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Definition
Protein that makes up the flagellar tail |
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Definition
Anchors flagellin fillament to motor |
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Definition
Central rod, rings, Mot and Fli proteins |
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Definition
the regulation of protein synthesis through the binding of a repressor protein that blocks transcription
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Definition
the regulation of protein synthesis through the binding of an activator protein that enhances transcription |
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Definition
the inhibition of protein synthesis in response to a signal |
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Definition
the production of a protein in response to a signal |
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Definition
the chemical signal that causes induction |
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Definition
the chemical signal that causes repression |
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Definition
a regulatory protein that binds to a specific sit on DNA to stimulate transcription |
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Definition
a regulatory protein that binds to a specific site on DNA to inhibit transcription |
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Definition
the region of DNA where RNA-polymerase binds |
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Term
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Definition
the region of DNA where a repressor Protein binds, to block transcription |
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Term
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Definition
the regions of DNA where an activator protein binds to enhance trascription |
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Term
The fimbriae (fim) genes are under positive control, wherein a regulatory protein (FRP) binds to an activator‐binding site when leucine is present.
Draw the likely positions for RNA polymerase (RNAP), leucine, and the fimbrial regulatory protein (FRP) in both cases below:
[image]
In the gut, with leucine present - Not in the gut, leucine not present
In which case does transcription occur?
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Definition
In the gut, with leucine present: Not in the gut, leucine not present
[image]
With leucine present
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Term
The tox genes are under negative control, wherein a regulatory protein, (DtxR) binds to the operator region when iron is present. When iron is not available, de‐repression occurs.
Draw in the likely positions for RNAP, iron, and the diphtheria toxin regulatory protein (DtxR) in both cases below:
[image]
In the host, with no iron available-Not in the host, with iron available:
In which case does transcription occur?
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Definition
In the host, with no iron available -Not in the host, with iron available:
[image]
With no iron available
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Term
In this case, the efflux‐pump is negatively controlled by the repressor protein, TetR. TetR binds to the operator region when there is no tetracycline available. When tetracycline is present, TetR is released from the DNA.
Draw in the likely positions for RNAP, tetracycline, and the tetracycline repressor protein (TetR) in both cases below:
[image]
Tetracycline present: - Tetracycline not present:
In which case does transcription occur?
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Definition
Tetracycline present: Tetracycline not present:
[image]
With tetracycline present
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Definition
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Term
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Definition
Gliding
Swarming
Twitching (pili mediated) |
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Term
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Definition
Motor Switch
control direction of rotation of flagellum
between C ring and MS ring
surrounded by Mot proteins in the cytoplasmic membrane |
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Term
Biosynthesis as a highly regulated process |
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Definition
energetically costly to build and maintain flagella
= a lot of regulatory features |
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Term
Structure of gram negative flagellum |
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Definition
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Term
How does the motor move flagellum? |
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Definition
Proton motive force
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Term
Synthesis of new flagellum |
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Definition
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Term
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Definition
•Non-flagellar based
–Secrete polysaccharide slime pulls cells along solid surface
–Protein “legs” propel cells
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•Pili based
–Extension/retraction of type IV pili
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•Twitching and swarming are variants of gliding behavior
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Term
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Definition
Directed movement in response to environmental signals
- Chemotaxis: directed movement in response to chemical cues (attractants vs. repellants)
- phototaxis: light
- Aerotaxis: oxygen
- Osotaxis: ionic strength
- Hydrotaxis: hydration
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Term
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Definition
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Term
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Definition
Capilary (for liquid)
Swarm (on solid) |
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Term
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Definition
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Term
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Definition
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Term
Mechanisms of chemotaxis - overview |
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Definition
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Term
Mechanisms of chemotaxis - responses to signal |
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Definition
Part 1
- MCPs recieves signal by binding directly or indirectly to signaling molecules
- CheA = sensor kinase, gets phosphorylated by itself
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Term
Mechanisms of chemotaxis - controlling the flagellar rotation |
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Definition
Part 2
- CheA transfers the phosphate onto CheY
- CheY-P can interact with the flagellar motor and change the direction of the flagella turn
- CheZ removes P from CheY
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Term
Mechanism of Chemotaxis - adaption |
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Definition
Part 3
- CheR adds methyl groups onto MCPs
- CheB-P removes methyl groups from MCPs
- Methylated MCPs are more sensitive to repellants
- unmethylated MCPs are more sensitive to attractants
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Term
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Definition
Bacteria!
proteins are related but not strictly the same as bacterial proteins
-very divergent proteins from bacteria
-development, immune response |
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Term
Similarites between chemotaxis and signal trnasduction |
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Definition
sensor kinase protein = CheA
response regulator protein = CheY
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Term
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Definition
assesses population density
- Uses autoindicer: soecific signaling molecule
- Autoindicer-2 is an interspecies QS molecule
Regulates:
- gene regulation (immune response)
- Biofilm formation (plaque on teeth)
- chemotaxis
Many human pathogens regulate virulance via QS
- human cells dont really do this so it is a good target for therapy |
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Term
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Definition
Percieves QS Al-2 as a repellant ad will form large biofilm barrier in response |
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Term
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Definition
- thick CO2 atmosphere
- no life
- 230 degrees C
- bombarded with comets and astroids
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Term
4.4-3.8 billion years ago |
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Definition
- first water (gaseous)
- no life
- rock formation
- 100 degrees C
- a little later came liquid water
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Term
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Definition
- life first appeared
- evidence: fossil record of filamentous phototropic bacteria
- stromatolites
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Term
Darwin's orgin of life theory |
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Definition
Primordial soup
rich in organic compounds |
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Term
subsurface orgin hypothesis |
|
Definition
- constant conditions
- lots of H2 and H2S
- phosphate present
- metals minerals
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Term
Caveats:
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dFY5Nlnn7344ouHDi1plkqF2HvvfcaPv2XSU0/M+OiDqqrK9MacMy6YMRp3+HbBRgs7X/+/RpZks9jjYElW2YkoO0oNw8SCBfOuvfbKNm1aHnbYgIU/fCc1R9RECKC8RIxx3074CBkqJbQ2Ychc100PVK3soTHG+h6Th0IEA1oqxYXgQgpppEorYCuVtP6kVDK5oJXSxhijjCVlBExOKVkdb0IEg5CSZ0UgNJQsN4BIYMgoAkkQggqMEmQUASQ5FzLC16xaY7r6QlIHFsmkOw5gtLaKsQohvb4BpdqPyToORIiopBFcC64EV0oaowkMGU22aIJSEhEaFWswBqSuV8IFAMV54PtxpbidMgRQxtibVf+q+Ne/Fpx73hkHHdyna7curdokZ8mOPOqwBx64b968T6urK1NnZ4wRgNp6wwGtNGX63K12ZTphOv1aS7/lfmNPbpZks9jjAFYQVmsRdyNSMSL66uv5p502ql271s0Lci66+E+xeISIDEg7khUylIrZ6RpAJQTnXAghraqhtV6t4YeIaMBojXYlgGCcByEo07gbAEobobRQmhtQhBljeQTNmWQBaEmgQUnNQ5AM0WgplOB2oE5gG1mSAyJFyIh8wi3C3xTGXTCcSBIau2cwkjMhGKI2RhujMElYhrEwDH0Dqj5UIBlFYKXEdXLmqqm5OMxQIrfkzBkLAl9wDmBs1RkAYCxkzK/XFzfSNhunDEkCTbrLAZQxMjNPJBWrYAPagIgARHX15mXLF/79jWkX/fncvgd2z8lxcvNyioqKevfe/683XLV0+XfGqFTcmzIglOZSMcZCpawsLwIqKZmUPHV0k7EADRd+G5M2S7JZ7HEAKbkQzBjJRQhgGPOnPv9cUVFrx3FOOXXEjz8uNcbaeslRLaBSmgsRKMWMEdooY0y6iox1udogWWMMAmghjVQ7dqrW98Q+/E3nzhohmQcqJBBkBCiGIMiWNpBShkwkAiM1GUQmdcBQayASRD5RtRGbpF+hWA1KnygEw4wCQAKw3Er1qW7J/DethVI8tQaIAFBrI5TmlpiECBkPGPMZ87kIhGRKc1sWAcmawICohAi1FsYo+9cYKSUTIkxTarpMjrVPt8sEyWhNisVoRKZNQmrXQJC+aEFYu3Dx/Bmz3po+/bVRo4dak7Zd+6LikoHjb7lh0eIvU3G7GlABKHuy2liyNmHoBYHbkGSbbL+NSZsl2Sz2OIBSgjFfaU6Exuh/fvJxadmJLQubDxs+9LPP/2k3wgZBoMaAVIopxY0R21XVtunzUkrB+XblwYmIB+GK5T+99cYbTz755KQnnpz6zDNPPTHxkYcfeOTh+x988L4HHrz3wQfuefCBex588L6HH7r/4Yfvf+yxh554YuJLLz43d84HGzesahjVD9oIYzSCUYxL1zdckUHiCrgiA1zKSJiIaFmh/CrD6wi3Iq+WoSsFU1Jwa3QjYlpsxTDuu4molCylvaKlZJwHnAdShdoIrYXSXCkuZciEz7nPuW9Ne615PW+SfS0pKUO7xoBEVAaklLZWApMyFCKU0l7GBlbqjll1u6YQQ208qV2lPa0TAD6RINJEnEgT0dffzLn+hsuHDh+cl+84jpOT45x++snPTn5g7bqlqctoiLQBqUHYoGkhAs59pVhTUkFZks0ii18NQNRScak4EXIeTLjzVsdxClvlv/7Gq0iGknWzM2S6kqZWmgXQIGpIBjbZWK703rVSG9evX7ZkyXdffz175sypzz53wfl/3Kt9+6a1UnaA/Hxn0KCj77zzlg8+mP7Nv778YfH36zet9sJYg/NQQAoJCBTIUBitgzCsiUcjklUbHgHtElUbtiWMJ5QwiFJIMNooKQRTmltb0kvEamq3hiyRnlnSRkjFtGk6ZWunqA97MCCV4alUOkDUWnE/cL1ELAg9xn3ZiNFsnced5rNZq58jhQCB0h7jUcYjQsW19gFCxNCAT2SQwgVf//PKq84/7PD+7TsUOY5T0NK57IrzZ3z0/ooVSwDsqaE2QilmRydCBEHgmpRtmyXZLLLYHYBSQkoOYIgoZIkbb/yr4ziFrVp+PHum3SA944GobXVCpDTVGkAjjQ45Y4zpVHgQAIQhS3iJBV/Mv+ryy0uHDj2oT58ObYtaFRa2KCjIzcnJycnJy8trnp9fkJ9fkJdXkJdXkJefbPn5BXn5+Xn5eXl5+fn5BQV5+fl5zZvntyxsWVRU1KFD++699zvnkrPenfnutrqtQeBLKVKnQkSkmKzbvCV0EwhowAhEnyCB4IKJgkyATKWgERoteRgGCS4ClcxzS/pSOffDMAGgtJFScd936yLVkUiNl4j5vmdbIhFP+HHf9/zA9QOX80Brkc6dMyCNEbQ9MOl91knPgwHZWF4SUFlTF1HtmOZ0qtoNJ+JITCg34dfE3C1xb1siqOEiBhDY1DgDYdzdtvCHBTeNv7J7r065uc0KC1u079B+zBkjly79wQZ1GSM9L2otd9eNhiwBsJOjZ0k2iyx2FQhgwtD3fQ9R10WqL730z/n5eSedVLp8+VIiCsNELFbHWILQEAGgMiiFDEOWsPYXEgKC1Drk9SKzs2d9/Kc//WnUiJFlw4a3aygv26NHjz9fdumLL704c+bM2bNnz549a87HM2fPmjkn3T6eOefjmbNtmz179uyZTzzx6LDSIU5uhm3bKq//gP7Dy4efee7YyVOe3VJRiUJZSxYlhNVR5QVp/y8QRUK/Khb1QduJLWUMC5niHJLFZWVqLiuJrVsrvvp6/mef//Ozz+dOn/7mPfdOOOfcM04sPbGsrLS8vKy8vGzEiLKTTiotLy8tLy8bPbr84kv+cOddt06b9vzcuR8vXvT92rUrV69ZUVW1aQfXfHu2QtJ2XtEYaUfu2ggDYueWLJLE+pJiApBp7QvpcRkPwrogjCAw61IgsnSP6zcse+OtF2+86S8HH9LXcZz85rmDBg18/oUpsVgdERkjXC8ai9eFLGHgF5V3siSbRRa7BCQiIVkY+kR68+YNV119+f6/6/7XG67dvPlnItqwce3EiQ9Nn/5G1dYKG9KEBFwGNkiWqN7rKpRavWbNm2+8ccv48QNPGJgmxHZt2w4pKbn6mmtunzDhrrvueuW1V39atfJXdTGRiH4+f+6TTz1++4Tbrr/pr2ecd3bPg/vUs3bP7pdcdPHE+x+a99Fsf2sqG00YUkkWUErFfC/me/bzl998PWXq1OU/LjeyQVi+H8Q//njGvffec8edE8aNu3LM6SeXlQ8dfUr50cce1rqo4Bd9Gi1aNu/Vq8cxxx5VXlZ6+umnjT3zjIsuuuCuu26/7767b59w2z333vXW23//6aclXIQNTw6s6SoV4zywNrUB2Siet0mSVUgCkQMwxLQCpCKSVqoGUUgVCOEaExCJ5L1WiXU/L/9wxvRzzj29eUGu4zgH9u975VWXv/nm6wak1jJgvgEJmCXZLLL4z6A+HNIYuXLlsiuuvPTgQ/tNuGN83K2LxiIPPnRvz177FZcMfOGlyRs3rZeSEaFJegyTpp+QcuHiRX97+eUrrrxy365dLen8rkfPQQMHjTxpxG3jb5n32WdSJt2adqBLRAIhknBDwdIdSPkxMxIPQCthdVgo/fUfN6x64pUp51554bCy4UcdfXRRmzaO47Rr3vLUYWUT73tg/szZiUgy2Qk1CMbDIBAiOXL/cfny08eO3X///e+47fbNGzcSEefB6tUrP/10zpNPPnbscUc25M2cQwf0O/Swfn0P2P/ggw868qgjjz/+uOLigUOGDhwydODAQccdc8yRhx8+4KCD+vfp07tnzx7d9tu3c9d92ndo16JFE6Tcp+/+F1xw/tPPTJo588Pvvv96xYplQVCflAWkbQFdbYT1HuwgzCDTXaCJFKKQOlAqAOCIsl6oDAWgYNwVImE3s/I0BpmQPhEt/OGby6+8cOCgo233evfu9c70N6TkZGf8shNfWWTxH0JSysTOei1c+M1pp53SvmP7v1x39c8b1kye+nSHjkWO4zRr1mzo0IEvvjRlzdqVGfJRyLgf99z3PvigZPiwwsLC5s2bFxYWtm1bdPzRxzz/7OTKzZu9uBuPRFSKYRWCryRHMEQhQB3zPcUUgU6pFzSIOUUgozPi5JNgqOpCty6Ixz1v6bJl144b123vffru26NH2455ubkH9uz50tPPbdlQIbkgBYloXHKOgES0ccOGMWPGNGvWzHGcfTt3fvThh1avXjV79swzzzq9Q4d2ubk5ec2btWpV0LZ9Uc/9ux06oN9JI4ff/8DdL7445fXXX5kzZ9bCH75ds3bl5ooNmyt+3rBh7eo1KxYvXjh//mczZ334xht/f+mlqc9NfvrxJx696+7bL7/iz6eNGXXkUYd16tShbVHRPp3bd9q7bWFhi+bN8/Pz89oUtT7k0H6nnDLi1Venbd1WGY3VChlkcBbaia802/5SU0ozKQMlA2MEorDqZQBcG26AAyoAqTUDsGJg0oCweSVbtla8886bRx99VE5ujuM4Bx7U+7333g7C9Bhl53XGsiSbRRa7BIhGI7FYlIiM0YsXf/+HP57dojC/R89up5426vDfH5I2xIraFo45ffT0d9/yPDutD3E3suDr+ZddeXmfvn2d3GaO43Tr1m38+PGfzJ3749KlsdrI9kdCDLX0jWQInCggSoBxQbkoAtKcwMoFAhGSATBGKZDSVsDBZDQYEhEQZj7flRUVC7748t033iwbVGK72qvbfiOKh7417dWkw5OIiNavWnPJBRe2zCiTs1+3bkcffdRBB/Vv0TJpeB58SN/Hn3hk3hefffvtv77//uslSxZWVGyI1FV7XlSIAGl7DQEiAlBSMj9wPS/mutForLamZsvmzRuWL1/y1ddffLngiwVffjF7zkeTpz5z8SUX9Ov3u/TRW7bM69Wr5/DhQ/96w7XvTH993bpVGQY7aiO4CHY+9WQDbJMLoAAUokJKywEn59OkYkHgaiMQQWsuZWhA+r6rFCOiIPC//e7riy/+Y26e4zhOnz6977v/roqKjenzy5JsFlnsJsDz4p4Xs/n4kUjtfQ/cWdgq13GcFoU5TjMnLy+vV68eeXm5juN02qtjeXnp++9PJ6ING3++7IpLy8vLLGUccPCB519wwauvvlpVVZWx76QMgRV9AiJOEJBJkHHJuAQeUZwwgjpOxiP0CRmhJDKEgADGGKV0KAwXqE06nQERrZ5BA/sW8PNPPr3xL9cfc/QxScbsc8Ddt9+58F/fElLFzxtvv/7GjoVtHMc57LABo0eN6rpPlzTfde2691+uGzfx8cc/nPGe6zWMDGt4rTJG8U3LKOwICT++cuWyD2e898wzT9122y1jxpzWv3/SrdyuQ6tjjjnizLNPv+qaK5597kk7B0VEjPvG2EQso7XgPJCSQTLeAIyRNsA2RbgGQKf0arUQYcKPGyOJUGsuRGgTK4yRWnNELURgPQMWS39ceNvtNx1/wrGO43Ts1OG8886dPOVpIRgR+fWJCVCvrpAq4/i/R5Zks9jjYLUATFrq6eWXpzZvnuM4TvOC3I57tSsZMvjyKy4pGTK4fSq4dcSIE99885UbbrrefuzcpfOYsWdMmvzsqnVr6/eKSAZIQ9qQRCJDJIkCApd0jHSMIEoUJYoQ2YU4YYIwJJKIxqoJaNCBQK5TGi/bMxtCva1KRK7r/uO996/7y3UlJSWt2rR2HOeM0ae88MxzN1x9bfd9uuQ4TpvWra+49LKXX3zxrLFj27ZpbU+h/0F9/zl3VsZejY0Y/aXx8i/OC2V+sb6TAHLRou+enPTYBRf+8bQxowcVH5em+732bv/oo/d//vmnmzb/nO4MGKkUD1lCyNCym9YiCL2QJVIkCwBKaa6NsB8Z9+NuRGuRkQhrGi6gMdIWHgbQRBR3ozM+em/s2NHt2rd1HGfvfTq89NIU142o5E4AQOp0zFmWZLPIYpdhtQuSLBCLRW+99cac3GaO4xS0aD78xKEPPnTvU08//syzTw4/MZmgWb8DZyAAACAASURBVFiYW9SuoLB1XkFBQZd99777vnt+Wrt6S12NSVc9ADBCAhMoNUFS7wmJNJEkCokSRC5RjKiWcBvhVqJtRHVEMSKXKIHoa82V1sqANMg12cn2jCkxBDIajAZEJESjjTY6Je6CgeDfLV509V/G7dNlH8dxch0nr1lOM8cpyG9+yAEH/vXqcS8+N+XO224vHjSwqKh1s2bN2rYtuurqy5YuW6SUFCmxq3+LWBsO58kmeqVzN+p5VhtRtaUiEq0JAnfWrBkDB57QpUuXfbp0chynTZsWvft0Hz/+ho2b1/u+F4Zeyo1gFQyUMZKxhJeIZQRaIaBWWigtAHQ6qHmn4gPIuO8lYukCbkRkjFz4w7fX/uXKfTp3chyne499pz7/rB/49roKETCWUIoDKCRt6xb/75El2Sz2OICUnPOAiDwveu2113Tp0rlt+8I27VoMHHzsrbfd9NBD991x561/e/mF8/94dn7znLTN1aFj6yuvuvSfn8yui9RBhlUDAIoLGYTABGlIc4shEITWFesRRYm2kV6vg5XCXa3ZZoJqoiiRS+QhelozZYw1hG0NmnSBWiA0ZBRyoVnIbcnA0A9CziVA2mIMiSq2bX1y6nMt2raxHc7Pz//dfj2O6H/IRef+YcLNt1w3btx999xz5plndNuvS+cunQYc3v+88898481XayPb0vbg7pGsTaVjBpIlamwAbEZURjKawvfjq1evWLJkyYsvTenZc9+kD6F9u5NGDnv8iUe+//6bRCJury3jvufFhAiSUjKgsZ67EcAoJaUUAJn0tyMZLTSQTHlIeX6Tt2/VquW3335zj57dHMfp3qPbc5OfJiKrw2CMNkZKGwKRtWSzyGLXAEpJpeSGTetvuvm6du3aOo7Tuete5SOGXfuXKx959IFJkyZOuOOWMaefemD/vm3aJieIDjr4oIcfvvfH5YvsLjAZTATaGKO1kcoIhZZhIelFFVp5irug4wQRMpt1uNSrnrdl3SdVa7+JbV0tg22ISUuWKDCg0lVi07oxMkWySBqIaQiFUsoECX/b1q21sWigtUiayWitr20Jb9K0F049e2xR+3aO43Rs136ftu179egxrGTIrTff/NLU5yc+9sjZZ5/e78D9W7Vu0aZNYcmQQW+9/feEH7cvi90kWQDFuZ8ueaCNECrkPBAisDJmQeglErF6YZcg8Y8P3nviiYkjRpTb69ytW9cxZ5zy+BMPL1q80HKlUkJrkbI9k6I86XtpjBGC23ozjYQjmhSERWMkogrCRMKPW78BEW3atOGJSY/26tXdcZwDDuhz55132NewjUkIQ0+qMOsuyCKLXUTSFPr8i7md9k5WjurSufM146687fab77r79rvvvWPMmFNatWrlOE7LwvyCgryjjz7y+RemRGN11hqSoCWRIJQIyhgwJukiqPf+ESKGgkeYHzE8QmYbyRUy+vmWNdN/+u7dn374vHL9Cj9ag+AR+ba4NlA9w9r96HqGtb5dRsSRlMEwCOsikbpEPK5FgiBOFCOKEUWJfKKQ6MtFC6+68brf9endLCenVX5B89zcju3bn3/W2fdMmPC3l14YP/6GbvslJ8E6duzw+OMP2/CJVED+v10NFwCVEIGQoUFpZR+U5lwEnPtSMqU54741JP3A5SJI35L58z+9/vprS4YUtyxs4ThO5y57nXPu2c9NeerHZYvT1JYqI2b1eOvrlmutOedCNCbZ7WGM0dqa1Sbhx2PxOp2cZyMiisUijz/xSPeenR3Hadmy5UMPPWjLDtn+Z275P0aWZLPY44BEhIg/LPr2tDEnN2/e3HGcdu2KRo4qv/yKi6+48pIhQwfn5+dbDsrNzR0w4MD3339bqWSaJpLWBFbTtOHkjrVAkTRakmVKxmQYMzJCZhvp1dr7KrJ55s/LZq9f/q+tFeuDRAwhsAyLJDWBzqBXk0pNIFJEjChIEahOnYMkiKOqQbUVzWYtN2q5EUUVaZeIEVXF6u579KGioqIObdvt3a59vuP06tz13LFn3DnhtlNPHZ2bm2upZPTok7/55ktjhDHJkf6uRaru2CdrpBVIbBz0akVjbfSV77tChErzkCXsf5ViS5YuvGbclf37H9CqdaHjOLnNnbFnnTZjxj82bdokVUZ2BoBSJl1ngVI35hfLJEopQxZoLRBNet4sZb8TEQWBN+HOWzp0SE54PvLIw5FIxBiZUfXyN0CWZLPY4wBEqBRnLFi3fnXpiSc6jlNQkNOhY/vSsmEnnHBsi4zA0tatW53/x7NXrlpuv4lkuAqFUXY03wTJZog7KzQBmgRhnKiWsBLNah0uCaNLvNr1QaJWGyvSp5CkJiFA85Twvw3pIjJEiihBFCWqI4oQeUTpvAhF5BNWk/lJu/NqN8ysWvmlW7GWWA1RgoiI/jFnVtt27Zo5zXKaNctrlrNfx72POeywg/sf0Lp1MsbgzDPP+OqrL4TgROh6UdeLNpw7+vebNWC1EdslcSnNpWSIGkAjGqlYwo/relkZqK3d9u1331x+xSX5BY7jOM2b53ft2nX48GFz/vlxZgAWoq3Wg+lawACoVIPCwI2BiEJyz4slCy6QUZonp7ZQAWoiikYj999/b9IL36HDhAm3W4cvYH3ZiP8xsiSbxR4H4NwKFxARvffe9NGnjOyyb6fmBbmd9urYJhXklMbhvz/stb+/bINJAXU8EXPDBNOKaSWMVkYbrVFp0hlFXuxjT8SJ/GRQAW0l2ky0mWAL6jgCS9vCSKDIhAghEScUhBzJENjwL8StSq5h/koRrkdVa8VTlWZh6CnuIkaIVurwH1UrHv9hznPLv/jCrawiconemfXh0OHDM0+kqEXLtq1bN3Mcx3FycnJHjhzx2Wdz7RBYa8lYIq2As3s8C0SotbB6hgakUpzzgNsalDJMlVXHZISA4oz7QeDZEhUW69atefW1l/74pz/k5eXZzg8adOzLL09bv/7nIEgqISCS0SC4BrCuWx0EPGneNlG9IXXv0QgRMpZgPFCaAyilhBUVS+f1bdu27d777mrfvpXjOJ07d5701EQ/8KRiXmL7Qo3/G2RJ9v8Ifn0xuB3q9m/3w6wvq9r0z3a3+vybNBDClhtBIgqCxJdfzrt63GWd9ipyHMdplqSkkSNHXHPNlYcffrjjOANPOG7q5IkVm9cRERc8zgNP6xCMIBQISmtQmlQTJCuJfKI6wq1kqshUEdQSJVJWMKSnvnWqqIok5GQ4gCFDxIiiAKu8+IKtmz+vqfwujG0A5SFIqRhjvhZxMrVkVuvwo62rnl78yYsrvlrC4rVEr38685Bjj3YcZ+CgE8ZdffWFf/hj314902xbkJ87YMDBH3z4rlICwTCWkJKhrf4gw90hWVs2zZZCkJJrIwwoqXjIEoz5thiBTpZIEDoZfQVChkGYkIojaq1lOn552fLFd99158hRI3r27N4sxznwwH7jxo2bMWOGG0+SHRgQIk2yJgwFpH0IO/ipIgKA5DxgzE/FwyLnYcgSSosw9JXiROQH3oQ7burde3/Hcfbtts+TkybW1VXv5Jlpav2OH71fiSzJ/rbYYbSKnSWo9+0RIIIxdpjWaJamwZfrw9GBjCGtSCtSmpQhiUkmyBgrN81juEMXFhJlHB7JQMPWVIHV5MrMbXZnMJuux2dA2g4tXbZwzOkjClsV5uQ6efm5xx9/jJU9fPONl3/Xq5vjOP167/vIA3ckYluIKCCqQlyj5HLO1oOOEUkkAAJF6QqH9iQ1UUBYR2YrqRoSMVIBgsJUndft7D8gAgKDQhplUBGFRLUAP0Zq5/68ZubPq+bVVC5nbq0WBoCIDGJMhVu1v9G4P8Q3f161fKWsqTHy/W8+PfCIQ1sU5JSMKv7k09lEWFdV9cCtt+7fpWtus2aO4xzY93dTpjwdcyNExMJEbd02KRmAtErev8ZizVyw0ftaCB4ECSHCVNF1BDTGSDA2zhQBjFTcVgDSWqR+DECEAIqxQCar4NiLaJb/9OOjjz1UWjq8qKhNYWHL0tITn3vu6Q0b1toNUiURbSXIZEFyREwWoLS/OCCjIeVVMEoxrWWqcqI9OiKBECwWizCWnI7zA++xxx7u3n0/x3E6d95r8uTntm7d2uSjp7XSOh0TtqNH8t9HlmR/Q2DjX3l6QWvJWZgKUUREo5RkzOc8ANCESNp6BIkguSNNpJNT2YZIA0pFQhAPiYUUMgoE+Zp8Ap9MSKjquQQaNg2kNBnAZOmABkADtt4qggSUhqRu2AxJQxKwQbMrFUlJUpE0KBEkgiRosND4Y+P1gFIBU8Cl4b6IS2BExIT78mtT+hz4u9zcnKOO+v1XC/5p674kvMq/Pf9Yv+5dc5s5vz+ozysvPFpVu8ElWgT4t7raBzeu+ZtbuxQhbmf/JUnZ4FIgkiSKE0ZJB6jAaJSalEnWxDINrxsSEWnEQBsOKIhCoijiGjf+deWmeZvWf72t8qd4JCKFve5Ki9p4bV0iIogzDGvDahdqZ30244D+fXLzck4fPfDTOe8rkSAiknz99wsfHX9rr732dhynrKx0c8UG+xMSIoy7kTD0YJfEBjN7TE0SCiJmlBBPr8eM7TGd3ZaxGRERgGYsVEpaKyFdhzwajcyaNeuiiy/o2rVzQUHz/Xp2vO76S5cs+ZfSdoBviDSANkYhAgAopZRKJSEjKQUslDpZyxJTeSiZnU+uN8YYo41JmtLV1dsmTnysX7++juO0a9fu+uuvT9R7DCD1ztBeIu66sdSLYYeP5L9t0mZJ9rdCpi3aRANQRgtAZUApLYyRBmxtu1S6iyKygpxYP2BV9SRrkKQhzon5FPrkB5QQ5BnyCD0Cn0gBgpZKcq5tppNBAkJtdMg1E9bH0BiE6ULWVtpDIklIcashCamVmc3+S5NUJBVJIEn4bzYkCSh97kX9ulB7ChkR/fjTwpNPPamofZvi4t9Pm/Y0oZucWCLm1q194el7Bx69f5tmzsAj+j71/KMr47WLiJ713fFbN9xauW66F69KhWGptDGberiAyCdIkNagSEgKFHFDypCGhm7M5E2ViL4xISInColcwkrOVsWiyyO1qzy3QoQBgAYjRChlyEVCKjt/xoiC2R+9dvTvD3Uc5+Rhx30253XNY0ScQo9ESEKuWvD1mOKSzm2LevXodvU1l23ZUklESvEg9OJuRMjwF39UGQOjHQ2NG/9Kd/HHTERkjAmCwEpEAgDPqJkWhuGCr+bffc9tJSVHtG7rdNqraODA4x58+D5rJmgd2MK6REZKIYSwJq1WRkkDBrUynEmVqhGxk05KKZWSxpgwDI0xtbU1zz33bK9evRzH6dix44MP3ldTu42ItBYhSxAaRCNlapbvFzwt/6ZJmyXZ3wqwC88DEBkAmYpTsXGLgjGfB4HhJplTREmjlhEKAmPjbGysPQlJLKQwoIBRoMhHShDZbHuFYLSQnIWSc1DJdFI0oIRQDcWhGyHtiVTphqlGTTVINUPK7HizXW5GqNBnLpAkomXLvz/7vNMcx2lekPPAAze67jaikNAn8ogCotCLb3jtxXsH/r5Xq1znoAH9Hnnj1XkJ7x3FJzP3qVjtu9HoqpCFhEkPi2pAskgUEoSkjdHEFPmamCEF9cZsBskCkUQMARghT0ZuYQxMjZLVUtYa4xJKQq2l4L4xPH3rjKz94pNXBh77e8dxzh9T9umMl0N3MxFHFjXxauA+EUnPm/P29NITjnMcp32HwunvvhmGAYDmIvB91/5IdmHia3c9jDv7TQOkcwoQUSmltU4HDAjJKys3fjz79XPPT2r0dO66zyOP3V9dky7HgETGGCWl5FxIqZTSOiVkLoRR0uzk6PaIQggplRAiDENL99FodNKkSQcc0NdxnH337XLnXbduq95KRExYORtDRBqEH7ipWNosyf5/gl0h2fqGpG2BPPtEsUTit+7//xXEYnW33HJdiwKndetWp4wu+2rBXCI0ygOTIAqJQiJOJGpr1r8y7aFBx/d0HOegQYNvfumlV9as/pT0d0SLuVwb9zyhwHoCdYObg0icgBEYA8SAAiAOpDKkCaDeNIRUEStrmtoWEgWpxogCzljooRFEmlAS8USscvqbLxQP7NusmXPikBN++O4TEWyRYTUpD4WrwzjIEFND4Ccfe3jvvfdu07bl6Wec9uOPi4lIa2Eb4z7jPsBvRrKNYVMPMrO8ABKfzZt5zrljO3fu6DhOfvPcu++dsGnT+kyfA+fc94MgYFonWdVoNIZ2Gt9VbzsbYzjnmXllnudOnPho796/cxynY8ei+x+4q6a2mojsDJ4xiosgFYuWJdn/f/CrSTY1rZH0jgV+4MbceCxe58a3uvFKN1bpRivdSHW0ri5SG43VxOM1sfi2GnfrVrdqq1tV7VZF3Mp4rNKrq/Rqt7jROjcej8fjsXg8Eo/XuO62VKt23Ro3XuvGIvFYPBZzozE3GnMjqYVozI1G3UidG6lxIzVupNaN1rjRGjdWG4/XxOK1Ubcm6tZE3dqIWxNxayP1CzV2IerWxOK18XhtPF4Tj9XG4zX1C40/Nl4fq41FI64bT3iJWDQ6dcrkY486ous+nUaPOmnO7I+05ggi9KNSeIgMkyzHiaTrVv3t1ad6H7xfTl5etwP7XzvpyfmxmkqiCFFc6bgfcikNgEkn1xoiTQjJyn8GUtwpM6zXhoNvSOV5CaIAIQBgGWzLiARRzIvF4zXJcgDGD9zK6W9NO7B394KC3GHDDnvrredcdxORb4wH4CNyRIWolVLGynhv3HDdddfm5+e1bNli0qTHhUjygh+4CT++C6EF/3WSTbqVUtBaCyGklJBMbZDasLi77Z77btp7nxaO4xQUFFx++aVLf/zeD+JEwFkQBD4ASKmlMGAQAIXQxvxCzxHR2tG2AjFAfVKZUmrLli1PPPF43769Hcfp1Knt1KnP2EuhFAtZgvMgVZp35yPLfwdZkv2t8Aska+U5UtXtt3O6m8qqimuvHVdSUlJSUlI8vGRQacnA0pKBpcWDhhcPLikuLh5cXDy4pGRwScngwSWDBw8ZNHjYoMFDBhWXDBpeMujk4kGnDh40orh4WEkSxUNKBg8vGVSabINLSwYPKxlcUlJcUlJSUjKkuGRoRispLikpLj6xuLi8eHB58eCy4uKy4sHDiwcPKSkuKRlcXFJcXDK4uH6hOGOhfr3dS0lyYXDGQuOPjdcXjxp18tix55wy+vShQ4b26tmzID9//549pzz3bMLziAjRKMVY6IZhXMiEwQDJJuNTdbTi+WlPHbR/T8dxjh86aMLkictqKu3NkEomEi5jPiIQAgGQBtKIQJKIE2kb0iWSfvBMpJk2ff8kYWCUp0QAmlOyxApHCrUIeUKpgIiT8gyr/vvLkw/o29txnPKTBs6a/Zqb2Mx1RGMCSSjkzDCFoIkkIgdMKEVEX3w5b9jwkk6d2g04rP+L06baPthqsr9EE/9dkrU0F4ZhkFE+x05I2SgCpXwhXctW1TVVz05+uG+//RzHad269ehTRr72+rQNG9b6vmeH+YiklOFMCqGMgZ2bseljKaWUUpboZQqe5wGYSKTumWeessly55wzduWq5dpIBEiJ1yj6BSWzLMnuYdg5yQKAlEl5UCIizoPvF34z9flnx99y4/XX/+X88//gZJFCTk6LUSNP+f5fC4kIAUEDESolWOiHzBM6AJRIxqAyJF2v9m9PThwx4JBebZrv37/3DffevG69zQdDIRKCewSCUBJo0po0IKSmGNMxHNAo4K3RvVSEoRYJEQaaSzSGUCMwLROhq0xIpIhC6W1988WnDz3kIMdxTio74Z9z35DaJVISA4WhIumjcEH4CNbr4RN5xhBRwvem/W3q/vt3dxznD+efrSTjnPFkHYRfHBX9d0nWChH4vu/7viW7zA2UZly4gAEiJ6K4u/W1154//fTRha3yHcc57PBDx427fMmShfU7JGKM+35AhACwXSZukx2w7gL7kTEWj8dd1w3D0Paktrbmmmuu3KfzXp07d77xxutj8VQVSzK7kJGcJdk9DL9AsqnNzJYtVQsWfP7kpMdOPfXkonYt08xyYP/+I0aNHDr6pCFjR5acM7LkvFFDzhs1/JxRpWNHnTxm1OhRI8rLysrKSsvKSkvLS0vLS8vKS8vLSk8pLT3nxNJzTyw9q6x87IiRp556avlZY04899Sh54wcfHb5oLPKBp1TVvKHEUPPHDFsVFlpedlJZWUnl5admmojS8vKy8rKy8pOLi0bU1p2RmnZ2NKy00vLxpSWnVpaNrq0bERpWbk9annZialWWl5WWl7WGMmVdo87+thofVl5eWl5eWn5iLKTRpafNLK07LSL/3zdW29/ULOtjoiMAhlKe/0QgQsWMuumJGmkMJyIeLT2n5MnnXJQ7xzH6di53V13javcvBSMZ8sgoE4QMDKCtEyTbEjErCYBEmCSbJu6c2g9h0BGaMEkE4ob1EgAqKVijMV5GCUKkW2bNX3KoX175zZzRpcf9+nc6Uq5REYT48QYch+FhypOECOKWzVbxFqtfKOJaN261YMGnVBQkH/EEb9/9bW/bdlaEYQJrTn8MlP8L3yyKc0XYUxGpiwiERjDmIgJ6TIWs/VoFy369qabx/Xus7/jOC1a5F919aWr16yw31BKcs4YC7XWSqmdK8hY09W6Yi3dCyE8z0skEqnvIhFt2rz+Txec26JFwb777vvU00/6fpyIkGwhnCzJ/n+FnZBsMjZ727aqz+d9esedtx919GEtCnMLCpoXFRV26FDUsWPH7t27v/ne9KifWButXpmoWcmiq4W7nrsVzK0NvUSY8D3Pi0XjsUg0HqlzI3VuXcyt82J1QV1dWF0XVkfCiBt6vh+G0TCsYuFq5v3AIt+wmu947Y8svjaMVwSxGi/mRmNBXSysTTY/EvNiMS8WCyLRsC4a1kXD2lSri4Z1UT8SdWPRSDxa60ZrErHqRGxbIladiNa40Ug8Go9H47GoG4/FY7FoPBpxo7F4NOpGo27UfoymPsbSH5ObxTLWu7WJRF0QRIMgFgSbt0Urtrk+M4CESFoYxRUaRIMIqIViQWgfTkBIK0YHleumP3Lncd33buY4/Xt3efjecVUbvifyiXzSMTI+6ZC0IGMQSRB5RHEraWj9uxlqselmCA2B1aNF1MZIrQWApHrWkwRMhXVB3cbPPvr70GN65ufmnDTs2E/mvKVkhAg0MYahB0G1dGt16BHGiSqVWC/5ZmO2APwc+NtESES+702aNPHAg/o4jtP/kANt5oVSPAwTO6+y9d8m2bQn1NKc9Y3afxmjEbTSLOHXhWFca5byvGA0WjNt2tQjjzrMcZzmzXOvuPKSNWtWCsEZC4RgAEYIoZT8RWUDKaU9olIqDENrSmutgyAIQxvAS4h6xkfvH3/C0Y7jdOrUadbHM4z5xTq7WZLdI7Ejkk3eyO+++3r0KScd0O+Avfbq5DhOTo5TXHLChDtuffe9t7/5esHCRd/XeDFGFCOsS0lHB0Q7e9HvGIJoG9EqMktJ/URmPVHd7qe5/JfROM5TaApDkAIQEA1yj7F4qJkGCagQTTJhCAQjzQmD+PpFLz1404H7dXEc57D+Pd98+SEWX0Pkko6QcUknSHMCjYQsqdhNW4mqieKp2a90QFmaZIEAbUUpsGl1aVnZzBbOfuflAb175TjOwOMG/OPtKYLXEGkkGZqEpxMeiE2JyHo/WkdYh/j9tq0frVoxv6rqZ4CtRtcpwY1ExEik7uxzznQcp0OH9h/OeB9AaS08zxYO+M1CuNJxspTi2bT5KQUPQ1+IwIZ7S8VkUgaBiMj3vdlzZnTt2tVxnLbt2lzy5z8tXvx9So4ArB7NrnRACBEEAWMsHT2mtWaMMcbCMLBFwLxE9IYbx9kR4QUX/nHZ8qWpHWRJ9v8ehBCMJXUxOOeMsZ2/bFPAjLksRNSpIZ4FvP76a6Wl9eIghxxyyKRJE7///hsb35c8HJmoljHUlUZ8WbF27rplK+N1HlJoNONMq/pA1/SUN1Dq6VNE3KBQxhhOFCFcCcFsd8Ormxe/WbH0U2/TWggSRNqO8EyGtZbOdKTUDPJ28e+pDRShp0RUCQ8hTKlX27PlnCtjcBd+0emmADWCXZYZula1SAmbrIXkCUoEqBQSERlSgZS+BAHWgkSZDB1Gzk2iDmUdkRvZ8uPzj0848pBejuMcc0T/KY/fVF35XbLcjHINixnuI2FIVIXm+9D7uHbLrG0VK0LfIwoBGABPsimm1A0RQAoRAAgiQGCSxUH7RAq0DyJO2pv+1qvH/P6wdjnO6acMn/mPVxLeZiJfSFeBzyH0TBA3vFqEWwWrIdwkxRcVG99ZunjW+vXLOa8h8hG4UcYoInrjzdePO+6Yli1bDh025JtvFiCClcj6rdwFluO01plr0k+EMVpKrpPvALSWfoYJSUjw1luvH3304Y7jFBW1vvSyCz/5dLbrxjJ2prVW1gVh3a+WxBsHM6T7kMxPN8YYw1gQBgn7G126dNGll11Y0CK3U6dOTz8zyRrUjPtSMvtIMu6nyoxnSfY3RRiGvp+Ug2KM2df4dqOkpmBzEyEIEp4XTckakdJy9epVL744tV+/Po7jtGpdeNJJpX169znm2GPee//tRCL5awNUTLIQdEyrOiU2y3D64q8mznzzox+/q1GMGR1ypoUig2hQI0pMRm4qtAH31rpC5FIpyYniRGuAfVS35tllXzz/05efRDZsAG5F+XC7nANLJEQKQSJoQgAkg6RTiQipnHWJGJO8VrIYGj9l+iERALCQSa1No+F2ukkAprVCSHYWMVSKg7G/dEHkElUY+ClgS2L+xlDGAX0kT1MoSTcZwqQomXqmkIwGFtPhFgMRooQfW/vy5DsO7bef4zh9enR69oFra6sWE/mECcMiPIwFMvQRq9B84cemVKx+ZNm3n9VuiREltPGTKjOgCFIXBgCk4D5nnhK+Fq4IMPnv+gAAIABJREFUIqATBJyM71evn/Ha88ccdGDrls0uHHvcgrmvg6wlYkrGuIgqCBUpH0UMRILQJ4oQ/azEd7XVn23aMH/r1mUs3IrIiDSC1kKIcFt15Q03JqtDvvbay0S0C4rd/9M42aaADd+hmX0jInr7ndcGDDjY+mfLThr64rRnK6rWU1LoQAvBwjDU2qS9rtvF4e7kuFpLKdJ1emjR4m+PO/7IvLxmQ4aWfPOvL4mQsYDzABEQdcgSQoUN3QhZkv0tYP3xGe9qY+1Zznnm+7xJAJiamm2VlRsZ94mI8+DzLz655JILW7UqzG+e13P/rn++9MKNG9f/+ZKLHcc5dEC/Bx64e/6X8/4fe98dLUV5/j9wgUvvRRAQEdFgAwu2WGJFEzVqEluKJmoUa6yxl1hBsStNAStWREGaYEOxUAUu7fZ+t+/Utz3P5/fHu7tcimjM9/winjznPefunZ2Znd2Z+czzPuXziScacx8NNIRuuZ+qUO4n1RumfTbvveVLasKMsL4DMUujhAmU9oiCfCSRGDBgyVBgoZWSISMDVEN/FcXea1j3QdOGVSLdlOeaynmyhVkxAQwDhOAs2AOFxmhlKNIcakQEkbuRdT4h7gFZcIq1y8b+UlvtsvkLC7Kh1pkgiLSxQBwS+1KGxtjrPQLiwEo/mF1W+e6aDZ/XNFZHKgv4jMjAmGau+zZBU+vMM1Sgk66oA5KAn0yUTBh/1/7Ddmnb2jl4t17P/OuqdPUKIAuEQmVjfjwmgxhRCejtIP7oxhXzY3VpwDfkGwqJJEiDabNLT8zSSze5iToTJMEBEEKn/cZNM1+eeMDuA/q0a3Xpn0+aPeP5prq1pJLMHhAyhIEWMDbv5gEukALqmdcH/vJUcpXrlhkdAwLA5EtztRbjHnukqFVRiyLnhSkTiYioQFD9UwbZzVQJ2xwqAfzmW6/stfegDh3aOY6z3wFDHnjortKytZYJQSmVyWSkVMh7tgVf9fsmkZaZgYiUjULU19c8+uhDu+22i+M4l11+cRC4AKx/bQ/G2GbLzZw7/wPZ/5LZKHsh8JRjUflBQQMYoyyPkVTh+7PfPf2MX1s61FGnnDzzvbebmhoAXHnVpdZV6dmzxx57DH7woXuFDAAwEIEzbBIwdUqUe25N4GWM9oXUWoNgJEehzkQyrbVn20utM2pYRMYohjZaKcHsAnGgnOQKlfxWp6tYpQC/Ocg2CxdYzhQ3L4udYfhKR74wnoCvERAkQDk0tHIASTIVXro8nUxGkc5joMyHNZu/sDjrK51wfVcqBQhmTxtP6tCQfTcE6pi/SKenryl58evl8zZWlHqhl6+ysqn9XEGryO+04DkxGBzAxODFKKmR6wqrb1w1/rnbTz1u9z6tnZGD+01+6MZU9Uq7F1971W68RviVwGdGvBSrXOwls0CoOTQsiBXYbIYMAxhmEXlxkWlgaeO3UZCqfPm5MQcO6tfCcc446ahF817OJMuZssSeYR+QDKNgBCgCh4WCLSAFNDBXGV1DuikfDjbNwk0LPpw7fMR+xW1bjL7i0tLSDdsU7P4EQXZbK/xu2hgBIIqCJV9+fNnoi7p26+i0cAYNGnD3PTeXV6wHQESe5ymlkQ8FoFnwd4f3HQNMZKIoR0ZujF69esXBB49wHOeww0Z+9dUXzIZYCZEjzDUkhQqUKkRg/gey/yWzQUYbaC8s/AGTly3ss8Ufnf2737Zr17ZNm+Jbb/3nunXrCm/N//CDE5vFZ4cM3e2iv1745NOPl1aU2hUioEGHSZAFFmkMaYIBG2hNvjYZogxQUKOKGKFkYwBDWusI5IPTQBNQC90ASgBWAWUzyDbzM2y2PQU0AA2W7Z9YKMORQUiIGBJsoAgBswukwZWR/1VV+eKN6zY0NbpaqzwGyu0NBYSG0kJaVSYBBMQBsZUdsNVUTcCqIJhbU/f+xrIv6mM1QvnNKLRzKC7y3rvZovM1gmmErICsh4ogtXGJfcCPx0tmvPbQb4/Zq0+RM3KPXR++9fLaipUADFRauo06LINeyrRYReuNyjKEhiDYqh9bMJYDC5aggLTLOgu2xxW+PuWZYUMHt3Gc007+5eyZU3y3xtYpMEKGYChhZCYMXalkvq0syD+iMoAVAbPlDZE9CayVjgA0NtXefsct3bp1Hjiw/9PPPpa/anYukN3s0hIrolzebMPGVc8+N+7Agw5wHOeIX+4/7vF/rV27ysZXtwXTgle7w08BM1kZBfvreV76iisu69mrW+8+3W+6+brGpjoAeQ4mNiSVjuy/DP2jxW7/B7I/3uyD1J5dIYTK55o8z1u8ePGUKVMm78gmTZnywutvvPr6G68988yTZ5/92y5dOjuO07179/Hjn547d87UqVOnTp3yzow3p704+bQzRrVo4TiO07tPtzbFLR3HGTCw399HXzrxhUkLPl5YGqtvkH5Ki7RRqTAQUpEkkmRjhDaC2QTUaF0lZZ3SCcOBVf0j1sYI1hHYt5WYQApsWVVEc8xqlopiRgiUG7HcBKtZVsAkAYE8tClAgzWkgmfItVm1bOrDkjWzl329tLK8ScqomZe57cg1/jNHzZYUqqYsyKaBauYSIdZ6fqVQKUZovcHCARcOJo8qDBAoItmk/VKoUqAOcMGh9IXM2s+JN5S8M/WeUw4b4jjOLwZ2evC+i78t+dLGCn2KSrW3Emoj0AB4DE0whGasp/lPZYFceCYAhBaxmdOfP2T/fVu3cH5/0mGfzn1JRPWAL0xGskeIAKPZuFGU8kNfKmkbw+zYDvsBCxhL/6V0ZM/NwoXz+/bt7TjORX/9s86RB/6UwwXbtWbBFigiyy8HovC111844ogDu/Vot98BQx948LbKijK7QWHKqJSyPs33zSDZGK1yoQAOIy8SvlLR559/+uvTTnQcZ+9hQxd8OM+Qtp6xUpHSEeXblP8Hsv8dyxNf5rC1kOyqqam57777BvTvv+M+pXbt2u7af5cePbo2X9iqddGee+7euXNOQ2WXvj179enapq1TVOS0aNGiZ89uPXp2LSpqmVu7hTP80BHjJj6zsb5WkEnJqCGV9LxABdqEhg0ICIEEsEnrr1Kpj+vqlzQlNvkibdWOmI02UivJbLVUPTYZkq4xUb6Zd4vQGeV8Npf5o2TtlKZ17/i1S2SmgpQLpkJgwYA1tEZg2AWS4E2B+2nZpvklq1c21DVpbUtNC1C73aG2V/qUK4ACUkAT0Agk8rVrASFUbMyWh8o5em0D1uCIZZPMrPNjS8Ls51Ks1rrJcKCk0sJAEcLIr0vUrXh54pgD9hrUo6MzaPdWf7vyDxsqV4KNYdkgsuvJr4CxNfRks4i5m7rg8KvcQ4F9wA3S5W+8/OzQ3Qa0blV0/umHfTZ/mg6qgEiT54pUaHwNrdgESrmRjAwZQDICDV/nQi+CC08ajsAhKQWlWSq9+RSt37D24IP3dxxn1KiT1q5dlZ9F/VRBdku2h2ZLCTDMilkRRdrYy4S0cae/McW2tx1+xH5TXphkS8RsOsRGD6IoAvC9MVmlRBQFzJrIWEYYQwrAE08+0qFDh7bt2t519x0NjbUAiFQ6nQhDb7N/zeqH1JBt1/4Hsv+RKaUKVYG2xQVAIpF4bNy4oUOH7hhkW7RwWrbMi6UUOS1bOd26ddljyMAuXToV1unUuW279m2KinKrFbUq6tK1Y89enYuKcit06dbl9385/92Fc5Ohp5ikMWSIFXPEWrAiBEADsDwIZldVTV9b8n5pxdJUts6wsJ64Nlprw2QAxRRp6YvIF0IavRk9thpAhuiV8m9vWbPosbpV76aqVoTZGBmFZhknkwvdekAaqDP623RiWaKpPPTTzF6BGuu7h8wFCnIx3uYubQAkmBuYE8iFVENGoMgPlVbU/GEAELHRMAImBGVYVKnkV9naqVXrnyzf8F48XurLyDAxK5CGYM4A2WxqwyvTHt1/v92dFk7vgV1vvWN0felqMPsqqhbZWopcMG31y2wBshIISSaDdMUrU57cbde+juOcfNwhiz6YpINSIM6c1QhDjgRrG4BO+WFkCqUUiBRCiVAh0pAGmu3cQCtW0kTESsgg66byvBaoq6++8aZ/9OrdY8CAfo+Oe9hz0wB2ApDdBmqZtVIBUUQcCpURKs0IAa6qKbnjrut69e5eVNTi3PN+X15eBqBQw+O6bqGMcscfzGyItCEZhp6UgdZCGwngm6Vfnn76aa1aFf3quKMXLpoHgEjF4w2en0E+MmNI/i8m+9+xQu0IEYVhaEFWa/3111+/+sor06dPf/3116dvz95884233npr9BWX9d6lR6tip2PnNpdcetF7782cN3/Wm2+9/sbr0998Y/qrr7382vSXZsx454rRo3N+biunfftWbdoUOY5T5DhnnnTS5PHj5y9asKZsQzLyNoeEDTiCDIwg9oAaYJmIZjc0vFFWPqum4RsvrCZ4gCFmY9gQEzMxK0NSGaGM0kTb9Oc3uytSzC/Xrftn+RdjEiVverVfqWwdmwhbRAyQJ81OAzGgyuhKoxuZCn1ThbnwVsPSsLrEiUg0ZP1YIDziKI+wYV5uIMacBvxCusywlsSaN/uwYMNKkIygPZgMTBOiTZT61Ku979svr1/29etNyfLISA1FiMAKinPUiH42s2Hi8w8PP3yo09o5cHivqQ/eES9Zz1oHRjRFrqclsO0vk8sPkvYDt0EG9W++9MQv9hriOM6oEw6dO3O8CEuBGLjRUFIiimBsK5ivTTaSIp/M0pQLRORiEQZkyBhFRrIRxALQQvjpTELpiEhqLTKZxNx5s39z+qiiopbHHferutqq3EWwk4EsA4ZIMkvmKIxSqUydlBlAGRJl5SuOPX6E4zi77z5o/PgJNTU1NjiQr4r9IT4mAyA2Qej6QdYYYeeiWosgDJ4b/4zjOJ06dbz33rsymSRgPC8TRX4+qSYKQkc/wv4Hsv83ZiOzxhgiY1NhP6TA4KlnHuvWvbPjOBdeeEHJujXftdojj45tVdSyc6cOFmrbtm170UV/ueeWW774cIFdgQFBOjQqiEIybIRRvtSKJcMDGoCNRMuiaInnLwvEJk0NQFrrUEoyOjenNpbt30BTM+nF7QwGp8GfRumXgqY3dfoTCtZCNYFzYVkFm/siYk+phFIJpgTQBMSApMVHpTNEYT5osNWQgGdMfdYrbYytr6kvb0rEQxEwi2br+AyPERQCx2ieO2FoAyJjdCh9T/k+lAeThmmCKOXs4rBxck3pxJraxaGMM5RCKNjT1u+PAI84Q4hl/bKpbz46/Oh9HcfZd5febz7wMKXSAIcyklpvZ8KbqyjWRCKbqn3h2bH7DdvdcZxTjjl0/uxpSjTkk1hZBS9kEYGssq1guIZr3bA8lmpyA7l5h/bCApRhKaEEcuUVRmspooBIGSOUCpUSsXjD6KsucRxn6NChNdWWA3srbKWdAmSZtTGRMaFSnufHfT+mVBYwgPfGWxMPGXmQ4zhHHHHE4sWf2m1EFBljGEz0vV8tB7JCBHm6MgKMMRLAvPlzdunbx3Gcc8/9/YYNa6zmOZFiNsS5Fz/6G/+cQbZ5hYd9vW2PgNamWXPI5uVETPkcptWIt8uNoYKgpta5Vr989aedWgjPc22X9JYHY7fafGXNmz/3xJOOa1tcfMShh61esRKANiZQKqVkhskHNOAa/ebsmUcde3TLFk6vLm3332fooYce8te//jGTaSocqcUVYhMIP51JSCEiPwg9374XAVkgATTmu0JTQBbIKhGqkEnm7j3WIA02m9nevpv2LYCpBUqAEqASaAI8QMNyB9iKT2YmV4QJEaZZu/YTbVkSU1wI1+jv1DwAQq1r4/Fla0sWL1327cZNcde1sqiFFfJHXGib25zbgjHQGkRaqyDyfRkEpEI2PlMWppGj9dJdbdQmoBGIGKQhIxNKqVgxJBAZyggVAzxf1kyY9sh+++25796Dn7/7NhWrtUmwAqCTNswaLIki20TLJNkYLx3/6x/O3m3AgDNOOXnB7Ld0lNp8HRAkmYB1BLI4mwatlf7M6k0vrlz2UVVlnDRjc3QbBlAEoaE0ctKBZK9mgJQWSgsAzPIf11/WsqWz9957rV27itnqYuR+LWZD1KyK7b9r3x0usK6lVJE2ttVKBkEqEmmiQMosgKeefrR9+3aO49x66z+rqioYJEWktRQyFCLcoohku5+cky+z+dGcVqjVJ12xYukVV1zWqVPHAw8c8dJLU/OQysZIqWz668fbzxlkrRZFgZvdljGrZv2mADzXz2Rcq5ipJFliYGYIoaNQG8NgGEMi0kpqYyjwoyi0EkbG87Jh6BkjtVZ5hSLWWiQSMSuZSWQlSljIyA9cYiNlKFUEIJNJn3766a1btx6+7/7zZs5iRUZRJuv7RHHmKnAt0MC8uLL0tMsuatm6peM4e/fv9eKEJ6or11VUlQARgHylkiCEygRCuZHMSOkK4SoZ2NtMQ0uYCCaACWBCmAhGwigWxBHzjkOj2x8KwodKQaegs1ABlIQiKLAdEqyYlWapWEqWEqowFCvJyvLcb3cQmJmzvvfNimVzP5y/cs1qLwryxZ9sUBAy3cZT42Yjd/eQUlpIJVVOPlaCQ+ZcawaBrfakYSbDKDxjJHMIBIxEdcPSRZ+8+vHCV2o2fckqDgjKd81pYaLA0zpjdEqJJHMIGJKCgtCLxd97bfork59fs3y5CgU0OMsiLsOE1BnWMhf6sI+NcqjXvdo7Ny25ffUnL9dsWB/5mjmXP2ue78tTLAJWP5aYWUSRbcZX2nvgoVvbdyjabbeBM997XekMIAxbqGKbOSg4Cj9tI2aTl53I5cFgaX2BxYsXjhp1nOM4nTp1Gjv2X7a/UKnQ89Nh5DZrbdj+N9VaSym2qgAzRnue5/v+p599stdee7Vu3frCCy8kMvlNVBQG/25F5lb2cwZZyx9cKOyw2mp2Ul/oHRCRDAIhpQl8kUp6rhtaHSFjOK9PDCaISKfTbiqZCcPIGFJKua4nojAWa2horFVKSBUqbZNJWojAGF1bV/35F5/U19cQG61FFPmGlO9nlI60Fp9++tGeQ/d0HOcvF5xfX1YFQAnjByIAYkA1sIno61Ti+Y8W7HPK8Y7jDN5jtzdfneqm4/nUUqB1VucUVqJ8xWXA8Ik95oA50MbVxtXG08ZTWw5tPG1ck1vhxwxlXJkfaqt3KffCkGco91nNhyHfmEgb+V0DbIh0Y1N9RVVZMh236R2thVKRUsL3XaXCfJZJbengbumsEViDFOcywwVHp/mmObEZG/5kkF1DhWFSyDiQAmJAjJEwSDICAgGIQk6npIiCMGoIwwYyPhsNYmiC1MaXfjIbZnL91vCwdF7F47e8O+G+uQ0b02BIRmTADAIqQG+JxH2N3z5Qv3JGtr7MaM3IUdhuVT+cRw9jSEhFxCKKRBQAUMZ9+tkHe/Ts2H/Arq9OnyxkAtCcE9okpbSIJO8cINvctj5g182MH/9kmzatHMe5597rmSOAiYXWIZFsBrLbYCIDgNamIEFWMCv+CGDdunX77ruv4zgXXnhhTU1NbjtmYwwzmoPGv2s/Z5A1xlgpNwBKqUK/gJTS1nxoTVobIsRiiYceGnPVlde88MI0KTQAY3IMwcww2iilPS9IJNK21YSIgiAIAz8Wb2iK1ysVShWEwpMytERzxOa111+6+JI/L/hwThh5YG2MEMLPZpPMpqmp9rbbburaresegwe/MHGCl84CYIIyHAEp20zF9HVt9dUPPTDkiEMPO+rIJ556NFdSZVwgYnLJ2Mr0Hx8q2pmNm3WNye2DLDe746gZwjJAtuJAwphm3jCDciVfzCbrpoIwY0MxgNEIJDKKU56MpYNU2ouygdYcCZ0MRCYQJgxyRyY86GiLY130Ttk5v5pw1pGPvDFhce3GeOALYmgBKLBBBlhFcrZIzBHxVSSSAHGzIl+zZeuxARhKad+PjGEhoigKADAHU198etDuuwzYrd/Lr04IowRAgGAWACmtpVA7Ichux5Z8+fEvhg1u2dIZdeovZ81+LZONMUdEIgjcdDquc7XD2wdZ4twMYIt3mC0sbNy48ZBDDnEc55BDDnnyySfT6TSAQu3QD6NH2L79nEEW+aS/MUYI4ebFB+3TqfAaQHl5xaBBuzuOc9ZZZ+/geWURNr9nEwReFHl5mGO2AXIYAJls4qprLt99cP8Xpkx0s0mAmHUYukGQBbBmzcrDRx7kOM65v/t92foNaJaVUEBEEAwA9fHEA489cem117389huJjGUfVEqlZZQAfEAb49bUrv/iywWz57zzwZx35y+YtWDBB/MXzPpgzrtz5ry7YMGsn+r4YMGCOQsWzN3++HDe3LmzZ7z75ptvvvre++8s+HDu3LkfzHj37Rkz3pz9wXsLPpz36WeLmmL1W7IIqnwswYYLGJwPYPKWHa+5BQGQBFLgMEcAm4NgLhA0hLa9hOALjgwUDEMQ3LRoqM/Up0NfgQITBCYKNIWKlUT5Jn/+B/HPP/YyqdyNbIxevGDD2cdPPmjgQ888vEiH5KcDNx3AgINc5o4ILnM963qYlC0NzWcZc7BPzXBWAQQlteeFxpCU0oYLgOjtd6btd8CQ/oP6TJj8mOs2AAxEhkKG0dpIqX5Yp/dP2RjgqupN9z946y679HJaOH/6y1mxWBVDahVms8mmpjqlwvzZ3mbTwhn+DkulUnfccUefPn0cxzn22GPLysoANJ8K/2j7OYOs7QbJZrOWL91aIpGoqqrauHHj8mXLVq9elU6nAFRXVe2zzzDHcc4//1x7QlwvW19fV1a2aePGdStWLC8vL9NaMXMs1lReXtrU1KC1NEaVlW/8dvXKRKJJKSlEUF1TUVa+0fMzn3626Ljjjtlllz6TJ0+wwGrzmESamefPn9Otc2fHce666SZWGkBoKDRkifdtoBAMFeqaitrKytpYNu3rQEEaRF62wU3WaJmqrlo7Z87bd9x53S+PGtG5S4fitm3atStu1664bdviNsVt2hS3Kd5prV274o4dizt0aNOjV8cePTsXFxe3a9euW7eO3bp16tSpU/9Bfd6a+QYAy8H6XSBLhpk289sU5GMFiOABMSAOeOB8fUXOOxbEUpPSTJogNXwJTyDSiAiBooiMp0VAOmJKRWEi1CFBG5RXyBtuXjn8oPevv2lZU8xWy9OihRuOO+rRvQeMee7hr6NQAwATE7Fi8g08zk1FKPcMKFBENO88psJ3kLkuYa1MFMkc8Z+yUlrRB3PfOPTwA/r06/HwI3fGE5UAmEOlfWJtDClldn6QJUARUV1D6ZFHHuY4znHHHxOLVRMZZkWkmunHbB9kd2zMXFtbe8455ziOM3jw4JKSEtibNi/O+KOh9ucMslJK13V93y84p2VlZWPHjr3hhhsuv+yy/YYNGz58+CuvvAQgFqs79dTjHMe59O9/tqH0cY8/dNVVl951zz9//Zvj9ttv3/POO/fzLz6OxequvuaqI488dPLzz0kZ+l7m1ltvOeigAy+88IKvl345f8GcSy+96JprR8+dN+vKq/7evn37fv36TntxShBaDzo3i6lvqLn7njuLW7Xq0bbDlKefAcBAMowyUimG0VsmmfKuc0AyJTMRecZEOogtX/Lh3/589l57Dem+ZcPYz9VatnR69OzUpjjXgzF56mQADG0gqTnIEoEIlANZIjb58GZKm0at4yAPUJCUIwjLsW8zJCEiBAw/UOm42xhqEWp4AsIglsKmSnz6pfjw00QsralQSUYUEBtg+Qp57qXregyZ6xRPO+qMubWNAsDMWVVHHPVS/wFjb7vpq7pykb8qNUDQIEE6NGQLe5vx75DtwsiXDEvk8d9szoCRYZuhJSJjLCFluPCjmccee1iXrh2vv/HvVdUlAJhDIV1jFDO+V+p1ZzD7SyGVrj/q6CMdx9lv/33nzpuZTDUQC7ZNG5ujRlvaD/72V155peM4ffv2Xbx4sV2itd42kvtv2c8ZZG2UoEDxW15ePmbMmGHDhp1//vlTpkwZffnfO3YsPvOsUyqrNjU0Vpx40uGO44wefXF9fdW/7rtnz70Gnn/B6a+9/vy9/7rprLNOO/6EIx8dd8+SJR8NH3GA4zgPPXwnkYjC4E9/+pPjOHsMGfDOjNdvve3GI4445JFHH/ps8aInn3x0xIj9BwzoO/n5Cb6fZSYhc4Kpsz94d8RB+7cqKvrVQSM//WAeAAKaAj8phWRQgdkkYxBXEAAQKhELMkmdFRyFUWrxh++e/9tTLdwMH7HP3y6+8P7773n88bHPjh/77Pix4x5/aMzYB8eMfXDMmAfHjHmg2Xhwmxc7/vfHbf5DdmvHQ989Hh4z5uGxYx5+dNyYh8c+MGbMQ5MmPTdl6sRLLr2oZ69uxR1aT31lGgANrbcC2UIRP4MMGSINRIAHVEfRWjezSQTxnPuYi3paNlyC1Ag0XILrymx9KuErGSikfdQ10DszGm+7e80Ff/3kyus/W1WSBeBr+AYA/AgLFpo/X97gDFzidF/g9Jp/2oVrNlWaaW+Wjfzl2x12eelPFy5ftVwBIGmk8MmCPEMYdo3xrWKDBgQjJBakiH3AzRP00OY48haUvtYsdTVAxMHnX8w75ZTji9u0OufcU1evXQKAKIyirG1q4u2XTO1cZt19JFI1N9589W6Devfp2+X6G0eXV5YQa2ZbTvcfgazv+zfccEPr1q3bt29/4w03lpaWAmDmreif/l37OYOsrY0tKA4tXrz4xBNP7Ny589ixYwEQ00MP333TP69Yv2FZVc2G0874Vbv2LS+59E9z587Yc+jAgw75xdz5b1lnorxi9Q03XXHSqF/eeNNle+45uE+fHuMeu0dpD8B111/nOM6wfYdefvklJ5983FVXXxaL1fuBm0zGb731pl137fPYY2MzmSSz8fyMDdc+Ou7hFkVOq6Kiu268qaGyGoAEJ5RMGy0BorzrlTaICUTMjKwI6r1kyrg4+TqWAAAgAElEQVQAvv76w9+ecoLjOHvvvddlo//65tsv1TdU/jd/5f9/ZsZPeKbPLj2LO7R64eWpABS0gjTfAbLGkCZS+TbcNZnUJ7WVX8QbSmWQzTVdmGaTdKOgJEKJKCTtKcNAFGLTekx/VZ92zop+Q17ru/fUv1z20YoSjxiSkPXwzdLgqUmJUefE+vyirtd+le2GrW85dNPx58XvfTJ52K+/cNpOO/BXH7/3PkIPYEghRZRgTgKhBmWBWnANOAUoghHGREZKExBlgIwNzm6VuKPmbAkFs5Wz4cpVi88598wWLZ2Rhw/5+LP3ABCFYZgDWTDoJ1Aj+58ZGRLGRFJnl6/47OzfndymrTPysP3XrFlq392y82JL+2FfPJPJTJ8+/Ve/+lWbNm0G7T7onRnv2OVRFEn5PQpjO7CfM8haCu1C89WSJUuGDx8+aNCgV155BQDAqXRjU6xSabembuMVV/2pZ69W55x/6rMTxhx86O733nd9FKXsCdPavf32m4uKnJ69iovbtezRs8M/b73cC+IA/nHdNU4Lp0fPrsVt2wzZY/cnn3zEMnADeHjMQ71697r/gXuTySaALQksgAcfut9xnOI2bd567TW7JGTywEGels9mRdhjCLCGYSggIBkX6dLGjTf/84qWLZ32rYsmjn8ym2kKwmz+kjJC+J6XzOfimKEYgnOSAIKheLM8QGG5bLZ8B6v9kOVym91+1+bKTu6+a+TatnJFOXaqDN/P3HPvnUWtWha3LZ766ssAJLSE1JC8LcgStCZlSAE+UKvl4vrqt0pWzigt+Spd12Rcbev7mW0bq8oFd8mAAQiNTZvUxwvV+Kfp7PNl931LnO7v/+KYhZNeqY+5BCDy+eOF6d+fs7LrXl+03mN93/3SI46Rux4attkv2WafyvbDVu120NJDjv7s5jvWlJWRURABolAxpYjqNCUDyBiwEVgDlAMpwDcmZOODs0ASSAOiUEDRTJDC5IhpmEwhh2MBWJaWfTv66gtbtHF69y164+3nATCHQZjROufJGrOjtM/OYCyVL0QGUETe1deMdhynW7fOn3w6H4CduOYjBv8eyBaExIkonU6PGzeua9euxe2Kp0ydYlf4IVq5O7CfM8ha9cpCA8KiRYv69OkzePDgd999F0A6mwzCFBAAqG/ccMGfT2ndpsXJpxz38CO3jzhk4C23X55IVRdwb+zYB3LBwTZOr37F19/0N6UyAG666UbHcVq2bOk4Tv/+fZ948lGVr98Z+8iYXr163vuvu2PxBgCFtrzHHh/rOE67dm0XzJ8PgJkibSJwIYNDQBhq39dSQ2iWxLZrOi0ztzxwXc9durdv74w66YgVyz8HwFBE0goaGyO1jowRzBrQzNrWcueH3ubFjv/9cZv/kN1+/yBSQgaWA4VIAux56XvuvaNth1Z7Dttj5vzZACJo0RxkaQuQVXmQdYEKEX5YWTpt+ZKX1yxb2FhWq9IKUsMogtJQBopyDVIMSINly83FV2w47OjyEb8Kuh/oddsn02HXDaeev/GbNTkmwU/mx0aNWtB21zedPgs7DN7YdVhD1+HxfoeongdGzp7lTr8ve+616LZ7N1TXRkJwrAmZJIgUuNHz1mSjyizCWvBKYAmwGqgH0iAPbKke4kAakCafrROA2VyzJgwJoaUkpQxRoTJU1dRsvOWOy9p0cFq1dp5/4Vnr3m4GWYLR+a7DndWIWBDZsBvfcusNjuO0bVs8+flnw9AFjJC+2Vwtu6XlWjexbRWWLeGSUhbkxCdNmtSqVavi4uJJkycV1tnpS7hsGYBVxyr45DaQ+h/uWWsdj8dtVeycOXN69uzZoUOHKS9Mse+6fjzj1QO6rmH9eX88qWNn5y8Xnf3shLGD9+x34qjDPvvig5zYB+j+B+/s1r3ToYeN6NG7W9/+nR5+5BaLzhZk27Zt7ThOq1ZFt9x2Q+GhOW7cI71793rwwfssyFrLZFO33naz4zhFRUXzFswHwGAi1vkMuI3HJQ3FNSUZWeK0UlktAYTGO/OPoxzH2XPPATNmvuy6KYCJpCHZ7AHO28ybCsNs82LH//64zX/gbr+zZ7cwiFQkfCEC202ntXh03JjWxUW9B/V6+4MZAASMtAjJkoyEljAEbaANCIZYMwvABeqMXu1mvog1fJ5s+jbIxowQMIpZGCTTyGRzZ8f3MWtW7Lqbv/n1eSu77P1Vq75l3fYK2+8T9No/6jM0OfqaTFUNGuox8YWaM07/ZLf+M5yOzzutJ+17xJd/ucQbeniq/d4NXfePdRla1n/fz6/559qSjR4Ao5GKI3QBKKBBiHXC1EXQFaxn+g1PN5a81rRxdZBOsgmADCgG3QiTBiub6YoYEtBkjI6M9kkLY7QmpUgIaYzh/LWzbPlnF/zxjKLWzsBBvd94cxpgaEtPVkvSinaSvq/tGgFKG0+IjKHwtenPH3DAPq1atfrtmaOWLl0MsCH9vdUF20WUgtKiBZwpU6bYO/SBBx7IZDIAmmvu/gj7qYCsfZJsBbJbrWPFKa39kAaMQnms9WSXLl164oknOo5z6qm/fvHFF196adqrr72wcvUXgK6pXX/iSUd07upce/1f5y+YMfLwEcXtW9x59w0GWQCe33juBWcN3L3vs+PHHH3MIW3atLz+xtGZbF1FRenpp5/mOE6XLm2POPLQgQN3PfiQES+/8lIYBk1NDX/+yx+7du3ywAP/qm+oYRAzaS2XLvvyt789o0WLFnvsucdnX3wGwHJr25mgsMSAQDm4RMs1MqyBqTcirSWD6xoqf/3bEx3HOX7UsYmsBW79wzFrZxxh5AWhCxhmBeCZZ552HMdp7bzw+lQAYb6dl1iRFtACxkAbKGXvMgNEeWnbGNAI1ObcRviESEERghBRiEwSX32enjyx9rxzl/UdMMvpMs/p+XW7wXW77acGjtBd90t33rvu9PMSz03wb767etd9Z7Vo/+rB+3x47NELTjvr/aeeLVm6CP+63ex5WIWzy/I99llxzbUb16+PABDDaJAARwApIG2DAQw0Aq+5ZffXfvFU6eKFlWtTRkogAxOHarIgS/mEWESQymglSUdsbEDDGLYgSzm9iHD+grd/edShLVu1HPXrwz9fMhegrUBWKVaSaCcuMyCGkirj+U1au7V1m26/47pOnVt169H+5VcmAZBS2Fag/6S6AMDMmTNttezo0aPLy8oA/CexAvzXQXbHvmohc2UR1nZqWdpWKWVzBcPtWhiGmUym4OSnUqkJEybsu+++ToscPev555+15KuFANfWlh58yAjHcc4593flFavHPHLnboP7HX3sEe++91plZcnM9189edQxf/rz+ZtK14x74p4uXboMHrz70888+vQzjx511JE9enQ/+ujDZs1+9+abry1qVdS9e/dp055//ImxA3fbdcCAXR95dExdfTWxNqSy2eTLr0zdb799O3XudNU/ri6rrmRAUI4VwTouKaAU+MaIuZnG9xorl/jxCooiIJTB+7Pe2W+fYcUdiq+/+4pUEAPAm93V7fqJ/9by/3Bz82+u9j3D+ubGyGayzBg//jnHcZyWzsRXJgPIshdyaCBzhKtGQevc/L8ZyHr53th6oAZoANJAYCA1wJABStfJaROb/nDm58P2fnvIkHcPOnDx0ceUHHb8hl+eFD/sGD1wRNBuWH3RXqW99i8dMmJdx93nt931nV+MWHDlX1e98nxTZamGhHZRspTPO6ekc8/555z/7dJvlBS2R5eJCMQiG1St/3b10lmVmz5eV/LZmo2rv64uHbPonZtnTb351Weenj61urFWGxOQ8sEZcBYsLYeJIggFpWwJsGU4YobWLIUyptDmL+bNf/vIow/u2KXtJX8/d8OmZdgy8WVjst/PVPWTNgK0Nl4Qxol8gN9+56WevYtbtHLGT3gCgOdltI520IzwA23JkiVnn312x44djz/++A8//NCCzM5aJ2ujBDt4RNjMlS1SKzBpFWD3e7+z67rxeLx5c1dFRcXDDz98wAEHOI7Ts2fXF55/LpWuB2QqVXfd9ZcXt2115llnuF5TKlX72hsvnHzy8QcedMBtt//j75ef/+BDd9TWVhmjU+n4Nddc2aZNm0GDBt5+xz8ffOhft99x6/uz3nXd9KKP5h99zC9btmxx8CHDTzjpmEMPO+iPfzr3vfdnZN0UwAxOJpsee3xs3769h+w5ZMZ77/haKsDVwvdDKbQhCCABrAMtlO7LjaXjNyx7rXx1iZ9hoD5Wd9NN13Tu2GHEyAPeXfSmb1zkQDbHGdKs0qfwL/IBhB0s/w83p2025x+2+Q8CWcAQKWNyfMkvvDDJPh2fmzKBgaRMZVVGUx6FjYIUULqgCUOWQHtLHrI44AGGQZoT9Tz/vexVlyw/fMSsA/Z+7xd7Tt+136Tjj5v70vPeii/l+9PNhRdG3ferbTFkY4e9KzrvsbHTHt8MP3zlOX8oe3JcfPXyKBbbzH/nJc01l3941mkfzvsg8F17vUFrHQYuc5RJ1k5+9v5TjtvrD2ceedml5117w5UXXn3pHgcP67V7/0H7D77kbxeu+nKJcrNKRgrkgbIwASttRRpJw86CpQgzGRlFYGjFWhdisgDkrNmvjzx8v979ut59740NDZsAEAVRlLV1sjtzlKBgBGhj/DBKGPIAzJ33XtviVo7jPPbYIwCMUXll2f8IZEtLS++9997Bgwe3b9/+rrvusgt/iP70d9l/GWSFEPbQC/y7tpvRvrYBBJv122rbrbS4t2tKqSiKiMi6vfZTqqqq5s2bN3XqlJkz347HG5QOIpHV2t+w4dtpL06aM/c95giAHyTmzX9/0qTnPlw4e978mRs3fQsYz88AKCvb8OKLUydOHP/FksUl677dVLpOyBCA52eWLPl86rQXnnrm8Vdee/H9WTMWLZpXXVNuCSsBhKH31NOP99u112FHHvzt2lUMCMAzKoqk0UScE7teB/5Iea/Gyp/dsGzq+mWrs0kAazetOfLoAx3H+d0FZ5clNkmILfSlmv2o3/Hvdy3/Dzff8W53sNr34Gwhymw5H6wn++KLUyzITpgyEYCrXU9mN4MsaZaCLdkr5dLxKi+amwGSQBzIWBoAxd8ur7nv1lknHD6pf7enRgydfuf1m16bUvn6i+s//KDaEkm+92Z6/0NLOg1Z22nIuuJ+Kwf8ouSPl8RefdVb8bWpqYQf2SwlRUa5EaVSmD2zfNH8ukyC443ZKJIApIwymSairBSJSRPv36VPyyLH6d6tU/9devXo0cV+l5HD957x4ouJunqWEqQNq6T0m6SbVF5WeYHyhQpIRzAKSqkwMkozsVKUb8O314B46+1pB4wYstvgXk8982A6VYtcM4JHpInYmG0vlZ3OWOkgEmltXGYfwKzZb1tpkVv+ebMV9M7Xovx4kLW0JLNmzdprr70cx7n44ovtcuvt/bjj/i+DbKGVgoiiKMpms0EQWJCNomgrWsKCA2t5C39g5ZqlhvkuRFY6iiLP6rADAMgYq1y/NS74QSbrJvWW5B95J8sIESjV/C0GjFKhdcQszhKpZ559cpe+PQ878uDV61bDJouZdb77MwRSQDmwktRHQfr9ePWCeFW5CAB8vmLJrgN7O45z6RUX+5whGAPNO/Hcj38gyCoVBUHWtvq88carVhVi4vMTAShIZUIrFmBBlpTcCmRtEMaK1lha2wAwDDdNC2eX3jD65cv/MvW262a/OL6ksgTs548u4IVzEyec/qXTbV73fl/sutsXJ566bMwjDYs/RcYFAz4jKeExMspLRqlU6MZdN5kRxoC0iTe5UWB1AGUYpZRxAb1m/Td/v/rPxV1bW2xt7zi9O3bs06HDzZdfDCma/TLkqSClvIz20srLKjcqgKwlVjdkDCtp8k1cOZCd9uIzg4f0Gbh7nwmTx2WydYAhDpQOmoNsrn94ZzX2g3Qm20A5rkp89c1HR/7yoOI2xYceOvL1N16y0ef/HGQBlJSU7LHHHo7jXHHFFXb5zsrC1bwwwjK5+L6/FbA2X9kmvv6tPmK7W7tPC832E+3vZUl8tVZKSaWEMVpJYZ3fgvtcKHvhHD+TVXjfDMoMo3TkeulMJiHzxbBKhUrlwkM2RQ5AqejhMfe379B2+Ijhy1ctA2AsnWm+OicAMvn8TBnTeiPLSCbAAOYv+bhX/96O41xx7WUGEUA/b5AtBHAtyFq2wwULPthjyIAWLVqMe3wc5+rytS3CBQzYkFZsNMC5QEXeYS5QAeQ0whXcOJWuzq5YUpls8ArraR/GBYBMtb7grCVO65f6/2L2maetuPC8r96fUU8GkYSrENdoolw1a12UjYnGEPUuVYQUy5XbMcAgIkPKQPpaRgQN/nzNJ8f+/pDWxa1aOE7v4lYH7rLL0I4dfn/yCbPff3vZyi8/Xr7426r1GoU7mQWkgCDkWG+hNcIIShvDUph8BCAHsk89fX/X7u13HdD3hWlPZ9xa4kBpV+vAcvVpTWzZHHdij5bDKOt6TUxWE4NTqYYJE58YOLCv4zjnXXB2GNoS9R8PsoUZ88aNG/fff3/Hcf7+97+HYfgzIYixXq3W+ru+TqGc7YfHZAtbFZq+bJAhk8kkEokwjJQyQigpFREppaVUQkghFBFns57n+YYojHJehnUclNJamxzFOhlthNbC1nUaI4lUYVgxUYa2BLIAhAjuuff2Vq1bHnjggWvWfgsLEmCZn9JmgUze4SoMHyBgzteLeu6dA1nKUTX9+HTnT8C+H2QLuS8pA+vJfvvt8jPPPr1du3bXX/+PZLLJQiNRRCRymxjFNrnTPDjMOeZWu18msIDxoQM2otndyAxlywCQKJdX/OXDwbtO/PtfP/ryk6BiY5RNGwAGyBLijBjQBDQBcVZpSntc43OlRJxgeX4AIBLK9aOQOC2RlJBAg6x7Yvr9ew3f3XGcLq1bHT10yLB+/Xr26L7r3v37HdG/90l7nfevqz9aubgp2SDDLEg0i2UbGAWjoBWIjCYRaSJmMpR73kf3/Ou6li1bDBw04O0ZLwVhk1SZMEppEwKktVFKM7PRvHNXF7AktsqZESCZaW3J0iN+ub/jOKeffpqUdir5I0HWqkbZ6OXq1atPOOEEx3FOOumkZcuW2RrQH20/IZAt6KdbiycS8URCKWVBDc08X6WU7/ue5+3YgSfibfVmiMj3/Ww2q7XWmrXOwbVSpLV1clkpiqJc9UJhaytwFfiRFLnwrue66UwyEn4hwxOEbiLRZJcwK6VCyxdtHTGpwoce/le7dsUHHXTQhvUldq+hlkkZNYqwUckEGQ+5hqcc352lCAHmr/qs9/A+juNc+Y/L7WPcIkZzKNlpBvBDQNY+qOwDzMZkGxtq77zr9u49u5966klffLZICg8whkJjwtwmBZDlfOC3MApMW7SZjQWw/zIpkj5RxDAgxbFqb867q16ZuuSrLyoCrwCa8AKkFVJAI1AF1EDFIWpFU6VbmaWsgjQwUks3cJVWoaB42iR9uAZZRhbaQ6Y8tfKM8092HKdn726Tn3h0wZw59099br9rz3aO6+kMcpw9i4cdvu+vjj/2nhuvX/7xQog8Sa1W5GdJBsjxl5OIFBEbo7WSAAx5V13zJ8dx9hy6x+dLFhgSSmdDkSKKALYOhL3Od+ZwgT1zktmPREopF0AiWXvGmb9yHOeMM87QxvpDP96TtRWfRLRpU+kFF1xQVFTUu3fve+65J5FIAPjRUPtTAFkGmMhEIlQqJwkpRfTt6pVPPPnYdddd/dRTj3/00cLa2uocqxuz1ioIfN/3jJ0bfsdgJqVkGAZaW1gkqax4ARtjs23wvMB1PaZc06HWWsnNOcRUKv3qq9NvvPHmt956y4YopNSeG7iuJ4T0fd/3PSFDpULbmxRGfiabkiok1lpHSoWco64wAJSOnnn2iV69eowYsf/y5UsBGFCjn1mXaFwdb9yUTceUFGgGBBGpUAltAHxW8k2fA/o6jnPNP65Azof9/wWym8/SNgvxfe9udz+5Pzt0Y1krFWkj8vcMAwhC74Upk3YdsEv//n0eH3d/U0MlIMmERgcWSsloqZQy2liNGt7MzboZdg3ATEJqL2RJlgzbCA6SSvsEgIzy3WQ6XSFUtaEGL6wnDgD2fSSSnJEoSQezKuvnNtRv0kECokamqoO0SxwYCANptBu6kVGSEHNRUsOr62S5T3WIYmgM0TD9g6kjjxm5+z6DVq36BsAmRFeteGPYpGtOHjv64ruv/c1Ff9ht0IAR/fqdc9RR1/ztr4/cftv8t9+uX7eOvUzz31tEkoikElKGABjBn//ye8dxhg3be+OmVQCIPKWzlitRChGGP0jZ89+xba+MrZb/nxsrFURRhsiTKquNDyAWrznjtyc6jnPc8UcvXbZEiGjzQ/Xf3z8RRVFIRJlM6pFHxg4YMMBxnN/85pTa2ho0I/D+d+2/C7KWQ0gDhkgK6UsVAJzNJt+ZMf3uu+/4wzlnnXnmaTfdfN20aZNXr16hVLDFxrD6P7TNba2aL2HYxlRrKtd4mlNNghChncsDYLBSOplKrF6zKh5vBFBVVXXDDdcNHjzo5ptvzHHKkQ6CwHXdwqwQQCRcP0hpHW51JEoHgGZWRBKAkN5z4x/v27fn/sP3XfzV5wZIklmeqJ9Xvm5B+YZvmxpTkTQAGEaSicgEFLpCSg3gmzUrdxna13Gcf1x7ZX73+ewc57934QXwPcubDea8LNb2gJKJyZAxxFuykxRmFbZsc9vzum1ByJYRnu8FWWNVAi3BEpG2kl1z5swaMLBfixbO1ddenIjXAJopJB3Zg2OiSClXKZ/ZA1zAQ07UVhFpZUiSnSmYIJSZLAmy1FYkSLjaSPsNJZAxVMeoJa4JZKXmFMNICddj12BeRf29i79+es3Kr4N0Hcs4tOVM9BVCbUMOxgNngdJQz1uffmN5w8cN3gYE5aiNoTbJDVPefuHq60avXbOSwRtVZkrdsgdLP5sfJdNAmZ+cOnXyrRdfeu7xJx62z777de120rB9b7jkkolPPzlz5tuLPlpYVlZqXQRrWgtmk0jUnH/B7xzH2XPokKqqDQCYA8rFLo1WkRBbe2GFNid7pmwszuY8CqepUDHZ/DQ234fWhaegpbfdbtL4/8wi4Xl+kigEJLMEOJVuvOXW63r36T54jwF33n1LU1M9gAJ3fu6ImxFFfbcxYKWmbYpIr1ix/IQTjncc5+hjR1ZXl+XX+TH23wVZQ7RZy485MiYAsH7DiiOP3r9Dh/Z/u/iiioqyRKKpqmpDbV1pLF5dXbOxtq4skaj3/USeDFQAQSiS6XRDNttkqeQYvus1JlO18UR1fWO5Ic/1GjeWfltdt76yam0yXUscGPKBKOvG6uorGptqE6l6qVwiWvLlR6edfuK4xx5wvUQqHVux8stXX33hk0/na+1ZPdlsNp5I1KXSjfF4bSrdqLUPSD+IK+0C0MatqFhbU1va2FTV2FiplJvPb3MkUo89cV/37u2HHzj86zXLfWCTVvNjta9uWv1OacnqWDyIbDsPwkh5kVIMQ7nE28pVK/oO6Os4zj+uzoMs0f/J3I8IxmyHPYSZwdCKolBFkTKatbK6Z7neEFvg0SzIs3l7G0kt4KwtCbFNfbx50r7jwQzSWmmtiIwQkZ2OLF++bI89BjuO87dL/qKNn8NE1jAGxIY5Ys4AMaAGqACq8wK9aa3cIFCBYEtSIJgFNdev4YLYF5t8GtIjuBpZA99AEogYLjCnvvaR9asnN1QsCBIlJooDoY1AMDQQgTOgGFAFfBm5b1aUvrKxZEGqYR2CGvhxZGJhU01teV15uZtMRirKQNeTqmYdy9MbBtmMG08mY7F1S7555MZbjxn6i4F9+w7o37/PLn26dO1ywQXnLfpoQUXFplSqSUgfgJTe629MPfU3x7Qsajny8IOqqzcCzBwxR8b4RBGztKwRham0jT8GQWBreJg5CIJ0Oh0EgVUSAcCcU8kr5I2ZCaAoysYTNb6f9P2U76fzjg5JFXp+hkh9x2TnPze2zNw2Yax1RKyI1IqV35xyyqiWRS1PO2NUWflGAFIFhgqeFhujomjHXIUMELOWMtQmFwo3RvzpT390HOfQI4dVVNrgnv5x3+u/Wl0AbSiwkWw7jHEBrFn75d779HEc55CRB7799kupVB3DX7Hy86eefuDKqy885tgjjjjisBtuuCaVrgWiTLZm7fovJj0/7je/GTV69EVr1n4OqJINX91737Xn//GE35x25K9/c9Lqtd/MnvP6gQcecPyow8Y9fldl5WogDMKmyqq1d99788iRBx9xxKF33Hl9Te2GeLz65n9e1bFj20NG7jt7zuvEEgg++eyDTxfP9cO45Z/77PN5jz52zxNPPnDaaaf+5rSTZrz7kiVZDkVSyPSXXy383R9OGjny4Asv/OPs2a/XN5YS+TaKKlXqsSfv7dat3fADR3yzbpULlDF9KYL5mdhnyXi1F2mZewArQwGRlcGz2Ldq1cq+u/ZzHOcf116V//n+b65jy5qxFWIbQ1GktCalWAqjje0yIhkZESkhpC3SJMo9/Im0MRZtbaCGtdZRZGUrtee5rusKIYSIgsAn0jvGWWZjQ6tSCiEiZtJKktEAyivKRv3mJMdxTj7thJLS5Yz89FCTETqUxiWkgBqgBPQNxHKoMqARSDNFxpCmLaRcmsspcjN4z9WfaoI2UDYMQFAM7YEWe8mXM3XvysznRpSxSedj5AAICIAYuAGoBJYpf066fHZy49ciVgXVBJNClArT0vUgtRFSGq3zH2vFdLeoGPFV/ZoNS+Z++MF7syaMn/D788512ha1bNlyr72Hjhx5yP9j77vDo6rW7jclQOhCKAGkI006CAqKoqiAIioq2MBC7026igWk946ASBGk9y49BQIhgQAhCYT0MuX03d/fH3tmErBcL9/1u36/e/dznjyZmTMz+8zZZ52917ve9T7bqcPK1QsAeCjdvaMAACAASURBVFZWSueXny9fvkzDRvUXLp7l9mQwblNqCGE72GNjj5SO4LblW2wJKTmlVN23/NAp/ZVcmRBc/QUAzrnX6zZNQ0pJKbZtE0BEXjo9cvTHM2ZOjr0WwZjjZ7i5EJT5zIn+p+kAvzdU/ctWAcApdbjAAJCRmdq7dy+E0DMd28XHXwcAyp18TjFCCOo4BmM072Pua4GBxxnHQgSs8kmfPh8ghJo2q3M97iIA5CPy/7n2twJZi3MNAOJuXGzZuhZCqMPTTx47vjMjK3HlqiW9e78xdNiHs+ZMHTN2WMWKFYOCCn/z7Zir186u+X7xGz271qpdDSHU7qnHpn83bvLno9//qMeQEe/1H9i9Ru2SCKEePV79dsakLl1eQAjVb1Bj/4H1EoyrseeHDx/4ctdO/fr3ff2NV5o2bTjjuy/Dwo+NGtO/eo3y7/TqdinqvMeTsXLN7DfefGXBgumU2Vwa+w5snTRl+LczJv6wYdmIkYOqPVq5efNGy1fMTLwTu3XbjwMHftLzrVdHje7/9DPtyj4S1Oej7sdP7rFttzptjGuLl0wvV75E81Ytoq5HEwAXQCpAEohUzq2As7sE4dcbqKkNAETFRIfWqIIQGj5uWCAU9y87EX6cDTQhfAVLZD4wF1IyJijhhDCMCaWBtaFCWybzEQpCME3zKIbLcWzHsZVeznGsfwSyknOKHVsI5ji2ZZtSVZQBCQBur+u7Od9WDq0cWq3StLmfmVYWAEhGpEO4QzEVHi4ypLgtxXnLuzsn+UBu6mXHTJNSRRRBAjgqQJWvHkEAFgJsnv8gJAgBXLkhqs0EcVuQcOFEAb8NkKWqrflPiJRgA+RIkQUyAyBR0hjmjmW5ydL0gDCAmwJjigWmQJjkIlDcnIKkUhBOmdL5SgAiwKb5JSRR12K+WzR38tRJn/brU7NWNYRQhUqPjB4zZMKkESVKFkcIDR76iW5kAwAA5tyU0nGIV0CAxeJSOoRY/oo19w0ByP9NeU8Kx7FUbC3Q9h/YUalSqbr1K2/ZtirfuyTnxLI18Yc+WP+zJgNTTgBOiK0Uk2539ocffogQatq8fkxMFABIybgkwleNRkhJCbXztPC/D7LSdwdmAOBg77vvvYUQqlO3xtlzR/ONkn+6/dtB1vZLi53ATDbuxqXmrWohhIYPHwrgRMeEPd60XuPGtXfu2mSYuQB06bIFtWvXrFK1xIDB77Rq3RwhVLNmtTfe6rBi9XcjRn2s0tvX/bgk6U7sF1+NLhMSXKxY0LIVs+NvX+v+WpeiRYtO+XywBPNC2NFatasOHPQxgLgaG96gYZ1nn3vy6Ind6zcsbdm63rJlswAgJja8Tr1KCKExo4ZSis+eP/LkU83efb/HteuXdCPHctzTZ3wVWqViw8dDv/x67NPPPFksuFjv3j1zctKiok53eLpJjVqPLF022+vNVCeWMm3JspkVKpZq0brZ5djL4F+UmqrqrADJfBWnuB9k1UsAEB4THVq7CkJo0KRhasiLfynIKpyVgTARAICklFJKOVfk3X2sluM4th2Ay/s2BbhCMMsybNvinAvJGaeEOIyT38fWPJCjFOu6lzHiOLZlGYoxkZJLKRhn4RcvPP3M0wihp55veS/lFgBIbHPdBMIBwMvYHYyvYetQ2t11sZc23ow+60pPE8wG4BKAcKFbAhMJ+Q72AQLDB7L+Sxq49Fkocg7MBpkLkAKQCpANoPnlHwqmpAAspIdzj5QegFyQ2cDcwEzgFASXjBFbMHof6+3LmBBYMDuPUfF9vxCScU45U10jUgCAYeVu2bqu93vvPP/8Cw0b1Q0uXqBAAVQwCL31Tpeftv24d//O1LQkAMq5JaSVk5t6OyH20uVz4ZGncl1pCilsS8vISD158tjOHduux0UHsNJxjCtXIs+eOxUVFZGSesd/thkhltudFX01Mvle0p6924sUKVKgEFq0eDrnxs2bV7du/THqcoTl6Jru5hz7f80HBtm/YJyqoIjK8cHYspW5GcWDhwxECFWtXunsuV/UnlwSQm2VKyQl40KV1/vNnuSBrH9jAGDZ7sFD+xYqhKpUrbLt5w2Uab99XH+i/R04Wfv3QHbqlMlud9qkKSNCq5UYN34gpSojh3i0jJkzvwkODipdtmCRYqhu3eqz536ekHSZMrJ61VKEUIEiaNeeHwDg/Pnj1apXadm6wYmTOwHgcvS5xo0bfPTJewDM7U4ZMPDdJctmKvRs3rJ2l64dzpw7vG37hgYN686fPxMAwiNOV6wYghD66qupqWkJH/btiRAaPmKIMoUCkKlpiZOnjqxavVSbtg3Kli/RsdMzt+KjAQQAnjL1s5CQR2bO/NLlSlVHi4ln6fJZoVXKtm7d9OKVSJGvmpMNgAUQZSUt8wr/qVcBIOxqdOUaVRBCA8cPU1c1+1ercQLzWTWllVJ4PJqm6RgTx8GW5cuaUxDAucrIEADSL5/wzV8YI4RY6kmMbcexKHVMS3e7c/xycQgs+vIN7sBDSSk2TI0xQojj2CqnVhLqqEi6prvf7vUWQqjuYzXPnjkiBJcEM9MCLqUEjdB7ln3d1E+k3t124+ruhLhLnqxs4a86gRk3bE5owA6bBSKnD94s/MwHCA6CgWAgKAhl6+UB8AIYABhABA6FgeRAubQYt4V0fGawkknpq5TIGdg2kPtA1nclADApCOeEcy599zshpcOoZpte27QY9dndCoyZwbllWl7TNBctmatSyEo/Ely7XoVyIWVKlSq+YcP3ANKjZd6Kj9l/cMeatUsGDenTpdszYeEndV2LiY3asmX94sVz2j/drkTJYu+93zMi8jShGGNt775tb7396qvdX+g34MPlK+bn5KYxRu+l3D58ZO+CBTNf6vL0gkXfrP9hVVBQEYTQ6tXLs3OSP+zzdvHixcaPH2c7un8Y/HV0ATBGLUvjHGNi+avnwZTPxxcogEIqlN+5a7vPz0VSB5uM4cAAE8Kv5vwHIMt8M1ninb/w64qVSoeElJ8z9+uc3GT/zv90+zuArBMoHMi5CQBxN6Kat6qNEPr6669uxUe3f+bxwkFo/MShlBrgEw/A3r07g4OLIoSCS6GXu7Y7cnS7Mnhdv24NQqhUWbTvwEYAuBx9ofZjVRs0rrZ33yYAuHU7umnTx/t+9IEKmsXGhp05dyQs4vTylXObNK/eqXOb7Tt+/HHTqifaPb5y9UIAiIoKrxIaWqQoWvfDsitXw2vWrooQmjx5or//DAB+2rahYqVH2jzRuFKVci+81Oleyi11GmfO/qZSlYpz536Tk3PPf290LVs+p1q18q1aNQm7GEaUQZQAjwCPBA+AV4ImwQRQc3vsj8oAwMXo6MpVqyCEho700QX/wplsoKk4rD8FU3q9XlUSmTFmGKZt2yorj/mIRO4n+ByW55UlOce2oysfWMowobYyFMfY9CsZAfLUqvz+fzgA50Kt7xhjhFJfQVfL1g3DAwAS6ISpo4uVQ4/WLTfzuykZ6ckgpWRccokxMwnzcpHO2XVTu+jOjtE9aYzqIH3sNpOSCSqEBcIAYYHAICgIDsKHsw/OqtX9LC9hTJloU3+kizMQJJ/jOgfBpY/qVOQ0pYAJUA5MAhZgYiD8N0+d9P8oFMAR3JLMAmFJYXJucm5KYYJwQGJBVKxJAgaAfQe2FS2OEEJvvvXarLlfvvhSx6Ag9PU3UwDkjZtXRo4ZMHPWlwcP7xwzblDbJxsdO75n1aoVzZs3a9i47lvvvNLxuVYlShUMLlm0Q8cmB49s33dg63PPt+zwTLNhIz55/c3Obdo2mLfg69hrlzZuXtX5xacefbRSkWA0dny/hQtnBgUFIYQ2bFgXdflM+QrFEELjx4/zZ5z/5SBrml7OMaVOoArJ0qULSpcuUfaRsgsXzdN0NwBIyWzHUBZuil7gnPoUQb8DshIYF5gxW0oMIIW09x346Yl2zUuXLjlk2Ec34y8/9GH8e+kCzgUWMoAnWKkL4m5ENW9ZDyE0bdqXd5NvvtrjOYRQv/59vd5MzhXRDocO7itVqkRQMVSsJHq5W/vwiBNqYb1q1VKEUNFiaMuW1QBw6fLZOvVDK4YGb9y0HECePX/0sQaPfdj3vaQ7Vw8f3Tlv/rSduzclJt3af3B7u/aNa9QuP3vO11u3/dDuycdXrpoHADExUVWrVikchFZ9vyDqyoXKVR5BCM2a85X/CCgAHD6yv3z58m2eaBpaNeTFl15IvhevRtiq1YuatWiwdNmctIw7nFsAwjRdS5fNCa1SvlnzJucvhmEADcAlwSUgR0ImQIbfFV8HCFSjUQu5q9HRNUOrIIQmDB2W9/v9DwauIgF+LdBRSgDGmMvlunHjRna24viUIw+zLMvr9RLi2LZhWRpjDheEECtgMafrnmvXoq/HXcVEhf6FEIT75K7Sq7nu3LmdmZVKqO2HlF+DbKAIjVClnn0ga2keLUcFlw8d29n++VYlygS1bf1Y+IWTAABCcgcTh6qqNTpAlpTpkivPLQeACMmZL65IQOrAPcB14DYIDJwBl4pSVSxpYFOLdKXQ8pe3pQKkP1FXOiBtkAHoFQAcJPXT64SDYYNugUnAkeBIsDgQAapauciXmeZvDKQpmCG4IYWSoBkAbslyBfECwyAZUMZtxg3H8QLwLVvXlA0piBCaNedrlzs7MvLc+vUrzl84AcCPHtv9WMPQXu++cjU2IjHx+t692+7dSxo1ZhhCCBVA8xfMOHxk75Ll373c7fkixdAr3Z/p8EyL4OIFFy+dcSv++udfjC1YCNWpW2PjptUTJo0sGowaNa45ckz/s+ePbfhxacVKxRBC/ft/9MOGJQMGffDtt9MuXYq8fz74V4GsEIxQSwXZHKLygGD37p8bN65fsmSJIUMHJibeUgNcgawExgWVinQR/Ld6Egi3MkItx9EYs9RkLiY27J1erxcpWvjV7p0iIk8+9GH820GWCBmYGWDObQCIu3Glecv6CKEpUyYz7qz5fknpMqWaNm2ye/dm9UZK8cyZ04sXD+79fo/OLz359LOtDh3ezpgBAOt/WFKgIEIIrVu3CgAuRp6pXTe0Zu3yP21dDUAjL51q9USjEaP7nTix77lOT5UrH7x8xXwAOH3m2FMdmlStVmbJsrnHju1v1qzBvHnTAeDatejQ0FCE0JSp49LTkydPGVX6kRLv9H4tJSVR9UTTPdNnTCtXrvTgIZ+0bdv6hReez8pOUS9t2LCqRcsG8xdMT0y6iYkBIBxHW7RkdkhImSbNm124clGBrBvAA5ANkAgiVtIbkiYDdwFYfrmvOqvXoqObhVYphNDXQ/41IIsxdhyLUsx5QO2fRzllZ2fu3Llz9uyZBw8e8HjcjBGlIuCcYYw5p5almaaHMVv66A0GIDGxoqMvzpgxbd787+6lJBKikJdzrjQAcPKXwx9/+n7//p9cvBQOAP55228G+xnnhHMspe8hxoZuuimzALjHkzXli88QQoUKoK2b14EUkmCs6ZIxACDS5wLhzVf12ybUNohwBEggILzAXEC9QC1gGBgDLkGAFPeBrPQF/W0/ReAGMAAoA6mo9PwrjkA5aub3SiAAtgCTgkHA8lfJIQKYEFIq3a+vnCPPO5VYCBe1cwVxg3CByAXpBsiRLJtjj6QadWxmUW5ygQH4qVNHer/7RrmQ4LZPNTp6fFe+08sA5Lnzx57q0KR23dDPxo8Kj/AVuB4/YSxCqFatyjdvXgYAAd6tO9Y9Wr1ag0bVPuzbY+LEsZcun05Lv/vVV1MRQiVKFtqydfXkqaNDqz0yd/4Xue4kADh0eFvVR0sWKIhCq1QcMuST6zcuq5mAX7z1l4KskJILyZR4izFV1AvCws+9+mq3oCJBTz/z5JkzJwAAgGNsMoa5IJQ5/pwgP9l9X8sDWUpt2/YSoqrksYyMxGHDBxQoiNq0bXT6zMGHPoy/A8gGRijh3AGAa9evNGhUEyHUt28fTfPevh336qvdSpQo3rFjm4sXLyQlJW7fvrlz5+effLLtiZMHv5w2tl79KpMmD8/NTQGAtesXKIpq46Z1APDLL4cqVChT7dHyGzetYFw/e+Foy9Z1Ro76aN265YUKFUAIjR49IiHx5oqVi+vWrVKjRqXlKxYfPbq/Tp0a77//Tnp6WmTk+ZCQ8gihT/t9DAC64X79jR6VQyuMHjPs/IVTtxNurFu/4vkXOnTu/MyRI/vef793rVrVd+76ycGGpnlHjBhUpmzx8RNGxsRGOdgAAM7x/PnflSldvHnLlpeuxzh+hNUBMqSMdIzd3tS9npQww3WXEp8niv+s3rgS/WRolWCEZv6LQBZA+mUuEKAlAy07O2P58qVDhgz4/vtV9+7dsW0jkLLx4DkECIRNTMsTHnF20uQxk6eMvRpzUTdcqWl3Ll46f+3aJcv2ArCftq5r3qJ+gwb19+/b/avPIfmuTAbAMTaECEjoGWMWoSbnij2An7evDwkJRgiNGTEs426CJA42TUowE4II6UgwpTSlzxGGAdiYWprNbQZCYhBeoG4gGhALCAbK1QjMD7J+ogADGABegByAbAAPAON+Xy/HX+UwoCzKj7D5N79QS3Chlq9K9CQZB8KAMGC+gKMjRA6zM4STBuSutBK4kcydLMndID2CZduahnUhfedi6NBBBQoUCAkpt2rNYpc7jXHTdtwAWEhbCJaVnbxk6ezGjzcoVKhgq9Ytr0SHUYonThyPEGr9RNW4mxcAAIBGXvqlXv26bZ9stmP3+qux5w4d+enYiZ2Dh3yCEKpTr1x45OG586c1aV7z4OGtXHoA4NDh3WXKlipQGCGEmjVrevLUQQm2kMRxDOXj8deBrD8thVPm+KxCJAWA+Pi4fv0+QQVQxYqPbNq0HgAABCEW54Rx7DiGlPkkrr/PyXJBHKwToqQoRDcyJ08ehxCq37DKiV/2PPRh/B1AlgbmAApk427ENG/VECH01FNPHjlywMHm+fNn3v/wnUqVyjZp8njfvu8/8UTLjh2fOXbsYOSls2/2fK1osaAXX35SCYYXL52HECpUBG3fuQEADh/ZW6FCSNGiQStWzdWMzOUr51WvHvpyl04TJg2rWasSQqhixYpjxw396acfGzVqUKxY0X79P9m+Y2u9enUeeaTs9O+mHTi4q95j1RFCgwYNVH3+5dTxHq93e+SRsvUbPPbmW689+1y7995/8/TpYydPHunV643iJYO693gxMenmiROHmzVrVLp0yREjB1+8dMHBJgBwTubMmV6yRNFWrVtfvXWDqDooABZAGuXHs9OX3YpafD18d+KNGFdOLlXO/T4Ai4uObhtapQhCM/LTBQ/9y0thGB6PJ8eyNMoc/yXhi+BIyQnByclJhw7vj4m9grEjhLpywHaMzKw0jzdHCAwgubCys1PvpSQYRi4AFwJbljci8vTps0dM08M53rR57ctdOn708duRF8+CxIlJ148e3RsRcc7tyvajUX5MCrDQXEqc60p1ezKVXFgCltKREvvfAjFXwnq/81pQUFDNaqGb1q8BACmEaeimYTDGAxPKvPo8UgoupJACwAGhA9UAm4AdwFTVVgCWrxQjgJ8osPzFDdMAUgFyAIjw+9QG0DMQtmZ52Q2+zZ/8rGbEgQw0phhwxqVDwCaAGTAupCQAuhQuEKlAY+3cMxkJp9Pirxs5OcB0kKbgBrUI80WAP+zzHkKobt0a165FAUgHe3JyUzQ9i3PLMNxuT0Z6RtK8+TNq1aqBEHqpa/trcRe//noaQqh5qwqx10+rwXD7dnTDRvVLlCzeqGn9t999+fTZvR5v7vwFXyOESpcOvhB2bNGimTVrV93803JMsgHg4KGdpUqVVNVFihYr8u77r91OiAGQlqXnujIZ+wvVBZxTxoiUDBOTUaxIAwCZkZEyYcI4hFDBAgUWLJyndqbMEYJS6ti2LvJyE/5B4ItSi1ILgHJp29ilZvQ1apY5cmzHQ/f73wiyUnHSMm+hpUo5Ca/XtW//zvXr1+7Y8fONm7FCUgE05lrUhh/Xzl8w96etG9esWXnw0H4ucFZ2yt69O9asWbFn70+algXArl2PXr9+zYaNa5Lv3QRgKamJW7b8+P33q+JuXMbEe/lK+KZNP+zZs+P8heP79m9bu27VwkXz9+3fceduwo4d21esXH7w0P5b8XFbt21ZvGTR8ROH7ty9vXv3tvXr14aHX1AXE2P44sWwpUuXzJ8/d+PG9Zs3/xARcQ6Ap6bePXHiyLr1q7f9vMnlykpIuLFx0w8bN24IDz+fmZWmStgSas9fMKts2dLNmze/fDVaAFhUal5i68ygIs4yd6YnrrsZtS/hxk2PS+dcXcJqLhcVfaV+ldCCCI0fMZT550x/MG7zJ7aq/CsA0DRt7959o0aN7NXr7S5dXurWreu77/aaM3dGZnaqkOTY8YMTJ47p2fONHj1e++LLiYcO7z1waG/yvUTVc483d9u2zSNHD/mwT+9XXn2pV6+3ly5buGPnph6vd+/U6dmePd9YtWa+5bgdrK1YOXfewq80PRsAxk8YXbAgCq0S8sOGVQD0amzE3Hlfnzp9SDdzKdePHd8/cFC/Pn3eP3J0O6HGufPHh48csGHjast2X4+7vHbdkhGjPu034N2Fi6bfSb4JwAEwFyouwU3du3/nzy2aNkYIDR86SM37KSHYsThjEqTggmBKCMvPfHIALKQluQXUBowBM/DnWAsG3A+yEgAAc+FlzAOQJsUVr/tsbuZVaqeBdJuOqVk+ytynxJCUC8qkUMOZ+EO5FKQEBmABuADSAJJBZoO0/NJaqQrMEAFUAJP5Yf22o/+Seuvn2Avrw4+dT03wgDABbJCOJELynNz0L774rF69OkWKFu7S9dnbCbEAwLjpcqdnZt3F2EuInZgUt2Xr2uMn932/dnmr1k1DKpU4dfbQrNkzEEI1aobE3QgHAN3I/nnn6scahqj1X9v2NbJybgHA6tULEUIlShc6dWbf92vndOjY+NCRzVx4AODAwR0lS5YoWarwp/3efeedN0JCSo8cNTDpTjwA2Lb5L6my9fuDmgvB1YjmgkjJhKQAEmNn+Yql6hAWLVqo9haSCl8JZzW/9nfpD0FWCCoEFtLh0uLCmDX7W4RQ8RKFd+7c/ND9/veCbIDBCWzi16Jo/1T31+2BLGm1tsvf8P07/LZTrfqS3/n/ga/7zW78wya4oACAsbV4yfwKFco1bdr0YkQkAHAqLTelXgYcPADR3D7pTo90ZaYR7PjpPhVAvRB9pUqVUITQoFFDbX9p2z+Qk6jMdGXtaNu2Ul8eOXLkmWc6lihRolWrlm+++WazZk0QQtVrVBozZuT06V917vxchUql6jeo+1T7dm3bNWv7ZJtXu3c7cvQgALjcmWu+X9amTYsWLZqMHDm4W7fOQUFFqlWv2v31l155tUvbdq0RQi93feZOctziJXPr1Xu080sdMrPvAsDgwQMRQiEVQnbt2qLpmd/NmlKjdtm3e3WJjgmn3Fr9ve/CmDxlhGHmbN7yfcPHa/Yb8N6hw9u/m/X50mWzPu73dpVHS7R9suHGTas0LRcAU6ZL6Qt+5qalfDZyaLWqlZs3b7ZhwzrlwsOog7EtldOBQynhyudQQZ8twcu5IRkGSgFzwFJNnwUDzoBxYEIJDQhlOiZexnMB4ol9MPn2yqgLG+NjrmPLbWFLt9ToY4yrbH/ToZrpYEzzvowACGAAXoAUEPEgrwFcB5kK/swIuJ/DlCAAMEiv5C6QdxzzePL1dWHHdl4Ju5GbrQPoIHWgHATnLCziZNNmtRFCtWvX3LBxRWbmHUptxk2MNU3LItQEkIcO72r9RMMvpn22a8/m1994qXXbJhGXTs+a8y1CqGTJkitWzLl2PWrHztXv9Xmx22stQyqXRAjVqVt+5pxJ584fHz16sIqPjR730Ycfv1L3sQqjx32UeCcaALbv2KTO2spVszf8uCq4eKHSZQvPnPXlvXvJjJG/WF0g/D+Z8EdHfSCwddsWX69WLvfvz4UvBHl/l34fZKWKu0rChS2lA0DnL5itPnbzlg0P3e9/uwvXr2WS+W+DUkouJPUbN0j/WySAKqSdXz8cWH6qZ379MLB8zLeIBCYkF5xLYCC5FFwIClJIyf3nL3BOAt174CzdFzLK99C3hhSCKpNvgp3Fi+eHVHikadNmFyMu5X0qAynAA5AAPI45SRRnS2H4xcMBkK0cGooQGvjnQFbZC2CMTdO0bRsAMMZjx45FCFWvXn337l0AcObMiS5dny1a1FdWEiHUolX9bT9vvHEz9stpk4oVK4oQWrp0EQDcu5fQseOTCKGPP+oLwDMzU7p0eaFYsaDur7+UkBQbFnGiZaumnTp1jL4a0adv76JFi3Tu3MmwcgDkyJGDEUK1atW8FnspPTOp/8B3y5Qv8NzzrcIiTgLAufPHa9SshhAaP2Gk7bjOnjsy9YtRQ4b27flW15e7tj90ePuJX/a9/ubzjzet9uW0Mffu3QLgXJhSOsrxD1vG8cMHunbphBBq9HijqOhIxinBtm3pgrO82L1/QWACeKTM4VyXggLLcy6QFDgDzoEJYFIKyTk3LFvD2JLSA3ALm/vu3Jx75sj88BNhWrYJvkw4KaRNqEMpAzAcmuvRLcvJUwBLEACalPGOdd7MPYm9ZySLBkhRRcYCgyUfyEoAWwoXd9ySuwGuahkH4qJueV1ekLnAdBAmMABISU348qtxLVo1KF68eP/+H5tWLgDWzRzbUSm+SuNF9u77qf3TzT/u1/vbGVP6DXjv8y/H3kuN/3bGFwihwoULfdjn9dXfz/xs4qfvfvji2h/mjh7Xt26DWqFVKtV+rOK0b0Z+8eVnDRrUqxxa8cUubZ97oU3lyhWbt659+tw+ADh8ZFftOjUrV664ZMnsI0d3dur8RN36lfr0ffvYsUOWHVDs/9Ugyx8A2c1bfNC/YsUy//759/lTICskkUClVNF4AiCXLJ2nPvbHyqs55AAAIABJREFUjeseut//dpCFfED2QIw74PTE/X5P/IGH96dGPsSWHzQf/PY/fF7me/53O69uDJz7irYTQhYvXhgSUq5p02YRkT6QVT1wJLgkZABkgM9yX/OTfioZITz6SmiVUITQ4OF/ii5QPaCUYowVb6BpWs+ePRFCjRo1io6+AgBC8N17tpUpU0oNoyJFC/V6t3tCYhwAnD13vH37Ngih2bO/A4CEhOt16tRCCA0cOED1us9HbzZtXnvtuiWEebJz777Wo2vbtq1jYiNO/rK3Rcsmz3XqaFg5AHTy1KEKZG/ERVNGvvp6cnDxwq/1eP5y9BkAyMhIGvvZ4JDKxYeO/CQ1Lf7sucPHju/+4INexYKLtn2q0aIl0w8f3TFi1EftOzRauXKOx5sOwKT0CfyVpY2pez7t/wFCqEixIgNH9E9KjgcAwTC1TKEKg0uQ/gWBUnHkAJgAXP2EkoHgILgPYbkAAZxyx7IIpRZnXs68IFMFP5l2Z3Nc1P70hEuWO1cyCSAEp5wre3YC0hZcM23HIT5mVgAAYIB7jnMy9d6P8THfp93aTtwRwFMAlETovqHk7yoBqUuqg/SAyJA4nTi5kmdLnM0d0x8L3bN/S9VHyxQpUviVV7ucPnsUgAlpm7aLUF2BLOMmAElNS9y5e/OxE/suhJ08c+5o0t04zvHnn09ACJUuU2r+gq8PHNq87oeFR4/vyMxOTM+8dezk7iXLZn07Y8LhYz9nZidFXjw9f9G3u/dt3H9o6+y5Xy5dMTM5+ZqUMi3t9oYfV85fMCM6OjwrO3nHro1LV8xZu25ZVFSEP3X1f2Em+7sgu3jJAv/+962SVcbgb/Ukn7qA2Zw7/vkZA4C16xerj129Zjk8bPs7gGygyV//o2SbgeJeDzz8LZUlz/fwj5/nf+7M/7pXf/xQ5u86QF51IELI4sWLQkLKN2na7MLFKAZgq6AKE1lMZEvIBXABaACGP6GW+DmOS9FXlJhs+LChv/n1v931fO6Ctm336dMHIdS+ffvbt5WWEC5FhZULKYcQKhqMatWuOHho33upCQAQfzvm4096ly1XbP6C7wAgPv5a7Vq1EEIDBvQDAADn9Te6tmjV4OQve5jQ7qXe6Natc8tWLW7dvqIZaa92f/mp9u1yXPcA5NTPhyCEataoHnf9CgAsX7aocFDB515oc+7CIQDgnMTEXHiiXfOmzR/7bOKACZMHxd24OO6zMQih7j2ePXh4a2pqUmxsxOnTB1JSbnFhYuI1zGwuTAAOlANhkuILYae6d38FIVShUsj+w3sAAAR1PG7uOCBBCsm4tKUM1PXJ9FWrlSB5XqRL6aiUjosJjqmUkoH0UJJmG+mCJmH7hmUkCXpPMBcnWFAOXFkq2Jx5HRtLQZlQNoEMC8klAJhSxmvGwaTbq2IuLU2K2WxmnJcsVbFa8sEtIE/AIE3JNcmVfiGX4Vzu5BA709Q5wK3Em58O7KOu/Hnzv8XEAsBcWLbjcYhXpfYQqnNhSXBsx4OxholOmU+3P2H8OIRQsxb1Ii7+4nJlZWQmYewBcACYBMPjTU1Lj/dqGQAAIDKzE23HZTu5yalxqRnxLneKpmdj7DatbJcrlVJNSlvTs13u9IyMZI83Nx+5+b8Nslv8IDtj5tcYq5mJyA+y/zDjS8XTKLPzBU1h67Y1wSUQQmjx4nkBjuefbX8rkH2IxvPNSQMz08DDP3j+oQnWP9sCJgBK9g8+kF0SEhLSpGmzs5eidIAkxiK9nrDcnGu2lSalxz+HNfMJhNRojb58pWpoKEJozNChebHsf9ABn/mAGluU0r59+yKEXn755aysTLXPqTNHatSpVKfeo3Ufq1IptEzv97rHJ8QAQELitSHD+1atXmLJsu8A4Pbt63Xr1kEIDRykinfaL3R+vkHDOr+c2iukcS8l7s23Oj/dsUVC0hXM3D3f7tHh6ac0PR2ADB/ZFyFUs2aNxITrALBq5ZIiRQt1faX9xUsn1O9PqbfT888ihCqFlnzltfZ3716dOXM6Quip9q2SU+LyHY0DYFHmNu0sLkyQDBwqdYtZBgDs3Lvz8RZNEEI93njt/IUzACCwLQgBKQUTNmGGELkAyQA3AeJB5oLkEvy2BDIAr35CSAITUggJYAue7Zge6avZ8pukPgGhORaVEgAY4xhTRoQUEgBsKdMcHOV2Hc1M3+/OPEH0q1IoXcUDCyF5PyQ4gmEpGIAtuM6wLYXFWK5jZeme6XNnVH20CkIF3nq72/W4KAAgVJfSZsykzPBlTgqLC1uCw7hJmUGZoWowU+Z8+unHCKEmzWoePbbb70tLhXRMKxcTtdinKnkVY129RKkhwZHgWJbL7U017Rw/C6eS4Hwf4jch/Et1sjI/yIqAegPgp582FSyIEELjPhuZkZHqf0tgGssEp/8YZPGDILtn76aKocUQQjNnfavyUR+i/V8H2d+kdPmfe/4PKM1/QbsfZAUAEEIXL14aUr5Ck2bNTkVFZQKcN7RNCTd+Sog7p7lTQOoAupBeIQ3pA9nAfeDqJR/Ijhs81Pfsr8nhBzvg8wxVTpoY4/feew8h9PTTT9++HS+l4Jz+uHl5/UYh4yb0f/udngih51984sbNKAC4cSOqX//eFSsHz5k3DQBu376mQHbAoE8AgHH9pS6dH3208g8/LiLElZIa93bvzi+81CrxbrRmpXfv0a1Dh/Zuzz0Jnv5DeiGEqlarGhl5ChNr/oLvihYt0vmldlGXfwGgXBgOzhk09KPg4kVLlw3+YtpIt+fe3LnfFCyESpQstnrtwrgbVy9Hnzp6fFt8wiUH5xDmckiOkBYIChYG3QRGACDbkzN94XeoKEIIvdnztZs3o6U/f5czblLqFSIDIFaIo455WMtNxLaAfFzcAxuXgnFFajPBOUiTOPHJd46eP/3zsQMHzpw4ceH0+YhzYeFnDx89vGPvzguRYaZj+VCYUtvC0p+jSwBMgByAFIBEgESAVAAD/HYH/tN334wLgHNOGZWcSyGp4JRzLnz9/WHr5mYtWyCEGjZ87PyFXwCAc9Mwc7gwFVEvpO3PU6dC2Jbt1s0c3czBRAOgXj1rytSJ9es/9nKXZ3/66Qe3O0sF06Ukuu7yajmM21w4ANSyNK83hzLbwTr2FVgSAAxTzbRzCPUQ7hXSVKS2BAcTHRPrfwVkhZrA+qUF/sDX1s2FCyOE0Acf9Lpy5aL/3uWDYy4IZ0T8o4yvX4PswUM/16pToUABNO3rzy3b9XD9/r8OspCP0/qntn/BOf8H3fodkK2gQPby5QyA05p73c2YDbdiz2nuTJUfRIRGuMml7beCVj2NvuSjC0YNGeobwH+C7RBCKF9tACCEjBkzpkCBArVq1drw47o7d29eijo7auynTz/b6NjJXZ9/MQUh1PqJ+rGxEQAQcfGXt995JahIwfHjRwFAfHxszZo1EEL9+n8EIL16RueXnkMI9f2kW25uUsy1c+2eavZEu5bxCZeu3TjfvkPrJk0bRl0+JcAze9744qWCSpYJnvL5yOs3wmbM/BwhVKR4gV27fwTgtpPFhDss4uhL3dq3btvgYtQJIfnP279v2aZWcCkUUrn4s52a93rvpRGjPzx5ardXT/Hq99zeZM51AA42AQODslkA+Uv46Ufr10AIFS8TNHhIn+SEOPXrCyEdKTwAyQAnHXNJ8s0FcVcuuXP9nM6viFHfBFNKKR3bxtgGEDm5WctWLmr3VOuQkPIVKoSEVq5QvXrF6tUrly9fvly5RwYOHODxuPLeJiVIUAWNqMiLuWkALgCXAEfcFxkV+fLeBCj3U8wcLClXTguOYQrKAODWnaQOHZ8pULBAtWqVv/pmksuVBgAYa5qehakmpSOETZnBhSnBUabdQthqkxJL6Xi8WdFXL+3Zs2PX7u0JCTc13W2aupI3cU4sW7dsXSGX4xi67nZwQJLF/XFmwpiOsYtyTYKlvoIwHVODMkdI8heDrFDYKoGJPBtyCQDbft5SuHBBhFCn5589dGif/25FFCgzjtmfANn7OVkKAEeP7WrY6NGChdDUqRO8WtbD9ftvALK/Iqfu2/7U+/8ykP3jvv3hJv022JxJziQAEMwWL1oeUr5ik2YtzkZd9gJcw/bhtJTDaSkxpqlJEBw4lpRIKnwGXQENWlS0rzLCsFFD7+vb73Xcr5NV/tkAQCmdNWtWmTJlypcvN2zYoBWrFowY9fGn/d86cnS7YXqnTp2EECr7SMlz544BQPTV8z1efxEhNGz4IAB58+ZVJSAbO64/AHi86R2ffRoh9FLXJilpsVdiTrdr3+TxZnWOHPt51971LdvUatys6v6Dmxlz302OGzn2oyLFUYUqpXbt3bBxy2JUECGE1q9fAQCcawAmZcbyVd+NGvtReuYtAJGVnbr2hzkNH6+kKLannml25Pi2zKy7hLowzSEkV0oLJAMigPgErTox7+npmw9ufaxxfYRQvfqPrl48Jzk+TjICAMq39zbAbtP11a0rX8WEn3dns18PiPznjnPHMGzTUF6OGNsXzpzo9+5blYoUCkLqCHwtOKjQ55PG+2qzKWIXAARICtwBhkFyX61cIQATsAxBHRGICMh8yhifp5kQ3MLCJsAkECl12871AkDczZs9e/cOCgoqVTp4xKiByfduUqZ7tRzLchGiW7bbNHMx0ZTjEiaaZbkcx8N9hvG+XA9KLUpt09TcHhelxHFsr9dlWYZCHyEY4z7RvuNYmubFvvqvypZFpwxLoFyaQuhSWowblu0yrBzMNCEpdkxdd/E8N8tfXUr/0yZ99vCCKA1sfpD9ecdPRYsWQgg1frzhuvWrpWRCKHchISVjDDOK/xhkATgXREosgUhfrj8cP7G3afM6QUUKTJ40zu3OeLh+/0eDbMBR9Pe2fwHIyvwgyxcvWh4SUqlJs5YXLl0mAC4pkzCOd5xUyh3hV5oJEH6rwwBjEBFzJbR2KEJo8NihfyadVgiBMWGMA4CKfem6Pn78+BIlStStW2fJ0oWHju75ft3iQ4d3AgjG8aFDez7/fNIXX05JTIoD4C5X6s/bf5g8edy+AzsAaG5u2oIFsydMHHvsxE4hCSHejT+umzJ1/MbNCzU9JTvn7pp1C+YumBYTe+FqzIW16+etXjsrNi6MMg8A3IqP/OrbUZ9NHH45+vzN+PCvvhkzdeqEq1cjGLcp83JuAIg7d2PDI49aVpaKCXn11E2bl02aMm78+DGbtqzhUnGFyvrRwLaLO5aSBlCMTdvINlwmUA6wbuv6Js2bIIRaN3984+rlhisbACiAGyAR4JDlXXDv5srU+CuWju9fod9315VSMkYsk9imwBZQH9DcvnRhxLtvVS0aVAyhYIQQQkHBRfsP/vTa1WgGgkvpOARjqsajDLhz5Qu7SgzckNKR6isDE2ju13gTdbKUXNfh0sCAKQAkJiQMGTJYwXr3Hq/EXrsCAJjqmp5NqQFAKDVMy02IrmZhhuny6tmYaFxYnPvnm9SQ97PKgnPbtkzTVIod6bNbMyilhGDTNBhjmqYZhsk5dxzHsk3KTOEbmJgQzTBzbMfDhQMgCLENw/O/AbKcSMkFsPwl/nbs+Ck4uBBCqEqVSvPmzRSCUOY42AAQUnI/yP4RJwt+nawAyn1lSeDkL/uat65btHiBiZNH5+am/qpLf6r9DUBWNen/K/M9/LPvfLgtH56KvHqCeQ/l7/fq9x7mez7wCZxLzn0z2UWLloaEVGzatHl45CW1TrRAegDcEmwJXAAR4Gb8roOv6foVjyfOMNIZEwDnY6Mr1w1FCA0dP0TmH8ESQOYVj5ESOBeMckoYxoQQKoSvl7quv9XzLYRQu3Zt79xNBIBAyMIwXYyrIpVE5tlJAQB1iKboPHUH4BJzYQlh+7+eSXAAmBAWobp/NwAAIS1MvT7FFWAAoMwwzBz/l3LCNAu7MNH89f4cLiwp8yerqj2Z7biFsACIEDYmXsvIZbal4hnEsbyGx8Am9ZV5lMu/X6bo4y6dX9iyYV1uViYAYIBsgFiKfzFckcRIl/5lpJAcgHLuECryKkpykAEynAHRXOlJYefP/bhq+YBerz32aOXg4sUKI1Q4qHDzF57ZE3nWAciUzC1lLqE6ZRLy3fcDcVmaF3BVvooMQAO4Zzu3NP2apkW7XMkYewFMAKooB5sC5gCQcOvmqGHDigcXQ4VQ8yda7dnjS6LHxPTbmzEAJgQW/vpXtqM7WGU8MM6xEJgL7GCDC/LApaWoZ/VXZQZ6PB6MsarhJoTIzc31eDxqZ+w4lNqBTGjGbEqtQGBZAlPGAn8dHScEp5RyxighjKvCZb6x+vPPmwsVQgihso8UnzZtgpCYcUKoDeCrTs0YE/z+6s6Q/1TlvSAk59zneXTqzP72HRuXKFtw4pThObl3H+64/jYg+/9vE75INWBMFi5cWL58+aZNmkSEKxsqoJQYlGpSGD6nGLhi4QPpOWuv31x6+crm2/ERpu4AnIm5Wrl2FYTQqAlDfInvnEtlacKBEMmYVN/l2NQ0HIKplJJSFjCHJQT36tULIdSoUcP4+BtSSvDV2+Aq44NQC2NTCOpPxAAAMC1NNzxCUEwsZcah/vejsKQMq/3V2k2lOQIAAHMcg1Lbv6wDw/Qqr0/1q1DmWLZOmaMqnnJBNN1NqQMgGccYW0p0yQX2eHMJtYUgDjb9LiRcCqEyRxRJx4AyyZgkuZ6sdetXNWpYp2DBgs2aPr5i+ZIcVy4AUOWkJYWHM0cIqX4TTAUXtu1oXo1zJhiWeY63zLG9OVl3I88fn/XVZx3aNKtercqzTzw26NNerVo2RQiVqlphwMIZx1xpsQBRgtwEcQ9kthCmspLNr+HOt4LiftFuroQkCUfTMtdfv7HsavT8yLDTOVkZABlSepgv0gVCJsXGDvygd7GCBRFCjV9udfzSGeqTBPjKGv7mls9D/ddP/hFM/Lqwa/6HUt2H8gJ1/9sBD8YYIZRzYZmWstQgRPEhsGvX1uIliyGEgkuiz8YP9Cd/5imIOAPOHpxl/WaH/cJHCcDPXTjwymtPlalQZPyUgTmu278xQ/8T7b8g+5c3lTgBABjjhQsXlitfvlmTJhfDwtRr3HEcB5tCaABKZhRBxJ4cfW1i8qpb8VtTUiId2wE4ffVq5UerIIRGjx6kdDMMY2ILSkBtwh8HE1wwxgOErJRAKcPY0TTvl9OmlixVvEKFkDXfr8zISPPLs9VwE5xTzqiUghBMiKPkB4Q4jDH//5hzBiq9QjBl8C0kB5AY27quUYqFDAxkIQSnFFOK/UkZlAsuBPd6PWo1mpOdxRgVggEIjJ3MzAzbtoTghDiEOLZtMcYYo4aumaZh6JplWZQR27YIdSh1LNsg1FasHONYNzy67gaQbk/2wkVzK1QojxCqUaP6wEGf3LuXpM4FYzQzM13XNfXjE8titsMJYZQAcIZNjnUACtK5dydu7ap57/Ts2rhRg9CQMs+2f3z61xMvnNmXlBj3wXu9EEIlmzccumHllsyEHVr6Li39grBvAL/lmCmazpT7gZ+MkPnkYcpYJotBggMJAk5pxvqk5EU3ri2/df207k0GyATQ/agWF3WlR6dO1coEI4Qatmq0N/KQDVz4mIb/xCalVJivrJAZI6alVjkQEXnyuRfaFg0uVLAQGj3mIynVYisPZFXSyf2gej/I5l+Y+iH4fNj+7q8/WapCkXFTPs123fgvyP5N2x+CrJQOYTZxmDQA3ABpANclnLXoEbd51Gues/EtITjAmavRlatVQQiNGDZA+VBzShgVXKUsCR8vQSkX+S5AVV/Ldixd91iWce361TVrVixbtvjc+dMeT24+kL3voiXEIcSWktu26Xc4FADSNHWPJxdjW0rBmPLdUOjJMLEtyzAMr657MLEBQAim6V7LNmzb9GpulVismq57MLYJcQxDEyqPGQTnTNM8mNiq8C2AUOFgIZhtmxjblmUog1pKHccxHWISYjOGMbEIcTgnjmNgx+finJGZNm/+7Bo1qiOEgoOLvPveO7Gx0QAAknk9OZbhtQ3D1L0U25LRfOQAGJ6M08f3fjFxRLcuL9avE/r4Y6Fvvt7tiy8mHDn8s9flQ+o+fT9ECJVp13rwmmWrYiPWJkZvS799mTvJIFIJzrVtzn0hLWWdyO+f0VKAdIdf97JELqMwPebRT+hamG3eEDwNwOvvyZlfTr3V7ZXCCCGEnnu2/a6DuwlgCtwBIh7qUv//rxHieLVsQjUA7nInz1/4daXQ8gihYSPeUyDLRV4JSCEeDmT3devxRPHyQWMmfZyde/2/IPs3bX8IsgCYS4tRLLEE04+zN7m4TsRNDrcB0gAA4JwfZIcNG+hLB8sHDaoRwkzTUcEuABCSE+oQZjvYtGxN1U/2Nw4gVFEDISllDqE241hV9eAcM4Ydx7RtAxOTUIsyW0rq2IbX67IdXQjCucN9FeoF5z6rQNsxvN5c0/IKQYUgHm8uJhYhlsudQ6kdGxu9a9f2CxdO6Ybb753IwadPtNTH+id8TAoKwDgnDjaIT4ApKLMJsaRkyoRJXQYE236FZuCaAQBwubMXL17Upk1rFS/q+9EHkRcj/KeEW16PpXvyX1jxN2O2/Lhu8oRxLz7Xrk71cvUfq/P6a11WLZudfCfWPyEyABwhnAVLFnXt3mPIt9M3nDl17E788bQ74Z7sVCGMgKGEin1J4DLPxpGDn0AH8FJx16BJhN/A9CZhyQCpAOkAbiWtte1TJ093e6kLQqgwQu1atlL2uxRMixtMUPkfDLJCSMa4mupTijUth1AVM2CRUWcaNHgMITRgcC8pbUVJBU7xw4HsubB9Xbs/EVw2aNT4jzKzr/0XZP+m7bdB9kI4AIAEwFJanGPJhc9yVPP7Q+cCZAMoAXSYH2SHjxisQkMqTTDgZyglKMMtfxqPaj7PCwAuwL6TfCMtIxHAxsRDqY6xjokOwLlwGLcZtx3H63cspo6jc+5QZpqWh1Ajf44cZSZjpryvkIHv6wAopSZj1gPDWQhn/IRhxYsX6dL1uZQUNSWUKlzDBdH0XJc70+/HIAEoIaaUGGPdsjz+TCvhYM2r5SjT4cCvK4EJQX2bpP66pMxxTCH4sWOHGzSorXC20/PPXbwYZlmBvB0uhZORdifp1vUTR/b3+6hXg7o1a9Ws0bz542NHDTiwd2tG+l3OCQCRzGDYI5guhcWo4dU86bmudE3PZdwlRaYQmVJ6JWAhWYAplT761faXBeP+K5oLiYXUuEjHPJMJF0A2QJZi5G0rIjZ2w48bWzVvgRAKKlSodZ26Zw4ckFICtaV0CFN10v5D6QIAoIRrmkUIk1IyTmxH49xX0znxzrUmTRsjhD4d2FsIC4ATYvv8Cv4pkIW8V8+F7e3yapvgkoVHjO2TnhXzX5D9m7YHQLZ8+fJNmzSNDPPPqqjf05D7eDzqT1e0/CYGABAZHR1apQpCaMSY4Wo4YIo1Tdd1Q+XsAoDyjffrxpmU2LTclBoKpBziHjG674TJgxziEkJ3e1J1PUcJh4S0AGwpLUy8nJumlasb2UoYIKXDucmEwaVp2rmYeKW0Pd4M3ciS0ubc0vQsw8ohTHewx7JdQtp+ITf2apkebzoXBgBQqg0d/iFCqFatGlGXLwBQ23GbVo7Hm6HykTh3hLAzsu7k5KZSptnYI6QVKLJp264cV4qmZTJuCmljYlq2jomlom2YWLrhMUyvgw3T9JqmpsxGAYAxevzE4fYd2iKEChUq2KZNq+XLl7hcWQDck5saFXF64tj+T7RsVKd2raohJYcN7Hvs0J4rVyLS0+9QogVOoBTYNt2WN4djQ/pXoBZhSodhAuhC2kworjhw2fpe8hcZ84EsB8fGuulYTFhCYn/1MDUtP3DiaOeuL1erVq1EwQKVihXp3bXrqT27OSEAIBkGQaUvfP+fDLLM7dYNw2ZULWgcAIdznVDv+bBj9RvU+5+AbEDbHnj13AUfyA4d9X5qRvR/QfZv2n4FsuWaNGkWER7pe5nfZ6EPfpGJ8OWwcywFKIOYKlUQQsMnjFbvw4x4vB6Px8MYA18JQPUR1OXOPHho18jRA99889V586ffir+SfC9+z/5NT3aoXb9xmRWrZppGhkL3nNy7mzavHDq8b/+BH+ze94NhZezYuf7jfr0+HfDe5i0rPN40ACHBTEqOWb12/srVc6Z9M27cxCGXLp+R0gAA3cg4cWrv9p3rv5s9YfTYvmt/WJiScgMAJBh79/3Uu3fP1994deSogYeP7tSMtK+/HVWwEKpcueI30yeN/WzoW2+9Pn/R55lZCVzYAMC4sXvPxrGf9ZswafDhY9ttR4m9LN3MvBB+9LNJg6Z+OTI2NhwANCPr8y8mv/nm6+t/WJ2VnQEAjFEHm5hYjDmEWITaQlDbNlQJcQD45ZcTEyd+1vjxRgih+vXrvfPOW598+lGvd3o+1/Hpio8Urlez3KCBH69cNi8h/nq+UImU1KSOzqgNwBnDxDEl9yEsI9w0HaVuJ6pKo5DUpNykgUQDVY1YA9BV8p5fckAcbNu2X0/ka9nZmQvnzG7/zNMIoSCEXurw1HcTx184cgiUfp4HdCSOZA/KsP6jGufCMLCuWwQr1QoBIIR44hMuz5n3VaXKFRBC/R+WLhAPgqw8d2Hvy6+0Llay8ODh795LvfxfkP2btt8E2bDwSwEkFQLy4k95MhgJQjCCGaMAcMUPssOmjFcfSyV3iIOx7fOKFw4XBIBpWtb+A1sHDfnguReeaNuu2dMdW343e2J45NF5C79o0apWzTqlp88c 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Definition
- Experimental design did not take into account concentrations of starting molecules (hydrogen)
- earth's surface was hostile! temp fluctuations UV radiation, storms...
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Term
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Definition
Prebiotic synthesis/ assembly of nucleic acids |
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Term
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Definition
self-replicating RNA molecules were precursors to all current life on earth
- RNA as genetic storage with RNA-catalysed metabolic machinery
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Term
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Definition
DNA as genetic storage with protein catalysts |
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Term
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Definition
Last Universal common ancestor ~ 4.3 billion years ago
- needed a membrane for energy conservation
- Membrane encloses genetic material and biochemical machinery
- replication and division are extremely important to life
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Term
Earliest organism metabolism and diversification |
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Definition
- anaerobic
- CO2
- heat-stable
- H2 as energy source
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Term
Great extinction event - how we know when oxygen came about |
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Definition
evidence from the rock formations (fe2 -> fe3) |
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Term
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Definition
Hypothesis 1:
- nucleus came first
- mitochondria second
- chloroplast third
mitochondrion was bacterial cell that was efficient at using ocygen for energy use
chloroplast was bacterial cell that was capable of carrying out photosynthesis
Caveat: if this were true, why do bacteria and eukaryotes have similar membrame lipids, that are dissimilar to archaea
Hypothesis 2
- Mitochondria came first
- Nucleus second
- chloroplast third
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Term
how do we measure evolutionaty relationships for microorganisms? |
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Definition
comapre small subunit rRNA geme sequences
- useful for infering phylogenetic relationships because:
- all organisms have them
- they all preform the same function
- sequences change slowly over time
- adequate length for determining deep phylogenetic relationships
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Term
Why was oxygen a good thing for life? |
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Definition
- great electron acceptor
- allows cells to become large and grow faster
- faster growing = more natural selection
- lead to the evolution of eukaryotes
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Term
Why was oxygen a bad thing for life? |
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Definition
- toxic to organisms that can't tolerate ot
- first great extinction event
- bacteria and acrchaea that couldn't adapt had to find new anoxic habitats
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Term
How do we define species? |
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Definition
a group of living organims consisting of similar individuals capable of exchanging genes or interbreeding
For Prokaryotes:
- 70% similarity in genomic DNA sequence or 97% similarity in 16S ribosomal RNA
- 16S rRNA methods fail for distinguishing very closely related taxa
- genomes contain more than one copy of the 16S gene and different copies can actually differ in sequences
12,391 described species (underestimate)
New ways of classification:
- Phylogenetic probes (complementry nucleic acids)
- Microbial comminity analysis (PCR based)
- Ribotyping (DNA fingerprint, clinical applications)
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Term
why does microbial diversification exist? |
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Definition
- rapid division allows for faster mutation rate
- more mutations allow for selective adaptations
Small genotypic differences can result in large phenotypic differences
- Makes it especially hard to assign species
- made even more difficult through horizontal gene transfer
- tree of life is more life a web of lies
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Term
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Definition
- common among even distantly related bacteria
- imprtant for genetic diversity and aquisition of new traits
- can complicate inference of phylogenetic relationships
- entire chromosomes are not horizontally transfered (plasmids and sections are, about 10,000 base pairs long)
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Term
Gene transfer - transformation |
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Definition
- free DNA taken up by competent cells
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Term
Discovery of transformation |
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Definition
Frederick Griffith and Oswald Avery used pneumoniae with capsules on rats
Live S cell kills while Heat killed S cells and Live R cells do not
Live R with heat killed S kills due to transformation |
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Term
Recombination proteins and enzymes |
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Definition
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Term
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Definition
- membrane associated DNA-binding proteins
- cell wall autolysins
- nucleases
- can be regulated by quorum sensing
- can be induced
- treatment with calcium ions and cold shock
- electroporation
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Term
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Definition
DNA transfer mediated by bacteriophage
- Random bacterial transferred in place of viral genome
- specific bacterial DNA transferred with viral genome
Both cases render viral DNA non infective
occurs in lots of bacteria and archaea |
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Term
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Definition
occurs only during lytic infection
host DNA gets packaged in place of viral DNA
small portion of total phage released |
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Term
Lytic versus Lysogenic pathways |
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Definition
Lytic destroys the host cell after infection (typical)
Lysogenic incorporates Viral DNA into host DNA |
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Term
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Definition
plasmids that can integrate into the plasmid |
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Term
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Definition
removal of plasmid by inhibiting replication |
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Term
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Definition
- ability of pathogen to attach and colonize specific tissues
- production of toxins, enzymes, and other molecules that damage the host
- some are plasmid encoded
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Term
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Definition
proteins produced by bacteria to inhibit growth of their competitors
usually carried on plasmids |
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Term
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Definition
- direct transfer of DNA from cell to cell
- encoded on F plasmids
- donor cells contains F plasmid recipient does not
- contains genes coding for pili
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Term
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Definition
- pilus pulls the cells close
- tral nicks the f plasmid and sends it over to the recipient
- DNA polymerase and normal lagging strand synthesis does the rest
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Term
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Definition
- cells that are diploi for any chromosomal segment
- one copy on chromosome
- other copy on plasmid or phage
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Term
bacterial genes contain only ___ons |
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Definition
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Term
What is the direct cause for catabolite repression? |
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Definition
a cellular deficiency of cyclic AMP |
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Term
What is the order of events during stringent response? |
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Definition
- Amino acid starvation occurs
- Pool of uncharged tRNAs increases relattive to pool of charged tRNAs
- uncharged tRNA is inserted into ribosome
- ppGpp synthesized by RelA
- ppGpp shuts down most DNA and cell division, increases amino acid biosynthesis
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Term
Methylation of MCP by CheR does what? |
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Definition
Increases sensitivity to repellants |
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Term
demthylation of MCP by CheB-P does what? |
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Definition
increases senitivity to attractants |
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Term
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Definition
allows for homoglous recombination |
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