMqFbtp01B+wDl8Nvv4xIR64uPt9+np9/6W4dqOioxWN9ees7lmBdMpxy44LcEvkBux7zYJGeVNhnK825le81KVqsZH4uDzm5rlDbFg0laG9uzFkzAx2W93GM1hxfiWxv164OxsGVCFD2tQUaTiaO5osxRHlj8tLT8Jff+L8f/xSfB+iY0Kwmt+G3PrK2ea9sXb//Jch/pU1Q6qaoGv8OyM32/2UCtkvG95KrpdX0aSwMQbGBRm57uLnW8YhbpyxXMuBK081GO94J+TZcQbUyoWBQT5Gbb6ZcKspzo/do+tiapiZNtN28+qj6qPfveMsmDiYgQMGM3vlDm47atDUE/8tReXs4My25NZLQ6m/J/PgM7233peXUS+PPnmrduXww4/vLvG42R5hwZj+DOg/hHlrd3PPRXuWWdROsTw8MofaOXVIl700U3be/eyTFvEBjhzbupYjtzQYu36Pp+0uOpfJiFHGYkw//JldzSKdWdWnMhmNctN74emPZppH89JmP7NGKM7vwOEstNjPfTfZne578rq3l24VMqNvkIVOsw7h/blhrGhvrh9Yh+VJxXfmCyrFr91vMq15MdKlNaHT/NOfmdUerhrWya1vpHos1DH45zSsfunwVpwOHhxbRKuyWclgWpAek1Zx1uYJge8FZ3y4N/cuHmb94rms3nUej68YR/a4c5CRf5ckT4HKTFxnhetHtQT/59ewGNuKMkXK0GfWLsXJVh94j89Da05fssNfHgnVLiGO7JndjXJ5s1G36ywuPfyoxRXhwZV982lduTBVmw3ikN0r9YH3xeNqf4Vzl20JlBbYFwjh5o7pNCqcEdPsJRk0dwuX7zoR8l6jKDbkFTZn9rN20RzWH7hJ4Bf3YMThdGULfeoW5feidZi3+zLeH/WaeD44z+IBjSldrCIjlh//xD0ikpf2lzhz8b4GY6Xi68ThaL2J7jXzYWKcnZZDF3Dc2h7vsPdOeHQgDtdPYrlyLss2HONF0Jd3ZwU8PY9Z5+rky1mcQQv389TvwxZ4mPtdds7uQeXCRWg7ei0PvH7eDfsXD2+leNztrVg1sSdNqpanZp0GtG3fif4DBjF23HhmzJjJkuVrOHDOLuEVdTTw2tOevcvH06tzJwYNG8306dNVY+czpoxj5MCe9Bs0HstTdkh9PCkK4u7pTUwc0IUevQYwYdJUZs0wY9b0yUwcOYj+PXsxdclOHnzF0pwiMdE43TrO4lEdqV+5AnXq/Um7jl0YOGgw48ZPYMas2SxbqWhxWz/8pjUQgl/YYDl/FD07dWbYiLHMUF2/0zCbOIYR/XvQf9gU9l5+JM/h/2S+T6+zZfZgmteqSPWadWndtgN9+w9k9JixTDebweKlK9h5/Bpe33CiYgOec2L9LAZ06ciAISOZPm0qs2dOx2zKRMYM7k2fvsNYu/8KPj+5ofXLhfflixdZvmQRQR9vcBAfjofjQ25Zn+PUsUMcPniQ4ydOc+XmPdwDvt8KVwFuDtxU7Vp2hnNnz3DW6izXbB/iI491Jn3h3jjYXeX8mdOKc2vFOcV/z1+6zhPXRFdwEd8qNgTXp/bcuGTFyaOK6/fQIU6cPMO12w/wCv3yFtanxeHj/JDrF6wU163i/CquXyurc9y8+wR/SW0tEo23iwO2Vy9w5vhh1b382LGTXLpm+113cAz1csL2inLXsjfX+5udKBV5oSUr5v0y4R0bG8uObVspVawImYwN2b93j/qIEJoLDg5mwbw5nD55Ql0ifqSjhw8xf+5sYmISmT0mfnk3rl9j5LAhPHFwUJeI9/0S4R0QEMDUyZPIkz0L6fR0qF65EhfOnVUfFUIzTk6OdG7fFlNF5W/qpAnqUvEjhIWFsXTxQnJmMaVh3Vp4enioj4jkRrm3/q4dOyheuABZTIxVy5uK/5fkw/vhwwd0ateGDAZ6ZExnQLdOHXj6RGpq4sucP3eOKhXLkSOTiaIiOBF/f5nt/6O4ur6kf++emBjp07LZX9ja3lbt5yySHz9fX2ZMm0Km9Ebky5mVebNnERQkT2Z8SpIO76OHD1OjSiX006Qkf+6czJlpRnDQl20JKJK3iIhw1qxaSe5smSlVtDC7d25XHxE/whXry9SpUVV1sx4/ZjQ+3h/v1iWSi4cPHtCxbRsMdH6jeuUKqiEUkbAkGd6hISEsmj+PArlzKIL7N/4oX0bGuMUXU7b4hg8ZpBpqada4ITY3b6qPiP9abEwMmzduoGCeXBTMm4stij8r562I5On40SNUrVQe/dQp6da5Iw/u31cfEQlJcuH9/Nkz+vXqoaqpG+unpU3L5tyxs1MfFUIzV69cpnGDuqqu2lHDh/HK3V19RPzXvLy8GDtqhGpuQf3a1bl29Yr6iEhuwsPDFA2xueTNmZVspumZP2cWfn4yZKWJJBXe586eVVzsNRWhrUP2TCZMGj9OcSP4oq19hFC1+IoX/J28ObKycZ05ERFfsqae+Ba2t2/T9M+Gqvkp/fv2wt3ty1ZEE78OZycnenXrQnoDXcqXKsGRw4ek9+ULJInwjoqKZO3qlarZhwY6qShdrDBbNm0k8vW3LMsgkht/RY1+3OiRihp+BmpVq4z1pYvqI+K/prwp79m1Q3HtFlFVmpYvXaJodcniB8nVxQvnFddgFVXPV7vWLXn08KH6iNCU1oe3h8crRg0fStaMxqpu8sYN6nH1irX6qBCaeWBvT/OmjclkbETvHt146aLBTlXiuwgMDGT61MmKazi9alzz9Cl5hj65Uk4QtVi7hnw5s5Mjc0bMpkxWra0gvpxWh/etmzdUN1zlhCJlN/mQgf1Uk4yE0FRcXByHDh6gZNFCqhbfogXzpcfmB1IusNH+n5aKFpYeXTq2l8c4kzF3dzdGDB1MeoO0VCxbir27d6qPiK+hleGt7GLbtWMbZUsWU80+LJw/LyuXLSUyUm66QnPKFp9yta4sJumoXKEsJ44eVR8RP8KpkyeoVK402TJmYPYMM2lhJWM2t27RrHEj1dNBym5yO1tb9RHxtbQuvH19fZimXi1N+bxf3ZrVOXPqpPqoEJpRtviUj5woe206tmujWsxH/BjKseylixeRK2smyhQrwsH9+9RHRPITz7atlqr5SsohK7Opk/GWZ/m/C60Kb/t7d+nQpjUmhnqqiQzKsclnT5+ojwqhGeW65DUqV1TNaJ45fapq1SbxYzg7v6BPz+5kUFzDLZo2xt7+rvqISG78/f2ZPGEcWUzSq8J7765dxMTIbPLv5buGd3xcrKrLO+5TKxvGxxEbE46Phzeh0f9/ApXjktX+qIBh2lTky5mNebNnqtYsF9ohPjZGteZwTOy7Danj4xTnVHG+YxX//S989vv0CdHR0apZzMrFe4oXys+eXTuJUZT9yuJio9+cl/d+SW/PS5ymv7i3lNfoN5xP5QzierWqkzlDOsaNHoWvj4/6iEhuHty3p02r5opKnK5q3tK9O3fUR8T38u3hHRmCp9N9Lp86yK4tG7HcspUDR09z6/4zPHwCiXjty92Lpzm8fQlD2tSmWr1+WLm/27ZNuSGB8iH9/IobrpFuatVqaYcO7FfcRGRXIW0S4mLLsX2WbDRfoZp/sHL5MlavXIGFuTkb1lmwccMmDp6+wvNXAUR9w7LU8ZHBeDjZc/nEAXZs3cgW1ffpDLfvP8VT8X0K9/fgkZ0dHh9Nf3B3d6d/n15kTm9Ekwb1uGOXPMbUvBxucGTHRtavWc6K5erzsmoVFhbmbFy/jo0bLTl+7iYu3sF8+oqKJ8TPg8e21pw4sIttymvYciuHjp/j/vNXhGhwMpWVh3XmayiQNxdF8udVPUevrEiJHyQuitCgQIKCQ3kdGaX43X/+3hkbGUZgQCCh4RFEhAXj7+uNX0Cw+rORhIcEERAUQlTsm3MfFxNJSKA/QSHhREZFq85tZESYatvl0PAP90pVThA9euggZUsUVT0hNH7MKFl05T/yDeEdzav7Z1g0shNNG/1F3xGTMd+8g8OKE7dvmwULpo1j3LjxjB/cnibNujF74Vjq5tHBtOA/nPZ8c8JfODqqutiUW3gqu8nbtm7BvbtSQ9NGypb362BXTi4fSPmsBmTLVYzOY+axadNmNpsvZergdlQvmotCJWsybvUJPCK+tPUWxas7J5k3tAPNGjel34iprLPcyeHDB9ir+D7NnzKO8ePGMrJHK1p3Hc/N97bQvn7tGnVrVFXtQDRy6BC8vb3UR359ypZ3mM9Tdpu1pZCJETny/8HAqYvYtGULm9YsYFyv5lQskI2iFZswe7s1ge+FcVyoF9a75tH7n2Z06jmEReZbOHDwgOL6Xcf8cX1o3bgB3UfM5+JjH0XEf5pytTTlDGLliocN6tSS1dJ+gvjX7lw/vodNqxYwffwoxo6dhMWh2yT0FH3wi9sc2WPJmoVTGdKtHd26dqJL504MGTGG6dOmsXjFGnYcvohrYJTq/a99Hbl0aAsWy+dhNnkCUyeNZ8bsBZhb7uHGXRfVe5SCgoJUE0SVj4Apn+7YZrlZNpj5D31leIdxZ99MGhXNSqn6fTlw89OPb/nYH2d0k+IUrzqAM/cuM7p2RjIX68gp93CuXr1E/Vo1VIuu5MpiysRxY/CVsUmtF3x3L/8USU36nNWwsA1RlyqFYbNlLFVy6pEuYwEGrr6ExuuWxYdit9uMeoWyUqbRAA7fdlUf+JDn3aMMb/g7Bat350aAskUQheXmTRTIo2jxFcjHekVrU1nzT47cbyyntklqTIu15cSLdz1bxPlzelkvSmTUIUO20kzd+2bN6Eif+6wc1EDxuyvOkBUn8X5zn/7Aq9t76VenAAXKNGXNKQc+bGMpV0uzoUnD+mRMp8/gAf1wc/v0eRP/vbjoUF7cOsqcPg0pYKJHlnyVmb7bLsFrMC7Sl1Pzu1KmcBXm7drDogF1yJImDTmLNGT1hccER344tBkfHczDU3Op/3t6jHRMaDpyLY+83/10x+fP6dGlk2qCqHKug/IxX/Hf+orwjsXx1ELq5dIja4nm7H74+e3awp8eZmSXAew8d5aJjbKTvURnxq3ZTpkShdBPlYLypYpjuWVTsr3pJjUh9w/RsbQeJrmrY3H7ox3cwp6woENx9FPrUbL+CO58fLf/pHieH59DnVw6ZCndlkOP368Q/L9g++0M6TmAVWecmDd9PBmN9KlbqzqXLl1QvyN58ri9lkZZ05K5eDtOOH30O/SzZXSdHBjp61Gh+1q8A9zYOrQumdMa8Nf4PXxuHz7f6+Y0yq2DadEmrL/+Zo/tmOgodu/aSbFCBcibPSurli8jMlKjky3+a16n6VM9N0YpU5C1cE3mH3lEQgMY/heX0qr5EO7FRXJ3xzAKp0lNsUYTeJxQr3vYLUbUyI5h2sJMOWivLoTzZ62o/kdFTNMZMH70SNmL/Qf54vCO9bzJ2MZ50NPNRHuzoxq0rqJ5aHWAU2dPM7ZBNnKU7MKEdXso9HtO/lLU2q9fu6p+n0gKQuwP0qHUm/A2t/mo4hb1gtV9KmLwmy4l6w7jtgb38zifq4ysp/g+pclMt0WnSPRJ/vhwLh3eQLlqrTAxSMOAPr1wcnRUH0y+XtmspaE6vI87fvQ8ddBTpjdV3NANDKncdTHntk2mUhYdMhZokmjlm2h31g+qQrpUOlRqN5cXihO0bdN61UIbytXSzlqdUb9RaIXAy4xrWY8/G9WgoHEashdrwLITTz857OF/cTlt/hnJ3dfh2O0YTjHdNBT/azKPE7gIY4NsGF0rp+J7VJRph96E97nTJ1WPBBb+PY+qmzwmkfF28f18YXjH4XBwGn9k/I0MeSuy8KyG3dwxrwl+Zs2IOpnIUrwTR5yDuHjxLM+fPVW/QSQV78K7BuvsPmzheV5fT4uixhiky0WPRWcSHHN739PdoyiXORWGeWphfkGzbtfQED9GDBnEnFkzCJGFP1TehXd7Tjq/122u8OzEHGrm0idDtlJM3HBMUcGqQiYDHYo2m4pDQGJjklFcXT+QonqpyFKgOhvvRrF3hyV9e3bn8aNH6vcIreF9llFtOrDm1BU2jfmbXHopyFGqKRbnndRveMfvwnL+aT2CO6/DsNs+7E14N1GE9yeGUJTiQxThXfNNeE89eE9VdsHqNJ3bteWKtSxZ/aN9YXgHcmzOP+RMk4a8ii/E7idfUMtyv6YKb9PC7Tj9SjYkSKr+De9cVVl20ZXgwED83B5zeut8utQtQcGCZeg7cwfOoZo8zxnOgQnNyGeQgqwV2nL4geYr6IWGhhATI7X8t96Ety6Zi7Vm3z131eQhrxf3OLR2Mq0qF6Bg0aqMMz+Lp89txtTJR0Z9Har0WY2bBpfi48MzqJYpFUbZCjHa8hHRUVGyqYi2UoT38Ob/sN42nLiw56weUI8cuinIVb41ltYfVo4/Gd6NJ/Ig7M0jmh+/ovxvMFId3lMO3FU05RStccU1KBXon+PLwjvek13jG2GaRpf8Zdtw+KXmD9zHu179N7xPvfeomEhalOHdqawRGbMWos2A8Uwe0ZMG5fKSK0cemg9bhZ2LHx/NdfmMcHaOaETutCnIXbUzJ5/KvIevpQzvP7MbkiVvBXqOGMf4oZ2oVSyn4rwUprvZVh57hrx5hC/4MgP/yK0K7xr9zXHTYFbh8xPzqZ0jFYZZCjLY/La6VGglVXi3Zs3VN49nxQXcZ3mf2mTX+418lTuyy+bdFsofhvdwSuinpWDltiy13M7endvZuX3bv6/du3axY+Mc/imTFWOj4kxVh7f4eb645X1U2fLWSU2eEn+y/WEC/SufIOH9a3jXbV6N1TcDiHztyo6Jf5NLUWsv1mAQl9yUreEYXO7f5ub166pZpwm9bG6eZ1anquQ2+I0s5Vqz/558L77Wv93mxdpw9Hkwr4Mes6ZfNUx19ajU1oz76llp8WEPmda4ACYGOpTpMJ+P57Z9ysODZlRRDpXlLInZUZlRrtX+De93C+TE+t5jaa8aZNVLRYEaPThk/ybYgy7+f3gX+KMNSxThvUcZ3jsUwa1+7d65UxHes2ldJouEt5b4wvCO5+lhxYWc6TfS5SjFlH0v1OUa8Loh4f0LeH/CmoWturss+DEr+1bHVEeP6p1nc9/bnbMbFjBl4nimTZnE9AReM8ymM75nQ4pm0Sdd1grMOypL4X6tD8a81Y+Kxby6xfRWxTHWTU+jQea8VBWHc3RKI8WNPDW5KvXisltiswpfc3F1T/LppCRPxU5YuctQhVb7RHgrxXjasajbH5imTU3RugM46xJK+K11tP242/yvKSQ4Ghpmyxj1hLW33ebi5/nC8IY437tMa1kYwzQGVO+2EBcNhilDPB5jd+4wo+tnkfBO4t4P7/dnm0e+smZS8yIY6mTg71EbUDXANRDrd4uJfxXGKLU+tfuu5KUGnTm+Tg958MwzwYVDkqN34f3hbPMgh6P0r54NA8McdJ19HOUZC364k9ZF02FoXIhxex++eWNCwh2Y36YQurrZ6LH4rEaTEMVPlEB4K0W+us3cThUw0dGhXKsp7Fs/gw6dxnH3/fBuMolHCdTn4oJvMeqjMW/x83xxeCt5XNtMm5IZMTLJS495R/D4zEqI3vYnsbDYgfXFk4xrmJWMhdtz2kPj5TuElgl9cEgR3rqq8F73wSItEPhgLz2qZEXfMDd9Fh1H05XpX10xp3XJDBhmKET/hcfw/sz36dWdoyxfbM51J18J7/d42irCO8vb2eah6tI33K3NaVHUCKNMxRm/5ZbiphvH/V1jqZhdj3xVe2HlmFBlOpTLq/pSzCQ99fsu42mQtLq13mfCWynC/QYz25Ulo6EJpUoUpUqz8TyOjfgwvBN8VOxdeE89+Gaxn3DPJ9y6eo3Hrok8cii+u68Kb9WY5vXt9KtXlBxZ89Kk60gs9lrx2MWLsMgooiKCcXW4zu7V85gxdyWXn3kR/uIcvcrrYZijMbufBBD7pZsmiJ9LtWlFDC8vraFBjhQYZCqG2VEX1S5Bcf8ugRiP6/nlNClspAji/PSctRPHwGj1e9Rv+aRonK0t6VOnINmy5adp11Gs33+Wxy99CI9Sfp8CefnoOrtWzVV8n1Zz6ZEHmk+V/LXFqzb8icHh2GTKGv5G+hx12GD7ipjY989LNPf3TqV6Dh2Ms5dh9Noz+L/2w27fXFqWz0/FRj3YcPIO/hHKta2jiY56jdfTq1hM7EK1MuXpabYNxwDN57eIn8j3HMOat2Lt9ffWD/5IhKs109qWIX3qlOSvOQZHxffj7s7hFE37JrwdEqqjhdoowlu52E8xZhy1xeHqNiYNHcCgHm1o0qApk9ad/+yCP+L7+srwfiPM5zlWlvMY0KE5zf5sQJNGjWjRogVdu/dm3LT57DpujbNXCAGOl1g7tQe1iuelSNEydBw2l6PWjxX1epFUhL604+j2VYzr9iflCuWjaOGiNGo/hJXr93Hbyee9LrRo7uycQO2iOSlUuDTNO/Vj9oot2L5MvLcl1OcppzbNVXyf/lZ8n+rz158NadmiJd169Gb8tAXsOnkVZ28NZlglI95PbnBgw2KGta1FqYL5KV6kBC16jWXt9qPcf/leayg+lPMr+lM5f1YKlfiD9r1HsGrjAW7eu8FBi1mMGtiL/n17M3ig4mbcV/HnfgOYaLaUEzaOaPTUn/ip4uOiVRuKKFfEa1quJKO23ScwOJTIBLbgfO18nrHNipK/Qj9uejhycEZzMqVIQc7SHTjy3I/g0PB/d6qLj1X87NAgPOwtaVnACJ2UWek8ZTorNu3n2t2nuL104sT8zlSs2IjNdjKw8qN8U3i/FaXcYcbfF28vTzw9PfH29iEgOOzfXYzioyIIDvQnIDCIoKAAAvwDCXsdJWMmSYhyZ6Ew5W5D/n7q8xio+LO/aiejyP/b4jWGsGDFcT+fN9+FoBDFTUTznpb//z75Km5E775P4p3Y6NdvfteKcxEY9Ob68vcPIDgkjKiYj64w1e5TiuO+yvOi+J2GvO0fjSU8OEC1hafy5aN4+Smu0Yhozc+Z+Lkig5y4sHcT80Z2pVGNqrTprajAbT7I3Zf+CQ4vhTw5yuRhw5gzbxoD/qlPrWpVqFunIX3HzGLzoYu4Br3pbXntq/jZ+9cxe3gXGteuSp3qVWnSqjMTF1li81i9CdDL3bSv1YCVV6Ry/aN8l/AWQgjxM8Wr9od4uxe7ai98xZ812dQrTjXEov6L8uco/678rLpE+UPiVHvrv1cZVJQpdwx7u2uY87G59B26BAfpTv1hJLyFVnB2fsGmDevYv3ePan/ot04cP8b6deu4f//dRghCCO0R7n6bNTNncuKBt7pE/AgS3kIr7Nm1kxQpUqg2OQgIeDdP/Y9yZVTls2eaqUuEENoi0usxhxWV7pN33NQl4keR8BZa4dCB/eilTqHaxD8w8N1EqwZ1avGbIryXLFqgLhFCaIOQl3Yc3LqNSw/fLLka6evKQ3sHAjXoqhffTsJbaAUJbyGSjtDnZ5nSsTrly1amZZs2tGvRmMZN/mHuTltkZ/cfQ8JbaAUJbyGSjtiIAFydnvHs2RMcHj3k0cMHPHJ4jk/IZ1ZYEt+VhLfQChLeQgihOQlvoRUkvIUQQnMS3kIrSHgLIYTmJLyFVpDwFkIIzUl4C60g4S2EEJqT8BZaQcJbCCE0J+EttIKEtxBCaE7CW2gFCW8hhNCchLfQChLeQgihOQlvoRUkvIUQQnMS3kIrSHgLIYTmJLyFVpDwFkIIzUl4C60g4S2EEJqT8BZaQcJbCCE0J+EttIKEtxBCaE7CW2gFCW8hhNCchLfQCsrw1k2VghJFCn4Q3vVr1ySlIrwXL5yvLhFCCCHhLbTCvj27SaEI6QJ5cxIQEKAuhRpVKqnK58+drS4RQggh4S20gq+vD9aXLnLb5hYxMTHqUrC/d5dLFy/i5uqqLhFCCCHhLYQQQiQxEt5CCCFEEiPhLbRUNIE+r3B7+RJ3Dx8iYtXFQgghJLyFdon1d+T8/o0smz+fpYsXsmzRAhbOnc2cGbNYu/UID1+Fq98phBDJl4S30BIxPL1kyYg2DWjSqicLLHZw/poN9+/bY3vtPHvXz6dfi9rUa9od85N3ea3+lBBCJEcS3kILvMZu/wzqF8xA0fqDOecYpC7/ULjbVSb+VYgsucszcfMVQtTlQgiR3Eh4i5/Oy2YDzYukwzBLFVZfdleXfprvLXMa5kiDSd6arLzorC4VQojkRcJb/Fxx3mzsX5VMOiko3WYWT4LV5QkJd2Rpx2IYpNWjUqfFvIyIVx8QQojkQ8Jb/FQxHsfpXi4HxjpGtJy8Bx91ecICOT6zOVn00pK76N/sc5QJbEKI5EfCW/xUEbZr+bOoKel0stJt4XESa3hDGJdX9yS/flqy5avEsiv+6nIhhEg+JLzFTxVxZx2Ni2VShHdmusw7yqenqr0vHOu1vSmgaHlnz1eFVTferYMuhBDJhYS3+KnifKzoUzk36XX0aDxqCx6JLsYSxOl5rcmqm5a8ZTpy2i1SXS6EEMmHhLf4yQLYPaIOmfVSUqDhKGy9E0nvCGdWdi2BQVoDGgyzxFdWXhNCJEMS3uKn87+3k46lM2KYvjCT99xXl36a1/U11M+Zlhxl27L/np+6VAghkhcJb6EFYnE4uoimxTOTt0xLtlg7ER6nPvRWXAQedw8xuGFhCpZpwupTT/n4LUIIkVxIeAut8cpmP2M71Kdeo7bMWL2Ti9bWXLt6hauXz7HPfBY9m9enVfdxHLf3Un9CCCGSJwlvoV3ig7l/YT+r5kxh0rhxTJk0QfXfmfNWcMT6EfJUtxBCSHgLIYQQSY6EtxBCCJHESHgLIYQQSYyEtxBCCJGkwP8Aw0RIvbSpDYgAAAAASUVORK5CYII=)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbEAAAB1CAYAAADA3t+nAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AACxASURBVHhe7Z0FWJVJF8dZi+6WULETRV07EcUCExtbwMZu7PxMbF11zXV17Q4EQcAWMEBFQVABaRRE4v+9M7ysrqJyBfFeOL/nmWe978y9wN33nf/MOWfOkQNBEARByCgkYgRBEITMQiJGEARByCwkYgRBEITMQiJGEARByCwkYgRBEITMQiJGEARByCwkYgRBEITMQiJGEARByCwkYgRBEITMQiJGEARByCwkYgRBEITMQiJGEARByCx5ErGM9A94n5KC1LQM8QpBEEWazEykpabg/ftUZGSK1wjiJ5InEYsLvoOzh/dgh+sKzJ81A/PmzcWi+XOFf0/DtAnjMWn8OEyeOBGzZ7tg5bpNOHD4OK5eD0D0e/EDCIIoXLxPgJ/bERzYvQ2rF8yGy5w5WCjMCwvnzcHsKRP4nDDJeTymTZ2GhYuWY+vOfTh13h0PQmPEDyAIyciTiKXEvsaTB3fhc/kgnDvXhFaJ36BcqiTK17GE89zl2ODqik3r/oeF0xxh27gCdJSUUK5SLdgOGIf9VwJB+zeCKGSkv0fE80fwu30NR9aNgoWuIlTkS0JDwwDWA52xYtUabNqwDmuXumBc/3aobqACLS0D1G/eAROX7UVQLM0KhGTkm0/Mf+8k1NUrBXVFdViNXI/X4vUsMpEYFYwjK4bCXF9BuKlLwahKS6w4cg/p4giCIAoZqY8ww6oMdNRVYWzWEJtuJIodIqkJeO57EE6WFaClUALq6jqwGrIcASRkhATkm4gFHnZBY5OSUFNgIuaKsJzs4WkvsGlkSxipqUBHuSQqtBkD3/APYidBEIWKt6FY0q08tNVVYCKI2EbfWLHjv0R4roFleV3oa6pAU7ssRm+9KSx7CSJ35JuIPTo056OIOa1D6Fe2WDd2jEdtXQUYaCtDs3xb7LseIfYQBFGoSArB4q4fRWyDd7TY8RmJ9zC5ZRnoaWlAR0vYjY3agbdiF0F8jwIWsUy4rRuKappK0FOXh4FFL5wNTBL7CIIoVORSxDLeuGNEA2Poa6tDS1MfdgtPI03sI4jvUaAilvzkLEZZVYSWYimoqhii/4LDiCLzN0EUTnIlYm9xec1gVDdQg4ZCKZjVs8ORB/FiH0F8n/wXMXl1tBuzGVHidUZSxFN4ntiE4ZaVoF6iOIwq1oXDgj14EkeWb4IotPxHxBpj651ksUMgPRHP7l7B9jn9UUOnFFTUtNGo41Ds9QwmfxghEfkrYqaloK2hA/MmHeE8fQZmThwDB/uesLVsgBrlTNGs82Ascd2JK7eD8E58H0EQhRRRxHQ0NWBqUhFdh4zH7OmTMcFpMPp1a48WtcxQpUYjDJ20ELuPXMLjqBTxjQSRe/J9J6ahooWmPZxx+Opt+J7fj0mdK0O1mBzUNI3Qfcqf+IprlyCIwka2iGmowaRsbUzedAK+131waKUTLPRLQqFUKZjV7Yq9N2hWIH6cn+ITaztq47/nxFJeeGO2bU3oqchDr3QVOCw/ibjP/GWZmRl4+uQxEhM/O0dCEITs8h9zYiNsvpn9fKfAZ8dENDBRhYaaOszbOODMwy/9YNFv3iDo0SPxFUHkTIEEdiQ9u4SJ1lWhq1QCWoZVMXb9ZXwqVy9fhqNDuzYY1L8vggLppiWIQsE3AzsScWX9SNQxVIKKohLMrcfC7cnHWeHDh1RMnzIJdWpUxc7t25Ce9pUzO0SRp0BEjJHw4CQcW5pBS7EEdE1qY9pOr3/DaP/+6wDUFEsJ7y2Jxr/X5a/T0+mmJQiZ5psiJpARj1PLBqK6jrwgZCr4vds0+IRlJT84dfwY9DRUoSpfAkZ62hg5YjieBT/lfQTxKfknYp9m7HByzTHEPuL2X7BvaAINhRLQN2uAeQduI1W4/uxxIByHD4GhjiZUBSEra2SAyc7jEPbiRdYbCYKQPf6TsaMRNvrk4PtKf41Dc+1QSUse6qoaaN5/HgKiPyDsWRCG2vfnc4K2mjIXtGYN6+PI4UPIyKBzOcRH8k3EHhyciQZGJQWBUkbL4asR+pX7LNx7B3rUMRDGlUTpCg3hstsH2YG3e3btRF3zatBSUYSmsgLatmqBc2fPiL0EQcgUycGY16kcz51oVNYCazzjxI7PSA7Drkk2MNNgQqaF5n1dcDMsq9TFXmFOaGBRS/gMJS5mpob6mD5lMl6Gh/F+gsiTiKW/f4f42Gi8ee2PtSOaQbeEHFRKysHAvCv2ez9DdHQMEt6mfJatPhPPLrmicw1dqBQTxmuaoovjfJzxDUR8QiI8r/miXy876Gmq8V1ZeVMjLJjrgtgYKtVAEFJPZjqSE+MQE/0GD8+vRGsTJajIF4eysia6zziIF1HRiI1LQMpnNQgz3z3GxtFWMFH+DfLFiqP8752xdMdphMXEw93DE3Y9e6K0rhYXMh1hZ2dt2RIXzp8T300UZfIkYm8eemDvxuWYP9UJfWzbw6ZjB3Tt3EH4b0cMdHDG4qVr8Pf5m4jP4fTig1OrMahTG3RsZ4n27dqhV5/+GDdpNg66PUbS22SsWfk/VKtYXngASkBXQ1X43I7w8b4mvrvwwMTZ18cbmzesxwbXdfDyvIoXL0LFXoKQMVJi4X10K1YvdcHYgd1g28EaXYQ5wbajNbp274PJsxdhw+Z9uB2eQ7q5WD+sde6DzlatYd3GEjY23TBsxEgs2ngIt4KisH2zK8yrVeZWGm1VJVQuXxZLFi5AbCwtcIsy+WZO/Blc9XAXbv720GTmRaFVq2gG1zWrCk0o/lX3K+hm0wkG2urQEB5MDSV56Gupo0WThpg2ZRJfaVKAC0F8hC34enXvyi01usKOjC1we3SxwXVfH3EEUdSQahFjREZEYO7sWShvaswjGNnNa9+3N+7duyuOkD38/e5xkapYxhgqpYrDxEAXbVu3RHsrS5Qtrc8FW6GYHA9wGWzfHzd8fcV3EgTBrBf/W74UVYSdGBMytjOrWbUSt2SkJH+S2oooEki9iDEyMzNx+tRJtG7elE/w6oKY1TWvgV07tuP9+ywHsCyQlpaGlSuW8QdOqWQxGOtpw3HYELhfcUNMdDRihIfzurc3xo0aiXq1awo7NA0oFpfjO7PHQYHipxAEwfD08OCWGl0NNS5k7HlhZ00f3r8vjiCKAjIhYtmEhoRg4rixMNbX4bsyY31tjHIcjidPHosjpBcmtksWzOfOaWY2bNqwPo4fPSL2fsnz58+wacN61KxSEcqC4A0e0A9vk6hsDUF8SrSw+Fs4by4qljXhC1wW9FG/di3s/XMXPnyggrtFAZkSMQY7I/LXvn1oULc2d+6yXVnzxg1x5J/D4gjp5NSJE/zQJnvQLGpV5ybF3HDm9ElUrWjGfWbMXMJITU3F7Vu3kJCQwF8TRFHn8sULaG/VGjpqytAS5gUjXW2MGz2SDkgXAWROxLIJCgzEsEH2MNTWgKpCCZQprY9pkyfi9atX4gjp4e3btzy6koUHs53YH9u2ij25Y9uWTfzBZOIXFBTIgz1GjhgGdzc3cQRBEMx/Pmv6VFQoY5wVwaimxE3xzOLBXBJE4URmRYzBTHRbN21E7epVuZBlnR9phUsXz4sjpIMTx49xkdVUlscQ+wFIzqXzOeL1a75j+yDsvDq1b8v9YzOnTeHmU3Z+bvnSxeJIgiCyOSk8b5bNm/KFH7N8mJmUFp6bqVK5wCXyjkyLWDY3b1xH755d/41UYisxfn5ECg5Is/XfEPv+3IdnXq0K/O7mPqqS+QBZOPGWjRuwcb0rjPR0+Nm5yRPG84jG3j26IYky/xPEF4QIz86Uic4wNdSDtiBkzPXAkoy7u10WRxCFhUIhYoy4uFisWLoEVSqU44mEddSV0b2LDXy8vcURv4Z79+4IO8UqUC75G+a5zJbIrMHGzpoxDepK8ujQ1pL/bcwcWa1Sef5wVihrTOdjCOIrMLP7P4f+5kFU7DwZ85+zsPxlSxYjMZH8yYWFQiNi2VwRVlod21llBX0Ikz+L7lu/bi2SflFkn+ua1VBRKIW6tWrgwf0A8WruuXDuHN91sQSo7NwYM0uy13yFqaaEM6dOiiMJgsiJZ8+CMWakI49qVlfKOmtq170Lbt28IY4gZJlCJ2IM5kuaPXM6n/TZ6iv7/EiAv584omDIEHZS48eMQnE5OQzo00u8Khlv3kTBuk0r7k9jApbdWHZvi5rVf0gYCaKowaKa9+/dg4b16mQFfQiL3FpVK2Pzxg259lET0kmhFLFsmIO3RZNG3LTIkgn/bmGOPX/uLLBSDqwyLYtKZOHxeQnC2CDsJJkZkaWkyhYxlul/YL8+PPKRIIjcERj4CA5DB2Wd1xSeS/ZMDR1kLywGC88B6Yy0VC7MP9pSUlKRLkPBnIVaxBihz5/z8yLMlMAL7An/ZaaF58L1n02Avz9q16jKRefi+R+PmGRRmLt37RRWjpV4BCYzJbLVJEUnEoTkpKSk4I9tW1C/dk3uctASniV27pTt1FhFadkmDfePLIN9n14YbD+AR0NL0gb27Q2H8ctxK0Z2crYWehFjsJ3Xvj1/4vc65jxKkIXetmzSkIe+/0wunj/Hfxbzy4WH5b3+Ectwz2qssQePRWCePXNa7CEIQlLu3b2Dgf378N0Ye6aYr3n82NEIKYAF7s8jE2+jnuN+gD93NUja2PseBoYg4YPsbMWKhIhlw/4HsfRN7KbVEH1Ms2dM4z60nwELjWc5ElmgCcuykR+wB4wlQG7eqAHCw8PFqwRB/Ags4ItlwmELTXamjJkYLVs05blaCdmgSIkYg+UfZD4mZppjofj8/EhbS1y8cD7ffWWsmCc7hM3OieVnHjeWLJhl66AsBASRP7CzpixiUV9bnVeWKF/GmC9wIyMjxRGEtFLkRCwbVmCTnSNjudbYbomVQUl+907szR/mu8zhIjZ04ABKRkoQUg47O7ZyxXKeq5T5z1lk854/d4m9hLRSZEWMERMdg0Xz56OcsSHPiJHfLBR3YiRiX5KRkc4PqNNuMu/ExcbyMj9E/uB51QPtLFuiSYP6CAmRZf9Y0aBIi1g23l6ewoQaJ776Bpkf8C4xFuFP7+OWjyc8PT1x694DhEXEIDH5U5/XW4S/jMZcFxeoKZbkpdlT863uWSZS3sYj6sUT3LvhAy/hgfP2vo5HweGIT0pBwRweyBtBgY8wcfxYXg+ORCzvsAP1LOKWJcUm8oewFy9yfRg6My0FiXGRCH5wB75eV+Hl5Y17D4MRGROH5NSPT2Rawhu8jor7Rc9oBlKS4hEZ+liYN7z5vHHN+waCnr9EwtsUnh5PViERywUs2sfr+DZMG26HLh2s0cW2C+zt7eHoMAwjBvfHQPsBGDVuMlZuOYhbfvfhvmMGBk3cjAmz50NLWR4WNarxM2N5IjUOQb6nsHq6Iwb07IrePXpi8OAhGCn8DsMG9EJPm/aw6dAJwycuwnGvB4iVwkjhqKhIbHRdJ6xw63EH+ppVK8UeIi8w3438b3JoVL8u1grfaX5EwhLfIwNRz/1xYvsiOPWxhU17a3Tv1oM/k04jhmKYfT8MGjgEE6bMxrZDl+H/4Da2ThqG6ZsuIn+dFt8hJQYPvY5hxZTh6N+DzRt2WfMG+x3726EHmzc62sBxyjKc9glEvAxu6EnEvkXaG3gf/B8GtKwCIz1T2Aybjl1HLuPxq/hPVlOZeBsdAt+z+7F0Qn+0Mi8HQ0011LWZC6cZLlApIcfPqF0Tdns/yuuAC1jq0AFVS+ujie1IbD90CcERSZ+sntIRG/YA5/auwQjrWvx3tXVcgMv3f07UpaSkvE/BsSP/oKtNJ55pRF9Ljaf+ya6PRuSNBfOE+0y+OM9Mw77ftpat8OeuHYiJiRZHEPlJ2ptHOLR6AtpW14eRWV0Mn74SRy/fwqv4T6wtmR/wJvQBLhzYgMkD26NeRQNolVRHr0XHUFBZG8PvnsGCIVaoZGiAFj3GYedRdzyP+jQ5wgdEh/jh1J//w2DLaihtUA49xi7D1Ud5XHAXMCRiXyMuEDumdkMljRJQNzTHjJ1XEftdO8A7+B1dinaVdVCl8Ug4r1qP3l1teEb9Z8HB4hhJSIXfyZWwNdeHkrw6Oo7dgpB4sesrpEUHYK1DM2gXL4ZydW2w/sz9X2piZAE0jsOHwszUiFcZyM77yCbcrZs3iaOIvLBk0QLue2VHRth3yxYIbOHUs6stjh89ipTkFHEkkVcSgy5iht3vMJCXg4lFD/zp8ez7z9e7cJxYOQzV1EvCasIeRP10210ybv6zCB2q6UBRQRvdp/6J8O+kjk2NvI1lAxtAs1hxVGzYA9suBok90g+JWE6khmH35A4wVSsFNc2ycHB1E9Ysuefe7oloJdwIfz+Oy1OplKAzy9GmgiZUFBRgYTsLAblcwmW+9MD4tmZQFYTMsJoVNl58VuA27+Dgp1gwdw6v9aarocLT/GSnzGITLdsxsB1E8NOn1PLYJjmPg6aKwr/fL2usijhbNLC6c6x4rMcVNwr+yCMfwj0xzaYGdErJQad8C6y/LEnQRzT2T7RE835L8eyn2hMzEXB0PpqXVYOyghIa2i3E41ymhkx/fh6OLUyFeaM4jGt1wk7PcMhC3g4SsS9Ih9/eCahjoAItNSVUbzsJ9+IllIDM1/h7+WJcyYs1L9IdTs1NoaWqDAODanA5LsnKKAO+W0ajlp4iNJTkUa2dM3wj8iuw5NswhzgzE7Zs2ogfKmdixUTr0wmWWsE1tnjQ01TlJUgmjB3DI+9IzH6A1Cjsn94BJsqloK6ii84T/xBkSTJSgo5j7vzV8I/4ebaR989OY0gDI2gK84ahcW0sOR8q9uSGNLivGYpqOgrQVFKAue1MBL6R/jRcJGKfE3sdk9pVhp6witVT14f9qkuQdPp/E3ARyycOxrjp83mNM8naYqxY9j+sGNUeVY01YaClgjL1B+NquGQmoVT/fehWxwC6mmrQ1iyPKXtvS7Sb/FFYvkhWXTu7esC3BIxNsKzOE7W8NSPhe8wu05NTY98zy7VZxlAfrmvX0HGPHyD69p/oUkkNmmxeMGuIFaclEYds3uHVy1dISP5ZIvYBbst7o7y2irCAVEX5Jk64ESXZgiX55nZ0qKErzBuq0NKugmvXH4o90guJ2Ge8vrgSrSoIk4OWGnR1LbD8vOS24ci7Z+C61IWfE2MmNYnavHlYMm88ejasAFMdLRhqKsPcbjGeSeoNTvKGs1VVGKirC00FLUfvQHQBzV2vXr7EmpUrUM+8Jp9k2W7s84mViRsr7lmvdk1qeWxVK5TjvsbPv2NmUtRWU+Z5Nh2HDeFZKVgyaUJSUnB1wyCUVVOBgaYKKjTojmOPxS5pIiMIi3pYoLSaKv8969mvxktJTZexV+DUrAL0NTSgo64Kn2vXxA7phUTsM3y3jUVtPQXoawsiVs4KO31fij0FSNINTO1cE3pqggBpKKHpiA0Il7jk0SMs7Crc0OpqMBR2c9W7L8SLAq4LGvjoEZzHjkalcqa8dEz2RMsEjO3SWIg9y5JCLW/NZfZMXuwxW7zY98vEi33fvXt2x/mzZwqs/FChJC0G+52bQ0eDPY9qqGXpAM8YsU+aiPHAaMtK0FPX4CLWeswOREm6cM30w6z2NWAoLH51NFR4YJa0QyL2GZ4bHFFLRwEGOqrQq2iNvTd/QZh6mh9m2H4UsSbDXX9AxB5jSY+6MGIipq2CGj0X4cUvKj3mduki+tr1QGkeXq/OI+eYiG3auEEcQeSFRQvm8UP1poa6wq5Xg+9+O1lb4eCB/bzsCJFHPkRh58hG0NUUxEGY3GtbjYb3d6KEfwkJXhhnVRn6zPoiCFCr0dslFzEEwKVTTUHE1EjEZJX7+2egvpEC9HTUoWvYBOs9JE87E+V/AZtWzMOSxcy/tUTCthQrl01Fn8aVuDmxtJYyanSfj6eSmhPT7mJWx1rCTkxduKlV0Gb8bsT8Qn9+QkIC9u3ZzQM+WAg4qyKwft1asZfIC/PnzkGp3+T499qovgW2bd6EiAjpOCNYKMhMxEmXjsIORx2Gmqqo2rQ/zr8Q+3JFJt6/jUdsTAxiY2Nz3Vg6sU9bTmP+06K8MV0QIPbMM+uLRd/lCJPUnJjii4mWWW4IHTVmTvQWO6QXErHPSHlwAN1q6wurLnXoaZjAaes1SDr3M5/Y+sVzsGjhAr5KlqzNx5IlS7FguCUqG2kKuyhVmNbpiwuhEt6NoScxsHEZ4W9QhrZWZcw86Cfx3/EzeP36Ff87q1Uoh9UrV4hXibzAMnawwI5F8+fhReiPBBwQ3yYDD4/MRl1tJegJz6Nh5RbYcEWSA8HvcN7VGQN622HIwIEYOrA/Bg3o99U22L4/+nXvhA5WrWDdprXQWqFjh84Y2E/oy2F8dhsysB86N6oMEz1tGOmowez3Ibj6WrKtWObjQ7CrZyTs5pWhpVMT125Io/Pvv5CIfU5mJPaMawNjdWXoa6qgts0sPPwhXxLLVfbjTvQPz0/Dvn5paKurwkCvIqb8FSD25I6nR+ahsakS1BUUULPjZNyOkq5Q2ZvXr8P7mhflTswH3C5fkgmzjyyTGnkdU63NoKmiAm0NQ/SceQC5nxYyEB8ZhpCQF3j64C7uBTxEcHAwT4CQU3v+/BkCA27Dx8sDXp6evBiuz/W7ePpU6HuW83tYY5//yH0bupnrC7+jGgwNq2POsSfi75A7HuyfhvpGisK8oYg63V3wJFr6j2OQiOVA8tPTcGhelldl1tEtD4c1FyGROyklDCe2rcJhzxDxwo+Qhrv7p6OBkQrUlJVQq50zbub2YEr8QyzqXRsaxYvBqHo7bPUI+35WAYIgvkEanp1dAcsKGvzsZelKLbDu4lOxL3dkRNzGzvVbcSPsZ/op03F9hzMsDJSEeUMFdW2mwz+3/ruYO5jVtTrUhXnD1NwGe65HysS8QSL2FV5678bg5uWhpfAbNA1rYOzqIwiN+150RQYigzyxcfZYzHH9B2FJeYxpz0yC+9bJaGamDsVSamg3yhVBid++rdITn2LXZGsYKpSAWV0bbDj7SCrMiAQhS6Sm5mRFScWNfbPQuoouVEsUh2mt9lh75AbivnfuKyMJj68egIvzWLgeuYmk1J9sfciIw3nXsWhYRgUKpTRhO+kPPEv+9s/8EPcIW0a3hp58SVRs0B3bLz+VmYUvidg3iAu8iKWOnVHbWAWKJZRR17I3lm09BHfvW3gcHIJXryMQ8SoMz4P8ce3iCexc7YJxjqOxer87JE3y8XXS8OjiDoy2rQ8TTXXU7+iI3We98CQ8Gu/Fuywz9R0int+Hx7HNcOpQC6ZG5WEzdDYuBERlDSAIIlckJSXxox9jRznhZXi4ePVTMhF4eSfGdG2MsuoloKxqgHb9nLH97zPwuR2A4NAwRERE4HV4KB7fv4XLJw5g7fxJGD16Gv66+qQA07+lwv/MFjh0rAMjDU007jIWBy56I/hVDLKrw2SkJuFVsD/cDrlimFU1mBhXQnfHBbgSGJs1QEYgEfsewqrGz/0frJ09Cj2tGqCGmQmqVKmGxo2boL11e/TskVV+YcwYZyxZtwc3gnNRl+wHyEwIgcfRbZjl2AudrNvBrlcfDBuaVfbBYYg9BvbqAttONnCYtAD/XL6LeFlZRhGElOB37x4G9e8LHXVhB1NMjte8+1p2E/Y8ugvP47xxA9C+UU1UKWOKGjXN0bx5C3Tq2Am9e/fB0KHDMWHidGzYcxrBcb/mgUyPDRZEahOmD+8hzBvW/PcaPnRo1rwxeAAG2NnCppMtRk5dimPu/hL4+aQHEjGBzMwMnDx+HKdOHBev5EQG4t+8xPPHD+F3+wZ8r3nhmpcXrl+/hfuBTxGVUECBE5nJiHzxBP63fOHlcQVX3Nxw9aoXbt+7j9DXsTKRsJMgpAmWS3L3rp2oX6cWlEsV42cZe3XvCl8fb2Skf+eJykjBm1ehePIwAHdu+MLHyxPXrl3DzVt3Efj0BQpqWvguGe8QEfpYmDd8hHnDLWve8LyG234P8CIirsAThOcnRV7EWIqkmdOmwNRAl4cps7pXBEEUDVgk4BgnB34AX7lkMVQ2K4NVK5bj7VtZ3JMUTYq0iLF0PO1at4SGkgKvNNy0QX1cOHdO7CUIojBz/NhRtGjSEGqKpaCpogibDu1w1cNd7P1IfHwc/Pzuia8IaaNIilhUZCRcZs3gtZZUShXnqzDnsWPooChBFAEiIyMwg1lfSuvx59/MpDTmzJyByIgIccRHmJ+sj10PmFergqP/HKYclFJIkRMxdjC0Y9s2fOWlIl8CDevVwYG9e5D+Pds3QRAyz5XLl9FBfP5Vhee/dfOm3Bf++aF7lu3/z507eJUAJnRsrpgwdjQS81Dklvg5FBkRY7uvRfPnomJZE35YkeWZGzZ4IB7clywTBkEQskdMTAyWL12MiuVMoKZQkpepmTBuNEKef5kb9cnjxxjt5MBLCKkKY6tWMMO6NauQEC+NWX+JIiFi7m6X0aVje776YsUazatVxpZNG/Hu3U+tE04QhBRww9cXdt26QFtViWf7b2BRG38d2JdjheujRw6jWaMGXOhY+aCunTrC28tL7CWkkUItYmzltGzxQl6anZkOWImKnl1tcevGDXEEQRCFleTkZGzesJ4vWpVL/MbL1AwbZM/r3H1OZMRrzJg6hddjUywuxy02811m88zzhHRTaEWMJUTtZtOJmw2ZgLHQWSZo8WQSIIhCDxOqoYJgsbp1zKdVs0pFbN64PsfK1lcuX4K1VeusnZqwA7Ns0QxnTp0Uewlpp9CJGKtbtfp/y1G9UnkeOstO31u3seQ3KkEQhZzMTBzYtxcN69bhi1f2/Nt174pbN7+0vsTFxWH5ksWoJOy62CFnY31dTHYej9DQvCTuJgqaQiVi13190Kt7F242ZOXayxkbYua0qTmGzhIEUbhgR2Scx43hQRvKwu6rsllZLF+8SBCrL3MBMj8Zcy2wShXMT964vgX+/usA0r6SZoqQXgqFiCUkxMN17RrUrFoxK3hDSR4tmjTCUcq+QRBFgtOnTsGyeVOetIBZYDq2awO3SxfF3o+8TUrCpg3rUatqZajIF+fuBoehgxEUGCiOIGQNmRexWzdvon9vO777YqsqFhY7ZqQjgp9KVgyOIAjZg2WMd5k9E2WMDLg/iwVmzJ4xFa9evRJHfOR+QACGDBzA5womdObVq2D7ls14n2PZFUJWkFkRYw7aLZs2oHb1qvzcFwuHZQk89+zamaPzliCIwoW7+xXYdLDmuy9mEmzeuCFOHDv2xcHlzIwM7NuzGw3q1ua7L+Yn69OzO+7cviWOIGQZmRQxf38/DOzXB0a6WvwGZqGz9n17IyDAXxxBEERhJTEhAStXLEOVCuWgVOI3GOvpcOsLS+b7OdxPNmYU95MpCmPZweX/LVvKzYpE4UCmRCwlJRk7tm+DRa3q3HSoKQhYnZrVsHXzJn4mhCCIws3dO7d5LkNmEmTRh/Vr18Te3X/mmNPw5Inj3Dee7SfvZN0W7lfcxF6isCAzIsbs2SxNVGkdTW46ZL6vbradMGLIIHhe9RBHEQRRGGHFKf/YthUWwqKVhcOz81+D7fvh4YP74oiPREZkJfgua2zAx5ZjCX6F169z8JMRsk8+iFgG4sIe4OrFizh38iiOHT2OM6dP4azQTh8/giOHj+DcufNw97yB8ATJM0Az/9aunX/gdwtzLl6aKgqoWMaE50ELCgqEbUdrVClfDqdPnhDfQRDEryY65D68Lp3DuRPHhDnhmDAnnBbmhNM4fUyYE/45KswJ5+DmdRuvE74f0v4kKEhYrA4WhEudh87XrFIJG1zX5Zg2zsPdHZ3aWf3rJ2vVrHGOCX6JwkO+iFhsqD+unD2Bvetnw9aiDErr6cBYTxtlzGphwKQl2H3wCC5c8UGYhCL2WBApVkab2bO11ZShraqIdpYteR0wht+9u6hUzpQLG0stxaqzEgTxq8lE9DN/XD13DHvWTUfnumVgqKMDE31NmFaog0GTlmGPMCecc7+BV/FfL33MKkscOvgXmtSvy82BTJjY2S6fa9fEER9hZ8FWLl/GfV4sQ0dpXU04j805wS9RuMhnc2I6Li60hQETHDUNNOqzFGFijyQw+zY7dd+4ngX3fbFoojKGepg2aQLCXrwQR4FHHDF7NwurZSXFyxkZYvXKFdz0QBCENJCMY/O6w1QQIU0lNTQf/D+E5GJTxII0pkxw5gtYFjrPchkuXbQAMdHR4oiP3LxxA33suvO5QkNZHg0szLF/724qr1REyHcRu7PDEeU1VaGlrYcOkw4IVyTjWfBTXi7cxECXC5SOIIis4vLhQwf/c1OyDNTsJtdlAieIWFkjA+4nY23JgvniKIIgfi0Z8NjohBrqJaGmaAi7WQcQJ/Z8jdevX/G8pwrF5LgoWVu2gtulL9PGpX5IxdZNG1G7RlXu+9LXVMMQ+wF49OihOIIoCuSziKXh1h+OqCiKWPvJuRcxlsfs4IH9aNqw/r8Hl0vrasFx2FBe3+dzYmKi+Ql9JlrZIsYqNDOTw+91zP+zYyMI4leRLoiYI2pqCiKmIIjYzP34MgnUf2EL1J1/bEedGtUwyXlcjgEZzB8+fCjzk2nwMHtWeXnzRle8T6EzokUNqRExZhJgfi1m+2YCxqKQdmzbyldbOfEgIOBf4WIixswOrEpztYrluGlx7+5d4kiCIH4dkotYNiwTfU6uAeYnYwl+s+YKRe4nu+7jI/YSRQ2pEbG3b9/yZL16wi6sd/euuHfnjtiTM2GhoWgkiBbbiZka6vEVWYsmDYXV2AZ+jmyIff8cz44QBFGQ/LiIfU54eBjPMs9cDUoli6GSWRksXbyQW2WIoovUiBgj+s0b/LV/H2Jjc1eIjtUHY7u2ssaGMBVubJbM89LFC7h39y7PkRbg7yeOJAji15B3EUtJSeFHaCxbNOUp5pifrL2VJS4LzzpBSJWISYq/3z1e7K5d65b8PAgTtOlTJvM+ZjPPqYIrQRAFSd5FjO20+vW2Q0k5Ob4Lmzl1Cl69ein2EkUdmRaxtLQPGDPKkZcRZzc2C8VntvKoN1HiCIIgfi35Y04MDHwEpxHD8Pdf+8UrBJGFTIsYg9UMYqln9u3Zw8uLs5XaKcreQRBSQv75xFJTv34wmii6yLyIZaeTueblyYM7WGQiC8slCEIayD8RI4ickBoRy4gMxPVbAYhLEy9IyJMnj/F7nVr8gPTA/n3FqwRB/Fp+XMQy4gJx1ecR3lOQMfEN8l/Edjh9FLEpfyF3918SLrjOxpIdbnj3gzcsOyzdp2c3qMiXwGD7/uJVgiB+LYKIbXL6V8R65SJjRxbvcXndJCzYcx1plLuX+Ab5LGKZuLvDISvtlJYurJ1z44RNwd2D89ClyzCcfpoiXvsxpkx0hmJxORIxgpAaMriI1VAvBTVFPfSYcQBvxZ6vkyzMCbNh28kBl0O/zFRPEJ+SzyIWh4MTW0NXVRk66mqo0dweBzxu4OGjRwgKDMxqLPT94X343b6OK6f/xtrp/VDDQB9dpx9AgvgpP8rsGdN4vjUSMYKQEjIjsdPZEqUVFKCtqoJabYZgvzubE7Lmgux5IWtO8IXbqb+xZmo/mOtpocvcY3hHuzDiO+SDiKXjZcAl7HRdjUWTBqJlzTIwMzXmWafLlzFBrTq/o03rFmjbumVWsxRaq2Zo1aQ+6lUtA0N1RRhXt8LO6/Hi5/04c2ZO5yI2aEA/8QpBEAVPJkLvXMDu9SuwcEJ/tKhRFuVMTVCpnLEwN5RBHQs2J7TkZZX+nRfYnNC4PuoKc0JpdXnoV+uMv26/ET+PIL5OPohYJt4nxeDli1A8f/oEz0PD+EFE3l6GIfR5MIKfPv2iPQsORkhIKMLDwxERFYPUPK64WIqpSc7jeTJQx2FDxKsEQfwKUhJj8OpFCJ4Jz3ru54RnCAllc4IwPioOHyigg8gF+WxO/HWEh4WjdbMm0FFXxoqlS8SrBEEQRGGm0IiYu5sbz53IstqfOXVSvEoQhHQRB4/9G3H02o+UyyWILyk0IrZu9SqeHLR29SoIDQ0RrxIEIV28wNrBVnDedEt8TRB5I59ELBVht09j1cyJmLN0O26FfHoSJBnB1/7BsukTMG/VHvi/ShSv5x8sQWiXTh2gUqo4FsxzoRIsBCG1hGPzqC6Y8cdd8TVB5I38EbHkQCzpWRUl5OTwm5waerr8gySxC/G3MKVdGRQX+uTkdDB07UVB8vKP2NhYjB3pCHXFUrAwr4GgQMpcTxDSSyS2jemKWbvui68JIm/kj4h9SID7timwMq+Eei3ssO1S0Eeheh+F02tGoUXNimhgNQj7fUJznYrqe8TGxGCU4wguYLpqKti+dQtLpij2EgTx68jA29hIhIeF8Qjkl7yxf9/C8sHtMW7VefH1J31hrxD3jpL8EpKRjz6xdCQnJiDx3Xvx9SdkpuFdYjySUr4sNf4jREVG4vy5sxjUvy+01ZS4L2zc6JF4/z6Hn00QxC8gGR4758FpyEA4OQzHSNYcHTB21ABY/14dzdvZYaSTk7AIFfschmDYkPHY7x0CWoYSkiBzgR1nT59GJ+u2vHYYq/CqoayAUQ4jEB+Xu4xsBEEUDBkZafjw4cPHxpMghmLDyC6Ytu02PwfGagJ+HJOGdLKkEBIi1SKWlpbGDz5eOH8Oy5csgn3f3qhgaswPNLOyK80aNcC2LZuRmJDXhFUEQRQMr7BldBfM3OEnviaIvPHTRSw9PR1/bNuK6ZMnYe3qVdi9cweOHz0CjytX4HfvLs+b9uD+fVz18MA/hw9h66aNWDx/HsaOckKHtm1gUbM6KpQxhqaw4yomJ8d3YK2aNcb6dWsR8TpC/CkEQcgGFJ1I5C8FImJ9e/WEQnE5XrCS7aBYM9TR5K2csSE/oKyvqQZdDRVenZmZCNUUS/Idl1LJ32AmjGndvAmGDbLHBtd1iIwg8SII2YSdE2sD5410TozIHwpExAb07Q0V+eIorav13yaIGBM09u8q5cuiUT0LtLeyRF+7HhjpMAzz587Bvj27cdX9CkKePxc/kSAI2SUR9y4dxVX/KPE1QeSNny5imZmZCAwMxDUvT/j6+HzRrvv6ICDAnycAZeG4UVGRSIiPR0pKsvgJBEEQBJEzUh3YQRAEQRDfgkSMIAiCkFlIxAiCIAgZBfg/ehJq3qF7h3kAAAAASUVORK5CYII=)
More is the stabilization, lesser is the reactivity and vice-versa.
Acid derivatives although contain
group, yet do not undergo the usual properties of carbonyl group It is due to:
chemistry-General
chemistry-
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,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)
More is the stabilization, lesser is the reactivity and vice-versa.
Which among the following ester is most reactive towards nucleophilic attack ?
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,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)
More is the stabilization, lesser is the reactivity and vice-versa.
Which among the following ester is most reactive towards nucleophilic attack ?
chemistry-General
chemistry-
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,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)
More is the stabilization, lesser is the reactivity and vice-versa.
Which of the most reactive acid derivative?
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,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)
More is the stabilization, lesser is the reactivity and vice-versa.
Which of the most reactive acid derivative?
chemistry-General
chemistry-
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaMAAABxCAYAAAB4FMxkAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AACnWSURBVHhe7Z0FWFVJG8f5DLpbQUGxsLBb11ZssdYWEbC7sLuVtbsVu107VhELEAVFwRUBaQkpAYn/d2Y4rMWuXCTulff3PPMoM+dcEc6c/7wzb8iBIAiCIAoZEiOCIAii0CExIgiCIAodEiOCIAii0CExIgiCIAodEiOCIAii0CExIgiCIAodEiOCIAii0CExIgiCIAodEiOCIAii0CExIgiCIAodEiOCIAii0CExIgiCIAqd3ItRWjLC/Lzh5ekpNC+8evUKvj4+8HnpjefPnuKphweePfPES5/XCI74gE8Z4n0EQcgm6Z8Q/vbznH+ZNedfeePFP3P+Gbxf+SI4PAYp6eJ9BJEDci9GKXHw+uscnPZswoyhlqhf3Ry1a1RDvdp10LZ9R/Tu2QP9evVAr64d0a5pXTRq/BsGj5qOvRfuI/IjKRNByBypiXjhfAFH9m3BrOGd0fCLOd+mXQdhznfPnPPdOqJ9s3po3Kg5BtpNwe6zzghPJGUi/puf2qbLyMhAenoa3ns6oVsFNagoyKNstXbY7RKA2PhEJCXGI9zfG9eObIRtRwsYqMhDV88IHa2XwD0oXvwUgiBkhaw5H/PyFHpX0eRz3rjyb9j6lx9i4xKQ9DEeEYGvcOP4VozqXBuGqgrQ1S2FtoPn4WFAnPgpBPE9eXJmlBHpicmtDaGurILKjX7H9VBx4AvS3j/CrB41oaemDA0lVbQfuxXBieIgQRCyRewrOHQoA00VFVSo2xN/Bor9X5AR44EFfetAX01FmPMqaGn7BwJoDUr8C3kiRmkRXpjSxhAawoNZuWFfXM7mwWS4H5yKmjpKMNBShF514QF+GSuOEAQhS2TE+GCWpShGdbrj3Js0ceRrvE7MRh09Yc5rK0GnSiecehYtjhDE1+SRGHnmSIxenJ6PBgaK0NdSgl617rj4gsSIIGQRJkYOHX8sRr5/rkBjw8w5r13ZEqc8osQRgviaghOj1DDsnNAGpVQUoa7ATHZHBJAjA0HIJDkSo4woHJhhCSNVNueV0XToCvxNjgzEv5C3YqSsjCqNB+DuB3GAk4qooOfYP7cPyqnKQVVDH817TcItXzrMJAhZ5R8xEuZ8hXq9cP29OMBJQ3SwNw4vGoCK6v+DqroemnQbiyveMeI4QXxPHopRKWipa6BCtaaYtmYHdm/fgq0b12Dx9JHo3swCdeo1QZ/Bo7B2z1m8iaHVEUHIMllipK2ujvJVGmLyyu18zm/buBZLZ46CVYtawpxvjN6D7LF650n4RKaKdxJE9uSpZZQpRs0wfd1uHN27CeM6V4NqMTmoqOqi85jNCCINIohfgiwx0uJi1AhTVu3C0X1bMKl7TajzOa+N9nbr8DZFvIEgfkDenxk16o+bEZn9qaGPsaBPbeipKKCUaW3M2HEbyZlD/8DiFiIjI8WvCIKQBb46M6rbE5eCMvvTIzywfEAD6Atz3qBsDUzaeA0fM4e+Ijw8XPwbQWSSLw4MV96JAwKJ/s6YLlhIOkrFoGNkgdn7H3wlSP7+/ujVoytWLl+K+HgKQiAIWeBbB4bzfp+3PZLfPcKcnhbQFea8dqlqmLbj7leC5OX5FB1at8Si+XMRHU2u3kQm+SJG33rTJby+inHtKkNLsRj0yzXA0uNPxBFg984dUCwuBx11ZQzs14fntyIIQrr5Voy+9aZL9L+NyZbm0BHmvF7ZOph/6BHvT/mYgN9794TC/+Sgq6GKXt274uGDB3yMKNrkjRi998LUtlli1O8ryyiLKK9zsGlmCnX5YihVqTkcz78Ec+x+4voQVt06Q1tNCeqKJVGnRlXsEQQqOTkp80aCIKSOjBjfL4JeewiW0feu3R9eXcKoVhWgKV8cBmaNsOq0F5gbw4Z1q1G1YnnhXkVh3iujRpVK2LxxPRJoZ6RIkydihCgPjG8hiJGq8GDW74E/A8T+bwh1P4L+9YygITycxuYtseqUB5hx/zEhAWtWLkelcmWgriQPA20NjBxhA59XrzJvJAhCuojzxvS2RtAS5nx5C0ucfi32f0OE52kMaVSWC1Lpik2x7Lhb5iLU3RX9+1jBUFsdOuoq0NdSx7BBA+D17FnmjUSRI/dilJGGhA+RCA8LwcNjc1FXpwSUSshBWbs8Jm+7g5DQcERFx+HTNx50Qfd2wcrCAEpyclDRNkW/Cctw88lrhIa9x9nzf6JDm1Z8xaQmWElN6tfFiWNHuZMDQRCFjDjnI4Q5735mCRoZyGfOeY0yGLPhOp/zkdGx35WOCH10AP3qloaKMOeVNcug15jFuOPpD6/n3pgzZz6qmJlyC0lLVQn1LGrgwL69SE8n19uiRu7FKDkGDy/sxcY1izHZdoCwyumNQb/3Ef7shaE2o7F05R84dOomQrLZbfO9sQOj+vVAn55d0duqF4bb2MNh4Rrc8XqPqMgIOEyfCpPSBlApWYz/OX3yRIQEB4t3yz6BgQG49OdFrFy2BFs2bYCL810EB4vuSAQhrXyKw+M/92PT2iWYajeQz/mB4pwfMnwklqxwxIHj1/AumwTIfnf2Ymx/Nue7oXdPK1jb2GHuUkdcdXsnPP930NWyPbeQtFQVYWyoh7Gj7BHg7y/eTRQF8mabLh84e+Y0mjasDw1leWgqK6Bdyxa4duWyOCqbZAirveNHndCsUX2oK5Xk1p8q20/XUke7Vi0wd9ZMPHBxEa8miKJDREQ4Fs2fhwpljaAtWEjMSmrRuCHOnT0jXkH86kitGDH83vphzEg7GOnrcCvJTHhQFy+YJ3PuoGlpabhx/RqGDOwPPQ1VQWAVUKu6OYYNHsidNyqaluWiJC8nx7cspkwcj9DQEPFugig6XLt6Be1b/cY97dg8MTUyhMP0aQgPy6YuDfFLIdVixGB7xwf27kHdmtW5JcH2lrt3tsR9l3viFdIN8xCaPmUyypbSh2IxOe4t6LhmFd+CSEtLRUpKClwfPcLUSRPxW9PGwiRU4cI7xt4WHz9mFy5IEL82YaGhmO0wA6bGpbggse27jm1b4daN6+IVxK+I1ItRFp5Pn2LIgN/FFZM8zCuYYoPjOiQmSm+FvsSERG7lMIFhE2pw/3547uUljn5PYGAgHNeuRhlDPe7qvnXzJnEk07oiiKLEhXPn+AKNxSCybbsKJsZYsXQJYmIo4eqviMyIEYNZGRscHVGtcgWoKhSHnqYaf8E/eyqdgbLME5C5rLJDWct2rREVlbNaLju2b+X3mVcs/494ebi7w831Mf87QRQVgoLe8QUdW6AxK4nN+d49uuHRQwqU/dWQKTHK4v49Z37WoqWiyK2k2tWrYt/uXUhO/jbzXeHBhLNzh7biiq4Mbt+8KY7kjHGj7fm2np2NNf+aBQWOsbfjfyeIogZb2DVv3AAaSvJ8TrEFKfNETUhIEK8gZB2ZFCNGVFQkli1exE13NcUSMNTRxEhbG/j4SEeg7Knjx/k5EYuZWrxgvtj7Y25ev4ZHDx7A44k7KpUryz/j4vlzGG1vi2qVzPD+/VeFYwiiyPD369fc5dvYQJcvRFlw/NBBA+DpSYGyvwIyK0ZZ3Lh2lXvfsNWSmkIJNG1YDyePHyvUoDn2bw8fOhgKgmXTunlTBAflPIaIeROx/wPbGx884Hc+6Vo2a8KbsYEOTp04Ll5JEEWPT58+wengQTSoU4sv9FjGlvq1a+Lgvr1ITaWaSbKMzIsRIyQ4CDOnTeH7yqqCIJUtrY/pUyYh6F02SfIKAHd3N1SvXJF7/m3ZtFHszRlJSR95FgrmAs4+gwX9MuvI1KgUF9wJY0eJVxJE0cXb+wXsbIahlI4m37oz1tfFuFEj8dbPT7yCkDV+CTHK4vSpk2jaoB53GGBBpSyQ9OqVS+JowbF/7x7BKvofmjWsj/CwMLE356xctpQ7MBjr6/wjRqwxr6LJE8eJVxFE0SYlJRl7du3kZ8Zs4cdEqUWTRhQoK6P8UmLE8PN7g9H2I1BKV4sHkvJA2YXzERNTMIGyLI/evDmz+BadzdDBYq9kMO/A8mVLc88hFvTHBIkF/pYvUxrHjx4RryIIgvHc0xNDBw7gZ0hsq57Nl9kzpyM8XPKFIFF4/HJixEhPS8OBfXtQ16I6dwHXVVdB984d8aAAAmXj4mJ5vRYWJ7R5w3qxVzLYmRPzFKpoWoYLEptczEGjTo1q8Pd/K15FEEQWyUlJ2LppIyyqVualaFhsX4fWLFD2hniFrPIJ/q5XhPfZPjgdOihh2y/cdxQPX4fzTOnSzi8pRlk89/LEoP79oK+lxldMVSuWw3rHdfiYj4GygQEBqF3dnFsyzs53xd7cwZwZmjSoywNmmSj1teoujhAEkR0sHu/3Pr34fGGiVEFY0K1YthQfPnwQr5A1kvH80g7McXDAwvlzeXXcHLd5s4X7luC8WwCJkTSQmJCADY5reVyCinwxfhYz6Pe++eYOytyyWeLTGlUqIiTk5zONv3r5Ev379uL74atXLBd7CYL4N+Lj47FuzSpUF4PjeUXZHt3w+NFD8QpCGvnlxSgLF2dn9OjSiW+fMXfQOjWrYd+e3XmeTuio02F+mNqlQzvExsaKvT8HS38yZ9ZMQejuiz0EQfyIe8530bNbJ+gI85E5NFUXFohsK49tpRPSR5ERI0bk+/dYumgBd2pggsS801jZhryEedIxMbLq2ll46OPE3ryBigwShGRERkZixbIlPICc7S6w2KRJ48YijWKSpI4iJUZZsLpIbX5rzgVp1YplYm/ecHD/3kwx6tYZ8XksRrIMVe7MPawOFvFz/HXrJk/PxbK1zJo+jRZ2UkiRFCNGQIA/P4MJC825+2dacgJioqIQE/tvW3sZ2LdnD7e4OrZphdi8PjT99BEfoiIRFR2DZBlJ4h0XG4uDB/bjvouz2ENICsvFuGPb1jy3tIsaYWFhWL1yuWSBsenJiIuJRjQrp56dfqWnIa1QFwupwvcXhaioaCTIykvhXyiyYpQjUmPx/M5pbFg8ExPsh2HYwP6wHjaUR37b24/C7EWrcfTPewhNTEKS/21sWL8X89bsgLGeJqpWNJMoDVD2pCLw2W3sdVyEGePtYCv827bCv20zZACGDhqEMeMnY822I3gaIH0p9dnK89bNGxjYrzfPjHHsiJM4QkjK4YMHoKmsiN97W+HSxQs8JQ6RX6QhxNsZB9YvxvRxdrAZ3B9DhwyB3XBr2I2wxZSZ87H90Dk8D05ASnIgjq5egfPPCrbwX0zAU5zauQbzpoyBvfBOGCF8b7ZDB2HIwAGwGzkWC1dtxV+egcLbQ7YgMcqOlGi4ntsE6w51UK1qLfQcOhaOu4/j/pMX+PvvN3jzty+eu9/D+cNbMHfsYFh1aoNWtU1RpbENxi/dAkMtVb5Vd/uWZJm6P5OO4GdXsdimI2pVrYEegydgy6HzcPPywZs3mf++x73L2LV8Kvq2rg1z87qwX7gLXqHSkcH4+XMvno6pcnkT7jDC3NzPnT4tjhKSwnItarDYGXUVHntmbzMc9+/fo63PPCUVAe4XscC6AywqVULrLv0xb9UOXHV2g+/rv+H35jV8nz/BrfNHsHb2WAzo0RHtm1ugfKlqWH69YGL/4oI8sGv2EDStURmtug7B8s2H4Ozqxd9J7PvzfnIXx7cugb1VC1SvWAVW9gtx83m4eLf0Q2L0DSnhL7B5YleYqZeAUbW2+OOcK/7zFZ8ei0cnV6GjuSZKV7LC6OVb0aJJPcEi6JO7misZ0bizdxZaVdCAup45pm65hqj/WOJ8DHbHquFNoauggJqth+DIA39xpOAJCQ7G+nVr0aCOBfQ11VBaT5sLEQvavXDurHgVISlnTp2EtqrSP5k42M+WZXBn+Ri9PD3Fq4hckxqJ69umopmpKtR1K2DkihPw/4HDXaDbOYy3NIeWiiEcTvqKvflFKnxv7cSAxmWhrqILqynb4Rv1HwuRj4E4tXQAzNRKoox5S6w49hjSW4L0MyRGXxL9AuuGN4FuSTnomjXFxusB4sCP8bu8DK2rNcPyK88F6+V1LuusxOPWltGooVMCiiqlYbPyElLEkf8k2gNzulWBavHiKGvRDQdcCjZBLCuPfuL4UXRq3xaG2ho8WwR7cbLG0v2zP1kaIxZsTE3yxqLpmXty1s+UNZbuisXP1LOowTO8+7+lzBy5IxbX/rCFuVZxKKkZw2bVn0gSR35EcuAN2LashKFr8zezi+9VR7SrqAnFkipoZb0O73JSti0jCgentoeBYjHoGtfCvMOPIe2buyRG/5CAKyt+h4m6AtQ19NFrhpMgDZKQgItr5+Hok9w7LYTc24rWwupMTVEJ5i1t4CxBai2fs4vQ0FAJ6oqKqNF5Ktwj8v/Ri4+Pw/WrV2A9ZBBMjQz4ip2dD3350sxqLAi4Xq0a1HLRWHwMS5T77c+U9Rloq3Pxb9m0EbZs3Ai/N2/E3w6RE/xurEPzsqpQVVSBheV4eEg4fZ+fWoRpa88jKZ+c85IDbsK2iTE0lBRhXKkFdj3O+TcY//IU+lTTgaayAoxrdsEJ94LJz5lbSIxEPvqcRq/qetBWV4VxhYbYci9nJcKzSIl8g+OrJ2PaglXYvWsH9kjQdu/aif17t2NO/zowEF7o2lqlYDX9MD6Kn50TMoLuYFTLsvz719IqjxmHXPP9ADM4OJgfqrOEtGyVnt0LM6uxJJbsHI2a5I397LIS5mbXeFJghRK80KTT4UPib4f4IZ/8sKpvTcHqVIGOXhkMX5OLM96PoXjpG4zUfDm+S8Wt1f1hqq0CXS0N1Ok2F36STOqUIGy2qSe8E9SgpKSD+csPigPSCYmRiNs2W1TSV4W+8Euv0nAYnKMlW+okBbpj5/IZmDF9GmZOnypRc5gp3DeqD5qZ6aG0niZ0S1fExN1PxE/OIelvsHpIYxiqqsFAXRm/jdqG9wVgl797F8jPiVhSWj1NVf5izO6FWcXMlFtH1CRv7GeXndCz8yOWEJRlc2fl6dkZpTSV3pd24p/tQfuKejxFWGlTC6y5LmVZvtN8saCHBQwFMdHX0YbltCOQ7LebgMurB8JEeCcoyZfAornzxH7phMSI8xFOk9vDREsFBoIYWXRygE9ON46/gLkz57ZFu25H6/KZ2y4GZatiwWlJi4RFYM/4DiirogpDbWWYd58L/wIMS/H19cGUieNRuVxZXgQwa7su68yIuSdHR7N4DWqSNpbV48szIyZMzBJlYtSvV09cvXyJqpzmgjcnZqKGsQa3PE0qtcZBT8k25vOdiFuwa2EGPQ3he9TRQf9lVyFZJFEaXPaOQzXh2VEULOdF8+eI/dIJiRHnA/aMbY2yTIyEB7O28CJ/kyPPgbwjyWs32giWET8DYGJ0StK9/0jsm2QprIJUuBhV7TEP/oUwt/66fQuD+vUVLCRtnjCWedSxF+jF8+fEKwhJOXv6FPemYwLPzoeYBdqpfRueBzE5ORerJoLz4uAkVDcSFn9sG7RKexx5KR2hEf8Q44xRrSp+IUaXJdx6T8eDAxNRQxAjBWYZzZ8r9ksnJEacNFxY0AMmOpmWUfXfxuKJhM9lUvAzHHSchwULFmHZEsna8mVLsGTaELQw00dpXU3oljLDhB2PxU/OKUHYbN8SpVVVoa+ujNZjdiKykBbLCfHxOHL4EFo1b8pX8GyysxcqkTtYnJFyif/xsgiN6tXG9q2bc1VBmPiasKtLUa+sFl8AGps1xNb7EgSPp3/Ch4hgBAUF8ZCGfGkBNzGhrTkMNdShr62NDpMPSbhNl4zbW0agorBAVZQviYVz54v90gmJkUjApUWoW1qD7x+bVGEmu2Se+ckhL3Bi+2qsW7cOf6xbI2Fbh01/rMaE7tX5mZWOlgG6T9kHiXbZPjzBzG7m0FFVhqZWBcw67C6hSZ/3RISHc7FlRQEpA0PuYa7dLLnv0kUL8S4wUOwlfpZPITcwrK4RdDXVoWdYTlgAuoojPyYj/h32zx+OQQMHw37EcNhZD4HNsOzbCOuhGD64H3patkHHtm1g2a41OnawFO4dBFthLLt7WLOzGYoezarCWE8bhtqaqN1pJnwk2bHJiITT9HbQF8RISVkX85cfFgekExIjkfSEl1jUoxq0hV+cjq4RBi48J5E3WybpiIvJvan/5tIyNCwliImKMio1H4pbwTmXk/cuu9CxgipUFBRRo8tUeERKT1SB57On8PF5JX5FSMqrl95Uiyc/yEjCpaW9UUZNCToammhg5YCXOd3aTk9FfEwkoiLD4OP5FK/fhfIy59m1iIhwhIe8w2tvT3h5efGin14vXuFdcCjes7Fs7gkXFnIs47j/gwPobaEPTWGRaWTWBFvuvRe/gR+TFuqCsc2NoKakAGOLrjjhIZmHcEFDYvQFIff3oEd1XagpysOocktsui5BZHVyKC7uWI6d5yX0gvuS1EicmN8H5dWLQ1nFEEOXns1ZrFNyADbZN4VGsf+hrEUXHHD5+aJ+BFEUSA13xRyrGtBRLAlNnXKwW3MROY/kycCrG/vguP083udbEvAMuB12QIPSSlBSVMVvg5fjTY726lJwY91gmCgXg46RBeYdeiThFl/BQ2L0Da+ubkbvekZQLS4HI/NWWH7gJt7F/LeVEfT8NjbMHo95608iIOEnD2qSAuC0YDCq65WEsk4VzNx9G7H/EcOQGv039s7oCiNhMpk374+DdyjokSCyg1kcaWnf7zbEv74Bh971YaAoB3VdM9jM3wUv/0hxNHs+hnjj1IbZmOSwBi5+sflc1jsBzvvnoHVFDSjI66Cvwx4E/Fe6ok/vcXP7RFjolIRhxWZYctg5F7s8BQ+JUTaEPb+JleOsUMtIDepqumhm2R9zljnC6eR5/HXXhcdzuNy5jrNOO7Bq3hRMGDcZW0+5IDbPnshYuF3YBjvLWihjWA49RszCgTPX4fXaHxGC6R4REghv179wdPtyWHewgFkFC9g4bITbW6pgSRDZwTwPWQ0zxzWr8Cnl+4OXTxHeOLp6AtrVMIKGohKq1G+LcTMWY+eB47h26w4ePnyIh/f+wpWzTti8ci6mjB2DReuPwje6oE5mM+D36CzmDm2DCoYGaNbNFpsPnIGrly9CIyIRGR6Cv70e4+LhrZg2sBWqmJRHF+vZuOReeLkqJYXE6N9Ii8PbZ3dxeOMC2PXrhNZNG6JVi+bo2L4DrHr2xvAR9nCYtwz7TlyBT1D+iMCnD8Fwv3YEy6aNxPAhA2E9qD+GsjZwgPD1INiOGInFGw7A1SdY6vNOEURhwLzdWPxbGQNdlJCT4+mVXnp7i6PfkoEIf09cdtqEGbZ9YdmiMVo2a4r2bduie7duGDzEGpOmzcHGnUfx0DuwcByEUqLh+/gKNi+axMtGWA9i5WQy3wnWgwfBZrgNZizegOuuPoiVsZdCkRYjvzd/Y+rkidi9czs+ffqP7bWMdKSmJCMxIZ7Xz4+Li0fix6R8SgGSPZ+SExEXG4OY6GjExMQgLj4RKWn5uzlAELIMCwZuIywg1dh5kIoi+lr1gMs95xwGCGcgLTUFSYkJvGIzK2yYkCDMuU/SU7Yj7VMSEuI+8HdCdHQMYoX3UlJKYfvQ5p4iK0YsLX/zxg2gWFyOR7SzYE2CIGSfqMhILJw3h+fz4zn7TMtg5fKlfBFHSC9FToyCg95hmmANlTHUh2IxOVStZIY1K1cgIiJCvIIgCFnlnvNddO9iyTNVM4vIsl2bbItchoaEYNOG9fj79WuxhyhsipQYsZQ0rZo1EUx2BWgoyaNbp45wvntXHCUIQlaJi43lAeQsqaxyyf/x3Y7ZM6cjLOz7kuB3/rrNA09V5Iuhq2UHHpxNFD5FQoyCg4LgMH0aTErrCw9qMZ7lePGCeXhP1hBByDxP3N0xoF8faKsqC9ZQCfzWpCEuZJMLMTYuFqtXLEcFU2OoCO8BU2NDLJw7B2Gh3wsWUfD88mJ0+eIFtGvZAupKJaGhLI+2wt+vXLokjhIEIauwchm7dmxDnRpV+dkvy2I+fuwoBAR8787s5voYfXv1hJaqIj9Hat+qBXdwIKSHX1aMWKLBOQ4zUc7IkK+W2IM6fcokvHtXsCW5CYLIe3x9fGA/3Jon4VWRL85dtp0OH+TlWL6ElcTfvmUzr5bLRIhlkZ82eRI/Oyaki19SjK5ducz3hDWUFXhrXK82Thw78t2DShCE7HHy+HE0aVCXb7WxTObWgwfipfcLcfQz3i9eYMSwITxzPBOsxvXr4OSxY/QekFJ+KTFiiQUXzpsLMxNjYRVUnNd+sbexxmtfCXLMEQQhlYSEhHBPWLbLoVRCDjXMK2HLpg3c+vkSFkfEMp03rFNLuO5/MBSsJ7sR9B6Qdn4ZMbp98wY6tW8LXXUVbo7Xrm6O3Tt3IPUT5SYgCFnn6uXLPJ0PC15lbtt9enbHo4ffZzJ/+/YtJo4dAyM9be6sZFG1Cvbu2ikIFL0HpB2ZF6OoqEhe56VSuTJchFh10QF9e+PZUw/xCoIgZBUWwLp44XyUMy7FraFK5UywavkyXo79W86fPYNWzZv8s303sF8fXr6EkA1kWozu3b3L4wR0RGuoSoVycFyz+juznSAI2YOl7mGxgMwaYt6w7Bz41o0b4uhn2Pb83NkOMDEygHJxOR5r5Lh2jfAekKxAJlG4yKQYRUdHYfWKZahS3hRawoOqrabMRenOX3+JVxAEIavEx8dhg+M6mAuLS7bVVsZQD3NmzURoaIh4xWfu3vkLnTu2EwVLDGQX+gjZQ+bEiKX76NW9K7eG2APIAlhZHipWTZEgCNnGw+MJ317TUlXiWVJaNGnIt9++JT4+HmtWrUBF0zLcSYG/B+bPpfeADCMzYvThwwesW7MK5hXL83Q+zF2za8f2uHzpT/EKgiBkleTkJOzZtRO1a1Tl6XwMdTQwYcxoBAQEiFd8xt3NFf16WfEFKXPZbvNbM3oP/ALIhBixYnbMe0ZfS51vy5kalYJVt87YtnmTeAVBELKKr88rjLS14fNbVRCX+rVrctfsb+OBWMaFHdu3okaVStxJgbl4M1fvwGwEi5A9fl6MkqPh6/kErg/v48H9B3BzdcMTNze4uz7Cg3vOePjwEdzcnyL4w/fVFX9EYmIiNq53FB6+itxkZ6Z743p1cO7MKezeuQ0VTYxJkAiigPkQ8gZPHz/Ew/sufH67C/OdzXnXBy5wcbmPx48e4ZnvO6TkoPTPyePHMgNY5b8MYP2++N2rly8xwnoY3xFhGVUa1a2NY0edkJ4uPfWFiJ/j58UoMQSPbv6JY7sdMaZHU1QtVwaVzUyFVhmWA8Zgw479OHP+Kl6FJYk35AwPd3f079OLp/tgOeVYGg9b66E8DQhj3OiRPN6A9S9ZOB9J5EFHEAVABsJ83XD1tBO2LB6DtrXMULFcOVQpXxY16rbC+HmrcdDpGK4+8MbH/6hhx5wRpgtWDcuuzUq5MGuHBbCmpCSLV2TCAliPOjmhUb3a3JmBCZadjTW3pohfizzdpgu/tgKNyqrxFDzGFn1w+Y3krpXMGtq6eSNqVq0EbcESYtaQRdXKvBprili7nlVc/K1pY27WMzFigjVh7GhEvn/PxwmCKAAygrHRtjn0FEpCQ0kLvRecQJw49G+wrbdrV67whMXqiiX5HO/dszseZxPA6v/2LSaNH4tSutpQUyiR+R7YwaoyS77LQkg/eSpGaS+d0LVGKeioKqJyl9nwSxAHcshTjycY3L8fFxfmKcf+/L23FTyeuItXZHLf5R7fuiulqwWT0gYwNtDlh5nMxGd1TQiCKAiScWZhP5iplYSmakXMPOIq9v877CyIuWoza4h5wrEA1uwqsPLaY82b8DMkHTVlHsj+1IMC2X9l8lSMUryd0L1m6Uwx6iqIUQ51gbljbtuyGbWqm3NRYU4KbKuPec8lJMSLV31m84b1XIjYQ83EiJn6zEpiuehu3fw+KI4giPzgoyBGfWGmIVhGKpXgcOQRfpSClOWH69mtM9q1aoFbN66LvZ9hhe7mzXbgGReYYFUxywxkT0iQcGVLyBx5LEaHcyVGrK6Isb4uPwPiAawd2/Fgtn9jzEg7buIzIWKCVK2SGZo2rMfPlqZOniheRRBE/iK5GDHY4jM4OEj86jPOd+6gS4d2/2Tb7yK8B6gSc9FBKsQoLi5OEBhbbuGwVVHEDyqwsuwLLAcd255jZ0YVTIx5AJzt8GHcLZQquBJEQZA7MfoWtvuxdtVKbgUxa4gFsC6YMxvv39M8LkpIhRgxWDG8m9mY7dnx1u8NGgiiU1pXiz+4bBU1Y+pkJCUnY9aMaTh7+pR4JUEQ+cfPi5Gbmyv6WHXn50LMSaF1i2b48+IFcZQoSkiNGEkKq9ZYp2Y1DPq9L4z1ddCyaWOEhYXiY2IiL6pFBbQIIr/5eTE6eGAfd9dmOx1TJo7PtmQ4UTSQWTG6f+8ejztiQXPMs46trLLLYUUQRH7x82KUlpqKvbt34fDB/TymiCi6yKwYxURHw931MUJDgtGgtgVPD8JSg9ADTRAFRd6cGREEQ2bFKAu2HZeVQr5lsyYU+EoQBQaJEZF3SIUYRTy+gDO3niIpl0/y1EkToKOuzC2ksNBQsZcgiPwll2KUHoqrZ0/iSQAVvyM+k6di9OnlF0Gv3ebA//t41e9JeIZl48figHNgrldVbM+ZHYI2rFsLYWFhYi9BEPlLEs4u6vePGM06+uMMDIxX59Zi0qyN8E8kO4r4TJ6KUYbXflhWNeDOBBVbjoPXDyyjxCBXrBrWFh1HrIK/ZHlUv+L6tWvcG6dBHRIjgig4knFibk+YqrKM+mUwdsePAlST8ezCWnRr3gLLz/mJfQSRyc+LUWoiwoP88bfPczjN6gkjJTkoligGNTVDdLGehLXr1mHj+j8y24Y/sGHdGqxaMheTbXqjWSVNFFc0wcLTP5eBl9XFJzEiiILh44cIBPi9xkvnwxjc0BAKcnJQLvE/mNRsjanzl2ODMNc3CXM9c9474o/Vy7HIYTwGdW4MI3k5lGs5Hs9ph474hp8Wo4w4f9w4eQBb1izGtHH2GDt6FM+gPWG0PUbb2WLsKKHv2zbSDqNsrWEzZBAmLdgK72jxw3LJ7Zs3uRjVZ2dGJEYEkY9k4N2z23DasR4r507BuJH2GM/m+9hRwry2xWhhbrM5Pu6rOW+HMfYjMHL4UAy3GYnN556Jn0UQn8nTbbrCYs+uHdBVV0HHtq25yzdBEAQhW/wSYjSwb2+eap5ZZBRnRBCFRPpHvA8JQWxu3WKJIo3Mi1Fw0DueHJUlWNy2hUqQE0RhkRHnAoeBA3HIjaouE5KTR2KUjoi/PXDPxQMRid/UpP8UBx93Fzzy9MPHfFgwXTh3lmfvZmWLPZ/RXjRBFBYZsXcxtXcv7H9M3gmE5OSJGAXe+APtq5eFibEputj/Af80cSD9Ay6uGorqxvooW64OZu6+g0/iUF7w9q0fOnVoC+USxTB/zmx2tkoQRCGREeuM6f364oAriREhOXkiRv6XlqFBKUWULKaEFoNX4E1WifrUaJxZaAX9EnKQVzHB+C03kVePKROi7p07cpfSpo3q460fxS0QRKGS6opZA/rj6HPxa4KQgLzZpkuLw6uHN/Dn5Zt4Ffp12oWUmEA8vHYBV+64IfzbLbxckJ6ejkcPH6Bzh/ZQkS/OC/KdOXVSHCUIIv9JxN2DKzBt4lhMmzKZ1xKbMXUKpk8YiFZ1asFq2ATMnJbVPwlTxo/DgjUH8YYMJuI/kB0HhgzgyuVL6NW9KyqXN+FCZKSvg907t4sXEARRMKQi/I0XXB8/hKvrY7gJzd3dA6539mB4J0ssOXQPXk/deD9rro8eweP5G8SRoyvxH0i1GCUkJHCnhFMnjmPqpIkoZ1wKaooloKEszytCHj92VLySIIhCJ/kRHPr/DqdnWYfGBJFz8l2MHt6/j727d+LShQtwcb6L516eeBcYiLi4OCQnJ3HBCQwMwBN3d1y/egVHDh+C45pVGDPSHt07W/Jqrqw8REk5OZ5loVWLpjwxKitTThCE9EAODMTPkO9itGj+PGipKqKCiTGqmJmieuUKqFXNHPVr1UDzxg3QsE4t1KxSCZXKm8CktAEMdTQFy0cBxQTxYQLEtuIa1K6Jnt06Y8e2rYiMjBQ/mSAIaSLjw22M7dwJOx8kiD0EkXPyXYxmz5wBOUFUNJTkoa5UEmqKQlMowTMmqMgXg6pCcZTS0eJCxYSpXavf0Ltnd4wfPQqOa1fj3JnTeO3rI34aQRDSSkbSa5zauRMP/PMygIMoKuS7GHl5euL40SM4c/rUd+3smVO4fu0qHtx3wbOnTwXR8UVwUBDllyMIgihiSLUDA0EQBFE0IDEiCIIgCh0SI4IgCKKQAf4PF19ABXPigmYAAAAASUVORK5CYII=)
More is the stabilization, lesser is the reactivity and vice-versa.
Which among the following anions is the most basic ?
The reactivity of acid derivatives in general follows the order :
![](data:image/png;base64,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)
The above order of reactivity can be explained in terms of the : (i) Basicity of leaving group (ii) Resonance effect (iii) Inductive effect Weaker is the basic character of leaving group, more is the reactivity of acid derivative. In general, all the acid derivatives show resonance as follows:
![](data:image/png;base64,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)
More is the stabilization, lesser is the reactivity and vice-versa.
Which among the following anions is the most basic ?
chemistry-General
chemistry-
Observe the esterification mechanisms for primary and tertiary alcohols.
Type.1
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)
Mechanism
![](data:image/png;base64,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)
Type. 2
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)
Mechanism
![](data:image/png;base64,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)
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5op5qC2ZmFVWJUdxjJNu8nLb04eBb0DpdzC9PD3xvDy1xj6Pq+c1fn7RB94EDvMmq+epgw82fZH8J7QDfKXWaJlzl16I5lvfmIuQkqMan1ZRDmxrE6vkH4rvjH/CTDfCFsTQzDMMw9wXHttvmsfIriP3JfBQjhzJIuAAAAAElFTkSuQmCC)
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)
Observe the esterification mechanisms for primary and tertiary alcohols.
Type.1
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)
Mechanism
![](data:image/png;base64,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)
Type. 2
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8ztZbrEQRB+H8Keryfnp16cVE5CPHaAicaOf2Ld+xL4RcSYesrhw8dJKdtFgy01Jk0YZxisWK5R4rO8FLQSiejfauWvBejDv94UVHRrFm1ioXz5xEUFKQsFQRB+DWeuz5j+tTJTJ00gQvnzylLU1iwBysGO9CkfT+mjh9Is8Zt2XDRXflF4VcSYesra1evIoOpEaNHDCciIkJR5nzv3n/zaLVv3Uo0HSqFBfni/foV7i/d8Hz1mg++8QWWGCLCPhEcFExYpHw+5PhFR4QREhzEp7DI1O9TEBMmJa5wQqXjvZJ+/zfeHwhOpbWUYsKD8fF+g+fLF7x09+Dtuw+EqDhWVOTnzyFC5ecQExXJp5AgQj6FES2aBQThj3Jw/z5k0n1Fvo0eOVxZmvJiQt5xcd96lq3YwFUXMc/W/4sIW1+RB6wL588TEBCgeC1vXrL/3EerjajRkgvwvMeWuaNoXbsM+W0ssZLCaUbrzJQsX5OBk5Zyy+3LkOVYgRyY058GVZuw6IizyvDwaN9sHOpUYdD8gwSp7Aj6E6L9uX1sA6O6N6NCwezYWBiTwcyMnLkL0bhdX9YevkVQSgWXMOkit2cJA9rWpVTerGQ2NyKDuRm58hWmabverNx7iQ9xhK6HRxbRpnp1Bv6zK3YG6XgEPDjEAIeqtOw3k8fiGUAQ/ijHjx7BRF8bfa30TJ08UVkq/K1E2IrHQylolSleNLZGq00rPn4Ud7Mnp1fSqkxW9NOnJ0uOgjRyaE+f3j3o1roBZXJaoKuenlxlW7D1qofyO+R8WORYEi2ZPj2XnVXMiByfS/PaKyb9K991Eb6qK8GSJcbPhaWDGpPdWB19QwvKVKlLl2496OvUicb2Rciknw59Yxs6T97C29iKzWSL8L7NrO41yKwrUxyrVMWadO7qRB+njjSpUoysRuro6plTv/s0br/+NnFdXN4Ta+m8K9d+Fm+UZXF5f34xpcxlWJRowxUvZaEgCH8EEbbSlmSHrQi/V1w/voN5E4dLN6vO9OzVl6lzlnP6pivfD2AN9XHj+M4N7D95C39l2Y8icL99ks2bt3P7Rfx7/ZSQ9zhfOMCymWMY0KMrPZx6MW76fA5duIffdzdX12dPqVqxHK1bNOPDBzGPlvf1jTTIY4i2XgZaD1/C3Zc+hIRFEB0dTWTYJz6+uMLMLpUxTy/DrkJnzrt/ng/mI8ucKmKczoL+q86rDFtXFnUhs56Mqr2W4ZfSYSviDav61cBUCnPZyzRn7dE7+AWGKIZIy0fshAR84NK2KVS21UdbPxMDll2QzsjkiQl+xj+dymCQLh25y7dgxYHrfAwIJiIyKvZYgX7cO7aGjhVt0U2nQfm2k3ka+KU67fLq/tilV6dKlzmoqvT/cHE5lbKkw6ZCJ66J5TgF4Y8iwlbakoywFcOTc+voWqsIGXTVMTW3JH++fBTKkQlz+esMOeg4eiXP/b/cPN5dX095E+kmXGkA8Q+yD2DrIHvSqekzYG3Kjw57fecQQ1pUwMZQEyMjM/LmyUvh3FmxMtDA0NiaRj1mcNfr25jo6eGBjwhaEPScyS0KopPegOYj1uMbX2LyvceQmnaoydRpOXkPsVPn+f4WYevx3vHkM0pHxkIN2ffw+6bOL66u6Y+thgyL/I047pGcTlzRXFrajaw6MnJWdOT089gm6bgEPj9Kp3IZ0dSypMe8U/8tUCvCliD8/UTYSluSHLaeHJ2DfRYdDC1y4jRxGVedXRSdft1fPOXqwZV0ts+OjoYujYas4p3yhvn+5maqZlQjX42huMQWxSGQncNroqtnwdCND5VlKePtjS00L2SCjn5GWg2Yxembj3B76Y7HS1fundvO4KZFMVRLT7m2k3kSkFqdhf5c7ifmUtpMhlXR5pzwUJ2CHu2eQaumzZi6/rSy79NvELYiXjGjRX70tIzpPPe0sjAePveZ5tSENn0nc9E1GaMU/W7Su2JmdPXtmLg74fP4wbaR5NOXSYHJkatvYj8dEbYE4e8nwlbakqSwFf7qDI6lzNEzy8uUHXeI634Y+PwYHYqboqaTnWl7Y6OVjxS2qmVKT/6aw1SHrRG10NO3ZFhKhq2gx4ypnxNtnYz0mX+cbxdCiBX9/i7D6mRHTWZEryVnCVOWC3KfODC9JWYyTWr0WEDSe67FNiMaySwYvPGGsixud1c4pUrYCnuxh4a5jTHNWIHNzqnb9+7dmXmUtk6PVcn2XPWKnTpEpfcX6FrWCi3jgiw44aYouioPW2rqVHNaRPz1YtJf5tY6Ktv8mWHLx/0Rl86e4viJU1y940JASobrXyUqgoCP7/ngG0h8f+mY6HD8Przjg18QUYkeeBHKiwc3OXPyOMdPnuHG/efKWuKEhOPhcptzp07Eft+DF//Vlgq/HxG20pYkhK1Izs7vTEZ1Nar1XkL8DTExXF45GPuSlZiy+bKi5OOt/1/YerZnDHkNZBRqPAY3FSnqxaGZ1CxTiv7zDhKQUqPR/gaRb1jSrRTq2hZ0mX1CWZgU8rBlj6W2CbXb92fBgnksnDuHBd9ti+bPZVgbezIZSCGj9/IUDVvvT86imLU61qU7c/ttIgLQT7i2sh85dGUUbzUJt0Td6V4zp10pDNOZ0Wf5BUXJ9TUDyKWrSSH75kybH/fntXD+fGYObEOhDBrYVXL8Y8KW972jjO5Ui7w2lujraqOlJd1sjDNQ2N6BxQfuqqz5/N3EvLnFwPrFKNV4NA/jOa3C3p+lc9lilHeczdtEJKYXFzbRpU4JxchVHS1NNLV0MDLPRPHqbVlxJP7uFU9Or6dr/TJktTRCW/l9hmby72vH0v23kt3/UEg9ImylLYkPW+EvmOJQAE2DHEzd80RZGI/IMMVEkWERsXfMz82IBeuMRdWgqcPj6ymaEVMubAWyrl81jNRM6bNE9Ug4YiIUv3No+C+Y4+lPEuLOzFb50TDIxMCVqmum4iYPW1XIbGxARnMTMpgZkcHEEMvvNvn8ZtaWFlgZ6VKjT8qGLbc948hvJsOu5iCeqJpLIQUc/6cjmdPLqNZjgcomwC9CWNe/Gubq2rSbcVhRcmPtQAqY6mBlYab4XOL+vIzJYG5KRmNtclfp/EeErSeHZ1HGWj6vkC7Fa7Rk8NgpzJw+kR5tamGpKZWrZ2Pgqsvx1hL9bmLcTlHdXPq9rZtyJZ7ufaFeOykqn0upSA/cVVVTSl5fXEnZjNK+mhbUau3E+KmzmDVtPE6ta2ChIZXr5WPy/u97vYZyblk/bLWkr8sMKF23NUPHT2XGlLF0caiOpaLcgjYTdhH4J9Ye/sVE2EpbEh22or0u062sKUbZK7P9XtI6DsvDVs1smtgWrs34BfNYJD2tL5L/+3mTXi9eMBOnuoUwMc3I8JQKWxEujG2YB22TQiw6HttEIyRRqCf/tiuEun5G+i27qixMCnnYqoS5pilNek9ix87t7Nq+jZ3fbbt2bGeGUy0y6ctrtlK2GdHr4EQKWKQjW/V+uKTyDB7H/+lAZjUpbPVcmMglMYJZ268qZlLYajv9c9gaQC5tTYrV6swq6XOJ7/NaO6UnRa3Usf0DarYCH++msrUaMqN8TNx+84emetfj8yhsKgUD3cKsvvlnTLMS436WBlllqOdow/X4wtbrvZTXlqFXrj8egcrCuER+5N+WtsjSZWbs3h+vfw/3TCSLFNrS5e3Eva/6Qrw4NhNbHRmaWSuw4KjzDzVYblc30yC/kRS4zOm37payVPgdiLCVtiQ6bIW7nqR1IV2sCjbk6EtlYSK9v7mFurn0sLCwJKt1BmmzJIu1xVebJdnk/1pJT/JWNikXtoLvMqC6DTpZyrHhspiQNFlifNgwsApa6ia0m3IgGbV+n/tsWTJ0821lWdycV/VIsM9WxLOj9GleGfuK9tSuVlXlVqtyWao2H8CxtVOpncsQy6JtuOyVcNuect1xfO/uoFONElSuHPfP/3qrXqE0TXtOYtmUIRQxkVGs5SReJqoZ0ZOZrYtjkM6CAasuKUqur+6PrZo61XssUdlXJ/zOBkWfrSy/fZ+tENb1KiXd8NVoNeuksuxHByc1QV/XkFYzj39bCx0RwIsH1zm8ezu7D53C2fXND6HC6+Eldu0+xmvpMw/58JxzR/ayY89hrj98yac4q7TDef38PqcP75H2O8LNxx6EJvHkTtGwFfgUx/xS2MzQkLvfz50jF/NGOk+KkSVnHXY/j333MYHPGVLZQvpcMzP+UPxLsLy9vJiC0u+gmbMlV1O5ZldIPHnYMtbTQk9TTYStNCDRYSvK7Swdihlika8OB12VhYkkr9mqYaNBztKtWXf8BKeOH+PEN9txzp7Yy8S2ZTAytoo/bMVE4PfuDa88PfHyeqVye+Xljf/rqwytmwMd69KsviCWKUieSC4s70UWtfSUbzcdrwQ61YR5XWDmsKHMXXMIT8VwRD9F2Eqp0YiRL04zwrERDRs0xKFpY5Vbi0a1aeI4hutXDtCnQiaMLIqy7FpC50Egp9fPYMykRWxaOYe+7erSpFHcP//rrVn9mnQYOo9zB1ZRO4c2FgVbcPZlwjXAMV4naV/CDG3z4iw/G5uYFB3k/6bRiO/P0dA2PTKLShx6Hn8jYcjbZ5y/eAUPny8R0/fZOYY0L4+evClOTYP08n+1M9N08FKe+X0+m6LZO7ExRtpZ6T1pMtVzGCFT15BCiLRvegvqDVyG51fzmEV8eMycvo3JKAUQmUwdDTX5zzanXu8FvPBLfCPmf2ErZ3vuKct+4HuYiokJW+HvmNIwo6IGqtPM3XjEMSo6LNgfv8BP/y3N9Ob6cnKll2FScajK7hnSmcI/rfNIP1ufYTueK8uE/7fDBw8oFsKXn6fjxoxUlgp/q8T32fKTz6Fkg26mUqy5ktCko9GEhYURGRV7wZCHLXkH+QK1RxF/pVgU+8fUQVdPRQf58MdM71Sb0kWLUrFcacWahXFuZUtQomgVJixfxfSelTDUy8H0OKrmvxVDRGioYuLJJD7g/hFioiIIDQtP1hp6AXe3UsdOE6Ps1dh+T/Xf/ubKHmRMJ8O8hCP3PsoPFvDTYSs8JICAoM8NT9FERUYqllaKjEzEJj8HowNZ368SBpo6NBm1A1URKOb9VbqVlje7mDJg5XUpasYQlYhjKX4f+ZsLf8HExnnR1TKn5+IzCZ5Ll5f2wk5LRu5a/bjvF7v33zb1g/+lZeSWQoFZxQE8SULzsHwW/u5lTKS/hTEOwxZx8uwFzp3ay/CWJRQ3qLLdFvNG8fNiODCtJbqydIq+hU0HzuPkuQucObKR9uWspH31GLDpruJngjeLHGO/v0L7sRw4fZ4LZ48woX1ZRVm5/htJ7Owv8rDVyE5GOqsqzDtwTFFTceTIl+2o9BC5b9M48qnLMKwwQHXYkt6D28n5FLOMvflmLVietj2GsGDtbm4+eUVI2I+/1M213RQ360rD9ypL4nd+QUdFUK01Yscf0yfub/fRz5/z585x8cJ5vN+KyoC/XeLDFr6s6VcNfQ0LBq6Ibe6IT+DtTbSuUYEeU7fgJ732v7slZUYjRnqxf9kMxo0axaTx4+Lfxo1mzMiJ7Lxwl6PzO5FRQwuHSbtVTukQ+fY0vevb02rgfJ77J/Jq+wd5f2UjvYb/g0dcc18kJOYdK3tXxkhNA/sOU76Z7fxrgU8P0K6UNdqaUtBYeEYZamKbEZMcthQ7hnH/yHIGdO2EU/deLNlzPc6pOxLj9eVlVLTWxNimNPOPPVOWfi+QXZNbkkkKPzkqdeH6O2VxEj0/PI2i5ukxz27PkhPxDyZxO7OCunmM0Da0Y+yWO8rSvy9svTw8i4zSjT5X0xmJ7McmF8O1pe0VwaP6iO3f/t8Nc2V4DWtk6bKxQFljfWS6g2LfEo4Lv1ml4s3pyVjKy3tvUDQ9Bl1bLH22MmzqjMDt69Tt/4AhDQpRtPlEXoQk7okkxv0czfMpa9AS2MwrD04gbMVyPbeBbvVLk9Ew/ZfvV9cnT7lGTFp15JsRjWemNlB8vdXc2FHfqrhsH4mhtG8xx0WKa/Lf4IO7Czcvn+fU8aOcPHWW63ce8i4orjQfQ4jvW164vuDNhyCVD0ARIX54vniGu9d74si3KSvMl7fuz7h/54ZiTd7zl67i8vKdyt8v2UI/8uz+TS6eOcHxY0c5e/4Szi4vSeSpnjyfpGM631Ae8zjnLl7h0Ys3cU4Z9dPC/Xn+8DaXzp787/09eOYZ94N1VBgfvNx47uaB/ydVv000gT6veS6dN+98Ezf5iipJCFvSzeHQVAoZy8hbZyAP463gCGbn6AaK/9g1+q5U3BwD7iR/6oeo0GACQxJujomP/931VM2iScaiLTnrEX/curq0u2IUWf6mE/D4lJpn4P/H6xPzqN9mMM8TccGPS5DrYTqVzYi2hh4Vm/Vm8+FLePnKO5fEEOj9nNM7FtC6vC26aukp1WIMjz9+fn5OTthaLp0N0rXoxQE61K3HvIM3eHBpA+0aNGXr7fgnHVEpKoB9U1qRWQpSlnalGDZnI9ddvAiV/q9FhwXieus4cwc1I4dROowyFmXWvoRqQlWI8mff1DZk1ZVhlqUwA2eu4fIDd4IjoogKD+GVy1U2/zuQinYGaGub0nzYat591QnpbwtbHkf/IZN0PcjZaFoiR2jKBTG3eWZkmvlYf/fHjkaP13VT1NQ0++eU4vXRaU2l4KFB73XfjtYLfLGVIulk5Om4XHHuXZrfTtovPZ2X3Izd4SufAv0IkJ8QiSSv2WqcXQ018xKMWLyMZct+3BbO7ImtugyjBGu2vhaO271L7Fi3lDEDOlOlWHbFGq3y37tS1/l4KPsCnp5cTxG22i5IeOCKy/ZRGEn7FnNc/MeHrQ+Pz/Dv0I5ULZKdTMY6GGimR19biwzWWancoD1L9l79rq9jGOeW96VoroJ0m35AZc3eq0vraFrMjhodJvAouU92CQl/x6mNM+lUtxx5MptioqOOnvQejA2NyVO4HD3GLOK258/f3GMFcW3vYno2rUwBGzNMdWOPZaivj22OgjRzHMzOc49VXpeTLNqPCzvm0q1xJfLbmP93TCMDQ3IVKEXnIbO58iKlzsIQbhxYRm+HahS2zYCZnoby/RmQPXdR2vaZzJmH3z3i+TxmUptS5C9Tlw1XVHVi9GfPDEcK5SjG8BUJzGaQCEkKW4S6MatNUfQ0DGg6aAku7767ekQEcnnzWEpmSI9J9ursuB37Rj43IyY6bG16LL2O4NGRJfRq34oOHbowb9slVIbQePmxeWhNjNJrUKndBG64ff/hhvLo2GJq5dRHx6wg848/TZ0ni/+zN6cW0qTjcF4kM2zJed/agVPtgphLgUXfyJwCBQtTvnRxSuS3w0pPDT0DC2p1HMtVj697+Powr21B6aagRpdFp1SesOf/cUBXuiEU7zAPeYtalO9Lbtx2UVwcw99fY1CbFqy9+BPV7WGv2TqlE0Uz6aOtro6NbU5KlyxBueIFyZPJSAqKatgWrMLMLVd/fl6iyI8cWjCIijnNpf8v6mS2yU7JEsWkYxUifzYLDDTUyGhbhL7Tt/Dmu2eAc4u7YCy/MTpMRVWGendmPoWkcKpfoBmXXikLf0PBN9cpOmiblO/LY1UfbEwEwcHBsU++0a8ZVkEfWYYanI1jwrK3p6diKn1GlYbuUbw+Oq2JdI7pMWL3tx3F/Z9vo5iaPGytULzeM6aWtJ8Bo/Z+vVh68ij6bNnIUM/tSLz1l59OUVlHhm4CfbYiw4L44P2BoLAfo0Dwx7c4H1tNg/zS5yEzYej22JrZW6u7KpoRq446qHityoWFnZXNiDtTp2bhl4jm8ZH51C9kia6GFvlK16Dn4NHMnTePOdNG07VJJbIapEPf1I7e/+7/ar7EUA5NbYyOTJ1aA2JrOOPz4vi/FJEekuzsnbiVwFQdyRH98QH/OtUgk3ROmFjlpFHrbkyaMZuF82Yxpl8HKuezREd60Cpc04mTz37iYi0X8ZpN49uQ00gNHX0LKtZqztAxU1gwbw7TRvWheeWCWEjXctNMBRi86CjBKZC4ooOes3xQQ7IZqGFkbkOdFo5MmDqLRfNmM3FgZ2oUzoyeWjryVGrHgZ+dYDr8DZvGtSaXiXzJvYxUb9yesZOms3D+v0wZ5kT9UnYYSv/3s5VoyObLX10gvW/Tq7wR6U1yM/ekquaLj6wdUBVNmS7tp+3/xWFL4v/sON0r20o3EE0KlKvHyKlzWb9+PRtWLWBYp7rkMJISrHVBxm+69t8TxLsbG6lkIT3ZVhmEPEbFLZDtQ6qirmHM4M3SxSTMhcndO7Pmkgd+zw/TvXkrdj9M1PCuH4S9vc345kUwVE+PXSF7+o+dydp169m0bhkT+7SgsLU2uoY29Jx9QMVC2X+29+eWSE8xI/97Kk6uyI+uHFw7m0FdW9Gwhj2VK5Sleo3adOoxkBU7zuLzQyVkCJe3z2dE/9HsvvpcZZB9eWEr44b2Z9HOy9+MIHt+bjUOpXJTue0kEtHnPAGRPL20l39H98WxZUPqVa9MFfvKNG7WhlEzlnL5ScqOWvV+dI7l04bh2KIuNSqVo3KlSjSSjjVyykLO3PNU7vUtt2u7mTRgIAu3nlU5g3zwi8ssGN+fCfM34/47n7gB12mTTxOZSTn2PYn/Vhf2+ADtatei+4zd+EUHMbmGMTLjihx1/bGK4dWh0YpgXnNcbND4HLaG7/oubLlu/SZsHZwgrw3SYci270f5xBDk8waP1x8IS2QaSepoRHfl6k8e9y+wc+t2Tt188V/weXloOsULFGPQ2vibBO9vHIS29J4rDNimeP3x5mryacowrjAYT5VPiB/5t21e6X3rMzyODvLeT+9w55l3ytZupAKf25uon9tACg6ZcJy4EVff74JpTACX1o+mpJUmeub5mLbv890mlCMzHTDR0KfB0M0qw5a831xpUxl5a/Thzk9mnR9EvmN1/9jF8PNWbq+4Hn7/mfs+O8+QBgXRT6dGmbZTpYfj5P5VAjk0sz020rmXKV8V/tl2gY/fn6OfXnN82VBKZdJC1zgHozZe/7kgHunP9jGNsVSXkb1UUzade/RDLWKg+w3Gty6FkRS4ijYaxkNlP9UkiwnhmHxOQyksZipQi2VHbv+wWkLo2/tSsK2CufT75K7SnWveyr/8u7v0r5IBPetCLDyt6nrvy4ahtaXAZkrnWYd+fdiSC3x1kwVD21E2d0YsjXQxNzbAwlAPS8uMVG7cjU2nHn3TVupzdxdNClhSvvkE4ustI6/u3D+pBVls8jBx11NFLdkrj7fSk14QD08sx6lTP857/PjUl1hhPs/YOLUXVQtnw9pYD3MjQ+l318PC3JJS1RxYtOfKXzPpX1REKAG+vvgqNz8/P1z2zaJ+6/7c9fTDz9fvv6/5BwT/N9VB0kQT5OfDO29vfPySsYZgEvh6PODsvtX0bdOK2XvupljN48e3njxzecybt94E/3SIS0BEMB/fv+Pde5/UP9ZvJ5ydg+2lm316mk85HM9FK5oDExtJ+8go0Gm5Yl3Nnf2KS6/NGHvox4BwZEx16Wua9F4f2/H98JQEwlaHpYqb7OMNfaUnVRm1Rx+I3eE/gazsXYXshVpx8k3i/kBJClvlB/M+PJLrm8dQvVo9nPr0lB5WajB46RnFDe7DxVmYS7+XcaX+PI2n+erO6t6K373uhKOxBWEvGVcnk/S+zRm6Pf4l/l9fWER+6XfQytWS69+1wkd6X6RVgWy0nnPy967xCn/D3A5F0VXXo+HQ9YpuBnELZfe4hhhIn1OhhqN4rqg1Dvstwpbb0RmUMEuHZf567L4f/9NR8KPt1M2ujbpeLv49lrzRo+9vrqN6Vk0Ms5Rm8ckXytK4RCtGP+c2TEemIs056ZH85svXl5ZRIYM6pnaVWHc9/hAT8eIoDgX1kGlnZdy2+FdFUOXjg23UsdXF0Loo80/EP+wuxvsK3ctZKEYb91mq7Gv+J4WtWNEEvHPn1vkTHNi9k/0Hj3Hr0UuCI368FcpHwgUH+BMYHKriF5aPBgzG3z+A0PAv/+3dL62lfaViNOw1B/cUWCQ65ONr7l89zaG9u9i37xBX7j7F71PyQ9zv6PWtPfRv2xSH1m1p27YtHTp1plmNUtjkKEjjlh3o0L6dorxVyxY4DVtMUFInGPpFArxcuHnvSw3EhWntaTJolYoLbeIFB4dgX6Ec+XJlx/2lmPA2tQU/20cV63TIdPMyZv3572pAg7m+bSIF9GXITEuz5X5sfZ7Xublk1ZBhXsaRU88+NznE8OLMEspYSiEnc22OK9fgOjA5obC1OHZwhdcpamdJjyxLZTZc+dK08PTYHMWoQf1yg3BT9hoOlq4Vrk9f8D4g7urgpIQtA/vheL92Y0rHRozbeY+IqEg8902gVNlWnJef0BGvmdo4h/QeZFTsMIFTtx7z3j+ESGm/IB8vbh9ZTq2cmsiMSrBJ+fnIeVxYTEFd6XOzKMWMnTe+G0kZzpPTq6mXR7qxyUwYsOHziEylaD82jWyAuYElHeac+K3Dlu/dNdhn1sE8R032PlUdCPyfneOfkYNZtOWEson+q7A1bIvK9+l+akHqhK2otyx2qoCuTJ+W43f8UAvzrRCOr5zCuClzOP84GTXtMYHsGNsQI5kWdfqtUFk7rhD6nImNc6OlY4HTwgvJe5iNCWbr0Groa2pRe8A64poq7otgzm2ezZjR/3DqrkcyjhfN0alNMdNKT3nHeajqdSX9x+LmvkWMHjGNQ9dcY4/1VdhadEZVU6Y/G4f9FmErlX2ubokJx9fLmWmOTRi9ITnLxSTday8v3F6oehr4vX3y9eLO1UtcvnKVq1evcv3GTQ4tHEzl+h3Yffo6169dU5RfuXKZm86u0gVd+Y2/mfcXl1K/WiPpKfADn7ydGde6LkNXXFDZwTWxggIDyZfTDiNdLR49/InO8EKiPdo3mUJm8o7eWhSyb0yfQcMZNWIQ7eqVVXTelunnYvim219uhvJBDVNbKmp89DIXplHr9rRpUh0bA3koK8CkXc7KcyGaPWNrK4LKgG3fBme/pxvJI5VncZin7CIQg/OO8eQzkqFhnpM6LaQHj2a1sJVea2arwPobXzrTHpzYiAwWGRmw/lqcN4QkLddTrBcvfT7h6eZGgHJftx0jKWXvyHVlTVaAxzmcquRSvA+Ztjn5i5XBvrI9pQrlRC+dVGaSn1Gbb313/ks3k81jKCCffV9mQImaDgwYOpJRwwfTsXGl2GWQ0lvTbvp+/L/7f35r4xgcewxlTLfmdJpxRGWNz08Je8++Zf+w9XLy+8ndXOaEjX46CjefzOv4xznF40szYsNhW1XeND1OL6RMKoStKK9LdC9nhqZlIeYeiX8C2hTh+5ARtbOgYZKDSTsSWFpPIYYLS7tiraZB2dZTEpizLW4xQQ8ZXMUGQyMbxu9NzDF/QpQHkxrlxVDHnIHJWRXhq7C1+KyqqBbApmF1/v6wFeFxnhkT5+CivDBtG9qSXvNjRx6lprdvXlOnRjVqVLHn+fMkzt76G/O/tJzmXcYo5yX6Q0QFcmL5aNq2aEG7ls3pO3E1niE/X7spJw9bhfPlxsLYgMeP4m+CEVKWx7Wd9HewJ5O5IZqammhJm66RJcXrdWX9madxXNBCuX1oJd2aVCa3rQ12eYvTotckjt559VUAiub8ikEUKVKW+afeKMtiBXkeo3WxIjQZs53g/74hBreruxnavg75sttgkz0/DbuP58SDD8qvxzo6vTW58+Rm+JabcYetNzfpX6cIJRqM5EE8SSX8/Rk6lS5C2Y6zePvV477vnW00LFWUgWuuflPTEhnoyeF1s+nctCbF8ufG1taOAsUr0XHILE46xz9c4tXtAwxrW02xgLW2lhZa0qZvkoEyDbuz7sS33Trk/O7vo0u7vtx4G8TBsa3p9O8Z5VdSQVQQmwZWxdimOrseJifBRLNrVD0ySMGxwfAtJL3TgjxstcJKz4BC5WrTq1cP+vTo/sPWt1dPHJtUIbuxNoVqpWzY8r23mwZ2apjnrcHuh6l7Ef70/BRtCuhgYluWdTcTN6Ty2fF/KGEon/KmM1eSMeA7/PVhWuQxwzRDBTY6p2y/1x/4X6RrqUwYGhZm4cVkBFcpbA2snhlj8yzUataRfr2c4jgfnOjfy5H6ZXJhom9Nl7+6Ziv4OQv6taBjvwnMmzKQ1u37c9o19XsBv3zpRr3aNRRDrevWrI6b259bw/W1lBiN+P8S4O2O26v3cd7wkkuErf+vQG83bl+7xIWLV3ns/v6nL2R/kudnV9CgbAl6LjiZQHNL0gW9c+f21YtcuHSdZ6/jGV4f6c30lsUpXK8/O7ZtwqlGEUo2G/LjEPkUFOp+hGrWMowKNuXo06QO+w9l44DqmGuo03LS3mR8ZlLYmtWazAYG2GSyxjZLRmwzS/9+v9nIy62wMjKgaO2UDVsfbm2iRqZ0ZCzSiCNJXO4uqQJc9tDAVhurPFKwexpPlet3vC6uxN5KRqaSLTiVjArIcLfd1M9uhHnWWux9mszpeRLrwynaFrHEyEIeJpMx540UtgbVzIqJiRnZpL+7XZY4zgVpyy4vtzbH1CQLXf/qsCWJ8HPj6JZlLFmxmTs/TNmQejzc3WnSoK6iM2qdGlVxfRZ/t/4/xZuT82nYbkiy59n624iwJfw/uJ5cTO1ylZm4M3kdg1NEuBdrJvajS/ee9O3ZEfsCWclaoj5LT6TmUj7RXFnWFR3pmmpcoBk7byYl2EWxfXgdLDXT0WTMjti+d0kir9lqiZmWPtW6zOSO8z3ux7Xdv8fRlSMpaiqfpkhF2IqOJMj/Ix8/fsQ3gU2+z0dffzyvbqO+rRoZCtRh/5MkPDbGRBEc4MtHn7h//tdb7LH88Lq7myY5tMmQqxo7HycubHmcXUJ5Cxk2Zdpw7lUUIQF+imMm7j1Kv9/zPTTNY4ZZxspse/xtDbFq0rEC5cfySfSxgt6cpFPJTBiZFGf5tbhHdKskb0asaoW+VV7GrDob97kgbQ+cLzCjc0WMNMz/8pqt/zN395c0qlcndvRPjWq8eP5nryn29swSWnQZjVvqDhz8Y4iwJfxqkR9u0iqHOvp5azJk7ASGDxrIyBlriGNmi1/Ij6VdqtJo7N7U67P1WZQ3czvGLpWkl92euYceJfoGdml+J8WEx+W6LMAnwU6bkYoBMF/E9tky1tCn0ahdyrK4eV9cStkE+mxFet+mX1VbsmTKQm67bCq3XFkzYlegHBNnr6RPRXP0spRm1cWEKw6iwoIJkb/PqFeMb5SPzJkyxfnzv95yZcuMXe7CDJq8lP6VpTCRqSiLzyVuLqt7O0eTWwqzhRuM4mmAi3TMYmSzsiZXHMf5ZrPNhG2WQoxYtoxe1XNhapqXOWcSrhqLCg0hRHHCeTGzbTmyWmZI+Fh2WchqnZv+85cwtFlxzPSyMGFvwtfu6PBPBH89f91/fbYKs/yyqsEW4WwfVQ/DdCZ/eQf534Cnp8c3NVzPnj1VfuXPE/bRg3sPnyVzYti/jwhbwq8WHeTBoY2rWL1yOYsXLmSBtC3bdJjXiat8SCVRuF49yfkHPzFZcBJE+92mVyU7ReBKZ5ydXnP38y7B8CTdHy/MpYSlJllKduT6hwRue+/vMrlbA5p0GcNFF/lYvMgvoxFTYOqHqABPds4fy6hRo5gwbozqbcxIxkyew6Wb15jrWAJNdSsGLLug/Enxu71xDI0bOzB12U72LZvGmNGJOdYoxkyYzolL11jeuyLa6mZ0nX08Ed0vAtk0uBp66fVoNGybFDF8OLh0OmNGjIj7OF9vY6VjjpnGsWv3WNGnIvo6hnSYeVL5c+PnvHsWreo3YPKK9WxZuYhJI4fH/fO/2UYxesQE9l1yZuuYBphqaynCc0Knz/OTy2hfrxZD5uzgrXxnn3t/2tQPaYOHvIarfh1FH646Nav9VZ3m07K0GraCnPczoFsHOnToRKdOKb85OnamXbN6lC9XhjKlS1OmvD2NHdrRpbNjnPv/zObYpTMt6tegXPlKiilNUuMYsZsjXbp0oHHtKtKxqtG8XSc6Oyb9WI5dutN/0BCGDPmyDR7Yj26dv9pP+rldOralXrWKlKtchzYdHaXPNJ5jSeWOnVpTp2pF6bMuQ9myZZOxlcO+Wg3qN25Bh46dpWP9eBxH6XNt17oxlaW/aSnpOFXqNKFjZ2nf7/ZLzNatZ09aVCuErrp89KR806BQoyHc9FI9xDA64D6DqmZB18CG4Ru/m8LiO0/2TiCvpgzdbNU48EwerSJ+LmyF++H66AFubxOcREGFGK6u6I2tloyC9YfwWFV3jtCnjKxtq/h8mk86pCxMGhfpMyhgICNr2Xac91QdEz7e20L9nPoYWBVm4dnkr/v1cOcocummI2elbtxU1S0v6iXTWuZXvL86gzckY8CDdF8++Q9FTdTJXKwlp1+rqkH4wFKnsoqVFso7zsVHnjw//Nw8W8HvXvLw4RN8kzhlkghbifA5cClquKTA9SdPCyHESqthK/DuLrq3aU7z5s1p0aJFym8ODjRrUJfK9pWoVLEilSpXpV7jZrR0iGPfn9wcpGM1qlsDe+kY9Rs3T5VjfN4cWjajfu1qVK5cnUbNpNdx7JNSW8vmTalbo4oUgmrTtHnc+3zeHFo0oU71KtJnXQl7e/tkbfK/U7Va9WnewiHOY7SQPtdmTepTTfqbVqhoT/Xa0r7SZx/nvio3B9pIIb9plcLoqX0OWzJsKnTlcoKdSaO4sX4g2fVkZCpUny3X4+6r4+tymC4VsqClYUzrCbuVN/IvUz8kJWw5h0pHfe/M3MGOdOzYkc6durPq2KNkN7dGvb9CL/ssaGuZ03bcRrzjypfRPuybEruuaqYiLTiR3BFNwW7Maldc+py1qNRmHHe84h5W4Pv0NP1q5UIvvSY1ey3hQ3LfnCTK9wEj6maXPntDGg1cjmeczeOBHJ/vRC4pCFrkrcPuB8kc9Bb8khmtC6OTXptqXf7B1Teu4BPG5bXDKGyeHuOs5Vl9WVl7+9XUD4kPW0cUJS/PrqF3+1Z07dwep4HTufkq8X8fEbYSydPdncb/1XBVxdX1z+80n5aJZsRUFBNJSEiwYp3D4E+h30xtkNJiosKlY3366Sr+xIiOCJWOFZaio2LjExn2iZDQxN355PvKP+uQkJBkbfLvDY1I6BOMJlT6mwYFhxCW4L4qfHJldJOCinUaZRoZaTtmFS8+Jm4NsZhQD5b0roaZugyrHGUYPGUxZ248wuvNa148usGOJeNpVDwTOmrpKdl0GHfef25gSk7Y6sejcHi8aSRte83E/YM/j/dOpG6TPjz4ibFarsfnU9VWFy1tU6q37MPqPad58vIVbzyfc+3YZsZ3rY2NXjoMrQozZcftBJvIVAl2PUGfGrnQSZeevGUbMXXJVm7cf8orL0+e3D7H+n9HULdgBrTUNCjRaCBXXyfu76CK16XVNMhrhLamPhUaO7F061Eev/DkzSs3bp3exbRejchhrIa+WS5GrrmY7OAq9/HeTloVs0RbClwlanVk/vr93H/mzpvX7ty7eIB/B7cmv7kGOgZZ6D33iHQWKCUjbHX594T0//49c3q2YPz66/gFeLOsT326Tj/yw7Qq8RFhKwleurl96TRfqzovXvzZnebTMhG2BOFXC2LT4Oqkk66fmhmKMWV7MhZ893/GmnEdKGZjiI56esxMTMhsZUEmcyOMNGWKxY+b9pzGDc+vOz5/Yv+EOopatMq916g85vMjMxWT4FqXduRWIIR/fIO3XyiRgW85s3o07Zwm8/xnWhMlj46voH3V/Jhry9DX0yOjpTlZMphhaaCFjnyB7bINWbDn+k8Fkc+C3a/yT58mFLDWQ09LE0szU+nzMiejqT4GmumxylqATiMWci+RS1QlxosLm+hepygZdNTQ09XFWvn+MhhJ709dg1zFazJj87lkjCr9kXy1lAFNy5BJPz162jpYWUjHkt6flbEOutL5YVugImOXH8H36+eDtzfpWlwTmbYN/xxTNSr2Iyt7l1OcN/IpR6Klx8b3r70IiYjBx+Mu//ZpxahVlxP9dxJhK4leeXrSuH5sp/naf8m0EGlRYEAA2W0ySU9FMh4+eKAsFQQhtTzaOQJT6bqpnb06Ky8kfzZ5eR+s57fPsHHxLEYN6EF3xw44OfViwowFHL54jx/Xbo7C68E5tmzYxOlbL1TWgga9eczhrevYe+IaPv/dRd+xY3p3StjlwGneiZ+qbfos7L0r5w9sYtnsSYwa3J/ePXoycOhYVmzex0OvZDYdxusTLtdOsHb+ZIb07kZXx0707jeEOUs2cPHOixR5Pz/49Fbx/uZMGk6/7o5079KFMeOnsX7XCe67p/A8XEGvuXJ0G/OnjmJAj86K99d3wDAWrNrOradxhKnQj1w/tp1N2/fj8kZVbV44z2+dZPP6rVx68GUS5fDnpxnmUIa8Reux837i34sIW8ng/jJ2WghFk6IUuJ67ik7zf5pPISG0b91SsVqAvMZSEITUI++v1DKXGmrW1dl0NSVHPkYTGRFBZFTqNu7KF613PrGC9o1as8M5KfNIxS86Opr7d25y9dJFXkr3lF8iOooI6fNKraZ9eWXElatXeeP9pXkuOiqSAOnh9sbNO7imcn/nGOlY8vf3Ew3dCYsIwMvjKTtmdsOh17+8DkvcuSfCVjJ9PQ+X/Ib9QoxSFARBiEMoh6Y0xsCsMMsuJX+0268Xye3j2zh643MtnAcTm9dg3IGUWfvv6OFD6GmmRyu9jKmTJypL/2xjRo5QNLuNGjFUWRJLPm2Sqb42eeyyKoLXnygqyJX9W3fyeQGEwOsraVC/E3cUQxwTJsLWT/D0kHear6uo4apdvQpPn7govyIIgiAohHmzedZIFhz40/pGRnNxUXeq1O/JaefHXNgwjkYNu3LKLWVmoT1+9AhGuproaqRjyqQJytI/2/gxoxVha+zokcqSWC4ujzE30qdgnpx/bNiKDnnCuBYV6TRxCy6PbzO/XxPaj1qHbyLbYUXY+kny6t+G9eqgLp1gtapV5sOHlKliFlJRZABPbl3kyL4dbN28iZ0793Dm0h28v6xU/EX0Jzyf3uee8xN8FFM6xycKH48n3L3rjOcHVbMSC0IaExNDdOq28qWesLfsWzCSLu1a08VpCLsup1yXA3nYMtHXRl8r/V9TszVh7BhF2Bo3ZpSyJJY8bFmaGFIob64/NmzJ+T07w7QBnenYrg0DJy7jccLLGfxHhK0U4OHhLgWuWvTr3RN//9RfLFtIrgicj66mb4sq5MtihqmuBvqa6dHX1sQiQ2bs63dk1eE734wuiQ50ZmSDIuTKW5st998pS+MQ7c+moXWxs8vDyA13lIWCIPwNosI+pXg/JxG2/lyhoaon4Y2LCFspxM/Pj0+fvpo4LjIAlxvHWTN3EkP7dKenUw9GTZzJtsMX8PCJawREOC6XDrJt6wGevIt/Tt2I9084snMThy44E5Qqw0j+UlFBHJ7Tg4KWWugbWlGjeWem/LOQ9RvWsmLuRHo2q0BmXRlGVgUYs+7LcN5ovxv0KGmOrkFhVtx8oyyNQ9RHlnYphoaGHj0WX1UWCoIgxE2ErbRFhK1UEOh2lelOdclpJt3YdfSwtc1O4bzZsTHVxUBHn2JVW7P62L1vh9zGfGRWi+xopM/B3PPxV1UHXJxPQSMZeRqOxk20ViVSDM5bR1LARA2zbGWZtf3aj3O8RPlwdL4TeY3SYZqtEuuvK2ux/G/Rp3wmTMxLsvq2ilFUUb6scCqDvr4pfZZdVxYKgiDETYSttEWErRQW/OIMfavZoq2uS/kmvdh4+DJPXJ/j/vIFLnfPsWRMJwqYqSnWoZq689aX2ahjfJnbNj+G+vlZeDH+YcCBlxdTIkN6Cjcfz0sRthIl6sMVupfLiK6+DcPWqQpC71nQqTiaMnXqDdmEoqI48LYIW4IgpDgRttIWEbZSUuRblnQrh56GAc2GrsAjzkErUdzbPZlSlmpY5KnHgcfKE08ettoVwMigQIJhq6SVOkVaTBBhK5Eebx1GbiMZ2av04YGqBVIlr+8eZO6M+Ry88EixDENMwOewVYq191Qt7RDAqh5lRdgSBCFRRNhKW0TYSkHvLiykjBSislfuwV2V62eFsWdsA0w1tGk8eodybSU/EbZSRQibhtTFPJ0GjUZukiJR0kR/1Yy46qYX0VFRRMWxRYd/YHl3UbMlCELiiLCVtoiwlWIiODCpBWZq+nSYcfCbEW1x+XhvI1UyamJbtjt3FaHJn3lS2DI0KMRKVUnNeQ2lrdUpLMJW4sS4M7NtCfRkFvRdfibJMwvLw1bfitkwN89M1XqNad+mJe1aOXy7tW5Jh5ZNqVLIBnPTDCJsCYKQIBG20hYRtlJK9CvmdCyJtn5Opu5KePK+mPf3pJu4OabZKrL1sXxQcSDz2hfGzMiGdoPGs2jBvDi2+fw7pDW5zTQp3nKiCFuJEf2MSc0LoqOemRHrrygLE08RtirZYmlmQc7stuTLZUe+nD9u+aUtRxZLLC2s6SvCliAICRBhK20RYSulfHJhXOPc6FgWYdGpRCxJEfCMcQ3t0LcqyNLL8ikjpLDVoRgZTI2wsbbEJlMG6V8Lsny12WSUyqTN2kiL0m0mi7CVKLE1W/qyDPRfefbLgIREim1GzIypeRFmH7qB+0s3XsaxuT+/x8x2xTE0MBM1W4IgJOjg/n2KYCLfRo8criz9sw0bPEjxfoYM6q8sifXw4QPSS+VZrCzS7FyUImyllNCnTGiSN/Fhy/8po+tnwyBjYVZelY97k9dsFcLEKDsD5m3g1KkTnDx+jBNfbSdPnuTA/P4UtNSgmIOo2UqcEDYPrY15Oi0cJu6UXqkWE/6Jjx99/2tu/NJnqxQbHqrqXR/K2l6ig7wgCInz+NFDBg/oy4C+vTh65LCy9M926MABevbsycED+5Ulsd6+fSsFsYFMmTie0NC45pn8+4mwlVJi3rHEqTy6utkYv81ZWRi/yDfX6FLCCIuctTjgLq9vCVD02TIyKMiym96xO8Uh6vZKSokO8knyYONAchrIyC+fm+yreWfj4uO8iw5VSuHQaxr35Q9gIXfE1A+CIAjCTxFhKwVdWdqDzJoa1BuyjvjngI/16twcipmkJ3+9UbgrZjf1F6MRU0nEqxO0LmSGgXkh5p2M/7OVD3LYP6EJBjIZuWsOxU3elS7458LWhxf3uXr1Fm/8xXT/giAIaZUIWyko3O0wLQoYYmJbhS03VSxIHebB7LZF0dMyp+/Ky8pCMc9W6gnn2D9tsdaUkbN8Ow45xxWaori/byYVs+igZ5aX6QdcFKUxAcmYQX75Takghnt7Z+PYshW9uneic59xXHYLjN1XEIQ0LBqvR1fYvnIeU8cOZ8TQoUyaOotN+87gGcdDWXSQN9eO72bP4bN4+KlaofETT2+cYtfOAzi/9FGW/f/FxPypq5CnLBG2UlQkF5f0IJu2jBwV2rLn+svYWci/EvzBhRVDG2ClLqNg/WE88FH2DhKTmqaqaL9HTGtfGiM1GZnzlGfgxIWcuHgTF5eHXD+9l1lD2lHEWgstHQvaTdjK5z+Los9WuYwYm5VIRNgqjZ6eCX1WOkOEB//0asvsfS6ERQSxsk8juv5zOMlTTwiC8PcIeXWTuQNbUNTWHBM9XcyNDbEyNcRMTxMjQ1NKVHVg5dEH3yx6HfH8FB1LGmOepzrb76rqB+HFvC7lMdTNxoh1/7/1WcMDvDi7cwnDurekrn1pypYsRuUqNaUHzhFsPHQFn5C0eRUUYSulhb1l+4RWZNNXwyJLATr2G8eqdevZsnEdS2YMp1mF3Biqpyd/1S4ce/RV7ZcUtma3yoWOVi7mqVgbMfDiAoqYysjfeKxYGzGJIt4/YPnIthS3MUZPUx1jAz3MjfQx09dCT0ODbPnKMWLRfry/SsjRftfpWsSQ9Jp5WXpD9ULUizoURCZTp+tC+YUuGn+fj4RGhOPufJqxnVszbced2H0FQUhz/J4cxamKHXrqmhSs2JjJ81Zy6PhpLl04w8EtKxjevhpZ9GSYZi3Fvwe+TB8U8ewErQtqo5+tIltuqwpbnsxuL19uzIpBqz63mPxanjd30rNuYSx11DA0NCF/ISloVSxH2UI5sDbUUNT8V24xgOOPVDy4/qVE2EoNUQHc2LsQxzolsLWQbuaGBlgaS/8aGZGrYHn6T13N4zffreUT48dSp/JksynPyqseysIfBV1fRbU8ltg7zsQjgc7eQlzCcLt/md3rFzF1zDCGDhrAqDETWbF5H3ddf7wAxET68/DKaU6cvISn//f1lF+JicDzwWWOHTvBQ48voxb9n51hWNOSFCjdhF13fZWlgiCkKX5PmdK8ANpqOlTvMp373nFcvCM+sEN6UM+sJSNTiZacfB47ai/C9STtiupjnKMy2+6ouui/Yk6n0uhqZGbomqTPKfizvK5vpFF+E7Q0DaVA1Z/tJ67yxM2Td+/e4eXmwtVjG+jXqBgm6jKylWzO/vsqutr8hUTYSkVRYQG4P7rB8f272b1rD2eu3OH1x/iqo2IICw7Azy+AsMj4q1ljIsMI9PcjIDiUaNEU/vuLDsXP5w0H/3WiRfeZvFSR1wRB+BvF4Lx9BDl10mFXrgOXvVVcuH1v07dKZnSM8zBh611FUdTz3z9sRfveY2jtHGhrGNF82Mp41gWWPgm/J8ztZo9x+nSUaDGWZ2modUaELUFIDT4P2bh0Nc7K+ft8rs6mYb3e3FG5ZqYgCH+diPcs6FgEHW1DOsw8riyMTwTPb53l6NHzvPCOvXhEfq7ZylmF3Q9V9XeSjtO5zP8lbN1dP5Ac+jJyV++HcwIV+GHuJ+lQwhxNw5xMSsRqK38LEbYEITV8cmFim2q0G76cq5ePMaFjfXpM20WA6CEvCGlKpM8VuhbPgLFZPuadfaUsTTxFM2IxA4yzV2DlKXfev/PmnfeP2/t3d5ncujh6Wll+bdiK9mJOh1LopzPBaeGpRAwCCmXPxGZYyNJTo/di3qWRa6IIW4KQSoLcr7FgbF+6d+7KxIXbcU9o8jVBEP46IW67aJDdGPMs1dn1TNUqFHGTh62OpS0wtchI0WIlqFS2JBVKf7eVKSWVF6OQrSXGJjkZvvYXhi3vi3SvaI26WREWn3ihLFTNde9kxUAvu2q9ufMubfSHEWFLEFKZmGZGENKuoCdbqWNriIVdHQ68SPoizPKw1aG0uRS2MlO6bCVqVbWnRpVK32321KxajmI5M0hhK8cvDVsRLgdoUVAf3exV2HozcYOA/C4to2JWdUyLtuL8i7TRkVWELUEQBEFIJaFeB2mW2xSzjPZsfZz0yUa/jEa0Z9N1P8LDwgiLc3vBPx1K/fI+W2EP9tIknw6Guaqz807iJm4OuroC+2yaGBdsztk00ktehC1BEARBSCUxQQ8ZVCUzhsbZmX5E1XJhsYK9X/D4qRtBEdHIK8W/hK0q7HSOiN0pTm+Z5/jrO8jHeJykfUlTNDOVY/3l+Nf1/drrY7MpZSUjU4XOXPNSNSv+30OELUEQBEFILTHBbBlcBT1NPZqO3vnN7PA/iuHkvG7kt7bGYeQaFIOXX/7mUz9EuDKhWQG0NTIxatMNZaFqZxd2x0ZdRul2U3FPI9PhiLAlCIIgCKnI/dRcSpmqYVWgAfufxj9SJsL7At3LZ0AmM6XH/NPIV0qM/tl5tiI+cu3YTjZv3cvD1/FMgPVTorgw31ExGWvJVlPxUFX5Jhf0kFENcqKhaUWfxedIaPe/hQhbgiAIgpCawl+xxKk8BunUKFavLyfuv/0hZAR73mJm50qYppeRr2Zfbr6PXZT6SzNiMsJW+Gs2jOmEQ4c+jB/Wi7YdB3LaNeUDV8SrM3QsaYmOvg39l5z6YU3gLwI5/E8nsunIyFq2PRe80krUEmFLEARBEFLdp5cXGVQ/HwZqMjLlKkXXQRNYu3k7e3dsYtGUQTQubYehFLSyFW3I1uteyu+Sgox8bcRCsWsjblW5NuIrZrcvgWY6KwYr10aMeXuDmaPGcdZTHmpCmN2lFoNXpM4i1Y/2TqZEBg30Te1wmrSau09ffxUow/FyucnKMW3IZZwOQ+vCzNj3UPm1tEGELUEQBEH4BUJeO7N8tCPl82TE3EAbQ2119LXUMdTVxjpzTpp1G8eZx9+u0Rrx/BQdS5pgkbc6O+6qCltezOtSHiNdW0as+xyoYoiKjiE8wJ1DqybTqll7dqbaMhafuLljKjXzWqCnqUn2/CVp1qo9Pbt3wbFlfcrmscJAIz1Z81Vm5vYbxK78mHaIsCUIgiAIv0wkH72ecfnkfjatWc6K5cvZuusQd5++IiSO3vMxkaF8eOOBp9dbgsNVTdoXRcCHN3i4v8I36NuGPO97exjoUAP72h3Y55z06SeSwufZRRaO7k7tcoXJmy0jWa0zYJfNjjIVatJv3EKuuqbNNctE2BIEQRCEv144J2Y40rTnXN7/gomWI4N9cH14l5s3buD8yBW/T2l7rTIRtgRBEAThLxT45Bijh07gvnLi+oer+9Og83S+9AgTfhURtgRBEAThLxTt+4ipHWvRqu801q2YSduGjZl74IFislTh1xJhSxAEQRD+UqHvXNi+eCrjxk9j97lHhCvLhV9LhC1BEARBEIRUJMKWIAiCIAhCKhJhSxAEQRAEIRWJsCUIgiAIgpCKRNgSBEEQBEFIRSJsCYIgCIIgpCIRtgRBEARBEFKRCFuCIAiCIAipSIQtQRAEQRCEVCTCliAIgiAIQioSYUsQBEEQBCEVibAlCIIgCIKQikTYEgRBEARBSEUibAmCIAiCIKQiEbYEQRAEQRBSDfwPX3VjMGoRy00AAAAASUVORK5CYII=)
Mechanism
![](data:image/png;base64,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)
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5op5qC2ZmFVWJUdxjJNu8nLb04eBb0DpdzC9PD3xvDy1xj6Pq+c1fn7RB94EDvMmq+epgw82fZH8J7QDfKXWaJlzl16I5lvfmIuQkqMan1ZRDmxrE6vkH4rvjH/CTDfCFsTQzDMMw9wXHttvmsfIriP3JfBQjhzJIuAAAAAElFTkSuQmCC)
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)
chemistry-General
chemistry-
Observe the esterification mechanisms for primary and tertiary alcohols.
Type.1![](data:image/png;base64,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)
Mechanism
![](data:image/png;base64,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)
Type. 2
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)
Mechanism
![](data:image/png;base64,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)
![C H subscript 3 end subscript minus C O O H plus C subscript 2 end subscript H subscript 5 end subscript stack O with 18 on top H stack ⟶ with text Conc. end text H subscript 2 end subscript S O subscript 4 end subscript on top left parenthesis P right parenthesis](data:image/png;base64,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)
![C H subscript 3 end subscript minus C O O H plus open parentheses C H subscript 3 end subscript close parentheses subscript 3 end subscript C minus stack O with 18 on top H stack ⟶ with text Conc. end text H subscript 2 end subscript S O subscript 4 end subscript on top open parentheses Q close parentheses](data:image/png;base64,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)
In the above reaction (P) and (Q) are respectively :
Observe the esterification mechanisms for primary and tertiary alcohols.
Type.1![](data:image/png;base64,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)
Mechanism
![](data:image/png;base64,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)
Type. 2
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)
Mechanism
![](data:image/png;base64,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)
![C H subscript 3 end subscript minus C O O H plus C subscript 2 end subscript H subscript 5 end subscript stack O with 18 on top H stack ⟶ with text Conc. end text H subscript 2 end subscript S O subscript 4 end subscript on top left parenthesis P right parenthesis](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAScAAAAeCAYAAABuWNiQAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAZpE86XgAABtlJREFUeNrtXXFkXVcYP56IiRgTNVUVpipqKszERE2pqqqKsT9qIqrMTMxMqZmpqRAVNVMlaqoqRlXVTIyImIj+M1NVNWFqqqZCREQ98bg7v77v7p3cnHPuOffec+/N3vfjk7x7zrv5zu+c+93vO+c7J0IwGOXjsJRvpTzSlL0j5b6UV1K2pSxLOVayfmdIN/z9iKRsXJZyyeN6Et9IeSGlRfqr3xmQckPKlpSmlFtS3uBhyWAIcUfKp4aH/omUc1IaJPh9rUTdPpDyUspoxRzdlTLmcV3Fd1JuSunXlPWT4Z2U0kOGal7KNA9LBqMDnXFaI88qxkEyWGXhgZQJS/k+KYtSNujnvkR7PpTyF3kl55Wyt8gIbDt6YqtSDnhcVwFv85ShDEbo68S196Q85eHIYNiNE0KqZ+S5HJHyM4V6ZWEzJcSZVUKkSxQeqe25R8bjMHlgMW6Qt9Jw0KFBYa3r9SROS3ms8f4aZPz7NN7UBg9HBsNunOCJPJRym0KYHwzhSZk6qVhX9OlLPNRRQtco8b2Gow4jojPXlZQlx3scIt2uJjykZUMou8TDkcGwGwJMhp9UPg+RkSoLWymeU1LnbUuZ+rnloQPm2W55XDdhkPiM56jOGrj8SsoUD0cGw26cdA9xs0SdfhHtyXoXz6lf4zmZ2vePaE9AuwDe4gWH659TGPqcwmEdvpcyTr+f0nhOMMSrmtD5hKhmlZLBqK1xekRhjbA8UCGBCe01YZ5QxtxRPOeE5fpZR+M0I3ZPRF8n0XmPpx2uI2TrFe1Uixea+kdFe6L7bfrcQ0ZyXPGsFjR6Ifx8wsaJ0a1GKSlqKDJP3lKTwpD9Jev3ET3ULY1+WHqPV+sW6LOLceqndrWU66YcqnVDaGm63qN4lxt0z23S891E3VFq2zb9HDeEeTNsnBgMRl5gFfBaQfcaIK+pn40Tg8HIg+OinW7RU9D9ELZ+Ygm7GQwGIxXIpcIEfm9JIbcPMFnvk3U+Td9hMBj/AyyJndn0RSOrYcJE/MMM31uh71qBZUWsBGDlBBmpf0u5Itop+CpQZkoss5WVAdc2xGT+KNoZvViaRQLgkRTyXetXyZEPB2kI2Q5f/vfC+CsDRXg4IYwTjMywoayp6IucsrsUmgKmJNH/cJFcxWNK52J/05diZwIYMlAfG+5hKysDrm0AsDse+6neF53NpmP0II9o7u1Tv0qOfDhIQ8h2+PK/F8ZfN2OYjJOpX9STKBCOIp/qmfIyWiYjtQvI37jpqAQG0E8ZykLDpw3JPBUVx8XuIz186xfFURSQgyr72pfPvTD+uh3w1Cct/TKnuX6BXqbAF0IzV4XYFbupXWf9befKuJ45UzR82oC6f6a4/ptKCORbv0iOokAciAr7OgufdR9/3QAcd/OmpfxXYT5/67JihFRMKwYN+/wWkxVmyOV3he1cGZczZ0LApw0zFgsfY0Eh2rd+kRxFgTiosq+z8Fn38dcNiCjkHrW8UHot/XI2cQ0bvbF9ZkAJ9TaTX3xKMaErVoV55zTkQAXE+bQBiWaDKXWeK28J3/pFchQF4qDKvs7CZ93HXzcA2fMvieMpjefbShlHarY/5pZWRGdCPIa6mfr1H/DZXIn6W4YyhBOvcjQ+chCTTk0P/dN0RDs2MtbPy1EZHFTZ11n4zKtTxFKYqMcXzzkap4bobN1ZJ6N0Rei3Ju0wTlpXyoIRXVyoxIxVnA3j0waXuh9TfJ2lftEcRQE4qLKvs/BZ9/HXLRhTPKdpjedkCutGHPtFOzbwJupzVNB2royuTLW4WIE5GYg41zY0SBfbZOyK6Cxl+9bPwlFRYZ1PP6r9smIIB7P2tc3Ly8KnCMQto9g5pwVDmWu/aCfEkQR30VFB03kzcZntPJwhalwI+LQBOUDnDWU4QmI2Z/08HOUxTj4cqMYCWwf+KKCvo0D8h+KW4QckyNpOJjWlErj2y6TYeXrnawxSLIiBES/f4niGMzTgTyh1TefNAA8sZfGDsB6IOJ82wEvAUvaE6Cy7D1MooXswfOvn4SiPcfLhIIlmAe1w1dWXz1DcMoqFKQnzvmO/GJMwD5Fl3KRBhgnJe5qbms6VSSvDcuF1yxuzCLi2AThIDyx0xgFjc+RWmuBTPytHZXMQA4es/VZAO9TwfSJFT1/+68AtIx3YV3c0Q7+kbl8JGatCxrnvaof99LYr6r+cNGigLXJ/dyWCbvwNBeSsTPGcQK0QH7sR4rTJ+OAyRvfhM+F3ZMrVutiFJvddbTymeWHfjpAHWBZeZZoZewXYjvA701ALwDANBfSSMZ80wTQz6ox4vgkeEzYGDjIlteqXIs8Ewj1aNOdwjilmZMW/dymqiPgT6bAAAAHndEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1zdWI+PG1yb3c+PG1pPkM8L21pPjxtaT5IPC9taT48L21yb3c+PG1uPjM8L21uPjwvbXN1Yj48bW8+LTwvbW8+PG1pPkM8L21pPjxtaT5PPC9taT48bWk+TzwvbWk+PG1pPkg8L21pPjxtbz4rPC9tbz48bXN1Yj48bWk+QzwvbWk+PG1uPjI8L21uPjwvbXN1Yj48bXN1Yj48bWk+SDwvbWk+PG1uPjU8L21uPjwvbXN1Yj48bW92ZXI+PG1pPk88L21pPjxtbj4xODwvbW4+PC9tb3Zlcj48bWk+SDwvbWk+PG1vdmVyPjxtbz4mI3gyN0Y2OzwvbW8+PG1yb3c+PG10ZXh0PiYjeEEwO0NvbmMuJiN4QTA7PC9tdGV4dD48bXN1Yj48bWk+SDwvbWk+PG1uPjI8L21uPjwvbXN1Yj48bXN1Yj48bXJvdz48bWk+UzwvbWk+PG1pPk88L21pPjwvbXJvdz48bW4+NDwvbW4+PC9tc3ViPjwvbXJvdz48L21vdmVyPjxtbz4oPC9tbz48bWk+UDwvbWk+PG1vPik8L21vPjwvbWF0aD62RX7TAAAAAElFTkSuQmCC)
![C H subscript 3 end subscript minus C O O H plus open parentheses C H subscript 3 end subscript close parentheses subscript 3 end subscript C minus stack O with 18 on top H stack ⟶ with text Conc. end text H subscript 2 end subscript S O subscript 4 end subscript on top open parentheses Q close parentheses](data:image/png;base64,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)
In the above reaction (P) and (Q) are respectively :
chemistry-General
chemistry-
Observe the following sequence of reaction and answer the questions based on it
![](data:image/png;base64,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)
Which of the following compound give benzoic acid on KMnO4 oxidation
Observe the following sequence of reaction and answer the questions based on it
![](data:image/png;base64,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)
Which of the following compound give benzoic acid on KMnO4 oxidation
chemistry-General
chemistry-
Observe the following sequence of reaction and answer the questions based on it
![](data:image/png;base64,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)
Which of the following statement is not correct
Observe the following sequence of reaction and answer the questions based on it
![](data:image/png;base64,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)
Which of the following statement is not correct
chemistry-General
chemistry-
Observe the following sequence of reaction and answer the questions based on it
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyMAAABQCAMAAAA9U1oFAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURf///wAAALW1tWtrY/f3787OzlpaUikpKRAZEObe5oSEhLW1va2lrWtzc+/v74yUlBAIEAAICCEhGaWlnKVS761SQkJS70JSnKUZ760ZQkIZ70IZnHOUY3NS73MZ761SEBBS7xBSnK0ZEBAZ7xAZnIRSQkJSxUJSc4QZQkIZxUIZc4RSEBBSxRBSc4QZEBAZxRAZc1IQQpyUlK2M74Tv3oSM763F3q2MxYTF3oSMxaWcY6V7Y0LvWpxSlEKlWrXenKWMMULvGUKlGaUZlO+cpRDvWhClWnOMMRDvGRClGXMZlMXFvc6cpd7W1kJKSlJKSjoxOhApQhkIOlJSKWtSjFIpEN73zlJSCFIIEAhSQu8Qpe8ZEM4Qpc4ZEN73a973EKVCvaUIvXNCvXMIvRlaEIzvrYzFrVLO71KE7+8Q5u9aEO/OEFLOrVKErRnO7xmE7++UEBnOrRmErRk6EIzvjIzFjFLOzlKEzs4Q5s5aEM7OEFLOjFKEjBnOzhmEzs6UEBnOjBmEjEJCQu8xpe8ZMe9zpe8pY85zpc4pY2NaY84xpc4ZMe9Spe8IY85Spc4IYylSQqXva973nO/OtaXvKd73QnPva3PvKaXFa6XFKXPFa3PFKULOa61Sc0KEa6WcEELOKUKEKaUpcxDOaxCEa3OcEBDOKRCEKXMpc6XvSu/OlKXvCHPvSnPvCKXFSqXFCHPFSnPFCELOSoxSc0KESqV7EELOCEKECKUIcxDOShCESnN7EBDOCBCECHMIc617lO/Oc1Lv7+9z5u9ac1Kl7+8x5u9aMe/OMVLvrVKlre+15hnv7xml7++UMRnvrRmlre+Uc87Oc85z5s5ac8615s6Uc+/OUlLvzu9S5u9aUlKlzs4x5s5aMc7OMVLvjFKljO+U5hnvzhmlzs6UMRnvjBmljO+UUs7OUs5S5s5aUs6U5s6UUqVjvaUpvXNjvXMpvXtzc87OnK3v763vzloxQoR7nM7W7ykpSnNzWrW1lNb37973/xkIAP/v/wAIAAAAAP7VFY0AAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAABcRAAAXEQHKJvM/AAAXUElEQVR4Xu1dWXKjPBdFwQwGLBvYCdtI4fDUC9Ibu+XJ9ZUrSf3nXgkQxk7bCXaS/nWS7mBGId1zJw32HBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHH4FnjMgNR+OWW22PK/fB0icEphtzwuyTJrNATXdhWA+Lw4qoqysUhik/FR7N4oHmA8ODl9FmglGpRlRiqYXtzTuBiY844xoOFAIMRPVTt9GiK40e5ZFLUTqBZEIzWeDp0o/NR4IXZcoHpA4ljgsgjQWYu/7IYSKZQqM8fmA5zUWEwKSul48FbZnHEnoDI3O7FoURyHeiauNZd24uCiX/yJEoffXFYotlE/7E96zJKqBd3U12luNsiJMSkfIqkqW43WHanrh7KqAd4wXOHw7IFEs+l0r3qldylHEQYWhOZkjPXmIUGc4ovzNf5vNf7kQM0dsAaz8bgsRU0MpGGC4T1QAyWMqUoD3UZuN9KrNHUgCPWC2vO1obxmV0RGGqiNQQJjAwnzy/puUqjLWt+jvlW7xRozlCf431DN+OxCeisE66IaEYt7oz8SRQQyYI0aFpxG2z3Ck0htZLEYfbXGkIrKaEs8ypZUgCQoASVWG2BWkTW8tBrh0ZsuDi9fXE2FL9dN10B6nJClQiHzkCApo6onAFyW4zLiKAbmJYdIRdR5OkjR2xuscRrUsfW7IqR05rMx2SjJg6ESuluFIggbOVh01cDI0KigEMcUROmj2fR0y6Ui46hfbkIAGb2YzENTEtgjCoC0rZzIeZR0csW5ORoSLl+xPSRILKaFezKcpR/ABtpEJzldRoBcmpGBwZKDjg1CHQplNBwtZYRkEDnJhRy74Wo1vjvhioy/r2OvPQ/bSRo40onuj8IEwyMaXAYeFpSa19DdMxWCy1gmkLFBCDS9EhmRZgxaLuL8hODKGXZDoxEg+qRpbMSR54smpHWFaMEwMyCqI5BP1+WIeUIl8vP9DgCY+yYc4EECDqdYjO9L4jA1EbJC3Z7jVgVZ24BVUDh0BB6ote9SoXONrVb6fk4uzxt64W1Az4YZMuEpET7wDgNo1WwYojJVVKxbWxRftCLhjtljc7YgpRgn7ohNsO4L7mXvUe4pIski0A6mrBxuSGrIwYbeDBvzngQYaJhNsYNsR36S8cE26p8u6PCeBJJIwR5q2bUEQKEo0NMlT6pUnDPwC4LBE9PcYjjKIAH0oIQNhgeUBgSOL2pG3Ih/k1rK35F2+Hs0mHbA5AoVCdoSLTpjYEVSWMYpragbUpCWksJFm6yEICjzeGZI5SN7NpgHsiIWBQNCOoWxZAOFySUVHepcZddty4/egmoZrtJyfRRhumI2yM+MIOT1mU9O0j1YWAW64Cxn7EEHX+CTYs7XZtAM6oMvF0atzEevrQrpujEdIIeFe/Y0mVhA64aGGJFXeRhT36dv61QBHns2mAZpNpVlGv2jOgSOwI3scgzEuY9CqoSO9h6Ed2USET0+4jjIzSk78kkUg340yrsaAxI6YGNNIenE70udlNYYndbEl9+uJpBWievPkzlyhMdoRJglgaAKOjPeRu3zZCvwYtYpIEULZOUyxn/laUIN929sSiHgkJAnsvJYcArYj4AiraV21fe43oOQM/AvjGi2GwY5UEzsy+DiMiScDkV5WE4P3NgaOxCI3WwTI/ZhViChrgKLbGHmAujN2O6ednejG1zm+LlyBHyOIA092k3y2A8P2tf6oBo40WrgXQXBkakfkBnKBhpTajvRqmvkD8exlhiXX9sEXwTk7YvtagWqSWTyyW9SOkFZIA/0DnT9QtY5HV4tqcD8UCuEZtjk2Mxf6EzsCYB90j8hR7s4eRGAnw+6PY0SVm4p4WjgHtG4jir5Boe1QT5Y7bdsRikc419KQq8V2BC2v1XRvR/rqhY+2Jjtyp3jEsiN4UtOzAKUAi+3M6z7fnRjJL8L2Hy17S2S0uFiO5cMBKs2lvNaAAHvjCvGAFY+sd4+0I0FMTY2XcoZkhjGxtY5EhHqyPAVtR1RB7ct2xPQmQx6MHWE1faCOrxM7Ao7s7hWPlGM7HvHoQotnUDBdbEOiXaC6iAo70fQFvMFy9kmASf9I1JcCSIeuf6BhLXOpf0RFA3VQbv8kZs95cM1jsC64bmUiYssOOzCOjYgLchRqiBu12KkdgaoWhTJxOTkF3IwcjwQ76v5YQYFrO2KGMoB2UKv1+53sCA114R0E0FFbkgChAgpIhiTWHd0KFKZCxrnun1sAth3pswPMDVTSwBHLWaUDxJE6n9sROt/q42TVRONpemdLwsKbzQcgYBk4KbyDAdpCxAAoElGDTe3IwYvzOoBPBY5A0BDU6SZmOwJDgksLCmTZjoBM+EQfn3Hq4nkto4wnzbgmS0LFx1MVy9sbjWXUO3KUcR3F63W5EFvf4tzuZwdHuqIgqV7jZY/6CMzIvj8H6oJF3q4L5sgmxnUHimOMq0ijr/FWOFjqHTR+RV9TEvXvjaCvIWdIzkEiwhDQtblurlM7IiXEsCGOUFqwd2XYjsBCU4+h0rEKcYShfQTbB18EsCNsDqppfpLKQKXY9bZC+jt6GxgRfp8a/y/FkZkd2YjtuqHXjXYijiSQvtsU1q7WPB5RIluTtSPbzVfhBXwUVLaovZT2oFG0+5axebwz6uZADwWmSY87YnWs9RP1x2HjKtx29ojxeTeCGmRHLcyfsnx03hUP+ohyiucyxcMbE05SeivFCpJfk6JlXFOxOo+piemQxB3p72IwN0xzy90nSFns4hiiZj7rmqBy9UhzhFKLAEyYxCMd3EtFtkIimgNPiaws7BoyYlVC+Qvbjmy9EJVI/CErKN75KkN8fyfEa057tPcDV3Gpwl/G6vD+/kqqhvtxNsu22wWkBb07UP3BJ3j6N3RlwScd07G3YI/nDcN0b8ObxI/ZtqFLvao5ap8jiLnldaiCs/k2o4CYv4tB3/CMXn3z3j7oTl+nxVKaWEbxUBNlHG/BRsi6Dq3X8J4IhWXlWnKogGMRD4KexEVJryKLHJpnuGpQTDLkHXGkA4SqLV94456QkS4FAe7ybYO2PtvOElomx3N5QNMehLn+RgnOvqqQbMUt0Bjckz7zJVCTDRm04ASNyOt6XSNAWCgmvgbljcNhj4ObI8ntWhpSjZOEwVX8TMFKa7qbSwHbrRtQzi7Dp2EHvMTtaEdOm3wxrHQZzM8t1bSqmmkv7vUwWY8XnQWKb+AItI8YxrV+gHqWPLe7M5YDovP0Qnc1hfuM4jax/QJkcqN7/paJuA4CqphEdIvXj1TDDMKbcGyGbqmPkIqmEmron1TbTz3snoCfrT6pe0wPUwIHD2pm0g37V4RX2ZF0ptvHro5FoYoouiSXDfmU0ce9DzIIPqtp5giaG/n4p4maKCoohKGkwsITJOWL+JTYrhtRsRf2F9QRYvd4eGPopHn/4/cioIyP0umRG2HsiBkPFeeL25F0jAJ76C6/x0I2zSTLdAZbhCufqsMlYPswFUXCyaJVRF1BgucN3gY0FcT9quAxiMd4hNzp+dpJ3ww9vTi9vRI46wFo3V4IGaRpym8naUQt3bFO09UhfU4pK/Kkj9bpE7RLyBwJnrMnfYW3Sp9wCYX/Xv2EvbgCMUCOzQyX83XPmew58kyn0MYKj5E4QZc+oAv1/R4LSv0L/1wd/sFb1R4qIbvFzH4eGem8MyKNlkA5gODWlt6qRjXTtR+uQqJwIY1quAKpZTg7Ite5OTkBLzKG97jxBZZAQOP9RTg+GYJHkkZSjT+1tWDbBOAIjTioYR3J19rhs87/SV+o5lX4kjqGq1fsfcdpREVURRq/InxhjjzHosGjuTo60ahYhBCkQxEr3LL0FCoLrYPr3mGvoCEROWqOZKLBhTSIkyZ+kqLjXGQgIooe6HaPRorC2xnRASlkFqUP4+YOuYaz4IH7NKd3guzdWP3mcxnFR6IjYzgvZRODrHBadIK+B3TuTT/695YfwjON70QDZ/2zJSQRESwZGBJONY6vmQCcgEwTRRqwCCcrSDXCuyNl1Mn9yKoXSE4TKh7BUfNoKE+G5De3FI/gkhXY8oqdCdOAur/hnkLScFP8z4z70+g5bwnlHzVHeKIsLSFARYwVPQU+bBAr4lp8TTZgeQQ+yrKZL+2It3r54+1ZPi0coRKfzv4bf8a9H8O+Bk1Kehgtd1KUtNB+vqLGGvBG5fgL0uzpiW5Nvxdgl9X848I84VrecRF8Gj3CnEbb7Nn06wWO6NDyaOST3BDL7uMQDrUH+UNJgo/zK2Q31LYACSheLaiHiDuSoOXLbYWWwn7FrMc786gp0qUJO2g8gKHgfCoRIeWtNIalCMV/1bZirSd1rinlVZ4ODTUxcySDaq5oraeCUg64HVQnUw57qVB0EaEuy4x//47sg9P42Ed3wQlAyo77fAFHCOc+808bnHqd74wT858WPu3RA70GlObkn4hzaR34GlOOUPzyQIwpPskaXAtnMOw9Aao3ClVrmEXz/vWYPITa+70KQ18FkGk6GosYTNEDLSruvuGYPem8NEnYZOnehxSHfNx0v2/DNpSGIwdFXNVDbsGRmuoJp+xbP6GYhcxSh/pMI6FobzukoIaRIw9Fexp4BI1Vsz3uzxE9tMsCTxBL/WlRUIE/Fv484E9fWVAspG3bhj7E5Z7/Wp+jJBG1Y+3JlrwjPVbcvzROAN6UNVmFbSDTILXWA9BjnmKec13vIesHxTkiHbOnlVAwWfSkIbHRjp6oZqq3egJXa8UOPUp60HTUQBPTw3xwRLtnNr6HI4oTDzYSayWQHrVel+UO6Ci6hBE3DxqxEeHBa0480cBc9ZPQUWxnwqcpsvfbeo6WQ0b2apq5IBVeJ3uhgsA/Z/IIcGusdARPwTF25IQjNCWBPhxE8VzqLluOR7SA0zIcgSj6tvNtjvBltOJLUuoqgz9Tk1PF+wFjR3wK8WfeRdB1m4f9JAnlC6BV5iNewNVxQay7g9bHEfsznSRpI7KA13L94aBUj1699QRP+U2dcMuBBk+J6MQE13mcpQ0OdcnFvgFwxHqP0Y48mZU4KSmm7Uiuh8nVoYj2mj8cj+iJOkQE6smk3WkKcdcOZyW9o7YjqBt4UVrK0P4BrtOGpKtsO1IVhpvf0wV1pAhMqGTGELg3iZ6qtzCqZDMqox4BjfPZW7rLAqq2CGdW7qchY/N/9g0i4S/XVXs91jAWdiRiIDciZhFU2jc6B9PPbjDaEcgtBYYBvScPGMUxikdoV+8DcDzSkKh32tfi6ad17JOlIE86AReMr8VsNI9ijtDKhfgYwtUzdmRDw2GgxzVf5ir0/qjJw1HnutqCMEVI0i/QuxhSuCRq057YC16meJzbMQUMiUjnHP5ZyCjxS807Rxb731J6ih2LMx2zeqjzAZr/Yl4fHLEcNA4ScJXy/kDMi24Tk1j0MbsW9rrtr2hpaGIhWh9u3m7THVtcsvELHKUVR/bdhgi2FnnHJheRjFEs7GvRsmaiC2kgn85rgSOgInUBtBvfDpIehcAnR2sWJRMCHiOyEWpZDQjt5cG0JicKoUPlwQJfgC/aH29GqCLPGhGvfNcv+4k+/69BtnrxzlNIn2elZqymzyHYk8rqB4R2LxAR/0juRkL3BJq1tyWjsF/TrDntFZhschnGotnXnNshywrviFN43Curs+NUTWAcH2Nni7lFJ6u1l23pCEwRfctAnKa4XRGCXsQdfcHncNQxo36nrc+5UoL0z3nHFjgNzpMEToG3oVcntTFXRDPwgw6+zwmoSbNs/EFwUiqhAiFpgZFy2m+5aWZfGWIhiH5+NKLE5rySozZvwn2oviEmqc63nR5zuy0umZF6W5Vl2V9cbstyW0nsoi9eOWZVVkJvpklm9pZ6emamBSVNqnK7lV5alpmX8bgDSefolw9okzYkbqMFpV8mJMV9WY3QA3CoxmOrIEhwwRaygfvhhp+FDEmHAVpp4ENfM3AFz88u6QGOXHCmgi0PPsI7fSS8PeCr5lAIlE6ED6rfnXHkXl0NKIokI+KxTZ5O2wk+HEWYxRe6gxdEELYnTeCH5+3CeaSXikhNvk2qZPtzeH7kFrrYOfIpBM2lPPJfUEXXjCD9IoghBef4WDo59NHgVMRH+JNdGrBzG47iNaUJ9agm+JejRXxbWTNooVDLtqyUeo+UUrtL0ccZ7GmszxewasM+S5CG+zOyuuZ1TOP9yO5NSPFueCGL8Mtxj+goPZO1vwYBYvl7g9boSNMDjBf8IpJOiyOwIx9zZCmsaCwnVCYRTu6tL+o5mQlbbrawTAXsZ0Vf2nMtwi+GapY1QyFmYl8r3TXTW2Jg7AX/J0myMNbQedHwjZxXY3XAdcXiWaEZiCKmcAinKMy6xY7cBcOXZgEnKzGUHQ9eI0m8dkZ9plSTfLEarfXEpol/jVrkBQ3yDsJ+iSVEojRQlxYzfeBac78WlPctPpHb4cD+/mbkj9WK0JGQTosjh0dxZN0onxLFLH4bKyKBdNrF264jmATSOOraTHcHj+d6r+w8YM36UpzhSB1RnoYgQ01vWBHjkD3+23h+JaqCZ5PeilUlmuDumQwyI0PpjgHNl9JTxxgPsyNgKo/T5KdBqof4dbaizzrMvINEIUd/7GNIfqmvwSrFyJG2iWDLEBVZtaTX6gNFhhcwHVkOH+Ozgv6ICX7wtE+dge+IR3iRKnCEw7ajvaJhLvLIIOZxcnVIE3SvpsgisNYA7znicwhSFDQLtRT9mkyakI09uqB8UBU63Alvq/kC5i8IUGlNRvp5IEcis0Q9AEPSCxk0uA0ST1g7vc7D40B2xCgscIScJ+r6eqcSUQr6mIMtllusByIZBAOBHH4nWDingB2x8BiOwF0Z7YjlzvM34OQ7kcf0Ow8FHgQqhVmlCnRAIYgi6XEN7hBH3uBQgS1xbHrCJxwZ3srhF8AscajR7ytmdgQcSddS0u/DfC12ZgY7Qlkh3sABkkIApZHUh2h2PxjEEQ0a0YBC8HcZAY35EpSUV0IGT7iAJ3bEceTXgBNlA3p/PrA4AlFcMUd6T+ZhMXtvR/Q40qkdGco3nbfzSIDCZCaKHX6ZI/0SULJfR1vKjI0MrwY74QhsjOPIb0FArsKAISi2hpvo3K+V13pY7peTq9C4ejjC1I4MHDmTdn0QqBRvb2/Se6NFOlEIn6fKAdYsc5xQgUGcPR85EtCAU7Pt8ONxdgTBGs5W38zQ39P+kcHXOgyScB9cjkem3+z8XRw5zWsNk0Z3O9RqXff9X0lMWV81FN+qQoffC/MVV563gvrO0bgv8/6R7t4jKqbxSGflfn+GHTntZw9NSWqyI0xwDdlqjowkyUSu+0eOj03FOSwJOFQNpVM7+NzUtDM7Qot53Vk4p/HIZhQxOx6hfnaz+WBYdgRBEeoiyXWHOue1qAINAVBEcAT11b9B2ZsRqccQOPxKSJ63QtCDjUaOrKj10c5xcW87crT72WszooOAQMUeG/9N4zosa2aMWUh/goC/WYMqsEmD2pNBq+uQSYJKDEARPZ4IBsZx5BejVooWhVRK675uXK0NR9DCbZfeu4HX9KBAnRmvtR/XHM76Ej4c1tfgGo6Ar6Ii5UJ5La1lVNrioy45kUQ8cbcJ0xq0/y4b6LAUDmpQ3SegWR3dQ5VgN452+iGwrBl8LZb6BOZWNEr3j0iem4qT9DeAARs6DCgdjFSxcl9F+O+C3AW09Se/ResTqPfWl/3/DMiWF6IljHOsknCPgET3IcJQhPvwxS63jx39DCu5T7zzyzk4/AsIwjZsRPE41Z78Aq8kMFOj09NVeM+iVqKp1HQhN4d/DNsH+lqHT3571EMBT8qvqhLBibhi3moQ+m2OsN58dPgXEcyWtr4f/NdfoG+zYTjymbV5zyIoXMzusBCefoW6zfi7Qs4uPHoB45LlDg7/H8gSwGxfA72qhYODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4PDXeF5/wPwRp/2sprykgAAAABJRU5ErkJggg==)
Compound z is :
Observe the following sequence of reaction and answer the questions based on it
![](data:image/png;base64,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)
Compound z is :
chemistry-General
chemistry-
In the Hofmann rearrangement an unsubstituted amide is treated with sodium hydroxide and bromine to give a primary amine that has one carbon lesser than starting amide.
General reaction :
![](data:image/png;base64,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)
Mechanism :
![](data:image/png;base64,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)
If the migrating group is chiral then its configuration is retained. Electron releasing effects in the migrating group increases reactivity of Hofmann rearrangement.
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)
In the Hofmann rearrangement an unsubstituted amide is treated with sodium hydroxide and bromine to give a primary amine that has one carbon lesser than starting amide.
General reaction :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtYAAAB2CAYAAADsk9QBAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAEa3SURBVHhe7Z0HWBRJE4YXs2fO5xn/M52e5+mZvTPniDnngDljzlkUA4oSzIo554AoCApmMYsgICpIRnL8/qlmB5d1l+ABelLv8/Sj9Mzs9M7OTH9dXVWtAMMwDMMwDMMw/xoW1gzDMAzDMAyTBrCwZhiGYRiGYZg0gIU1wzAMwzAMw6QBLKwZhmEYhmEYJg1gYc0wDMMwDMMwaQALa4ZhGIZhGIZJA1hYMwzDMAzDMEwawMKaYRiGYRiGYdIAFtYMwzAMwzAMkwawsGYYhmEYhmGYNICFdQqJjY1FQEAAQkJCxP8ZhmEYhmEYRhUW1kkQFxcHLy8vHDlyBP369cMvv/yCMmXKoFu3bjA1NYWbm5tyT4ZhGIZhGCazw8JaC1FRUTAzM0P58uWRLVs25MiRAz/99BPy58+PggULImfOnKhatSosLS2VRzAMwzAMwzCZGRbWGggLC8Py5cuho6MjRHXz5s1hYGAAOzs7ODk5wcbGBn379kWWLFnw22+/wdbWVnkkwzAMwzAMk1lhYa1GTEwMtmzZIizSZK1eu3at8KtWJzAwEGPHjoVCoUDr1q3h5+en3MIwDMMwDMNkRlhYq+Hs7IxatWqhQoUKuHfvnrJWMx4eHmjcuLEQ1+vWrVPWMgzDMAzDMJkRFtZqnDhxQgjl6dOnK2uS5vjx48L/uk6dOnj16pWylmEYhmEYhslssLBWITIyEnPnzk2VBZp8ruvWrSuO2blzp7KWYRiGYRiGyWywsFaB8lQPGjRIiGTyrU4JPj4+IpCRjjE2NlbWMgzDMAzDMJkNFtYqkLAeMmRIqoS1p6enyGtNx2zdulVZyzAMwzAMw2Q2WFirQMJ68ODBqRLWz58/F/7VdAxlE2EYhmEYhmEyJyysVQgKCsKwYcOESF6/fr2yNmmsra3FwjF0jLm5ubKWYRiGYRiGyWywsFaBclgvWbJEiOQRI0ZozF+tjpGRkdi/Ro0aePDggbKWYRiGYRiGyWywsFbj6NGjyJo1K/LkyQNTU1NlrWZcXFxQu3ZtIawXL14shDnDMAzDMAyTOWFhrQZl+ejdu7cQy8WLF8e+ffsQERGh3PoZ2m/y5MlivyZNmsDNzU25hWEYhmEYhsmMsLDWAK24+M8//wjRTKV///5iIRiyUD9+/Fik1WvQoAGyZcuG6tWr49KlS8ojGYZhGIZhmMwKC2stfPjwAfr6+ihRokSCwM6ZMyeyZMki/p89e3b07NlTLBDDMAzDMAzDMCysk8HZ2RmLFi0Suap1dXVF6dGjB0xMTBAWFqbci2EYhmEYhsnssLBOhidPnuD69euJ/Kyjo6Nx9epV3L9/X1nDMAzDMAzDZHZYWCdDu3bthOsH+V3LkPsH1dWvX19ZwzAMwzAMw2R2WFgnQ9euXYWIVrVOy8K6WbNmyhqGYRiGYRgms8PCOhnIt1qbsG7evLmyhmEYhmEYhsnssLBOBhbWDMMwDMMwTEpgYZ0MLKwZhmEYhmGYlMDCOhlYWDMMwzAMwzApgYV1MrCwZhiGYRiGYVICC+tkYGHNMAzDfM+8f/8eU6dOhZGREXx8fJS1GUNAQACMjY2xd+/edFs0bdOmTahZs6Yot2/fVtamH0ePHsWyZcsy/FoyPwYsrJOBhTXDMAzzPfPgwQNkyZIFtWrVwqtXr5S1GcPbt29Rr1490Vf6+fkpa9OWadOmiT6XyuXLl5W16cegQYNQqFAh0dczTGphYZ0MLKwZhmGY7xlawIz6pN9//x0vXrxQ1mYMJKzJktypU6d0E9Zz5sxJENa06nF6M3LkSJQqVQqvX79W1jBMymFhnQwsrBmGYZjvGeqfqE+qUaMGXr58qazNGEhY165dG126dPlhhDXNAFy4cAEhISHKGoZJOSysk4GFNcMwDPM9IwvrP//8E+7u7qLu3bt3ePz4MVxcXMTfMnFxcYiKikJsbKyyRjPyfvSvDP2fLOKOjo549uwZwsPDhZiuU6fOF8I6JiZG+T8IX2USq2QBVvfDps8gcU4DAi8vL2VtYtSFNbVD9fO1Qe1X34/OQe2na0PXKrnroI6/v784ngpdWzoHw6jCwjoZWFgzDMMw3zOysCaXDGtraxFMSP7W2bNnR9WqVbFhwwZ4enqKfaOjo3HkyBGsXr0atra2ok4dEsFr1qzBvn37hPAlQkNDsXPnTpQsWVKc66effsKMGTPEZ/z111/Q1dVNENZBQUHinNevX4ebm1tCP0qWbXt7e7HPhw8fcOrUKeE/TQOCwoULo3Xr1uI4EtqqqArra9euiYBJat/mzZsRERGh3OszJN7pO86fPz+Ra8zJkyfRokULcV2okOvMxo0bRXtVOXfunKgnEa0Ktb1nz57ImjWrKOXLlxfn+Pjxo3IPhmFhnSwsrBmGYZjvGVlYk+ht1KgR6tevL/ouErz58uUT28hvmEQyWWgXL14s6sgvWpPFdezYsWL75MmThXAllwgSwDlz5hSF+j46B+1ToUIFFC9eHH369EkQ1iSm8+bNi6ZNm6Jjx45iv/z584tjqP988+aNsHBTPX1egwYN0L59exQtWlTUkcAmi7KMqrCmgQOdp1ixYuJvKysr5V6fuXv3LsqUKYNcuXIlCHnKWkJtIHeZoUOHYvDgweL6ZMuWDbNnz04kovv27YvcuXMnuNWQhfzixYv43//+h9KlS2PIkCGiNGvWTLRhwIABLK6ZBFhYJwMLa4ZhGOZ7RhbWZEUly7EcdEd9lYWFBX799VdhESb3EOLRo0fC4vzLL7/Azs5O1MmQNZiELmUZuXnzpqg7ePCg+Hzan1LfBQcHixR/ixYtEp9L2yiThiysPTw8ULBgQejo6AgxamhoKKzfly5dEuJ+xIgR4pg//vgDO3bsSEhrd+bMGSGqaVv37t1FWwhVYU1WcILEMf1NolYdU1NTsY32obaSGC9SpAgqVqyYKGsKDQDIgk37btu2TVkLIbpVs4KQ2wsdS9+VLOYynz59Et+bjl+4cCEiIyOVW5jMDAvrZGBhzTAMw3zPyMKaBDRZa9UhkUqiWxbKJAg7d+4shC/lv1aF3DNIVDZs2FAIW/JRbteunTh+wYIFyr0+Q/meyepMVl5ZWJOAJ4svWYz3798v6mTIN5msxtTePXv2KGs/Q37L1apVE9ZlaguhKqxlC7WlpaUQ/z///HMiP3JyWRk2bJjYl8Q8QZZ3+rtt27Zf+FSTUCcLPX2eDAlrEtHyAOXw4cPieBoIqLuNkEWcruGhQ4c0uqUwmQ8W1snAwpphGIb5npGFNflYOzs7K2s/079/f7Gd/KpJWJJrAwleqiO/Z7Iwy8g5o2mxGdqPLL4ktMkCTWn91Hn+/DkqV66Mrl27JhLWJLbJRYSs46o4ODigSpUqQriq9qsydE5qJ7WBXFYI9eBFgtpFQpcE//Lly0UdQf7h5PtM56C2ESTgyUJP7ikkmsm6TO3QhiysZYv1rVu3hLU+R44c4nvOmjVLuIakJICSyXywsE4GFtYMwzDM94wsrLWl2+vXr5/YToJQ9qkml4iyZcsKwbl161ZR5+3tjSZNmggRLfd5JJbz5Mkj/KMp8FEdCkKkBWJUs4LIwpr8oNXF+J07d4R7iGqwozq7d+8W7SU/ZmLu3Lnibyqq6faWLFki6uj8JLQJ+djp06cnfNfAwEAR6Cj7m1P57bffxICDfK9dXV0TgjQJdWFNwZDHjh0T10s+noQ26QMTExM8efIk0fFM5oaFdTKwsGYYhmG+Z1IqrEmgymKTXCYmTpwo6slVhCzZtKohic9evXoJMUqQ+CVLL7mGaEJTHuuUCGtqk7pbhcz27dtFu8ilg9BksSbIrYTcTah9p0+fFt9t1KhRoo4ygKhz5coV8Z0paFH+PDqW0gXSOWXUhbUMuX3MmzcPjRs3Fm4odDxlFyHLOVnZ6ZoyDAvrZGBhzTAMw3zPfI2wJs6fPy/qSRiTn7IsYFX9osnPmsQ2ZdmQU/apQiJaPY91UsL69u3bIhCQ/Ki1rWxIgYTUjrVr14q/tQlrylYiBzuSrzcFGZLbCmUjIUu6JugY6sPpu5PvdfXq1cXxJKbla6NNWBNktScLNwUxkqsKpQqk48mir+pSw2ReWFgnAwV40EOj+nKQhTWNWhmGYRjmW/K1wpqyYpBfNgldyh9dt25d4S8t+yYT5OLQsmVL4TJCbhbqkMCkNH9k9U6JsCYfaMofTb7RlC9aHfoM8mMuV66cEOGENmFN/tiUVYTqBw4cKDKW0P9l32wZsmzPnDlTWKxVoWBDcgWhY+gaycGH6sKaRDr5ZVO2EVXo/LRCI6XgI4FO15NhWFgnA/lgkb8ZjYRl6OGhh44e/m8JPdRUUkJq9mUYhmH+O3ytsCb3j6VLlwqRS2KX3Bsow4WqLzX1G7J4JV9mykFNQXu0D/lk04IptI3S3qVEWJN4lYMp27Rpk/B5VOj4MWPGiGwl9HlycKA2YU2Qpb1EiRKikLgly7qckk+GrNNkyaaBAwV3Utvpu1N2lClTpojPnTRpUkIfqS6s6RxktaesKxTISNeQjqeyatUqkQubcoLT9WCYDBfWNA1D6YBu3LghVmxSL/SQ0c1OvkqaAiUyGgpaoMTvtHoT5fukB5YebEoD9PTpU+VeGQ9NoVHACVkZknuY5VW0yOdM9gGjQA9KD3T06NEvVpdShwYSlG6IvjPn6WQYhvm+IPFK4pAC8lRXGpSRxS9ZbVWFNUE5nsl4RNtJDJOvsjq+vr4J+Z7J9UFfXx8TJkwQQrVUqVJCWPbo0UPsR5BLBO1LKfPIp1od6kvIIk37/P3330LUksClRWKojhaKkVPlERSISPVUyA9cFerTSIzL26kd6v0UCXYadNB2CkDU09MT30FevIa+A+XYlqGBCAVsyjmvyRecLPK0L7WNBgYUCErXldIKUv2BAwfYeMUIMlxYk+WXHkx6gOlmVC803UQPMI1WV6xYIZLQf0vooaXpL3rwqH0UFEEpdyhggZLo08NIo9aMhl5MNP1GlgZ6QSQ1CKHpMdqP3FpkHzkagRcoUEB8BkU0JwUtDUuj90qVKiUk7GcYhmG+D2iVQrLYUtyPpnR7JDxp+8qVK7/oK1Stzq1atfpiOXEZst6SVZZS6FG/QZ9Hvtm7du0S/tWUwUPuH6ifIQFLVnByw1CHBCi5gdDKhfQ5lIuaCn0uuVhSn6uaE3rdunWi/6FCFmN1SGyTtZ0KLUWuCXL5IO1Bwlg+F1nU6f8UkKiaOo8CHGmQopofmwx/ZLGnY6jNdDxdCzqegiy9vLyUezKZnQwX1iTiaAlUeojpxqSbV35gqJB/F20n8Ur70A37LYQrQaNVWqaV2kHCknzRRo8eLXy5yCeNxCo9VJQjU90KkN6cOHEiYflXGoxo8lWToRcN7UfWAFlYk8WbBjc0PabpxacKrbpF56AX5bcQ1nGx0QgPDUFYRBRiaPpNWa+JuNgohIeEIFTaNzYuFtGRYQgJCUNUTBrdQ7ExiE7yo2IRGR6KkNBwREltpQ5Ebn9oeGR82+NilPtESO2Kd9GJi5HaLe0TEh6FtLd5xCEqQjqf8jrIbYqKjEBEuFSiOBfrf4G46EiESfd2WGS0dG/TfSM9CzHRQihJt1HGIJ0zMiz+Xo5O5lmk+zyC7vuwSKl9cYiJoqWxQ7/R/Zbcc5uxxETHpOlzTjPBNKNK73KaZVWHRDEtDkOiWd2qSv3rjBkzRB9BKykmBX02uZ3QuWxsbEQQHx1Ps7fkgiKLdrIYk380WdKpbdogwxXNqNIMNn0m6QNNRiLxzlIWTdD5yXJMuauTMhTRbDhZ0OlcVOi85E+u/rnUP9J+6in06PtTXm75eCo0qNF0zZOCBPu/9seOk/oV6uukZ5GeL/oOseSiEyW9DzLyXqc+V/odQ6W+KyZWaoeyWiNiX2qztK/U3pjIcIRK74RQ6vuoz1TpnyKk90xIWASixQdSH/a5L/+8j3SstM/31oNluLCmB4BS7ZAopKkTutHJ1UIutLQp3XTz588XwpVGhppGqOkNBStQPk962dAUEE2PyW4UBL2gxo0bJ7ZTPsukhG16QG4dJOrp/FQoKlubdZ8S/dM+NO0lC2uyapBYpt+BXgxJQS4j5F9Gv9u3ENbRn7zgeO0Ydm1dj1XLlmH1xh24+sJP4wMcHUL7noTFjs1Ys9IARqY7cfjKXXzwTd2LLxFhH/HM3gqnj+zHnl3bYG6+E3sOnMS1u6/h/0UfEALXhzdwZr8pNhquFVHtaw03wnT/Gdx44CptlYgJgvtjG5zYYwajdQZiHwNDI+ygz3R8nw4CIBweT+1x8fB2bFpviDWiTeuxaasZduzchR3bzWFqvh0HTl3FPScv8Nph3ycRH51x5+ox7NxqBMM1dG8ZYPXqNVgnDZw3btgI420HcP7GfTh//Bf3ejLERX7C61tncGC79HwtX4IV67bgpIObxnsmLjoQr25exNG9Jli7ygDrN5li3zlbOL3TnGItzYkNwpsH1jh7eC+2m5rAfOd+HDl9AVb2j+HhHwx/z6e47eiVpgI3KQJdH8H6wkkctNiN7du3YdvOfTh23hqO7p+Ue3wbqL+tVauWcH2gRU/+i5BbJPVxlCbwe4cGI5RBhNIX0vVOrSiXiY3ywRPriziyewvWGdD7YA0MVkv9yfqNMNq4ARu37sKxi7ZwfOOX9AD43xLsgYc2p7FniyFWLFuBNevNceGZZp0Q9+k9HtudxV4zY6xbvRLrTffhxHk73HG4hnPH92LLujXK/nADtu44gqv3XsFHePVE4P1zB1w8tO1zH7Z2PbbuOY6rDk4IzKiHOIV8E2FNqyLRFIq6r5QqlEOTckPSw0LLjWYkNCVEwp7OTVNkckCGOhSgQQ8H7UdTWtrS+6QHZLGmQQeJ4yJFiog2kI+aJr5XYR0R8BFe3n4IS+apjw0PguuDK9izdgKa/S+v+C7l2y2A1fsv/b1jIoPw9vF17FnQDaXyFMA/eka4cP8NAoO/ZkYhDr4vLLFhcl+0b9sRvYZPxJwly7B07lSM7N0OjRu3wYDZ22HvrmqRCYeP61PYHF2NLhXiZ12y/a8zVh+xwZM3PtJWibhw+L19Cqv9C9Gpyk9in6zV+mD1QSs4vg2ANOhPASH46OGFwLCUfK8o+Hm8gsM5Y/SvkV+cL8uv7TBj+QZskQTHZsMlmDK0I2qWLY5fqnfBjG3WeBf8nb2pGEQFfYTzo6swH98UxaTfUKEojPq9RmHazJmYMqY/mv9eAtmzFkK93nNw/JEXtDuH/QtiIuD53BbHTRegx1/FoSO1o1DtodjzOD7nsSpxsWHwfHUbZ4wn4M9CuVCp8zwcu/UcXn7pJ/xlgt1uYdu8YWj/T3007dQHoybPw9JlSzB76gSMHT8J06V/Rw7SRb/ltsoj0pFIT9zcvwojdVuhTdcBGD11HpavWIpZ44aga5vGaNxJD+tOPIBfBloZySpMllqyOs+ePVu8E8g3WVtf9z1CbaXVE8+cOSNS95GbJrktfu/QzAH5ldM1p5l56reTmzXWRFxMEDyeOeDkpnGomZPeBzlQrmEvTJ4xEzMmjkKPxpWQN1sulGk0GGvPv0JIet1fEX548+ga9htOQsv/5RHfq2SLubj6TsPMQ1gA3r64hUMLu6F87gKoP24TLtq/gIvzE9idNcWYBgXE8To/N8Kk7Rfx0PkDgsXHRCPgnRMczmzBoL8KiX0UxZpg9q5LuP/KE99b9vBvKqwpTY02aPpITnWX0WntKLiS3FHITYKmipKCLMfkIkL5rtWXbk1PSFiTrxdFKRsYGIgk91ToJaPO9yqsnU4ZwWDLATyOXzArBcTi+d6JqJmbXiJ50XD8brzW0kdHPNiHUd06YunlLzv8lBENj5vbMbxOURT6oxc2XHNTs2x9wn2LKWj4Sz6UazMTZ1+rB4BG4tioysiq0EHFYUe0WIHfYteYhsgp/TY19C/DMzVKKOY2Ns0wwOknXqmaBrukXx/5pfP9PGB/vPU8gRi4WK5Gh3I5ochVBSO23dZgjWe+C+6sRYtyWaDI2ho73D/fWWHOZzG79S/iWS/VZi4s36Xv3IOPzUa0L0nPog4qd1kKO28t5/vggKX9G2PYTldlRXoSC7+XJzCxZWnkKf4Xxppdw3v1B8TnAXZPb4mi2fOjwcxL6WvNC3PDifm6qFC4BBpN2gv18Ufse1tsGPg78hX6A0PWW8Erg+a0SZT27t1biFG6X8g4Q3E7/yUo0wfFPlEGEfoO5Lb5tdbfjIZizcitlGYJqO2UzWTLli1f5acd5/MIC+tKz2HOqhi5S8W//tNj7NJriALS5yvKdoHZHd/0GWyr4H5kAqr9RO+En1B79E681KZ4XXehf8t+MLyhmvc7FI6GLcX7pFLHldCmpqznNUEhHQUKdJauVwYORlPDNxXWSU070YNPgQbkDkKpdjISSj9ENzu9eOQoZ22Qe8jDhw+F9Vqb/1d6IPtY07V0d3cXAYzUZgomUXcJSUpY0+9AU1NJQWKdorvTWlg/MJmAEVMNYJd0UpJEhNhsQO868VZrRZby6LPeRuM0UNh9C0wd3AcrLb9u2jnY6TjG1S4CRY4aWHBRW9L/ENze0g8lpbZU6LIGtzxVLejhODnud2TPkh2/jT4Oza97d+wZ3xh56HebY4lU6aCoS5jcbgRMb7ql6mVpNa8xCmVVoESfHfhSBwXBam0PYQ396Z9ZuOLKGWC+Sx4YoR3NhmRtji3PfVUGfLF4c34uauSQno1cNTFx99N09T2Me3kWM9sUho70jlYoiqDxlINw1eBOG/P2FtaNao8xFu7KmvQj/ONNLG9XTno3lMZA43vQOmaPcsK2Se3RfPQBpJtzW+wn2G/qhdLS81S2y2o80SYyfK0wqW4+6V1TBWMtnklD8vSHfIenTZsmViAcP3686E80+TZ/z5CvN7WfAicp0YGmNIPfO7QQjzzrTYVS+CZlcNRE1MfHWN5EOj5nFQwxUbN8P9uGXlXjZ0UbLrCCTzqHgsU834L2lUsiL32f7GXQfc01+Ci3JcLdAkO76mGLjco7ITYQjhspK0w2VNVdA23mvhuLW6BoNgUKdzfDx+90FflvIqwpzQ4JOisrK2XtZ8jqSzcbZQWhm4F8kTIyMwgFYpDrCZ2bBPb3iiysKWcnjXJpIEJ+ctRuemGqok1YkxWaAj7oe1Jkt6ZC0dkUUU5TVhSwmZbC+pH5VIyZuQ63UvGRfheWof/Afuiv2xIVyHJdpAFmn3L+QlyG3tuHKYN6Y9XXCOsYDxzVbx5v2e1phmdB2gdMkc7nMK2e9OLSKYXBW27h80RqGE6O/SysNfepKsJ6tiU8UiWsr0C/yxhss3dPlbC+OjcpYS29h4/MRj0d6bqW6gOLO0kPKplvxP2NWoQ18PH+LvQoSp10efRfZxXvepRORDzYj+nDdNG1V280LCGdM1clSczaI0DNikTC2nBkW4zdl87COjoANzf3RnHpeSrRag4sNfboMrH4cP84Fs4ywZdr66UFcQh5sQ/df5auS/4/MPFI/HtXG0836qKY9Nzl+H0kzr1P2gxHApiEMWXN+NpCx1NwvrwAC0EB+Jr2/V4LxWfRjLKqPtC03/da5IEMBW+OGDFCZBqjfppipyiXuOraGUkR5eWIZY2l+0yTsA6+gmlN4zOalR92AO+0x5GmCaHSoL9rs/6YOLIZfpbuZ53CdTHj6MsvB4tu+zBEdxSMbVQCOCVh/UgprH/TNYA25xhZWBfpZgYvFtbxkLCm7B+UkYKCAynDBk3h9O3bV/h4kTgkwUc3Aglw9UTv6Q0Ja0q1Q+en1ETfK6rCmqzlBKX+o6klsi6r5iLVJqwp0wnVp7RQBpe0FNaOSmFtnwpvDb/zC9Fr5CKctLsDizG1kFtqV+4qfbHtQeIP0Sqs4/zw4Ow2LJszCzOmT8Ik/aXYdvo2VI3Nkc/3YuhflJu0AHputYdvUhMRUS+wZ3JdZJPaUbjTctz4IHeKqsL6hBaL9Vvs/VphHW0ZL6wd3qbKKvlZWO9UBoWoEoTr6/uihNSerH9NwNmXcoNi4P3cGhZb1sH8ohNCvB5gv8EczFy9Czdd/xtTrz8UWoV1DFwtl6A2+VvmrQv9g07p6uYQcW83JowYA6PLz2CzuiN+ySKd9+d/sPCCO1QNYykR1h8dLXF47w4RTEuDea1l105pn0O48dr3i846/K015v9Nz21hdFxwGskNC6NCguD69JnG/YJe2+PMgR3YviOZ9uzeie3m+3D5gTsShSDGhuKOYRvkkp6lfNX64UAytqHIR4ZoXCSLNEAvif47NS/zLWNiYiKstLq6uv+q0Iws5WsmN0ZN27/3Qu2mfNIUsKhp+3+hkIWavkO7du0ShLVcKCGBmZmZyKGdFEkKa6fd6PcHWayzoflKO/ils6tRyL0N6NZhLi4/t8e2MbWRQ/oeeSv3gpmD2ig3BcJam8XaloX1l5CwppQ4dOOQMCTxTGncVDNckG8ziVvKG5nRqAprml76XlEV1nLeUXJFWbBggWj7P//8k5DOJymLNRVaOYoytFhYWCQqNHNA9bQQAFm2ye88LYX18136GD/XCPdSoc1IWPccrI/jUt8T43kV+k1Kiu/2S6t5sPL8LDE0CutoN5xc3A8NGnbFvK2HcezITszvVwuFf6mN4RtsEqaEXY7Owd8F6F6sgVnnnidj9fPGZcNeQowqyvfGLge5m/4srKuOO6tF4HjhwOSmXyesYY3ZXcdj9/3U+eTJwvrn/nsTCwGJ97e2oG81Cm4sja6rr8CL2hPhBusDazG0aSUULlgQ1YcaYsu4tqgk/OjKYuKmjM/Y81+FrFRJpR5LMQnCugVMnD4PKGO9bLFCt7T0u2RFpR6rcMsnfXtREtbjBw3EGltJRgc9g1H/GvhJupfzVhuMfU8/P3cpEdZuV3dIg91pmDZdXyxiorXoT5f2WYqDd9+pDVZj4HFrA5oLN5gaGLsj6biR5PC9dwIbF03D5GnJtGfmdEyZPBfml56qzFZJ7+JwD5h2LyHeTaWbzMOtpAbnErGBpzG8Ivnb5kD10YelIa525FUUufz4heLLyNUzKT4L698wzExl0boYVxzXb4FC0oA3e9VB2C89k+ntwh9ybz26tNHH5Y8xiPa6jnmtqX/OgpKt5+Cyi8rZkxHWVbuvgzbHHoflrVCMhXViSFiTry6JZ3NzczEdRb5RFKFMvtTkckAijqZGUsrQoUNFVo7UFG1J8EmckpCkmzqthDWlEKSlWzW1Q1shK35SPm+ahDVBbiF0LgrooNykhLGxsfg+6sKarjMFQCaXT/Ps2bP/zsc6wh93D67CLKkjmjVrtohCnztvLka0r4faDVth0NT5mDuH6mdh5oyZmLfMDDZaHI5lYX3YMd4m5n/XFD0rUwBObtTR2wHZyBp2/0thHXNvI5qVVCDLPyvwWmnuCnywDnV1FCjRdA5uirpY3DYbjd/JHSLrP1hh5ZLMyygEdmYjUZFehHmbY42lvKCAJKzHS0Ijiw7yVW2DEXqjMVpPT6z4FV9GY8yYAWj++8/IKh1bf442YR0Dr2eXsHnuNOgrr93sOXMxd6Y0QKhcGx0Hj8PMuXMxh+pn6WPKrGXYd1a7qLCa11S8lHKUb4JhE6ZjpvTMzZw+HsP6tEPNcoWRr2Q96K27CPdPym8dE4S3L+5h35jayKnQQeFa/bDK4iIuH9mIeVMX4JBd/GwJkzyUkpM6Sgp4/ldIwrp9Reme16mF6XtPwfLKaezeMA8DmlVFscJl0WaMIa46B6SrtZoQwnrwQKy6Ev9OCHM/hymNado5C0p3WArbj/Hvr9gUCOuokAD4eHtJ76/PqVc1F2mfjz4ICo9WCyYOxbNTE+Ofw6KNMOd40u+05IgJ/wS/lLbHyxsBIYlz6cZ8eoD5f9PMaxZU7GiA5NbojQuzxfTalO1AB//ruhFvlPWauHbtmjCW0MJfXP7bhQIWySpNrh9yICkVii0jDUTxW+q5tNURwrpJViiyl0X76btga3MJR7evwZQ+jVCmSHH83mEKdtp5ICKZwV1aIIR162k45xHf5oB7OzCgOmXH+gl19czxUO6OtQlro46inylQrgF6jVbvM/VEwGeX2iWRXSeLcNNkYa1EDl6kVHH0glCFAgHJ4kqikALrjh8/rtySNPLSqKkpJOS1sXjxYrHPqFGjxNLfSUHLgVOHSbm2tUUkk/BVP39yhdw0klp0RpuwJmiJWjqerNH0f/KVps/UFLxIn5HuWUEiP+H55d3YTJ3B5s3YvNkYJtvNMbd/SzRr2wPT1+6A+Vaq3wyjjUbYuv0EHmiJsvgsrOUnKgrOp+agfiHpumUpgx6rrwtLbPRDiy+Eddyrgxjb/h/0NLABuU3HxcbA78UB9CisQLEG43FGBFHGwsFMD9WEsP4by686JyOsw2G/TQ9V6HfL2wIGlnKXKAnrcX8gl/SCLN1xAU5fuIzLly6KwBRRLlpKv80+6HeuLrKC1NVqsY6Fn4s9Dhmvx4ZN8dfI2NgEJkaT0frPZhikvxRGpibYQtd100YYbtqG87bap5Kvzm2KolkVyFNrEAzN9+Lw4YPYY74e8/Q64c9SuaHIVRh/9ZyHYw89E/lue+0ZgCK5cqNCX1N4KF/QkdL9HpkBL+sfAQqCJnc3eg7pmaOO9KvTc8rCWlERvfTnY8Hkzvg1tw6yFKqJyYee42NI0ndsWvFZWMvRx3Hwv22MbiKF5E+oP+EARLfp6ZABPtbBeHxgFMrQc1iiMRac/LYDvphP9zDvb5r9iRfWSa9tS8L6FmbV/yysv1w7kflROXz4cEJ8FBWa0adVIinlcEogYb28WXapvyqGOr1nwXDucDT7lVa2/gXdlh7FS++Mc9dLENbusm6KxuszC9Gc4j6ylUKvVZcgFMg7Cy0W6w7IqsiKMg1HwNTqGiwvKvtL0WdewmXLSzAc+CfyZdVBsR4srBOQhbW2dHs0OpNXgSLBrLp+vzbI4korS6Wm0MpQ2qCVBmnESEKSAguSgoInaAVJejBUA0FUIcszreSkqR3ayps3b5LMMpKUsKbjaAlYuobkt07BjPT/9BDWdB2Tz4YSh9joKLGvXKKkv++ZTIae/hrYeEdLg4jP2yJp5SgtH/mlsCYCcHNTP5SjF1ORBph79j1Cnx3B9CFqriBxkQj294GPnx/cH13G9tUzMLRnK/yaXYGfG0nCWunF4XR4Fhrmp5dcdcw4+ywZV5BAWBsPjj93WXIF8VbWq7qCnNYSYPgB+ycm7wpCA4AolWsXGRmFqJALmNZJD6Y3nBEqDcA+b4tEdBLLbiX4WPfeDq8w6SJLv10srfoY7A+v5+ewsHsV6cWWHQWrD8QO+w8JVkGPnf1QNF8B1Na/ku7TiT8iNEimAS69++QOtG7dusJ6nepsDAmuII2x7s4beHncxMoOv0h/F0KTCfuStHbGE4fwIB94fngvxH1S5f37D/D08hcrqqnzpbAmIvH6+AzUkwariizl0N/kPvzf3YPR6HbJuIKYY8msKZgydbrIcKS1TJ8qDUqW4MAddVeQCDhdmInf6drmr4Np+/9dSKLPveNYv2AKJk1Jpj360zB54hyYXnqSyBUE4e4w1i0mfufSTebgZjKvyNgQS0yoThbuHKiul7QrCPNj4OHhIRaZK1iwoLhPaLaeVpp+8eKFco+UEe8KogNFjorot84Bvl4vYTGjDYpK91Kxdotx3SOZ90tcFMICffDhfUreB+/h5RuAcC2dwJfCWiLOH7ZbhsUbn/I1xOwTrwHvExjVLQlXkG6G0Gb6tF/GriBfkJywJsidgRK+083WqFEj4UqRkZBQb9GihTg/WdDJ71oT3t7ewg2F9hsyZEiyUzZpSVLCmpAtZGT9J/91+pfygv9bYS2Pouk3ogBJGllTOr6vyb/5ePs0jJ21AQ6pWHhMs7CWCHPFkel/C5Gat85IGG7dhJkj+2O1WvBi5Idb2KrfD537TIXJubt4eHMPev5MFuuxOKO8zSLub0f/6pRCrAB6bLmpOV1QAu44saC18C0t1H4prGVzroqwTpfgxdirmKE7Fjtuv1ObEk+aBGHddxd8NUwK+FpvRJdfSfjpoNHMk3BVtilBWE+7mCHpwH5EaOEpWm6ZfGSpE6X3Bj2DFNORnB9lIlR8rE1fx3dgQY92oBflts5RCYONHZJePTMmGPZmk9FTtzM6d+kqAqg0F13xzugzbC18/b+8gzULayIItut7oTwFM5ZsgRnGFlgzpiPGJZFu7+ODC9i3wwQmpubCRVBrMTODqek+XH/l88V96PNoL3pRFg6dMui1+qpanvbUEeRkh+N7TLDVxExzOxKKGbZu2YHzd10TxyxI19h2SWMR1Jz/936w0JaxU0mM+050KZldantx9DF/paxlfkRoZp6s1DVq1BDvACpkpd63b99X5eFO5GNtHi9H4zyvYWEnmsnPivqTD8A5qRVUIlxhuXUaurTtgC4a3wNy0UXHdu0xUN8INvEy4gs0Cmsi8jWOzG4rcmpnqTYcu/avxbC+E2ByQ7Ow5uDFVJISYU2QmMuWLZu46WgVxIyGLEnkrkLnJ+svjS7JWksRulRIzI4cOVJsJ8FJK1hlJMkJa4JWpaIUefLDS1HI/1ZY0+CBUvu1bt1aWMDv3LkjgnhmzZolrKWp4avS7WkT1hIxHx2wrsevUmeWEyXLVkTtzoOx0fqzsA5/fRTjmpbHb52X4rrrJ0RJijTc4wKGlFIKaznuMPopto2sI3yfS/U2wZOkZuS8bbGiY/H4DtHIGt4JKldVWP930u3hwxXMayd9H6lNv/TegodKMxwL67SFgoIpB6+cCYAWmSLXN+p0kyVBWMdnBYknGI57x6BCdgWyVuoCI7uAJAZccYgK+yTeZykpgUEhiE2xxVpJxBscmtgQ+aTvlqdYFdRv1QaTDyahLuNipXPESIMP+jeJIm0X+2j4cnF+z7BtyK9iNcjK3ZbjVnLKOjYSgZ4fNC+ERDM5oj0xX7YhUVG2+YtZu1j43V2PZvmkd2+B6phwWIsSUeJ5RA/lcyiQs9JAHHubyhkM5j8FuY7KyRooi9fgwYNFrNnX8llYJ84K4mO9AboVpMG24jdpUPtY++qEcTGIDJXeB/7+Gp//REXaJ/BTKCK1TIpqFdaE902sG1hN9Kul//wdv9YdhV23VVy21IQ1p9tLBSTiKGCORJ2mVQJlaORGPs5085H4S4lLSFqzfft20VZqA7l7UIojsjaRJZimcameBggkvDMaWrqVgh3IlzopaxdZVeTOm4IaaTqHIHcTqqPPSG7FSMoQQhZv+q70u9D5KLiS/LcJGiBRYAG5u6SGB1vGYejkVbDV0C9rw+/8IvQaMgNHHDWr0E8vT2JCPfJVlF40lXvA2O6zr5florYooZMduuavEkRHhMtR9Cwq/Y6NJuKy0OBxwtXBx2YTulUkv7X6WHJJZVSdiFg8PzQNf2bVQcE2C2D1RrVDDMcpeYGYMUlYrCfEC+s6c66mUlhfxMTWw7DV7msXiNkJH03ne3kIo2vTAjxZUG/6MbgoG/5uZ38hrOtMv5QolVpqoHgFev4zcyGLNcV3kIGBnmFVqxVZscl6Tc9Rku5VCQvEtMDWFyrp9oJdsH/CXyIFZcVOi2Dtm75OOxH39mDCkEFYbal5ZBzjY4/VXSuKjlRRtA6mHElvv+couFkbok2hrCIziJ75XS3PHRGFN3bHsGWTBR5o0ABpQsR7nNFvIJ7vX3XX4om25zv8KdZ0+AVZcpVF36330zX3OPPtISMd9cVkYNy5c2eSsVQpIcrrMZYrLdZDTVWNZMG4uXkwKkoiVFGhH3Y+TEVH+5WE3pfEfJvpOP9W80MV9vwEpjQpIga/iqK62K6a1UoS1o5GHaR3IQlr7QvE2C5pGS+su5vzAjEyLi4u6NSpE1q1agU7OztlrWbIqtqyZUuxAuOiRYuEhSCjIStShw4dhGsKCUsSqTQooNRz3bt3x+XLl1PgY5z2UOAnuatQ25JywyAxQz7rZB0jX2t5JUl6uP/++2/xGckJYvqOlM2ApoUpKb86lM+VfMNk0Z5SXp1Yh5VGFnBMhStI0IX56NRrEk5oXWQrGm9tNqJtCUkUl+6EzTflBzwE56b/I6aiqg3fgdvObnB5fg8nNk1ErZwKFKjRDatOPMTT528Qb6AOwf19M9C0ZC4UqKOHPXYeiTvpaF88P7sWPf8ojBK1h2O3vfpvEIuTer8hm05WVB55XItf8jvsGRu/pHnNWVbJuJyoEe2ADVNX4uRjz1T5PF+Z0RD5daSB4oADX3TgUb6vcGBWe/wstSdH8U4wsvks2n32DkCRPPlQc4qW1VIjA+Hh9AKvPfy1tocWhJJFZGYvNFClGTn6V31b5cqVYWlpqbxqGri/Hq3KZ4NCpzGMXyU2ywa7nMe0BuSzWRytpljAOR0XhIhz3IsRPXth9XXtVvaQV8cwokY+KPJUx8TDGRBQGPsRN831UK2wdF2LNMQEUyu88AhQGQzG4ZPnazic3QmDRatw5HEqXj5fQZSXPdb2qoaC+Uqj7ZwTeO2beBgc8v4xLKa1QOniv6L9zKMJrlfMjw0ZpRwdtdlkU0ngEyyqL707slXCYBO1MNnwxzAZWhPZpfdK6Y5LYfU2fecb4+4aoG3TiTjnrV2rvb9uhK7lc0KRty1ME6WLjcKzDa2ld1cWVO6yGs+UterYLGgqUggW0jVLHNeASPi4vsQLlw8IyXipmIgMF9Y0tUauBCTwUuI6QHlfSTjS/qkO8klDyO+a0s6tX79eWIGTs/KmN5QTl3zP6bokN+Cg60zXkPyj5X3pd6DjqSR3Xcn9g/aj3039XDSTMGjQIGHVTi3RYcH4FBwmXDKSIyLIC6/uWcFkbCPkK1QZww1P4NZjNwRGaJJxQXiwfShq1e2E1Vc++3F8uLICHSrGL+9apm4b9B0xHpOnz0TPqiRocuO3TrOx2+q5in9qJF6d34jhLf9CvbaDMW/9DhHYeuDAXmxZOgHdmjdAs35LcfqZqq9IOD66PIXDFXP0r6IUTZX7wuTCTTxx/hgvZmND4e32FLYX1qBnNVrQQoGstUbC5JQdHr3xQxKxhypEITjwE8KjYz5bLLUSCd+3L3HHajeG16RcuVKbKnbDyq27sG//ARzcb4E9ZmsxtVcjlC+UH/+r1QHzDt2FH31wTCDcHG2xtX8lcZzObwOxy+Yh3Pw/S5VoHydc3L4YYwf1QEfdoVguHeuv4dG+efOmcCfi8j8xMCeDQZEiReJ/D5VCbiEUu6BOVKAnnB7a4OCMNigs9s2NVvP2wvruU7wLkm+aCLheXo6/C9L2fKg/YCksTlvioVtAmmVwiQ4LgKt0Txxe3hdlChZB6+k7YX3/NbyDNb3PY+FxeRFa1a2PUbtclXXpTJwfHCzmo2vdyihStDT+bNEb4+csx/rNW7F1qxFWL56NaTNX4tij9LfgEXH+j7BnZg80qtMQXccvh/k+6ZmT3iMW240wd3gHNPq7AyZssoJn+k4wMD8YcTFBcHt8Bxd2zkTd7PHvjoqd5+HMjUd44xWUYBSJfHkYI2rGp/L7udkYbDx0AbcfaZuF/Tpig97j5QNbWExpjPy5KmKg8RnccXSGr0aJF46He8ehZpWOMLoZ78Ya5PEMd64exOxmlElH+i4lm2PeUSs8cHqPIPFFouD39hXuXtuPMfWV+5RoD4Nj1nj0+iNCwvzheG4TZugNQJeOPTBh7Uk4BXw7vZjhwpr5MSAxTi4wtDqUJhGQ1gR7vsT1QxuwcPpYDBkyDFMWG2Lnmbt4H6xlGi3YGTYXjuPqE1WTXSAent6C2WOGYti4uTC74oyIuBA8PLQU4yYswC6rV5qnYQNf4er+DZg3eaxY7n7MmLGYJHXMuy87aliVMQhONy9gj+EcjBs1XOQiHT5yDPRX7cA5u1fx0f4xAXC+ewFmK+di4qihYp9hw8ZinuE2nLR3R1Sad7ChcL1vhQMb5mPiaKk9dL7B/dGn7yAM1xuNsaNHYuhg6f/j9LFs037YvFKxA0R9wJ3T27FwwkgMHz4cw4aPxYKtJ3D3rXylAvD0vBmWzVuFbQf2Yf3IRihbsQuMHT5+4aJCPnoUi0CFsulk1kKpOe/duydSJ5LAFp2EVCi3PwVBa8sKEPbhOayPb8Gi6eMxYtgI6b4ZBr1py2B+8DwcPVWudpQnbPcsxPBhgzGg/3BMnLsWx+94pJkVJzLwHW6fMoPB/IkYKrV3/Kyl2HzEBk7eWizX0b54fO0QjttnbBB6+PsHOL3NALMnjMCAPr3Rq98g6E1ZCOMjtki4fTOMGHg+PIuty2dh4hjpmRs3FqPHTcXiDRawc03HaQXmhyVWes7vnt2PzUunYOTQ+PfBqAkzsMLkJOxfeiaKhXE+b4TpesMwqH9/DJuyDBan7ii3pA3Rnk9w9ZgZFk7Rk9470jth7gZpQG8L1xBto3kPXDl8Cg4u8a5sXg8vwWLrckwZNSy+Pxw+GtPmb8Axm8fxC5UhDO4PruGg0QJMUvZhw4ePwtRlJjglDSRePjuPDbMXYNO+w9ixuDeql62JUeZ3kV5eXsnBwppJNTSLsGbNGmFxo0AMJjPjDWfn1/CQswyGnsfoWg2gt+/RFys7MvHQrA9lAKhXr16CqKbsR7TSKcMwDJMaIuHn+RxPnWXjwisY92mKduP34N8l3fx6WFgzqYZ8sin3JgkDcouhVcAMDQ1FYBaTyQk5i/GdR2LLNTcVv1ZGhrLokOuUnG6vQIECYrEYWn2WYRiG+ZfEOmLzpBGYstZKGS+V8bCwZlLNu3fvhDig0r9/f5ElhfJcUnAak7lxO7IIk1YexFMVH2wmPojY1NQU1atXT7BSN2nSBMeOHRPxDgzDMMy/x//2XiyauxwnXny7OVMW1kyqIf9qyodNmUUohzYVCu5Mbvl35scmxvUajA024dxT/1SlAMwM0LNB/tMkqCknPOV9T216SoZhGCYJ/F7g1Na1MLvw8pv5VxMsrBmG+fcEPMHZfTtx/PZ7dgHRAKXkpEWnaFElWrGUMvUwDMMwaUSkJ+6d24UdZx4h4Bt3QiysGYb5F8Qh1s8Rp3YYw/zkXXwMjUDQu4e4ZPUQviEssVWhtJXyyqcMwzBM2hAX/gG3T5th/baLcPILR5TfK1hbO8DJ49u4g7CwZhjm64n2wMU1A/F7mXKoVO1P1K5dC39Wr41hJnfgF51GiZMZhmEYRiOheHV6MVpWKoNyFaujdt3aqFmjKtrq74Gj37eJX2FhzTDM1xMXhWBfT7x1c4PrGxexWqqzixu8g6NSsHANwzAMw/wbYhHxyQfvpD7Ize2Nsg96g/d+Id8s1oeFNcMwDMMwDMOkASysGYZhGIZhGCYNYGHNMAzDMAzDMGkAC2uGYRiGYRiGSQNYWDMMwzAMwzBMGsDCmmEYhmEYhmHSABbWDMMwDMMwDJMGsLBmGIZhGIZhmDSAhTXDMAzDMAzDpAEsrBmGYRiGYRgmDWBhzTAMk0kJenMB87u1Qp/Ze/AkRFnJMAzDfDUsrBmGYTIlsXhnvxaNdBQo8PcEnH6nrGYYhmG+GhbWDMMwmZSYkA9wtLaE1T1XhEQrK5kUEebjBXc3D7Chn2EYVVhYMwzDMEyqCIbNDkMsW3ccXsoahmEYgoU1wzAMw6SCsEd7MLh+TegusQQb+hmGUYWFNcMwTGYlJhgfnJ7h6Ut3BMQo65SEeTnhvsMt3LJ3wO17j/DS+TXcfSKVW2WC8fbpXdjdsMa1a9ZweOwC/ySUZpDHM9yxu4HrVtdhe+cJ3n2KVW4Jh+fLu7hx3Qa2tnawu+kAR6cPCFa2KTbMH67P7uKm9TXY3H6Bj2FUG4cA96ewl859/ZoVrtvdh4vnJ8ifKBMd/BHOjx/ByStc/O3v9hS37W7izmNn+MRXqRCHwLdP4GArfabVVVy/eR9O7z8pt0lbI4PgenMPprQuBYWiABoNW4mTly/hxiM3BEQod5Kgdt26fhWXL1vixr0X+BCkdnEZhvlhYWHNMAyT2YiNgp+LPY5vmoq2NSuiVuc5uBKo3CYR5HIFm+dPwrjJszBn3gLMGNsPHVo3w4S9Hso9JMHq/xKnjedjnN4ETJk0DiMHdEHjhi0weMEu3PFUE+Bxn/DScgcWT52IqfqTMHqELhr9VQdtxhjAyiUQ0fDDrb3z0KFiLkmwKpDvf22x+Kgt3irFarT3Sxyd1RqlCxXD3yPNcMfXH06WWzG+d3f0Gz4Wo0f2Rss6v6NO1+mwuP0RQsaG+cLlznGsmdITf5Uti34bz+PKqe3Q79kI/yucA9lL1MHw9Zb4KA8EYgLx6tImjOvbFb2HjJPaOACtaldHvU7jseuutxDscUEuOLNuFFr9+QuyKnKizF8t0atfb0w2ugAncf1C4XxtD1bMmYxxo4agd/tG+KNKdbQbvQ5XnQJoB4ZhfnBYWDMMw2Q2YsLgemMfFuk1QT5JyJZqMxtXg5TbYt/DYnQjNBm1HU5KQ2uM+yUs7FofA81d4itC3HFsRktUrqGLdbe84+vwAZeXdURxRXZU678JjwKVtuO4cLicXYz2dRtBb/s9CGOzJKQPjqsjRPQvQ3bhTajYEa8O6KFsFgVKNp4NhzixYwKvd01Ax14zcP69tMFtD7qUz46fGi3CMyG+Y+G4bwiKKLLij0GmeEPHBrjA5qgBetUhEZwNNXqNxcTJ87DScBOMDSahUXEFspVuBcO74uQIctyLfuUVyN14EWyVGth5x0CUySG1se9ufB4rhOPB7v7IryiK7mus40W8Es/r6zGk+3BsvPxGWeON80vaoKB0/oq91uIea2uG+eFhYc0wDJNJCXq+Ha2zS8KxtYqwjrDE9MalUKqhPs67ymoyGl72O2F6yUf6fyQ8rixBrTwF0WL+eciHCcLuYUErcpMoij7bnworb5SXDWY1/Bm/dlyNJyp+Gu+uGmFos4ZoPvUAnAPiVXRcyGOsbVEYisJ1MPOcLNglIl5g48geGLX6Anzpb+vFaFCmKP6aeh7BYgdpF5d96JhTGiS0nQ8bFbcM25VdUVoS8P/raYhb1HxBAM6NqwRF7goYuPW5qPG6aohWxQugwYwTcBc1Eu7maFU6L/I3mAfHELnxfrAz7SUNSIqgy/KLSDD0RzzBWt0qqNppNizOWuLS+fO4ePkyDm0Zi9+k8yuy/YGZJzyVOzMM86PCwpphGCaT4u24Ex3yqgnraGfsGF4LOoosqNJmJFbtuYDH3uQvEYuQT5IADnfFKf0/JfFcFeN3P4k/RoW7qzugSDYFirXbjOi4KHy4sQhVsxdB81nnkMilOS4EH968wlvfMBWrbzScj42RhHB2VO29EU5KXR90awMG9hyBTTf8lBWvcf30Gdi7RyAu2BnWx7Zj2ZReqCINEsq2nYtrn92icWNVV5TRUaDDpkdIqI4NxH2D5lBkL49ua2+Lqjj/17A5exq3XEMQE+IK26PmWDuzGyrmy4UiDefgXnDSwjruiTE6VCiG6j3mYr3pTmwzNYGpmSm2bDLE4mkTMVF/NY7bf1DuzTDMjwoLa4ZhmEyK9yMNwlrC5+kpLOxeAznJ0pqlOGq1GYrlFrfircXe97G+w09QZPsTk/c8E/urEnhyAsrny4L8v09GTGQgXh8eggKKYmg5+6zSDSRpon1vY0mD3NAp9g8WXfWXagJxcckw9Bm/CQ8TJY0OxYOjhpg2UR/LNmzB+iWjUSuXAmXazFET1t1QVhLWrdY6wFd2L4kNwP01LSVhXQ66BvbKSiICj6TP1J80FQsMjGFiMAw1CudB0QZzcDcZYR1yfg7qlMiNRotv4GOEdIroKERFRSE6RsVMzzDMDw8La4ZhmEyKNmFNRHg9wcUdizGwcWnhC60oUB1DNt9CgPdDGHXOJ9X9ikFGtlDPExJ5ZTaqFMqO/HXmIiYqCM7HRqKIIjuq99mAL2U4EPzhHXxCVazWsWFw3DsQJRQ5UXv0Qbx2u44Fg/tg5p7nn88V8BDbpnXB3y0GYfUBO7yRhHSYy3H0LETfJWXC+p5BvLDuKgtr34fYM60TGrbsjyX7rPGK/KG99qFL+QIoVHdWssI6mIR1cQWK9NgBt5SMIBiG+SFhYc0wDJNJ0SisQ17gvqMrfJQp7fxdH+Doqn6okFWB3FWH47yzGy7MbyAJ6+yoN3Y7XsliVQlZrH8tmAO/6Z1GbFwMvBwMUC+LAjnKt4fhTbXovahn2L3ZArddfKUzfSbq3XXo18qOrFVaY+DwMRg1fCbOvJOFbTTubuqD8rl/QvsNjxLySPs/toBuAem7tJkLaxXLdrLCeu19qSIYd7cNQaksBdF5rfVnl5U35mhfJj8K1ZuN+/ExjhIkrHsKYa274nKCe0nc063oVCEnFHnrYfk1dZcPfzyyP4+zVm7KvxmG+VFhYc0wDJNJ8XuyCx3zxFt5r8tRgIGXsGy2AY7YqawpGPkaa9sWR95ynbD3QxS8bqxH80IKZC3fHZvtyV1DJgrWC1qgZMl6WGz9UdTEeN7CsuYFJSGeDWWbT8bB+/FBibG+j7B3Zm8MWHwUToFqya9jA2Fv0gcldbIia64/MHLd1YQgRRK2uwdXRS5FLnQzeymdkYiE0/nFqE0ZRaRBwuW3UQgP+SSs4DcNJGGtUKD1urv4LOs/4eHaeGHdbT35ib/DwamUpaQwBprdUp4rDh8uz0HtQjlQoLY+bvgGw9+f1LU/bm3rg/yKPGiz4IzUGsDHwxOfAh7BeMAfUrsUyFe9JwzOOCJQCHnpXEdXYKzedFg84QXQGeZHh4U1wzBMpiMOsdHhcLZejXqSEMxTdyQOuUQgOlZSgqFXMaN1ddRoPx+XXvohOCQEwe9uYkHb39BgxHa4kOE4+iOuGvRF2Wy5Ua7NTBx76IWgT5/w5tpG9KxTCz2XX4SnrJVjo/Dm0gq0LZNVEq46yFOiAqr/8QeqVSyHyi0n4eiTgEQp62TCXp/DuGoKKCr0hNn9ePkcTzTsV3dB6ewKZC/dBHrzl2LZwukY3rc7ahdUQKfYb2gxZBUOXH2OqIggHJvSBAWk71h7ziW4B0ciJjYGkSHvcXX2X1J7CqHJjIsIiwyGzeYhKC/tl7NcEwyfswLLZ0/G2DFdUDVfDmTLVRGdJ8/B5guUxzsaz0/PQnVp37x/dMTYafpYsOk0ngXEIOTxTgz8q5j0uVLb8pdExWp/4s/fK+F/1Vtgyq77CFaz7jMM8+PBwpphGCazERuBtzd2YfagJihTpAiKla+JzlPNcc8lFIhxgNHE7qj/R100bd8Dg0eNx/hRozBtzWE8Ull5MS7qI+wPLEP/FnVQq15TtOvcHQNGTcX6Y3dE8F4i4iLgdmM3purWQelC+VCgWAU0HbIC5575aRTVgujX2D+tE5oNMYWTWvxfjO9tGI9ri4rFCqN0jdaYuOkinjyzx9bhtVDy178x1tgaHz66weHgQnSuWxHFpO9Yun5vzDU6haeejjhlvBC965VGkSLFULGuLpYeuQ0XZ0fsmdYOvxYtjFLVWmLs+jN44noHm4c0QsVKDTBiwyW4BcePFqI/PoD5uGYoV6Is6vReiBOPvBEh2hgNv2dnsVKvPaqXKoQ8+YqiUqPeWHLwHvxVxwYMw/ywsLBmGIbJdMQhJiIEQQH+8A8MRIA//RuMyGgyqcYgIjwUwYEB8PP1ha+ftM0/EKEahWEsIoID4OvtDW9vH/gFhSb4PGsiOlw6p3S+wMBPCItM2nwb526F1WP6YtpBebGVxMRGhuFTILUtCGHKtsWEByMwKBgRQq3HITI0UNrujwDpnPRvUHAYomKiEBYcJP4OlL6jqA+NFDm346Klz5SuiZ/K942JCEbQp2CEq3urRIWK6xcYEiGOVYXaFhxE3zMQn5SfzTBM5oCFNcMwDPPd8ezoYgzoOR2WytTVDMMw/wVYWDMMwzDfnJggd9y+fAbnrW/jrtU+zOjbEcM23VYGJzIMw/w3YGHNMAzDfHM+2S3E7wqFCPzLWrA8mg3fgDsJ64UzDMP8N2BhzTAMw3xzwl0vYNHAdmjWsi0Gz9sBhw9awxoZhmG+W1hYMwzDMN8HUYHw8edlCxmG+e/CwpphGIZhGIZh0gAW1gzDMAzDMAyTBrCwZhiGYRiGYZg0gIU1wzAMwzAMw6QBLKwZhmEYhmEYJg1gYc0wDMMwDMMwaQALa4ZhGIZhGIb51wD/B1jVppqvwnMPAAAAAElFTkSuQmCC)
Mechanism :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAm8AAAC6CAYAAAD4Wqo9AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAFcfSURBVHhe7Z0H3E31H8flb1RWRZFCVKRUQimylREpDYmKSIjMzKIQURmZGWVlNZAie+8V2XvvsueD7/++f885nvsc5z7zPuPe5/t+vc7rPud3z3PHuef8fp/fd/2SiaIoiqIoihIwqHhTFEVRFEUJIFS8KYqiKIqiBBAq3hRFURRFUQIIFW+KoiiKoigBhIo3RVGUJMSFCxesvxQlMFi1apW0a9dOPvjgA7N9+eWXsmnTJuvZpImKN0VRlCDnv//+k759+8qzzz4rOXPmlCpVqsjEiROtZxUl8dK+fXtJliyZ5MmTR959912pV6+eZM2aVVKnTi2zZs2yjkp6qHhTFEUJYrZu3Sq5cuWS22+/XSpXrixffPGFvPnmm2ZA7NGjh3WUoiQ+vvrqK3OdMvG4du2a1Spy/PhxqVixotx1112yd+9eqzVpoeJNURIphw8floEDB8rzzz8vxYoVk2+//da0KUpU2b9/vzz88MNSoUIF2bFjh9UaSs+ePc3AOH/+fKtFURIP586dkwwZMpiJhhurV68212/37t2tlqSFijdFSYTMmDFDMmXKJGnSpJEyZcqYDuzee++Vhx566KZBWFF8gfhngDtx4oTVEp6yZctKoUKF5MqVK1aLoiQOpk+fbq7dmTNnWi3huXz5sjzwwAPy6quvWi1JCxVvipLIWL58udx6662mU9q3b5/VGuoqyJcvn7Gk7Nq1y2pVFN8Q28Y140uc/f7772aAJCBcURITo0aNMtfmli1brJabKVCggLz00kvWXtJCxZuiJDKwsqVLl04uXbpktYSxceNG06HVrl3balEU32BVi2hws60bCxcutFoUJXHw008/mWtz6tSpVsvNcH0TEpAUUfGmKIkIsgLvvPNOadasmdVyM1WrVpVHH31UQkJCrBZFcadIkSLy2GOPhQv29mbQoEEq3pREyfr168212apVK6slPExuyTqtW7eu1ZK0UPGWAGzfvl2+/vprE29CzZo//vjDekZJ6uzevdt0WMw6fVG/fn0T+0bMh6JEBEI/RYoU4dzv3lSvXt2UXDhw4IDVoiiJh1q1aknKlCllz549VksYH374oekr582bZ7UkLVS8xTNkxqRKlcpYV8qVK2cEXPLkyaVOnTpy/fp16yglqUInRYfUtWtXq+VmypcvLw8++KCKNyVSbNdTmzZtrJYwtm3bFqFlQ1ESGuJ8CxYsKNmyZZP+/fvLsmXL5JdffjGuUq7dkSNHWkcmPVS8xSNY26i1RJ0l3GM2f/75Z6QDtpI0oBQIM81KlSpZLeEh8Pzuu++W4sWL+3SFKYoNE8LWrVub/gVX/D///GOusQkTJphMPQK+T506ZR2tKIkTxk7KhuAmZaPYNCIuKaPiLZ4gVR/3RefOna2W8LDcBxY5LQORtEGQlSxZ0gy2WEac2JaUyZMnWy2KEjkU48Xaz0bJGSYIuN9VuCmJHeIxe/XqZSYdhw4dMuVvKN7rT06ePCmLFy+WIUOGyIoVK6zWxI2Kt3hiypQpZtCdM2eO1RIeLh5iT5glK0mbzZs3m3IgefPmlQULFpi1KM+cOSO//vqrmX2+9dZb1pGKEnW4hnbu3ClLly6NsPyCoiQmPv74YzN22mEixHFSSskfLFq0SF544QVjWOE97K1GjRpy+vRp66jYsW7dOvn555/lt99+M48Uxfb2vMUUFW/xRO/evY3L1C3w0iZLliwmQFNRCCB/5ZVXTEdCcsL9999v/sb1FUixbitXrpR+/fqZ1SGw/owfP958N7cyKDY858/vePToUfOeEa1OgXuRiu7B7IpmIvD555+bv/mexLotWbLE7CtKYqVt27YmLvzs2bNmnySbzJkzm79jAzF0t9xyi7FCN2jQwAirDRs2mJVHWHarVKlScv78eevo6MPrIQzpt3kfBKItEm+77Tbj+qXOYkxR8RZPIN6olu9LvKHE+UHff/99q0VRxGRSEZSLOd+X1TYxMnfu3BsdFxtWZWbL9n7u3LllwIABRlh5Q3jBU089Jd9//73VEnOoiffOO+/I//73vxvv+8wzzxjrNhYob4g7paRGMIctkLTAObh48aIRsvyNqFaUxExciDfbmvfee++5Fjy3CwT7Wt0hIvicfEb+HxHYpUsXk2jBRHbNmjVGsPGdWGifY9q1a2f9Z/RQ8RZP/Pjjj0Z1+xoc8LfzQ2rSguIN7nTcXTZ0NIm5rAPX92uvvWauZayFjRo1MoHFlKrgcyPqsMSVKFHCzEbTp09vRAVZZYCwSJs2rdSsWdPsxxQWssbSzWdo2bKlmWUjVFgnls+GmPRelJ1CoLRPmjTJagk+OnXqZL4jlk1EM38joBUlMeNv8daxY0dz7dMn+AKLGxmurFASHfiM9qQVK7fdr7lBX/f222+bY2NSbULFWzzBoMZg5Steiar6xDNF5NpRkh4UWSUj0CZHjhzGnZoYIdCXTFg6I9wQkcWM/P3331KtWjVzfPbs2Y1LFYhpYVYaUxdmixYtzGtSB8rN7TFr1iwpXbq0OYaBgGMQyFgG3UpqBAsq3pRAxJ/ijYkk1z2vGRmUI3nuueesvahRr1498/o//PCD1RIxhIfwWfif6C6wr+ItHrFNsbhyyCTkh8MiYbszsM4pijeFCxeWJ5980toTY0l6+eWXrb3EAxZBhBtugujGUbEIvx3TRyYZmWV01mSWRQfEnl0Wg0zKyJg2bZqxhhN7wn349NNPm1lzsKLiTQlE/CXeNm3aZO53rFxRgXqaxYoVs/Yix/ae4W2ILkWLFjXhHdHp81S8xTPjxo2Te+65x/zIZBQy2yd1n0xCRXESKJY3LMdc0wTpRhXcBMSAHDx40HRaTGroXAkUJogYURcdeG8+A9a8iFwQDALEoCBisMJlypTJFD0m1o7kEBIXghEVb0og4g/xhvvy8ccfN3HnUQ07oR+i/40K3FNMsqkQEJ1kK/ohQjyWL19uPpt3DCqrLxEDT21PN1S8JQAkJxD7gwkX0fbvv/9azyj+YPbs2SYolI3lpgKZQBBvgwcPNkIgumZ/sGPQKDrctGlTyZkzp9lnwwIXVXDRcp4oPHvkyBGr1R17zUREG7F1dJB2Fhi1Frdu3WodGVyoeFMCEX+INyz6XO94v6ICgom+tnbt2lZLxDCe8/rR6bOAuq/8H0YdslxZaB8Yw2h/44035OrVq6bNiYq3BIC6XWSe2NYBgtKxMgTrjD++IAD0o48+Mhacxo0bS/PmzeWll14K6LVjE7t4w0VKJxPTEjejR482sSX33XefeR3vjcSHqGILk6isc0j86bvvvmtmyog15/tGtYMPNFS8KYGIP8QbMa4ZM2aMslUM8UbsLJmgWMcig7I7xLRHt34in4eJK0laJCvyvciSZ0mwO+64w3glfKHiLQGg3hId5/Tp080+Axj7LF2jxBwsP860a2ILEXD79++3WgKLxCzeiDGj9Abm/mPHjlmtMYMJDQkMzECxwJGNyu+GII8MyovQ6ZG5FV0QMdyPlPLBCkfcW7BmfKt4UwKRmIg3+hMb+ibiyerWrWv2o5IIxRKWlBHBdVm5cmVTqskXGGHoB/Pnz2+1RA8mkyQrpkuXzngACN+Iyr2p4i0BsAMbibcBBiz2UdxKzODGZvBGABN8zrZ3714JCQkxAaRU0g5EEot441w6Z5VMPrhuv/vuO6slcog9QVCzigQbr+msuWbDb+rLZeCNLUpwh0YE4Qrbt2+/8d58Dmf8C9eLxrwpSuIhuuKNxD8SvRgDwI6FxUswaNAgefXVVyO0wLECCe5KW+ThGaNkiK8xBOsYNVr5nDEFaz+f0d7Ico2s71PxlgCoePM/xDkh3iZOnGisKNQSI/6ApUkwaat4ixkINGLCWC4GVyMuaYJr4fXXXze11Lzr0EUGVjXW1yRZh0K9fB+SdpgVxyT2EyFCnFtUzgnFMnlvkhJ4b/6P96ajjixOLhhQ8RZkXDknu3fukCMnY74KQCAQXfFGv8+1TakgIIEpV65csnbtWpMIRRapryQAYDJKGMiwYcOkT58+poA3fQceMjcIy+H9iKuLDWTB8jpY3/AGRIaKtwRAxZs7Ma3rZdOkSRMZMWKEtRcKMyxKawTqWo4JKd64TnFdshYfbghmglyziLa//vrLXLPRdVXyv8S3YfWyrWDffPON6bAiyxJ1g3pKfA465sigqjqxJdxnvDfXBIU6EaBly5aNsEMPBlS8BQ8ndq3wXLtDZOmq1TJ13A8yfvoq65ngw14NwbaI48ZEhEUEfT7/QwwsE0UmoPwfpYwim6hRQoh6rKdOnTJ9Ht4CBCPtbpAtynuxfnlswDNAvUsmyFFBxVsCoOItDC5Y4tSYDWXNmtXcYD/99JP1bCiIus8++0wmTJhgtYSHwZ9ZEWZy/p+ZE6ZsMoAQBIG8BFBCijcqhNtimN/ANuMz4FObkOs2urGElBRhGSonxJtR6433QUStWrXKuDT5LbGm+lpjsGLFiub/oiK8EPesH+yEwGTiTWw3La53Xo/vyXeMjmUxMaPiLRFy7ZzMnTLec533lcmzlou3o+zA9o2ybZ93LOl12b15o+w/eki6NqopXX+aLWdPnpGjW+bJW6+9JUv2hFqmgg1WP/F2SVLMm1USIoK+gwQF+hr6BzshavLkydYRviF0gjWkKbjL5I6+CWueL+MCE1D6ScRebKHQOSEqUUHFWwKg4i0UAs0RJnz3MmXKmBsGczX73Dg2DKi4t3DbuUGNLjIWgUHp008/NcGmmM0DvX5eQoq3r776ynRexJAgonBHc63iRiCTNyYgpqmF5A2im98Q9yWw/i8Ff1llAasYLg9fxSspvIkVMCrgsqXGoncnzCyc88v1g9WPazJfvnxmEkAcC+6ZQLXaOtG1TRMXZw+sleplCkmx8q8al1n54gWl2GuNZM+p0Ouza+3yUvMz78znS9K8ahlp33eQ1Kv1rvTqP1A+qlFTvur3gzSs8ZL0nbnNOi7uoC4jBbARNFjd2bhvsY5hoY8LKAOE+xJrGBsxzL7WCPfGXk3B3iIqnovlnu9FFQgbynXQ7/E6n3zyid/6Ad6LFWgYo7CycS55pORSdFDxlgCoeAt1Z1LNnpRoZzwaMy3caHYMAYMtg6ivqvlk5+CO8yYqWYqBQEKKN6yddCicfzpQ241ARxrTjEzcF5TnoHI5KfJklVJvjbIdtnWN1Rq4H1hbkGQGZtG21S82IF6InaGaOe9dsmRJUyCb97Zfn8w0smeJh2NGjQU3quUFEjv0N/byX1gWO3ToYGb6SkJwVlq+UlDK1O0mZ625xPXzB+SDMo9Jhcaha252rllaqn8W3gvRtFIRaTdkknRvVlu+/XWJXDp3QU7vXSpvvVJV5u2MeDk6fzDKCqxnIs21xMYk2bZsMZb5E+4/3J5Y0ZgwYoEj/pb7ljqekcFn43Nxj0dkQcerw3GPPvrojdg6G3u8jq1b1AbPEq9HH/PEE0+Y4sG8L23RKbmk4i0BUPEmMnPmTOPC8rX+JXEEBJfbC/tiMcHt5QblHaJTEyyQoGgjliAbzhlxaPEBiQm8l/dKByQw4KqMyszXDYpeYkWl7hIbAp7MKgQcvzngNuB+wM3nBm4Nkht8bbji3VwcDDSUDEC0Yeklzo0iwbhMv/zyS/M//D/Wvm7duln/FXcghrm+7Q2rX3Rj/mIC3xGLY1y8ly303eD9GEBtMczv6GuSxXO4d/31GRmQvc815yAhubBtmjz68OMyf1+I1RLKkSVD5cFHSsohz/fuVa+CvPRhV9myfZts2rhJtm1dKzVLPCltRiyT49tXSPdvB8jKtX/LtLGDZdhvkQe4+4MxY8aYe8jO5LQhHo2QCIpsk53pD/jtuUexwDuzwu3C4JFNPugLcJ1GJrx+++038714TTxA3hA3x6Qvqhb+yBg7dqx5vdWrV5v7hY3JI54N2jds2GCO87723e4DFW8JgIo3MUV0cYf5goByih7aMVdYnLCWMPMbPny42XiOR2Z9BJQGI5UqVZIXX3zR2hNTTyimBXFjAm4STPq8J7NYOujYuA/c3KaAG4F7gJpHCAt+e1+LO9t1En1tqVOnNm5BJ7bb1NkR4mbn/xgISMwgqQExF5cgTvhdEbLen52ZOOcoKlaF6MIAi+sIqzbngfOEuziiQqDRhfuW+5Hf0wmiiSxfXPFAHBGTEzcBx31NuQe33zEmULyb39U+zwzU3EstW7b0S6xSdNkze7DkeaqUbHcYgy4fmS9PP1RQlpy5IkNbVJG7788jL3p+oxfKviDly5WWrHfeIe1GLA499uwJ2b5tm+w/8p/Zjw9s8ea2CsnIkSPNucVi7Q+4Tng9RI4T7h+uH2pDRgZ9infdNzewvHE/MGnjnrRrsEJciTfnOeQ+xCthrw09adIk447me2Kdc9YwVfGWAKh4ExMrQSCpL8hG5EK2XadYnzhHxCGRacTG8zzSjjsuGKGT8iahXHh0yFHJ6IwMhAkuAidUMed3REDhukS8+YoBIUkCt62v7euvv3at1YZ4w3LpFG907rw3sXxYexjkKQ0Ql/C7ch4QayyLY2+IRgQO1dX9Wb6Ec8p7USaF88MAgThGxPE5nJaUmEIMIueSjcHHG74PgxZLAgGJIhznNrASb4lIiGrwdmQQVoHrzT7PxPrZ7x/T+M3YcPLvXyRP3mdkjaO29ZmNv0jeh5+THVeuSa8PKsgbrYbIRc81icC9dOmUNKzwjDQdGDpuJAQID34Xxi7EBhvxqNRG497CPemvrO1y5crJI488Yu3FLbbblOutdevW5r6wRb2/xRvjPa+HNZAQETbuRybGuKPtPp/CwPSDhJjQ7ozfVvGWAKh4ExO3gDXNFwsXLjTnxB7Amc1zcTOzZ4BgQ1DwiFmd5+Iae7UG4tCYtWM1YPFi6shhKfCVERkbEBOY8Yl7I7YPN0J0F2yPDOoUETTL93NCx0Uwte1mwr2A1dQZFwK4PYmTczPx2/A7OcUbgzeWGoQ5AzwDQkTiLabgdnfWh0IMt2/f3lxrzIQRffEl3hiY7FpU3hA0zechJs1f0PkzWcL65Q33GRMgfwkY7kdiBvktuWe9349kIm+XNG5s9t3EG+IKd7a/RCWFWYmvdYJlg2QZ+5q1H7kGqRHpywUca0KOSc2ieeS9rr9YDaH0/KCMFHot1MLSrdYL8vZn3rXFrkrTys8lqHizC956b1issKZzjdk1IP0BVmHCGuIDW7wxptAnULLD9nCQiOFP8WafQ+4PJlNshI3Q5m3xx7NEG94PN1S8JQAq3sQMFsS0+RI8dPCcE7szYCbkK1uITjk+Yt74LHwmOxsRIWeLOdqx7PgTxATmcqwwCChKouBK4r0Qi/6CDoPXZKbrFF6UkuA5Ow6DwQ63m1MEAPFrCPLIxBuvh+i1Y97oKHlNuxQMAp1j7Bg4f2HXi8L9br83HSdttlC0S2gg6KKCr9UhIsMWbyy/48T+/pGVQ4gq9kL8FB11g/dDrPgDxBtiEPHLgOQdzuAm3hB6buAyQ0T7U7x5J/7YkARFDKR9zfK708+Q7cw5c1oP/cmBlb9K4UcelFdqNZWePb+WOq+XlYfzl5X5O0ItPu2rFpbKzbwnMBelTom8Uq+Xe72x+MC2GnFtDh061Fi6WdqJPtAtzhSIgUMIcS342tzcsIg3e6H26MB15fYe9uZWr80Wb7Z3AcHGPpNXRDyTSTfx9v3337u+h71RLN4J55DXw9KPFwFrH/cgqz9wzfOagOWNxAy3iTKoeEsAdG3TsHPg5u7EyoOws7Mq6Vijm20aF2ARwWXgViuI2BkGLX+lkxPAalv3nOuGkrbOucNV4Q+wcvB6bHY8kg0DPjNrO46FjpGBjeB6J1WrVjWuuYjEG5nFdE647uyN7FXvwGOsHbyvv0t0EDtDh4gItt+bIGHvaua4p5jxRsVFTLwNYoR4quhaaBBvuJgQ4wyCiEcEOX+TDcsA6WYJjQn+jkWKCMQb70XfxuDE31hrAauqt3hDKCHaKUWDO44sPDYGUsIq6AP8tSYxJSZw61H6gUkBjwyuBNjzmW0Q9tzjXCfE18Z1YsPJveukV5dPpWmzFtK1zw+y60RYWMT6RTNlwVrvycFVWTFnqqzc6p84wGOe3yN8UEbkuCUs0A9R/NZX/4xox7qJEPG1eZfosOH1iD/j/52Q+ELSEVYsJ3gn3N7D3vhtndjizTuGDo8HGaHUmeS6dRNvGCHc3sPe6Buc2DFvbsYarJdMegAxF5HlUcVbAsAFwizQXouRwYNBOqaz+EDFFiHMsLgxmOHQYXKjE/djx7sgZLA+sYSSG2QTsfZcXGOLNwYlJ9QE4rv4y6Vpp5O7rddJTAkDMrM1f8BgiosKAYwA9RYNbuINK6hb7B3xbFgKIxJvwQTCggkGvxMWPErcRBXEG1m2/C/n147dZEPU2YLHH9iTQ3+JwYiwxRuFVAFLKwM71hcGXG/xhvUGCwR9If2fvZE9zsDHhM1f4o2wAM6zneXMwE8JCgZKb4sk4o0t+Lkufw74VBp3Cb8iTWTY4s3ZL3EO+d39GepARQJeE6HthIkOz+H29wdu4o2JHPciiXVYxPzVt9viza3/JpOfMCAg3lvFWyQwa6ZjQzyx8TcpxnENsxcCFXfv3m21+BesB75m26h+2xWGWRarhJsLk7a4jP1gkMJag+mdGAAeKV7o7ZZDvBFTgXXLDVxwUU1YYBZHMHRM3DGINywFZP9wXhmosA6xGgCuW0SNv+LeWN4lomxcf4LrA/cVgceIEO8OwyneyHjiN2JwxrqCYMENQceGxYiBOKmINxsCiXEXM6gRVxeVvgPxxqQD9zvXENeSPZlhZQtfYDXgeve1EX/pxJ4IRCUzz5uGDRu6voe94f5xYos3BnnAQotA4p62k0G83aaIOc6FE+4xt5g3ri3iZd0+j725DbJYhfPnz2/thUK/wrnmd5szZ45pIzjcWSoiaDmzXV4u9JDU/mJUuJUdIsK24jqvJeIW8YBwLv1pMSd5gEQTrORY7bHyIWr4DFwH/oLrldd0xpfhEUBo8Zy/xJv9XriSyXSnT+URAwTt9hqqeAXc4jRtVLx5wGyfPn36G9mL/FiY2BmMuJF91SKKKcQGdO/e3QT10pkxA2TAtGN+/AGdHIKHztFtxs2sH5cNsIwUF41bzRyyADkvUVlWJKbQeTML4ab3lV1Gu1ucFVADyM207gaClc6A3xt3XXSyNxG4/GacK3vjemEjGNyfvx+xdMz64gPEG50u2HF9dBzgFG8MdtwfuJuwjtoBt/yNAOSescUbHS0xc5j/g3XD0kBnTPFQ7jXOHTNnhE1EWXdc88S8EcvoDecda5SvUiFcs0x2fG1uris7AQKXrBtkXTrLEACDo9t72Bv9phOneAMEPm3E/9CvOsUbos4JGaFu4o2+k3vD7fPYm1tNL8Sbr/uJ69uOpyX+jd81KoRcPCt7du2QHdakP7Jt167dsnP7Vlm9coWsWrvO83+7PW3ux9obmYg7d2yTtatXysrVa2XbDrIT3Y+9sXn+Z7fnmA1/r5EVK1fL1u3W6ziO27PvgCwc30PuuCWlvFy/k+w4FPmkg3PLuOIWo0b/iNeEe8GfEzjiDvldGSd5bya1xBf706DABJQ+zM3Y0aNHD/Pe/gpTYdLL62GswMLMPUFBckoHeS9+z9+4+32h4s0DHSKdCx0G6fN0cmx2dWZmgf6Ci5rlRLBeMJvAAmbX0uK9vH+82MD72MHtrBvqBNeAbWGxXX4INSdYBnkOv3+wgKWRWAQGSc6BnTgSGVjYEGr8L4MzsTP8jnT+bjEbNggi3MK+NkpVOMF87lZSIyIYBHE1uL2HvbllLiHesCjaxTUZyPnNCWJHkCLe7U6NARfxizuLSQ0zbjbeG2shnazdcduWJIRhMG+cHzphHvm+bAwEEVl3EW8MRFiknGCRI0zAXzXOeC9ckbi0nRNRJmV8XqzR/sBNvAEWSUQ/9woxh2CLt/jKNnVLWMCrwOe13X2IN7cgczdO7lwp7ZvVl48aNzHfL7KtabNm8nGjBlL9zTfkrRrvSeMmzTwixP1Ye2vatJk0afyR1HzrDXnzrZry0cdNpVkk/9PEI2w45v133pY33qwuDRo18ew3vek4XvvzL9rKE/fcYs5By4Fhtc18wYTEXmnFDbsYsj/FG3AN87psEa2UEFN8fS8ssvRrjNN8Bn9gvxf9rb25JSVgWPCVrAAq3jwg3hjI3WaADO50zP6yvtm+erdBFLM+YsAfQbLcPHRWWIR4P2fmHssS4SIALlCO8WV5Y4CKTtYVgw6vxUwssW2cd25EBpkvvvjC/O58P9yuzCYj6nTsmDfv2CbaGKgZHHxZWhg0Ob++NgYxJ1hQsA66dVTc1FyzDDzeIKjcXt97Y3ByYos3291HJ8W1iIDETYJFzVu8eddA8oaYOW/xRkfLecbyG6wb4oLVJriWOL8EWGPJikx4cY6ZedvruXpDhhuvhbUoIutddOD3Q3QjDJmk4vZm8sj7YIX31/uQdMVrOrOhEWj2fWALRQQE+26hBlyTPBfTlTycUOya+wmrGtZkfi97aTb6SXvigpsqKa33unzCl3LnnZmlw5ApcvayfwVXoEP8tW1N99fSWP5ExZsHW7y5dSIIHEoZ+COWCXGIq8RXcD0WGISB20w0ujCAIiqon0XcAN+PwcbGTby5ZbsiEKIr3uyONzFvWAEIiLZvTjaELu4EX9jijYWKvbHPH3ELbiBgsL752pxLvwDxFbymW0kQOwDddm3aIOr4jG7vYW9u7g6neAOuBc4NAxsDnB3HgniLTbZpsEEmMBli/B5kudnV0SODGT6WfV9CgfItlG7xZzwskxYyLHFtcf2TScc168/4XsQsCUgIUCdcm0wI7GKjuF2Z9LiFLhALS/kfZ6Z1TMF7gluKkhbeG3F93pNlYgYT40AdF/y3dY4892he6fX7zSsYJHXs8kn2xkQjsaHizQNWKcQNWYT4tdlwi5E9hyskOllkEUFclnfAblzCAEosEnWkGCiIE7DFGniLN++ZPrEfCD42/qZz5bnodGjM8nG3IXIS44YQRRwRv4Vrhu9HlhtxDxGZxrEmcqwzto04HAZansO65y+wBvKaFL5FAGKF4LqkDZHkL7caFe95TecgjvuIdqxJtnjDFYp12E284V7AFZhUxBsTG9ybWLSw6PiqcxUb4uI18SIQA+Wv5BolELkuU3/oLn1/Dl1qSwkFA0vdunVNv4ehhUcmOowPvlzFCYWKNw929gouBX6krFmzmn2CCN0yqoABio41os0J4o3OPibxJW6v7705scUbKfJgFwa24zncxBtCDdGGy87eKIWAsA222SiB9LhRENMsgB4VayfZu7gM3YLJsdhxvVAawV+xEXQWCGjc9nxWRBMblh5/FVUFrBJ8L9t15A2CnufsuDzOFRZdN9c+8VtcU0lFvOGmZobuZjlVlMTNdY+Ij/5Se3gCqMEXjDChIVuZsZCQAvo+ag0yDiLg3LwWCYmKNw+22xSLERYF4qLIGCMmxZdLgcBwezB128jGc2bD8FrM0n1VTkeEMRt2ijFKOODic3sfe8Ml4Y0t3kiEsMFFwkXIoEMMiNNtasc1eYOrJbpu08QMIgSBzvclntEtzs8XxAUhmnwJPa4d3FxuYjo2cN3wGxGDERcdCHF1fC+3z41Li+dsQco1jcXP7VgEXVSzfhVFCTzssQIPRrCB54WJKp4VYkL5nnjJqITA31HNQo4vVLx5sMWbdxA2gzCCiWBet4wPYoIwr/raSGV2DvIIKqrmUw/HDaxiWDWcJTGwiGARc3sfe2PW4I2beEN88N4sC4TljVkG2DckMVFOcCEj3ryzTf0V3JwQIEYR1pRq8bfIUhRFCXawSJHE5DZeBDqM2YSIMOYRamQnKmJ0oURNYvIqqHjzYIs3Z3CsvYAsAf/+gmBdNxWPSKIMBQHF/hAVbuINqHPGjYcFjgKhEBXxxqwE9xBuM9zMbqsMBApxkWquKIqSFMBQYBdU99cKB4kFrGyETZGU5e3NIrkIo0dimvCrePNADBrihbX3nNgLadvrkPoDBBCv+eyzz5oincQKEdNEzJ2/sqsQbyxLY68P6o0d42e7Tflu7BMX58Reg5SkDYL8EbpYAsnS0oBnRVGUpAchNlRhYGxgLeBgACMGblOy652lvEhkSGzjnYo3D8Q9EXjs9uMQw4PY8nfAPgVTCYSkrhAFcyn7EFFBvphAUL6vlRFYL45lc4Asxi5durgGwWNto5SEd6wVIg9rZCC7TxVFUZSYQ+kp6kEi4GrXrh3QblRi2/geLHMX3WXkEgoVb0q0QPBhQnbLTFQURVGSDhg8iMdG+BCKQwFoNw9WYoQkLKxt1Gfk87Nyjr/KL8UHKt6UKEPhTNZkw33KrMsfxYQVRVGUwIbxgLJGiCDqQhIKREWGxBpfTNkne/lIipH7a1nK+ETFmxJlcB2TUIHljc2Z4aooiqIkXVhhpEaNGqZ+JsKI4H8KxRNX7bakXnyCwGRFE2K9Kb7Per9UHQjUcUzFm6IoiqIofoPalFRWYLJPMh5CLkuWLGYfKxf1Ns+dO2cd7X+w+GH5o/xWhw4dTMkvPgMbcXpjx461jgxcVLwpiqIoihInIORInGNlGAScLaLIVqVQOis2kBRIcVyWFySBjkQ5islHtrFsICKtR48epnIDyxSWLl3alDKx34d1m1mjmVUTWNIuWFDxpiiKoihKnEPJjUWLFplKCCQIILSoR0oRXGqtIrZwaVKLlFi0yDZboPE/iDRqkrKcIIJw5MiRprh8YlvWyl+oeFMURVEUJcGgvilWMUpoDR482JSy6tu3b6Qb1joKyVNcl/Wl2exVEYIdFW+KoiiKoigBhIo3RVEURVGUAELFm6IoiqIoSgCh4k1RFEVRFCWAUPGmKIqiKIoSQKh4UxRFURRFCSBUvCmKoiiKogQQKt4URVEURVECCBVvSpLnyuXLsnD+PPlp1AjZumWL1aooiqIoiRMVb0qS5dq1a/L9wAFSuGB+yZUtq+R9KKfkzpldqr9eVY4dPWodpSiKoiiJCxVvSpLlwzq1Jfu990injp/JmtWr5NSpU7J44QJ5psCTUqncC3L+/HnrSEVRFEVJPKh4U5IkY8eMNta2zZs2WS1h7N69yyPqMsvQ7wdZLYqiKIqSeFDxpiRJXq38krz+6svW3s30+KqbVKv6irWnKIqiKIkHFW9KkuPihQsmzu3zzz61Wm5m1ozpkv+xR+TfEyesFkVRFEVJHKh4U5IcJ44flxxZM8vIET9aLTfzy4Tx8mC2rLJ3zx6rRVESB9u2bZOff/5ZNmzYYLWEh9jNs2fPWnthkKDz33//yaVLl6wWRVECFRVvSpKDQeyFUsWlzSctrZabad+2tZQuXlSuXg2xWhQlYRk9erSUKFFCUqVKJalTp5aMGTNKoUKFZP78+dYRoZQrV07q169v7YWxf/9+yZ07t4wdO9ZqURQlUFHxpiRJPmvfVh7L/aCrFeJKyBUp+GQ+admsidWiKAlL586dJVmyZEa8Ib42b94sS5YskfLly0u6dOnCWeFy5sxp2p3s2rXLvEa/fv2sFkVRAhUVb0qSZMvmTZLt3rul3vu1Zf/+fVarmPIgnzRvJvdmulP+Wb/ealWUhGPBggVGdHXp0sVqCYPr9c4775QXXnjBahHJmzevVKlSxdoLY8+ePZI8eXIZNEizqBUlIRg6dKgUKVJEzpw5Y7XEHBVvSpJlwfx58qxVoLdGtTekwQd1TY03ttkzZ1pHKUrC0rBhQ0mbNq1rHBu0aNHCuFKPWoWlH3nkEalatar52xueV/GmKAlHmzZtzESM2NPYouJNSdKcO3dOfhw6RD5p3lSaN2ksg/r38zlIKkpCgBh74403rL2bWb16tRkQpk2bZvaffvppyZQpk7z66qvGAsf2yiuvGOscxzH7VxQl/unYsaO5B0+ePGm1xBwVb4qiKImU69evGzfoa6+9ZrXczKFDh4zlbcCAAWa/cOHCkj59evNYsGBBsyHo8uXLZwaOYcOGmeOUxMHhw4dl0aJF0rdvX/nggw+kZs2a8u6770a4vffeeyYO8vfffzfxj5pBHBioeFMUP/LVl52l6ssvWXsizRo3MrFwipIYqFWrljz44INGyLmxYsUKMyAsXrzY7CP2Xn755gLUGvOW8Ozdu1dGjhwprVu3NkklJJcgtPn9UqRIYX67kiVLSqlSpXxupUuXlmLFikn27NmNaMelnjlzZpPMQjIKYlBJnKh4UxQ/8lH9evLIgw9YeyJVKpaXUsWKWnuKkrD88ssvpsP/+++/rZbwIAQyZMhww92PAMBN6mTfvn0q3uIZYpvIDm7btq0RXGnSpJH//e9/8tBDD0mZMmWkTp068u233xqXN8LuypUr1n9GDskqu3fvlj/++EM+++wzqVixoikhg5gj5nHSpEly+fJl62glMaDiTVH8SLOPG8lT+fJaeyJvVn1FKrxQxtpTlISFjj5Llixm8Hdmqa1cudJYbLzruvnKNmWgV/EWP0ydOtW4QMkEZrC+//77zW/CuUekxZWo4rW/+eYbefLJJ837ci3o7514UPGmKH7EH+Lt6tWrMn/uHOna+Qv5stMX0uWLjtL7229k8aKF4UqRKEpMWLp0qbHWUGT3008/le7du0uNGjWMJQcrG6sq2OBOe/HFF629MHbu3GkGDmKrlLhh7ty58uyzz5rzjEu0ffv2JqHk4sWL1hHxAy52VuHAxcpnqVSpkk/LrRJ/qHhTFD8SW/E2etRIef7ZpyVLxgzyYPb75PG8ueXxRx42S3Ddc2d6ue+ejPL9wIFG4ClKTMEFhxggAeGpp54yMU7jxo2zng3j/ffflw4dOlh7YRALRcbplClTrBYluuCq5DxeuHDBahHj6vztt9+kaNGiZmB++OGHjXBKLC7LZcuWmZhJ3LVjxoyxWpWEQMWbkuRZtXKFtG3VUl6pVEFeq1LZPDZuWF/WrF5lHRF1YireQkJCzHvemfY2sxrD7JkzzAB78eIFsx3Yv18mT/xN6tZ+z4i4EkWflY0+1qNUlOjgK3lBiTsmTJggb7/9tlSoUEHq1at3Y5mxL774wgzIuCq///57U34osYE79a233jKfc/LkyVarEt+oeFOSLCtXLPcItYqSNvX/5KEc90vNt96Q2u/W9DxWM8tdZb4rvXz+WXuzfmlUial4+7LT55IudUqZMD7ytSI3rF8v+T3vUeTpAmb2boPYGzSgnxw4sN9qURTfTJw40QS/K/ELCQUItoMHDxqrG+VZ2J85c6asWrVKvvzyy4BIDiC5hbjHWbNmWS1KfKLiTUlyHD16RHp+3V3uvyejPHBfFun0eQfZvXuX9WwoJz1C6IsOn5qbo0e3rlZr5MREvM34a5rcmeZWGTn8B6slYhbOnyc/DhsqzxZ6SmpWr3ZDwI0ZNdJ83l8mjDf7ihIRZCdyvWgWYfyBlbNJkyaycOFCM9k6ceKEiTGcPXu2cWMHEoRuUHrm9ttvNyVmlPhFxZuSpDh27KiULh4aT9K0UcMIrVRXQ0Kkft06HoGXWfbu2WO1RkxMxNuLpUtK0cKFzPtFxpEjh+WRB3PIU48/KgP795NM6dPINz2+Ms+9WKqEFHjiMTl7NvZr3SnBDyLitttuU/EWz3z00UcyYsQIk+zBNnz4cJk+fbp06tTJOiJwQDhQH47SIkr8ouJNCRqoTUX82qGDB62Wm3mzahXJmO52GTViuNUSMSFXrsjT+R+XNp+0sFoiJrribeuWzXJvxjvkh6GDrZaIwYU7fuwYSXdrCin23DMmueGFksVlyuRJkv62lNK3Ty/rSEWJGBVv0QdrGSKrXLlyJgu3du3asn79euvZUMgIZbUCJxyHSCO7117Bwua7774zNdoCETtOz3kelLhFxZsSFCBoGjX4UN587VV5p3o1Gf7DsHCB2Ai7xp7nU9+STCaMizyuzBvcmXly5TBWu8iIrnjr/10fuSPNrbJq1UqrJWr07d1L0qVOIQ/cf688lOM+yZfnIXksz4PGJawoUUHFW/SgPAprwz7wwAMmAxfRQskVMi979+5tHRV6Xml3wv/kypXLDLYNGzY0Im7OnDnStWtX+fDDD40wDCRIphg9erQpG8KqDJSbsWH9XDcBq/gPFW9KwINwa+4RTUePhAqX06dOSeuWLWTI9wPNPtaqWjXfltSeC71/3z6mLTrs2L5N7s10p/w8/uZSCk6iK95atWgmWe++S/bs3m21RB0yZLG23Z85k9yWIpl0+LSd9YyiRI6Kt6jDRJDyHZTu8K6DR821xo0bm0HUXlKsRYsW8thjj5m/vWH9UMpsAOccdykJIz/99FNAridKcgXfGyFKkgVFhAGXMO3//POP2VfiBhVvSkBDp/dh3fdD3aWHDsq+vXtNWY2DBw5Ig3p1Zf++fUa8der4mQzq38/6r+hB7aXizz1jLHqRlVVo2vgjyf/YI9aeZwb6ahUpX7a0tXczLZp+bNyfManbxudClN72v2SSK/t9snnzJusZRYkcFW9RZ+3atWagZHkxJ9y7d911lzRt2tTst2zZUp544gnztzc9evQwFrnoZK8nZvjezZs3N+eFFSCwvpF4kTVrVtOuxC1BL96uHtsgn3fsJgeCsH/S8kxiUu0Rb5+2bW2sbWwIqN9++dmsUDB/3lzryOjTp+e30qj+h+bvXt98bQrmnj4dOuv+9uvu5nknuG7zPpTT2hNTiqR08eetvZtBvJUtUSzGHTquFl7/7WpvWC2KEjVUvEWdH374Qe644w45fvy41RIeVh+g9hmwagULxCPmmjVrZh4RdIULF5Z8+fIFjXgD6lNikbzlllvMd8YtfM8998jRo5GHmCixI8jFW4j0qFvcfMF3Ok+w2gKffZtWyNifxphZ4M+//ikHTkeepRisUCaj4YcfuF7ACKndu8KXAIkO1F7j2hn702gZN+YnU1aE9SD/XrNG0t2a0ixZ5WT3rp3y99o11p4Yy19EnwE3a8miz8VqxYR/T5yQ7du2WnuKEjVUvEUdCuZmypRJjh07ZrWEh9UmKLoLiDdciDyyyDuPn3/+uTz//PNBJ95gx44dcvfdd5u+ko31UJW4J6jF24RudSRF8tSSPVtWSZEivXw+eqH1TOCyfupQeaNGfVm0ca+cOf2vLJkyWN6s2VA2HI/f9e4SEwP795WOn7aXc+fOGrcmcSjdu3W5qT7b9m3bZPWqlfLP+vVREku4ZF8sU1IezpldWjZvauLeJk38TcqWLC6lihWJcNDDIvj32rWyZfMm2bdvr9V6M108ApHXPe5jUPDFRc/rb/jnHzl39qzVEgavtXnTphvfERfytq3u4m7rli3meX9Bvbz169aZc2w/njwZWIHYSQUVb1GHFREYKHGfulGmTJkb4g0rGyskOPn666+Dym3qDUt6cX5YC9c7JlCJOxJWvF0+IX/+PFL69O4lffsPlMkzFsievbtl07bwwdvbVs+TH4cM8hzXWwYMHi6rt0cy0F07L+N6fCRZcxWQwaPHS+tP2siY4d/IQ1mzS+fhMyUkEnfj9cunZMHUCdL1i46eGVNH6dKli3Tt2k0GDP9FDpxKwDUlL+2V8vlzyWejllsNcEU6Vi8qFRr1leDrEqJGiEekYAUjxo0EgI/q15OvunS+EQS8eOFCqVqlkuT2iLBCT+Yz64SWfP45mTH9L/N8RKxcscKsJ0pWJ2uNFi6QX+6+I50smD/POuJmli5ebOLYOJ73uz/z3VLt9Vfl8OFD1hFh/OMROEMHf+8qwiJi4z/rJZdnUkKtOicD+n0nT+V7VM5YnWjbVp/4dN0WL1I4ymVQosK7b79lEjD4bDk954yNUitlShSTwQPDl0dISrAmJDW9KM6aWFDxFnVOnz5tkhDeffddqyWM+fPnS4oUKaRXr9AyPYg3LGxOSFgg4SEYxRtgYSQJQ4kfEky8HVo3TSqVeFbqtuohc5eulNWrVshvYwZL6adyS40O9gVwVvq2qSUvVq0rE6bN9xyzSn4b3lde8Ay8nw+bYR1zM9sX/ya13m8gS3d7BsRz2+WDOo2Euf/htVOlTu36Mn9zJOUUrl+VE4e3SeU8qeSWHGVk4fLlMnvSSCn28D2SreBLsvZg9AbaY9tXy9Chw2XPfw735qX/ZPLYUbLcEqP7Ny6UEWOnyGlHX3rl1D4ZP2a8zP21jzyY8wmZOG+1dGzyvrRr31La9xorcwa3lMx5y8mBKOpKymYkxjXzYsuRI0eMlevwoTCRNPXPPzzi6y6p+GIZmfrHFNm7Z7dpe/+9d4zIYDmpyPiy8xeSNtX/jOi7LcUt0rhhA+uZm/n15wnmuKYffyTLli42WaQjh/8o2TJnklcrV/Tbef9n/TqzQgT13lgH1ZvePT0TlRz3m6xbwDVbuGB+87cTivoSI+gvyr9QWl4qV1amTf1T/pjyu/zp2Yg/RFhnypBWRvwYtVUkggXuNWKe3nnnHalbt65Ur17d7NOe0Kh4ix6sInDrrbcakbJr1y6zxieLxiPcqPmGwAPOq69SIdmyZQta8ZZU2b8/YZYjTBDxduHIGil8761S7uPQUg7eLB/TQ+q2DR1Qx3aoJikzPi6rj4RXJbtn95fbk98m3/6+zmoJz0Wv9R4v718tdT1CbtcNr+I1OX/Ru7O6Its2b5KT52+OG2tbJY9kKR5m2Ti4dJg5WdU6/Wy1RI0lP7Q2/1e87jcS7puc+Fsevi2ZNBwcOhv/vXs1SXZrXtns+C1Ob/xF0qdKK81btZAnHn1GpixaJ1+2qi/t27eRLgN/lblDPpF78rwg+6IQ+rZy5UqTCdWqVSurJXghPu3xRx72CLeyVkt4WAAelyXZqRFx5sxpsypDmpTJJe/DuW5aSssG8fjIgw/IV127WC1hLFm0SAp6hNKSxYuslthBXN1zTxcwcXiszuBtufuud0+TNGGLN74nx7jxTIEnTdKEv2C1CF9isOrLlUzplKQEpSCclfPpdBPD/afiLTxREVUU2X322WdNRiXZlfnz5zf13gjct/nqq6/kpZdesvbC6N+/v4mNi0/xNn78eJNMQbwdFkH6f3+zbds2E+dWpUoVs0brr7/+ajLh/QHZq9SSc7Jnzx6ZMmWKtRdztmzZYgokc4+y8VsSnzhp0iTrCN9s3LjR/J6c34QQ5Aki3ka1rSTJkmeX5YddTEVXTsqqNZvk330r5YGUyaRi65HWE95clHcK3iXp8r0uxyLpdy4fWGPE225fIWHXT0jTD2rLvK3OExAin1TKLZmfr+eRd6Gc3f673Oo5WS+3H2O1RI3lP3WSVLcQzHmr9JyywWr18O8/Uihremk5YqnZndanjtx277OyzREycGbL73LfnZll4LhJ8vLTj0iPSZutZ0LpXqu4FK/dPUK3KRdXz549TUFJfnA6mGBn5vS/zPJR8+bMtlrCs3TJElMgF2tZZMz1dCIZM6SXPr18V0H/uvtX8nCObHLKx82EmPRXPacVy5eZMiQ/jRopaVOnkK6dwwSCU7whznCPuoEAbN6ksbUXexBvWPqccE5YTL9OrZvdTr5gRhtZaZbEDHGPr7/+uqxZs0a2b99uBgo2MhYpaMrfCYmubRrGkCFD5Omnn5YDUYj/JJaU2Ddc4ba1zRtibt0sq9z78WVxJZGL1R9w07L+6Pvvvy8lS5Y0lsORI93G1JgxcOBAk6zwyiuvmPd78803zXtwbfkD7hOuUWIOvUEgkr0bWxBuvD6ZwljH2fg7S5YsptAwfbYTzm23bt1MVi3fe3cManT6A4o7x694u3ZMXs17u2TIX03+jaBfXjs+NNOv0wT3BW/7Nyzhef4embn95pvHm0jFm5yUJnVryYIdzh8pVLzd89z7cvbyFbl4ar98UrWApMlWQOZuO2EdEzUW/dBWsuUqIO9VKyapMz8j/5ywRKtTvPV+X26/r5jclGR9eK5kTZdBhi86JOsmfiuVqjWUv3ce9XQEp+XvWaPl5Spvy/I9vs8Dy5YwQ+B8PvXUU7LEI1qSAl9372Zqrp11uQGBQYvF3Zt/HDXxgqsyIjFRr05tKVuymLUXtyDeKr5QxizfRZkUFrYnOQCc4q19m1YmBo2ivu1af3LjkS37vZnNvr+gNErRZwoaMdmpYwfzSFkVlvHKluVuWb4s9FqPCAZHsvQozRDIC17jIidGigHO3vr06WMq0mMFmTVrlnVkwoDlgvMcm0znQGfr1q1SoUIF0ze+/PLLcvjwYeuZwIU+CgsSBYGd34dludKlSyfr1rl7raID544SIVxD3vz555/mfM6dG/MyTTb169eXlClTGkunt3uSa5cxLbYQh3r//fdbe2EsXbrUfIepU6daLaGTMRIzEPk8h7jjOy5YsMBYZONzY2WOatWqmc8Rf+Lt7CYpfHcyyVaqgUQ0B5kzsKn5YN9M/ttqCc+otlU8z6eR8WsjvtncxNv1a1fl4oXzct7zY1w4v18a1X5Xpq87ZH6c8+cvyJUQbFgh0rbq43LbA0Xlqy7tJO/9d0nxt1rKxgMRi0U3Fg1tKZlylZStR7ZJmftTSqG3vwy1kp0KL96m928oKdJklVadvzFmaLKTeOzySS1JkyqDfD8zdHH0v+f+LoOG/Cjjx4+VYT+Mks2H3eOoSGvnZrXTuAm4pbwIa+/NmzfPXHiBsjHQbd4c3uIYGaymkC/Pw/Lvv/9aLTfDclrv1qhu7YWB4Dtx/Ljnf0+Y7b///vXMnC+aTCraz7vErtX/oI6UK1PS2osadLQn//tPTpwIfR/nduLE8Ru15bxBvJUvU8pz/XquY89WKP/jUql8aGdGwoJTvJE40LpFM5Oc0KplM2ndsrnZst97j0locIKl9j/PeaMMifvnOhHOVWSDW5QYwwKPPyoFn3zMxPql9Fx7HzesLxs3elmdfYCwwQ1hX6+BXKUdC0zVqlXNufKG2nyvvvqqXzpdJeYMGjRIcuTIYVyKwTShxbqXNm1a46Z1AwsZy3E54Xpt166dKbiL+9PeGjVq5GqRZGzCQuVmuR03bpyrZZnkDmI/vV+f92vTpo2rFbNmzZpSvnx5I9TKlg0Lf4lr8Xbo0CHTB40dG7aUIuOPd0kU+ieuH9rie8NlT+ka54ofMSVq4i3koFTMlVLueKq6SSLwxcZJ3cwJajvKPUZo4EclJNn/ssnCvWHxbW64ibdTe1ZLi7o1pOZ7taVu7bcl3yN5pOJrNTzH1ZI33q4lv8zjorsurSrnkcxFPpDjh3dJzWfulezF68gNG87VszJ/6q8yYuRoGTNmTLiNRc//nL/mRnzboqGfSIZ7CwkFI3bP/E6Se77X11N3ePb2esRbuhvibeagJnJL8lvlqcJF5fmiRaVIkSJS9PliUjh/Hkn+vztk6Kyd5jiby1cinjEz67cvNDbW5Hv88cflvvvuC7iNmRfL0EQHyoIgTkh0cQM3BpY5tyWz6rz3jklOICbOuaVOnsxYrZzgfvSVGABMDpxWDsTXk57PcFe6213fi/VLK1uizBtbvCGkYMnixZLh9tQyaeKv5vqLrduUGXvObFnl7gxpb/pMWTLeIXemvU1WrvDOeg6lnOczIWIve84tnfrOHdtN5i2rU1x1EXveYJXC2sa1SmceDBYhirviSsJ1SpA7EydcqcOGDbOOCLUAMzkhPumPP/7wWQjWX3AdsrQRggULTFzE61D7y22hct4LgR4V92RUWb58uRnMWUtz8uTJ5nHTpk2uLi8gVonCslxnadKkMWKGJa0QEbgXE/OGqywyuM4omPvXX+7Z9LhNKWXi/N3pDxFkrVu3lvbt25uNmE1iq4jndVKxYkVjtYwO/Fa8PiLRfg/udVafcHMpk+Dz2muvme/E74WbE/wl3rCG0+cQV4dhg/uP8/Pcc8+Z2MaDBw9aR4bCtUNsH58FyxfXOeeNCRr3bXxuGCUQbv4ILYlyzFv/hiUlWfL7ZME+96DGc2fPyKUja+SRNMmkcJ3Q9OvwXJIaBe6Q+0p8KGcj6d/dxNu1EM/JPnZEjhw9KkePbJF6NavLxCXbTFXoI0eOyrkLzCRC3aZZng+doZzbNVdy3JpMyjUdZPbl6nlZuWCGTJr8uzETe2+TJ02U+Ss3hRNvd2QtJP9cCN3vWbeYJL+3mGzbuUlKPZgxfMxblmfF6Qk+u3WKZE6bXvr/td1qiRp0XjNnzpRHH33UXGy4TBctWmR+bJ7jhw+kjUEnOjCTfOrxR+WT5s2slvDM+GuaZL4zvaxZfbO4+2vqn9Lr229kYL++N209v+khC11KhSxdslgefiCbrPUM1E72799nXIe/TBhvtYSC23PEj8OkX5/eru/FKg5kazoJE29hVsXOn3c0JUI+adbUxJfFJmEBlx9rw7JwvvMzDfBsffv0ci19gnhr3LC+tRfKrl07TbmVz9q1sVrCQ8AzHTTXKBuDKSU1CFaeNm1aQG24WZwLjDN7x4LA4Muj92z+xx9/lNy5c0uqVKnM5Cp58uRmRk1R2LgAi7v9fkyION/EDrkJrdjAoEvsk9OihZU4Y8aMZsD2F8WLhxZix4VnP+Ia5PuRlOGMM92wYYP5HezrjX4REYIFjglzYt34ndwsZk64BrG8kQ3rBhZHJsTR7U+dcN6ZmMQlXEdk8gKuYH4vkhW4jr0tcTZ8ZyxkbhtuXueEkFhH3LL8/ogy+55AXDqvG2+GDh1qlkTjXvJ2rQYqURZvZ/YslsczJZPHX2kp/zrE15Zl02T0pFBf+Z996kuylFlk4rrwUWCrf+4id96ZXcYvi3z2FnnM22lp/mEdWbTzZjdYuyp5JHOxsIFoyaj2nh/2Fvl6UvQ6uhvizXqLa6e3yPPZ00qRCtUkf86s0mbkMtMemrDwnOx0TEDOb/9DssRAvNlgAqaAJBclQZaktycVBg7oJxnTp5EJ48bcuHFDQq7InNmz5LE8D8nbb77mVwtPlZfKyxN58xiLkw3uReqfkbSyaOECqzV2uIk3OpvKFV40VrFnCz4lZyw3RHxmmyLeqLPnhBUqMt+VQdavCx8GsXPnzhuTCzYGfNwYPFKCIdA2EoKIR3HDeZ0x6+c741pF5DDZQLQi8mj3d0YqopHzyutj6cOqgJUBMfXII4/4NZieQZfvgOjwdq8j3hAWxPz5iwIFCpj3YWJK/JEt/D/66CPzGRj03eCYZ555RvLmzSszZvguPRVoIGAQFggcNxCApUqVsvbCQMzhxiT2j0B8NgQNAg3B5ISSN2717ADrqlvIAxOcypUr33h9Nt4PV6pbGIG3eMNCTQkWPjsWMix/TkjOoD9x2/itnROrfv36GcHGvQf79u0zVllctW7uYG9IQiLEAwtdoHsJoizeYN/KSfJCgZzybKmXpUO3XjJi5Ajp1+dr6TVwtBw8ZZ+0EBnbo4kUK1NFvhs6RmbNnCYDvvlMyr/4koycvdE6xnOxrp8nnzZvKB17jZKzDs/M5X0rpUb1WrLTl3i7flzqvf2mzNzk9aOGXJSdG5dIieyeAeXOgjJn/XY5fxnTZIh8+V5hT4eQQboO/UV2Hoha4oJTvMHmGf0ljadjSZYspXSeEGr5iSjbNDbizWbw4MGmNAAdGqbwpMJ3vXqagP1SxYpKw3p1zeoIt6VIZgrXHnVxB8QGXIkP5cgmeXLmkCaNGhrhVKFsacl8ZwYZPmyodVTsWbp4kTxf+Omb4qk2ejpMRBIFgm3LG2LqiUfzmL+d5H04p1lezF8U9Xym2u/WtPbC8/abr0uJIs+alTBsEJwMuiVKkIAUKt5wDWEJoqwBgcOBsiHAFi9e7Bq744Tfje9arlw5qyU89mSLAcIf4FXIkCGD64LhDLQs5/TTTz9ZLeHhsyIIcHV6bwx0iDE3yBK89957zXewXV3A8bip/ClMcQHa64o6YWAlwNwXCFbWH8V9its0WOpfsuKDW0Fh7jdipsiWdIJYIeyHOGksv2xYpii86xY3jDjkN3YuGcax9vl0gtuRWDysf/Z78H64Ld2uJW/xBsQ/c00h1okbdUKJEr6j28b3c7oYneINiNVLnTr1TYkYbuB6Tqg6b/4kWuLNcPmUzP59vOcHHCzDR42VBas2uZa7OLZrvfw6foxnljhKfv19uhw+E6Zyr14+LTN//01mzfhL3nu5lHT9KdSKZRNycp+M9rz2CZ9lZy7JqmVL5YhXZdzrl8/IynnTzKx0lGf7Y/ZSOXkh9JNdO3tIxv8wRIYMGyHLN/pe9sibef0bSbI0eeTvcBPba9Kv8YvmQmwzOvQz/97DM1u9/THZ4piAnN74q9zmOa7nlNivX0nMDbOlpFDnzRssPogUVlZo0rihKQ8SVwHjFOYdNvh7qVm9mpQp8by0b93KLEPlTw4ePGDKhLi5Pv6aNlX69/3OxJ3BzBnT5UcfwnHYkMGmpIq/4DNRBNmNQ4cOmiXLcCE74XswoaDTZIJBsk4wgxWMe5+wBjcQtDxPzJw/oIYVlkG32CVgAHLG99hgGeGzOK2MuHhHjRplHRUeLCrUy8KCwe9pu/AQR/El3ogLwj0YlbgshAixiAjSYADrL/cS7j+s24gX3Ib8lixh5es6iA4IIX7fPHnymAxIQnF4j/fee8+4rXnf2EJcGULUGyyHXI9ubtPowsSC4H+ncOS65j3ioi5eYiT64s0PXL8WckPwTezfXr4dk/iyhk7sXi+T/5glzvXjEYITf/5ZNuwLtfod3r5Kfvtjjpx1CM2QM4dkysRJsuOIf9waiJaoWAcUJb7BekVsDx0nQcPEqgQjWMAY4HxZerASkMnmr5giBkHcgzFJTiAJgKWfevfufdNGYoAbFKnleUQbIs+2kiAi/C3ecHNhPcHSRJ0u3MK4TBEVt99+e6Jakiw+wbVYqFAhkxFasGBBE1NJeQs3F6gbWKMQSFjGfIHg5xhiKCn+TgYm1k4sZP7AaXkDrMiIcmLuYguWN17LzepXrFgxU4Q5WKyxEZEg4s0m5L9dMqj/ENl/LrB9z4qS1LFdWQwIuCODEayMiBhfGZFAjI7T6hBTsExhcY+v2JxKlSrdWFnCLoRqB3b7W7zhcse6lytXLlPbzA4NIRuR5ISkDNYvhBRCjozn6IBlDSHGbxkZ1GMku9Vfbn4bLHm4Wp2Q5OSPWnVk1WNdc5vU4A7GMu7PWNDESgKKt8uyeOY02W35Rv2QOasoSgLDQOCPNPjECLFxJDdQpd8NLAEEnbsF9hMnhLDztTVocPPau8QfYXnxBSLS17mmzheuSbeNshxueIs3wDqDJZEBEUuQm3hjICWWye072Ztb7TCsI97xTwgWLECsKIClL6mCIOG8xyYbklIeJAkE632ohJIw4i3krAzt1FjeqvWRdO/cUYb+Ok+u6HWmKEoixhZnVJB3g+V/sB65Za6SeIRFxNeGy9AJFkwsmWRjOkFQYZWjxpcbWAkRAcSO2ZtdONXXKhFO8YarjiB2shnJJqbWlxPEG+U63L6TvfkSb8SreYMliPPH+yVV7Lgt3IIxjeWjpAuZyCregpsEEm/nZNWiOTJz5gwzw9i8N3pLVymKoiQEnTt3NoOrs3QPgogYLixH/nRzIozINPR2N1HGg+QCPod3/bnY4hRvQAIY70MMXIcOHazW2IN4o06gE7sUiy/rZjBDXHO2bNnM92cjbiwm8Y4kPOCKVvEW3CRozJuiKEogwWBKLBqDK8HeBGeTVMA+1g5/Zz4S24O1DwsYiRBYpUgK4f0QkjEZ3H1BLS4Gfid2cVw3y1tMQVxgCXQD6yDPU+Q7KUENNixuJKrwSH3PmJxzStlgdVWCGxVviqIo0QDLGqssUHCUQqLEbhHT5qyd5S8oCUL2ICUjqH9GcdToBrJHBb6Tm0uV74WI8LV0U0wgq9VXyRK+L6ssEOCeVKBuHwKZMjMsuYa1lTpq1BVkP6pWtN27d5vX8a7TpwQnKt4URVFiiNtC/4oSXVjBgKQQCtayogAraLB2KDGNuOKjep3VqVPHxEkGS+07xTcq3hRFURQlAaGunXdiSpcuXYwFjUK6URFuWOZY5YT/8ZXEogQXKt4URVEUJRFhlwyh/t24ceMidJuSzEL8IMKtRYsWVqsS7Kh4UxRFUZREBu5TSsiwZBb1+YiHI+7wzz//NIvFI+pImEG0ESNHZrCSdFDxpiiKoiiJFNZwJTmG5IX06dObJdp4ZBkxMp1xsVJvT0laqHhTFEVRlETOgQMHZNeuXSajlEeSEuJr6TQl8aHiTVEURVEUJYBQ8aYoiqIoihJAqHhTFEVRFEUJIFS8KYqiKIqiBBAq3hRFURRFUQIIFW+KoiiKoigBhIo3RVEURVGUACKoxNuFCxfk1KlT1p6iKIqiKErwEVTirVOnTlKwYEG5dOmS1aIoiqIoihJcBJV4q1+/vlky5OLFi1aLoiiKoihKcBFU4u3jjz+WjBkzqnhTFEVRFCVoUfGmKIqiKIoSQKh4UxRFURRFCSBUvCmKoiiKogQQKt4URVEURVECCBVviqIoiqIoAYSKN0VRFEVRlAAiSYm369evW3/dTETPOTl+/Ljs2rVLQkJCrBZFURRFUZT4IcmIt/3790upUqXkjz/+sFrCmDNnjpQoUUJ2795ttbgza9YsKVmypGTIkEFSpkwp+fPnlwYNGsiBAwesIxRFURRFUeKWJCPetmzZIsmSJZMBAwZYLWGMGjXKPLd+/Xqr5WZGjx4tt9xyixQoUEB69uwpkyZNkn79+kmuXLkkd+7ccujQIetIRVEURVGUuCPJiLdt27YZ8TVkyBCrJYxx48YZ8bZhwwarJTyrVq0yzzdp0kSuXr1qtYZy9OhRSZ8+vbz11ltWi6IoiqIoStyRpMQbAgwLmpPff/89QvGGa5TXvXLlitUSng4dOkjq1KnlxIkTVouiKIqiKErckGTE2/bt2+W2226Tp59+WmrWrCk1atQwG38XKVJEkidPLps2bbKODoOkhEcffVSqVatmtdwMLlTE3/Tp060WRVEURVGUuCFJibe0adNKlixZ5PHHH5e8efOa7YknnpCsWbNKihQpXMXb5cuX5aGHHpLq1atbLTczceJEI9569epltSiKoiiKosQNSS7mbejQoVZLGOPHj/fpNsXylidPHsmXL5/VcjNTpkwx/z979myrRVEURVEUJW5IcuJt2LBhVksYEyZMMOLrn3/+sVrC131r3ry5eR7rnRtffPGFiXn777//rBZFURRFUZS4IcmJt4iyTSkncvLkSWnbtq2Jcevdu7fJLiWjNFOmTFK2bFk5d+6c9V+hLFy4UG699VZp166d1aIoiqIoihJ3JBnxZtd569+/v9USxsiRI29Y1lavXm1EGysovPLKK7Js2TJzzLx58yRHjhwm/q1169bStWtXKV26tCnW27JlS3OMoiiKoihKXJNkxBtFdBFjM2bMsFrCwHpWpUoV2bt3r9UisnHjxpvasMo1btxYihUrJs8//7xUrFjRZJoqiqIoiqLEF0lGvEUHBBtxbnv27LFaFEVRFEVREgcq3hzs2LFDatWqJYMGDZKZM2fK6dOnrWcURVEURVESnoAXb2fPnrX+ChNvly5dMvsXLlwwj9Fh8eLF0qZNG+nUqZN07tzZJCsoiqIoiqIkFgJavK1bt84kEPTt29fs2+INSDigNhvxbIqiKIqiKMFCQIs3rGK5c+eWdOnSyfHjx025jnvuuUeuXbsmlSpVkrvuusskKiiKoiiKogQLAe82pZQHZT5Yo5SSHYi5AQMGmLZff/3VOkpRFEVRFCU4CIqEBequIdbuu+8+Y4VjAfrKlStbzyqKoiiKogQPQSHeSExggXkEHBsrHlCUV1EURVEUJdgICvEGCxYskBQpUhjx1rFjR6tVURRFURQluAga8QYNGjSQBx54QM6cOWO1KIqiKIqiBBdBJd7IOF2/fr21pyiKoiiKEnwElXhTFEVRFEUJdlS8KYqiKIqiBBAq3hRFURRFUQIIFW+KoiiKoigBhIo3RVEURVGUAELFm6IoiqIoSgCh4k1RFEVRFCWAUPGmKIqiKIoSQASEeDtz4oAsX7ZEVq1ZI4vnz5FZs2bLqvVb5PwV64BYcO7fQ7J0wTxZtGy1HD931WoNJeT8SVm3erksWbJEVqzdIMeOHZZ1q5bJilVrzOf5e/MuueY57sKpI7JiaejnW+Z53LDjgGlXFEVRFEXxNwEh3s6e2C/jen8i6VOlkpLVGknPnt9KvWovyCMFisuouRuto2LG+X/3y+Qfv5Yn7k8n+co3kGNegvDahZOy8Jd+UujJgjLgzxVy4sRRWeDZz54hlTxcoqYsXLtdrnuOu3T6sEwZ+JnckTqVFH6tiazcvM+0K4qiKIqi+JuAcZte2bNAMidLJm3H/xPacOmovF3oDkl219Pyz4lLoW2x4IdWlcyi9i816R/eanZ2lzRr1Fx220a5qwfkuay3yAvNhlsNFidWyn2pkkm9XtOtBkVRFEVRFP8TMOLt7Pa5kj11Mmk5YpnVIvJbp9c8giuFTFh/wmqJOT/3aS+vVCprBFyL72dbrR5ObJaWTT6Rreet/XM7pWj21FK+2Q9WQyjXDi2RB9Iml/rfTrVaFEVRFEVR/E/giLdtc+R+j3hrM/bv0IZrR+W1JzNImocqyK4zIaFtseCHrm3lt6U75PsmL3gE3B0yYtHu0CdObJIWH7cMJ96KeMRbhZYjrQaLf1dJTo94+/DbP60GRVEURVEU/xNA4m2u5EqTTCo36iZD+nSV1yuWlLJv1JN5Ww5bR8SOYZ2by4iFnte69p/ULppNkmUsJKsOXRW5vEeaN24RTryVeTidPFTkVenevbt07dpVunXrLl+2qSd3pLpFGvX5yzpQURRFURTF/wSUeMt5ezJ5r8sIGdbpHUmWLJWMXf2v9Wx4rodckL07t8vWbdtk+/bt4batW7fKweOnrCPDGNa5hQydsd38fenwKimcNbncV7yeHP33gHT4pI1s8RJvxR64VUrU/UYOHzkiB/bvl4OHDsu+1ZPk/tuTS/2e6jZVFEVRFCXuCDi3afufN3v2QqRphdyS+sEysvN06PPehJw9ICP6fiPduveQb775Jtz25Zdd5dfZa60jw0C8DZsZKt7gwPIJkiV5Minz2vvS9JOOsuui9YQd89bckbBwdLm6TRVFURRFiXMCRryd3zlfcnjEW6tRK8z+5UMr5bEMyeS5d78y+7FleNdWMnzOTmsvlGXju5oEhqxFaskxq00u7JZiOVJLBad4O7JUcqZLLg16qdtUURRFUZS4IyDE2/Vr1+TA8vHyP4+Qeqf7HxJyNbSYx/rJPYy4qvn5CDlx9rJci2Fxtashl6XLh1Wly9hVctXxIsNavyIZc5eXgzRfv2Zcqg+mTCZPVu8mV0JC64dc97Sf3jBZUnk+S5U2Izyfz3Pw1fOyZNYfMn3R31rzTVEURVEUvxEQ4u3YrvXS78tPpGLFivJeo09l1vKNN2qxje7WSEqWe0W+6DNcdh2PSb23S7Ji1m/y4TvVpH7rr2XVtoNWu0XIcflpxE9yzKPTLv27R8YO/Epe9XyO199pID9PXyLkuZ4+tEWG9mgvL3na3/6ghcxYvk5WzZks3Tu3lcqli0uXUXNDX0tRFEVRFCWWBIzbNKC4dlmOHgl1tO78o6e83eRb87eiKIqiKEpsUfEWx0wd3lvGzdlg7SmKoiiKosQOFW9xyIlda2Xi9CXWnqIoiqIoSuxR8RYnXJc9a2ZIh8++kGlzF8ic+cvlXIimLSiKoiiKEntUvMUJV+Wv0b2lVZt20vGzdtJn1DRR7aYoiqIoij9Q8aYoiqIoihJAqHhTFEVRFEUJGET+Dw8aGZwAzIPEAAAAAElFTkSuQmCC)
If the migrating group is chiral then its configuration is retained. Electron releasing effects in the migrating group increases reactivity of Hofmann rearrangement.
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)
chemistry-General
chemistry-
In the Hofmann rearrangement an unsubstituted amide is treated with sodium hydroxide and bromine to give a primary amine that has one carbon lesser than starting amide.
General reaction :
![](data:image/png;base64,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)
Mechanism :
![](data:image/png;base64,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)
If the migrating group is chiral then its configuration is retained. Electron releasing effects in the migrating group increases reactivity of Hofmann rearrangement.
Arrange the following amides according to their relative reactivity when reacted with Br2 in excess of strong base
I) ![](data:image/png;base64,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)
II) ![](data:image/png;base64,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)
III) 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)
IV) ![](data:image/png;base64,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)
In the Hofmann rearrangement an unsubstituted amide is treated with sodium hydroxide and bromine to give a primary amine that has one carbon lesser than starting amide.
General reaction :
![](data:image/png;base64,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)
Mechanism :
![](data:image/png;base64,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)
If the migrating group is chiral then its configuration is retained. Electron releasing effects in the migrating group increases reactivity of Hofmann rearrangement.
Arrange the following amides according to their relative reactivity when reacted with Br2 in excess of strong base
I) ![](data:image/png;base64,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)
II) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAR4AAACQCAMAAADp2vT4AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURf///wAAABAQGQgICFpSUpyUlObW5jpaGXNapRBjUhA6UoyEjKVazkJazqVahEJahGNaEHNazhBazhBahK1aUqUpUmspUnulnK1aGaUpGWspGdbW5oxaUqUIUmsIUoxaGaUIGWsIGXNae0IZpXPvnHPv3nPvWnOU7xCt3hCtWnPvGRCtnBCtGXMZpXMZ7xAZ7xAZpRDv3hDvWnOlGRDvnBDvGd73tULO3kLOWqWEWqWEGULOnELOGRDO3hDOWnOEGRDOnBDOGff372trY97v5joQUhBjGRAQUhA6GTo6OqWlpaVa70Ja76VapUJapWNaMXNa7xBa7xBape8ZEM4ZEMXFvSkpKc7Ozu9aEO/OEO+UEM5aEM7OEM6UEEJSQnN7c+8ZMe8pY+9rpe8ppc4pY85rpc4ppc4ZMe8IY+9Kpe8Ipc4IY85Kpc4Ipa29te/OtaXvrXOla973OqXO76XOa6WlzkKM70KMa6XOKUKMrUKMKaUphKUpzkIpzkIphHPOrXPO73POa3OlzhCM7xCMa3POKRCMrRCMKXMphHMpzhApzhAphN73EN73Y6XFlO/OlKXvjHOlSqXOzqXOSqWEzkKMzkKMSqXOCEKMjEKMCKUIhKUIzkIIzkIIhHPOjHPOznPOSnOEzhCMzhCMSnPOCBCMjBCMCHMIhHMIzhAIzhAIhO/Oc+9ac+9r5u9aMe/OMe8p5u+UMe+t5u+Uc++ctc7Oc85ac85r5s4p5s6t5s6Uc86ctWuEnO/OUu9aUu9K5s5aMc7OMe8I5s6UMe+M5u+UUu+clM7OUs5aUs5K5s4I5s6M5s6UUs6clDEQCDoQIToxEKXv76XvazpaWkLv70Lva6Wl76Wla0Kt70Kta973hKXvKUKtrUKtKaWlKaUppULvrULvKaUp70Ip76XvzqXvSkLvzkLvSqWE76WlSkKtzkKtSqXvCEKtjEKtCKWlCKUIpULvjELvCKUI70II787OnHOEUlpjWjoxWq2Mra2tjN73/wAQCP/v/wAACAAAALYAgqsAAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAABcRAAAXEQHKJvM/AAAKB0lEQVR4Xu2cTZaiPBSGKwg1YQE1yMylBCcwB2awA5fqpBZjfX3U8703RI0kkMSuPt2x8rRtoYLC5c39C/qWSCQSiUQikUgkEolEIpFIJBIvBS/HhqvlxIy2yhhjh7FXjxMafIBtJhr1VOJG3zFWjy3nvzp2SfaZwTu2GcW0WDNWyKXElZxtbi6HH9L4eqTP2KAWwZ7pjxJvBWP/qUWiZt1ZLSZAzrrJ8UyUjKXortGxT7UkKVmWskON+tHZjJqjTrwJOBt9cB1ZlsyjgVRHt0ed1PMACgot0+GbRzH9eBCqcrUIEOZLtZggWhSit+EkOnbYqeWEZERBeo3lWE41xQzYpCtgIN7CTWsDLQ7OIgS1URCwDzsMeYc/8Tme4rTJ/HmqH9GoftgQYUy/t/J8OD1VEpzbhogwpDeMZdXRjwrjo1Lb/QyQ9Ac08PrsmaRX5FNVOsY3uJCn1QENmIqxo1r0hzMmh1XHWvk4HpCnBWUiPHuiXyPYRp6BITrzIOWv1aIfCNLBqQtnmfxbx2YeATGEpbHv2CL0IKEeObiiMw+0ENoZp00Cu8UiTvWcSTzBexw8F3O+qic234M4FF4DBburWH0PwtAlfIcp2IWVFpH6nuMzSczb20eofHZRqgcp8FNzTpRoB1XecfqenLFRLYaBTDuoYRyl7+lPbPPkjFygfGL0PWJ4Vjyyyu8CWsbvEaqnZyx7V8vBhJk2Qt8T7F8f2AfZNsLIhQP8nSmVILcen++h3O5DLT8DDU3uG73ii1zUQg2JzQaQj3dbNTrfQ+LRr9kKB/LxbqtGF7mohboiHt5fWV4poC8Wm+9ZbWTwX3nHMpadNrirx6X1UM+ePOUTW+R6vGriAVHCdDqXbuGY8CaerbTIfA+HOuzlBC+QDuGwx3JCfhWCVdaj2h18e2mRRS6cd2vSMimnK7Uxc/5VX8heNh/kPQck1EROHOZZukKLqjDWGY3S9gtPf9k2QPjbq8VV3k8H+XeI4ppdxBxrtw/Ps9w26KoF/SB5Wot/d7ASb2GacwRXfPcbu0ttMIoWMr0Cg86mHzgqr+yJF0e8w7DdO4055pW42nBX5STlttQE3ZR/enxCJLaPaBHGF2cgdhCQRT+tV1+MH6G+LJd+zdVggsFv/d33abnSt+rsfVztuqOzuNn3Bue9+aQdpLu2BrNrTgd+yVLgf3p05elbOHWzexMNjt1ViGCVy9Wf7TK2xZ+jfgo69qWWdJquu3m1vjPOcnPYUDTe+zT/cmtQP0Meq7veW2c1MFBdpZuAdpTwBAo1x9iQ0UHtH84Y7dL2UT22hA2h+Pa+UPSjeXqcQ5ZJ7bonWLC1rc3jso5cw3I9O551dI3wgfnNm2SOGdZzzbrsqm7k5ZR/YHDp6rH5TaQYunkerNAe2GYod+I/WN59Qf7sCzIKjk0d0qNTb545HMJhfcOR1fe+0rY7rottYJ841un4lHpmvmfBPLcDn6kHO1ir17CWq0rc22eAl2K9DoaXZSBhy/W+0aAfkHCcA/ieHPaYThXyM4t6bEe4op5RO+/6GLRyHqyeH1WGR/kEdZqmFd3qfAdN47tOmQ7tH95S7o04XNXjGlwfi+oRtTb4d5tsvcWJRM4y/DxcJmEX51KFooBc3Q7xBnwPnBP2krbZnZR6WK0YUOGEqYdneluhdYi3tjtgOESPxjqEYPNbkI/F5Ff0PfdgUveWXfCW+DwK7FvEHA2776H1Jx7V8ytkvruwO2Ao0GNsyfNoMcSv1aA3cwUupj2h4XUmr6oGV6uacz3834J6PreVZESFqH3g1jwywcuPwnrr7FEYe+PlH+yHCn/G8N7zz5pu+7Px3k1RFnjN9p8r9VDuOpJ6psGlRQT7iYR5dDT12NaHO1jCOgwWwpnBo25vUM2wRI1MQstzz21/PqmXLBR0ODIxou9U3gP7vSKwZ80wz9gU+IfbYxB+sK2in3RmsjCIYE6Hz5roLzb1vSPgq/c3KbDr2ujf4Tg+KjUOTPqreui017uDVI9H1gzz3FaB8LRzGOT6kEnYTj9OlZd57juvA4+0pr2ebe4vOzOP2wnEUaKInQaXGdjF4xybboRZ5Lroj8RKDCGQwlpiT7kaezRQrxmb85PNZhow33UP4WwdTg4nQA0k6U/U4NLVA/OI7TB+6mbGuguRC1FHe1Rl1wzaDuRjGR6+6kHtbRb7yJnWxIMB1cF1c7ETfA9tWM6Ojjb8qTqlwD5TD+ybs0Zs9RxjWT3Y+v6ReMlxZQCEYloCT3o1RSF4w7j4yHXxyM1Y1nUdNTb4akUqXY5aIqkp9WhVnVRPhb0Qug4sWXNRbeW+4uG1kddeXGeSphfMJAVvYT5pQX2yDvWnnb6vyTMZrrLSoR0II7uPviLL6AjHTLN/fX291UacRT1Ntm8HaR+4u0Gu2sLcuWsHbM7xWuS4QLI/Nw+e8roIvC0rr98OE1xbacep1hfyXsGVT+Z1pR2p6XsKOPWPyZI4gYchz782PiJAMmGYApWOw2NOfBkNE7pKaNXZ/SGa7uFIrb7nXFPcI0tSK4whgug+aQlV7z0w+yGHBXaZ4WawX16G/WaK2afydn+TsNjvpfvd59dzKXhT1nXlngcgMJKM4E4jzj1EYIvpfNygoPQXxFOcZvuhcz0OwQdXmLQC+RjvbjGZidn2gFm9fPo3U7OxHMfVIERlyPvGGTRsWGbYcZxGyJ6DQDtLCpFFuVqwf4Sq67JuvbM14NXWFcbtQD6z7E5Qr9lxpaGl14zq72+Ix4cya5tseO7KW0uugiN1+FjUBvfJJAnSPZdN/x5F7TFtYwexz3A1OPrVnAkp52lmU8hpVeB/mWf88gTkM58bR0Czzp4qKOWceScY2acFGx9nDAvjon/6fs7iJBS9OB98sLHTnUeKbVzAY7PKmv2IEiXT3DpY3SeXjBKKVEY+h+iuqrdHaJbc6ESgEHlZ8UhPbMRkQRfhdMXMDkJeHWbICil0pxZfEHImZjkgSED12PbTS2fR9yVUwmoj/SRP/lTSFQkUyNWiTk/WYJesRtpeHrPTBo9sFQ7s6OqCRY2AfGwliXFd8+0CBx2qRV9ZPDJPtvfARJN36qeesqyz/7z74sYvA8lnSQA7NWW78J0K+esJXt3piIH78OqDWnBXaPHzdPARNIfwVCslKij6PCWfhaj3YlAf/ZkvTNpzpteDMt8nyiYUbP9qF+x7eapu+o1fT4gMWXWHup9/vAv2nQzhh9qi2P8Z4pHXhVmuVV6DJtXdU+WvQvBIIYP+s/33b0cOlQAxvHYXzCQwSr9yC9UGTVb553iUSf4k8cgK4cg57+nmvEMd8qPEIyfK6eKXDTttcLcB8m6CFk90wwLu6Bqv1+6CmaxdtW3y0i1UG/1IfeXbTd1N/2YL4KdkhIlEIpFIJBKJRCKRSCQSiUQikUgkEg7e3v4HIH5LS9ndMAUAAAAASUVORK5CYII=)
III) 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)
IV) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARkAAACNCAMAAAC0Tv7EAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURf////j4+Pv7+9zc3JeXl0ZGRjMzM15eXqCgoNvb2/39/bKyslRUVAwMDAAAAFlZWeLi4nl5eQMDAw0NDS4uLiwsLDs7O+Hh4fz8/Hh4eBoaGoiIiNHR0fHx8YGBgUVFRfLy8oSEhFNTU9XV1YaGhuTk5BQUFAICAp2dnQ4ODtLS0qmpqS8vL9nZ2RcXF2FhYVhYWGdnZ4CAgBAQEMjIyOvr6yEhIXBwcL6+vpaWlhkZGW5ubr29vRsbG7m5uZiYmG9vb5WVlefn5x8fHzg4OK+vr0BAQC0tLcnJyQoKCj4+PvT09H19ff7+/lxcXK2trdTU1IKCgrCwsE9PT/n5+QEBAYWFhR4eHk5OTo+Pj2BgYCUlJcLCwt/f31VVVT09PU1NTXd3d2JiYgkJCXt7e+/v78XFxWhoaFtbW19fX7q6uu7u7igoKB0dHRgYGOnp6YqKirW1tff394uLi5qamsTExKGhoZycnPb29iQkJKWlpebm5l1dXe3t7QsLC/Pz83x8fI6OjmlpaQUFBejo6HJycs/Pz3R0dBMTE2tra7u7uw8PDxYWFtjY2FFRUWRkZM3NzXV1dcPDw8rKylpaWsDAwM7OzggICMHBwVBQUCYmJre3t42NjdfX1wYGBvr6+kJCQikpKfDw8HZ2dkRERAQEBN7e3jk5OTY2NqSkpCIiIoyMjDIyMpKSkrGxsSsrKycnJ0pKSqampiAgIMfHx0NDQ2pqauDg4Kurq6ioqOrq6ra2tgcHB5mZmREREZubm2VlZdPT08vLy0dHR6KiokFBQWZmZpGRkRISEtbW1pOTk+Pj41dXV7+/v0hISH9/f56enrS0tJ+fn9DQ0ExMTH5+ftra2lZWVjo6OktLS3p6ejQ0NN3d3SoqKjAwMBUVFaqqqiMjI+zs7HFxcaenp7Ozszc3N/X19VJSUjExMcbGxnNzc66urhwcHOXl5aOjo2xsbImJibi4uJSUlIODg4eHhzw8PD8/P8zMzJCQkElJSTU1NWNjY7y8vG1tbQAAABE7eqAAAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAABcRAAAXEQHKJvM/AAAI7ElEQVR4Xu2cO3asOhBFHREyAc2NtYg1E8ZBxBwgZBQEDIPwnhKi+aj0w+1ri9Z+z3fhbmhQ6ah+0P7KZDKZTCaTyWQymUwmk9mZ+rao+kn/ltmYq3KlkvqVjKKGTYauqoqyLLJsDsAwgyCLSFGW7fpaBsAc1aYUbNd6MyPLstebAA4nryfNXBZ6i5iGstKbH09VjnpLIcph0ZsfjuzOlmnKUujNDwfL5+RzYZmD2/lkYJmrZrJlFFfN9NkymqtmxmwZjbxoBhXCrDc/nbbsDrndgtJJb348qJoOuR1y4CwZDRzNvp7mIZeUO4hGuqSU9XBaWh8PhFIObS2qDk6m0S/+eaa2aCO410KYEKpXRDo9PZJ6DDdrnmWsxqoakxGMqveGLhisiu5TGrmiLCPmUSJNuyOapV8bD3062e/UxfWRZrjSG6IR61lkWSajuDjJAIjmhhMWunRKp9N5rfb8kGjiR6ctk5BmkLjHdh7bO6LZLDOkYpnlUgaH0CByR4smOc2Md1YGSsLo5n+fmGaWW94UR0U3/1PTTHVHMqopFyuaxPzM3dsbEE2s305MM9XdTB+iieyxpOVn7t8Ro1ZUXH6YlmaKstNb0SANKqKGuPuZO47tP4Nk9nZ5Fy2apDRTRE77CZRbUUdrP/OVgp/pv9XCx7KIUlxKmum+d9cHho0JbNoyqLX/vGWiuw8XZBclmnQ0g4F9865PXAsrnXwGYfdbksEgo/qeyWgmtsfJEdXC2izz5zXjaVjJZp5n/DRz4xhITN8zFc04e5zTPGLMmsHxVQFUF8Gi2f3M386BR7vznLbvB+x0thiEXe0GPpOIZiAZ2zLoEYwhhbHXjMjoUFj37HgiWliJ+Blr96FpSSLVfHh3EgUZp2MtMAaLJg3NYKr5cKueWDDdykJ361lxUGEZJpo06qbKUgzSOAc2y0Eo41WDNwKjP84om7/tfSmksKXkhKU0WIrMBu6HMw3VCGEZ46RcVlvPfus0/eEqmp4SBznr++LE6Zd30pZsXUBLqbKeUUId3LNSKL9Cqgyyejm0OIX/i1+UXO/RsFUCP7Uf/Xc85CRvLFqLZBZctbPjAtO0zPsQjb+ZsWAvyoumHqPmPuUE9tm92moZXN1uGUdoVUz1MAzduDnMegh8/K3gPQNNqlOj56l80QeIBoduS1HiPJ7lRyfaPxOWwb/N0TIezfSkTGJYv7KJ+BG0+FDtcPtREeSZe0txzRvsBKy3W6Pz9XVgPIxtM0S0ZnCyoZqnhpaukifEHqIZTAiXgdA8eRcFjM9cEVanrwXWHmVaD4V7CnEt7T7PnJ9xWQaG0Z9P2TyNNVAzmHjOgLDrfmYr/ErAqx7RnL7fJL2xDOt96janx2nGsZowvpdXgbbo5kiYZhBluQ9F0h7ShcJ8MILDsnevD0y4Q/0GpJn9mNXP4By79V2r6fSAOgInbBKmGcFbIMSNAlwSV1zj1E7B4QL94euASiu2Ib400wpRKwREYLMMtHaYJSkoFwrSDA5khY+x+byoAguHGSMu2ykaR2XPoTSjlgIdpf3MFm80NstAW4aqgzQj+CHgWsIaLfxyollxLRe8HeICXxRqAcFjkN8+akbjOB0sY8j3oJnJBj6flbUnQdix9NUhxWHR5zAhn3FRpNRvcchVM2o94bDVz0Az+0egYHdYxnjroBlK2mywsj55fifrdRpgWuxMF7dPEtBvcdQ4ibLM6tVemjnEJrsH9mimQnLMY5H1KVtwsgr9Cma51GdgoNEd1uBUFKLRb3EInGQVJtZupeciNJ/xaIZmhf2B+dgpR4IQbBmuT6OG4ACnVadX4ELJTtdrO/y8hIn1JNaWyVkzztXk0owdi6MJ1gyJwwxi5Gac58ZpX2Ukrt3j7Tc/o46DzslMOGo/r7bMIoTRhN2PVdQC8xgUm86z9+I0I07YsO2IFRrKl7Q5sLPnXKibNmXjuLUDcNaMWk19Wc2VUbdDZrsZYE9oOUgzlOyac85qkAVTYoZ98pSMuU/Aol1NARcbHiue5p2CifIzR8vATPiMAq8vRjcNsX73aTATbBKmmS82CQ62zO4CDuDMvsHC7dLsEwMzMxcObh5GUHNxusJ1NS0YtGyNImyN9YTEJl1YmGZINKYRcF7v2BSIv4ZlcLAzA16RjaioLVD7L1L29W69uVa/THW922D/pTZdFrnCal6WhRq0Ki4EagbL0/w0rIej37LD7UgBRG96kMudHqSDluvn7/LU6ypQMzTtZoKP5RxkVpzkuhgQ124/B/k9oA62oSFFAbnAP+lYEaoZ8lHGjogBQfMOC17Nj5f8nuMnQAhjDUNMjdhvLzQi8EutMLWRlsFXmJ7VhNkNNg058geofP3keCAa4zOpJNSbDoTpqbGo2SL150ECMXSDM/eO5pwnKpgxm0BtV+9Nt5ve61WD6VUj670rGU7TmGe4C6+nMfeBO/8tyfwMa2V/Ai7EZxro4+pSEKvCwn0qwAyGChHb3KahdPSiD6Q373eDv0trpq0omJ2moU7sNRGCNd/rAX8frsOxUO5odcOUa1+XIKkoLIdKCPZrgsjzLaqRgmqeq8ywv5lOpw48BDMoUg1rGrKZ8XQHQlzoU3opwX4duaFy+FDUrkwzwnU5GmkLXn2eZJRoOOepCtWinptlNcTUzCO5ZubvDCGVZoz7AJCKcEtBPRxFtGM91uohKVAbglEPwoQ1dVJD2v5K7/pE8BGzcQZIMqa9HgFSWkuWtvRtp2/+DF1L7XcTap15cuZkoTux1kmfpkX9P9n26IN6nIliF40fKiV/p2H1X+BvxQbxaMmo4d1sIVCR9WDJKNHcm3imIfEsEHlvzTx1Hx7VsDJhuhEhIEt8tmTuioa6D7ejWiqc/9pzIOPTepwcwU/OHHhkw8rkxl+6emCPk2OJrpghs0+QjKWF5eKRPU4Ovu9ph3qcj2xYmQQ/RLHy0B4nB0TT6T8xHsLnSEYVQVE8s8fJsXT0uEXof8N7n31o/naYW8dK/3p+1v/fyfLwyvQbvNnSmUwmk8lkMplMJpPJZDKZTCaTLl9f/wCDvrcWX0yiJQAAAABJRU5ErkJggg==)
chemistry-General