Class 12th Biology CBSE Solution
Exercises- Group the following as nitrogenous bases and nucleosides: Adenine, Cytidine, Thymine,…
- If a double stranded DNA has 20 per cent of cytosine, calculate the per cent of adenine in…
- If the sequence of one strand of DNA is written as follows:
- If the sequence of the coding strand in a transcription unit is written as follows:…
- Which property of DNA double helix led Watson and Crick to hypothesise semi-conservative…
- Depending upon the chemical nature of the template (DNA or RNA) and the nature of nucleic…
- How did Hershey and Chase differentiate between DNA and protein in their experiment while…
- Repetitive DNA and Satellite DNA Differentiate between the followings:…
- mRNA and tRNA Differentiate between the followings:
- Template strand and Coding strand Differentiate between the followings:…
- List two essential roles of ribosome during translation.
- In the medium where E. coli was growing, lactose was added, which induced the lac operon.…
- Explain (in one or two lines) the function of the followings: (a) Promoter (b) tRNA (c)…
- Why is the Human Genome project called a mega project?
- What is DNA fingerprinting? Mention its application.
- Transcription Briefly describe the following:
- Polymorphism Briefly describe the following:
- Translation Briefly describe the following:
- Bioinformatics Briefly describe the following:
- Group the following as nitrogenous bases and nucleosides: Adenine, Cytidine, Thymine,…
- If a double stranded DNA has 20 per cent of cytosine, calculate the per cent of adenine in…
- If the sequence of one strand of DNA is written as follows:
- If the sequence of the coding strand in a transcription unit is written as follows:…
- Which property of DNA double helix led Watson and Crick to hypothesise semi-conservative…
- Depending upon the chemical nature of the template (DNA or RNA) and the nature of nucleic…
- How did Hershey and Chase differentiate between DNA and protein in their experiment while…
- Repetitive DNA and Satellite DNA Differentiate between the followings:…
- mRNA and tRNA Differentiate between the followings:
- Template strand and Coding strand Differentiate between the followings:…
- List two essential roles of ribosome during translation.
- In the medium where E. coli was growing, lactose was added, which induced the lac operon.…
- Explain (in one or two lines) the function of the followings: (a) Promoter (b) tRNA (c)…
- Why is the Human Genome project called a mega project?
- What is DNA fingerprinting? Mention its application.
- Transcription Briefly describe the following:
- Polymorphism Briefly describe the following:
- Translation Briefly describe the following:
- Bioinformatics Briefly describe the following:
Exercises
Question 1.Group the following as nitrogenous bases and nucleosides:
Adenine, Cytidine, Thymine, Guanosine, Uracil, Cytosine.
Answer:Nitrogenous bases are Adenine, Thymine, Uracil and Cytosine.
Nucleoside are Cytidine and Guanosine.
Explanation: There are two types of nitrogenous bases: Purines (Adenine and Guanine) and Pyrimidines (Cytosine, Uracil and Thymine).
A nitrogenous base when linked to a pentose sugar through a N-glycosidic linkage forms a nucleoside like adenosine, guanosine, cytidine and uridine.
Question 2.If a double stranded DNA has 20 per cent of cytosine, calculate the per cent of adenine in the DNA.
Answer:Its given that Cytosine = 20%. Hence according to Erwin Chargaff, Guanine = 20%. So, Cytosine + Guanine = 40% which makes Adenine + Thymine = 60%. Hence Adenine = 30%.
Explanation: Adenine is paired to Thymine by 2 hydrogen bonds. Cytosine is paired to Guanine by 3 hydrogen bonds. According to Erwin Chargaff, the ratios between Adenine & Thymine and Cytosine & Guanine are constant and equals one.
%A = %T and %C = %G
Question 3.If the sequence of one strand of DNA is written as follows:
5'-ATGCATGCATGCATGCATGCATGCATGC-3'
Write down the sequence of complementary strand in 5' 3' direction.
Answer:The sequence of complementary strand in 5' 3' direction will be 5'-GCATGCATGCATGCATGCATGCATGCAT-3'.
Explanation: The two strands of the DNA have opposite polarity. If the sequence of one strand of DNA is 5'-ATGCATGCATGCATGCATGCATGCATGC-3' then the sequence of complementary strand will be 3'-TACGTACGTACGTACGTACGTACGTACG-5'. Therefore, the sequence of complementary strand in 5' 3' direction will be 5'-GCATGCATGCATGCATGCATGCATGCAT-3'.
Question 4.If the sequence of the coding strand in a transcription unit is written as follows: 5'-ATGCATGCATGCATGCATGCATGCATGC-3'
Write down the sequence of mRNA.
Answer:The sequence of mRNA will be 5'-AUGCAUGCAUGCAUGCAUGCAUGCAUGC-3'.
Explanation: In a RNA strand thymine is replaced with uracil. The coding strand of mRNA is the same as that of DNA with the only difference being uracil instead of thymine. If the coding strand is 5'-ATGCATGCATGCATGCATGCATGCATGC-3' then the mRNA sequence will be 5'-AUGCAUGCAUGCAUGCAUGCAUGCAUGC-3'.
Question 5.Which property of DNA double helix led Watson and Crick to hypothesise semi-conservative mode of DNA replication? Explain.
Answer:The property of DNA double helix that led Watson and Crick to hypothesise semi-conservative of DNA replication was that the two strands in the DNA are complementary and anti-parallel based on their base sequences. They suggested that the two strands would separate and act as a template for the synthesis of new complementary strands. After the replication, each DNA molecule would have one parent strand and one newly synthesized daughter strand.
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lmjwVgMIhadc/shahalTIYDmKtvnfSIA5uiHb94oaPOUMPiYC7TAdsj9bw135LTOxkYoHQ9WysbLW1dYnJKZB+AlKqIS9SRd9g1PrNGyLL8laHPoPrK8VgATXP0zYlRK2KBOymuCm04kBCAMVS2kM7KO6LGCM7jpT28rYydaxk/xlnqBiZnMjAyNTW3gaEVFdHU0CAH3hdSCLcfUyQq8Lrtvf596+3y2AhslElUzOR9ol/smMU+8IwMmxrHwG7aQ8XtEVKIYBKjyiFXO/14N6fzqCNfG9SlsZy/5HcqZqhbR9T+ZixYybOmw0FYr9+y8srUFFSMDUxevvBr6ysQkdLXU9XB6kO2YdDg4PXrF0DdBXJcYpk/r5102d8C5sZAz8r0czCSCM833J6HCzEYdnKUa5ja7Xj9Ek0yAPt9wF1LaJZhqmDX1+1CbE0d5lzvcx/mSMaGToyGdqHDZcTFcOJf7FYbFFxCaQGx8ezzs/Pl5GWGfMr9XAXLI37loDvGXA1P+dHdW2dDAOTMAOuJJFHfffd3r6CePktQ+l2hjKfi1fQgEl9LeyAfkextH/BDfBNYtDsLj1KYqiZxpDr++49hAJFRpDyPTXmcxywu/gBQZ5SyAVuZ2sFeRO7YGn3QYMW1HPRkta0H55tohAilOJZgZz5NEdlhjjv1edo5AeKoUjjiqgmhsYA7dLcPFOLcoamLn8EFF3NXRX79SseRaEAJPqGf+VkpMePcUReHm7u+saG5O9ppAwRYql4B/hCgqY5vOU+DJT7wYEN4/5m6Q25bZCWhjBhOSljQMsMAARQ6RHtgWzg4BDDgLtD4h8ERf1i/giTC1nAGxqahAQFFRXl8SU11FRZWJgbG5uQWygpDwQrjEpJ4nR3GceRG8hQRkqVHssYMQgHtilx3H2HqlUphmE/VUSxlPaANRrnfJ/jP1qKR1EkpzD+ycrK4eLi5OBg4+biwv9RTExUSlKKmYUZIbPwWNrY9DlEuNZCvEJI2fRaV2YacyZhnME+6xIWwPnTMUjfx+DUqhCuBfVWJQt6/VcYlfH2C2zBdHZnbocmgwBc+UwY0oHRHbBIf2BdtGrJ0okYpmUMEuAiQ/H0gCzv56jdsXfPlIULKG4ErUgxBNB7KcWgI7Wi18ULe5nLwdtzMitOXDRgKArjQxhgafelVDLAdgxib5uHPd95EIgq6gFH6sL3TzmUlvYPXBkYYHPHJ8TvPHyQJrQoN68ABiohIQaWSWD2UFLS8/1TUIAPHmRKOAnw0pWtyRlUSoCfMxSf4W569Oa1otrI/gIW2m43CKCamIHYFN5nznsePpCQnNzlOkpB3yBnCggKrayssDQ3VVcbCYKlgODQ0tJSaKq5CZcwioMTF65FgF8ATCPwdoVIRwgD7IJhncMgSYppcY/DA/sHF9aiHTt3Tl2xlILxo1UogADK8VIANPKqgNzlwqmT2xlEtsyeR725bHJKKsiZwPI+52cujIOZhYWTnX24nBy8goL88CK/Bfj5OH+hK+GDMMDN88basWZGM1CSrBFag3Q179pGvDhwDCz1qZ8OeaBESzMwoBxvv+wCnH9pSApc7UCNGWeg6P36JcXdAH/rH/gRrB1YWVkBQ4wNRiEGD/AAUX33HuduOnaMA57R7a0jYICXTZiiUtmwvlm4zyAvPTYChkr3GYo/DOO99e4N9QwCxQD5RyqitLR/FxrwISE6xoJRBGxs5zBKtsanQjxeirssKSnF1GFYWVmEBPjBaYZEg4fu3YEE62VU+JiTB0HmDPLbVsYOnAkwOS8bI9MiRpzxgyMa/IHi5aSoIqovpQhsRCvd8zq+qZkfuQTCv2fb5D6ev0oxon7/ZYckP3zYyJEq3NzcYPAAwRwoGzSoVcFYF67K0Q66c5iyKVOrGjEKn28QMtDXR+N0U7YKFNRCOV4KgEasCjClI+TkvjCOBF1lva7859WTqOlAX1crPCIGCKm0pAQ7O1t+YTGY4xsZjEKcZrpwvGCOX1hcQk13hHWtl5wk0hTogUHJdOvFc0KDR1p1jbYDEEBlvP24DYDd3Wpsc7lteJc+4FJ3vrPgp67i5VfP8B4wfY4j7lt8WnoWLx8vviSh0wxZ99LufcGBctbD8/6Dhzex0gqM/3XR56iQAiiikggoyoqh91LK4EZSrfTUVIfWPxxKkWq4mCaMcnrffoCVLImWd+3t7QWFJTW1NbLSUloa6sgrLSVVU11dVlZO0miIFoLDYtPxI49Dg5bwVZ3szCM3EQaIoF60DVs4eQrK+lK/FsRbQO+lNIZwe14RHwNzb42C9OU8RgACmpASJQxQERASFDBwI8XHWOHk5ASnmYTEZFqNG7I2QsgIriXTQFWT3UleuBYEUZ3GjkEjidJqOXpsB8XS/gAvMcmpJqNgJKMqmLP36SMG4lwWVlZQgYK9EX6U4DTDw8Xd3tGBOM2wwUeOHkg3WbPCEdWD+99ERUC4ll9EtZN04a8wA+dThuETLKxQK0KyYE5WYRRLyQJX34VZ5KTqGLHEIw8JM3HcZ1BsvPvaREOLCBVSUVYCWyIDfV3CXsFpxtLSHFhf+CNEGwQ5Erzwo++R9VUCp6qJDAcDYDumDFx61d7jNnX5pMkssK6Ra92MOX31gH6nEAKojJdCwPVWDbBuu6XjxTZchM4+n2xsnQtT4Y4dO8e7LCBdpNRns1QWgHvmomkzjrQKGrGQEf53JUPOwlNH0bAsVAIfXx2V8dIKkj23o6+k8rZjGC8TKyndYDrarrUURkvwnH14D66IpFQZgDIg39oyZ/7w73mrOWTZGHu9ZhOOpBLbZNL4PS0zEw10RpMFQrGUJmDstZEbx080nb21iGsY6d1kt9e4tBbMmTFzxe4dNNnlYKAPXuZlFZWdnZ1srKzDh8kqyI9AIp7BA9LjwqLi3Lz8ujoMExOTlKSEkpICoTM6lMHpafbuD7z/6AqLrDDzf37qRCbl05jLuXzWkp0epE8cLdkbBFAs7d+9AXIUVSWlSEEtYWZO0ntqZWi/X19wk6XxyLmzds7OpFfsXrKoqDj2yzdsBy40YUtTMyMzU0tzi6AAv42NJSKIiv38NSv7BzsHe3s7FgK4wF/Y2FidHX4HLiRsMDo8fOr06U95FTXZ/4uE2NvYMB2to6q+oeSUmrXrkeNFpUc0AekfjQAx9Ll8xbMln5GFkfSXnYXVRWDEA3a526vcxxqZUKzbAPvBz1/jAUX5+flMjQ0c7K1H6elwc3M1Njf//OVSA5YS+YVFYCmhKD/C2cEGvrIws+TnFwDqdoeFkbk5WBSuZij3afzZ51z42Ni3c4mnxMfTHqb/dosolvbL+ttPmsiiqniz/icDUCpyXmlOgUtCap4YFgjnt23ZCgrUGwkJSQ0NDVwcHHbWlhD6DHxlhsnJqqooMTIyZuf8BA+bwuJScFVVVpTX1tJAvupoa4BWtrK6prew+uD7Fqcq54pJb2XqJD4dcy6hF5eu9AtM/+FGUSztr8U/8+j+TcampOYKBhZGcl9NXrEgSR3jTwnAOT+/fYcsl05ANjBXkpcfTjgxuJTaWVuMcbIHBAYPG3Ex8eHD/7s2A6JamhlDnFFCxSxhdeCcvd+/sXRdZlueUNHRSGQ6clz8d4MD+wum/2q7qCamH1ceJKWOxiYXuKQ0eUhKZIqT2Qjzl+v/F7ikubPjczPmByPWzNx85C8dKfEHTJQgaQXY+s6aMRUIKRSG/xJW0dfVfvn6LVBOwMkem0JCt/T25GRkBgUEOrLxirP0GvfM+tLRH3l59KNY6gtmdPodteMdoIUBV2m/qMhVjUWBtQUMTEwkvYxMhD6fHExM5lz849l4U8I+3b3hjURRIeWBJG74YhAsH97EX9dFHm4ufl7eDiy2C3MLiTBIcYiTV1aaMG2KX1t9YXtzb76ps+RVystpYGZMyjT/kTIoLe33hQaKunD8hDG1LYskVKjpLLmudE9tobapKZjIEwmVEPgxNDEhSU9X28rSHLpDDAnrGxpDQz/x8PECCQXqWlxcNM7ZCR/zAWTC0Z+/QiwIkDYhFJj4AzNyMjF1YeHpcUbK34NRWtoXCPv+jtLSvmFEwxKAUS9CQ74qybkWJNR3tJJ7R8WX1xCSuC+nYxKf7mhgdOPEyd4uqyOGyUlJSkKQQZDlAnkE+RDESQLpbnPL70DeYBjMwsL2JS4BdKowTSgTl5D47cvXzo5OPl6S/NdgRr6REV9HSPuUZnSZDi4EBE6vQ3kcYBpC/q9pCqWlA7eUz657Hzpw4Ka0qgIfGZZ33cdX39r8tPSHd0vtkbOgWXXqXgDwMyMju6Ozk4uLC8Lkg8q0rr4epL4iYiIg+AWThg/+geXlleysLHwCAhBRCQIRQklIoApiJNLBAcfEysnT9HOLF8n+d5HOrqs4LcDi/e416e2gJXuEAGrVMGgbIysra9aYcS7svHNklNn+bwlE2WiKMDWXK/LSuNnP3Lvb3bQwPSMzM/sHGB4BLgFlY2FiUlNTxSMh0M+wsAhIr9jY0AhsMLjwaGqokYWiyJh/I2pe8aLhashffH5+1z91xMiu76wZlM3636mFYulgrjXO8s5zd9CLl2eHqUrz9H0JJD7WpIqiPaW52mYma/bv6x5BH7AR297eW3hBECC1NDcDP9zFNpAs6OAQdeo0/bxSF3l1TEuTXtxH1PaILAD2VhjFUpqAkapGslJTZ02aPImVe7WiJpVEtbW9Pawkd29ZvtvyZTNWudHEDJisuSGIaltcVdPezjFr8pJtW8mqjhZGOV763QM4orpr94NHj4/LKBpKD6dyoJjmpqd5md6YKq/jxyydnQZYfvNLM2wKUwiJ+zLwxwSVoKPP6igtpaN1AXvd5dNniNTW7Rw+UlpAiMqRVTTUnfmZkcbO6nXpgqbe74zj3dsE9Uzop6ge+xIWFDAxNgR3mcTk71DAxsqcFH4YTpzJ5pYlVRV+UVFoQG0qFxGpjmpiaAJG2jQCl8l3kRHzTxyblZFwMyMRgwVVDXmmv4TlRfgF92sbeglLbZkzb9uChSSa7IcGB3eZDAQBBkNCwL309AxS5uk6c/aYDsbdksO3LFhISnm0DFkQQO14yQJXfxW2c3LC5fOePUMv5H1QbmYbA5aRhYniV1FS6rmprWleMYQjuuF1pLvJPsiTwLwBeZEpQYgW5L9ASEHm1NLaBk4zbS2tEMQQNDfEp+198nR7ZuY8NS17JVVsXn7AK1QNQ+N9gmIpjQFKcXNwk1zsvh4EpBGq8jah/jH5OSRZFPZueGinNDLY0q7l5Rtr/VEBr1+TbrIP9BMc38DynpuXp7GhgXhUUUDRUO+bZw1M2djYYcAHNPW2b95Mel8Ug+ufqohiKX0tN4hevC5ffh0RfpuDZcqnwOyqUgYWJopfNnYOF93RL0ab+e47YKKtkxQX1+dskSDAkJBGRVlRTEQYvFJ7y0wDqHjCc3fozZtnjc2hI2SQIgKCi4XFQn19++wILUA6BFDbI9JhNdAlAam2rVqt2t7hqqQqLSzaW/cYUZIsmfKrq6/n/xSQFF+8bo242G8fHTA5+uAfBPfSNWvXIIlPy8orwiOigLCDTS8G0xAd+wWIqo2VGTDJgMCN/09RA1zx2YOHeSoqXZRHghM5MjbeXyb+hZXl63Kz3kV8Gmh4/V39oTLeIbOeQK/CgoO3rV23WFxiupomROLtPvQkg1Gkz6eytTW/pVmQj19WfjjEQ1JRUQoOCSfEUjDWz8srECXAfHCvUR+pYmgwCjAzPT0T+gIn1dTvaWKsrFJ/RhjVjP2CjGRqwIfbIcGosJf0deleEsVSaqA3CHUBV98+ebJm48Zj6trjNDTBeYWaQYDh7tvkpM0pCbeuXrNwcvQDvPw/LQVrJF+/wKbGJr7/Z6bpYOjMy8sHf1RnB1skuNnze/cO7tp9WXe0xvDhvQ3j5KfQidevamhoUDPOf7wuqokZYhsA+M8pc+eCYKnIYJT125dB31MYmJkpflk5OCaPGh0/bfaHvftMdHQIYQGuM4VFRdy83GOcHZDX3tYaMtOAWznEHATThSUTJ706dsLXebyGggKRAWgLiZSV0Cz72xBbrX4YLio96geg9k+TIFjadPjg67DQT2IiU969TM4jO6gSoWaVh5/vgNOYhyYWMFhBIeHq6ir4kZmdI8AvAFkY8TPASXp5cGz217h4SG8zuYPh8tjxULcPpS4zuq9ouQlQ6REtoTlgbSUnJ29dvnxkJ8NKLW1pMXFq+o0ZObK4uTkiKkpVYbii3qgObIeZqRGhgX5aenpYeARLB4N1dqYEqFtIeHb6vnd9cJ9+goCTMGS6K4JyvHS3JOQOCK587yIjnXbvmhUWcvJjcH1zMwOQL4pew4z0SXm5h8REhULDlyyY11xVzvF/mRCYQxzfsXPu2HEq/gGziwokODlJ7CK0tlZcnKqzg1yA/N3lUVo6tNcXL1jy1NSaY2ICYltq5lNfX+/18WNIXe3JCxdbG+q3bd68VFaO3GaTszIv1dTeePmCmpGgdVEZ79+2B4DoPb5y5dKVq3t0tC00Nal0iIkBdjoqykhEdLOVpTAJYZC6QHPKvftHH9xHBbxUbjIUS6kEIJ1WB9v6c567Er983mdgqKFMSSS0+ob6q6Ghz3J/XrG1o6yFFxGfEsTEva6hgbOp3SQollILQXquD0Fb1i1cJNra6mlpIS0pSfpQYxIT3cPCl6mqzDG3ZGOnhHNOzshYGRr28XMs6mJKOth7K4liKfUwpPcWoj9FrF6x3EpAYJuzMy8PD/HhVlZWerx/D2V22dmRhdiEzVZWV0+4f//hhw+oaJcmmwPFUpqAkd4bwVkX+vktXLZs1+jRc6ys2Nh7UKK0trS8i44+9vXrfhMTWyMjiqeU9ePHwtevbz5+rKn7R+ZyihtEK6KamH9iD4AMyW78eLBYYrWysr5yNSg2trW9lYGJEf9m5f60unDxS0mJ34rltibGhJ/I+p2UnuZw7x6Kov23q1BNTP/Blo5aBuO+4zt3BgQFXRk7RlNtJAZT5/Xq7feqqmPjxkJ+RGoG6vP+w7WMTN+wMNS2nhowdq+Lcry0heeQaQ0XY2n2bGxVVVJFxQkb67FmpmzslAehr6yo8Hj5WkJbZ9/Zs1TqfoYMBAdwoCjHO4DApreuGBnVxUQ/b3Kf4mjPzs3FyMJC2RscFTP61FkMCyuKogOwwqhV9AAAefC7AEmS99mzE61ttuloHXZZJALme0zMlL0VlVXLL119lJzyecsmBwlx19lz0Pgp/b3AKJb2N4QHv/3oiAgTXd2yAL+Q7ZsNDUczMDNS9ra2tz0PDBh/8fJMHc2ra91EJMRcJk8wYGZwnYMiav+uMio96l/4Dm7rOKGRp2didPSFubOkZcjI1NR92DGfP69/9Xa6muqycWN5+fgIC5y8/4BVf/TG3bsGd7J/We/ovfQvW9AepgNc6PMHD8Aj1JKZ6eWOrdLDh1Ec4qy+sX7HjRuHg4Kfua1wXzCXV0igS1NrZk0Pfv0qJiLi7wfrIM0QpaWDBPj+7BZnJLh4sRoH+/a5s3h4/6B75HYbFBq69NHT6zOnWRgbs/aelbQoP3/aVe/Ib3GosJdcCPdWHtXE0AqSdNcOOMdcPX78wYOHd5a7KCgpUTM+QLw9D59AC4cXzRcW7TWCIb4LnyfPWM0sXFaupKZTtC4eAijH+3duhmA/P2sjI5nSotDD+xRUVSkOjNTW3v7ig++E0xc+FxTONBzNB85rJIRZmjbWaeeePai8tz/2Firj7Q+oDnSbYK6wZOrUu4cPPV23asqkCWw4RSgzZW9Odralx654Vo6Ib3HRSUlhrVj4L/yxz9Z4BQXXmpt++/x5oCf/D/SH3kuH9iIjsRoOHThwetY0Q2NjaiZTX1d79fGzJ9/THj57pqjyn3sq3HI3LFmixs21bfECHj5+Il0kx8c/ysmD2PzUDAOti0AA5Xj/kp2QnBBvoqeX+eZlwME9hqam1OSViYmOtffcpzRxcmRcHCGKAqTAE+1ZQIDh3HlQIDkpiUgvyhrqd16+/EuAS0/TQGkpPa0GyWMBKdGh7dsTP38+sXiBgooyyfV6KAih6+/HxncIi2rr64mLiUpJSYoRBLaHrBOQk6K4uARyT+Biar97J1Fd5jpzeo9+cNC6sdu6jzExqBc4NSuC0lLqoTfILQCLG/jhvaqSkpUw/+ODexTVRjIyM1P8BodF+DZ2jDA1U1BVqaysyv7xM+bz1/QMXJoJeABFIT9FVMznopLS/IKi2jqM3mhDaYdxu+8/rqqs7LFTOx1tSGE8yDD667pHpUdDaUlBSjTVwSHg+rW4y+dsHRzYObkos8WFWoUFhbM891UqjeTn54N0TDJSkoYG+hDVAZILZ2TlQEoYBEWBfrIwM0tJiJmaGIGPGyQ17WRgNJ44daznvuzMrB56Z2QcSgAdImNFsXRoLBQuDeHevRPt7ffNmnJws7uwhASJoXG7F2vBtvncfzD14JGVO3YyAEFkYjYy0IdkTQryI2yszPn4eaGvlJTUquqakuISbDvW2tJMX08XMrJpa2kYjtYHRGXj4Lh+9+7ck2eTkhK6tj80wDnERoli6RBYsJjISBM9ff6KktCrFzT19InIbzDYTuJvys/8ZWevtCurvQkMZOPgrKmt4eTkEBf/nSgR8jVZmBoDWmpra+bnF9Q3NsBXwjj3cGWFrOGWZsbyIFJ69/5YcOTX9Cx8jzCwO0HBoiSYQAwBoNPTEFHpET2tRrexgLn8tjWri3/+vLh1o7Rs3+by8dWNvc2nrb3tZ1lFMxY7Qn4EgniFhcX5hQX6ujpASLvXglRsGRmZ+K9f476Vlpbji4mICANKN0MO4pSUESIigr8CoCmytNut2fgF5MDoQzUEUE0M1SDs/wZw5vKPHjlZWU3X0Xx16Zw0pCEkwQBIR4S3x7c1PXHNpo3sLExz586ysjTX09WGV1hYsLmpuampiXA2cB2Fuyj8hYWJCb4iv+EBFC0pK/+Zlwcv/FBVUYIWTIwNwYhi+04P3spi6Pfnj5+zp07tf9j8cz2gHC89LnlWZsZUJ6fYZ08DL5+3dXJiYGSi+K0sr1y+3dM7PPqVn9+UObMJreGB0eXg5Kj/f3pvBBCJScn+gR8DgkNERXApxuvqMMjfR43Ss7W2HOvsBLlMm5v/Q2wId+Rz797cfYegI/+IaMfJk+kRoEN8TCiW0tcCgiJ0+4YNsyZNPr5q+YFdHjwC/BRLicBpOygwUG/+onkb3K8/fCgtLd1lqhIS4lKSUvV19QmJycgnEO2CxiUxPgESIsrKSsvLy3cyMMR9iwcCCzdSECDx8vaQjFxDW9vrxIntp86cefteeeRI+gLoXzEa9F5KR8sY7O+/xd1926xpY8eNZSMtB2Fvoy/Mz3M94KWlr++x/wARGwPAz9TUdDYOdlZWFlZmFmBwc3JylJSVQNjLzcVVVFT8NT6xAVPPzcvDzMiI7exobGzGtrdzc3PZ2VpBAcLel86ZM1JFZePu3XQE0KE8FNRzje5WDxShKxctEOPgOLR1k4hI325iRCbQ2tpy//6Dy+/9z1+5Qoplb2RUTFl5ZVV1NQc7OzsHEFFWfR1tsEBCukAQtaWpubWtjYmRkZOLk5+Pd/Ro/S4oCiwAGFpAeQj/ixoe0WR7oVhKEzDSphGQEt3z9r5w/vzZzWsNTUypbDQ5PmHJ3kOzZ89as3kL6Q7ZwOjW1ta1tbUDQ8vHywvCW8JhALtbB1iIaYCv8AAedx/kiYMHBBprZSWlP2bnHj51ispZoNUBAiiW0ss2SE5IcJk/f6al+SrXFaQjVY+jr6/HHD55OqWw5PLt292voP06YXCamTVpUvjj+9CL+Yy5viEf0Qja1AMcxVLqYUhtC6AIBfqTHBd38cBeaRkZKpsL8vf3OH95x65dYyZOxGM7WMmDUS60jFwyU1K+5+Tm99gRWCkQmi6QNRjgBUxHjbp/3AsJDfHi2bM6XgGXFWjEBrKg2ENhVF9KLQSprB8TFeVsY2Ojrvz4xmVpOVmykrJ0KVxRVbnMfdOjsMgPHz9Omj6dkCAnJqeAUS5gUXp6BjJg+F1fh4E3Niq6orwM+c3AAHJcyh+3pYtXTpmA88v5lYHGztnp4sVLlDeH1uwJAqiMd0D3BeDJbo/tyZ+/3Dh9nEq2EOwN3r954+V9+8iJ4zb2Dl2mgfMy8wtiYmaCHgF1nR1ssR0dLc3NUKy+ofHl67eg9gQSitTi4uLqchclESg3r1z55Pvh2tk/LqLL1rvvO3t+gLluEgc8hIqhtHRwFgu4XNPRBop8vI99boiIiVHjtF1YVDRj6YovBcXBERHdURSm9/NnbkNDA9gPgYYFPEgLi4pB6gNsLTw83L81KMh/4aEQRa9f/+Tve/7k8S4TGWNhnp7yWwE7OID+63pFrRoGaEmTExMhOu6No4cWL18KFj8Ue4S2tmNPnT03Zfmqw2fOHj5+oje1R2Z2DkxMTk5GRloCVCzfv6fRdp7AtF88e9Zr7+7uc1FSVf0Wh7sPow+tIIByvLSCJLF2bl69evH8+fcP7pLC5b79Srm1OjisgIUQKD9DwiKYmZiMjQyampqjY7/A4JwdbBAREXhp333wGDje8WMckUHDX0I/RVEMiHH6moR1CwsLLty5f/jUaYobRCsCBFAZ78BtA5w69LZPhH/A+VPH2akwJ8Jg6g8fO5ac8/Oyt3efV76Y2C/ZOT/BERQ/T2B61UeqIL4v3bGULHDcvH71+f2H3hfO9nbiFBYUXLh19/BpFEvJgmvXwui9lCrwkV4ZUNRt+fKIwMDzZ06yc3BQLMsNDAoaaWJmP3nqszdv+kRRXKSiisrmlhaw6cO/YB8Pf8Q7uJA+BcKSMJ3tmzfDdJ7cuyUiJtrrdJjBN4CyHtBaPUMAvZf24844f/oUQ0vz+TOn2Tk4KQt9UlhSsmz1ukcf/BOSk20cHEixfABBEVBOUVERB3ubMc4O8NraWgF/m5mRCSIlimcLoi+3pUtFONj6ng542EHaRfShHQRQLKUdLP9s6eb169/j4y+cBRQFKspE7tsKAeZfvJw8d9Gydeuu37pFyoUW6T89IwvERWBti5fcgnQX/isgKIiIlODhgFODnCc5KdHZzm7WhLHu4KTa13QKCgpFQYKNPrSDAIqltIMlQUsx0dHPHz8GFMVFxISAXWS+2Tk50+Yu+JqaHhweZmhERixs4GlBRyrAz6ejpUE4MQ31kRJiohwcHGCyy8zCAr8FCG6tREAAXO7JI0e2b9z04sE9iIdGykRS09JMLS37Baz/aqOojJf2Kw/MIShdEmIihYVxjtRkPSAlunb16sOXrx48eQLhqsmqS/PCYKA7e/r0WZMmrl6zmhRmGxnAhKnTb967Rzrxp/mw/44GUelR/67jqWPHbl27IiwmTkoMFMIyMZ9jbceMFZKRjYiJGVwUxZHQ40cBRR/c8XHfspmNk5PEucBFmpGJCUVR2u4wlJbSFp4Q8qtw0rhxn0JDSCc+MAKodeHipZTU1EvXrnWR4gITC/GswXMMAhRJSUlB+NwuvmPAxFZUVFZXVwsKCgkK4GyJqJwSztl12TIrU5PVa9aQNQvo12OHh73zGBs7eyrHgFZH9aX9uAeABOmoa9jY2pLYB6Ye43XosH/wx/OXLhoaGnWphdgbILa48Ams58HDc7S+Dt5LG8Kd5OTkMjIzQQEkqIKyoryKMoWZS6Gj92/fHNx/8OaNqxoaf9gqkDId3Ak1dVpEdDS5uE1K4/9aGZTj7ccVP3H85GiQ94Aqoq8XpLjBHz+qqmmMNjGFnd0dRYFIhoRFwljZ2dnERIQhwDyEtAbrXFzwhF+h/QBFf+Tms3NycHNywlcgs4DGaemZUJGCGQKOTZs0+XNUdHBwkIaWTp/j715g9959R44eRVGUAuATr4LKeGkJUtjozmPHQiZPBgh3QPTN+vlz2vQZQSGhEIJk0pQpPe7ssLCI+vp64G+d7G3BbAgCzMMPJPZ8WnoGmAFmZv9sa2kF4unkaAdf7e2sf6FxI2R2IXdWL58/nzRhwo7duw4eO0bK+LvP7uXr13B3tbGzI7drtHyfEECxtE8QkVdAXESIAdtO5G1tajh59MjsGTNPnjlz8PDh3szlcZlaOjrqGzCj9HXwmk/4oamupqGmqqggn59fWFlZwcPLg+dvkcj0+nraBvq6pA8aJNJLFy/+HBMVHBRoOEqf+OB7+5qc8O3ggYOnUKtA0uFOTklUekQOtPoqC7T04qmTBw8dasdiIZVg9+J5+fmHjxy3sLSYOn0aGysr8fbevP3Aw8sLdBLIKQRewDtzQy0hIcGqqurPX+K0tDXtrHtWTgKeQ7w/4l3ExMScOnl6w9rVhgaju5SEKWAaGgX5wBz4P3vgHltLTk5yHDMOrKNQ0W5fG4SM76j0iAxgkVUU6NLi+fNfv3re0NicnvXb0AdpAZywi0tKS8rLlRUVSRHDKiqMACzl4OJycrCFeCi5eQURkdGQ1gWagpDzqirK4uKiEDBFQV7e0d4GP0gw4oXfCO3NzvkBMcd6Gz8kjwDbCfgqP2wYBwd7j8VEhAQFcTLjHmLw4ssnJyW7LFtx8/ZtDY0/7CjIghtauDsEUCztx10x3tn55rXLXewZMPX17hs3MrCwQWRpEgNhAiWExIRgfDtv7iyIWA3C3pwfP2HcpWUVgF3D5eQg2PzT5y8JHdDgKxKYE1Iw9UZgkZmDadRqV9fD+/bYUnGNbG1rvX/33sXr3h/8/VEqSvMthcp4aQ7S/xrc4O5+y8eHobMT/1aWV9g6OI2bMPm6tzeJKArNAf2ESAvgYx0d8wUwFiiajrYWvLw8vykbhK6WlpIC7Qs+Mj0Q0q/xCRDTCERKvc0Q9K47tm49sHv3h1cvbUFdRDBOsn6De9q0GbOycvNBOo2iaD/up19No/dSGkMYF1PP0PDBzRsKv+z7wE59sevqm3fuaGiSrX4E5AwKDisoLACCycrMDHwpBvQwmIaOzk4xcVGglkhkeg4gnexsXNxcNTV1YNMHEQnNTQzxClXC6SEkdPuGtWPHjadYXwITfPf2zeFTZ89fumRo1FXBS2No/sPNoRxv/y4+zvx12rQPL54WFxUtXr0Oh6KU3tkAUT+GhMNFFELLg8soOLuAVYOsjKSWpgZy+Qz/FFlUUgbCXnFxcfgv4J78cDl1ta7JWgC19u7YkZiQcOnMKWlpKYrnX1hY5LpuvZa2zrZdu0jnCyju7l+uiGJpv6/+y+fPDu7dV1RaGvv1a59+28RHA3wspOUGThVyGEpKSXaPLg+KU3AoBftBQBsIc9Q99jxiNL99zaqx48dRTEJhkC+ePT989vz5y0BCyXDT6XdY/6UdoFja7wuLuMVISUh8CAwcxGsbkNBzp04+vP/gwfUrCAdO2QPT2e65R1RWxmPXbpSEUgZDcmuh0iNyIUZeecCNbe7uPqdPQNBdwFUIt0dKfTD6A0Fujw9iD4gUIN36D0ioqYEhQ11tuO87UNgwdHRQ9gb6+emYW4Ez+uFjx1EUJWUpaV4GlR7RHKQMkOAw4MWzQ/v2QtM4DerqtRp6en1SIdCIQjR6ZDSA58glE/kvEhkQkv8WFBaJCAuPcbIjHkEXCYl28dz5B5cvKChSaHmPDH777r0MnFyQnnQQOQLar9BQaBGlpf24SnCBnL9gwfaN7gjhEhESeuLjPXqEnI2ZGXGiCpJafDCxutoaePH/hU9AQoGWQjSjtvY2iGxEZAJg/zR1/LiqrMzwt68V5BUoo59QK9D3g4613Zxly8mK59KPkP2Hm0ZpKY0X/+XTJ1UZqS6LF3dpFxSMe44cY+Dk3Hv4CHF5ErC17977Q/WxYxzwVkop31PTMrKAugKd5OLgcHbqwYET53f2+tXBffvP7fE0NKFcwIMjoXv3M7BzeJ0+g5JQGu8PkptDaSnJoCK/4I1r18aNG9vZAYmz/3hBgXn1zMklE8ZOdHLavmkjkFyy2s75mdvS3CI/TI6ZibmuvgEwuUt1QC0godF+voFPHhgYGXQfAIl/if4UrmPnhCOhd9GoKGQtUT8WRn1iaAlcwL2S4hIRIWGGjs4eX9BhhL96ZqOmYmNqevPyZRJxFUztwZgBzN4VlRTAgAFMG4CwEo472M8Pkrh5LF50aLcnpALurXfif8fU1nns2nvjxdtfUUV/h72nJXTQtiiFAIqllEKup3pA4uwMDRiwWHhbWlpxRK/b29LaBm7fr3xusDQ2zpwxK8DXr6KyEi/a7XE04E0K9kYQhzA1NQ2xjIcQ2IhhPc7vbO6cVw/uP7l6aaS2do89dvkjMrwub0x4uN2MOUaOztfRwGK03BG0aQu9l9IGjkgrILk55+kBBA1+l9c1FNT06pKClIfUTAUlpdUNjTLSUqKioszMzHq62l3upSA0AukuBGEgzCiRn5/vaG+bm5UJkiqfvZ5aJqYF1aSy0Lpykri+/x9+Hpfb4uSplILiyzdvUmmAQUtQ/vNtoVYN/bUFgLK5TJ/26sZVsjrAJVbx9kkpLDx8/KQG0MM/pUfpGZlBH0OlpaSHyUkjzZaUlIEsSUpaKuCuz+EdW0VERMnqjrBwTETE2iMntu/cOa6XeBEUt4xWpBICKJZSCUBi1UdraQXevsHD04fndPcmCgvyXT33ghfMHq8jGZk4z09ExvvBN6C6plZVRVFPVwepFR4Wnl9UysTIaDdSQZCLg7LJ1NdjDp88nVJYcvn2bZSEUgbDfq2Fynj7EbxuK1fEfIpg6MSS+4IR/GvvKweWu3hfuMDIyMj6K5ID0FWIqwLR6IcPHwb/BWnT9vXrvXZs5+Zga2xuBjaV3F6Q8tkZabbzXAzGjHv24QOKov24G2jUNHovpREg/98MIJK1sXHQzas8vBTGxW3FYgO+JMSkZbAxYee4LIFoY6wsLOrqaskJCS7z52+dORWM5muaW4ura0FxqiROXvj81taWC5euPoqIeoniJ41XnsbNobSUxgAlbA4sXT12e7rvOUCx0Q8bI+PY0To7Z040FhWePWnSt0/hEhLiJw4c2Lp61bNjhyZPnszGwirGw60tK6UkKkRWL9lpaeZzFjLKDov48gUlof24CWjdNEpLaQ3RX+0tnTPHSFp80aKFVLbe2tLy/u37dRevWGmqndy5XZhSQRG0c/7KtcdRsQ+fPx/c3BZUAuTfqY7S0n5f64s+PtEFJT7eN1sbm3rUT5L4RzYWlkmTJqQ8fWitpTl25dqgD74UNJj9PdVi/mJmWbnIL19QFO33te+HDlBa2g9A/dUkLhH4okUd1ZUnPbZCwE7qu6nHYLzOXQxMSjm4aJ65lRUb+2+PGSItt7a03n/48HJgyMPnzxSVlKkfA9rCgEEApaUDAWqwjL9+//64RS52K9fEhoWRSDyJFOPh4jqwddOzw/s+fv4yfZ178tevxNss/Plz+oZNtYKikV+/oig6EEveb32gtLTfQPv/hnEpzObNUxcR3uCyQFiUcgsEwoEW5uXtvXK9tLbu4JKFGrpdI9n/Ssr03uvNe597d8FMot9niHbQDxBArRr6AahEmwS0CQsK2rZ580ors6kTJxLa+lEzlKT4+J3et8X5eHYvXyotJ4c0BQjsdvKclqGBx/4DaGgFasA7uHVRLB0c+IMq9en9+zt37947eeLsmdPY2XqOKE/u4JK+xS87e8F2pOrSKRPik74f+eB34epVQxMTcttBy9MVBFAsHczlwOHqzZsXrlw+OG2ymaU5TXC1pbXlU2j4lnuPR0hLXXrwQFKK8liegwkatG8CCKDSo8HcDsCFuqxd+zE6JqSm3mLVhiC/wJamZso8QvG12FnYIFB95KWzrhZmo/T0bl64QKLn6mACAu2bZAig/qUkg4qmBQFXJ82cWVJdfSc0zHLVuqS4OBJjKRApxsbKYmNrlXz1Qlt8nKqSUuD790iUM/QZ6hBAZbyDsIJA6A5t21b6/fuh5S7ComIg77n07GVySemBOTNoJZKtr6u9+vjpk6TUo6dOmFlZUxMsexAAhHbJwIDeSwdzF4BL56ply7baWI9xtGdj/0+AlByfsPPRYxjZCZeFCsq0sUAozM+79OptUM4Pn7t3NXR0BnPaaN9kQgDFUjIBRqPiOBLq4ZEYE31hqYu0nGyPrSYnJO589ExDQsx10oTeypA7nMK8/H33H5V3Mhw+cwbFVXKhN1jlUSwdBMhnpafPmjp1s5npOHsbVvY+XLeDPn70fP3OWkF+1YTxUr3gM7lzAMc3z5dvJIYP33f6NOoQQy70Br48iqUDCnNcspaDhx48fPB0rZuUbM8ktPuAIAdpWGSU59v3yw0Npjk70MQSGHpJTkxafue+nZXVml27UFwd0H1AZmcolpIJMCqKQ7KWWRMnTVNWWDNzJitH3/bxXbpqa24Ni4pa+ujJblubaY52PHwUepYTNou06ekXOHvmjOWbNqH2SVQsbz9WRfWl/QhcfNNAQm+ePz9r7Ng7c2e7z53DysLM0I4l94VaPGzsYnx837Dtmls8Xrx53waucOS3Q1gF2rQ1Nwvd5aFWWQEKG++Tp1Hl6kBsCCr6QPWlVACv96pgYT/Z1q7U3z9kp4eCgjwDtoOCF1NTs+PSVa/Yz28/frz08HFaZmaDupblvoNBH0NawRCCojbxtViZWQBXEw/sbYuN/KVcfYsqV/tlK9CiUVRfSgsoErQBe/3tw4eHDhy8Mn2KJqUpwKG9mNjPG9598Ni5Y9ysWYTaTggmemLPngD/gP221uZGBmy0MAaGYL9Pg4KuJad4HT1q4eCAKldpvCcoag69l1IENhIqAQldPmeOGjvbtimTKL7vgev2+Wcvwuvqrj582JuABxeee8+exK9f9zvYa2qqkzC0vosU5hdcDP74saj4/JUrRqamfVdAS/QnBFAs7RfoBr59u23jxlMO9oaj9CjuICsrZ8Gjxx4QxvpPEtpjgzjP1blzsbW1++1sNTXUKO6UsCKE8L4YHPq9tdXr3FlNna6eqzTpAm2EFAigWEoKlMgoA1zo1qVLsaVlJ2bNoJyEtracf/XmaV7+g5cvIBdUfmFRU1MzGysb5BdWVBiBTysM6WGyc37mFxbCV0hwKiDAz8HC5OnuLtqO3e3sKC0jQ8a4ey+a9P27Z1AwMz//5Xv3UIUNTUBKbiMolpILMWLlA319Fy5adG2Mky0VLp1Z2TkLnz6fPW+u25Yt4RHRmPp6yIPI/itxE/yQkhS3sjSH34CiwSHh8BWujo2NTVxcnHCl5ObmGq2vW1lasm3NWjV2VlcLC2kZKjzXOv+bbFLK910fQ7VG6a/ZuxfFVVpuGhLaQrGUBCCRUARHQl1dsfn5hyaMFxYhL3o1vnkIY33uzbvn+fkQg3O4oiIgYUVFJQ8Pj4qygqSEeH5BYXpmdmtzi7GxwTA5WVxap/p6FmYWDXVVURHhdiw2NvZrUUmpmKjIuDGOuIgQwcHb3N2tRETcnRwpHhLh1GF44V/idkVF2dvZe3gdpphTIAGcaJE/IIDqS2mwIaI/RTiZmk3l5LyyYIGwgCBlOsyszCyrM+fYRxtExscrqqpWVddA+lMOTg7D0XoqykqQJEZdbaSEmCg3L09aelZVdXVdbR0kp7C2NFWQHwFfhQQFra0tREVFgP7BVyCwdk5O0JTT5s0T7tz1efsOU11D2cDwtdiYWGwNDD66uppj6qz1R3mfOIEqV2mwe8hsAtXEkAmwX8laDm7anBgZcX3aNGFhYeL1MZxcUZK4XGlsHR1CBN6e2M7O0obG0tZmZUVFWTlZFhZWTk6OoqKiyOhYOVlZIIz4ZoHLheSI3Fxc6RlZoCnt8hWKQS4ZdshqysYGxSAdG/ylsrISi8UWFxUVFJeIc3BKcnGyMjM3sLBiwLKCgcEhJ5PsOf+qgKmrfxYVse/z53MnT46bNg1V2FAGRhJroRwviYDqoRiQ0NVLl25SVx9raEDod9Zniy2srK3/122WVlae/xY/fKTKktWr2VhZq3+lOQUszcrKjk9MUpCXd7S36d5g+KdIuCjiv0bHfimvqMQX09JQl5AQQ7CUl5ebhRmHkA2NjYGvXj14+dpNS9NAVpYfi0tMTOUDLPezyMhr2Tlex45aODqiuEolPHurjmIpJYCFW9/ZffuCX7855+ggLfkrUS/5DzTyLibmRFr6+WvXjMy66iSRVKVycrLjnP+jpUAha2vr+Pn5ICN4RGQ0/mtkVExhYTFQ2uaWpurq2qlTJoE0uMcRAfG/cuTIw8eP9+jrW2hr0wSvCouLL0VEhtTWnL9ytftEyAcMWqMrBNB7Kdl7IistzURbh+fr14ezZkqLi5OVQwlfGNSbs+7eTZCS+hgb0+POBnERCwtzZycDYCZ+iD9/5oZHRIHciIebm5ODvb0NCxQSvmprazo62ECOU3Ex4GqJucKByGfTgQOvPn78xMNnfe16TEICZeMnrAVAODBl8iMnp6fbt481NU369o1smKIVSIYAasfbB6iA+oFF3syx425ZWS+ytGJjosRovrWx+UVY+Mw3b3ddvuJ14UJvklIuLi5JScny8orQsAgEUUEmlJGVE/81DvhhGRlpEVHRouKioOAw+DtcROE6CgmI29qxzWDW29cDqhSva1deh4V+YGaZcut2cmoalYIlqC4tKnZg7Ni9qiO3zps/1tISjqG+RoF+pwQCqPSIGNRwfmcTJk4REVltYwMXSEoADLKc6uodHz9K6OnuOHmyT00GiIKCQz4BEoL8lpmFGc4IYHdBimtpZgxCXaCigKIVlZXcoCTl4uzAgiVFKQsLm4iwsJmpIVQhcYQwr3VLlnRWVO4bbaChpEhiLeLFkjOzdn39rDV69Jr9+1HlKvUgRe+lfcMQZzR/78HBgwduW9vIk+y63b3doG/f9qQkn/f2Jv3yVlRU/DU+obW1raMdy8HFycLEZGpiCCiKNA6IGhXzGQyPYIQgImJiZhYTEdbR0QLS2ves/iwBbOq2VatHMjKu1NGRFpcgt3r38m1tbWHJybuTEu3t7XYcPdrnkUR9j39xCyiW9rG4OKP56TNU29t32zuwUkNCw8NYRow4cuWyCPk2D4CN2PZ2ZhYWIJrdhwv8cEtzM6KAoXKnAq66zJ1nJSCwUltXWlyMytagOg5XU5J3pyS7LVsxw3UFiquUgRTF0l7hhiOhT54c3L3npI6ugSrl9utBifErYqNv+fiAmUFvnSGY1hseUra0lNX6bbS0br0lH982M0sQU1HWDmGt+oaGJ/FxB1NTDnh6zl22jCaCZepHNYRaQLG058UCi7+FkyaNbO/YamgMaQgpW9FKcN2OjmCRkzty4zpxEoqoUji5OJ0cbPHG9JR1SpNaOFz189u2afNiSanp2roUQ+APXG1sfJLwzbu4yOv4MVS5StYyoVjaA7gC37zZ6u5+Ul3bQEWVLGgSFg5KSlwRF3vr2jW78eOJNwKEFJQrSBktDTWw0aW4UxIrvnnv11vJ8QSmTrg0Nrdv79y/f4fKyOmaOjShq3BynfoSE9rU4HXyJBHmgsSJ/CPFUH3pHwsNJHTJxEl3du56ZWlnoKhEWTrg+jqMZ0jQc8bOhOTkPlEUugctKBLBBP79/j2NfnYeLo3NqlUQvYV9rLOT39ugxIS2ZojegqXmFeblPWBt93C0ie/uvWONTSDdBv3Md0iM5F/XxCB+Z5e19e1GavxeMEayFy42K909NeUIEIoJfZBQfNMffAMam5ulpSTBpg/oqrODDV6KS3b35FdA6CohCe2xDZzF8ubNAYFBexWVLRSVWVmplVRBLznFhZvivzKJiZ7x9lZUpI0SiHwADIEaKC3FLRJswW1Ll97Zsi3acbydstp/wb7aOxhIfjGY+p2fQo9WVbwODSEdRUEp2tTSAnoUXR0tUHs2NDSkpmXQ4cYBuup1+TJM7ZO4qPW7V0k/ckiHTG8l5UUln9uP2y0kvmbCpG0LF6GGEKSs+z9KS6M/fVrlsnijlOxkDZ3ewPRTSx3LysLR2KtZT05dXVhd9ejRozV0tcGpBd8O2AmBhqS3ZkF9Eh+fCPEWIMwCOKaVlZUlpaSC3YLzAMqQCGkpovLpbbT1DY1tbbiv1dVVMR9DKsrLTfkEZLh5ie8tDB8vR1PT8MQU4sUCM77vyc60d7ADA0YKlFWk7O+hW+aflh4hXFxCcMg5bQNpIWJ+Z42CAhhRkXZWlu4r3dzRHlZRXsPCNGbyJEFBoS4FMJg6sEnobX9ISUl8/hoPZoCAmfgy8F9TYwPwKR2YXUWIpdk5P8C8qbd+wWiRk5MT/7WgID80IKizudlKQEics1eFDXtTE1d1LRd4t/b1tLa3hf3I2pOX7bZs2Qw3V1S5igfYv4ulILdwmT3HXVRyrKIqGwuFt6zssuKFyV93QAzOefMoUAOCaVFYeCQ4dstK/3asgavp99Q0ZRUlQleYvrY3Vd9JvJf21geAcZvbKtU2rOtwJWlBCoNUEDbe2t56LzXpYG7W/p2e85ajylUcbP5FLMX5ne3aHfTy9VlVLWmBPly3e9udcPCfT/kWxc589dlTik1VQQFTUFgEAccszEyQjsBqNyAoFH7Y21qSbotLDZpSiaVI1yB427bB3ZKZbaXiSIpBSjgLTHPT05w075oKr2PHLJ2dKDgBqYEJvdX956RHWampJppazb6BD/RMpPkEGDqwFLzZpcW2EYEc45xfhIVSjKJwCQSJLhcHh6rKfxlKATPBKQ1kSMkpqfS2V4iMBxe9JSHe6eC+WSlxJ+NjMI31FECVsAovG5uLqtYL9VG+OzxhveAUGELQ6Neh/uXSIxwJ3X/wwd27PspaCsLilIGytb39fHr8y5aGh2/fUKk8AOluzo+frCws6up/mB+WlpYVl5TADXBgrqY0oaV4YAKQQz/4Llqx3EN6xLThyrzs/91jKQM41CqsqbpclJPGzup16YKmHuXxjSkewKBX/Fc4XpzR/JRpxo2tq5W12X5FGKHgya4uW5SZOHv+grWeO/4aHoy2WIpAFcRyj69e23Xs6FFZpbFyShQDnHCNAPhbfqTilKu3b1F5PlKw9INb5e/HUjjd39y5e2j/wYtyKpqiFAanxZHQ7KSXrQ0PX71QHDlycNdsqPSOw9ULFy9evbZbVNZCYhgbSw8ScnLnklRetKfkh7aBwZojhyi+a5Db6aCX/8uxFEdCp81Qrq7bJq/Bw0Yh91WEqV6bn2Y7edLa/Xv/GhI6YDsPjC6Pb98ZEOC/W0zWXHwYGzMNcDWoKHtvaZ69g+OaPZ7/Aq7+zVj6/Padg3v2HhOVMxSj0H4dSOj7kh+nGqpQEko6Vn+Ni29sbIQowVJS/8Vtg+Py7JbtibGxe0SHaQjTwMsclia8PH9vVZHb0mUz1rj93crVvxNL4fzeMm+BYEHxFnElHjZi0bqIbL6ihpq1xRnaVlY7Th7rsglI9CkhfWf/NSVBcA0h+TMzMkeqqjg72XeZF461mTmro7R8j7CchiAtcLUDd4xuKf2x32PndJeFfyuu/oWamMAPvtoaGpNKMPuk1HmY2SjIwAvWQi8LMmcVp+32vu517fLfuvb9cTSkp+OMkJWUlcA4GXS/XboA7vTdp/Cjj+7v66iblh5VVFdNweoQVmHrZJokrhCnat50xcdKTz/g1au/Pj/ykNfE4Cz+1qwviog+IKYozN57kAGini5FTbU4EmppsePcaVLwsz9kpP2BPwPQJgQEfu8bWFNdDQaPxaVlhNYa3XvHGS2tdFOtb14pIC3FyU/98OrbWryK08IZ273OnLGwtfmbJAh/Dy0FcwUr/VHqn5PPSKoJs3IxQEbB3l5sJ0Mv7/OS7FmlGbtv3/TyuUEKilK/t/6mFiC3TVt7m6CwEMQHBmuN2joMYTDhLjMFzeeLT2HOJ7xmVWTt/JlQAYYQva8LKZ94mNgOSGvdF1R4575tkpnF3+q5OoTj8T67fmOm81hvnmFTBEewdUCY3E7Ct0lCBN4uf+zyX9glroUJKaM1QuLjjMzN/ibkGbC5JCangLE+xDGEvG9c3Nz5+fng4E6kd1zKKWenqOSkMScPTalIu1mcDoaBxJep+1csG1v9cJlWfj7kkzQr3wFh1dMdgpunzBxrZJKcnDxg0x+YjoYkxwtc7rqZc9szso4KKvKy4JJ8dn9yJ1qWKsjUc5OtiWFnYxcR7jWwLWSCAEkmyvEiAAey6esXCAka8awmOPeIiYkYjNIvKOgjgnZhcQk1W1yspFIiMVMkpitCJtWX720s1jI0XHvs8JBW2AxtGS/IDCdY2axn5JsiMIyyZa5oa/Csy2XRUDl641p3t0YktF9vLSMh/1AsReCT8j015nMcI0MHx/+tAiHdG4DU3NyEl6ePQITgE4fEZMMZQpy9sOvc6YsCwy14JCAXI2XLSlgrpr5kE6bAwcZmzaGhGsJ7CGNpdHj4qnkLLnDJanJS6NcSiClyw+TeunnTztmZ4t2AYikCurcf/MrKKvT1tEcMk0P+EhEZk5qWrqWtaWdtSRZ4cSmn9h188OTJLlYRC25xXKYP6p7WDmxYQ+m+tgq3ZUtmrF0z5CQOQ1V6dOP4yT3zXJ7zKGuyCpF7k4HyFS2NrtVpr0YI4QKIUYGi1G2ev6c2KF0aGprAoUdRQR6CNiGPmpoqpJZqqG8gIkPqEQS4lFPHvF5HhEVZ6thWJgbWFVKwxIRV2DqY7DglA3nV2G48U1VSAnOXoauwGRrSI4Dv4gmTP56/ep9bRZiBoxNy9JL5RjWUTmnImn/Ky9v/Axq8gyZHRVZWDgSO4eBgI4y+D/HWZH8l7Pj5M4+CXnApp65feRMdETlaeSrme2JjBbkL3aU8awfTZE6ZL4K6yTuPGKtrAi9GwagGvcoQkB79khXN0UvOXcRJyUUU09F6tKOwVkH26P07tMJPlOOFjYsETOqeBYN47gzSdzwu5dSCRdj84t2sEjjuieqnEIvZ315SLS509fkT+hcsDaV7Kdj9ORqbujSxLWL/ffMha7Gi2yq2MlXs2Ld7yoIFZFVEC9MJBJK+xm1d4apS1bCyQ0SamQapMWBLbGEomzNj5tpD++jZCmLIYCkORQ2Nz7cIazKTmvMPv7daOzv2tf3IlBMZEgcnnaAE3Q4DcBUCVpm3saxsF5JmohZXYW/cxxbe5Gq7cOO6kYU5fc56aGDpbxRtEtZkFCAXjtmddS4sRTt27BzvsoCez0ty5/Uvl8elsQkM2rpmrXkD41ZmGV4GCoPL4WFY2Nmwjq1Ex8J8x4UzdCgBHgJY+htF64U0O8lD0VaGjreMpWf4Wh59ePeveff/CziMi97y9sO2zZtc6tmndopSiau/dwtPk8/jR5r69BW3hd41MQiKnqsV1Gjl72zrJP2taG9ay5aX4qgXlZKEouhfibTAGdlPmQgWnVweK0cxpXp3FmLaW0jfIV1KsrYxTm6VuFcjBqaFx7d70q2qhu5kvAApYw0trxpuo07y7BaSGGvWcFUcuXjBbgxJ5grgzAGOy7CV6SGD6F+JUVROCjSuYCFcVFQEcckFBXDK2C4N4oyWTp276H3ds5HfvFOIjYFyQ4hWBux5psKYYYK337+hlSKAyunTL8cLKLpy4lS9bz8WMcqQPkngW+53Fvnwtb/6GESihB1M23J+5nVgsZDxHjplY2PV19EmjDNAeu9oyf6AQNy3+Jyc3Na2Nl4+3gZMPQQZV1aU7zHAIs51cb17QFCQZ7OABaMIGwPlJgDRnZULGfJ9372nB+6XfjneO6fP8cWnL2KTZWBlJPHFsLStZcstcDCITE4kEUUTEpPTMrIAOQFFGRkZgInC1NV/jU+EqPP9seHQNsmFAKDoj9x8dk4OoKFSEmLg4YCpw6SlZ4ImtntTuJRTN669jgiPslKzY8oIZCojced0L2bEJhLMorxw8pTnt26TO+Z+LU9HHG90WPieBUvuM8qzMZLKuhR2NMzuyN25f++UhaSqQ8GuLSIqFmAqP1wOkinBD2B9P0VEFRWXCgkJODnY9Su40cb7hAAS6b8Ti9XV1UKIJyyQb0BQXS1GTFyUuHkwLtLSpq0JUbG7O0Uo0N4hY8N0tm3uyLNetWzJlo19jrb/CtAjx4uTGBkY3WeQkWbuI58XHi7RbeVbmSvJlc7Ffv76Je6booKCg501vikIZh0WEQ3Htp6uTv/BHW2ZFAikpHyP+fINvFXHEWQohwUqLimVlBAnJcsrLtLS9JlgtHSERUqBRYCUTruUaWVoX9v2g11f49KD+4OlyaNHLN22cLFRaJIdx+8IdLlz7OolhAV/9MqCfu7A/ORgnjRjGg9vV6ECSBp6WxgQFH0M/ZSXl2dqbKSthUsrDMtPWBjvTkXB0qJVaAKB8E+Rn7/E9ehV02WxundXXfPfaoI3emhQsEAL1oiRk5ehb284jKRQOwe7+slHSLOtne1r6zPYtEdefvlsUBCV7rAUAmFsnjTjKZ86Hu5NwyQa5cRahHsIjdPW2eGLrWMW4Bs/Yzph1lCkbnt7G5E8f3DD+Z6WAdHuxo5xRLgpwsiAIEyytjQj5bSmyXZEG+kRAl/jvsV8/qogL+9ob4MvAEwvOKPGfUsgDjRYX8ItAZshMyX1U0TkyE5mHRZuVkZigiX2ylr2yjqe7z/xXeAoak2GzHgHyIIx8ItFX1gKUhwTTe37LFLSrH3zuhhs65aGH5Zuy+avXU3ZCecX8DE7J1tDXQ1JeRb4MbS1uQV+gI9NfR1m7BgHFEsHfkcS9lhWXvH0+UtwrBlPwPGCYA/Ee7zcXFaWZBv0/fZcffzoGLukIZcYWbNr7cSuw2TBfluyyZ2sitQXpi8Zb1xMjHknqzSHAAOkciH6VnS0jK1LRUBGGYoC7GSkcCFhq6trEYEhSCPGODs4EBzb1MMXbYEaCHBzc0lLSYH2BUTx/+eP2uPiE2Ojopuaeo2hQaTH356rkZ9OCDG4YtJhF/W50/AFIMntGX7lC2fODq7L2+DLeMeMNjzdyi/N3utlElkACIMypSrtwt3bRuZkn6aESwi6cj//4ILCAhlpmWFyMhCfsrqqCuT+dXUYdg52extLlJZSg2M0qQv4mZqazsHJCf6rXNxcNTV1sF7CwiLmJoZU6rQDP3zYumrtehaBcXzSpIdugb1nUvwNggcMpMEDHdFS8CHsrKqR5uJnYGYk8lZgG6dUp/m8eEYlisIeYmdjs7WxkJWVqa+vz8r5ERXzGSSKwGWB9lxDTRWkRzTZZ2gj1EAABHsSEmJwnub8/FleUQmRRIEBVlVWpBJFcayTs3NIQlyKiebsipTCNgzxXYf/KsLBc1FoxJa586mZFDV1B5mWQpAUthsPpwjLE5lDRWvDlLIUn+dPaZjHEnYABLmD2w4GU8/FxSkqIqyopAgITA0o0bq0hQAoTiEiYVNTE7CsEhLihBEheusIb/XZJ0MUHf5p1SKX9WyCxPceYUeupYlu3lcHLCIsHUmPxhgYnWYUku49zHlFS8OU4mTaoihtNxPaGv1AAI7dqNgvLMwsxkajQeNKfGC4GCDzFrR/z9gvoiBCJCvC/1spbKqdU/MjMimBYpkIWYCiIyyFoWSo/ydw7zKNypaGyQVJxFEUTbJE1tr/3YX9Az9i6uthjqCSITGIIaSZ2bZuw0WRERr8faeK31X8fdFdbxrydESWg17upWAjYic9jIGZqce3sq2pTxTtMsmVixf+3bsQnR0RCMAtBthjIHSMjIykBzG0nzgRbIBX1RX4lGT0thXxf5/BI3rKc8/ArwLlDgQ0GasQpqFH0LQyduwszdyxb2+f5xZo1ZAXP57uf6HJUNFG6BwCWVnZEGWfhYmJk529oaER/kvigMFJIzI56etwKdfceNh4RHBVWVDU72vswLuhDjKWMkAqNBbG7u+BwlTL5YunLBg0qRqJC4wWox8I5PzMBbMzefnh8Da3tMB/SR8bUGDvd69hy83J+lzZ2tDjnoQ/gofjLBHJ8vJy0lumSclBxlImHh5Eg1ypM7JeXhZ53/Ays1lZTFy0EOw2uzw9+i7RBBBoI0MaAiAQbmtrB+13ZycDvMJCgg2YBlCw9Tgp4I27by34y/RlSzecP7eNp6NAWgT2IezJ7vYPemxc6ampAwyrwdTEIH4w4bpWMOdSXbUyOSn4gcFic9patHS02FhZu8Oivr6hFoPp/nctDXVI/gX30svetwi53wGGJtrdYEEg7FPkly9xEFYfP4Dqyio9fd12bEf3IRFP2FVVWZWTnQMh+nnasarvQ7tUDyzI5ty0yn76tP6eKX3JeOMM7Hj/nwsI09I0JinqUYAfBVGLQNiLYml/bx36bB9oI0h3AS1l5WRYgDUDpwssNjMrS0xU3N7OihRFa5d5gfvHoqnTX4w0EOHm6YalWZzbNthPnNDfoKAXGS/Mc8PceT/rqxlYmJD3aHaix84dFKBof4MMbZ+eIVBSUgr2D5Dp2NzU2NzMBPeaGkuIS+bk5KSnZ1AwcpBZ+jx7Mjk1FtT1+M2J/MhvaeaT6FtnQ0GnRKoM8r3UyWXR46pSRKqWVFGcxsM9fv482s4Qbe2vh8D372kwRyEBfiTVIjzwQ0ZaAhjggsISMEiiAAK/ETUpBmIUEkp9Y7EtMjJkBOWioOvuVQYZS5WVlUMaMIWYagg37paZdObenYEx7KAJ7NBG6AECwO6CDYOSwghNDTXC8aioKGuqq0HCaCRSJAUPIOqOffu2pMbB5kQQFTA2sLSIxPBaFPTYW5XBlB4hYwp49dp35y4rYbEIFXmvK5cpnhveCAmVHlEMQ7RidwhsW7FSLj7JRQMXUzswO73MyXbJtq0DACg6kh7BbHFe4No6na1tfjFRA+kZNACARrv4CyCA7E8fZQ1ZYWGbYD8wVBoYWkpH0iNYRWBxPTZvKmnA9OnH8BcsOTqFIQcB2J8P37xemPDlXmqyvZPDwKBoFygN8r0UGc2Na9dnSUi7zp495JYQHfC/AAFQOsyePftGRemOY8cGZb6Dj6Vgc99RW7fL2KI9M9v75OlBgQLaKQoBIhAAH7eHL56XYOrY2dkHBVCDj6Uxfv7zJaTYONjOWViH3vKhHlFB6AeSJHizc34MCkzRTv8mCMC9dP28+YtFxXYoqYT5+g3K1AZfxrt47HgPEXFpUVGYf1tb25qQIMuFCxe7r6cYHJADBhJMtDS38PHzjnP+z1eG4gbRivQPgX5yMwYUdZ0+Q7+6xsXAuLC8fF3G93dRkQMDDfqSHvl9/QwDQsyaWTk4ztk4hN6+7X36NMX+QZAFCFAU4hi1traBEfbAwBTtZdAhAPah3V9qRgV25pNtbPRral2MzWBzwi7trK+HP1LTJmV1B5njhUuptoQkAwsz/mXl4jhn75hy9z6cYXAfIHdWON8IbDugKAQxqqmpTU4ZaPcFcgeMlqcVBMDRAnmhQcLflLWflZrmZGrmKijiYmaB35zjhEWy0tIpa5CaWoOMpTB0NU5OBiZGwpeVg/2A8xjbllZrAwMIMkjW9AAtATn5+Xh1tDW5ODhq6zBwTSWrBbTwUIQADYMBABP3/ObNmePH3zI2tdXRIdyZ6qIiKZERAw+fwcdSyK7Vo3f8ZCOjWyZmM52cn9+8RSL3CxabgJaAnNJSkiwszJD0Mj8f0oWQ4Q088AuA9khXEADmbrKNbcSly76Tp8oP7xruR1pELPOXzfAAP4MsPQKgnJwy9cDYcYUysj3OvJKdPbulpZmBUUlZkZubmwh0wPV02DDZoI9h4AqMLwauEl2ydw0wfNHuBhgCeAdGcDnusWsMpg4EFt0/YbHY/Nz8isoKWU5OYQ6cxqWRjc0w4Y/MNIWlJdeqqo48uD8Ak6Iv6VElhJMCU2ZI99vTC8GtHerrh6d+v3TiZF7qdzk5GUWFET2++vo64BvBARqtjk5IHoy8gNjg1Nubz/4AwBrtgt4gICYm1n3/VJQWnzp8uNbfd1x9/ejqavniEni1f+TAzvzjZcKlpR74Z5BpKbCyI+Tkstdv6HPmEIr+anj48/Lym/fuaurqdi8PwVYCAkPgFmpvaykkKIgU+OAbkJqW3mOavT57RAsMRQiQGwwAuDlPV9eOomJPMzOcroHok52bd4eBYWBSsNERLQUjSR0FhcLyMkIxb4+/eQT43cePu2VjvXXhwm3LVnQXiIO/Lwh4ubk58SgKAFdTUxUQFIQsQKgMaSiiXL+O+ZeU6NZEK+uFgoKXZ82UlpHucxP+qK60tbft11H12PjgS4+WLF8em5PTG8fb5e8KI0Y8nDXHrL5OW0Mj8M0bQqlSc3OLhJjoyF9ZSfEPZC4AJhnYFCJJTQce6GiPgw6BpG/fwNMl7fYt33lzDbW0SNx+T7NzRkDhbg+ILeFWBUSC0OMcCAOtgukNMscL8wWquMDG9sViF7JWDkKYHwkI+N6OPXPLB43AQhbo/u7CfboZgxL+4KZNiVHR552dpCV/554nBSaw5bTPn/+Rl9clUAEERgPNAr4FPl4eU2NDCBbx5r0vQweDg4MNZfmH6IjjhbmBT6nW6NFJWZldAswQ/y+vAN+B6VP36mqDqmb7qlUU2D+QsjBomSEHASIx04HzAv5LVUnJoqH+0cL50rLA4v4OuEXKj9i01P2bN3dB0ezsHEBRyCKvrCiv9StYRGVVdXp65i+44awAmJlowK7SoAnqF3LNvr0r/PxbIT4NEzNZr6aaWshqV+3yMutRowN9fakfSY8tQKTW9IxMyBoeGRUDFvyUxdHpp7H9Nc0Cx5iSkhr+KfJr3LeiYgqDFRGBxi9FqI3fiROf3VxtTUzYcLY0ZGw22Jy7Yr84zprVpYvMrBzQyUPOPhVlpWFysnC3Sk35XlxWBsUgVC0uJvz/QzFRs1K053hhTxMOqLikNL+wyNhwNARcLCgslBAX73HcQA+1y8sn21hRNpnKiopTQR+/Y7FXHzygrZ8ukise8ysHMWIeDDkO7O2saQJ9yib799WK+xafl1/EzMIMcAYI47TcYiLWluYUBOnsDhzgs64eOfrg0aPLYxw1R46kDHo+H3zrNbU3HtjfpTrcPCEFLoQsBLYW7qURUbGQxdzC3ARSrcKkIHW1lSWFSbH7N6IKXAzgdMFPBqKkauloOzvYQpCo0E9RPFyc1lYWPYLS2tDw1oTxivLEcpkSB3FM3Df3oODZs2au8fSkSZQzBEWhU1gDBfnhtbW1+QVFkINEXU0VMuFStt5orS4QgN1cWFwKfwS7TjAaA+uUn7n5lVVVIPYjMW8aEZBGf4pYvWzpMhXlOXa2bGwUeodCotsZj598jImBTKo99gV8FugRkE9srGyO9tbUr3K/30shczP+ARSFQMZ4yoOF9AA9PTD/h69fL3z+orKmmpGFmbLXyGBUyMZ1PMlJJjq6sDxUQgo42y9xCXCu83JzOdhZK8iP0NPVUVVRAqKaV1BIK/EdlYMc6tWB/oAPE9wY4VJnYWYCQIbjz9rSVECAH/Y9NUAGFnfJ1KmXN296MnuWy4Tx7FxclG2q+qaG6fce3Lx3rzcUhSWQlZaSlZaEUwZ+1zfUw7lD23WhPceLCNm6B/KDTf/BP0hORpoIFfoaE7Nk9uz3bitF+koRSxwKhQUFe9/5MktK7jt7lmIGGFh3IP411dUTx48hjMkEtyYILUkTZoy2azkUW4N7fmh4pKio8PgxToTjz83L5+Xl4ePlpeBmATj/9uHDQwcP7jc3szU3pQYsrS2tK697M4tL3nrzqsd2QN0C8iH8IMG3+eXLN4rKyuPGOFC5Q/qdlsJ8AoJDkIAJYP0DEIe/wEyAqBIa2Xaf9qeILywc4mMuXquorCLrct+lsLTcsKuuK6aJCE20sX1++zZxY304sHtLGwWsOxhFcHFxEQ5VSlKCygWgZt/8ZXXhTgHnICfIcn49sMtBgARvXl4+CJOqqmvIne/35ORFcxcUxcQ+37Z1tJ1dHTsnvI1sHBRsJ5AYud3waeBUS8pr9PX17z4SHOHx9X/vG4AXKEpKSkCIfXAgwVIUqru3yfYXLcWhJRNTXX1DckKCuobG6NF6wMwQh/inT5GuKzY6Wh+sLk3+GnfuxXIXaVlKgog3MrNmcvJUMbG2gkMcCQ8/HNo8Xe34gVqC4O7dB382dnYnB1tCtASURsMdkgBXkooAQialfJcfPtzJ0Q4qvP/gX1JW3tzchFQe6+wkIiIEio2KyuqW1hZSWmzE1IsyMYB7MWFhvnbsiOY/hJp9NgVU1O3KjSZODUWdhTV1ZYEhO0PCArrwZcBVhUdEg1zXxsYCsXgDLQDECQFSBFckytSk+IH1r/QIiCdcPUfp64IzCsI0Xjp31nXNmi4sTRcwgW2DmbGVubGHmKgcfCrJj/v85dyFyeMMR4/uE6BdCmAhFTQzCzsWyw4hyX89hQX5qx480jIw3LR/P1khfxFJ2KwZU/FWh0jiIGjT1NiA0BSR3EGi5REI5OYVPHv+UklZCeSLwGyBPgYRwySlpAA5BSyVlpIAuSM7BwfxTR/4/u3CxUuvT55kbmxIsZQIvygVFeXb7j1q4lRX1v2dXf5HbnxiypW4hK+EUkkgoYHBYW3tOA8b0LvAD0Tqoqaq3CdN6nMD9C/Ha2NjaWtjCSgK4wCaA0JdUTHIftMHWduxba+K4jRxsWGQbh0eSTl9C5tjmz+EnXzwsA3bxsDMSPoLDjZ8ne3sTJ34KtLD5J64r7NkZsDZFb5/S6K3Koyf81emvYioGISlgX9jY7/ERkWDFpu4G12fa4AWQCAApFJBQQFEdMEh4QBe2DbD5GQEBfiw7b9PWEBd2EVEUBSkROMtLf3Onvvi6QEbjw2WjJzd0r1wdk7WmFPnGUVtVfQWIbsRHvnhuoL82pfOXydcOBibnY0F2DOA3AhCdjExMklJiMPxTT2KdtkeNOZ4AdBv3/tycXHbWJkjV+qY2C9PHj+xtLEhkhjiW1zC/DnLJ48/2WVwbW2tKV+vFRR/vr90kYKSIvU7u74Oc/jBo+/NLWe8vUmxK4Qra1BwWEFhAYisgbEBATVow2AYI0eqoJoY6pcDaQGuprFfvoGwFxhFAHIHQ2d7GxboJ+RiAqE9SAF66whO23MHDz54+PDUpPGGBmTzXD02++KD34HgcEuzbYLiqt1344t3q4ND/CmWR5IFsX7keIGBiY79ArC2sjITERaGXR4YFJqclGRqatybehdgraejb2a0Q/wXr9v9qSpJ+xjuNU975JpZM1k5/rhvkDFtAgVQdkbG/Ou37B0dPA4dIiJeRxovLS2L+RwHEg4WVlbQwQDDIy4qoqerTYHskYzR/mNFEb10S1Nza9tv7pGDi8PC1JjI/T8mImLV8hXLdbTmjh/3e1eQJIXoFbKV5WVbb96r7BAeqe/Gzc3XY7mEpABhsbIbPhcGYH36EUvh2vYx5BPCqSPEB34A9MBYpzemJeJT5NZNJ+2tNxKZORDVrMQHaTlB52ZONTQ0oB5GbS2tbwOD3F+9ueXtbTdmDPEGgUGAo726pg4YYJAqUSkVoH7wf2ULAGSQ6MKlFIDMzc1FRIoOIoytrq7FOdkXFy+Uku05xAdZIEI2w8HAEA2NeSpqDsTrPnvj/sHv6QCQ037EUpghgLuwqLiwsAiihIE1w/BhssCmE6E8ZibWI5VcZGWU/4BOtzzr1TXlbz5s1Bwuxd/ZuWfmdCk5GixPZXn5yafP0xoaL9+7NwBwJ2vroIW7QwCnCH327NC+ffvHONpa08C+B7oAHcTy2/fExSWLaxgtTd0FBXBxoXt4/m/wnpoWwSf088q1c/29QP2LpWSNHkIETp00f/qkU8Rr4VDUd9ujx/d19bRxrM6KFctH6c2dPAHUJGR112PhmKiY9Y+ezp41a/nGjX0ywNR3h7ZAGQSy0tNnTZ1qKyezbeECHv6eLfXIarm+FuN19973uvpTN26AkOLM6Yvnz56fMOZIr4j6q3Vg667fmpGWmdnfW6V/ZbxkQerdW/9hMpZ4SVqPP2oQFH2CQ1Fo3NDUNDIujkVX33KrZ0zMFwYmFipfaDD0mBdv3k9rIyM4AsgaP1p4ACAA5vLb161ZN3/+3ZXLDqxfxwOaSeoWvbUNC1HsNNa527uuehYQgMgR161327rNHXYa7DciGxLUPEqKjokJSQMwcXwXNJbxkjt0YHdHaa+CgAq9VayuLnvxbisORXVxKAoPXH1bmnEqNRDfr1+6BBiUQ8tdhEXF8C1gIfrbL1kR0Fk2ciQKhXl5++48YBQV3XfqFMoAk7uU/VQ+2N9vy3r3rfZWYxwdqFeEwiCzM9I3+twDl2YPL6/u9NDP13/N6g2Txx4RFPxvR3WZWmZWvKhkkdexPf00ZaRZeuF4kdBka1a+Jh1FExKTwdIdKQ/V2dhYmTvad23bttXOeoyTQzsbe2RNUzsHx69POGmwArZViYc8rjgmMmr9vUerVq2au2wZTRxr+nUt/+LGQRG6ct48NT7eDXNmCov1cl0kOn8MliG7ub0C29HOxMTd1ibc0fr40SO/1HSfe3c0tHWgKhhR/Pjxs7yyEmxXZaWlFZUUQDR48cKVSxd8pk8+Bt4tPTYPlONdgEfyd5yzVP899MLxlpeXKykZMIEyuKe3trbi5Z9UFOeFWFCI2CSAABlQCFNXj2VifRMYmCcoMu/MpY+Y1kYmpuaGBgQvGzCYjA7Geohp01sfPf3dyMw04MiBsohwEz09EC303zKgLfcGAVjimxcuTLSz22ZvfdB9rYiEOFkriBRuYmAMb2jNa8e2s7K2YrHVTExZLBw6M+eFf45FUBS2U3hEVHbOT1BEtLVjE5JSAoJCQPbptmrF0hXz3/rux2Lbetw4wsLi1VU4P+8BewY5VkNbKxtEnOj+tmNbg8PO7N67C8/ogsl+RkY2wGWUng4YSIxxdgCbMiFBAeB7U1LTN+7evdB1dVFJCXC4BqydTiI8Drxs4uxsjU3NEbXNWPDK/5UtisSXV1Bwo9uKZx6bt65Yvn316kFJ4DNgO4DeOoqJjITzsSzqU+iFU4YW5iQuWZdijYxMIZg2JlZWro6O4Y11wc+flOblwcne1t6el1+AoChsJzjowVUYrIXUVJTAmKyuti7uG+5cXrfObe6Cia/f7+txc8IfeXlFBjKIzyBj6a9A2T08fkFnAExz5s7E76GcHz8bm5vB1RPiViB/BO2OgYE+OPWDWTyYT4CnPxh78rCzmqxcFRQUDGeovjC/IBeHOAtjOyOcBGSEz0AKSw8f8erkMStRQbArfP7wIel2hfS274fKeOA03L5mzb4NG57t3L7RzZWdg4uCVUOqfK9rrm9sZGhtSXn/2mXP3gUrV7qtXQUWY2CXAsQTRBvgd15XX4f4UYI9toKCvI62Bjg/lZZXIE6trq5LZWSFgsPu9rg/JSTku8Qk6VcgDzKWcnKw4ePQ439ERb8UEWFe6bqUcOb1DYCkTeAZhPwR8TWD6wRYqIwYJgeOQkBURUXFbOztQEoeUlEzY7tncU6mvRi/rgg/OwSh+jNhFOn/tXV0SL7tHfPowVRHB3JTS/Xryv1NjeNC4z58CKehlajQqzPHpYfLkb5APZYsZ2Kuqa2JjokV1tMDjYChiQmAa/jwYdaWZuCt0tDQAKFbxMXEVVX/09LD6W9jZQZsGmJQAWT2weNbeQUfs7ITum/RzMzYgZQvDqaMF/GDcV16G4Air1lOZNtJS0oUFpdkZmTOmjkNMezEB3REBEWWZsZ3HzwGa1u8tXBWRgZOvaassGblym9tpIp6nUV4ehtGdnq6+8VrWoaGHvv397eu7G/CwD7nAmffhmXL1IT4t7mu4OXr2TTvQwXOfJqUR4Obnam8OJFLCJyZwJhcVUWFcLcgLejrar98/ZZwt3RpGQxdE5NTeusuNY7vzPnJhSUlpIyH4jL0IuOFCcBQVq14xMP9W0ld34C5dd/t3YdX3U3hwdc2LS3d1MTI0GAUVIRIM63NOIfD0rJSEVExOCB9/QLBjm+sswPe+LOpqende7+E+ARTEV47M9xpSuUDJ8L7d+/XXfe55XPTzsmZytbQ6nC1O+TpGeDvf2/nNgWVP43PKIIOLND9h48vB4XsPnoCsNTW2hJC+yFYCo4W8CMnJ1tLRwfO9GcvXgkJCYNTK6G9J4h8u1uAggWr28pN82efYGP9rSwoLs5PzX7w8vVDisZIaiV6kfHCeBcsdC0qysZL0nwDLuzw2Nmjt4qIsBA4SZSW/b42QNwqECCZmRpxsOPc/AHWTMxMIKzLys7BgwHkBGUVFQbGRgmYxomrNxQWFvQgp+pNPtDT39k4OCZNnRJ3+3qgj/d4G2tQFZAKcrRcNwgE+/tbGxvr83KGeV9VGKlK5dJA9eSERIulrrWiYh+jokCJ0tzUXFz8m9wBWo4d42BpaSYvrwADgfsnnOxwvgPrix8XXKA+RUaD83CX/PGmZibGxqNjP7/H79LsH1+mTJ44kEs6yPfSGbMmfU8PQOYPymIGxopZc6f2OH919ZEy0jLgRAauZKA1BTd5+DckLLL4/4yHsqICEyMjCO7AXx6+ghAvLT2zuKCQlYV5686dRy5fnrpj78kLl+thYbpjIIiXSH6FxSQObNu6f/7ciQ4OJw7sG0hZ30DujP7rC063pbNm3D118t2pY5OmToWzj1Tg93KkVlZU7jx63PPuw1f+/ht37oL7iKLCcClJyZKSMtgGICvCeahycBQUFDa34KJAgNwRbPpZWNg+RcQgQiCQGEVExnz78rWzoxOCLXWZ+7GTB5JTX0DIWmSjZuUEjxlv33/w6d7yYN5LYTTAouhq6U8Zf0hEWPzidZd3vj3wuvhBI96ekHwNJHXwR4iO29zSAv5x6moqiN9t7OevEPu3tLRUXFwcvkExVhZWWxsLRB4Afd3zvn7h/MWzq1camNKCAW5puf/w0WXfoAvXrhga06DBgVz4QemrP5bg/dt36y5fv+XjY+f0R3wzRNfCys4GIkYmZmZw3Ieo85CBGnhaZyd7QF0//+CKyko+Hh52Tg5sO86jFU753kL/gE3S3l2nF8w6nJoRn5h692NoQH8DkI7upTDVt298j3l5jxg+ileg+NyFPszuAbhwIoI7IgZTz8PLIy4mCoI7/NUCccfJzM6BKyu444iKCKmrq3VxNIODfPfmzZ211bvXuErL9mqZSPoaFObn7T13iZGXf++JEwMp9yN9hHRSEkxEXObNm2liuGzRQogOSP2oQJ634eRZrdEGHvv29SjPg1hnP3LzOzs7K8rL4BbKzMw8kiDWCRz6H0PDWyCe0q9g6EBF8cd9j2OzMLXR01oYFnkN/EvxanzqZ9FbC/SFpXC+6uuOam/rCI8MISsoETUAiomKWrV8uesYxzlzZtHEOjQmMmLtqfOrVq+eu3gxalfYZWlAmH/iwP7Er18veXpI08IjtB5Td/j0uZTSslNXrvYZcwPhaXuLnAS4isT76zPiXHJysqOdnbGxzdMX/14ucNjTm7dsr6ur6BNM1KBll7qGxsYfIyNr+ATM5y4CjKVedGFoZh7kc60y6ZvpqFG4BtHnFwRwCZR8fUERai0/7OnFs9LDhlEJ6tb2tqCAALUJUw0mT332wbdPFEXQj0jkJLgNIQX6XDGJXzmIN29b12dJmhcY5HspMh8LM1tmRjFxCaaHT+5RNkM4ERMSkiAMavfqkKFdRVkRDlSQNgHPYzBan9AlHWfSvWiRuqTYhpXLqQzVjXQNAbtdd+3X0h+1cefOAWMNKANaf9fCKUJXrFCXlti+fg1PL7kbyBoDDra7D2jp6SOwRSJU9tiCsKCAibEhWJUmJn+HAqA4pTKEMhw3DnbOjJ1iiioi1673uws4jJmONDG4bV1Y2FDfMnv65oL8mvNnL5O1bPjCONujikqI7Iq8r16+Qn5kZv8o+5UAKzUtA1K8FJeWwcWVsAu4Sb4JCLCbM3/sitUvnr8Ez0MGRmZqXmnZYa9vXrdWlsfZFT558m/aFYLc+8TBg7MmTTrgtuzgLk8ePgFqQAp1wfLs1NmLU9dvOXLu/OHTp3s8/kKDg7tsntTUdLAxgiWAPPGU7SukFrQwd/YiUUE92KXv3z4ZeKn+IGtiAARBQWHqqg7s7OwL5ux/eP8NZYgKtw4dbS0I3wov2JRAs0YGo+E3Tq+tooxL1VxRCRIC+DugbvcFA/EgMMBfy6rMZ8zJyc6iwAOjSxVo8Lvfu9i3r0xHj87KRLJZ/isPKEJtTE2HszKGP32oqatHPTCDAwPt5i+WNzWP+PxZQ/u3mzFAE9jULtlKtTTUkb8AIQX2qrmlFVn0gkKqUi1evexdXFhrbzsbdqmO9sTc3NwBXsvBx9JXz16rqRqCjTQnF7vL/AMPH1CCqCDIhTiuyItAUFhYGPkvhHgF+glnKgNDJ9yBW1vbuqitkfIgJDx84sTDly/dj5/xOHAQAybXENiXipdXgP/Qvj33j3vNmjz5hJfXv0BUgcgsnTfv3qUL77yvTp45AzQc1AAQ6oI0f6LL0kfhUS99fafMAjkfGREkgX5iO7C4oI9sbI0NDWVlxExQe8M6WLUN6zbCnoSdCfsTdqmSvP6TRy//OSyNjvkoKyeL6Is5ONkXLzz46Bei0nBbp2dkge4UjIFhzSBmWnJKam9QBmnEs3fvHGbOUbNzCgoIbGlrJ1Xh3otRhIKKSvjLp52lxW4ui/5uDzi4uQAJddbTunbmlIiYGJVwA8jf9Lk1ZdW6nV5HrlMUOw7oZ21tHYgkxESEOzo7idjlEkFRYHQTE4phT8LORLbo8BGqISG45AYD+Qyy9AiWduqkOWvdLuHnzMTWzsZdVV1VBDG3VVSVIbA/KeBQAf/A/+dcAqNNuKKsWbsGoavA+QQEhrS3tTk729fW1AYGhUC+HSSNB3z6f3L1rp00Nzfn/swDL5zhkuKg+CY+BhVJUa4/E5N0Lx/k7+9x5sKHoKC/UqSUnJjgMnfejSMHNLT+40h7BFpdU3Ntw+80ML1BNftn7scv3zTU1UYZGrCw9LoBwH4ISaEAT5dFB4tc8PAGKgq+oxhMA8SIZmVlsbO2QGS5+DwXRJYVlD1Pn72EHhRGaOKLtbexY1vYNm+36W9Te+iRjvSluCSTC7YuWrADDwgIbs7EgtNfxSWEZ2VH7N67U44EDRtYZuIlt10W7JepYBZyP0EevB02EmiXyFJlZmScPH7SVEtj0jjnLpnXCGtxsbNDytU+TxNQ6y/Z5vn3IWpyYqLLvLnv7vqQcgDVNRLDUkx9fWBETGN725ixYwQFhYiDlAiWgjNGXl4BYYI/WHR9XR3EVaNPLM3Oyn7//r38iNES4n8ElMW2cmDb2DZutf6Rl0cW+93n3uhegL5kvB0dnYSOthAspaOdHV4ddTsd9dnTJ8989fI9BwcHotTq7SES7xdc3uABlwj8C3bYmVk4o3wkBwmRR3/UqJu3faSUFCbOW/g5MoKfh7vHF85pRibmPl8Qpdw4etjZ1vZvYn1B3QIWRe/v34FsQH1CAAoAAOXERbq/4gJ8Xz+Furit0tLV8vDYBrJAvKChtx94Qtpli4OBGkTfBmNAQr9QHHJWVCL5fpBsND2+khJiN6/d2rrRc4TkeGFejbZGfsIXtiXsVSPDsRAMiALEo7jK4EuPIPR9bztcWVllk7vP/bvvHe3HUuaAAqdmA6YB8gU5OtqCVwS8trZW0jIy9Zh6+EQK1ODInDR95ofg4EeBIRPmzAd5BjU3Lk0dnUOb1m9zd6fhrZuUWfRTGRAXzZ427caJI+BiQg1YkpKSzMdP+oFpCP70ycaeWkP2nz9zgXJy83KD1xTy4hZdSgr+2EUP1wUscOKM0hsdH1e0fs0FMQnR3rZlUXE2KVYQNIT54GMpI2MzkeBhAvx8S112GurNcbB1uneb7LAmIDOoqoEkthwQNQOhmXCO8vFwFxUXkyVOAF7u+u3bOw8emrx4+U2fmy2QYoPS4A+gpBHl5vwUEkLDVRyspg7t27t95VI4eiiGRkVVlceevTuOn3rw/PnGbR7UuNcLCgkjcABDbgF+ARAW4sECMgjuXylqv39P6xFWcNzs2X1wvPOkuTMOzp+3Di8r6nFn5uWlUTNOChZrkLFUVFQ0OSWCeNRs+GpgaLbF/dbTp59wR11833H9IMUbwALhfEB9qqH2R/4sefnhkDATPkEBskAGdoURsbGMwqLmYybERMdSTD22b908f8GCgVeOkzXZPgsDd5Mc923MhImUwQGkuIGBwTrWdvZg6/fmLSm2fkSGJMDHq6urA8cxSAThfgSHu6KCPGF5PR2t4XJy4CKDhDUifPz8/I0NTQtzmXd7PlJSViG+G4ELExaBTJ8D+gyyjBfmamVhP22SB2KK0OeTmZnx+JkXBCXbs38HKbKKPhukrADOrnDJErhK7dnhQZkfzE1vb0YBYZelf8R2omwwg1Vr+6aNs8eP1dT8TwRK+kiywXhwx04NbV2P3bsHmC4RDhLWcd3qzRUVDdMmrydxByYlxrd0pO0/uJP0yVJWko5kvDCBe3cehofkjnHu2fm7+wzB0ygyMuTx0/3XvH3s7GxoKGoDu1AksRoiliAiCUR0PMGBAVs3bd6+1m3suPHkDgOEmbbjJn6Oj6dsCQe9FgjAnG3tYkODyB0JTPywl1dgRPSDJ0+opJ/kdk1YHuQC167evHDu3JQJmw0MTUlv6vadM+5b5piYGpNehbKS9CXjdXS2Cw2/Q3pgE04Odlsbx+NHfC+de+BgN5aGcf1iv367e/d+zOevCCf85Utc0MfQdx984YWs8sgPePEXWhs7++Dw8J/l1WYOzjExsWR5e0AYLm11NcpEYpStOm1rATF0c5lP1pRb29uDggJHjjI0tLaLiIkZRBSNjIjS1x0dEpi8f+9jI2NT0vdeQ0N9VMyTUaP1aQvMPlsbfI4Xhui6Yv0wKQstAhPNPseNFEhMSLh1b5eDo+OBQ3uoZJwAMyHmDbQJpyzcYyGq1de4b6WlOIE7BD4vLCqEeC4sYDCIsyXkMf8z1hnOs9zDg6G9bY/nDmnp3yaKfU7hxfNnAlIyNvZ9JMzss51BKXDy6BF7M1MNktldyDS92G01rNS2nTsJVwoc+uMTkri4OJEk1OC3nZub331GbBzsEOmK+pkCC7DadV12dv7SRftl/29MSnqzwR8DZEd0QN4n0qtQXJK+aClMY+euzbfv7WptaetTjNSlgLaOzuH9T7Gt4sYGpiADoBgiUDErKxvRjoDnPggJ4Ye+ni4ixx8mJw3/FRTgQ/7bBUXhE1xNr9+6tWzN2smz5/nc9AEfSFJknlLSMrm5edSMeRDrlpeVC4oIkzJNTEODh+cuj/0HHzx9evDIkS6HafL3tJrausrqGkQxVlVVXVJW/jMvD95v3+KRH/CCqI/KycLiPnzwxMrMWlbafN9uH7lhsuRuNggP8uDRnsVL5lM5EgqqD7KMFxkx7HJ7R8fA4Ne/Qt2T93Jwso0bO23LpusXz9y3sXKgmIfMyckFs0/54XKQiQAs8knUphJC3NDICBi56uYWMxv77B8/+ozLLjN8+BB2lwFTKxLSBcTExto6jzU0t3j2qoeIViBuBRYGMQtD7hHgwARuTODMBC5NYMgpJyeL+DmBswsFmxtfBfQCoB244/PW0/OurY0DuXsMKX//wakTp85RybJRNgu6wFIYOrCsYRH34JJJTuKl/5yiJMRFV7nttjRbCGrVvXsOkWszAF4ybdh2MChTVFTg5uECi3yytKl40IMMyX3LFpCLzF7gcvLkqVaixvqgCGIAk46h+sDOJRZ4EUdCd+66fuvuh4AAXKDAntxZwG0FfJWYYckZGRvqGwBj8VZB4NIEgIEOurg6kQstUHetWbVh5bJ1yxcfW7dmjyA/H2UbLCQ0gI2zdcrUAQ3wiZ8svWApHFHPXz67dHVjZWUlCcZ2PduimZqaHvN6lv+jBQ5OkBCQvqLgJQOYCa5tqalp7KysHOzsyKYhvQXCkiAXiYiOZmTnmD5zVmV1dW8Olnl5ebZ2tpR1Mei1mIhu9uwfObb2TpC++boPMeNeMN6EiUA+Jchw2dDQmEadr3YXmMBJ/eG9n6qSEg/nyF07rqqOVKZ4XyUlJ77zvXjpyllyJfm0Wia6kB7hJ5MQnzhn1lzPHT6Qo4n4DJs7CrCdpGYl6K0pJF0F2HZ+8A+CQ72LRb6luam62kgoEJ+QGBkdq6mu1uVGCvm5kH1G7jPewRqqnDxx0mHsOA0NDXKr00P5l8+f83Fx2vR0yrx88fzg4WMv37wmrkmGO0VwcCg3Lw8Y8KVnZMZ8joOgrWOc7BCTbMgBAeJ0sEMAQQAF8wWmbNkSN35+2UXzN/BRF6+wrKxi/8FFr96+GGChNH3pS7usQWRk1PIly3d7+hA6NFCwTlAlMCjg5auzHjt3TJs+mcgpCNFxIH87dIe//MDlNj4xSVZWZvwYXIjX3rCUlFHh9IoOjm6r3FxcXLqUHz1qdHBoyKDcc0gZOfEyEFDv9MmT169fh2J1dZjQyGiy2oTzsYvbCpC+ysqKcc5OUlKSPWIpkShHpHfNzizOxiRIenk4Ps6d33Dv4T1tbS3Sa9GkJF1jKcwwISFx7qx5WzdfliNfVt4FQLCBHj72TkoOvHPvTm+A/uAb8CM3F+/W9Gvb1X3wD25panJysoebEjVYCq3B/nNzdRUXFd29Zzcb++9cIyBSdl+//vW7dzRZ0YFvBMnjnpaRjj9l4Aa4Yf0GUzOzufPm9ckZInqvBkw90FL84MEaXlFBAVx/Kaal/v4BGzdscrBzcXQc1yUOMwUgik9IOHps2Xs//4FHURgt3WliukAQgHLv4d2jJ1yjY6IovksgFQUE+VauWL9t82XX5evWrN7Y3WUMxIztHR3CwiJKSrgMIsiDs8rn4WZhZQVVHvIXsN6mYJmRKrBlL166JCwi4rZyZSsYkWLb4b159cqOXbsobnPQK8KkDhw6GOT3AZlORWmpjZU1oKgLaeGI8W4r+MBFhqP1ebi4GxubutvZkjJZYH9srR2Oe13es8tn0qSpnBBaoW9XQmKedm/ePr9x0zMhOXlQULTLlOlFetQdUT+GBvkH3rh27XRbaytlonN8LblhMgf2XRcWUIO4fiBRIJQAQ/BBYHSNDEaB0wzhGExNDCG/G5KxS37EcNxvKpKC4WS/mzaZWli4ua2CuPuF+QX+QcG6urqk7D+6LTNt+oyDh49iIJJyeYWz81i31asBRUkcLWikOTg4Cd1WIK27gKBgTk4OufH+YDUh/o6jnbOj3ZJdu06Li4tQuVvqMZgD+9cXFn2JiAofRFtxQkjSl/SoyxrDAhw7evL+3Xsb3c9CzBQSdwCRYiAiunLteG1d/tXrFwdYGICM6uTx4+XFheXllcvc3EC/Sv2MBreFmzduVJUUp6ZnmFpauixZQuJgQO8VERULhSEVGqGjJkTVgBTd8HeQJxUWlYAyDGyqiZscgRRj5XJXc+Mp06bPY+srqA0pw4uKiPK5u99zl+fMWdNJKd9/Zej9Xtpl5hkZWdOnTNPRtlvssoomK5GRnnns+Fp7R4d9BwbaIQPOnWkTcTq31x8+9N8CD1jLyO10o7s7aIkHrFOkI7i8rHFz//kzb926I3KyMkA/qXzqMJjr145XVufduXeTMj8nKgfQpTq930u7DFdZWfFzXKyhqfKqtROjIqPINezqXh6Cnl28+JqdVQ6UaR8+UGVXSO7CQCQOSKpZXFxMQycBcsdAw/KfQkP1tLQePHgwkL6yuFTC959YWdioj7Q+dfL+8GG4AJTUPG1tbUGB/osXWy1ePsPX/y09oGiXNaJrjrfLWEFCsHH91pra5mWLt1BgKt19d5aVV96+fba6Os/njvcArA1sZRsLC+/zZzi5uGYvXgbmhH3KQmmIUTRvCqgZ3PMToj6FhYS+Dwm7eO3aAEwH5P8L5i3Q17WfM2cZiPion1R6etblq3tGjdL13L2dTm6hyKSGGMfbZSXgKuK63NXacvqMmX1L/ElZxciIyKs39s6aOWed+6ou2ktQyUDqivLKSsgyDoZsw2Rl4HqMj4SGJKcBS3HoBRgu0J7r6+n0lo8Ep49ZtsxUW3PREpyI5eTJkwqaupOmkepVS8pEBrjMjs2brA1H2/4KU+Sxw1NUTs59y9b+GwMcCvv3Hv765Zvbyr3KKorUd4Spq7946WhVTe6Va4MjpCA+haGNpTA3xIX30sULK5fvMTGhQXrf1taWR4/uBX18fPnqJROT3w6+SFLjNojk29LKwcnJzMIMwifgryC7AYwB/xUICGSwBaNcEBeD9RIEgO0iLkYG7LZsqYmmOl4KCnR1pKHJAASMpH4399gC8DWTxowJ93uPqCVB/7kalKV2Dl2iT4BdF9z3ICpYS0sLpH6WkBAjVGPiMoOUg4S4AuwxxcXFJCTEezzjAHrBQSFLXBasXX3U0sqS+kyWsNyhIaFnz2+5cfO2ja3VALAAFKzCkMdSZM6wURbNX8zKyrdu3R7qDZWgwfy8gitXvQQEOY+dOCwiKgq5oiHvOGgIIIALJAgBFV9S0ndGZmYrcxMBQQH4CgjMzcmJfIVdGBv7taq6RkREGNHL4x8cii5daqKh5rL4D/Ojm9431c0thmgS8RNeh7SGDbOzt8NPE4eo7htN7excli5H/ggHWXBIGMRwhGhDOHaDkRFCotpY/U7NjnxF/A0AREiqXzkZaW2tP0wm4QK/YtkqMZERK1030cROC1b52InNo/R1d9IZi9sFk/8SLEVmFeAfsMl986RJy8eMHU+9uQk0GBERffnKrk1bt2I7O4WFhJwcbfHNhoSGYxoa5WSlebi5Q8Mjwe7U0cEG/xUxYYO9aG9rhf8jziJn1SoTdZXuukQId+B16cr123cpOGgHvQrsodTIcHCIJxwJDlE3bBQdNnzvwUNtEJkhOAyOOV4+HiEBAbgmlJSWV1ZVSUmIOznaARWFJANwqIGfIPgz8XBzFQNVLcO5mFqYmyBGgri4fp77/Pz9Nm88oa1DAwM9aPD27eufP/vdvntLa8At/shdsiEm4yU+PXsH+09R4axsdUuWjAXRApUabahuZmZ06eIzbCcDpJ9gZOgkxHxjY0OwldHW1IAIA/CVi5uT8Cuo/kABOM7ZAf9HuErZmJmNMRzlssiFoaOzy6sgr/DBP5BcJztyF7s/ygMX42xhzsvN3WVG7Cys548fF2FiBN4hJuZzRWUlDw+Pg50N2IRAUHlrS1O4C7RhsUXFJYlJyQ1NTYDAcAjCJ3V1NdCLgkEoUF3EZxAOX1Njc16eEd433unoalG/rIEBgW6rp9ra6cd+jaF/FO2yakNJxkt8wwFr5Lp8lZjYiCVL1vbIAP8s+kbilh0upZuWFVteWVJdWVNeWrLTc1sX6d/7D/4QQMDEyABCsEObkPOCsGXA1d6y3xIW05KRuHzh/OpdewZAvEzixEksBqkKazK+2zo691b+Y6A/s6wi2OWaGhsRcrBwuoHdJT8/X0BQCDjudflaXV2dkZkNebcunbvMxy/q4DBJUKAPy3hmZlYWZpwPDZEnP6/wkNfGYcNkjh4/PIRA/VdxvITLA3TpY3DI4kULNm46aWVpyU6FMcqPgtSMjERFBdWs9LITx91Pn7kwcfJ44OIgngNssri4eMiDqqyshFjGEGIpbM0Z0ya/efrswvlz7/tKneKxa/eafQeH0NZBoB34/n1HZbnwiF4FrTJC/LE/C3HW88NlIdZRdxQCiMHXaVMmgTMDPo876C0rq2ogPxoLEwe/gAApRwYvlwgPF39vJVtaWh89vOvn/+DS1UvGxv0e9Y+UAZNe5q/ieAmnDcI6RyeHtMzM/Py49RsWZGZkkxedhYCvEuAV5uDkaMe2OtjbPnsW9fJFwFin8UFBIBr8FBYWISYmBslmGuobEdPwLrlud3vsTI+JCH/xVATyEWE7iL2g4RmaD2NLs66cVG8vXDRhWgCi+M9ftm/YgLd5IHSsh69I1hZ8Hve0jMyM9HSIVKaqNEpSVJGUl4cbsoz3HIMnKjJ6ocuYYfKCsV9jhxyKdtkUdGptT83WBUngqTPHb9y8snef66FDng319aSHcsSXFOATlpKUqqmt/pGfxMXNtn37nhVu7vUNDZAYSlxcdPhwOTADhsCCICABq1TYfCA6AjNUcAwAI/JZdpaHdnuyszIzdGL7eOGyOgQfJoil2NHH1Dg7OuCYszAYNUpGAi7nMVG40BkhoRFARSFQICif4Wt+fgH8ESKSZWVk1VTXDZdTgVhH8BcK1ouwSlVl5fZtqx8/ueDr995t1XL6VLSQtex/IZYi81dSUoz5EjNpit3kyUaQLxhsyMh6WVlZJUQVBAT4yytLU7M+Z/z8wsiCC7AiJys3Z+bMkOAQWxsLiP0JApKPoZ98/QJfvXn/Ize/ublFRIBvFFxWiZPQ/39Nyc0DLQ5ZC0YPhcWkZRJSvhOfowg3JILgLG1ucxw77vm5Uwe2bYUckyUlxcDogkgJ5Lrwtbik7OGjZxPGTWRnFps6YSEf7+9bKFkrRVgYdNsvXjxfs2bmmnVL/IN8h9xVorfF/XukR73NEAStBw94xX1J2LP7pIwsLmYn6U9FdUl5RR7j/3OTsjBxDpNVgVP/yuUzYIp76erFvILC+obfeUeaMRjgAEeIkhoKADyk7BYu/ZyYSPp46KQkcLDWxsYxL58QGQ+2oyMo7UdxdS1I8iDpZ1tHZ3MnA+icFeTlIfMdVHz73h/YELjkMzIyszJzdHa2tmHbSktLIROEqvxoCmaaEJ+078DambPnrF3rRhPNKgVjoGGVv1Z6RARGiWD/OX+hufnYxS7LKFjClrZmdlYOwvbjYU/sX2dhahQVGbHAyXHRrGk8vP8lMiZltYL8AwqZWCFjJymF6a3MeHv7E+tWKfzyv+3taWxrD8kpAlQEzTNgIxRjZWYJf/0sKSNTXHZ4WXn1MjdXVlYmkPkBcoKfPeRxZmflGi43krX3/N899gWegHBuFhVnXbxyflAcEvtjdf5FLAU4wm7w8b594fz5TZsPm5hQ69sJlPDcsT0FP7+f3bZJQVmFgnWasNz16sNHQ5Qrg3vmi3NnDnr+l8S9RwhgOzqrmpprfrEbAtxcQpwczEyMMZERq46fmThu7sxFyzo62hqb6ptbmgX4BFlY4Ar5x1HYJ1RhTUM/huw/sM7b57a1DZ3a+vU5ix4L/LUyXuLggC2wfOXS937v/PwfbtroVlhQRJmuHEREIX6+Y8YYzBit+uLiWQVFJYaODnLfmPBwLR3dIYqiAGddff2gpO+FuT+JTxwEaKKc7EoigvDCD/gvlDc0Mo68f4sH83PODNvEuERhIXFpyWHc3Hzs7BxkrUhWZrab6/zMrC8g1QfZ/l8gJeptA//999IeZx4VFe26wnXShPlz5pLnWFNQULjPw01XTtJ9+WJhUVHKjsn6OozdcrdXfn5DF0th4jFRkVf277969BBlQIBaoFF12+8lK6++dM1WsrzGIBnEqZNe3xIiHj99AmJCigdAzxX/UVpKuCTGxkbhEWFsXG3TpztERceQIv8F2/rLp7zWuU4/unz+wW2bwMSXAYul7PU6d95jB+R9Ik+URW9bCvwExJUUXz55ShkQoJa0lNSrS2cna42YONHso58vQJiUhQgMDJw/f9yY8dYxn2P+VhTtstb/KC3FQwFMUpe4LJWRUXRzWw9h/nrDhOiISK+Dm1c5WM+ZNZPKqC4+t+5El1ZcvHXrL+DQcMJeE5PrG9Zo6OpQc4jUY+oOn7/yrbB0y+5TSsq90sbCgoIdOzbo6Wlv30Ee7aVmbINV9x+VHhEBt59fwNbNW1wWrR0/YTwbK87NCv+AIufIrs11lYUXt2yUliMpYTmRjpLj45eevvAxKpICOfNgbRfi/SIRGyIvnqMJcJacOONkN3HeyrW8PH9420Bu4hvXrwYFv7p0+ZKRMbWSP/qEZJdRoRxv12VydLQHBrigKG3yZLvsnBxQkMIL6rtXTx8vmTdukbHmqzMnpKWlKGbtkIpJX78uPX3eN+TjX4OiAEe4T/r5+U3dubsQ0sxRegVAKkI21LCrF3W4sXOn2wcF+COrAG90dMzs2WOVVWWBxf1HUBTleImdpOBYs9ptzbBhKpPGT/bYtspBWWHbymWQt5v60zcoIGDHkxe+ISFkiUmo73dgWkhOSHB0dHzr6aFJHeuLjLYwL3/3De9WNt6pLqsfPrjJxcl66MjQ80mgEvIox0sMgJD0bdWiRVWFBedWr1RQoUQR2r11n7v3roZF3Xn+TIVGDVK5A/qjekxMzJLZc66sXALhxmnSfkxEpOvVm86ODvtPnfoL7vDkwgTleHuFWOCH91rq6lMVFV54HZJXUOps76DyxVTVLPXcF1xYvXKD5+wZs7qnwCB38eizfGJi0pSJEz32ntr3yvfEhSstDU1Uwg2qGxgahZ46JlRdZaKnB7SaPic+MKP612W8eCiDsHflvHlqfLwb5swUFqNQEdplzbLTM+aePu+63H3C3LnwKTEhactmN/8g/7+M6QUUXThvwb0HL2FerS2tV04e/RoR4L1pA63ACAzwqotXtUaP9jh8+G+60hPHcJTj/QM+YGV299Kli5cvn54905Bqy0GkaYi2df723UeJ3y9efwj5xfH9JSUmbdzo+jchKpxuBmCHFBxLePREf4rYvWPdwUljbW1pk0YZ4Bke/mnJzTu3vL0t7Oz+BQYYxdL/sDQmImLVihXLDfTnTprIxk6eEWlvZyFO3eJ9a/yYKSs2b+u+nwL8A319X1y9fvkv2GpwwBkZGJ08eVlTS7MLNCorKvZu3VBd+PPiyqXSsnI04Qzr62q97tz/Xlt3+f79oW4T0idAUCzFgQiuiCd2706Mib6wbAn1uj4E6JVl5SceP02qwRy7SCzXyO7dOydMdIK4an0uFZ0XOOJ1lIWJm0iqNTgEd2xfN1NddfXc2fjcrVROKjkhcZnPndmzZi3fuPEvZoD/dSwFCvD22bM1GzZcnz3L1saKyk2DVG9raQmLiFr64OHZY+fNHMDym5VIs/WYeiMDTbARH9KbDHjdcWPG+fqHEp9sa2vbw+tXb9++dnr6FENDXMBx6h+A9r3Xr69+jb9w9aqhqSn1DdJhC/80loJGdN3ixWqcHNvnzeahhSIUFjg7M3Pjg6fKOqM27z0AgQhIWfKb3t68fOxLlpKaTZCUNge4zOZNWydOnKap2ZXX7XEYgNJeW9yZMFV7ZkyVkqXWhAvpoig/f8/j58zi4vtOn/77GOB/FEvB6PTQdo8Af787ixcpKNEgGypslPq6usMPHgYVFHnfeihPji60vh4zfqz9129xA4xatOoOgGllbukXGEbW7Tr4g+++3Vu3mpmMs7Vh/ZW6gvonKCTUMyDQY4fHuJmzyBoM9V33awv/or402M/P2sBAp6khdPdOBQV5XHAtqt+gjyH2XkdLufk6WVnLq6shlQLpLy8P70g1TaAw/brS/dd4SkrKQpflEB+c9CnjcrpzsDpOnvZzhJLlrr3J8QnFHQyJja3d39QWMlbH1sLMf7N7xtOnoFbNSk/vvykPYst/v74UMGH5nDmi2PZDM6ZD9heawBocI5+0dozU04c96uRgCwFBAoNDhYSFe2zcxuKPtDH4Mi+fPxeTFLEnSLVCk7ENTCPHjx7X0zU0/JXYipQnOyt761b3WXPnQ3QViPmmpqq0cemymS5LBCUkkOqQKQvyxOCbcqzFZaMg68nKzNr08pW2icnfoVb9V2gpSIm8z56faG2zTVfnqusKEYgiSTX9bG1qOnn3/vRbdxQ1NGFjQaDOwqJiuBQpKSrU1dYV5hdAEuHYqOjy0jJMbR28sM96S4ArJSOTl5tL1kakn8Ll5RWyw2RJye0L4VF37dyxffumU2dOQxYsCFbW2dkJmWNfBAUKCQuGBgfXf0/maaivqa3paGySLC+FV666goKVUlQY8Xi1m0VbCySPDnz7ln5gRf1I/tpIn0nx8Sa6umW+70O2bDTU02OAxC9UvzGxn62OHBdzdHwX/BGuVXD2w0Hw/XsaLIO2tub4sY7Tpk1iYWKUlJHm5xewt7WD12iUQW+ezbJyspmZmdQv4WC1QIrH9ufY2DFOtqbmxi9evWBkYmoH35dfxxacYHDAjZs4AZRSCVmZkYlJ8Hfm1mYtxk54R2LbKVssNhZWW1OTz5s3+Z05M9bScuheKLqs6V+IpaAI3bZy5VYXlyczZ7pPm8bGxMLQjqXyLfyZu/zSFZ/c/FfBQYvXrk3PzAJiAp6ozEzMdfUNEDIbEm9CNifIwqanpwMgrqgov3b9KgcnOx8/b28xoFtamiHMzxB9YODEY1s3NNTv8txx9Nih12/fTJk6BeQ6mdk5kP5QWVEe8iMC9CDqJ8wddFFely/bjxsDv8samzCQspnaxeqElAIHZ8/epqk50dr6hKfnUMyX9TdjKawHsDrglGzR2vxo6RIpKYnOjvbe3gZm5gQhkT7fOAHhD6wcARIyMzx3r9q9F7IJQ94EIAUQulJXRxPSJUACBcgX3gWs0jJS7GzMs2ZMq66qzM3LTUpO7v7+yP1pbmmD5LAYcg8jM0NrS0tv4a1/5OQ42dsamxi+ePkC0ZFAvE9QnHJzcw0fPkx++DAOdvaMrGz8rMUlpeA3OxeX48WLgZ/CiKwa6Z8MdLQ+rlvLk5RkoqMLFotDDsKEA/57pEc4ReiiRWqsrFudnUnxCMUyMTWy9hFXPqMw//zXeAtTk4nz5iBpqplZWCoqKoM+hsH9CnKrQZbrmC9x8NvZwRZSdEKB+ITEyOjY4XJyY5wdwJkLPEUePH6mqflH5lxkAe7ff2BkZKCtrYVUHFoPBB/Ctncoq6omf08lPnJpSQk9Xe2Y2C/ZOT/hjgB+3VC+qaWlAVPv5GQP2Zzgv7l5Be8++ALQDEbrHd+2LTEm9vykiSnGZqTDRKK5RausqMfywPeufvlKUlnpyJUrQ8jP4W/Tl4Lu7uqRo/cfPrzi5Kg5ciTpS0ukJJihnvr48Xt7+9VHXUPmfvANqK6pJRRIQlYFR3tbBfkRXbAU/gvst7Ojo6vbqi6JwOGTgf6o4NCQIWp+BGei16HD125cJ4Qh5Djbu2d3eXn5qdOnCecF3McH/6DqyiokDQzyANDwSevwWApHG3wC0rd6+bIp0jJrnJ1oZVcYFBOzKzrGY8/ucXAJopGqliY7rbdG/ioZL5iuW482kE5LDVm5QlNZmcqgHlAdpLgvPn4cfemS48aNL4KDuxi1AIPa0toGFPX/4T4YO7AdkD4sNb0r04tAHw7viKioyMgIj+3bYRPjlwQ0ExKSEkMURWEWEEI+ISEen0wN/gKzW+3mpqyscvHSpS7zAjE4XEQBRYH7QF41VWWo0lDfQJiFDQ8cIzPTyPh4iXFjrS9fiYmLo35NoQXbUaN8Fy2MvHgRZIpZaTiB3xB6hrD0CDiZxRMm3t2169H4CZNMzFiZWKj3PM7Kzpl5+068uDgY2dqNH9/90E1Pz4ArFh8PN5z6yGtuZiQtI9PQ0AR/73HhoRHYuICubitdGxubsdhOeK9dvb5z164htFG6D9Vt1arHD58g0ykrLZ86eYqpmSmwDD0ALSMLqvPzwUXk9zNMDtLByBYWFWUR3E4Ju4BGFq9b9+pjsE95xYq7dwvyC6lfXB4OrgNTpt2ys187Y+a2VasIjxg6X4ghiaUgJXp+89ZEK+uFggKXZ8yUFhejQL3WpQp4Re18+nhhQMDZx4+8LlzokcoB51ZQWAIrCrnl8esKWei5uTkrKyuSU37f0CCbWJdVhz23cdMmc3OzVW6rQM5ZkFcQFBSgq6tL55uD+PCmTZ++e9cO0BLDjMY6O0+bNrVH55hf3EcrhC/WUP/vMgJXcTERYXFxceB1kSymEJuXjaOrmAAYGe/Xr+bt2zfzzesXYaGtzc3UL7SCrOzDWbO1C4usR40CRmxILMHQkx4lffvmMnfeFFGx5eYWPL+y2VL/BH79siI87NyJk+OmE7u0gMYl9us3bDvWytIMjOP+Y1+zc9Izsnh5eYyNDIDCp3xPhxyn+no9IOGJ48eLC0srKstXurkaGZFquEP9BPuphefPnqelQWrgVAtLi8VLFvfYC6BoC2AXAwOQUcIC+L9DEidI0AZl4B6BiOi6P0D3rngdefD40RULSw0lHLdM/VNZXbUjKKick+Pqw4d0aKw/VKVHsFQH3TclRkcdMzFVkBvW6zqRo4UsLC1ZExigZWK66fDBARAAAhcweeJkGPm7D++o32eD3gJMZ4Sc3Ab3TZu2bBqAweCMPWfMGMnItMHYVFiQ1AyUDEQTrsekJLvHxqxas3qeqytdSZWGnvQIpwh98wYsv8wqKh9OmiIvLYO7DPX2trd3kvBiamtOfHg/099315UrXtcGSEYP8s8SsCGE5KdZuKvaUH/CwsK0tHQfPLg/MHc8oHgg2HPausXgjk/g588g5yNloYltFSzWQHXkx9lzi58+N9HWplu16hDgeHEn6PQZIxkY1482JOMEJYoBsd+/u3/7vGrV6nlu/52gwINBsqaiomJIFgTmCrIy0sOGyREqM0E+BArSktIydjZWURGR4SOG9cah9ca2WVlYnjt/DRpfsnh+VEwUXR3e5B4ZgJlwbkZExYWFhIWE+F++RmGMGIBqdXUNgB1YYklJCSFBAUKYw621DoMBsDc0NACWSkiIwV0Dx1Vt2ZIQ/um4oYk8jbxVcVxVaIi2qfGmw4cHgKvqE9pDhuP9dRvxevDo8WUDQw152qTWKiwt3f8llllGev/lS4S3ERByBAWH1dfXI4pQsKTHXaX4ee1trZErKGyjr/GJ8Hf2X0KOXwjW6WBnQ3hBJQJ6YAdWLluprW3gssQFip08eUJLU3XKtCl9rhbdFti2edtoQwt7e1z8MZhOc2Od1zEvckcb9y0+L7+ImYUZseMDQRTA3NrSHDn+YFGCQ8IaMA2s7GzwCVkaG6vfX7NS02ZNnWLJzbPNzJKHmzYSiqDE+BWx0edOnBg3ffrgnqFDA0txqu0lSxZLSs0bZcj6Z+4WcrcCUr6trfXulxjv4qLzN26ARo6wETiwA4NCGpqaIDiImqqKqIhwcUlZWnpmZVWV+kgVQ4NRgKKxX77BZuLl5lJWUmxqakpJzSgoLIDCVpbmfY4HtuDyZSt1tEYtWvxbxALHgeFojR95eYO7FfoceW8FgMEZP2a8r38IMn6Y4Ib1a2xsLciKPgEoWlhc2tbWJiTAD1S0pqa2pLQcaKaIiLCDnTVyblZUVoJ1tLCQACcnB3gcwVcgtk6OdsjAcMFxnjxZs3HjldFGthraFE+HsGJ9Y4NXRFgaK8uZO7cHMbM4vWMp2OtsXbK0PTfPU0dfWlScJqBP/pmzMi529oyZKzy2ddeyZOf8CA2PBG2Bk6MtnjYCZkbFfoFdCNZ/H/wDIS28/HA5PE6WlpZFRMeysrKaGhuAMoY4FV2+dKWW1igXFxwVxT83b940NtWDHI00meAAN3L96g1+PjE7AudYMNPdsGG1rZ3l/AXzSTl6AAnhZGxqbBo9Wg8x24IHpOiBH8MAqmD5ANbRX7/FS0tJ29la4kkrVGFiZgajCHwVqAUb5vi27QmfIs4ZmdJqw+QUFSyICp89c1aPG2YAoE3XWBr4+s1Wd/e9iqq26j3YvlIAncqamtNJ8anMjFefPulN4B7+KTIz+wc4KFqY/ZE9oay8AqzqgdIGh4QXFxfNmj6VUJ2AfCXO8QLTvmbVOg11/UWL/0BRmAiYH128dOLWbR8KJjXoVfS09Z6/+MDD+5/fNkLZNm5Yy87JcpWEOypiFQi2DePHOBJOJz0jU1BQEAAbEPgRIKytqUao08rNzeXk4u4R7NGfPq1eumyygOByndE83D1rdMiCW1tr29uUpJNFeTfv39ME58eBfegUS2GNd7m5AWd5QNdQhE+ALJgEOtuQVR5fGLEFf/PeD8xKLc1M1NXV4BMgLQiQkDKgage2NjTsE6j17GytuouLYLclJqeQ1buWmi43Fy6ImbaW/FBkeoHd3bRh+7nzl7vPGheC/O6979+/Hj95lLgMJvbz1y9x3xTk5R3tcWsHCueysjJ8gyoqyjGfv8KiTJowTkrydzyHPoGM6/38xQsXL5xQVjdUoE2On8LK8plRIavWrF3svr7PAdCwAD1iKTAtCydOGsvANFdDl42VWJhMEgGRXVK0+XuitoXZjmPH+jSX9fUPzPnxU19XB66g0D4gLb6X5sYmS0uzqOjYqqrKqZMnEtJSYM/YOTh6o6WQl8HZwf7W7Zda2r1G2du7e6eH5yY6VKkTBzL4+oQEfUbEYGVlxT/y//NBI3F1gKGFaz9gKeI8hJyMwM40NzchLYx1dkpKScnL+8+NAfk7yOHxACdcJhL77VLM8PM33vK+Q7e0trWtjQplHjHs8pMnpDDzlA2mSy26w1JAUScT090yI+yUKPJoYfzDzhHT1HDkW2waF8eZu6Te/pFzHb9jAP0QkIV+iqqvw4wd4xD2KSqPwPEF2S7+gR87sFgdba1hBAaD8AlO9Ns+d86fO3/3/ksQfBBZsz27duzau2XIYamfr39paSPxiE2gEF6z2uXo8aMOvQQHBx7ELyBAUlIKcfoD5rapCWeihCAnYGluXl5yynf80YmAMSQ0HNPQCAICdbU+tgpY/21bu26xsPhcdW02FoJ4hZ0dlGHRzYQvX8SELj8dIESlL6sG2NNO5hbHhynayaswYDsoecEQ9P9vYFqyrt9L060bX4SFkC6gU1SUl5KUgsBZIHUE9AOCCfxteUUlfjlBrgjWuckpaQgCw03169dvEN8IfouI/OeNBf+FE2fC+IkxsYmvXgdBvDKIG0LkpXC/ULbLaFero4MBtjrxqSkoKt65+/LaFZ+FCxb3aPMAcBMXkwCeFu78AE9wNIXDDtShnRD45tcDlxGAOQjb8Ycm/Cgtr0yMTyDFI9fOyenj1y+NluY2we+TcnPwO4SSDfZrW7po6I0qrVw5bfrAB38YfKsG8GvRL6lwUaP2dl5YU7k2LQGnlT7iRYFWGlGHwgKwMEOYFGbYJeAPycLKysfHa21lDlyWb0AQnPFiIqLs7OwMTIzgisXFwSEvP9xgtD5+//v5BWzdtGXHjiPGpGWF2rNnx97924YcLQ0ICMzPrXNw+K0OIY7+z56+uOlz+vKVS93TeCP6LbBqADd6ULS0NrfAQQmAhSCDRgajAG8BgcHnHtSkAH9gWyBQRlFxkaysjLODHSmIigwMZxUzdZpqS/s6BTURHmoTRrt+CbVYvHhJ/99R6YjjDXj1+q7Hzkv6fasciWwFTHPTtYykl02Ymw/uUyOLg00TF58IJzmEEYBNwM7JIS0prqWpgWwI0Bx8DA1vbmxmZGZCLidyMtLqaqrIV9gKWzd7NDe1eew4IPIr/gApj8ui6Y+e3KPgTCGl8f4rA9zs4QNndu89SGIXBfkFO3as19PT3rNvVxcZAXI4ggND46/IMp0dWH5BAT1tLSkpSfgv8DUg6a2qrGrv6AC5LvwF0BUOTbJMvpBBwk5btGL50REqY0eoslERHAMC6thG+j/68F6RRvEGeoMhvWApYmIWZ+rIy97V1YvE5YdiMYU/NxVkubm5zV+zmiY3e4S/6s0/A8994eVGQH5fPX998OCBrduOmJBGQpHZgRh5/rxx3xK/kT5ZOikJC2duYvHqdQjp4wEovXnz5sRxD+9btx0dceIi/AOoWAuBpDAYTk5O0KB0cZ1BLATBhBB+gIami/0g6QP4BXDMwU2bE0LCjg5XURCmXA+fXVnqkpsWmZhAk/1G71h6w+uI6Cs/OxkKk0EU1lUdyE9jVpDff/niYDGNkDh44YIFVhYTFi9ZBp5rZG0af7/AToaaFW5LyapFJ4UXzF04dcpSbR2SksTgxwyX9kuXzhQWZd24eX2wliwrNXXdosWqdQ1blHQoJg+e6V+cjxy0c3bqv+WgC1qKENIUQycK2A/gOu7lpnk3VF3w9jYyJyOGFQ1hCuPf47kvLi5h27ZDSsr/5REmvYsli2fefUAsgSLpTQ18STieTp+8stNzPwVdR0VEHz22febs2Zs2b+hXctTb2HB2hY+erNm88dKwkXYylKxdYV31+rqidzFRFEyfxCp0gaXR4Z8CV67doKhD4qDxxZIri9wKMmbPnLlipwdccrpow/HFmJmZIZI1XGASkpIhnoCcnCxE8SC3rx7Lwxp/DA5ZvGjBjp1nrKysKNtnkRHRcfFBp88cp8mQBr4RAILhKMNTp+/IyOACeZL7QPUH9+6+eXf30pVLlNlIguYGotv02C+ERIZ1z83LB2kfHz+fdk8BHKEizq5wy9aE0PCzw9SleEn2Vv1/l9NSo65/DOw/joAusPTohk2WMUkagjghAYlPZVP9mbKcNF7Oq08f46FDqA3PycyU/38yNYjQYW1pBtdLkBOC2FBMTGSc8x+WaCR22qUYSIlcFiyRlFRcsXIdGOVT1gjQ4UUuEz/4veu/NaZsYGTVSkxIXLNq48WLdyg7p6AviGa0Z6+7rJzU6bMnyBWhgbo1IjIa8lZAO4TRCSFKi72NJVxu37z3TYxP1NLRBsN9IlacSXFxLrPmTGLhXCajytNX5FdC+LwszBDbu9V+4kSygEZ6YbrA0rEGRpc4JYU5/jAE7W0OrR3t70t/bCn74XPlShe44LXhlZWV9+/dt7Sx0dJQR9oB5VtKynfwukD+azhaH4n+StkDx/+xo6cePXyww+O0Dpn3sS49Hjq4y3m81axZ0ykbCf3U2rB+Ewe7xKKFXU2UyRphgH/A1etenrs9J07sIRxcb02BGK+6BifnA/+kb98SePh4CdcdXGciomKRun2aQMDK3jmHMyw8JiRrKEwqw5VdV3FfQ87rWg9mkmRNv7fCdGHVEJ/3U5iFi5R0A9k1ZXN+xiUZakFcv+5HF6INhxdv5YP8F144QQuLS8AjlIWJCf4l19qWEHxRUVEG+oaYWsY7t99raWt0dHZS/N68eaO9s37KlP46g2myRUhs5MjRQx/e3/v2LZFiaEBFW3u769devnweOM5pAukhLIBaIqssJflbWku47hApDr/uOb9SXRB5gBdYstH9dXjoXWFO15yvlQ11pGxLTkbGzoq+rQtJhCTxYoMaQ7Cv9EpgP3mzKM2l+se51y8g6Emf5rhdpgpkFtypQCeur68LrG9v0V+JAwhuL3PnLNyyaeeRIzfnL1jMwsoGljcUv9++Jvr6Prh85TzFXCJNVp1WjcAsAj8GHD68AeZFMUygIjcPj4fHfje3PZMnTt24YTOV8Vlwqp06DKw4CCZg9cGJHHZCn1PGxSv0e7/g7AnjrOjAsp99ppPqhByrv62k+myb2gKDZnsEBD1D0QoZfr2ibO2IrhfU+o72Dy11MiOGm9mDnWev9vdIiA1oBC4q586eA44X7wkV+DE0L68A8UeDWwo4iBqO1sPbf0J54sBrb29LSkz+/PmLioqugnwf6iJuLkEW5j6cBBLik44ecw8KCST3DkbtIvdzfbigOjs6HD1yn0TFTDu2DYtt63FQcKrGxMB902/JkkXEpUpgwonYkwDr++69P3C8+HUHuVFEZAwvH8/4MU5hnyKzsn/ISEvB7RQKg2kK5PUhDg/QzV4+fKSjtHw5rxQPEytbdR1bZW33KoXNtddkuI+9fNpP0KWLe+mY0UaXOoRF2HCBMOqV5WpH4PL54J8fbU0BLXVjnZzklftAj96wFLGGhysHnmqBDElUVBhWDumFOJaWlJS8fv2WX0BUT9sIDBj6XAluDgFmZmLpXgL8A+/cPfb3oSgCGQRRDx26o6Oj1SesGpvr6hv/s5HuXr6traWkrBBC7yopKXD3EipFRUUJsUDqjqVIihAeHh4WZiYwNy4rqwA3fXs7nNchuPuDBUWfI4QCBbl5EOBqBDObcnKOSEwPnolZjdUPDOSBxSOlNQrK0AWWHl230SLwiyZn1+TcICi6V5f7QYTz1tvXZNGcLrQUnIlBfsDI0MHxf8MmTAOGg40Dn0GoN8AhitDY2LjVq/epqNAm2NKd2zeTkkPuP7pL1owoWNpBrAJXA1sru7lzNjv8P9wJlYOJiIi+fGXXqlWrFi9dROSC0AVL4b8f/IMhQwhhFbDpB8NgPV0dsoYE9g8zx0/cxSxkx/tfkHR8C89rcyWO7bSf1F/yBbqQHllMm+TfUNmF+4eL6Lqa9Dj14eDRQuWGhmyZAFB1NTXwO0Pe4cOGQ0ib+ARcQtveHt8P/mBrwcU5/NhRb0jv3YEFw1Kq3tpqjIfH6tLy1LcfyDt0yNpP9FAY1gs4hW/xH86fOwmJc6iEG1Q3NjK8duX1l9js0XoGkZGk2g9ADhHgacERAp+TRlxUBMYDSQmQIPqkP2Cp6xcd+WqY4M2qrO7X1PvYOrXROG/kAXgGTXqkrqNzpbmipa21sx2LvPB7TV2Gpdsy71cvqBSugJsFJG4BZkldfSQ+N4mGmiqsVmNjU48pQ0ERam/j6HPj2fWrgRMnTmFhASlRJ5VvWmrmqrVT5i+ccff+LSpnNABbgfouAFFv3fWWVxLatNnlZ24+ldCD6rAKK1eu37372mZ3j3VrNgK5Jj5IJEUIKFHBVwm/7rAH5OXlS0qLy8rKyZ0jzOjy21dxqrI7KlMI92pBUw2jsMCAqbsHDUtBYLth/qKwxlKcpKyjsxXbtrY+03rV0iWb3MkFJb68sdlva8H8gkKIecsPSZcIMhqIiYkqKStB4Hs4bgm7gLvrhbNXHO2dx41ZvnHjbhFRoU6qn5aWlosXTx45tubl6+ez5wx5vSjpKwKHkceOrUdPHNy9d6m/nz/AgWpYdkJg5NOn7omLgApMA5id7u6dPHy/LairqmsYmRghlhLkMsaPGfYADy+3uJh4Slo66RPBl4QZXX75DDNaA/Yn7FJku15qKNyww4OC1iirMmgyXhgukK8JphYBnKrwe21TtvXqZUs2baRsGlCLMB8JIsrr7tfS/e/ASrkudzU3mzZjxjxakbv4+ITzF7bOmDVr2/ZNtGqTYrAMVkW43u/cvufz57gN647I/hnLguIh1dVhrt84Xln5v/auO57KL4y/156/ZGRGRdGQFJllZKSISGlpaUtLqV+DUj/tqUm70EBSyqhURjSkNITMa5Psde/9Pfe+1yrc61pX3vdz/ynvOec53+c8Zzzv+T5P+gXPs40Uf1g/UdYbLJ40c9L8RrihXxJyOGULqyEJqZv4ZPF1ZfMQfPTnT92qXKbwHqEAXTpyFH/qSjGxXnFDp0yUfrgb34Ttk6uLW2zsu/XrD0oPbsU9wECdBfmFN2+dLvqZceNWX71Gz0Cv2ykSH/9x4XxbZSWDuXPtgE/fJZV/iIs/e27b7Lk2Gzet6+gn9M4IgBqq7hd8CFJpf8NDfVKnSNE0JWEiK4Wea44ZKzpQ0P8VNf5yW9LDlInPzs3IyCgpLWNnZR04UGDMmFHNN7Qwj6bBYQifDeFzhAYKyMnJtnUfEBr19wvYtGHdcrv/DAxacB1pYtfWC7U1tY+fBHp5u3levjbFQK9bZ1mGheyVgoC2p8fVs2fcZ1lu6Fq0g0MvHzl2pK24StBZGDOwB4bxAEHPIBwE+Cl+u9CLklfhEx2EboEILzTJ5bBB0FUabzhp0oFrl7sbTCayUljQ4LAhxsMfHBvdvlMXwlJl5+TBVZLGYwmEPlGdoIyS+hvzRzSmh4CI6ROUlf7kwcAdtBV2a/7hH7zCbjOa0aDzT3xc/LmL2w2NjV33Offk7N55yXusBkpwUKfU1CwHe7eu2gBnZmRdvXZEQJDr+MlDfzpyyLE1wl+ht4PQvCHsbOwq45XQAQMPXH74mPAF4nLALUV0JEDwDaWx7UWB/vTu/aKZVixcnFEJH7t7ImYiK922aKn6i0+iLBz2LPnBr9s0VDRVAeAIN6fBlwDxb+CDSnJKipSk1LSpBrCKQqqCuvo6Xm7ukSPlgY0N1zizsrJh7mweqx4mwl07XUKDQ9Y7nJQf0TUfQmEa9vY5+7Mk4+KlppNSjw39PtcQeAFWrVilOMbAZvbSrtoAR0dF3fT5b81aiJjd9FkVFkmIU1X6qwzGADgRwaKKin7W1tfBzI4GVUYjuZABJJIEBP4pKSmFlFL/DBigr6vd1tkVJpqJEyZE8Sser8ycfuZg930pRdXKLFZKzjWioR3GNZIDxxZWk+PKVtKqoVJS+ryCOU9DY2Lj2ghqCHoSBg49WDDhntDr2LdgscZG1NxKZCWFPCUQCPD+OEo43JDg0E0bNxvqLzY2nsHJ2QXxfmtq6oKDH9y5dwjb4nZosiBvgC+SN8AWMxymTDHsUNm2Xi4tLb99xzPhy7MbN28oUS4/QehWuBgIlwT1dSej+1jUbmtqaofKDIbY6HAvDWZYhRFymhrUXM9PgsMgURB8aDWZ2opUsOkzVtdwJw5SZBcqI9aaklKiv3zu1uWUKW41AHBPvH02IAIcJFaYzwzYxdbX8hmrafz5TaywsBiyP/Dy8zXfvsIdTm0tNUi/BYHPc3Pz4VwhOki48dQBfzU00IOcP2CiMBdM0TU66HZ2x7Yr002tICwgY+FEm5d6Hxe/yXEmCYcHmo7JNONu1VaXjGPmqQSwWmO/IjjscfKP8G3/2qalZXVeHXBZf+nSDRsdzq5c4bBu7UbYNOUVFFbX1ACXrfGoCUNCdbwyMGjgI01RUTHcRoKTavP4j5oaE8GAgZjxJ1aw0YVzmXv9IEVWQRir/Ai7eTXH+9cxPYZqb36JmTBc3o8oJcTSlNLjU12xPWv+1Tu3FSc0Bf4EjuiLiKjGkNawbDaPlDtCbtj35B9J35PMZ0xvnuEHEIRp2+PilbPu7nOst2totEgAwzC+BXmFd+6d/VWe6XHpHP3xfhlu7u8uGP8hfuEC29EKerOslkFCxM53tqa6NjIqPP5zgN2q1SUlP2dRchHAgejr12+NlUMMNKCkRr2OhfAd9AQGCAt6vHXVGm82GUnWJglhoN7XGHrQ+2bnZW6rBqbY8ZK3ECpqj5SnvVlu2k5XIXQyhHgMePAILiSgpIeo6Bg8Pgc2MPWEeti06OtNLiz++f17EpC8m6f9iY19c+TwcYQoMt9mNTt3JYGF3nsnHIQRrcoDm6XQsMDwV9cPHT4M62f3qadf1QwzqZ9vwL69rtOnrtXS0uXkbBaEviUQdax4ElJBDzg1ZYI4ztyCvPwpU3SGy8nBzV7IUYAWhCUU7jzAzP70+Ys/rZRmyh+99e5oPbVIvWJZHD43lx55GHuHKawUNqJHJhm7slJT4jXvCez7txDSOcYqnLx1A1ymQA58+TISXjAy1IOpsZF89C4u/uu3RE31iTgcS2T0azlZWZSdBPbv4rxfVW0iXEkh1XPwsjMYo7C5SK9fR9/zOwAXFTY5OmBeXMaGXTulUJW9iXk/z+bfEQ0xcTrRCrGePQW2VwV5BVwcHPYOqzOzyCxFCK0acD8AuI1wxdfnri8kv2ie7g01ZoF/+CdOVCHHD8Djl5tbqueW23NJg9/kT2Hky970mJX22g1B6DappnWSIT8Lx3n24TPis3SVlF+/fEXO/sDNlV9YEP4yCi7owkkDbBXcvOUV1Jl18GBJmCAhtjL4DB4HBWtrao0cORHOP+lp6SwIfydvqGWkZx46uvFV9LWQZ0+c9+zATLQTxtNmUfgI537m+AXPU5eubj19ds+vX2Wd0xquthqBMaOmrlb6i11nkm5leQWk82n8BgPcVDBR8EfCt4NGmWLfxUFuC4jSgkMQv+vX4VbcpkLcJu5hrZoolDIYNBgsuTvQ+LPOXjuXQg8PT9Tfx9X69hIVFE8oc0VyOUYO3+F+EnJvQ1poyE0AKWjhT3BpHu4A8vLyjBs7WkZGBuBO/J4Cn6/BJQB/LS8tJyEkHh5eljpZhMTgTAQf2YJD772PD7zocUFTS6Nn9NHPW4ENcFjYs+VLF8+etUtTU5eTg5NBQFhqiaxp2bmQrmJwaUlVbi5eRFQIGKfwOQDNmArERggEA2kv+Xh5IdE4cFCBdwqty8gMPrhp84icEieOIbBatNO6fMWbbs1qyRQ+Xsi2ksgH9gYJjdr8SbLynmeVnZGQM3uKYcn3RDFRETDRmqrq8rIyuEwPAW/g2xeYKPj0Htx/lJGeDiZaDJ/Famthr8vOyoerkyERWUhgrx3/PQ8P/u+QrZqG9PsPbzETZdBUOl4MdkDTpk0FzzkR+bHbZc7H+A8M6I5chMCBqx8iIS5ZXlaBY6kfMkwa3BjAiBIUGDiJkn9AfsRwaWkpyEyThc9Oy8gC1jh8RIAl6/haB7dCjn1ccvwssMttc2TWksjbwB7z7ffaWgqdBB/vw3oZfhztr5e1JIJXLd6NUHDl/MXxk7QgwWnjp+fg4JDNGx01JtpM0ZvBwcnGwkrZRRNZicT2Iie0M34yM7NueDkPk5Nu9UZLxwceVoJBBOCWmN2SlTw8kubTV4qI/B4tgK5KcURW9oq6+oo6YjUnO39VGes9v+spqa+u37w+bpwS1AAuj+zsbLhFmP7te8SLcLOIb5PZhDlw5Fxe7T8phFIvTZm/38cLKFza95/QBT8DdnozdpSR6jxq8QE89WcueapPngR75vX2Wwryy2fOcJAaTG+AxnbQB8rFg0dXUn68unELIoOQtYg9vY5A0MMnW7duVVe10dc142jbA0y/nMlJ330DDk9UG3/gkCts6F48fLx4zcrtrCLzOCTpsU+0oas1GSreZ2EQ0t9uR99kCh8vCA1mtkxL9x7SMR8snljhistN5WApICHm0x1VVLQ62v8/34dNckxs+LNwj93Ouy1nmffYTqbzkveHGuBEc/TQqdu3vU1NNnahup8HHGTh5JhSx+7EIQMXFehHsgypU6n+BNvybnUlMsW5FECBG9JKGmph9dSo1nTCJMnCex4ne6RagKeiIikmAA79jMfGpYSRTfqeeMp9LQn342Xkc5t51piJ0qmIHnsNjMHFdUfY8+C3H3zOnNsCiSU6qfG83NzkqLuSLBz3SNL7OOQ6ZKLQa486vOv2nd1qor9h25vnUhAFvdvgR5IWwnU4OWItQnxZX7C2Hm8wYY7ujCXtZBloazzBJH3P72Ruwecbt6gHlR4beVhDjCFAdkNs2Dxm1DRjo7mMaTzIa396RvwRFlF1NkYSHaQQS5dyFnQ3BZy8homJNX6P7WUrBWlC/QKubXQ6RRrCgWPkkwn5sFqPv8tSrau/Sl1nOp26h4tEsW9fBAYduOB51chIH1s/6cSNGV6D48nZ0x4XL54zNnBQGU/veQc0/ubpvQeRl9xYxUxZxRgebNOR5DtPguRGjexuKJjLSqG322yXSj19s5iNcQ8QHFbdSQVxnKxTrF1pRrhO+ZH06MlRVfUJhw679uS+pbv12q/qB6fGBoctOfhf06Y6SEnQCLXxKTb8cfCx2QTO5WyS9HxTaBXJWhLRAZemt3b5sq2Mx/2hX0dMZ6XkWBXmVuPj0xazMm6o0P9PxJ+7kQI+sRHalluFhVvx3ZeVlT545F5dl3v56gXsrjz9I4Zp34yKiF6xYuXI4caGU+aCw/ZPObOyM4NuOQ2pqtqNiINHg+GOwPHKgSVt3AJrx/2MpGxloF2ms1LoQ4OhpnZmRSXXA4dVQoEzUqw8aqr69OUcDZdXamtr3r4Pfxxy+ILHVSNjbIvLwLBh0iIwci6eu3zmjPsUnXXjlZs2wDAjP73nlpEVf45FQpG1w+lJm/eWbKJ1yRzjRp0P8O2xwxEzWmmToX5I7eSKClWVkWp9iXkXWCq0Jq9UVDXIyk4LDj2hBlvcI/uwLS6TWlvnxIINsP2azfm5pUYG9sJCg+Je3Hscc/UMi8RkFhEOhBF/R6M46CoqNd1g78njPWaiTOc9ajFp1dbOUNcemF10jHUIP669W5T06BRPqnBHCl4jVQg3182HgfIKHfswS08T2DtMhUBkRPTqBbbEmurZCP9yFvEuGUJrCOnjpugdvXW1h3vKLN9Lf+s2bF0c1m0pZRPmHjdjKinlNaGQkQu4Tfc+EUmE1w0ZcookJlRPuOyyp8cYDD2sTqw5FAG4Ubh/wwZ9hNMXN3QTizT5KyiDl4Cp1779CNnWSIak6tznn5LdT57/M1p3jyHf+19i0K7Ch1OrmXME+MfqTbaBw2R2TsZz339VK2t3sw7p5I4FrT+MmO/KWbJmqd3sjT0axLXHFNmfG4LBc2TT1g8vXznXCiniBDoPRRGpejuCzx0oZjznP34+CFtZ8yDohKAQzuv21R7b9DLdWgoo62jryUgaGerboglaxEQHW9p5Firo6JES4WZzu8yZ9nk11L8aIINCa+SqznrpjhsPX2h7cV7s/BjCamg6NNbWXjp01FhlonrIB6+aoYokgc4PlTBCvibxG7fmYsslp3h5+NB0NZYzttZWi86bs6hXRk7vr6XQ7fHjVNTGrxir2EpoorSMxND7O+BLlz1ucJcsqkVI9QnOwkRh3oMXzjWProQN/T6HAEQkclrnsKSC0wo3iB/prBcDul+G1P7HkvOdb4C6xR5BwVa+5IU9u87Jk+d1uydyczGXj9dq5tzqSlFDPdu2RkkNfER5dKwk8707UQKOmh0eTMC9/+NJIZU6cRUoqas5HD3YY5mzOiw5VqANBCCon9PK1fKFFatqBrYYEmiQbIae10jRZlz+OCXrUZpW7bDPfe+7Wc/Vc1i/hqFGOlCIiXa8DwOfZGX81J+8gEAgtvVjY2VXn+Ekq73GijXLD8kBz3gH+gqvgub++Mki/9yrltUI/2KmrnXE0Qku9HasTuztXkIAXIBONgu2WM3ZlYVzrZaSJPG2UC5DUsGIOoak7+aqMpp1fOwkGxhv7YzG6VM3Xva8mfjtO0NNMVioN3e8YBuQ0nf5Yi8+PrqiPJaXl70LOsBfkOpGkhRCuBjscctioKGHSN52JO/q2Qs6piY95hvoEuH7VSUwWu4cP332sueuagHwMnRV31OQUlscfoiMmprxeg52urbNubkZT566vI9/162jhVnW0osXrmlprOPm5icQEHp+8Ka21X421QWayLcwEjXxKZpPkuEfBxFnSRR7Sxz5aI0j5JWCrVRXqR+rp6sQAM8FOPzA7Vd1xiu0UtaAKMKwupsXrCUSrpKy5rPmGhq7aJpsYWXhoGcQwjsiItL/8MuHBD/rqg7SrKfX1lJ0IV257B6dE1jzniR8iUiLOC1NZDlKhM9idM1/NIGAF/C4ivVs2RJjR7t6nscOq/Qg1gPvkI+gK8hH0A1VQl21gUJ1vQaXVcHOrmF6QFS0w7fHc/MywsL3JHz91H0IMMVa+jH+03A5Y1YWOAOQ6P9VV9c8CTsT9+nKpWfBsw46m/KkRyNFnft23fTpW4LIe7d2+Nx3OdhhtfsGH/01Nx5B/8tg3VspKUji6ipFg3djHk/u/js39nicefLU+W1cCIwr+gchvCkiPJiVlR/uUdDfnc682akrjp1pODAgZIi0RofCrmZkJt66s1JbRzYu/p28wgjLRbYPIl8dH8y6i+UHxBpv3U3Uqu+o3f9UJwmGVssOuv4Ylnq/a9d75ftYZ4D9C8rCPgtcejBXajz7fLdiqCzC11XKLUKqVnOlhasPC/8YB1GLjKcaxb6LFhqUdy9gC5w2OzQapaUmR76K7Rm0e23Hq62hpzpu00ABumLD1dXVvoy6VFj83s/fV35kixC+YEU3Tpw+c/r05SpxWSJdXig6kS3H1V5kzX0wgIQGQ6OzFPZaZxAAbaLhwtwIg6YT4KI87XB+9Df3lLVgLWvOtctXDKaZ/FYqMiLKbskKuaGm48ZOY6fPh5SJ/87C8eaC52n6BejQm0yx401N/TpggDAl8BCNHyyhPn6rJunJxn1895uJQrfBzwas3DvPw5YNLD7GllGLEDqERTsv85E4NtVL3/op7D7PbtpEDewacFcB21Y9cATVGDP20SrHt3UKMwliXWiiMOHu4sPfHycan5Dwp4mCPFramrHvoyWkKx6H7Sv+mU9zTMILbOycZeXV3Y0JWn+vraUwVUhJ0g4YX1NTWlef/+cS+ic6MA2f+ndX2F0/hao2ocMNEmRpLXlpYU11WCE5lUg7j7iQ8NvPCT2jlX7YCupNpNlxG8nW00MTa+pI+cVtFX/JWbdz317TuXBFnIavERbV2bMs6RyZo8YM8/LxoCkzYy8wxd0j+pcmiJhME9xGIBISErggmSl3h2OdYU5dxgZTT5aCibiggN7ceY2CQZLvgQMH0q9fmC8gsxM9/YLoEJDhhp43GXiHKayUAbmxIhgC/QcBpjiX9h+4sZ5iCHQSgV77EtNJubHiGAL9BwHMSvuPrrGe9lUEMCvtq5rD5O4/CGBW2n90jfW0ryKAWWlf1Rwmd/9BALPS/qNrrKd9FQHMSvuq5jC5+w8CmJX2H11jPe2rCGBW2lc1h8ndfxDArLT/6BrraV9FALPSvqo5TO7+gwBmpf1H11hP+yoCmJX2Vc1hcvcfBDAr7T+6xnraVxHArLSvag6Tu/8ggFlp/9E11tO+igBmpX1Vc5jc/QeB1qOT9Z/+Yz3FEGBaBPC5uahsrVgp0wqNCYYh0D8RwHa8/VPvWK/7EgKYlfYlbWGy9k8EMCvtn3rHet2XEMCstC9pC5O1fyLATN6jyvz+qQOs172JAE+XpRXvvl5ga2n3YYvVjCHQNQhgVto1ODJJLYTS1Giv7Tqyq0OKib0vEqkqP+HRifk6Use/0cyE1yHJSdX4qLMOZsb6krxq80LySL3f1e6VgJmttL4g9qS1sjyOVxSntPjQm7yKFD97Q2XyP4dbb3mQXIWQqlLubzGfiOOVH2XjGphSQQMqYubD7YFZvTp6Cb+SQk6sUR2upTNnro6yvs3xRxH3zgVl1dGQnFSR5u/q5J9SRWM8VqS+uHvB/f7L3F7tZENnSIUf/a9fPXL/Gx1W1CHJK7+fs7PIXXz3SWDU/bXmEpzdayJMUDszWymbyMT13v7b1BFE0Hi1vaoor6zlab/TawciiKT5ejM5bgTHLWtx4OBcCSmbax47zGR5aeBZVxATmFxBx5DpJr0QiqP2Tp+9o3jWg08RL257v4gLOWuQc3L7uXNxxbSE+vnO4+4t/+9lNCTjlTPbfHg7AMYUD05EbeX+XWvoOvd1RHIi/vmVz+wDedhxvDKGtnPGCOCYorvdKAQzWym522wyUxxUBYq9HnyuJI9kHL/8DG1R5E3AKzy6/tTlvH/NudhqLD+NjpCq8z7cOnul7dSm3YgxWjUp/+n6tXtrltzcoSfOhY4rNkHFRWeOabx5lUZDLpyUVdDHrOsmg2iPRxwrJ40Und3e0+YNsHDw0DvE6JacRKiuqOnRXvR2Y/RC2Gty4iR07Sdy/3x2+zNlIan8ERKRhyAfT7/MIVstKefVxV92ZrLopodQ/PbCcksd84XWc0wVhltseZTasEWsSAn18vCOxZc9PXX8+AmPmALq4lWdE/7fFE1zK5u5+oY2tuYLz6c0qJ9UmRV60ExZR2fOwmmaOjpOfom/6imNVCTfc7bWVMLxLvGKDYZDFw/swHknmp2K+9XugkjCh7j4ZYta6g7jbG5q7INMdl+XrqGs8I01zznxwHOtNjRBOXRVJfk62arISuNsnjSm0aUczOxGDdefZjNXR9OqWU+bFEUqiNhmOBaOAwrmjgcC4YDQ5kMqiDq0ZqaCkKjYFs/7ThaS5B5JS833+Zr8lNpBoenOsQWNZ0tSVXqY2/xRyqZWNlYqSjO3+H/91XTuJFWlPdxiqCKpaWU9Z6b+vD2+LTYApKqciLPzTVTNF1oZ6ijOPx9XjKJK91OV/PDkef8ypDTo/IkTj5JRBdNWVktI6W6NWV4kMc9TkUdq7UdM85jBhQiufVBRkVsd4zhhxQoHGU7uqR555XnkP43e8a04l1ywLNZLTVB0Z2gtuZKc0pBFgshkr8SshjrTv+0bjYht+1ba1Aox2d2Aa1pgWjb5ndKEGEetGT4fiWjx8FXSiLJbTDL5n6WfwpcpSFp6ZP+ilC1PTtitjCAypruvJWXj4eWfj+byIRqXP2e2Kj/lP3NKHs3hRkRn+Se0/U5jzQpLPB7jE5/4H3EL/fwDBCAWhLiN4kXMrhWh+JR/j3NURKQWhWdA62QQTJGROyOS0IaK/C0QxCI4M7s+03/3ZIvzr7/UtwFsc0nqUz3n8CJ8BjtiktOIVPTETPb55xTlksq/RS4bgoxxSytDW0+MtVdARjklFJBhr8/wXis1zMbnXR2lFWJugKOUwJjdIRXllH8WPHAURiT2vUBlIOY92j1CZo5PHPmf5UlxjqO5VfYkoeprkjynPYjI6nhxXKypTvqU9TukTU0wz/hvWxKmX0thlyusulxXlLLprUwL/WK5bM2KhXJV4QGxhdUFrwPTl5jIoqsTi6Tx2RsvVo5ip/yDR0icCynKK6fpXHy6ct7mE14Poz5VKzid+W8UF2VuLoo+cT9DdcGC0fzkqllFVBdqV/mduY0uSDhecWUZBFFet9xIbgAbtMUvJvMPUvqrutM+G2rNCjZTx0lIKVusXmowhBcEwPFIjJfla5zXST+jD7h/EjS3UhWC1hHcAKWVDiaTxCiSU5/awi+3l09xeL9sl52iECsdKwKr0HB1fuQfXaMJ4tw4KnpCRibjxWBzjuMWGsqLFP6qRtetn6+PeuZqbJw1ioeCjZDKInPEZ7tvCnlRJPyMvnYma+y/89E/IjjOAZJkGdGH8DPq0uHvvz6c2mxjY2s9d+2/oUVVbwPCsmrpELDtV+hS1u+QdqrFHi/cB6wUwYlMXKxK3vS+ffc8SNF8uJic2dSh1W88oj/E+ZSuMhrcMAzYBogPyLzjbGtsqr94m9uZpzSzruPEZ95+cWSpUMLh5cu0tFQGDJ57NK6QPBaJRV9e5yJiwuhQIw82fmEuJCcyo5weBdWnnBtL3jSSfzwmXlnk4cvCP2TcCKTkw+dCWv5c2i0Q87++qka4xAdQnZscMqZuTkbizY+jT7ce/SqrxPlwza772Z2zgT/EobTOKSkMxow+HP+IcyOpX9JLYZKqK/icWIUICvG0OjOgf9U9dfvWXZ/rd31uBEXFkyoer6KeV2h3vPU3OqcsRlvt0XJ9wUoRNhF1c0OuH1e27fXWN5DjxHEOn2onUxK6/9/tOVNNZBrWkKrPp6fP3p4z/UTQw2dXD2xfO+UfGkiSyuPuveSb4eoThi9Py3/vf3cZt8/Kk7Ew2lj4B48QRHILKR4reEh1VWV1yAAFkebrVZu1s8mu/tiwyax8PE+KMouwSOk7TeZP9nr8vaFSanlCTtgez4TyDqzDLEKyKlxI6Y/CyjZFmHL+osu/J9zsBz5dvO5hdgePfu3DxjJASgGpwRc2fhWqq/pZhwhLDiKv+mwDBosjSHFRZatbGLaBckO5EfyPn106cXROWT1qbYw21iestGHTG080Rh1FnLLmsOlNwHPZTZFuWEmJ2S/PxvHomo4eCPM4qRIf97kaqSuqaly6cKxcnEhNYWkNCSGUFZfByMVxc+es33jzK7iFcNwi8urG5orcw+QoezyxKTstpD8FPEqhuHVIvz75PC3XXrZsNLrtJBFqYJzV1hKoRkysryUgxMr6di2Nbcjs6yfX1l9bvCcwmeqIQgi/vvpu3HBphK4sL6qI32tuodYaaoM4YZ099orlty/4paLfleqLY0+5vChEN6QU2Tg4WHE4AS3Xy/MFn+xa4PmN1odW2D7UVhIRQnUt2oeWPSLWw2aeWIv2Dyem72o36MO1EPTrLans863bv/Sc540inzvYRPWXLpX4+N+tL5S5iFSV8eZpk/eITURv9ZYRSW4no4pQKyYUxB46G/0LbbPdvjcHoqWoHVUWo5bSq+WY6PDcnpMju9Dfik9mcwLV0wBupM1DWziH8ki/4p7bjeMWG21iZmBituSy7+mdyoLccqqzdj8oIXsycmsSLywZISqvqWdqtOReAtkrQ8r2XqJssFB73GRT41kGivLa9qGJqRTvEfg2UjPvbzIdoTDZ1MhEaYTK0iOfMsmuGlLFjySfzYuUBOEj7gQbl9i0rMqPFxwN4JjKKWmw6sHHH+17PuqzI4L3W6mICYIYJkoy8garvGIavTvNa94c2FhVeUKsm+UEWMW5FBe5BeSjXpmi95GHzUZyiU0wMLLU1lpyOriI7BVrrEF08tJtgR8iYp1N5MmjS2Ck2b8xaaj8rf0KIx/YT5aEFyUmO3q/KmzRow9J3qtMyDcHZEzsLyQVkj09xMLY0J0GI0eoWpppT5BTWeOOto7+cis/e6xVEpPX1J9lpL9kv/1CYahW1+V5AgXY3Mpk3zMWCnxyUFZfT3vOZapzC58f7tIMVTpFjazsgLKaQdocBCYygDZFwW7b9+ociTXe6whgt+17XQWYABgCfwECfeNc+hcAjXUBQ4BhBDArZRg6rCCGQA8hgFlpDwGNNYMhwDACmJUyDB1WEEOghxDArLSHgMaawRBgGIH+bqVkIvl21/vU6wEMw9jXCrZCiCdVpd532n4/jfYFiO7obH3Bm8uOZEK/KE4WiD621sC2kR2pYO7s/Sa7mUSgrof/LTOg8JAMnKk0pIrkwEOLNUdCbADH841sJ1RIUk3CoWG8wxSPf+nTVLf+bqVIyfszFx/eSaLrgm53DM/eqbMVQjyh5J3v6Xth32nzE7pDZDYR1aVu+61EkRE77wUEkW/5+r5Nfv98q6DXPEP9kyi5GB7g/ZtuP+AwhUtYYtD3wxu8U+AmGUJlkIsu3eW2Sk2kBQW37OP1wBoxzoTzvl9/u5jZHZ3otjr7u5XixK1Di2K8jERp86u7TQc9XHEbhHg28Vk3KpPcjUSaOCw9LBgLGwcrwi7ETSE1UUxSXGvNRTfV+B2OFxOb7izjWDm4BBbcvDJf5O3plb7plEvKZAY5KxfH76O58uttX+0bV2yHZj30jCuhFRCjh7vbgeaY2UpJtTnPnE2MdebYWhmbmy22nnQuqeGmbFtkYgiVdGaVsQYP76TNl69uQYMk8arZ3PuQHH7ShhJCiUfbLZbKPIbtk98WGwNJ3rHWIQWNmLVHsG6TbdxUldXNFy+OLxslRCFSzzyX0IwfjdTiXzjPUTGcC/RonZmLp005n9x48xc6FHnWRnsqmdUN8ZDOvS2m3ldvlRqemPTAedpwaRzvJOtD0QUk6PVh8j+Hz9kTi/Lb64vjPJcam8PW0cpQS8pwV1BaYySZVgnxja2spIQ1awwoNUzB5tSbgnqgie8hb0cnTtsbhTZAQWm5qjZQvU1HqdqdjyukSRHswKhsepVdTN9mBtd718ufWlILuCQ0152x4Hi2we1JflssI2JJrPdNKwt1tel2MjnXzsfQjFvDkIQ9UoiJrjH+dsW0/N09HRlTKi0bX/R8g8pUD+ot1vbIxFl5PhZ8SEsGM6/e8edxlcAaz/VdO5BX6fRrQsOl04oYpzHNydntEqzbo4ZX5FKq4pQ02hwcnwgsZyLeewlv87bw2deMuI2oXSBTtJUtqAT0ipyyiA0jeS0CU8mcdWLB490ywupHXlZTL6mipPPfeMz4PB9TbkTr8ucMyq3j9/d0jC4npKGXaQmJR7W4Ru6PSaX8icLhVj2aSbkATPm1QohvoLYDfZxKwqaQ7wXUT0dT6N34nGumeqcja5rR0PksPPPI13dzKyLWD+XSPBdPaa4Tv/p32ySQ0cffpbeohML5RmRdklAOOvwyr82isPnrEo/rc3FK2weUlpO5741cc+pr5Z/D5ylvDgdy/I+EnaMRLtPAVm8yM5EBtCkKM6+lMEtVPNywwv74jaDIz5UK9oF7FSmMyvbJxOxCwxX+QVoymPnVTCZIACESxyMsx1lR8It8mkE3VTwSoxSazYbtEazbZxtTqxLQWL3ESE4AaDk4fomx/M3bojQT4jzL4Zj3o5cJlaOd7m4eiTJESUVRR3y+Ej4eXrfM2sZ29tL9j2rKXp97lomutK1Tw9lEJs234f1wzJ8cA4ZU+O6m8PwZQ7jRrrCIT7sUeGHVSB5KcQqHO7Ogon1uHLWVJixwwpqbLPlfn3tIPvuRCt7eHrDNfCjKYUVRIiRcWD0f3DyLFrmE1VS/OxaK7wD7rqMrUEV1AwGpqSSblMWFfRMK3F3OfG6FSkwqjDoWMmHOaH44uMrPtlasjtgfmNGlHL6O9oHx95nYSnFSFje9veYPjHHfMd3IaLC4iv6JuGIyR7t7yMQUDNsjWHeWbcwmPvPEG0+LQe+uzZttPU5+hPA09w9FlPgHaM2Gzv63wWtCcZykZJA+rpZrVzk4AbXNG4ckeDxMrqnFh4aM2agp1Hi2Zv1HbFDG3X/t9A0tbbe6nQoqZGSA4ITU188e+uW+b1IlCf/cfeQC7YaoDxSURKcfvuJLlvb63YBn+IqM76uHd8dgIhV/f5qL8E1TlWiFWM4ju3DHlhHf9272+Vr62467vuB1wDOB+ANLF8HEN3dHGIdYFXXGYQSLXi7THcB2UZfK46684Lfee/VtSnpl2quYa5a8fq4uMRCgq3vIxOgq1A7BurNs418fLkfzWTvfjYonFiV8e35yDW/own0x5FWAZYDcOFHkR2oHI3VRloh0/ysxrx/eVlqk2Eh6J1V9O2egeSLbyi001O/6oe0O04A8xsCD41SYuXV02tHrr94HxlosGkVZmhtRKk9MKen+pakGH+r9FFFYZTumKaJMs67g+JQ3us8RiTi5zPVdix7Wp/q5Zm2/dZs6j/jcDjphyE2ZcRgAoteLMLGVcnOXb9t56WsJgczRHqFqPF2NW2ycGGzq2icTt8dg/o3r3IA+obqGiO6B2yNY06CGA4u5thp41A1V/dEWJ3e5h73nR3An4bhE5FWNLccLyo6hRCvCierunDvys9eJiHwqO7o4+uChqIaghG3So9mGmTnrlF5Y5/LazlS2yTVbi38e9JZ7vOkYYTIfvir7/dtSpL6sqr7Rx/knIb5xHDZR28n/xTbUfKtW1dXdC98aWA5rilNBQWnYpxMekUWonQIN/dzBqM56ZyjU82bEffCohR+cue7DaEe37eObgu6ScW6gpEPcJQF1cCNxJSZnN7MlQknMZbcCfXP5xhDN6AHhs9vBV0V90dXLRIfn3x0PX8Lnacyy1pwAfGIy21h79/1Y8ABRqcatk4lzW3KyWzKYM1414zqTCcTEtIATNopg99xKlifCUZpyWwTr9qnh0O6l/c2rasGrRsnKEEZwoYqZiZ6SuqUZMMsV9BxvZlJI1RQfT1p2iPMcMkldf5appt68g62Rzv/kMVPI8QMXRea2iLtXl3zTXklYQkl7lqneLLv9T7zWqHAJyGuauoV/RanYfxDi2yRhEzOu2fAOWRvyjUqOb9ARlYbOOwwI9M1o6Ax7j0AAt81kMj2CkHn8xmSNi/FKKFsd948oaU4xp+IsY7LWLbbBG1SXdG4Gb0NUQSDNH5g7WYwT4VKYtfkA9R1Qx2bjkeR5RmLy0j2NBcnI94UHY4H3+nYGE6BXEcBY4L0KP9Y4hsBfggATn0v/EoSxbmAIdBYBzEo7iyBWHkOguxHArLS7EcbqxxDoLAKYlXYWQaw8hkB3I4BZaXcjjNWPIdBZBPqJldaXpkV5b7WQbJZcsLPIYeUxBHoKgf5hpVVpL72vHb0U3ex+SteEJiBmBToFUm/FU1TWNdX2lPaxdvoGAv3DSrnlTLftdZnc/Dprl4QmINUWxPklN1I3QeVdUm3fGDqYlD2GQP+wUoATx8LB2ZxV0fnQBKSqgjjvI49aXt/ufLU9pnqsoT6DANNaaWP0g9FTj/tcW2ciCaEPbB/nw1Xp1sMaNEYbMF6128FsJiSE1+BXtvf+Bpf1/3x+C01A2amSM8nrSpHzzJurGDcLbkAojDtvr29obQ1RFJTUdJwepqPRsqpSnt64fjU0jZw6/vhJzzcQw+DPaqHeVpPb0xfboc+MIkzQ7kWAaa0U4lDN3LNzmiBSlfalbtz2C8E3d+1aqMCPEMs/nJgyM36BX2CQj3d45BH504umX0ysgRBVVo4u5pA8k33ITJf7/jd8Q8LiVuYtM9sb0RCbpBmQjS9T/49U/u7AtGUHhXbHv/K9e9vvsX3WdONj8eR4VnVZt9dqHRx8OujuXWgu4qjirc1z/TPJZgq76PWrZkL+7GmrNmxcb6cKYbF+rxYhlbx1sTX0m3A3MtDXxzfm2bqqbUtXBUHa4cbelcT4xtSYHf1UBLEdrhpFHl7gm9GNXOruHUtY7d2FANNaKXmTSgmkwKdoPVVJQnrMzOUrDSFHbdthDajRBiTHy5BDJUCIA1lT83HZj/c+y22Fq9QiNAEa/EHQeqEKhefMMkDZaqvVRFEOYFWzi0/d++zxcgVKxCxKqIeS9DzI9NnG0zLiQbvJ7dHe0Yrt0F16x+rtSwgws5W2hmNHwhqAUUkixd8yy2itTmjwB24pfjRgCI5DyvTgf8biFMYm6wBR4cw72xZb6hjbOR4469+UM5e2mttNbk+7OPYGhgCKQF+z0o6ENSBVFuIRURW5AbQ6iQZ/KE8qqv5jWJR/O7VIec9P62N3XgR7Htm2Bra49D/tJrenvxrszf6OAK0B3Kv4/B79gLzOtR/WAN74VVRJCSBAKvty62a0hMEmrUHkeEAkYm0NAWlIet/QLTQ0ARr8ofD6kcBU1DMEmeT3HntZAmnqc8KvxHFr6Y8eCAsrqQr/8XUNUvezkhpbEmIe8HJW5/yC+GCEspJmkXeoEQ/aTW5PM7ZDr0KPNc5MCLC6uLgwizx1Fc0kAS/oo8POJ68lpKUm5bAMGqkiL4ieDTnEVCx16/3XO+z2ffni0a0Lr4TXO5lI88B0Qy5y6Pa3gu/P7/o/uHX84JEsPZ+7uw3EOXGkgjennbdcf5eTnpbPPUJroljl24uO2+7E52V9z2VT1lSWHCipbq4i/PyIxb83IqOfXLr0Vnz9ejMZXhYcv5R88aPtx65GRQX7PHjNoWgxNMfrjO+zuLIxhmqS3Hxiknj/vZf834b5x/Do6cvWffBoUS0vn5TuFPXcS7abrjwL9z186Jmoo/v5RaP4WJr3Lo9/rJqaYM7D3btdnqfnJKdXDRk/idpZZtHM3ywHe2PUFebt5d8Uq4FYHLJaaCYSnHnOSJCp9wjMOxz6oWRYrIZ+qHSsyxgCXY7AX7TmEH6mRKYhSFpkys/uyYbQ5eBjFWII0IXAX7PjhdR63rci0PDQXHIzbE1l+8B5gy4VYS91KwJ9Ycf711hpt2oSq/zvRaAvWOlftOP9ewcS1rN+jgAzraX9XBVY9zEE2kAAW0uxoYEhwOwIYFbK7BrC5MMQ+B/cdSb2yXcBywAAAABJRU5ErkJggg==)
Question 6.Depending upon the chemical nature of the template (DNA or RNA) and the nature of nucleic acids synthesized from it (DNA or RNA), list the types of nucleic acid polymerases.
Answer:There are two types of nucleic acid polymerases:
a. DNA-dependent DNA polymerase
b. DNA-dependent RNA polymerase
DNA-dependent DNA polymerase use a DNA template to synthesize a new DNA strand and DNA-dependent RNA polymerase use a DNA template to synthesize a new RNA strand.
Question 7.How did Hershey and Chase differentiate between DNA and protein in their experiment while proving that DNA is the genetic material?
Answer:Alfred Hershey and Martha Chase grew some viruses that infect bacteria called bacteriophages on two mediums, one that contained radioactive phosphorous and one that contained radioactive sulfur. Viruses grown in radioactive phosphorous had radioactive DNA and those grown in radioactive sulfur had radioactive protein. When these bacteriophages were allowed to attach to E.coli bacteria, the bacteria that radioactive DNA were radioactive but those that were infected with radioactive protein were not radioactive. This indicated that DNA was passed from the virus to the bacteria. Therefore it was proved by Chase and Hershey that DNA is the genetic material.
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OBnJxJqBF9qNppafMFkW5uMH7qIcqD/ALzgcdwG9KYNTmvF8rRrYznp9olUpAg9c4y/sF49xWhpmmpp0LgytPPM2+ad/vSN/QDoB2FEVKcuaQ9i7RRRW5IUUUUAFFFFABRRRQAU10SRCkiK6nqrDINOooAiitreAloYI4yRglEAzUgAUBVAAAwAO1LRQBXFhZjOLSAZ6/uxzQLGzBBFpACOh8scVYooAhjtLaEloreJCRglUAyPSnRQQwqViiSNTyQigA1JRQBHFBDBnyYkj3ddigZphs7UpsNtCVzux5Yxn1qeigCJraBohE0MbRr0QqMD8KJLW3lYNJBE7AYBZASKlooAiitoICTDBHGT1KIBmpaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCAwIIBB7GlooArmxs2JLWkBJ6kxij+z7L/nzg/79D/CrFFAFf8As+y/584P+/Q/wo/s+y/584P+/Q/wqxRQBX/s+y/584P+/Q/wo/s+y/584P8Av0P8Kh1skaDqBBIItZMEf7prF8IRRwXV9HEoRPLhbaOmTvyawlWUasadt7/hb/MtRvFy7HQf2fZf8+cH/fof4Uf2fZf8+cH/AH6H+FWKK3IK/wDZ9l/z5wf9+h/hR/Z9l/z5wf8Afof4VYooAaqKgwihR6AYp1FFABRRRQAUUUUAFFFFAGXqyK2paIzSohS+YhWBy5+zzDAwOvJPOBgHvgHUrL1YxjUtE8xHZjfN5ZVgAp+zzckYORjIxxyQc8YOpQAUUUUAFFFFABRRRQAVHJbwzf62GOT/AHlBqSigCv8A2fZf8+cH/fof4Uf2fZf8+cH/AH6H+FWKKAK/9n2X/PnB/wB+h/hR/Z9l/wA+cH/fof4VYooAr/2fZf8APnB/36H+FH9n2X/PnB/36H+Fcj4wjSTVJmZctFYqyH+6d78j8q7asKdZTnOFvht+KuXKNkn3K/8AZ9l/z5wf9+h/hR/Z9l/z5wf9+h/hViityCv/AGfZf8+cH/fof4U6O0tojmO3iQ+qoBU1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFRzXENuFM80cQdtq72C7j1wM9+D+VA0m9iSikBBAIOQe4paBBRRRQAUUUUAFFFFAFDXP+QBqP/XrL/wCgmsnwr/x+33/XKD/2etbXP+QBqP8A16y/+gmsnwr/AMft9/1yg/8AZ64K3++UvSX6G0f4UvkdLRRRXeYhRRRQAUUUUAFFFFABRRRQAUUUUAZ2piY3+keVFvQXjea3lhti+RLznHy/NtGRjrjvg6NZerIralojNKiFL5iFYHLn7PMMDA68k84GAe+AdSgAooooAKKKhgvLW5Z1t7mGVo2KuI3DFWBwQcdCDxQBNRRRQAUUUUAFFFFABRRRQBxfi7/kJXX/AF4J/wChvXaVxfi7/kJXX/Xgn/ob12lcGG/3it6r/wBJRtU+CP8AXUKKKK7zEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKz5VW71pYmUMltCXZSuQWc4H5BW/OtCs66P2C+S9GfImxFcf7J/gf8AM4P1B7VMjWlu7b20/r0CXRbTy3+yJ9jlPKyW5KYb1IGAeex61YsLo3dsGkUJMh2TIDna46j6dx6girNZ8g8jXYTEwzdRN5qeoTGH+o3AH1yPQUWtsNSdROMnrujQoooqjEKKKKACiiigChrn/IA1H/r1l/8AQTWT4V/4/b7/AK5Qf+z1ra5/yANR/wCvWX/0E1k+Ff8Aj9vv+uUH/s9cFb/fKXpL9DaP8KXyOlooorvMQooooAKKKKACqNxcXMt39ksmjR0UPLLIhcJk8AAEZJ5PXjHvU97ciztJJypcqPlUdWY8AfiSBTNPtGtLfEjB55WMkzj+Jz1/AcAewFS9XY1ilGPO/kVL23vYLSW6/tC4lkhHmCJFRVbbyRjGeQMcmtNHWRFdTlWGQfUVDfXSWdo8zKXI4VB1djwFHuSQKTT7d7TTre3kYM0UYUkdOB0FC0Y5Nyp3ff8Ar7v1LNFFFUYmXqxjGpaJ5iOzG+byyrABT9nm5IwcjGRjjkg54wdSqOoNIt7pgjtUmVrphI7RljCPJkO4H+E5AXPoxHer1ABRRRQBW1C8TT9OubyQEpBE0hAGScDOBVG08P2J0y1h1Czt7meJAXkeIE+YeWYHqMknp61oXtpHfWctrNu2SqVJU4I9wexqtpF5LcQSW93j7ZaP5U+BgMezgejDB9skdqAKqx/2HqcarJKdPvCI8SSs4gm/hxuzhWHGM4BAwPmNbVV760hv7Ka1nB8uVSpKnBHuD2I6g9jUGh3Ut7otpczOsjyRg+YowJB2fHbcMHHvQBfooooAKKKKACiiigDi/F3/ACErr/rwT/0N67SuL8Xf8hK6/wCvBP8A0N67SuDDf7xW9V/6Sjap8Ef66hRRRXeYhRRRQAUUUUAQ3d1FY2kt1OxEcSlmwMn6Adz7VnRW+t3kQkuL9LESAERW0AMkeR0LuWBI9doFE6nVdbW2I/0TTyskoP8Ay0mIyg+ij5vqV9DWvQBlaaZrXVLvT5rie4GxJ4pJiCcHKsowB0Kg9P461ayFf7b4m3wj93p8LRSyf3nk2tsH0CqT/vD3rXoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApksUc8LwyoHjdSrKehB6in0UAnYzB/a1hbBI4ob5YlIUmUxyMB0zwQT05yKzdGvry6153vT5ZMJjWMx7cMCGIHccEHnluuBg10tYuu2hQpqMLCNo8eY/93H3XP0JIP+yzVnJNanbRqRleEkrvr/X6G1RVexu1vbVJgpRuVdD1RhwQfoasVpucbTi7MKKKKBBRRRQBjeJdTs7TSrq1nnVJ7i1l8qPBJf5ccY9yPzFZOg6jZ2GpXEd3MInnSBIgwPzt8wwPfJH51teIdMfUbAPbAfbLZvNtyTgFgOVPswJH457Vi+G4l1q/GpbWFpacRKwwWmI+Ykf7AOPqW7rXmV1W+u03GPu2ev3f0johy+yld6nX0UUV6ZzhRRRQAUUUUAVNWUPpN2pV2/ctgJ97OOMe9ULDxNZ3UC+aWSbbnaiGQP6ldoOfp1HcCjXrzIGnxL5jygeYg7gnCofTccgnsoY9qvafpsNim4IjXDj97Ntw0hySfwyTgdqz1ctDrShGj+8WrehFEH1C+W5eKSO2tx+5WRSpdz1YqeRgcDPqfatGiirSsc8pc3oFFFFMgo36yte6YY7pIVW6YyI0hUzDyZBtA/iOSGx6KT2q9WXqwjOpaJ5jurC+bywqghj9nm4JyMDGTnnkAY5yNSgAooooAKzr2wuDfR6hYSRR3AQxSrKDtlTqAccgg9Dz1bjmtGigDj/EereIooDZ/wBnpbCZdn2i3l8wMzHaqh2UCMkkckHrwDyR0OhyrNoVi6ur/uEBKoUGQMH5TyvI6Hp0q1c20N5ay206B4pVKup7g1zeh3Muk6tLpN22RI/yse8hBIb/ALaKCfTer+ooA6miiigAooooAKQkKCx6AZNLRQBwWv6jaapcXVzYzC4h+wIA6AkE7nPHrwa7Ox1Kz1KN5LKdZljbYxXPDYzj64I/OuS1aGXRNRe1tovMW/ctYpzjzWPzIT2GTu9gW7LXV6TpyaVp0VorGRlGZJCOZHPLMfqc/wAq8zCKt9YrOcbK6+en+R0VOXkjZlyiiivTOcKKKKACiiorm4htLaW5uJFjhhQu7scBQBkmgDndT1yHQvFRE0MzRXVqm4pycqzcqv8AEQDyBk/dwDzi9J4hhurcjSI5r2eRf3LLA4iyehMhG3Hc85x2rK02xHiPUbm81K2D24O1oJVyC2DtjI6EIrEnr87t/drrVVUUKqhVAwABgAUAVtOsl0+yS3VjIwy0kjdZHJyzH3JJNWqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkZVdSrAMrDBB7ilooA5rRNP1aK93uWtrdJCHjYhvMABVfcnGPmOPujg9a17zWdNsJRDc3sSTEZEQbdIR6hRz+lZOpancaldy2FhO1vbQNsuLlPvO3eND2x3bt0GCCRURrLTGFpaW7PPJ8wggTdI/+03/xTHHvXJKsqb5Iq7Nq1Z1ZczRqnxZpIJGL847jTLkj8/Lo/wCEs0r+7qP/AIK7n/43VVbfXpdrJp1rCh6i4uyHX8ERh/49Un2HXP8Anlp//f8Af/4imqlb+UxJv+Es0v8Auaj/AOCu5/8AjdH/AAlel/3NR/8ABXc//G6i+xa5/wA8dP8A+/7/APxFKLTXP+eOn/8Af9//AIinz1v5Rkv/AAlel/3NS/8ABXc//G6anifSY12xw6ggyThdJuRyTkn/AFfqSaaLXXB/yxsP+/7/APxFL9m1z/njYf8Af9//AIinz1f5QH/8JVpn/PPUv/BVdf8Axuj/AISrTf8AnnqX/gquv/jdN+z65/zwsP8Av+//AMRS+Trn/PCw/wC/7/8AxFPnq/yhoO/4SnTf+eWpf+Cq6/8AjdH/AAlGm/8APLU//BVdf/G6Tytc/wCeFh/4EP8A/EUh/t5GH+gWEidyt44b8AY8H8xT5qn8oaFmLxBpUsiRG8WGSQ4RJ1aFmPoA4BJqfUrqWysmnhtzcOpHyDPTPJOATwPQGs37fb3Dix1Oze2kmJVYrpFKS+ysMq3HOM5x2qMpP4exNal5dMH+utiSzQD+/Geu0d054+7jGCKpraWhUbJptXGeHiNRvJ7+Y7pI2+7nIDMOSCOCAuFH0Yn71dHUcKwhTJAqBZTvLIB8+R1468Y5qStIqyLrVPaT5logoooqjEKKKKAMvVnVdS0RWiRy98wVmJyh+zzHIwevBHORgnvgjUrO1MzC/wBI8qXYhvG81fMC718iXjGfm+bacDPTPbI0aACiiigAooooAK5nxfp19dvZSafatJKXMckiEZReGXgkDhlBDZ+Ujo2SD01UtV1OLSrI3EiNI7MEiiT70rnoo/x7AEngUbAR6at1p+kr/bF7HJKm5nmYgBQSSAWwAcDjOBnHQVA/irR1UNHcS3Ct0a1tpZwfxRSKyHtmuH+3azMk8qfMqtxDbj/ZB/8AQjyfYcCaC4u78btO0+SaIj5Z5WEUbfQn5iPcKR71x/WXJ2pxuBf/AOEt0r+7qP8A4K7n/wCN0f8ACWaV/d1H/wAFdz/8bqullr5GXt9OQ+gunb9fLH8qf9i1z/nlp/8A3/f/AOIq+et/KBL/AMJZpf8Ac1H/AMFdz/8AG6P+Er0v+5qP/gruf/jdR/Y9c/546f8A9/3/APiKX7Jrn/PGw/7/AL//ABFHPW/lGObxPpLsrNDqDFDlSdKuTtOMZH7v0JH407/hKtM/556l/wCCq6/+N0z7Nrn/ADxsP+/7/wDxFKLfXB/ywsP+/wC//wART56v8oaDv+Eq0z/nnqX/AIKrr/43R/wlOm/88tS/8FV1/wDG6TyNc/54WH/f9/8A4il8nXP+eFh/4EP/APEU+ar/AChoL/wlOm/88tT/APBVdf8AxunJ4l01zjF7H7y6fPGPzZAKYY9dAOLfTyewNw4z/wCOU03eqWyhr3SCV/iaym88KPXBVWP4Amnz1P5Q0NOzv7PUIvOs7qK4jBwWicMAfTjvXJeKdcu/tx017b7NAsq+XKx3eaflCkrxuRWbcdpJ+QAgA1r/AGTT9YUX9lN5VwuVW6t/lkUjqrA9fdWH4VZ0+5a9ZrHVbeE3tqVk4TKSDPyyIDnHI6dVI+hNQqKWgWLtjZRafZRWkOdka4yxyWPdie5JySfU1YoorQQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFUdavJLDR7q5hAMyxkRA9C54X9SKvVj+K4y/h+Vs4EU0Mzf7qSo5/RTSk7JgYzK2maZFb2q+ZMSsMW853uxABY/U5J+tblvpb6RpE409Vnv2jLmWXgzy443HsM8egHTpWRdyrbT2N1JxHDdIXPoGymfoCwP4V0V/qEGnQrJNuZpG2RRINzyt2VR3PBPsAScAE1x4NLlcuoFQ+IbUwgxwXclweBbC3YSZ9DkYH1JA96cp12RQ7LYW56+WS8h+m75f5U3/AIqC5UPG1hp+TwksbXLY99rIAfpn6mnbtegA3R2F5/eKs8B/AHf/ADrtADPrkbjdY2Uyd2S6ZW/BSmP/AB6k/tmSIMbvSNQgC91jWYH6CMsf0zSrqtypIn0a+ix/EvlyKfptYn8wKie2vtZOLoPY2HeBW/ezf77A/KvsDk9yORQBQufGlhN+60+8tosg7ru+JihiOcYw20s2f4Rj3Ip9jfrPqFmNO106vvkYXZjZHjRNjEH5BhSG2Ac5IPfqOghhit4UhgjSKKMbURBgKPQCpKAIriOSWFkhmMLnGHChsc+hrFfVr6K6bSHktzqDSIIpRGdpjYMd5TPUbGHXGcdM4qbW9TezuYLf7ZDYRSRSSPcyruPylRtUHjcd2ec9Oh7R+HNKMBuNUuhK93eNw9ycypEAAqngYzjcVAABbHagCydL1AvvPiG9B/uLDBs/Ixlv/HqNMv5na8ju54ZUtZAguUXYrccggk/MOhwcfTkB+uR3MumlLYTNmRPNWBgsjR7hvCkkYOM984zjnFZM0SgJM2khba32wadYyAKHlY/fKjIUDsTyAGNAHQXFva6haNDPHHPBKOQeQR6//XrO015Ybi50u5kMr2wVo5G5MkTZ2k+pBVlPrgHvVnR9Pj0jTorEMhfLyMEXauWYs21eygtgDsMVAribxJclB8tvbJG7dixLNt+oGD/wIVlVS5bjW4aCptkutNxhLOcrD/1zYB1A9huKj/drWrL01lk1jVHQ5CNFEwHZgu4/jh1/StSrg7xQPcKKKKoQUUUUAZerCM6lonmO6sL5vLCqCGP2ebgnIwMZOeeQBjnI1Ky9WdV1LRFaJHL3zBWYnKH7PMcjB68Ec5GCe+CNSgAooooAKKKKACua1Fzd+I23cx2MQVBn/lo/LH8FC4/3jXS1ypjMXiDV1Y8yzRzD/dMSJ/NGrmxTapOwD9Psl1nUZXuV32Vk4RYmHyyy4DFiO4XIAHTOfQVtTXrWl4VuEItmQeXIqE4bJ3BsdONuPxqj4ZlXyLy16SQXTlh6h/nB+mGx+Bq41/LcTNFp8KyiNisk0jYjUjqBjliO+OB654qqSUaasaU1dvTQBfXF05WxtwY16zT7kU+yjGW+vA+tO/4mqj/lzlPp8yf401Y9YDZa7snX+6LZ1P5+Yf5UG61CIfvtN83nrbTK344fb/WtPU1svs2/r1t+AfbL+MDztLZz3+zzK4H/AH1tqOfxBY2mBcrcQuQdqPbv859AQME/jUrXtzINlvYSiQ95sKi+5IJz+FOtNPWCQ3E8huLthhpmGMD0Ufwj2/MmjXoFqa1mvuf/AA5lrrNveOGuNatbFP4baOdDKf8AeJz7cKPxNamlyTSWKtOWZtzhWddrMm47SR6lcf8A1quUjHCkgZIHSmk0TUqRkrRjb+vQo6hLdWSSXqzI8EfzSROmMKOpVh37859OKZE11qQklivWtrfeUj8qNSzYOC2WBHJBxxWYTLr6wQvd+YkoWS4hg+WOJOu1j1LH7uCRwScV0aIsaBEUKqjAAGABUr3n5GlRKlFJ25vToZlx9s02NJBqDXWXC+VPGm6TJ6KUC8/gen41p+YnmeXvXfjO3PP5VjypdJe3Uq2kk12x2W0rY8uJCByOeOck9z9MUWmnQPfxtFCix2LnMxH7yaUrhiT1wM8+p+nIm7hKEXG7f3W/ry+/sGs2408vrdsoR4hm7VRxNEOpI7so5B68Y70asPJez1OMZe2mVWI/iichXH0GQ3/ABVrW7mODQruYgSBoSqKCP3jMMKo9ySAPrVPVl8nw6bd3G5xHArersyoMe+SKippJNHMjcooorckKKKKACiiigAooooAKyvEWq3Wkacs1lYve3MsyQxxgHALH7zEAkADPatWsjxMNefSGj8Om3W9dgu+c8IuDkjgjOcdeKAMfw54t1K+8V6h4a1azt0ubNPM8+0YmMr8uAQec4YfrxXX1wfg7w54k0W/kkuobGGN4XaaRZTLLdzkjBkYjIA5OFx1PXNdnp5vTp8B1FYVvNg84QE7N3fGecUAefn4ia9DPrEdzZ6PF/Y5xKkl0yNN1x5fByTjp7itUeL9Vk8T+HrP7LDBZavbmVkkVvORghJB5xjOMcflWI3g/xHLc6/NPomkznWeV8653G2PzYKnZkn5s8Y6CrUHg3X7PUvDTYguYtJgaOaV7g7mMmd20beig4HrgdKBnTW3jjw5d6sNLg1JXuWcxr8jBHcdVDYwTz61XPxI8Ihyh1dQRJ5bZhkG0+/y8D36VzWhfD3UtJure2kstKnht7zzxfyPIZCgwQBGMANwOc4+uKq3PgnxVc6br1r9jsFOsXy3WTckmIbmYjO3nqBn60Add4w8Z2vh60nht7iFtUEBmjheN3XaO7bBxntkgfhWfY+Onlt/DIuriziuNVb9/GY5MkElV2YBA+bHU/wCNVdT8JeIpNRvtQsUsd+r6Z9ku4ppm/cvsCkoQvI4H41Ubwn4p+weGrYWFkTocwmLfayPNIfO37vHAHPPX2oEdNN8R/CUE0kMmrASRPscCCT5TnHXb0z3q3rXjLQfD8kcWoXu2WWPzFjjjZzs/vHaDgfWuM1Pwd4ovz4lVbOxRNbeF1JuSTH5b5H8PcZrC8V/2g2ux2rWq+fY6Slvepa3io7IQcjLryMYPAOM8mgZ7BpOojVdNhvlt5YEmG5El27ivY8EjkYPXvVysTwbc2t34R06WytZ7a38nbHHOcuACRknvnGc981t0CCiiigAooooAKKKKACiiigAooooAKKKKACori3iuraW2mUPFMhR1PcEYIqWigDjrdGCzaPqIEk8K7HDf8t4zwH9wR19DkVcsdVudIjW2vkmurVOI7qNS8iD0kUcnH94Zz3A6nW1TR7fVEQuXhuIsmG4iwHjz1xnqD3B4NZD22tWWRJZrfoOklq6ox9yjkAfgxrhdOpSlzU9U+gGxb63pV0paDUbWTHUCVcr9RnI/Gpv7Qsv+fyD/AL+j/GudkSeUgy6BdOR0LLEf/Z6TyG/6Fy4/79w//FVoq1T+RgdH/aFl/wA/kH/f0f40f2hZf8/kH/f0f41zvkt/0Llx/wB+4f8A4qlEJ/6Fy4/79w//ABVP20/5GB0P9oWX/P5B/wB/R/jR/aFl/wA/kH/f0f41z4i/6ly4/wC/cP8A8VTvL/6ly4/79w//ABVP2s/5Rm417p77d1zbNtORmRTg+tO/tCy/5/IP+/o/xrC2D/oXLj/v3D/8VS7R/wBC5cf9+of/AIqn7Wf8oWNz+0LL/n8g/wC/o/xqpqVxpM9r/pWowQLEwkWYXCoY2HcHP19sZzVABf8AoXLj/v1D/wDFU5H8tgyeHrlWHQiOIH/0On7SX8oWIIJnaZ30l7jUbp08v+0L0YhiXOflAChvoo5wMsMVdzBoGmHmS4ldieTmS5lb+pP4AegFJ9r1WYslro8kZGMSXcyInvwhZjj6D61YsdIMVyL2/n+2XgGEbZtSEHqI15xnuSST644qeWc372iHoiXSLKSysFW4YNcys0s7L0LsckD2HQewFXqKK6CQooooAKKKKAKd59t+1WH2X/U/aD9q6f6vynx1/wBvZ05/DNXKztTjhe/0hpbjynjvGaJNhPmt5Eo257fKWbJ/u471o0AFFFFABRRRQAVz/iKB7W4i1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)
Question 8.Differentiate between the followings:
Repetitive DNA and Satellite DNA
Answer:![](data:image/png;base64,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VHZdvMshRd+qb2rHa+LNEoIY1ZRll1AV/5LlLuiUyF8tjtKQ+2GoSwR8zA9Gnq4I/+iODRRh9i/b8aJJWtzqhnaeWZGjKlfZM25eiuJe5V1Ib10ZZG2fZHtq8WGsnJTv30fqtUnpPrq/tDasKmEr6CPg5Lr9d8Adf+v+zElbHaH3Q/bBd2/KgiB/h4Ts1juNBbakiEX/zDyntj+zD33QT/DU9L6env3JfL8JGYT/U8sfJdvgbApDUPqaNDxcJb9WSNkkDMHYxbnGOOpujnRxLUJLb/sW+dBz6iNLgir8MWzE/UNu3STtm6VXjQX54MDww28G9e1qRFnl4cE1ta21wnvWSxLLr2EP78+sYV1qZv2nqr15TnHvV5NyRlrL4ryIfwTTWdDxNip3+1V5+8/cUXU7VzEfVlUb+/AmjLD+DdXozf1nbT5DyG6bs2HOVuIV0skRj0ljHSPlgfJXSeNoKIxhkNhDnEna7VtL6MujyREoQ1io0UWQuu6mKXR0tXqncBKI8SYVx3sukV0ip80myVK5y0+BUviB9XnpBkfPTlUdM3kEwyvnDTtcK9WNgvlHiCT2MoIz6Nxm0uVaeTv+YHM8q7XZJlnZpsg2Pu6R2fYnysfRYtimbGawXLdjd83/TWeCywq9R4vulNaR8wMvzM5CkT8fw5ml+qzxjl9vtuBKkvl3if+0TnLUkHDQBOwx7ZeepIGYzL5TeLTGoMyDmMxe9Ol+TcobZzzWp/7D0w3ZtG36Ntk/tCm0sJkVwsK7Wc39DAIAP6caanjfKpj7/Sk6Ujw9V/mZfHRPBUfjFsmvlgTedYer0mhhjr04OYsaR8SJ9uOZh8kTpeokxsSUtK3U7fgXD3Mdy724iYVV5wscHtyL7/NgivQ4459cRefNlL/xVei2cG4uxphfjaV7ngWynTwBTOSE3QDvHkpcf+YFXZ8/XTgZlpoRbhU7QkuPmSu3s48qwg/QciSczgoS9pEdlBzLzkxqBYFlaehydmGngiyTKH5NwSBg3VS/sySqEaebcCLYIZAmCOxkJF2MAACAASURBVLXX6oCDpc0lgjjYvq2DQsqesDicuj5LamXiSa9JYMDxaZBLmVXWrm3KjqN8LOcZ54z9Zcd2m7a4DsTZ4ljr7Gva+VVpO6muLQiEdpVaiXjyX0WKvqfVrq0dV2YteHDYW1pBGpOoD9arPk9ZZ0qvluhrR0u/k46T8llh8g7KhtnPNWFAe/Ewe2dN5kH0w3ZtG/chD0KtRGzTPwnCMfxKfi+TXuWfisMqF03PGwW0u1eivDqfFnl4mGolYkaQ19cEYt1aWf0oK8Ywzj0hMYa8VIr7GV/V7b3cyTXnbVflh9tdB9dUZb3wV+n5Y4IojQOmOp5W1b2v6b0K/nDM8cqsaYUjP8fW2VbaCdyxTAdomyeE5esO1r7/SPOktaR1JBzPuPQBaapG8ERnYCBMZwinWm56/N3aSF/5xj7SCIDzG6PJuTmGoPgZEmzZPkkiiJiKUddfSWOZcAgEJ+2M45dul2kK+ykfy3nGduyfwikmHbqRUnAUPCS0sx2VgVe/R0plT94Mejhl2m0s0bO0/neJe6XftqVOwFM8s73cW/20s1U4/J4pfVZixhE202XD7OfaMSGI4EH6JxIzKXU2iH5Y17ZxH/IgNJaImWBmgHkYwAhi83uZdPLkhp9eOEtcIttuet687KrtKK/Op0WeNVXIWCLai+u4oarwHqQz68gMFvdW/ral2+I7uea87frhhwfhr/o1nnbbBo2O61Xwd5vORgfv5GmBzk3A9IeamjKzRQe9qCTPaUqj/u8q2ZcmHa4NZl+wK6V3SLdKvGKbqlG/3J6WJ0xxGydJIJDOeODEeF37Uyl97dDkVMzAHVpkxCGeITGoUuZqSQHpLMeqSn9usq9q9SztWEnKHwR4it0lOYigNRwxbbixRIAU15o7y69pH7NAUzXKx5hJTo1tbuD8VUWWreNNBpd9pDukLzU4+m/KAyvYRBulh+HIyoLI+5XOoE478lqszlL2yyjj+nWZS/Y17fNVbVxSZGkSs/UvKfbwuupTEg8ovbhvS0/YIHGY/Vy76n9OGehX4+0yan+/+2G7tp1QHeg/BESp0fd46xM+lnEBf0M/DmMWq+zB6fdKj1mpyPu85DhWJ6Qm580Oq9wMf/PCLMdO2v5okYbPxPJrpW5HFPuqFtQVC1+6ntZjVrTqmDS97F7GDxMQ5tZ0PIgxKb9m6nZKUWjkKfPDZAlueR3qtqv8Tdk19nKMbjqe1tV9Wvb1Kvj7oWpPB2wyuxMXSuem40cHLgNAUHCxxDdduV2iBF7htpvteIXyfDA5mCAGZ3FOXmAX29/TMXSuj0tcP0HmeBfl1B2yn3YSmOwvRXvtqnVeeTCl3akRoL9PenlyIOvMBqRB9i3afnqRZ18tN0jyV61SVwYO6ooTwVaVDpIIvMMom8AIR726xOtOAlGO/0uxjGvdTNvU70JpqvYdFXCeNC5FgEnwQ8D1SemvUz1BcTzXvqHEDBnX+TqJNmxiv1am90plrzfp69+tKISHIWYKNq3YH8lpu26hxJ3b5M930+dfJjHrjo1JZbPoVW1cHNZ2Qb/YU3pskRMnu7bUi/u27ckrMgyzn6uo8vwHOgZd+vhcCX/axPrZD9u1LX6d2agdJfJii0ifkZg04GEKI6AlKPmihC/h+7gDpXvZmdm52uaBOR5w8Svh3yJr0/PmZVdtp/6GexN7jvQR6UfF9qlaEgzh+8InkZdr4mGjzm4tdnId+HXaOQ2E645lHw+MD0jU53ESYxh+EJ+VW9Px4E4deIC0jRQPaty7jCFcJxZ5ttY6b+QwxjPu929LFxRpnSyq/E1Tf9XJudK8TcfTbsufvuMa/i84KsjrPhovbEut0CC8GmJK+eRk32Ja/4PE90tV9mnt4Ca+Rzoqy8Tg2pIINCif8+RPGnEI9fix9EvpSukqieAH42ZrSbwy4yaImR/SCIYIBn4hYTdKnI+01oKk+f/yFHeThEMiQPmQRJ140iQIYvv2Io3XRtzUPAW1JBwXQUGcV6ul9myl4ki42W+WuGnXTXLmrFvaF7MmSbb5qwSr3OA/l+DB9REQ/Tc7E8M5/kZi//elxSVemVNfArWWRBvltpISviXhuC6XKJvgJzUGdMqE6dXSW5Kd6bVeoXRuXtKw10ppn4Ilzq4l8RBxn0TAVWcMEIdKLYkBjn4xNzmgE5Zxbs5Lm1Mm9Yu+sIfWGZRSwyG2pPsl+khV2x+ufRPFgdFPeQji2HCqxe75fexOiTrQPsfHjpIlDz9wvUbiAep5Uidc6Qf/KzFQwo8+cZDEuemfm0pYXRsXWeYv6C8tKe5B1rm/6b/flKgn/RT/8nmJQarnNgJ+jqAYn0o70Bda0m8l7q+DJTinNp39sGnbEvxdWwi/fZiU3088iODL8M30EfwWPoBAKLVFtcFMGvfc9RIP7HDBB7ekdPyoO2/VmAF//AB+iPIisEz9DdfAGLGRlBrBFnVpSfhb/OZu0sJppop1AmJ8DvcJARaW+2nannzRP/DN4XM31Dr8GGfxRXtLjDF/kSaksLLxINk9aXVnpVwn0Sbcv7tMyrHgwZM8tAdjzX4SwVRYJ9dR5W+a+CvGEcZm7h3uGfwpY1uaxrjwBgl25IMlDxpNx1NlHR5r5O8aZVpwTW/UggGBzt7O6Ah0cp7mbCZgAiYwrQTs56YVf69PXhb89focLs8EZiwB/F0vg6/vigSzCN+TeLLhSb7M2Le9xGwQT102EzABE5gpBOznZkpLuZ4mYAKVBHoZ/HESpm15lcRUa1Xwx6url0p/qqyVd5iACZjA8BKwnxvetnHNTMAEGhDodfDHKfn2oc7OqtvpfSZgAiYwAwjYzw1fI/GdHf+hhW9x+S75duk5Et9p20zABBIC/Qj+DNgETMAETMAEBk2AYC/+o8Wgz+3zmcCMIhA/pzGjKu3KmoAJmIAJmIAJmIAJdEfAwV933KqO4r/PtyT+Kzg/F2AzARMwARMwAROYTOBkJd0tMV7GbwvyMyvM4JK28eRDOk7hf37fK3EeW0LAwd+CH/yt+k28TjvLKTpg5U4PmuH556r+m5dcA78byG9HrVWyb9iShqWufKuE43tAwvmxzu9O8RNKF0hlvxu4ZnIMv025jpTbaUrg9834T1iUyf+4z21ZJfAbZUfmO7xtAn0mMEfl71lyDn5Tj9/M5NchUhvXRpnP5rf7bpLS34rLDu3pJv/x506Je5Xf1+TeYpvfrDtB4jcIc+M37fCLHPP+fKe2PypF8MNyvCQPSfw+Kb+z2YkNi5+LOr9VK3m785uhczq5qDZ519d+fh/SlhFw8LfQQnuJSZkjcWdpRmCuspUFf/yIMT8+yo+vDrsNS1354VC+WTpRIlBjfXnpGRI/vvoOCaefBtT8Xib5eIpeVPqGFE/RWp1vmxS6SEvy8uOpub2zSHiblvxgqs0EBkVgjk6UBwGc+18SPxye/zJElc/+o/Lic/hFiUEYgdqLihMRCHJvLScR9LWkn0iHFPtjsYpW+AFnjEAnfziOcuL+Hy/ypgt+kHpV6dnSeiX7q5KGxc9V1c/pAyTg4G+AsGfZqfi1eGahOn06nQ5Mw15XZuQI2HD0OPAfSPlfOoAbeRgQvsxGh7aF8jOzuKT0pg6PdXYT6AcB/mIGD+b8pZcmRr/fQCJonE5jtp5ZyO2lnaQPl1Tm3CKNhzV+Gq0T20qZd5cIcllvasPu55peh/P1gEAvgr8dVA+msNH7JGYoeMXENq9BMQYU/iRUSyIYuFxiNiKMjnynxDHbSBzHe3qe+A6X+HNwqfH0xKuslnSz9ENptUfkWPCn47jBLpP48zJnSzwxha2vFabVsfFine2xBUnz/7QO3x9cL10nUW+e9EhPjetvSbyqO1/ih66bGK/yuF6WPP3xJ3YY2E+XniQROJGGA2Swf4oUtohW9pHYj66SjpWWfSjHgifDaJeTlM7sXEuC6fFSzA5xTZyDvFw/f+4H+5zE6wn20T658Se4yL+utFGxzjZBBLNIrFMmfLC8n+ynNF6V8GT/LgmunJN25+l9aym3Ju2O8+cVKX2MWbHvS3XfjjStK9xw6p/IK1Wy3aR9Sg5rm0T/YFB5mlT2yugrSud105bSe9qW9nCGF2iV12Xca3wbM7eDY2dL1qn2XwL370hXFGIg5l5JLfcJ+C7a/DyJoB5bVKIfcm9x/+AvMO597jkCH/Zzf+aWX0OZr27n93rtq7+tSjITxhhB/dGh0krF+t+1xH9hdT6bvsvMOVxWleZI9GW2GY/ivuXB5k7pHxLnDnutVmiTG6SWdKS09EN7u1s5Sofhgzh3PpvODP5OEj6NsbGp8Ur7FdJhEuNC05n6Mj/HOVeU6JeMIfRNfGfMTLK/ylbWDvjhqxlf6av4JtoRe7p0hES5+GLyjEv0326tSRvxluR70l8l7oNPSfmY3e35Z9dxDf7sEX/OjQ7MTUYj7yWtIXEDE8ThhOhQNH7cTG/W+v9Jr5HC6EyUQYORzgBKIIKDS2cy6FTc1EdL/0+iYTkXactJYXRGbvSwN2qFAfypSRqrnJM/N5fbZ5XwF2ntYgfXiHOJv59I8lsljv+QtJiEgz6tSNuRDDVGJ/2SdI/0denFEp2bOvKky43FUy8syDNPCluiSOPGxWB8gHShFB390Vofk7ihcTQcz7Xw6hCH+kkpjGCB61gnSWMVp5QPUFmWhSaUcGqeqG14UCYDDpb2E5zsByT6yTESfeELEu1AGm37T+mZUliTdqdtCcKjX9E/DpTOSMopW62rK/1oV4l60fZc08vKCknSmrRPXRFf0c4HKzI8Tun/ks7N9h+j7bdIi0vXSnB4bpKHvjSRbKerX9QGQTNGP6I94D1rrEM/103/pR/Sx+mTGP7ud1LqA1OfgA9YV3q5xDdk53BQYjyMfjdLw/9dk6Wlm+18NXmb+L1e++pxnffeinpfrPSTsn1VPhuW7Fu1yE8fpi/nwczblZb609cX+bYujoMTvpSgO9qr2DVpwTk4556T9ixI2K/YH/cXqXMlgjfsOInj311sx6Lq/mfs3LvIRL05Fp/exHI/xzH4N+oYxjjZ7lOd5ZWHgJoAOfhspHX8En4G21iCIf4IIyickPYvtmOxrVa4BnxmWPQvyghr0kbUhWD7VxJjMde7s3SzdHcU5KU6v/68W1sOjTI9PNAzyxK2jFa4GSNASgMx8pwvcWOHRYPjIFNjNohAAMeI8YTHNuWHcbMS6acda8Vkf6zeppUds/QyR4IT5RyHZHn30TY3xlJFOo6W4Co1bgLKzM+TZZu/SX3J+7xk51FF2vOTNG4ynH0YnXws2WaVJ2XKWj1Lh/FdEsF0GDOlP062CSgIdA9O0nhC46bJn1iTLPNXJ6QmwR95uRmpIwNbGO1KGkFzGM6FtNSpNWn3VxbHPScpa1mtb59sl61GvXZIdkbaKUkaQTYzMTxN1lkn7VNWTl3wR37akyfu1I7RBsEftppE8Icj5DqwquDvMdrHw1kY9yGvkz6apI38aod+rpv+Sz/kPkuNgT/tX+zbX8rv4z2Uhj9KA5FPaJvZq9QP7q7tj1NIjUW/LvPVTf1er331uOrbj+APDD+Srsp4nKFtAusw/HieJ3zJa7Jj8812wR8+hfZ8T3LgXK1H8EdwRLCCX2GCIawq+PuOMsRYSH9oSWcmx9WtRttTJ4wJAu717bKD9sq2803q/nfpSdkOuDKJgTEmp32TtG2kPAjbVmnwWYIMhUX/2jhJa9JGby3KIoBN7SJt5OfNssyuTfxd6kx6cfXpIPIHFUhn2LAomKeA1Aia6Ch0ktQuy7Y5jsDlhUU65d0oUX7YfVq5SYpzkc6gdqJ0vcRA2ZJwwGVBoZIfYa/QFucsqzM30HoSTzIEbXSs1H6ebbfbJJjk5g+7Qys8rV6ZpN2udWa1wrhhcRRnSa1CE8XOsuuDNU9lYXl5BM4MQltIXDe2icRsQ7unwCJ7R4uUEdeL5Wk4hPSam7Q7DvzPEvVmIFxBukuaJ3VrlyYH0i53Smm9ysrttH3KyqhLa/caA0f5fmkNKX+AycvFwX4rSeTegt9WeUZvP0Qg76vsyNPy/stgubdEQH6r1JI2lcruVwb+q6Uw7lfuy3SwJXAkjXs27F1aIb2JlfnqJn4vLbtXvrpJfbvNc7QOXFOKh2keLAmewm8zJuDHy3w950zHFLY7tXb36gMqMB7avqF1xpcqe4p24FtuKzKwzsTAKyWuq1PjgeJiiQmXz0svKAr4dJuCON9vpD9m+QiULynSuK63Sz+Tor/vr3X6MGNnJ9a0jSKgn+qY3EndZmzeXgd/fyoh8eQijU7QSkSUzmwTDZsag3dqvPLEnlYsKe9ZUivTctqOTkWeCekJ0kslgoAxiSCQoLCdRZ0ZOFuJ2KZ+3IScD8uvueoJtsg+aQGD1Agw7pe4scNIe1SyjZP+gUQnf440JkXHL7u+nGleHkUfK3FdvHrGGPy/Vqz3epHWh7pgaRoDJ9efXnOTdueBgAcKgpe9pJb0U2ktqVtrwi4vu9P2yY+v22amAAdKX64z2u6r0nbS22oyvlv7dpVaidbW+ipS9Kmaw2flrm7678kixSDPgPhMaUxisG96vwI6vR9o/3Ml7lPshRL9n4G2ieV+i2Oa+L207Pze6MZXN6nrVPJ8RwdTz7lFIfT3NECOayaIbiUimOe4JxbHdbtg7MHq7lce/t8n4acIwqrsndrxMqmViOMWlriubgx/zxufzSWCed4w1fkLzgGzaGu2y+xjSiSo5IEnxl/8DFbW54tdpYumbdSrMbm0EqOWGLM8/byumG7l6SsPdMrOS8CWWjzt3lEkUh4OLp7kysrgaY3Zmc9K+dNJWf48LerMwHlavrPYjkAzdw5LVeTvZTI3KkETN1Y6ozeVcxAk4aBwIjy98c3E+VMpsMfHNml3TonzmivtKDHQ7iOdKTHg8ppsENaP9ol6b6QVggCC/3YGA4ICZgcYJHIj2McRMxOS2hLagDeBBQ8YtqkRwBfhk8ala6dW1COOjgB/NaXSVjzATcWa+L20/F746qnUt8mxzKISZBPcfVh6l/Sq5MC4Zh6UdmtSYId5Xqf8TAhc2OY4AtKXS9ynPLyWGd/7ca/+PdvJLC7tv1/ZQW3SCHD5VOBTElz+RzpJwo+mb5/SYmC2dJpQsr6l0hg/Ti/Z12lS0za6syiYMfl3yUkGMSZ3ek3Tnr/XM39lF8SrSYzgLzWm2o/I0tjMgzpm7ghwLivyUt5KUv79DDOJuxR5+JYhNwbMstd1lM2TE7aq9FxpQmJKPK8z5Z4gPU0ikOWJLZ8dWUdp/bay66NOU7H/6GAc0BukD0onSqS1MzgFv2W0vn67A7rc36Td11PZ7y3Kv1/LoyQcG+1O3QZl/Wgf6k5QRjDLg9CXGlzM35SH+4L2ObQkPw66LIiE3U8kgue611AlRTqphEBZfyDbVO/ZU1TGXyX6/CZS+vq+pBptkyaUo53fSwvpha+mvNSHMCZtLOGvq6zMZ1flJf0YidkjgiMmDn6bZOazkKul3NeTZVx6VZK309VtdMAa0mckgtB2ht+9SvqKlE/MMK4Q3OSBH2UyQbGK9BI2OjAmMMIvMJlwhsQ9j7/ggaLKztaOFaU8AORh5NXFQWV9vtv+3rSN4kF1OsbkKlZDmz6I4O9UXT2zStx40VmIxL8o3VZChs6zgUTd5kjMvjGIR17KYVDj+4FwEARtB0nxpMLAxTcHH5EIEunMn5QYPHO7RQlPLxL31ZJz09mYNdxRWr3Yx83ITcxragZfbFxiqp7p7MdITG8TbPTbvqcTcHNxLq6NV4HjPTjpsSpjUWkPifUmlvLj6XrnJgd1kadJuzPt/zEpnAz9g4Dweil1+F2cvqNDet0+XMeGEk/S9GFmE3hib2K/Vqb3SjGDnh7DbMF3KwphQOE+3bRiv5ObE7hdWfFN75HwERhBRQyURVLHi/t0BK818VMTEkH7VKyp34tz9MJXUxY+hH7NTCL+llk4gpEqK/PZVXlJJyjAB+wmHVOS8UNKe4WUvu7cTNvbSleU5G+XxBixtzRPIrg6sN0BxX4CRB7WGPvy4Heu0hhLy4x7FZtbtrMmjTGLmUZmHMNYpx4RSCW7HlrFF/9FYkldMXhx7IXFNj7wZdIri+0xLT9QrHezaNJGPPz8UmKcXlFijNxBijG8m/PO3mMa/C+414oONyOzRLxibUn5EwE39sHFvl9oebnEjUjgErayVihjc+lrEmX9STpcymcfVlIaDU1ASFnnSQyIqTFY/ly6R7pU4ma8WaLTTkhhdNrfSNTr+xKBVBhO9dpCPJEdJuWvOrZXWkvC8XK+OVKwiJtSSZPsTKUwgOPkWhLXdJJ0r/TvIo3Z0eMlOERaPN3tpLSbJAJRbjhuDs77e4nAmDZoSTwpEgjDADtHYtDgabslReA7f6eMsuDZ1JgpxUFeI10iUWdmlNI+cbK2837yRaVxLS2JetNOR0gvzNJgEtau3bkW2ogneQZb6sS5cQRV1rSuzBy2JLjBj0Csztq1T9mxcQ7Kh0lLgmO0MUF53v/WKPLR/2j7aGetPsK4jyaKlOgb0acoIzX60p0SdaCP0gdH2rrwc532X/rg6RL3Mn3zOInB/B9SSyJgKPMJDGR/kGgL/N1bpNReXezD37Wz/B5s6YDcV1NGO7/Xa1/9WJ0T33ujxL3LNXKvt6TwX6w/SsLKfDbt8TsJTjzo0YdT21MbsM/HksgDP3wfYwRjCm2Db6sz2oY24ZyU3Sq2KeMEKQ2qtDnf8El3S4xDLYnrzO2tSqDMMPoFARl+4L1JOqs83LYk8sMKhmVW5ucIjpgUYdyiTzIGnif9d1kBWdqztf0d6VYJ//89ibQwxtH/lXig4AGUazhIop4cs6mEb4YFafg56ki78bBEGu1Ju4Y1aSPGAMZdZsTxYYdKn5VinN3godJm8UoDf9fw92B6AzEcysa9Kc6ldEmA14nbdnmsDzOBGUmgkTMczit7qqrFYPr/Blg9++oBwvapTKDXBPrxUy+9rqPLGywBnqw3kr452NP6bCZgAl0SYJbsOIlZXJsJmIAJNCIwyKfFRhVypmkhwHT/IhLT7hMSryRsJmACw0ngw6rW1tKiEt80HTWc1XStTMAEhpXAsAR/uwsQ3xpgx0h8n2QbHAECP75deb/08cGd1mcyARPoggDfSR0gXS99VeKb5UGZffWgSPs8JtBHAgz6w2A4MmSbHgL8Jw2bCZjAzCBwjKqJpsPsq6eDus9pAj0mMCwzfz2+LBdnAiZgAiZgAiZgAiZQRsDBXxkVp0EgfkLgX1o/sEBSljYVWnys3pL4b/38vITNBEygGYGye7EsrVlpzmUCJjCrCDj4G57m5ve2+B2n7YekSheoHmMSv9MUVpY2leqeooP52YgmNqFM/BYggSK/Z8dvQfE7Tvy+1kXSG6RhsLmqBL9VmRvfUvK7jI9JdoxpfVziN95y+5ESTsgT+7TN7wvC8wEJvqz/VqLtafOy3xdcMzmG3yBbR8qN39uirfj9Mcrkf5LnxrX/Uzoy3zGk2y9WvfgNuJbEd7I3Sz+U+E8YS0md2rgO4PcuO7Wye7EsLcot609ztbOsr3Zal8i/n1a4J+lD/D5k3KN8k0hf5kd/cztGCXFM2a8MzNF+yqGP8XuH/F5cmR2mRH7L7RllO51mAibwSAIO/oanRzDDdqtEMGObTGCOkvjhZGwTiR/zXE56lkRQyA+OvpSd02xzdf6yAfWPSueHTNOf5BjT9l5SWfBH8MWgOAhjUIXniRKBGuvLSwyke0vvkH4prSWF8T/EyccPtS4qfUNa4uHd89doJ3SRRN6ygfudxTH8dQV+7HeY7YWq3PkSP0S8igSf1SV+FJhv4VaVOjXav5vgr9PzlPWnuSqkrK92Wnbk/6hWXlRsEAjGPUrQ15J+Ih0SmYvlXC3XLdb5cePts/0T2qYcluzfKNvPJg9UvEVgPHt3yX4nmYAJZAQc/A1Pl7hPVWEQKHv6HZ5aDl9N7lWV+AV3fqOQX40fVvuyKraB9K+GFXyP8jGbNJ3GjBwBG68T75f4O8BPKKkQeZ4tcY2d2hY6gJnFJaU3dXrwgPMTWBAcf7JYcnpmS5nVvW7Aden0dNPZnwg8YURgxwNcWb9uKZ2/BHGwlP/FGSXVGrP+PIRwvIO/WlTeaQILCPQq+FtRxTHzcpXEn3rh9cNuGeTXavtS6QapJfGaJ//TQjxJ82di4k+zfEHr8adZmPrnz7ucLvE7dAz6YeNaiT8TM5aks9ruvLza4jUFS2Y2LpMY6PjpGQa03HBe/Mm3X0nMABCszUkyLax1/kTN9RIDAg6JJ2LSq2wl7eD6GFhOyjJ9QNv86R24MttytNTEObarJ07yXInrpfyzJWY2ujUGb/6cT0vimpkNYdYnN36XrCUxaDKL0ov/aUzgh/HaJ7VVtMGrx5YUr+dWSzJ8W+v3SLQ/gdnFEvVihg7uudX1JepAGzKLwewE64jg5nCJ2TXOE7NDu2udAQsjeCIv9wcGO/o4fRKj//BwwPFxH5D+OYn6s4/ysKbtUGRvtOB+YPB+mvT+kiO+ojRe620pEWQ0tRco400SfLh/5zY9cJry4S8Xlcpe7/Jn1vB/Ye3ur/WVkbbExot1tscWJM33F536keLQSYu8P9X11Ti4rq9POkHDhKOUDx/2CSmf5eW+e6tEH/+G9LiGZZJtK4m/THSE9BxpGN4AdFB9ZzWBISTQ8M8eEUDsl1T/jVr/W7L9eq0zMG9dpD1eywslAqwIQFniGAiqCLoWk3aW+HaEgSG1cW2kwR/7mPXBcYwlGZucl4ATx8EgSiDH4P1yie9UzknKYnVfiXwEidjiEgP3GcU2C4JVBu61izQCEAZ+jm1nBB9p8Lextv8kLVscuISWBGx7timoST1ps3SmhTbjXPy5qNQYkA5sk8ZgQsBPEBkB/Zu1Tpu/Jjk2SE0RvAAAIABJREFUnDuDGu1LOxOc0W47JvmqVnlFSF5mSMNgc5ZEH1kxSedVEWlHS/QtBtNDi7Tlknzbap0yYU9gxuBOvyNt8yRfk75E9gnp1OS4WIUDZXKOsDlFWvSVZNf8v898V5LAq1eOf36aSev0XQJMrGk7ZEU8tEkQ92DFTgZjZi3pf6kdow1euXEv8FDEIP7cJANtNZFsp6tf1MYGRcIBWtJfaLeBW0M/xz1CG1wkUe/wXWX1bXp/Ud4uJQU09SNN7k+Kz/sTaRNSWV9t2tdLqj2//bimKh/FOMH+aHfKGJN4kMa2kdj/1WI7FmdoZU6Wxib+Kvz0k7TOuEMQaDMBE6gg0MjfNcj0aJX/b2m77Dx7JdvXaD19KmbXKyVucgZFLAIDHGxqOFoG8dTGtdEk+GtyXsrFMVKX1ZOT7KH1f0rh4AkY2M4DIZ7gCWCwyHNIsR2LfbSCU1oqS883L1bCSUkix90qxcwWuzjfhvmByXaTepJ9xZIyblNaHoQ1GVyi7dJgkuLPl7imMNrjimSbVWbJYJ+fN8s2fzOCvzu13pLoAxzLHwxfhgyJHa512itN56GDWWXaOyyCv7zfXaIM1yX5mvalCR1TNqDSz6nrqkmZc4q0JsEfMyVcLwFs2GJaaUkssabtUGSftKgL/sh8l8SsaGrHaIPgD1tNekDiIS7qVBX8PUZ5eGAIW1kr+BFmOQduDfxc1In6cS/TlvA4WsKX8XCRWtP7i3Ly4K8TP9Lk/qRe9Hnqm9qENsr6atO+nhU3f7Nd8LeD8nDN6QzxmLYj+KOMrxV5mEkOqwr+dlMGHozCjtMK90n0v2SXV03ABCDQq7/tywB7sfQF6fMSr3KwTxfLZbXk1d6FxXYsIgiIQGbdYgfBXmo/z7abbjY9b5T3oFZSB4RTXUTiaRJ7RbF9abEdCwKcTYqNyFN2rTij9bJj222epww4U8rjNRLBI+fLZyTTcprUk/wMvidK10sM6C0JZmWDlpJrLdqw7Lr535EEXbyOpB/0on0JMsek5aVvSe+TqHtq1OlGiVnXsPu0cpNUFjwzU5Ma17KKxExmp30pK6onmwQcvA7bQuKBC4MDgyJ9F2vSDkXWrhZ5gJMXQtDAa2E+S8gfgPK8GyuBtgujrejXW+UZh2x7P9UnXn/zOpXAg5nnn0pPTOo6lfur136kE4T97uvt+hB15X6mL31ZKvv0Jr0eZilPSRI45glS/iCaHuN1E5j1BAhuemGvVSEfkXia21W6QfqExGvUJxcnYNAiX2p/1kY4TJ52sT89IsfkGb5sd+Vm0/NGAdQlNV5BYY8qllEer32rLPIw8PHaJgzOlP+UqgMr0s9U+qul3SVmGP4lwZSZgj9WHNO0nhM6nsGL72OiLAZgBq1OLc75s+xAAt6/SAwoMYPaq/blVMwyfUDiFf3/SJuSWBh1WkJqJWmsklbGLm//aGcG+hiw2vXh7FQ93zxGJW4nvUH6tjRX2is5S5N2IADuxnity4NQHuDnZX1NCXw2QT0J5pi5LjMeZnhQ3CnZyTm4Bh4E84eEsjKmK40+zOt2BJM9pQ9LtMXOEtcwIXV7f/Xaj6gqjS3O3a++vkJREx44q4zZeWaxedDmgYf+UGZ8AvEi6dfZTiYk5ko83NpMwARKCPQq+GPg/Lj0KelVEgPxSRI3Zbxq4BsOpuir7M5iB8Hg75JMzHblRmCWP0EyqKd2d7HR7rx52VXbUd7SVRmUHnkY+E6rydfJrrOVGTHLtb3EQMMguVlFIU3qyQwR38oQoJYFQhVFVybHOddUDoK9MluySIxgP/KUtW/Z8VVp9BUCDtisJDGzh1EnAg8GiCbGbMH9ScaY8b1DaYsW6b3qS03qU5aHgOh6aa7Ea2lmhZl1D2vSDkn2jlY3Um4ehH7Q4KgdleeF0pHS+0ry8xDEQ8Yzsn1LaJtrYPZvGIO/l6hef5firQXV5/7h4WxjiUAEm+r9Fe3YSz9SVK3tIs7dr77+OtWA17LtHiKuVR7u6eOlAytqTT9hQiH9fICsn5Hwk/jM31Yc62QTmNUEYjZmKhAY1A8tCiAoO0N6u0RwtppE8He1RGCQ27gSCBaxcPb5U946+UHa/r30eCkGZbLwSjG1pufNDqvc/Kn2MPPGoJbaeto4pUiY0JKnzvxaeU13gsQsUie2gzIz4GA4MYJrguo1irSyRZN6Up/cGNgJCLuxs4qD8uumTY4o9hEU8p95mrRvp3VgppX+ls4iUSeCwcdlhTGjwMxpbnmQyIwogRazPJ30Jdo/HkyW0fr6+YmSbfJikZ++1G52mECXAY+A47gFhz/0b5N2yA5ptElQto9EIMxsVzvjFTWcua7wDekxW2qjLIgk+P6JhP9YLDmAwLwdl7T8fq2/RgVzT5YZD9IROHVyf+FTov1X1fpzpQmpl36krL6klfXVTvp6VblV6dtoB76L4OzBqkxJOj4T/7GjFIF17IYxQXbZQ8JpSmdse1dkLpYraxmss13eNIHZRaAXwR9P8Dzd86onjHVu7rgxP6R1vmN5W5JnM61vK8VT9Le0/ksJx8B3Z9zcOFpmN3I7r0h4Z7FcRUtmJnJrct78mKrtO7XjACkcGPkIfPeVCLgwHCezaTir1Ys0BgWuaVmJwbMTowyeYB9bHMT51pZ4nVZlTerJAPuA9BGJ4AiH+EmJQb4bO1UHwWA/KWZGmdH7onRbUuC41teSdpXoN7wC+niyv9tVgrQfSu+RYoaRuhCE7C8R2GIMrgdJVxbb6WJ7bUS/+6DWCfLHkwxN+9ItOib6LK/OeA1YZfFKlPzw4CGCgLHOjtVO7lted+fBX9N2qCs/3Qc3BtjzJfoGszb56/Gqspj1f68UM6hpPmZsvltxIAM3fWfTZD9+5DopD+QriuhrMn1scyl8J/fmuLSSFIFxJ/dX2l/wJRtIvfYjKrLUqvpq075eWmhJIr5vb2mexMPAgSV5qpK4fxgjnphl2FjbF0v/LjnwEqXBkH4Wxthzg7RHkuZVEzCBKgIN/hccQRqBw88lBtVfSARn/52VySByoXSzdLnEQMVTbmoMgjj/v0oEDXtJBE53PyLXgg0GaJwXYhAkEPyPdLu044Is8/9td94zlYcBjVnLloQT55x/kCiPerxFCsMZMRAxi8X17pLsi1XOf22hq7Q8TGL2oso4Z0vilRJBGeuPkl4ifVO6RuJcnPPzUpNBsF094UKb3SPxbQ3Ombb5izQhMQvVkpiZgA95ytKUPN8IDg6WWhJ9gDbeTVpYSo0gqyUxy8P550hw/qNE21cZAW+0yZ1aJyBJ7ZXaoByc/lHFDrjyUEEbUp/zJAKY1HgA4bjnSxPSfRJBGcFVbjBr14fp0wxWtBmD0PMkguDfSZzntxKDaxh9jT5MfgZ/DNZpn4R7amdoA5VZ03ZIjyXgbElcO3VknTrdIXG9DJh5/12jyEc7/l6izmV2uBInih08GLQkBmyWlJEaXGhb6sD1H1/sJLD/pYSv6Ys18HOcd0ziYYW+15LoV/TJs6SNpNTa3V+RdzOt/Ebinvm+tHhSSJ0fKbsXy9Iorqo/lfXVOH2Tvp5Udf4qfRkmtN+fpFaxjV85QUonCLQ537hX8dn/kFrSlvNTH2ncx/SHOUXyp7W8V8J3xb0eRzxKKy2JBz/qQT/mQW6ORBnvkmwmMKsJNPJ3jTL1F+M+Kr4s+OvvWV36bCEQwR9Bk22WEhgCPzdLyfuyTcAEBk2gVz/1Muh6+3wmYAImYAImYAImYAJdEojvVro83IeZgAmYgAmYgAmYgAnMJALDHvxdJJg7SXwrxHchfIdiM4FeEfi2CvpcURj/aST+A1Gvync5JmACJmACJjB0BBYZuho9skL5z4IMeXVdvRlGgI/tbSZgAiZgAiYwqwgM+8zfrGoMX6wJmIAJmIAJmIAJ9JuAg79+E3b5JmACJmACJmACJjBEBBz8DVFjuComYAImYAImYAIm0G8CDv76Tdjlm4AJmIAJmIAJmMAQEXDwN0SN4aqYgAmYgAmYgAmYQL8JOPjrN2GXbwImYAImYAImYAJDRMDB3xA1hqtiAiZgAiZgAiZgAv0m4OCv34RdvgmYgAmYgAmYgAkMEQEHf0PUGK6KCZiACZiACZiACfSbgIO/fhN2+SZgAiZgAiZgAiYwRAQc/A1RY7gqJmACJmACJmACJtBvAg7++k3Y5ZuACZiACZiACZjAEBFw8DdEjeGqmIAJmIAJmIAJmEC/CTj46zdhl28CJmACJmACJmACQ0TAwd8QNYarYgImYAImYAImYAL9JuDgr9+EXb4JmIAJmIAJmIAJDBEBB39D1BiuigmYgAmYgAmYgAn0m4CDv34TdvkmYAImYAImYAImMEQEHPwNUWO4KiZgAiZgAiZgAibQbwIO/vpN2OWbgAmYgAmYgAmYwBARcPA3RI3hqpiACZiACZiACZhAvwk4+Os3YZdvAiZgAiZgAiZgAkNEwMHfEDWGq2ICJmACJmACJmAC/Sbg4K/fhF2+CZiACZiACZiACQwRAQd/Q9QYrooJmIAJmIAJmIAJ9JuAg79+E3b5JmACJmACJmACJjBEBBz8DVFjuComYAImYAImYAIm0G8CDv76Tdjlm4AJmIAJmIAJmMAQEXDwN0SN4aqYgAmYgAmYgAmYQL8JOPjrN2GXbwImYAImYAImYAJDRMDB3xA1hqtiAiZgAiZgAiZgAv0m4OCv34RdvgmYgAmYgAmYgAkMEQEHf0PUGK6KCZiACZiACZiACfSbgIO/fhN2+SZgAiZgAiZgAiYwRAQWbleXefPm/addHu83ARMwARMwARMwARMYEQIO/kakIX0ZJmAClQTs5yrReIcJmMCIEcDf+bXviDWqL8cETMAETMAETMAE6gg4+Kuj430mYAImYAImYAImMGIEHPyNWIP6ckzABEzABEzABEygjoCDvzo63mcCJmACJmACJmACI0bAwd+INagvxwRMwARMwARMwATqCDj4q6PjfSZgAiZgAiZgAiYwYgQc/I1Yg/pyTMAETMAETMAETKCOgIO/OjreZwImYAImYAImYAIjRsDB34g1qC/HBEzABEzABEzABOoIOPiro+N9JmACJmACJmACJjBiBBz8jViD+nJMwARMwARMwARMoI6Ag786Ot5nAiZgAiZgAiZgAiNGwMHfiDWoL8cETMAETMAETMAE6gg4+Kuj430mYAImYAImYAImMGIEHPyNWIP6ckzABEzABEzABEygjoCDvzo63mcCJmACJmACJmACI0bAwd+INagvxwRMwARMwARMwATqCDj4q6PjfSZgAiZgAiZgAiYwYgQc/I1Yg/pyTMAETMAETMAETKCOgIO/OjreZwImYAImYAImYAIjRsDB34g1qC/HBEzABEzABEzABOoIOPiro+N9JmACJmACJmACJjBiBBz8jViD+nJMwARMwARMwARMoI6Ag786Ot5nAiZgAiZgAiZgAiNGwMHfiDWoL8cETMAETMAETMAE6gg4+Kuj430mYAImYAImYAImMGIEHPyNWIP6ckzABEzABEzABEygjoCDvzo63mcCJmACJmACJmACI0bAwd+INagvxwRMwARMwARMwATqCDj4q6PjfSZgAiZgAiZgAiYwYgQc/I1Yg/pyTMAETMAETMAETKCOgIO/OjreZwImYAImYAImYAIjRsDB34g1qC/HBEzABEzABEzABOoIOPiro+N9JmACJmACJmACJjBiBBz8jViD+nJMwARMwARMwARMoI6Ag786Ot5nAiZgAiZgAiZgAiNGoNfBH+XtLi3XIadtlH/1Do8ZtuwbqEI/l34h3SB9aIgq+BbVpSX9R9pxiOoVVVmvqN+/tDywSHxUkXa/lpcNYZ2no0qP1Um/LF1b6CItl52Oiszyc9rP2c81vQVWUsaW9HfppKYHOZ8J1BDoyXjey+BvYVX2BGkV6a6i4v+t5T3SWsmFLK31O6Ttk7Sfaf170vpJWtXqJtpxu0Sg8GCxvmaReUzLcanpgPgj5aXOU7XHq4CTpWMl6rKD9KKpFtrD409RWSs3LK+sfRoe2nW2C3TkmBT9hoL+r0g7tetS+3cgdR2XmvazXtVkNxX0eumF0vOkf0pL9apwl9OIgP2c/VxVR5mjHXtmO2/S9ph0RdVBMzi97Hpn8OXMmKp3Mp5XXlQvg78P6izPlwjqmGHCmLW5Rfpbsc2CoO1W6U9J2tVa56YhgFoySS9bPU2JT5da0kSxzmwbNibtJTUdlH+rvHcuOHRK/66mo58o/bQo5cdabjWlEqfv4LL2mb7aDOeZx1StTvpZr67iZSqI2eUHJO6xV0nX96pwl9OIgP2c/VxVR5mjHXnwV5V3FNJn2/WOQps9dA2L9OhqCCL3kD4tMWMTdqlW1km2Wb1PekmWxiaB32el90iHlOzvRxLn6oXF7AszkRgDM9P8M9Gq2mcmXsuo1Zl+1kouaqb2sZnaLvZzC1rOfm6m9mDX2wQKAr2a+eObradJzHiFvVMrvJ4lEOI1KMb3D6SVff/wb6X/RHrrgqwd/8u3hgSQ2JkS5yH4rLLLteMvUvqqkbwfkK6UmKZnRvFoaQ12VNjhSj+u2DehJefdKcnLOt9oMUPDK4B9pccU+x+nZfBIX29Sf4KwVpGPBd+LwBIRPJOfGaDrJF4F5gbzlkSe8yVeE7azqvaBEedlySt8vsFjVvc86dntCtX+d0vnFsfB9myJV5e9ML4NhCHXSb22kn4tMdtMG86RUmtSl/R6afsLJfosDA6S6vpZp/0n6lbXT6JdeJCKzx5acWDJkpnxI6SrJPo5zMelRUvyOqk5Afu5BawmtLCfe2S/+bY2+SyDN1ewQYc+Msv8rc2llsSbr+OlJeanPmwc/79SS8KPcf9yzzcx3gRcJN0o/VI6R9o6O/C12mZc5Lv0lnSkxKc+YU19fdX1rqqCYpxizGI851xMCt398Gnmj5FV4yLZ8nrwxoMx53TpSRK+kDTGyR9IT5FS4/MMvrtn3GWMhOVHJdIxxseo5/u0vrf0+yKN16pYuzKKbJMWTfwvbPo9nk+qWEcJ8+bNo4LtbC9l4HVhHkwupjSOB3RqF2uDi8+NKXOCQI5rZ3TwM7JMc7TN+dZud3Cxf38t70rybqx1bsplizRuTIIW6lVnr9FOzrtqlolA7x5pzSKdAJlO+K0s34S20+CP3QdLrSTfMlrfSuI8fKu4qcR10vGp8+OlMG448tH5YUmAxuty0naMTDXLvH2eobxfkriWb0rrSi+XfiPhYNoZQdmbkkxv1Dp1fmp2IA7zwCwNB8nx7Yx8OAICM17BLyXxPSdB4LOSg5vUJb1enM0G0kulP0irS3Oksn7Wbf9p2k/ydkku6xGr1IOAdfEilQFlQqK/20oI2M/Zz6lbTNXPjauMe0u6F0ncuwRk8yT89jskHig/yc7CeJDl++crpQjI3qx1AifGmDojqGMM5uEWI3D5H+nBYpsFkwSUFQEhYwZ+gof4GLs7YTCu4/LrfbTSxiQevLnekyQe9N8l4T+xJv4urcfXdcyLJa6RcYMxiODzJRJcGJfgmhpvEZncgTW2isT5OTfGtZOGH79c2kviQZ+A/RQJa1dGkW3Soon/HeR4PqmCjfxdo0wL/gciUXNuBB7A3SHbUTWIbVPkXyEvqGS7H8HfPjrPrRI3Ydj6Wtmw5PxpEh2Q61w1SVxO63yQf0B2LDceeZlFCJvQyqnJNqsHS60sLc6zY5L+X1qnPIKxsGu0ws2X2kbaIF96bJbloc2y9tm/OJ7gJ4xX/VxjHvQnWeavrpgnaPs2Ka/LVIO/f6hMbqowgkCc35eTtKZ1ietNZyhxnpQ5R4JlOJYovpv+00k/KWuX5NIeWsWxpRzYwb11d1lmp2nkaPaQSz+yn7Ofq7plxrUjD4YiL/fundIiycE8uP842Y6H9vRBmd3nSxxfZ3w3f1mWYVFtc84wxgXeBqT2Sm3gyxhbwpr6+nEdUHe9BFuLJeUSmHbi76Ie6Vuro1QG9X1+Ui6zl0yqhMU5DknSWMU/MxmwVJFO3Sjr+0k+/CYsmpaRHPrQalP/y3nyMbkf4/mkOuLv2g3akw6qSGDKNX3CqMjWNjnKyGeE2h7Yoww8ATFly9MQHZVOwo13Thflv0LHcKNfmh17SbHNTdetpWXeXhQSzJjl4Wa5KCucKfKpGu2Dkwnj3Fwj0/B19hjtPFG6XrpFaknLSmWBWF057fZRdjxdkpcnwuukdZMDO6nL33Vc6lCZBaTMKuum//SjnzygCr5d4n/R8zDTknCktBP9w9YdAfu5ydz60X/jLDPNz02m88iUK7XJ7FwY/+EwHetikoHxJzUe5Jn5St/upPvxpatJ+ViD/yKIwcjDuFBWNvvzCY5uff2Csy34lxm1NC44Vtud9heCtV8lhd6hdWYvYRnGOJRyjHOUXSsBXzrxQhnMtoYxfpwhdVpGUsT8T5A68b/T0s97FfzRoeNdegqh0/Uog9mk6bAzddJXSzzNHC39TjpOahfclNX1yUUi09SpRfAQ+8uObZf25yQDNwL2qGIZN3t+3qontHbnSven5yU9P3dZWVznhPQEiVenK0hjEoEagVgvLa8fZcOb1+1Yp3XplFk3/acf/eRjutYvSHtLwXvXgkGvmRfFzoqF/dzkZu5H/42zzCQ/N5nM5JTcP+E/w2+TO1jy0NZKxIwgrzAJ4Mosjqt7MI08WyTltrTOpAD14o1GamV1ZX9a3+yQSZv5GESGTvsL150azO6X+DwsrIrjIcrQSsQ215V/H1hXz6ZlPFybhRbq1P9OSz9n1qYXRpD0uB4UFGVQ3nTZ2ToxWl7aXtpTWlzarMMKxSu2/KaK7fQVHJ03D56X6PB8kT2m+fPzxlR3l8V2fRhPlDyV8f3EH7supdmBBJi5EbjztIgNoi6d9p9O+kl+bVXbW2oHM9bMVNp6R8B+bjLLTvrvKPu5yWQ6TwmWa+rQPOipKy2OW7omU+T5qvLsVpOv37s66S/d1iXOsZ0KOK3LQqZSRi/9b9/G817N/N0mwHS8qc4q8GTDd1vpq7tO2i5mDCOQYno3j/LryttBO19SZGBK/lPSSRIfgnZqP9UBzBS8KDswtgkSwviOKJ6IIi39ziEronYTp8E0efqqkwPWqT2qfzv5ADg3nh778Wr/mSo3naUlAF5FuqioQK/qUtXPuuk/nfSTnGPVdtl1xuxn1TFOb0/Afm4yo0767yj7OcjgF2LsYWzdWOpkpuysAi/BX2qMBUdkaenmXdq4RnphlodJC3zfMhJ5rpbysjlkXHoVKx1aN9fbSX/psDoPZZ/QGnXLrxW/eILUxBdOpYxe+t++jee9Cv5+KKB0egbaqRidnBsgBtdOy+L7JuzpEoHoKRIdv6mtrozM9D22OGBJLdeWzmlaQJKPiP0AaWtprSKdV7KU/23pgiTvuVp/gcR3G9hmEtfQrY3rQM65qwQHXv19vNvCpnjcT3Q830B8RGJml37ySWmJKZZbdjjT9wdKzADSdodK/5GYdcR6VZeqftZN/+mknxSX0XbxPeV4mRTflY5p/QNtj3KGdgTs5yYT6qT/jrKfg8wtEn4N/4MvYJaN2c6mdqoyEhztJ8UsHm9svijx4FFnu2vn86Uti0yM7XtLvPWIyZQPaZ1v2d5W5GHBWLOtdEWS1nS1m+vtpL80rUeej0AXn7+jRDtgvOX8jMQEU7wJKnaVLqZSRq/977hqOPjxvOH/goMes00ENmF0QjoHgy+v+06WVpJaEh+iEhCwHk9GfIhJJ+U/WtTZG7SzJREg8jEo6+nMHA3MeXkS2leqsku1g3ft3JwtaT2JWb9vShzLB6Vc0+eleB2t1UnGjcnrIK7zt1Iry7Gztq+Trpd+I3Fj5zOkiyqNJzuejMlHoHawxMxhS+KJ7tNSeh74wgKnwLlhR+ATtr1WWhLfR/Bdxxwp2qJqKryqffiWLWVFPjhzTsqkDm+RqmxD7aAO90hwxyndLPFUMyHBviVxvZyHPPQL0qg//YV1zltlx2vHZdLGEk+4f5VowznZAe3qQvb8emGfW1k/66b/RLl1/aSsXXbJK5RsL671/5VwYL+WuJ6DJNqKwHVTyZYQsJ+zn1N3yO/7Tv0ckwbfl26U8EH4RIK4lhRjHr4NY0LhPolxrCXFwz7BI76ftF9Il0u7STw0t7NXK8NFEue/SsIHPD47CP93oYT/pWwCzucmeTph0OR6Wyr7tUn5sVrn78hTVg/ewt0r8b1fS2KyCL/PQ3+kxZs7Jc0P/q4tBI/DJAJzjDql8UlL2xFwF1nmL+rKSPOl60387yDG86r6Nft1gw6c4ht1JgabvLNVViDbwWBGZ+/Vd4hNz+t8o0Eggr/RuBpfxUAJ2M8NFLdPZgImMI0E8He9DLS+q2shEmfKcyOJJ52mRv7tpddJzP7YTMAETGAYCdjPDWOruE4mYAIdEehl8MeJ95MukZj27CT4Y8r2pRLTtzYTMAETGGYC9nPD3DqumwmYQFsCvQ7+OGE3/znirLY1dQYTKCfAt4F8u8H3Gvwvq9ulV0g3lWd3qgn0hID9XE8wuhATMIHpINCP4G86rsPnnL0E+A87U/mf0bOXnK/cBEzABExgVhLgv4PbTMAETMAETMAETMAEZgkBB3+zpKF9mSZgAtNK4GSd/W6Jn9vh5zxsJlBF4IPawc+M8esX/OwYP88ySEt/WoqfV7GNIAEHfyPYqL4kEzCBvhAYU6njEj8U26m9VQekv4Pa6fHO34wAv5HK9775b6k2O3r6c/Gbp4dKW0j8hQr+IMCzB1wt+I1JVwz4vD7dAAn4m78BwvapTMAEZjSBMdV+L4kfxuU3TW3DR+CPqhL/AYxfkJiJ9jJVmh+650eJsbIfmJ+J1+U6DxkBz/wNWYO4OiZgAiZgAl0T+LKO3ECaqb8Xu5Tq/mBy9VzHTL2WrhvRB/afQC+Dvx1U3ZakqKFvAAAOiklEQVTEn23jT9i8XOL7Fn6773QpjD+rwv4bpJZ0pJT+WRWeqDmO5VoSf7KLP/F1nlQ2/f0qpV8k8Sdt+NNV/KWH9A835+XxZ8Yojzo9SVpHIo0/tfMD6SlSavxZHf4m4vUSf6aNP5f1UanJn9t5REHeMAETmLEEdlfN+W4P409P8ZNC8ae6SFtF4s8mtiT+dBZ/B3g1djSw6fZhq6qO+FzEN168osY/8z/p+U4R68YPNimXstuNCeR5hsQfEODPNt4pfUH6rEQdaQu+iztc+oPEdXDu1HbSBn/qCz/Oa03+9Gf6ajgfJ+rGHYLLCyT+PBrf5fEn3TaW2lm7dqa890vLSFwTelFFoby120di7ELMFB4rNf0kYWXl5ZUys6RXSlwvr8yXlHLbXAktibGc8TX9ZjXltob28afj+I1f2mB1CWt33fS56H/8eTZ+SJ04gtfOL5CID7i3GLepaxmTdufQYfP/vjnHUy7tdrREnVOr6yd5f367DiTmgMtBEvfIO4o07ptDJH6KLDX48mf3WhKxBG2+ySNyDMtGwz97hLOg8QiSFpMI0s4v0nZMruX1Wudm3bpIe7yWdBYCuwhEucm/JN0j8Xd215UIJPm7uOdIqeE0eCp6V5HIzfwdiZv7CUVaWt7XlfZiieNoMMrnBqDDvUbinPOk1HAwf5HWLhJx8jgYnIfNBExgBAg09HNzdKn4ufAFceX81BDOnsEEP8YgwHdbpC0XmbTcVuL4dPAcBh/2aNVpTGJQ/KXEYPxCCb+Kr8O68YNNym0yJsCUwZr/BMHYwhizs8TrURinhh/Pgz98Nb59zSIjkwMMvN9KDmw67jxVxxCYcB6Muh0onVFsVy2atDPH7i/dVVVIkk4f4ppWLNIIMg6QGE/bTUwsrzz8HXkmXmLc3UjrjKWMhWEXa4X+wJhInyewIbD75EM5FgTlMV6frvQNJP5gA/1mdanJdRPsbiXRbjw00SfofwRGjPtfkQiQCAQJdJmESa+xyTk21jGM+REcw+9caU8prF0/yfszfyuYPrWTRN0J9o6Q1pI+WKRtoWUYbXSBRAAaE15v1vr/SdGfHs7dx7VG/q5RpgX/IwnHkRqdCSA7JonXaJ0nlNReWeRLL54bgGPpPGF7aOWfUnRW0q+WLn04y/w1/qcSx/IUExbl8efnwo7SCvmen6RxM+AUwnDcnJNGTY0nrr9JTNHbTMAEZjiBhn5uji4Tn5EHf4crDT/BIBbGgy2zVPiesLLgb5h8GIM9g/ZiSZ3frfWp+sGqcjlNkzEhJhfemNSL1YukdsFf1J3AKLWttUFbrpckNhl3Yrx6TnIcAcX2jyx+0lYn7XzXpKMnJzAOjmXJMfal4+bkIxdaiKCFIO5J2U4CWCZHwmg3ZlkXSdJ4O/bjZJvV4EbAFkYA90Sp6XW/RnlpD2Y+w3j4IG23JG3LIo0APqzJORizb5XSmbj1tc2MMdZJP4HLHVlZTDjRF5mACrtBKwSDYdGP35SkscpEGWUOzPB3aSDV7YmX1IEEVdyIqRGhp8YNQj6eTFKLoDEaIfY9qBUaNex2rdAJo8NS3mpSHvzRCH+UuElTI1jjyTGMxiPiJgoP4xw82YW9Qiucs6zOiyk9dRzJYV41AROYRQTwXXx2QuAUdp9W8EW5X0uyzJ+FGDYfxmwLvjfsWK30wg+Wldt0TFi3qEy7MSap9kOrUfd8nLikyJGPE+3GHSYvmHE8R9pdWkEiWJv30Bknr3TazpNLmJzCf2jhLdRZUqvQRJFtxcnZH5HCNTOjxjiZGgFYcIl0xsf0m8PfajsdIyMfweRlSWGna51AqJP+zeFp3MAYnacxRmNRh6Zsz9MxzNAzlvNAw8TN+RLtiHXaT+gHxA9h1JVZ0n8kaXk8Eb6gLJ4g6OaBcWBGYDNVI2LGmFJN7d5s+8nF9hZaMk2bGjcTTwl5WrodoCNyj/Ly83IM0+GxP8rg1W1e3v1K4CYK4xzpk0GUwcwfrz3C4Eadn5KkedUETGB2EsBP8BqplV0+afkAm2YZRh9W5k974Qfrym03JjQdY8p6XxVjxggsHyfw66nl4w4BPgP1x6S9pM9JvD7k1R8BQZlV1YG8ZWNVWRl5GsEKs3CfkZhlI+gguLlNIuiqM+pzfV2GZF8Zj3SMjKz5eE96N9edni/Yl6V1Ggecqfq8WiJgP1oioP2mtIvEPVpV1076STtWcY6f6XypMZFEfEIgy0PjQKwXwR/TwlgevOWvRGN6/qvKm07jdnuhUV5+3qgLUfhULc6xnQo6baqF+XgTMIGRJICf4JXS8zu8upniw/rlB5uOCekY87uEcT7GlOGvYhzjRuwvO7YqjU+D5ko7Sm+X9pEILp4ppTM/2pxvVXVgH/XoZqzaXMcRHO0tpTNzlNnOqM/S7TL1YH8/rjuvVifnOFsHo+Wl7aU9pcWlzaSqcqbST6rquqZ2/CXfOejtXrz25SJ4nbpuVvl1sm2mxq+WuPDcxpXwqjyxzTbl8b3Ii7J8THnzaphGnqpNqAC+5cnrzIefJ0jpdwc8dT1uqif08SZgAkNLAF+AxcfmfPbB7D+v3laS8vufb3yYWaiyYfNhVfWc0I6mfrCqjLL0pmNCvO5tN8aUneOnSiQ4yseJ2O50nKDN31uc6H4tj5I+LvEacpkiPV/0o50Zg3JLx6N8X7rNNTNO5gHg15TG7FivrB/Xndet6Tl20IEvKQ7m1fWnpJOkNYq0XveTvJ5s4yewPJ7gc7j020DyrCy1+487C0rr8t9eBH+celzif7jsKjHlzHcQ72dHZh/SNtPVb0vSibq3lfL/MJIfW7bNFO7aEu/wMW4IpuFvlg4r0qayoGPxupcnvNWLgpgtZaqdKVre82MEfjdJ3y62vTABExg9AszuYdzv+LlTJAb8/SS+Kd5fitdRq2r9IOlKqc6GxYfV1bGpH6wro2pfkzHhWzqY2TH8LkELfp7BnHZoZ8waHiBtLTFGYbxGZtYHf31BkdZ0wbG88o1Ai/YmIOQ1KkFFlfW6nb+nE8GBwJMggRms8aqTZ+n0VyZtWEYMwDj8cin/Hq1hkZXZen3dZSdqcg7Gb9r8sUUBS2pJ7HBOsd3rflJWz1OVSJAJ9wi8mb3+osTr+jDioxukPZK0wa82/F9wVIxp1JZ0n3S+xI32H+kDUmobaoMORoB2uQSQ5yYZmD7n3TlT2i2JJ2puer61oDwgvUUK40nlIongC+d8grT8w7vnT8fn5RHx3yvxvV9LIvI+XuK7lEiLpwQlzQ/+ri10lZYElk9gR2HMNFKveUmaV03ABGYIgQ78HL7oFukaad/k8vBTBCn4AfzaedLrkv0na51XS/gwjt8y2TfdPoyBqCX9XXqgWM+/y6a67fxgcknzV5uW225MoCwCvdOkv0ow3kuCP+NCGIMor4VhTCBGYBm2s1aukwjSfiMxABPAh5WNE2XjDvXA//MWi8CefkDbEpS2s3btfKkKSMcqxqk620k7GffukBhTuV6u/fcSDyJ19mzt/I7EmMnEC8EkaVjebtQLI1BifP+n1JJgkXP7NBkza3fdHJO2G/fGLhIPHVwP10fwTv+7M0kjT1i7czCef1OivWg33lZ+Xspn6+v6SRWXlsp5UKJv/kLCbpR4ICSttSBp/r9LSAcXaeTFV+wmpbN8c7RNP3iX1Bdr5O8aZSqvHtPgNFw6y1ee06kmYAImMI0EpuDnprHWs/7UXxIBBnGbCZhABwR69VMvnJKnxDxKXbOoC5G2zQRMwARMwAS6JXCcDoxXlFEGY4zHl26J+rhZTSC/mbqFwSwf3x7Ef2VmenRviVe6vjm7perjTMAETMAEIPAyKf2OfHNt8yqP17c2EzCBDgnwnxd6YZeoEL6F47sDvhvhe7jTpen9YLEXV+YyTMAETMAEppsA39m9R+I/evCfG/jW7w0S30zZTMAEOiTQq+CP7y7e3uG5nd0ETMAETMAEmhA4UJmQzQRMoAcEevXatwdVcREmYAImYAImYAImYAL9JuDgr9+EXb4JmIAJmIAJmIAJDBEBB39D1BiuigmYgAmYgAmYgAn0m4CDv34TdvkmYAImYAImYAImMEQEHPwNUWO4KiZgAiZgAiZgAibQbwIO/vpN2OWbgAmYgAmYgAmYwBARcPA3RI3hqpiACZiACZiACZhAvwk4+Os3YZdvAiZgAiZgAiZgAkNEwMHfEDWGq2ICJmACJmACJmAC/Sbg4K/fhF2+CZiACZiACZiACQwRAQd/Q9QYrooJmIAJmIAJmIAJ9JuAg79+E3b5JmACJmACJmACJjBEBBz8DVFjuComYAImYAImYAIm0G8CDv76Tdjlm4AJmIAJmIAJmMAQEXDwN0SN4aqYgAmYgAmYgAmYQL8JOPjrN2GXbwImYAImYAImYAJDRMDB3xA1hqtiAiZgAiZgAiZgAv0m4OCv34RdvgmYgAmYgAmYgAkMEQEHf0PUGK6KCZiACZiACZiACfSbgIO/fhN2+SZgAiZgAiZgAiYwRAQc/A1RY7gqJmACJmACJvD/261jE4BhKIaCZP8JPG0ygqsHglxtI8T9RgQI1ALGXy0snwABAgQIECAwJGD8DR1DFQIECBAgQIBALWD81cLyCRAgQIAAAQJDAsbf0DFUIUCAAAECBAjUAsZfLSyfAAECBAgQIDAkYPwNHUMVAgQIECBAgEAtYPzVwvIJECBAgAABAkMCxt/QMVQhQIAAAQIECNQCxl8tLJ8AAQIECBAgMCRg/A0dQxUCBAgQIECAQC1g/NXC8gkQIECAAAECQwLG39AxVCFAgAABAgQI1ALGXy0snwABAgQIECAwJPDcupxz3tsf7wQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACBvwl8EigCdqtYS5gAAAAASUVORK5CYII=)
Question 9.Differentiate between the followings:
mRNA and tRNA
Answer:![](data:image/png;base64,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)
Question 10.Differentiate between the followings:
Template strand and Coding strand
Answer:![](data:image/png;base64,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)
Question 11.List two essential roles of ribosome during translation.
Answer:Ribosome have the following roles during translation:
(i) Ribosomes are responsible for synthesizing proteins.
(ii) Ribosomes act as catalyst in the formation of peptide bonds.
Question 12.In the medium where E. coli was growing, lactose was added, which induced the lac operon. Then, why does lac operon shut down some time after addition of lactose in the medium?
Answer:The lac operon consists of a regulatory gene and 3 structural genes. The lactose acts as an inducer. In the presence of an inducer, such as lactose, the repressor is inactivated by interaction with the inducer. This allows RNA polymerase access to the promoter and transcription proceeds. The repressor of the operon is synthesised. The repressor protein binds to the operator region of the operon and prevents RNA polymerase from transcribing the operon. Regulation of lac operon by repressor is referred to as negative regulation.
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Question 13.Explain (in one or two lines) the function of the followings:
(a) Promoter
(b) tRNA
(c) Exons
Answer:(a) Promoter:
Promoter defines the start process of the transcription and is located at the start of the strand. It also provides binding site to RNA polymerase.
(b) tRNA:
tRNA or transfer RNA is a type of RNA that brings amino acids and reads the genetic code.
(c) Exons:
Exons are the coding sequences or expressed sequences in eukaryotes.
Question 14.Why is the Human Genome project called a mega project?
Answer:Human genome project was a mega project that aimed to sequence every base in human genome. This project has provided much new information about genomes. It was a 13-year long project which was launched in the year 1990 and completed in 2003. Many new areas and avenues have opened up because of the project. It helped understand the human biology better.
Question 15.What is DNA fingerprinting? Mention its application.
Answer:DNA Fingerprinting is a technique to find out variations in individuals of a population at DNA level.
Its applications are as follows:
(i) Used in forensic science to identify suspects
(ii) Used to find out history of an organism
(iii) Used to find out paternity and family relations.
Question 16.Briefly describe the following:
Transcription
Answer:Transcription:
The process of copying genetic information from one strand of DNA into RNA is called transcription. Only a segment of DNA and only one strand is copied into RNA. A transcription unit in DNA contains three regions, a Promoter, the Structural gene, a Terminator. There is single DNA-dependent RNA polymerase that catalyses transcription in bacteria. RNA polymerase binds to promoter and initiates transcription. It also facilitates opening of the helix and continues elongation. Only a short stretch of RNA remains bound to the enzyme. Once the polymerases reaches the terminator region, the RNA falls off and the RNA polymerase. This results in termination of transcription.
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Question 17.Briefly describe the following:
Polymorphism
Answer:Polymorphism:
Polymorphism is variation at genetic level that arises due to mutations. New mutations may arise in an individual either in somatic cells or in the germ cells. The germ cell mutation can be transferred from parents to offsprings. Polymorphism in DNA sequence is the basis of genetic mapping of human genome as well as of DNA fingerprinting. If an inheritable mutation is observed in a population at high frequency, it is referred to as DNA polymorphism. There is a variety of different types of polymorphisms ranging from single nucleotide change to very large scale changes.
Question 18.Briefly describe the following:
Translation
Answer:Translation:
Translation refers to the process of polymerization of amino acids to form a polypeptide. In the first phase amino acids are activated in the presence of ATP and linked to their cognate tRNA. The cellular factory responsible for synthesising proteins is the ribosome. When the small subunit of ribosome encounters an mRNA, the process of translation of the mRNA to protein begins. For initiation, the ribosome binds to the mRNA at the start codon (AUG) that is recognized only by the initiator tRNA. During the elongation phase, complexes composed of an amino acid linked to tRNA, sequentially bind to the appropriate codon in mRNA by forming complementary base pairs with the tRNA anticodon. The ribosome moves from codon to codon and amino acids are added one by one, translated into polypeptide sequences dictated by DNA and represented by mRNA. At the end, a release factor binds to the stop codon, terminating translation and releasing the complete polypeptide from the ribosome.
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)
Question 19.Briefly describe the following:
Bioinformatics
Answer:Bioinformatics:
Human Genome Project was closely associated with the rapid development of a new area in biology called Bioinformatics. The enormous amount of data that had been generated also required the use of high speed computational devices for data storage and retrieval, and analysis. Hence, bioinformatics was developed to create biological databases that stored information. It solved problems of management of data. Bioinformatics has developed new tools and algorithms for efficient use and methods to find relations between the data.
Group the following as nitrogenous bases and nucleosides:
Adenine, Cytidine, Thymine, Guanosine, Uracil, Cytosine.
Answer:
Nitrogenous bases are Adenine, Thymine, Uracil and Cytosine.
Nucleoside are Cytidine and Guanosine.
Explanation: There are two types of nitrogenous bases: Purines (Adenine and Guanine) and Pyrimidines (Cytosine, Uracil and Thymine).
A nitrogenous base when linked to a pentose sugar through a N-glycosidic linkage forms a nucleoside like adenosine, guanosine, cytidine and uridine.
Question 2.
If a double stranded DNA has 20 per cent of cytosine, calculate the per cent of adenine in the DNA.
Answer:
Its given that Cytosine = 20%. Hence according to Erwin Chargaff, Guanine = 20%. So, Cytosine + Guanine = 40% which makes Adenine + Thymine = 60%. Hence Adenine = 30%.
Explanation: Adenine is paired to Thymine by 2 hydrogen bonds. Cytosine is paired to Guanine by 3 hydrogen bonds. According to Erwin Chargaff, the ratios between Adenine & Thymine and Cytosine & Guanine are constant and equals one.
%A = %T and %C = %G
Question 3.
If the sequence of one strand of DNA is written as follows:
5'-ATGCATGCATGCATGCATGCATGCATGC-3'
Write down the sequence of complementary strand in 5' 3' direction.
Answer:
The sequence of complementary strand in 5' 3' direction will be 5'-GCATGCATGCATGCATGCATGCATGCAT-3'.
Explanation: The two strands of the DNA have opposite polarity. If the sequence of one strand of DNA is 5'-ATGCATGCATGCATGCATGCATGCATGC-3' then the sequence of complementary strand will be 3'-TACGTACGTACGTACGTACGTACGTACG-5'. Therefore, the sequence of complementary strand in 5' 3' direction will be 5'-GCATGCATGCATGCATGCATGCATGCAT-3'.
Question 4.
If the sequence of the coding strand in a transcription unit is written as follows: 5'-ATGCATGCATGCATGCATGCATGCATGC-3'
Write down the sequence of mRNA.
Answer:
The sequence of mRNA will be 5'-AUGCAUGCAUGCAUGCAUGCAUGCAUGC-3'.
Explanation: In a RNA strand thymine is replaced with uracil. The coding strand of mRNA is the same as that of DNA with the only difference being uracil instead of thymine. If the coding strand is 5'-ATGCATGCATGCATGCATGCATGCATGC-3' then the mRNA sequence will be 5'-AUGCAUGCAUGCAUGCAUGCAUGCAUGC-3'.
Question 5.
Which property of DNA double helix led Watson and Crick to hypothesise semi-conservative mode of DNA replication? Explain.
Answer:
The property of DNA double helix that led Watson and Crick to hypothesise semi-conservative of DNA replication was that the two strands in the DNA are complementary and anti-parallel based on their base sequences. They suggested that the two strands would separate and act as a template for the synthesis of new complementary strands. After the replication, each DNA molecule would have one parent strand and one newly synthesized daughter strand.
Question 6.
Depending upon the chemical nature of the template (DNA or RNA) and the nature of nucleic acids synthesized from it (DNA or RNA), list the types of nucleic acid polymerases.
Answer:
There are two types of nucleic acid polymerases:
a. DNA-dependent DNA polymerase
b. DNA-dependent RNA polymerase
DNA-dependent DNA polymerase use a DNA template to synthesize a new DNA strand and DNA-dependent RNA polymerase use a DNA template to synthesize a new RNA strand.
Question 7.
How did Hershey and Chase differentiate between DNA and protein in their experiment while proving that DNA is the genetic material?
Answer:
Alfred Hershey and Martha Chase grew some viruses that infect bacteria called bacteriophages on two mediums, one that contained radioactive phosphorous and one that contained radioactive sulfur. Viruses grown in radioactive phosphorous had radioactive DNA and those grown in radioactive sulfur had radioactive protein. When these bacteriophages were allowed to attach to E.coli bacteria, the bacteria that radioactive DNA were radioactive but those that were infected with radioactive protein were not radioactive. This indicated that DNA was passed from the virus to the bacteria. Therefore it was proved by Chase and Hershey that DNA is the genetic material.
Question 8.
Differentiate between the followings:
Repetitive DNA and Satellite DNA
Answer:
Question 9.
Differentiate between the followings:
mRNA and tRNA
Answer:
Question 10.
Differentiate between the followings:
Template strand and Coding strand
Answer:
Question 11.
List two essential roles of ribosome during translation.
Answer:
Ribosome have the following roles during translation:
(i) Ribosomes are responsible for synthesizing proteins.
(ii) Ribosomes act as catalyst in the formation of peptide bonds.
Question 12.
In the medium where E. coli was growing, lactose was added, which induced the lac operon. Then, why does lac operon shut down some time after addition of lactose in the medium?
Answer:
The lac operon consists of a regulatory gene and 3 structural genes. The lactose acts as an inducer. In the presence of an inducer, such as lactose, the repressor is inactivated by interaction with the inducer. This allows RNA polymerase access to the promoter and transcription proceeds. The repressor of the operon is synthesised. The repressor protein binds to the operator region of the operon and prevents RNA polymerase from transcribing the operon. Regulation of lac operon by repressor is referred to as negative regulation.
Question 13.
Explain (in one or two lines) the function of the followings:
(a) Promoter
(b) tRNA
(c) Exons
Answer:
(a) Promoter:
Promoter defines the start process of the transcription and is located at the start of the strand. It also provides binding site to RNA polymerase.
(b) tRNA:
tRNA or transfer RNA is a type of RNA that brings amino acids and reads the genetic code.
(c) Exons:
Exons are the coding sequences or expressed sequences in eukaryotes.
Question 14.
Why is the Human Genome project called a mega project?
Answer:
Human genome project was a mega project that aimed to sequence every base in human genome. This project has provided much new information about genomes. It was a 13-year long project which was launched in the year 1990 and completed in 2003. Many new areas and avenues have opened up because of the project. It helped understand the human biology better.
Question 15.
What is DNA fingerprinting? Mention its application.
Answer:
DNA Fingerprinting is a technique to find out variations in individuals of a population at DNA level.
Its applications are as follows:
(i) Used in forensic science to identify suspects
(ii) Used to find out history of an organism
(iii) Used to find out paternity and family relations.
Question 16.
Briefly describe the following:
Transcription
Answer:
Transcription:
The process of copying genetic information from one strand of DNA into RNA is called transcription. Only a segment of DNA and only one strand is copied into RNA. A transcription unit in DNA contains three regions, a Promoter, the Structural gene, a Terminator. There is single DNA-dependent RNA polymerase that catalyses transcription in bacteria. RNA polymerase binds to promoter and initiates transcription. It also facilitates opening of the helix and continues elongation. Only a short stretch of RNA remains bound to the enzyme. Once the polymerases reaches the terminator region, the RNA falls off and the RNA polymerase. This results in termination of transcription.
Question 17.
Briefly describe the following:
Polymorphism
Answer:
Polymorphism:
Polymorphism is variation at genetic level that arises due to mutations. New mutations may arise in an individual either in somatic cells or in the germ cells. The germ cell mutation can be transferred from parents to offsprings. Polymorphism in DNA sequence is the basis of genetic mapping of human genome as well as of DNA fingerprinting. If an inheritable mutation is observed in a population at high frequency, it is referred to as DNA polymorphism. There is a variety of different types of polymorphisms ranging from single nucleotide change to very large scale changes.
Question 18.
Briefly describe the following:
Translation
Answer:
Translation:
Translation refers to the process of polymerization of amino acids to form a polypeptide. In the first phase amino acids are activated in the presence of ATP and linked to their cognate tRNA. The cellular factory responsible for synthesising proteins is the ribosome. When the small subunit of ribosome encounters an mRNA, the process of translation of the mRNA to protein begins. For initiation, the ribosome binds to the mRNA at the start codon (AUG) that is recognized only by the initiator tRNA. During the elongation phase, complexes composed of an amino acid linked to tRNA, sequentially bind to the appropriate codon in mRNA by forming complementary base pairs with the tRNA anticodon. The ribosome moves from codon to codon and amino acids are added one by one, translated into polypeptide sequences dictated by DNA and represented by mRNA. At the end, a release factor binds to the stop codon, terminating translation and releasing the complete polypeptide from the ribosome.
Question 19.
Briefly describe the following:
Bioinformatics
Answer:
Bioinformatics:
Human Genome Project was closely associated with the rapid development of a new area in biology called Bioinformatics. The enormous amount of data that had been generated also required the use of high speed computational devices for data storage and retrieval, and analysis. Hence, bioinformatics was developed to create biological databases that stored information. It solved problems of management of data. Bioinformatics has developed new tools and algorithms for efficient use and methods to find relations between the data.