Class 10th Science Lab Manual CBSE Solution
Lab Experiment 3Viva Questions- What is the basic principle involved in this experiment?
- Why is there is a difference in reactivity of different metals?
- Which reaction is used to determine the relative reactivities of metals? Define the type…
- Name the most reactive the least reactive metal.
- Which is more reactive Zinc or copper? How do you know that?
- What does the reactivity series of metals indicate? And why it is needed.…
- What will happen when an iron nail is dipped in a copper sulphate solution?…
- Why are gold and silver used for ornaments?
- Can we store ZnSO4 solution in Al vessel?
- Describe the colors of the following solutions: (i) Copper Sulphate (ii) Ferrous Sulphate…
- Describe the colors of the following metals: (i) Zinc (Zn) (ii) Iron (Fe) (iii) Copper…
- Arrange the following metals in decreasing order of reactivity. Zn, Cu, Fe, Al…
- What materials will you use for comparing the reactivities of Aluminium and Iron? Give a…
- What is a salt? Give names of salts that you use in day-to-day life.…
- Why is salt used in determining the reactivities of metals?
- What will happen if a less reactive metal reatcs with a salt of higher reactive metal?…
- Why do we need to clean the metals with sandpaper prior to the experiment?…
- Complete the following reactions- i. Cu + Al2(SO4)3 ⇒ ii. Cu + CuSO4 ⇒ iii. Zn + FeSO4⇒…
- Can Copper displace hydrogen from acids water?
- Complete the reaction give reason: Zn + H2O →
- What is the basic principle involved in this experiment?
- Why is there is a difference in reactivity of different metals?
- Which reaction is used to determine the relative reactivities of metals? Define the type…
- Name the most reactive the least reactive metal.
- Which is more reactive Zinc or copper? How do you know that?
- What does the reactivity series of metals indicate? And why it is needed.…
- What will happen when an iron nail is dipped in a copper sulphate solution?…
- Why are gold and silver used for ornaments?
- Can we store ZnSO4 solution in Al vessel?
- Describe the colors of the following solutions: (i) Copper Sulphate (ii) Ferrous Sulphate…
- Describe the colors of the following metals: (i) Zinc (Zn) (ii) Iron (Fe) (iii) Copper…
- Arrange the following metals in decreasing order of reactivity. Zn, Cu, Fe, Al…
- What materials will you use for comparing the reactivities of Aluminium and Iron? Give a…
- What is a salt? Give names of salts that you use in day-to-day life.…
- Why is salt used in determining the reactivities of metals?
- What will happen if a less reactive metal reatcs with a salt of higher reactive metal?…
- Why do we need to clean the metals with sandpaper prior to the experiment?…
- Complete the following reactions- i. Cu + Al2(SO4)3 ⇒ ii. Cu + CuSO4 ⇒ iii. Zn + FeSO4⇒…
- Can Copper displace hydrogen from acids water?
- Complete the reaction give reason: Zn + H2O →
Lab Experiment 3
Question 1.AIM
(i) To observe the action of Zn, Fe, Cu and Al metals on the following salt solutions :
(a) ZnSO4(aq.)
(b) FeSO4(aq.)
(c) CuSO4(aq.)
(d) Al2(SO4)3(aq.)
(ii) To arrange Zn, Fe, Cu and Al (metals) in the decreasing order of reactivity based on the above result.
Answer:MATERIALS REQUIRED
Apparatus: Test tubes, test stand,
Chemical Compounds: Metals-Zn granules, Fe filings, Cu turnings, Al foil and aqueous solutions of zinc sulphate, ferrous sulphate, copper sulphate, and aluminium sulphate.
THEORY
Metals are elements which are good conductors of heat and electricity. Most metals lose electrons in chemical reactions to become electropositive. The alkali metal comprises group 1 of the periodic table.
1. The metals have been arranged in the decreasing order of reactivity in a series. This series is known as the reactivity or activity series.
2. The reactivity series of metals is used for predicting the products of displacement reactions and the reactivity of metals in other reactions. Potassium is the most reactive metal, while platinum is the least reactive.
3. A more reactive metal can displace less reactive metals from its salt solution or compounds If metal C displaces metal B from its salt solution, but metal A displaces metal C from its salt solution it follows that the increasing order of reactivity is :
B < C < A.
4. Displacement reactions are prevalent in metals due to the relative strength of metal to displace other metals from their salt solution. In a displacement reaction, a more reactive metal can displace a less reactive metal from its salt solution. The reaction is often known as metal displacement reaction.
When zinc granules are immersed in the copper sulphate solution, the initial colour of copper sulphate from blue starts get changed to colourless with reddish brown particles of pure copper settle at the bottom of the test tube. This chemical change for the following reaction :
![](data:image/png;base64,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)
Some other displacement reactions using zinc and iron are as follows :
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Colour of solutions and metals
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)
PROCEDURE
1. Take four clean, dry test tubes and label them as 'A', 'B', 'C' and 'D'.
2. Pour 10 ml of the given aqueous solution into their respective test tubes.
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)
3. Add a small piece of Aluminum foil to each of these test tubes.
4. Observe the changes and record your observations.
5. Repeat the above steps using :
(a) Copper turnings with ZnSO4, FeSO4, CuSO4, and Al2(SO4)3 solutions.
(b) Iron filings with ZnSO4, FeSO4, CuSO4, and Al2(SO4)3 solutions.
(c) Zinc granules with ZnSO4, FeSO4, CuSO4, and Al2(SO4)3 solutions.
6. Record your observations in the following table :
OBSERVATIONS :
1. When aluminium foil (Al) is added to all the 4 test tubes:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAewAAANlCAYAAAC+CspZAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4XuydCbx11fz/QxSlUaZKV6Wi0TyFpzQhKkIJPRLlp4GUof7pSiqEkDEUSlEpKUJ0m0NSFJXoaEaRFBn7f973Wd9az2qfc/adzt373M/39fqcvdbaa6/9XZ+19vquYZ+1F1nEYgbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMANmwAyYATNgBsyAGTADZsAMmAEzYAbMgBkwA2bADJgBM2AGzIAZMAM5Aw9oCB33NEQPq2EGzIAZMANmwAz0YMAGuwc5M3TKnM8QsU7WDLScAbcNzSzAex7YTL2slRkwA2bADJgBM5AzYIPt+mAGzIAZMANmoAUM2GC3oJCsohkwA2bADJgBG2zXATNgBsyAGTADLWDABrsFhWQVzYAZMANmwAzYYLsOmAEzYAbMgBloAQM22C0oJKtoBsyAGTADZsAG23XADJgBM2AGzEALGLDBbkEhWUUzYAbMgBkwAzbYrgNmwAyYATNgBlrAgA12CwrJKpoBM2AGzIAZsMF2HTADZsAMmAEz0AIGbLBbUEhW0QyYATNgBsyADbbrgBkwA2bADJiBFjBgg92CQrKKZsAMmAEzYAZssF0HzIAZMANmwAy0gAEb7BYUklU0A2bADJgBM2CD7TpgBsyAGTADZqAFDNhgt6CQrKIZMANmwAyYARts1wEzYAbMgBkwAy1gwAa7BYVkFc2AGTADZsAM2GC7DpgBM2AGzIAZaAEDNtgtKCSraAbMgBkwA2bABtt1wAyYATNgBsxACxiwwW5BIVlFM2AGzIAZMAM22K4DZsAMmAEzYAZawIANdgsKySqaATNgBsyAGbDBdh0wA2bADJgBM9ACBmywW1BIVtEMmAEzYAbMgA2264AZMANmwAyYgRYwYIPdgkKyimbADJgBM2AGbLBdB8yAGTADZsAMtIABG+wWFJJVNANmwAyYATNgg+06YAbMgBkwA2agBQzYYLegkKyiGTADZsAMmAEbbNcBM2AGzIAZMAMtYMAGuwWFZBXNgBkwA2bADMx1g32KqsA9GTZxlZgyA9cUnD56yim2N4GXSvU/C6cJD2pvNqy5GZhxBtbQHU4W/iDcIdwsHDHjd/UNJsUARrOOPFmRThI6wj+FW4RLhM8ILxcmI6O6KIx2brBJj3Ngmckk3PBr6nJONuD9iwLG+O/CXcLVwueFdYVSTlRAcDrMBns55XM0YeuSBPnPyHhYv+K8g8xAExno1zZsmNXrfMBz3iQz82BdFx39n8iNfwdhsulNUo3GX9avXAaWgTqKYEz/LVwmYEAWEx4lvFG4U+gIk5FRXVRlsI/Jwkcmk3DDr6nDOVl4t/DfxMV+OtJ5wVAdmMIokz2EXOaKwV49cQCXRxcc4H1rOn+ljg+rOO8gM9BEBuq2DWem+k182ufJCp3+aIMPS4lgtB8/2QSH9Lq65TLj2a+jyFgq1N0qtHmLwjoV4XWCRlO6ZaWzwV5kke0ybo6vIPPb6fz/dHxJdt4G+z4y6FQ+pII7B5mBpjJQpz1G9+ky2POUVhjsg5pKSgP0qlsuM65qHUVuTIV6qo6LFxotIf8LsrBHyn2U8BvhJuFu4bfCxwVGh7mMyhOVJXqJjIgiLD9WdRaK5FrjrcN5vh69ZUXOcoN+aXY+N9jbKvyXAksYpLdXkc5T5Gfq+DaBqXaWOS4SDi3icf+zhTsEZlR+Lrw+i0PZ5WV1nvybCpcL/xH+UZzP888949pnyf064RzheoH7/UU4S3iZEJLnPb/vrSlCv/cj0P1C4W8C+blC2F9g5ijkdjnytOHqfIG8/E54831R7TID08ZAnbaBm1UZ7A0UXj6Hr1LYVQL1liXM52Sa/r8iflz72RSHdz9oM2hDeE7+Knxf4DkNwcjn98T/diFsxhdSRNp+bEBHYGmP9fIvCyum8xzK5xbdGazQDhD/E0LZAV9TYV8TaEdo53g20REdHiCE9GvDsqiVzrrlUnnxdAbWUeRi3TAKhcb9aGFHYZUKRag0NHbrpHMr6PhTgetpJHMSR1M45/Jpnbk+wqYS5g/B4+QvZe0izmNThNxgsya1vXBcFpeHFHm48McU/i4deQkSg8UDR/mF7CxH6PIMubnPn1IYDwXyGGF+CiMunQOMNQ87L7Pg5/2HSAfdQ+jw8XIY9QThoeW9iHgw58vNdcwkvIgISVZP4Zw7OgsP52h2Pq9bh6dw8riWsLRwaQqjoxD3pVGiYxI6oz8zGSdkYSwPWczAdDJAfasjVQabZ2lDIeosHdhPCzw3v0rhN+v40OwG87L4PPu5RDt8nQKXF+iEk/bdQhhtngE6+HFPniWeo90FDD0Gm7Ym7v8tuZly515c0xGWEZAnCl8S8rReKT+d6Qh724Ko47+0I3QiOAcf6Ejah6WwRXVE6rRhKWrXQ91y6ZrAdJ2oo0ie4SAujhdIkadlytDor1woh0GI+HkjN5qF541qVBSuGSnSGgZvP843y3gh7pIVmcZI5mXx7BQnN9j0KpHFhRjl0ltlTfd5Qlz/fwuijf9isI5Kfq7DmBKPWZKQr6cwRqg8jCG5PvGi17I6eazACDnOfzC7hhE10/sh9LjzBoVweuRcy8MesnoKI/zoLDyco9n5qFsbZGH03EPoeIRuu2ThY1l41PG8Qdw3i2unGZgOBqiHdaTKYMd1UZeZncKAIf9PiPB8lD0vC8eIhjwzC/9iFs5Il3TGsrB5WVw6BLQbyEbCPkLe/vO8Ixjn0Gc0hXHAHeF7p3AGE4yeCWf0HHJaCiM8H/XThtFmLCpMtA27L/WFXfe06W9d9JJeIZwvlBUKQ0GPKkaBEEtBXSgwgsOfV4Sq0aKiWGaAgV+nNOkR/z65MbAYU0bJIZ+SgyUMjjzMb0gnMFIYXITeekhcS0cCw19KRwGXpUAaDd46/a4Q171W7virFdPTX0lxOfCQfVK4RuChQ/cw4FOtOy/K7nNDF/eLs/DceVXyMDIPyafzulzmYDMwawwwPcyLqchE6y2j6ZCqZ5/nPu+sR9wz5OCZRc4SPixUpZW3P/2eOWbXGBwg8czRfkRHnPBo63D/S3iE8B9hsm0Y6SwkbTLYKP5NgdHFowSM95ECozWEBpVGGZkvsDZBj4eRFI06vayQ6PFlQXYWDIRxjWDWf0opw8priH9XdhHGL4RrrxQOEaIDtrrcjLR5yJjGfoBApQ95uhw8iODNwn8THn9flHtdrCeVQsNxXApkWp2HjYePGZdTUzi94e8J/PuA9NcSCGPaC5lq3XlkSocDHcmQ3B1T89npcSczFKVEp6MMt98MNIGBqjqLXnXqbf7sv0PXxLO/ptw8m7Qbq1RksurZz9Niloy06DBHG1KVDklX6R+6Y1eYzQ3J2zfCwj/ZNixLeoGzTQb7LVI5pjjpGWG8abSZYoweXPR8tk85pZdzeHY+BftQgwFGc/SOQ9atuGadLOwXct9UESev0LmxY5obYUqXUSvrTd8R6MkiWwvzhNuSnwPruRhPwJQTI2HAqLwUHsQqyUfSjKwZaZ8khMHEeNMgIF8Vrkvu6Trkvfqcm9ydjyam675Oxwy0jYH82f+4lI9nn3Yknv3LKzJV9eznaTHYi7QiHQaBE5U7dUHe0WaZr0om24bdL602GexXS/t33i8HiyxyrcKiJ4MboeeDRO8J91IprO4BYx8CT4zg5wsU8FyR92YZjdmLPO+vyTz7dyFlpSw8OlRUdKarmSrCWNLTPUJ4iUBPOoSR5s+EmEWhF5z3zPFfKOSj1vuurnaR3hXp1DY6MpLOjXjUHaJEHeCeVQ9jWUe45tkC+eomTMuHrJy5c57ouFjMwFxngJm2kNUKMnh2T5gAQb3Ser/Sec8E0oqo2JcfZtexJh7CDN7NAm3UtLVhbTLYEIGB+ISwhsCIBFI+KiwtdIQvCQjr3AhGloKlMcyNSzrd88D6ZQgNK2viBwusScwVOVYZxRDfIzBrQaXmbcplhVGBl7iotHsJMaUs50Kym3xc8yaB6xCWKehk0culfHYSqIt0hp4gIEylnysQLzoDy8vNvTCglDmzJzcKvKcwEQkDTf3gvlFfSONSITqA5A/d9xSqOmrMKERc6ghpUR+fInQTZgnonCCbC+T34cLrUhi6RD1OQT6YgTnJwHnKNTOpyBbCvOReXUfakLOTv86BZy5mDFl2w5Aimwm0UT9I/oke3qULYkDxPrlpl2jX0O9igWXCmWjDJqrntMbHIPQTRi30hCjE6wTWIFhf+LXwESEfZUHa14W/Cky9flngWu4TOEjuU4owzu0tIBiXMwReNAC/FBgBDovU4TzyCvdHC1R4OAd0aL4gxDKFnONCeM7z7vL/VmA0yhGDGzIiB+XE9DtTxVRsjqcJzxBy2VYejNmdAmX6K+FAgYcD2UDI7xvuTdL5/EBHj44GcQ6oOE8n4mqB6S7KnXvfnuJHumHA5yv8WoGOHJ2Hrwl0JnvVLZ0ef6nuIiHqF/UYXSI/xCnvyb0pizKfpGMxA9PFAPWrl2yok2UdxE/bXPUcUj8xiuU1hyrsbRXhxGOQhTxYYKDA887zyKj1J8J8IaRbGmUnGxvxGeF6gfaoI3xHID8hVc8tnQWWqUr941llAHmMgG7RNjKwLGd1+7Vh9yrRxdGvXLpcNv3BjVFk+rPW2BTNeWOLxoqZgVllwG3DrNLf9eat+ltX11z4hBkwA2bADJiBYWeANTeLGTADZsAMmAEz0HAGbLAbXkBWzwyYATNgBswADNhgux6YATNgBsyAGWgBAzbYLSgkq2gGzIAZMANmwAbbdcAMmAEzYAbMQAsYmKsGu/x/a/l/vekqupcqIf4zzP+K2ezDYgbMgBkwA2ag1QzMxv/+xsRY/BF+sgZ7OaUxmrB1RQmw8Urco9xgpCL6QINmg/OBZtA3MwNmYFIMuG2YFG0zflFjymU2FBkTvVM12KtnaRxdUVxvTef5KlXVXtQVlwwsaDY4H1jmfCMzYAYmzYDbhklTN6MXeuOUGaV3wVekHq17rCew7abFDJgBM2AGzECrGajTo+ODCkwx3ybwYYhbBPaoZT/aXJ4jz7cF9n7FSLL5+ueE+FJUxB2Toxxhl/tgY2zZ0zbicTwxJbBdER5xuC9S7km7SQqPA592vFBgL2n2x+YLUnzkgn2oQ8q1djhgP232q2Vf7zdncSfqrMP5RNN0fDNgBtrPgNuGZpZhY8qlnyJ8zYgvMhHvXQIvy2HYDhIwaiGvkIOPMBDv1QIbx38++THwq0REHcdSOHHzNWwMMmEAg41wjLAw2IT3mxIfza7LDfbhKRzd1xL4WMmlKewcHR8iIM8S+LpT3PskufkACZ+Vi7Anj8ecuHC9xQyYATNQMuC2oWSkGf7GlEs/RZ4nvsJA8Wm0EAzbUcmD+w8pHsY5BIMW1x6XhY9l4YM02Btk9z0+0+ftWfguXfTkS01I/rWcfbO4E3H243wiaTmuGTADw8OA24ZmlmVr1rD55GLIp+T4jcCR6W8+U4g8VeDzacgN6Vi6X5yFz5bzRV10y3XupiefoUTyWYVyqn+28uX7mgEzYAbMwAwy0Jb/YfOW9SFC9PyYimakfZZwsvAAIYw1dPHd1JDczfdJY7o5izJQZx09V+iiEWvXpfj/3SUj9psBM2AGhpCBthhsqGfq93HC7gIfHf9fKo+tdZwn5KPw/MWt3H2H4vHh8l7y34qTeRoVpycUVEfPeHFtQgk7shkwA2bADAwvA20x2Kzd8sIV08ZHCLx49Y6sWBiRXiyEMeTN7pDc/d0svJvz5uzEEslNR6FKcuMfXD5bEWOtueqaXIeVswi5nnRILGbADJgBM2AG7mWgLQZ7cWm8jbCTgM68JPaElAv+4nWugPHcTWDk/SjhlQLTxfECF8b8PUI/4a9jIXQMlhXe2uWimxQe/6/G+KLbRwX+ftVNeOubTgeyuUA+eAv+dSmMv219Kbl9MANmwAyYATPQKAb6vZU4Im2/LvDSFYYXI8mRPbqfIeTCG+WnC+zhjTG/XjhSyEez5f+buX8+Kmb6nevuFn4sbCXEm+Yc+b92yHw5rhX4O9mNwtcEptBPEfJrcO8thPCyHP8j53/Y4NfCAQKdk5Buepbpks5EhTQsZsAMmIGSAbcNJSPN8DemXBqjSDPKZSBamPOB0OybmIHWMeC2oZlF1pq/dTWTPmtlBsyAGTADZmBADLRlDXtAdPg2ZsAMmAEzYAaayYANdjPLxVqZATNgBsyAGViIATYcaYJ4zaQJpWAdzIAZMANmwAz0YcAGuw9BM3DanM8AqU7SDAwBA24bmlmIfumsmeVircyAGTADZsAMLMyA17BdI8yAGTADZsAMtIABG+wWFJJVNANmwAyYATNgg+06YAbMgBkwA2agBQzYYLegkKyiGTADZsAMmAEbbNcBM2AGzIAZMAMtYMAGuwWFZBXNgBkwA2bADNhguw6YATNgBsyAGWgBAzbYLSgkq2gGzIAZMANmwAbbdcAMmAEzYAbMQAsYsMFuQSFZRTNgBsyAGTADNtiuA2bADJgBM2AGWsCADXYLCskqmgEzYAbMgBmwwXYdMANmwAyYATPQAgZssFtQSFbRDJgBM2AGzIANtuuAGTADZsAMmIEWMGCD3YJCsopmwAyYATNgBmywXQfMgBkwA2bADLSAARvsFhSSVTQDZsAMmAEzYIPtOmAGzIAZMANmoAUM2GC3oJCsohkwA2bADJgBG2zXATNgBsyAGTADLWDABrsFhWQVzYAZMANmwAzYYLsOmAEzYAbMgBloAQM22C0oJKtoBsyAGTADZsAG23XADJgBM2AGzEALGLDBbkEhWUUzYAbMgBkwAzbYrgNmwAyYATNgBlrAgA12CwrJKpoBM2AGzIAZsMF2HTADZsAMmAEz0AIGbLBbUEhW0QyYATNgBsyADbbrgBkwA2bADJiBFjBgg92CQrKKZsAMmAEzYAZssF0HzIAZMANmwAy0gAEb7BYUklU0A2bADJgBM2CD7TpgBsyAGTADZqAFDAyjwX6QeO8IdwoXT7IMltF1o5O8diYue6MSXWcmEm5hmj+Vzn8Vbmmh7tOh8juUyA3CPcKW05Fgg9PYVrp1Ul53a7CeVq2ZDJwgtW5N9WfJZqrYTq1ofCYij1bkfwtH9rjoGJ2bjMFeXtddLswv0n6G/KcIHeF64Vrhu8LeAga+lLUUcJRAPBpYruH6F5QRa/gx1qSzYY24daP043w9JYTedwl3C0+uSPhUhf1R+GeKu3lFnJkIOlSJzlWDDZ+rC3PBYJPXRVNebbBn4kmqTrNf2/AkXRZtA3H3qU5mPPQBwi8F4nHNIT3iVp2ap8B3V52oGbaz4nHvYTDY/cqlJiVTjzZRRTCSGGxGWg/tcvvJGuxvKr0vFGk+Tf5/CQcJi6VzS+j4AQHdn1XE30p+RvjvEh6eznHdjil8vyJ+He+rFelmYak6kWvEqcv50UqLuFcLVZWevI/VuN90RrHBtsGezvrktBZmoG7bQDtJXNqlxbuQuHWKQ7xucbpcOh48KtzeK0Kfc0NlsNs6Jb69CgljiPHapk+BTeQ0o2LS+1Bx0evlZxS5fzpympEnhvfKIu4a8h8nkMYHhb+l81z/ZeHNAob/ZSm87oHpHdJ4Q90LpjHe95TWE4TPTmOaTsoMmIH2M/AdZYEZz526ZOU9Cmcm0jINDLTRYD9V+f6t8CmB9Yn508BDJPFKOW4UGE3mAk+MkKumvjdT+GVZ5H3lXlT45EIp3OfBmDM1dECX892C/6cTZwnoOGihJ32ssINQt8OwqeJeKFwjXCcw4/FYoZ8wiv+E0BF+ITCdBperV1y4vsJY9mA241yBTkUudLTOEYhzqXCmwGxJCB00ev7geGE7oSP8RUDfckaBOoButwnM7rDEwT24nin6/yeEvEgO1tt/I3QElm+Wvfdsd0eef+oh+d+xS3TiHi2gL+CZyEcxzD59XCCNnyfQkVxOCKHT+2mhI3C/S4S8M7mr/MHRW+Q+UGAZhDDSpUOKmzr9QgHhHn8WOBfTpUyNvkO4SqCTy71ozAnPhft1BDrE5wlMv1qaywDt2bXCOwXavVxoG6kXvyrCw7umHCyrdQTSwLCvncVltnMvgTpKOoDnD1lJ+LxA20ud5fkeFXhGLTPMAA98XaHx3jhF/rCO/xUovFJocGmoJyJnKfKPKi5gihsdLxS4d6+ODo1ZbsArkluE0TLpPbLqZI8w1nIw3JOZWiqTrcv50bqQl39YAvi1QEP6xCyxqilxjNV/hNeleA/R8WSBjtbS2bWlkxcGMbA/E8K4rSI3nSjyHnKoHBiEbwjPFp4v/E744b0xFjgof2ZMQihHDNujUsCDdRwRMGYYn88JGwivEZjNYEYlFwwiRoiGiMZpE4HOCFyuk0V8idzUy51SGMsiFwh0KnrVncg/ekf+nyf3P4TdU1ocVhe4JzpvIaALxpJORD4Lcpj88Ek+kdWEPwmUGcL9zhdo7OJ+r5Ab3UkXQXcaVu5Hw3iAsK5Aw3miAFece4qQy2fk2T4LYLbpDgF+EdJEl4OTnwOdUdLCsFPH6YDRoBO2m2AZDAPwXUfoyNPJ3UXgmvnFRWfL/1SBesj5vN2izb5VOErgmaDjRp0i7DFCyKgcVVPiWyqcZ4p2CcGojwm0DbnsLA/3XrIIb6O3brnMeN7qKkLDTwMTQsOFAaOnXspkDDY9f4xAlXAPGk50vUWgotFg5yOEh6Xz369KIAuj00E6vMg2EXljum6ViVzUJW5dzo/W9RhshN4vBvsXQjx8VQb7cp3/6YJL7v3FWHDPXuv33Ic4PIy57CvP3lkADyXx1snC6OHzXkNuEFfNE0nu63UsG/+LFEaZYvhC6O3nnbcV5f+X8LEsDs5DhFKXKxRWdtqoK8Tborg+90b+Mfi5fEUejDH1CwmDXerCyBYOVk7xztPxa8kdh/lyRP0JA5l3aojHdXASQlmj+2lZ2ApykxdG8TSoMfIhCvE76YifBhi9Po4nk4Pk5plaJoXBG52nXDaXh3uXZVZEs3caGYDvOhIGm1EtnWraz3j+NpSbZwg5TCBN6kUInV/qBPUohM7h34VDs7BRuasMNnHza7mE9hGDn8vO8nDvoTDYvXr7Rb4b4aUhPynT5Bq5GVXtWEO79RTnOOHr6ch1jM5yYcR7dxEWXhrmxwr/JzDSYGTxA4Fe5HIRKR3rVviqeBh7DF6VhG4xQqQhpDGnIT1WoMe5Z9WF0xRGg0r+GWGVjW/c4tFyYNhLg/1bhd0mYLi6SZwrr2UUxkOfC1zkPNFgLCosn0Wig0eZXyX8XugI6FdlyDEUzAqE3CBH8EwYIwVGqhfeF2Xc9bPCT/pPEiiLXMIQMRLuJt3y/xNdwAji6cWFFxd+7gkHT0vh5+jIKPcEAeOK/kcLcIGELlW60pmkUcwl7yz/SSfOEDC4PFPch/QROgCci/r6ArnRq+o+NOLPFcgfvPXjV1EsDWPgn9KH53NNgU4nQif7A8lddaDu0X5Tj0KYvaKd6PWMRNy75Hi18GPhOqEjYOh5/qlLQyk8RG0S1gtpOPfIlF5C7kcIGN/yYc/zhoG9VqAiIS8XviNQyf6YwmiwyzW1dGr8wHTqZxKoGO8W9hYOEDCU9A7p4dFo9xIMAca6U0TaSv5nCowCqyR0o2eKrCI8TthIID1GgeSR0d2YMBPyZSXKFPSbBTo9PCy5UBYIXJXyZwXE+fIc/jhHvH7CiDMXpnGRB6UjaY0JdK6eI9BZQGgkMOSlVKUXaRGXzhFS5qvs/UceMGAsDeTCPcrOXX6+G3fBR8ldqXPEo2OJ7CdgnOlkMdrhPCPhgwT4ivRo9HLBiN4hUI9pREPKvEf40XJQH14qfFOYL/BMhMR96OQxNR5C+0Me6CjX5Te73M4GMfB56ULb+h6BZ+xhwnk99KNOMOrtFHEIi2e1x+Xj96KObS3QjtP+vVb4qlD1fPdKqzXn2mSweagpiJjuC5IpYIzkjkIvg8305pVZyXxb7qUFGvNTUvgfdKSilfIsBdCLjFES56lU+whbCvnIh8pDY800X9mYcx1Gl84Fo8i8d0neaGA/LdDwVUnohp7Ir4Q3CFRWhFEmjfLjhbEFQTPyu5tSfZpwpPCW4g6UBVJlmAj7ZRE/98a1yyowOlE9ovc8RS+djhEGok4D0DMxnbw5RSjzFdO5cX3k4UsK2KtfosX5nLsoY6LEPeN8XEb9zYVOJHJTOlIvPpewgY7vFEYFDC+GO9JbT24M9GSF5+4qYb7AbMBKwkVZYnEfjPqpWXjuXCp5+vHb5XIHzzIDjHgPF+gMMqNTtguletQJOvtPKU/U9O+geHQITq8ZfyiitWlKnALCGJZypwLOEpgeyddIynjfV0A+GlxSfoxnbhgY2dLIl8J04q5lYPLT6ckb0oPlZ6S+W5f4r1I4I+H3FuffLj+9w17GhRHPv4Qw9DSyjKhDtpGDkdNMV+J/6B6vFOCPhj+XW+S5Qsg7MZxnGhqDcuZCsRf2xDk6A7nsIQ8994lITM/m1zBirirfOun+TJGY2aCzlcuTCz/5v1zACJYyqoBNy8DMH/kvucPPSJROXi5lY0fnk7p3cYr0KR2ZgUIuFV4j8Aysm8J+kI6lrk9SOCOmiQgzLy8S9hGox7mMyQN35X0oo2OFxwrUZTqg/fhVFEtDGThCelFPGTTQ3vYS6t5qQjlAol15W3Yh9YZ2BsFebSnwHFc939QjywAYiBFir1vR4JSj64hPb440tssSOEbuaLiq0sUAlyPy3RWWG9+4blQODCXpRyfnoXITzktvNFS5bC0PU4l7CVEhqWB0OqjQGOdcMMSMSDD+ews0+FVyvAJPqzixkcIuEFj/YTagjtThnHSOFrbtkiCdJNIZK87DB4aDJQyEvJ8o/E4oR4UpyviBB/EcgVFajFzXkPsGgaWQkEPlwDDmQl5ArIcAACAASURBVNmgC1widIrozJ0uUAY89KMCcWhYcoF7uM3ls/JcWYRhADEsLxSoBywNMOtCmutkcTeTm4aGzlnIy+UgH4/Iwkpn5J96yywDsqHwd4G6GbK6HNzzemFjAV3mCdQt9A6hHr078z9RbtKCK4T7jQnnCnE/eGepY38iJFlcR+7HM9NN4JvOIuWOu5T3K4AyC56o6x8SuFcIjTX34fl4iLCKMJbCdotIPs44A5RBHfmCIkVdivgsMa5UXHyY/KRJPQrBuFIf6PBTD5G1BDqU85Kfw2sF6hXtBh2+GGB9TG7q2iZEkowIvxe4T/6M7ZzClhyP1W6pWy4znsteitCQdAQMI8cYHYRS75CD6UrSoMGix048GmumsXGvJuTyOHmYwqPhy4VKRCV4VhE+Iv9+wnlCR6ChZJRLL3FzoUpoHL8iYKQ6AhXxWwINcClfUgCNPLK3QENbCpWde4YRLM/jZ9qTCo0B7ye9OOdaeO4I8Eia5egu0seIjYUnO5KfCwU6EeSdcqlqyMtLH64AHuKOcJlwgZBz/D35KWceYuJQth8Q4IY8UTbbCsgLBUbG9PjR/0DhWgGjOyZE3aKe3JXi6DBuROhwYXQ7QjRAi8n9cYH0AHniXtx3bSEX7o3u3O8S4RSBOtFP8vxfrcgsIczPLqK+Y/i55xuFkwWmuAFlkTeKO8j/I4E06PDCJ53bXGjIDhc6wi8EdKWjGaMaOl/REN6W4sFblZyhQNBNMLq/TkCXI4SyA7eLwjoC9Y6ymyeQV+59qmCZeQb6tQ0rSIWOwDPCc8czWSU8Lx2B55U0qUfvyiLy7J4k8MxS784VXpydx8nA6DThGoF2MZ5tZo4+LWD0eU7Q4SMC96G9YdB0gnBrCuPePA9tln7lMrC8DVKR5ZUrGtJndskdPTdGZYOSp+lGNOYhe8tBxSzlbQqgQWVk0ksw/lVLB+U1g+S8vPcw+WOW4ZHDlCnnZU4z4LahmcXfmHIZlCJM99GLe14qj6V0ZLSdC9O39OQ/WITPlJcpy+8KxycwxXp7cr813XRzHRmZPD7548Aods0ijNHpOUVYlXdQnFfdu61h+0rxmNKNPMTovq15st5moGTAbUPJSDP8jSmXQSjCVCNT2i8XmAYEmwoHVZTFAxUWUy8Vp2c0qGqEjZ5V05CjCmdaKITpRabg35mFdXMOgvNu925r+NFS/GvCQ1IG1tWRKcE925oh620GKhhw21BBSgOCGlMug1CEtUfuU6LKYM9W2WAMmPZmzedE4bl9FGFan9kA1g259myBUSAdjn4yCM776dC281tKYda3r0xg7Yw15VjvbVt+rK8ZqGLAbUMVK7Mf1phyaYwis18mA9PAnA+Mat/IDLSKAbcNzSyue+qMxJqpurUyA2bADJgBMzCHGLDBnkOF7ayaATNgBsxAexmwwW5v2VlzM2AGzIAZmDwD83VpufHL5FObQ1d6zWTwhW3OB8+572gG2sDAXGkbxlQY+R4YTS8br2E3vYSsnxkwA2bADJiBJjEwV3p05rxJDFgXM2AGqhio2x6zP8SFAtuGsv0tf3ncKUuQbZTZxOliga1xzxTY2TGEvcO5F2DjKKanOwLb7B4jsFdGCOcjLltHMzJmO2H+YvmS+6Ld68p1u06hpMfW08iDBLb3ZUvifyQ3/u3HzzZX6pbLjOegMYrMeE6bcwNz3pyysCZmoEkM1Gkbyg/8sBfB+4W7s4xgqLfJ/FvJjTF+VApjV8kRgd0dMfifEzYQXiNgTPcXQti/fEcB3b4vbC0Ql22YSZONsUJCt9elADY6OlnguwZsLhUyJkerpsQz3WfVWaeCzKqCQ3hzcz6EheosmYFpYKBO28D3DjDIufCxj5uzgFUrdOFDH7sV4RfJz0c88u8ksF0zH67JZQt50C2/ns2jCHt+FhHd+NhPLnxohHh8xClkTI5WGWy/JZ6Vnp1mwAyYATPQl4FHKwZfpyuNIqPix2RXM7I9TrhK4GtZHYFrqww5o2y+lBjCFHWMxLPgcWd+X+IhEbebboyu+eLbJil+Kw95j6aVGbDSZsAMmAEzMFAGHpHuxidmuwlxxgQ+m/kcAWOJsN4de/GnoPED2zHn8l95WGuukjwu8ZCIG7oxTV4K+sb58lwr/B5ht6KYrKQZMANmoDEM3Jo0qfogUSj5QjkY9fLVwzDWg8hA6LZcxc0Ii/MVp5sfZIPd/DKyhmbADJiBJjHAevMVQv7GN/otIfDWOC+I8UJZKYyCu01zl3En6w/dnl4kwDT88gJvqof8W474cA86b5ida6TTBruRxWKlzIAZMAONZmAfafcUYYekJbbkQOEmgU/OniXwtys+9fswAcPIW9/5X7XknRFBN94g529lCJ2HDwnXCkekMA6sq6+U/Pyla8/snJ09GKjzVmKPy31qEgyY80mQ5kvMwBxgoG7bsJm4iP9hXyb3p4X871VMi/9MYO2YF8Uw6BjNO4QxgSn1jsDLahj3eJmM/3P/TWAEzHmM6vuEPwjodqNAR+GlAm+dE0Yn4TAhJHTjZbPrhGOFFbPzOJ8o8LIbswU/EZ5UnG+at265zLjejVFkxnPanBuY8+aUhTUxA01iwG1Dk0rjPl28NWkzy8VamQEzYAbMgBlYmAGvYbtGmAEzYAbMgBloAQM22C0oJKtoBsyAGTADZsAG23XADJgBM2AGzEALGLDBbkEhWUUzYAbMgBkwAzbYrgNmwAyYATMwVQa2VQIdgTfMy497TDXtbtefoBPsXMY9B/H/7m56zLlw/41g8EVuzgfPue9oBtrAwGTbBr5NURrsjRTG/7DXn6GM75zuORcMtv/WNUOVyMmaATNgBszAIovcKRLYUewfJmPqDPhrXVPn0CmYATNgBsxANQPsXvbk6lMOnSgDXsOeKGOObwbMgBkwAzCwq9AR2Fb0PKHc2vO1CuN71UyTEzfkoXJ8XPilwNaggL2++ZoWHwjhGtK8WNhRuFpghE68eUI/YQ/xcwSuv1Tggx/lh0pIY3XhmwIzAMQj/n7CUpxMsqaOpwod4Vrhu8LacXKuHie7ZjJX+ZqOfJvz6WDRaZiB4WOgTtvwSmWbeO8QFheeIGDYyjVszpUGmz2/MajxRa/V5GYv8GcJIcfIwX7ivFiGIV9GYD9wDPfjI5KOVWvYGN5tsjhbyc33sfMvhbGv+B+FI4UYuG4u93+E0IM9zHmp7agUhw+YfCKFPUbHQUudchmITo1RZCC5bcZNzHkzysFamIGmMVCnbeCDGYx4c8Hg1THYjMa/Vlw7X/5VsjAM9r+EFbIwDPfdwmezsCqDvWp2Ppx8JGS3LJyvdvHRET65mcsZ8jwjBXxKRz5AkuvAx03+Lhy60FWD8dyz6GDu47uYATNgBszAkDDAlDHT358p8sOXueoIo+v3CIywvyjwda6jKy5kqpqRdwhvm18pPLsibh70EHmOE/j8Z4zwHy13bsg3kf93wm1FWltkfr42do2Q68Cony+AcW7g4jXsgVPuG5oBM2AGWs1ATAczzZzL7TVzxToxa9prCKwJ3yIcILB+nctfCz9ejPZjK8Ij6BFyjAlLC88RGLWPCBh/DHkI8UirlxCH6fdOAfKfr3P3SmNaz3mEPa10OjEzYAbMwNAzcHPKIVPUubDOXEeYNv9cwgY6vlMYFegAsEYcgtEthSnsm8rAzM/Il7XqDwrl6Dm/jLVpvsfdS4hzncBIvRHiEXYjisFKmAEzYAZaw8Ad0vRXQjk1XffvW6wNL5Fyy9vZrxEwjOsWDDxO/nyNmQ4Cb21fWMTLvfEiWx7GyD1/4YxzvDnOFHlptL+ssM3SxT/QkRfiHpb8ceCFu7cVYXPKW+clhzlFyAAya84HQLJvYQZayECdtiHeEn+78sdUM1PPYwLX5i93Vb0lfrnivDvj5Yly8yLXdlkYL50xVX6UwEibKWjC+r0lztvfbNZyuoCh5c3uUQG9eNEsJN4S5wW2GLi+XO5rhSVTJKbe0YFRf0zXryU3nYt5Kc4gD3XKZSD6NEaRgeS2GTcx580oB2thBprGQN22YRcp3hEwkLxwNk/gWqaiTxV2EFg7jjD+ooUQ/iOB/2Ezwr5MeMv4mfsE48zfs7YUMPAYdOLOuy/K+F++mLYmfe5DugjT4ujDGvVPhQMFDDEzA2NCCH9FO1nAAPPG+7cFwnJhhH2ScL1wiXCu8OKFowzMV7dcZlyhxigy4zltzg3MeXPKwpqYgSYx0IS2IQx2k3iZbV28l/hsl4DvbwbMgBkwA2agDgMxd18nruOYATNgBsyAGTADc5yBJkzBzLUiMOdzrcSdXzNQj4HZbBt4uesG4S6Bnc5ws45sWbBW3wgeZrOCNIKAWVDCnM8C6b6lGWgBA24bmllIXsNuZrlYKzNgBsyAGTADCzPgNWzXCDNgBsyAGWg6A3wVjOlxRv/81SsXPtfJ/6l/ncDGKuwdXiUTiVt1vcPEgKdgBl8NzPngOfcdzUAbGKjTNmykjPA/5/WzDI3IPSp0M5ZTzfvqSqDKYLM3Of+TZvc0Nko5R2CDkyqZSNyq62czrE65DES/xigykNw24ybmvBnlYC3MQNMYqNM2PF1Ks9kIH/AImScH17I/+ExIN4N9hm52SnbDxeTGcFfJROJWXT+bYV7Dnk32fW8zYAbMQEsZYAcx9g6/ugH689GRuzM9+M51t07HROI2IGvNVKEbuc3Udji0MufDUY7OhRmYbgb6tQ2v1Q1jPZnPZCL7CHw3mmv/IHAeox7yVjnYWpRR+S+Eo4T8Yx/sFf5poSPQCWAb0JcJuZQjbP7uxX0w0Gxdiruz0BX3ebrFRX90BmyPyjamf0z+E7O09pCbNfKrBL6HfbCQf66TPcdJgyPLBGyNGnua8wETOjeE8T3t7wiPFCYq/cploulNOn5jFJl0Dtp3oTlvX5lZYzMwCAbqtA2LSxHihcFGr3kprJwS5yWxvwixts3HNVhnfjcXSfjv9fkCBj2+nvUKuf8rbDEeY4GUBjvCL5Lj+CxeL2cZ9+GKzBfAyAudhAMEOhJ88CMMNsaZ9fr1BISPgtCpYI/xkJXl+IxAvK8JzxBeJJDvbwjfFJ4lkB/i8HnRiUqdcplompOK3xhFJqV9Oy8y5+0sN2ttBmaagTptw0QM9kFSmA9sYJhDNpTjhckTX/7aJjuP8zwBAxsyEwabtCMvp2X3WkFujOtjhH8LH87O4dxJgKfnZuGHprAnZWFfTGFPycKOlHsySwlew85ItNMMmAEzYAamn4FzleRKwgXC6wXWkTHGP0y3CsPN+VyYPmekyih4EMIoP4TpfV5Qe4GwqJBP7xPnJyniJnFBOvL5z19lYTfJzUwBswchTN2X3+fOTnd3+n/Y3bnxGTNgBsyAGZg6A99TEpsJtwtHCaxxf1VgbRd5RDr+WMdOBkbefBJzpv4mlm5774Hp61JCt/Ic09pInI/r0DcXjDVr2f/LAgnLZxuKS7p76TlYzIAZMANmwAzMJANnKnGwosB3tFm/5n/TLxf4pjXCGnFp8NKpWTuEbssVGoQ/zg9EQY+wB0Kzb2IGzIAZGHoGWOtF4j/QrO/yNvSuAi9cITcK7xWOF+It8R+kc/FSV/Iuwlrw58MzS8ezdd//CPzvPJfw0wkZmNhgD4xq38gMmAEzMNQM8GIZwno1f3niLWte3lpHYETNtqDIUgJvksca9ilyYxgPEeItcda5PylcL8ym3Kyb88IZL5nxdy2EF9HID29+5+ve6fTwH+q8lTj8LAw2h+Z8sHz7bmagLQz0axt2UEZ+LxDvNuGELGMfSOeu0JG/QyGMrvlrE2G8fMVLWR8VHsbJJPzV63ChI/xCuETYS4jRer6XOGvgGPPVUnz+h31Xcr9NxyrpFpe/XuV56cgfnYY8nT3luVLgf9i/E+hc0CkJYZ3+rwLr0x2B+zGLwLo969eEMWNwjMB6eITFzIOC+kq/cumbwHRFaIwi05WhFqRjzltQSFbRDMwCA24bZoH0Grf037pqkOQoZsAMmAEzYAZmnQGvYc96EVgBM2AGzIAZMAP9GbDB7s+RY5gBM2AGzIAZmHUGbLBnvQisgBkwA2bADJiB/gzYYPfnyDHMgBkwA2bADMw6AzbYs14EVsAMmAEzYAZmgAG2/+wIbA168QykP/AkbbAHTrlvaAbMgBloPQMbKQfspx2biZChEWFUGNTe39yzl/Cf6BGBjVlKma+A7crApvttsJteQtbPDJgBM9A8Bhi1suEIX6cKGZHjAKEpBjtT7X7O+QppncH2xz/uV44OMANmwAyYgT4M8LnJJ/eJ49NDyoB31hl8wZrzwXPuO5qBNjDQr214rTLBN52Jx4c9kH0EviFNGFuHcj7/hvRb5WdbUr5xzdajRwnx8Q85K2VjhbJXN9uUcs1pwpZZTD4ucrJAmoD7bZ+dDyfbgcYaNuva6MZ2pswO4AZV18X1TTn2K5eB6dkYRQaW49m/kTmf/TKwBmagiQzUaRsWl+K5wSYf81LYBkWmMLLsnx1T5ewbfo7w7iJe7n2UPOwPvkUKZPn2MOGMLBL+jwmxtLu63HQW4pqImhvsCBuTo2ptO8438XjPok3UyjqZATNgBszA0DDABy7+JjACR1j/3ldYLPmrDoy++TgIH9pA+FgGBnqr5OeAn+9ncw65Rvi+sLOQG/Z0uv0Hv3TW/jJ0DsyAGTADTWbgXCnHJzcvEF4vLCOcJ8TnNat0v0yBfP2KOEy3ryLcInwui8y09oEC0+XXCR1ha2HVLM5QOW2wh6o4nRkzYAbMQOMY4NOTmwl8apK1a6atvyos30NTRuPPEDDYBwgdgW9m538j47Oe2wqvFh4njAhfF/LPXso7PGKDPTxl6ZyYATNgBprKwJlSbHMBw/pBASN7ZB9lr9b5+QJr30xzryFg/DHIrHG/UKAD8GthTogN9pwoZmfSDJgBMzDjDPw73eEB6chb3I8UeJOcdWzkRuG9wvFCr7fEufZNCy4ZX/P+orCfgKFeQXhwOlceHlsGdPGja+hJeht2ideoYBvsRhWHlTEDZsAMtJYB1pER1qsZBZ8oYAzXEXgj/KGclCwl8CZ5rzXsx+g8L6aFAebvWBjxqwSMPn/F4m9ibxBY30Y2FZh6ryNs+oKeCH/p2rPORY6zgIE6fyMwV9PLgDmfXj6dmhkYFgb6tQ07KKMYPOLdJrCWHPKBdO4KHQ9OgYyuvyEQhpH9lfBRgbfAuwnG9AjhcoFruJb75C+U4T5d4C9jxGFd/BThX0JHWDEdGaHzghphqwnIEwX+u026PxGetCC40b/9ymVgyjdGkYHlePZvZM5nvwysgRloIgNuG5pYKuogeUq8mQVjrcyAGTADZsAMLMSADbYrhBkwA2bADJiBFjBgg92CQrKKZsAMmAEzYAZssF0HzIAZMANmwAy0gAEb7BYUklU0A2bADJgBM2CD7TpgBsyAGTADs8EAf9O6VeCtdL7gZWkJA/4bweALypwPnnPf0Qy0gYFBtg1sOTpZgz2ia0cFti4tha92HVsGttzvv3W1vACtvhkwA2ZgrjIwoowfIFQZbHZDu3nYiPH3sIetRJ0fM2AGzIAZYMvSoROvYQ9dkTpDZsAMmIEZZ4BtQU8W+G41W3yeL+xV3JW9vS8UrhGuE44R+n2cg61G7xD4FGfIqByx1j2SAvfRMbZE5Qte7C3+03TuEh1Jg+9nl7KHAvi6F3uS/1Zg+9T4HOdacjM9D/g4yXZCR2DrU3T3OrtIQAa5ZpJuOecP5nzOVwETYAYqGajTNlysKw/Jrt5K7n9k/hfJ/R/hdSkMo4iBx0guncWrWsMe1fncYBN9awG9RrJr56WwDbKwcB4qR2mwMc5/FtZLkeg88AnPk5KfL4CNCHRAfil8TiDt1wjsRb6/MJtSp1wGol9jFBlIbptxE3PejHKwFmagaQz0axswbP8T3lwofkDm56MdMeKNYD68Qdp8JjNkUAabr3/xSc0PZ/fGuZOATnwJLOQiOTD2+ZLxd+X/URZnNpx+6Ww2WPc9zYAZMAMtZgDDh1H7mMBXt56a8vK+dOQlsLWF0mAzuubrXpukeIM8vEA3wwCXOvGlLqTUiVE2MwQhTLnzLe5ZFa9hzyr9vrkZMANmoJUMMOV9uMA6L9PjTC2/KuXkEenI2m8pTEnH+fLcTPq76YQ+SKnTXwtl/is/3+SeVbHBnlX6fXMzYAbMQCsZwKAxtb2ygPHGz4tarPnyghiyXDrmB8LifMXp8SCM4wOKk1N94aubTqFjP5266TrQcBvsgdLtm5kBM2AGWs/AUsrBJ1IuMK5nCK8WMLJMhbP+e4Xw9BQnDrxZvrxwZhFeev+ogIcLi2UnnlRGkp+peSSMO+vQj6yIR9DZAlPcpU7h76dTVbK8PNftflXxhyas30sOQ5PRBmXEnDeoMKyKGWgQA/3aBqaPMZbPz3SeLzdviWOUkXhL/PXJz4tqJwq/E/q9JY5x5qW2N6Zr19TxZwJ6jaQwDozuCXupwFvobJRChwHp9Zb4+ikOL6Lx9654SzwFj6/PM1uQy2flubII+5X8TKk/rAifKW+/cpmp+94v3cYocj/NhjfAnA9v2TpnZmAqDPRrGzC+/MUJI3qp8AvhXGGj4qabyc//sHnZjP9hs1XoilmcE+RmKpr7/V7YITu3ewoj/KvCa1M8Xv7aLYv3gRSPET1/20J4sYwpekb/HSF/A3xP+TG8GGo6D/w1Lf6HvWyKz1+47hLiBbUfyv03gU5KR1hJQHhznL9/wccgpF+5DEKH8Xs0RpGB5Xj2b2TOZ78MrIEZaCIDbhuaWCqyk17DbmbBWCszYAbMgBkwAwsxYIPtCmEGzIAZMANmoAUM2GC3oJCsohkwA2bADJiB8r9us8WI10xmi3nf1wyYATNgBszABBiwwZ4AWdMU1ZxPE5FOxgwMGQNuG5pZoH7prJnlYq3MgBkwA2bADCzMgNewXSPMgBkwA2bADLSAARvsFhSSVTQDZsAMmAEzYIPtOmAGzIAZMANmoAUM2GC3oJCsohkwA2bADJgBG2zXATNgBsyAGTADLWDABrsFhWQVzYAZMANmwAzYYLsOmAEzYAbMgBloAQM22C0oJKtoBsyAGTADZsAG23XADJgBM2AGzEALGLDBbkEhWUUzYAbMgBkwAzbYrgNmwAyYATNgBlrAgA12CwrJKpoBM2AGzIAZsMF2HTADZsAMmAEz0AIGbLBbUEhW0QyYATNgBsyADbbrgBkwA2bADJiBFjBgg92CQrKKZsAMmAEzYAZssF0HzIAZMANmwAy0gAEb7BYUklU0A2bADJgBM2CD7TpgBsyAGTADZqAFDNhgt6CQrKIZMANmwAyYARts1wEzYAbMgBkwAy1gwAa7BYVkFc2AGTADZsAM2GC7DpgBM2AGzIAZaAEDNtgtKCSraAbMgBkwA2bABtt1wAyYATNgBsxACxiwwW5BIVlFM2AGzIAZMAM22K4DZsAMmAEzYAZawIANdgsKySqaATNgBsyAGbDBdh0wA2bADJgBM9ACBmywW1BIVtEMmAEzYAbMgA2264AZMANmwAyYgRYwYIPdgkKyimbADJgBM2AGbLBdB8yAGTADZsAMtIABG+wWFJJVNANmwAyYATNgg+06YAbMgBkwA2agBQzYYLegkFqg4k+l41+FW1qgKyo+V+gI/xEOa4nObVTzQYnnO3W8uI0ZSDqP6Phd4QrhN8JxE8xL256PCWavZ/RhqQM9Mzmok20x2CuIkBuEu4R7kht/jjvk33sCxD1Ucd8tXJ7SuV7Hy4RPCxtXpLOownYVLhRuTNf8UsdRYamK+G0PghcMWuC/csN9GXaowp4ufKZFGT5fuo4IbelgtIjahVSlzsDzKW3NQNL7SB3/IawtUNef1iU/IwofFR5dnG/b89Ele12Dye+/BXgqZVjqQJmvWfG3xWD/SeysJNCz/Wdy48/xiQkyeKzi7yJsl9JZWcedhM2FdxZpYdy/J7xJ2F1YUeDe2wjPFBg9rCIMm6ylDNFRAe9ImcvD9hy2DDs/ZqBg4AHybyick8Jv13G9LiyNKPwAoTTYXaIPTfBrU05epSNtpWWGGGiLwa6T/a8r0rfrRFSc5YWtBUbTjCRDfibHvpk/nEfIwUO6mZBP7V0j/1bCv4QTBR7uYZHfpXz1ys9fdPKPvSL4nBloOQOLSf/FhbuzfDDattzHwPZyvktgppFBjGWGGBgGg72kuLlVYHr6qsTTi3Rk3Yj1po7AVM2y6RwHDCt4ZBYWTqbvGHmHrCrHfOHLwm1ZeDgx1h8XmCbbsuJ8W4NeJsWv66M8sxQfLeKsLz+dGtYtzxWeUJyHd0brlNWVwtXCe4RenR3WwWJJhLR3TNfRcP5cmCfk8np5GBER91LhTKHbNObCVy6yyJoKOFXoCNcKrF0yFdpPaNiZ5aGOsJ5PPUIPlhGYev9/Aksq+MFbhAMFOjz46fAhdfnpp+fxKV3SfpaAPiwpwflLuFEN2VRxLhTomPJ8/VDYqbguj0N9OUZ4bBGnm3cPnfi1QF34rXCw8JAU+YU6Uubo/7YUhkEgjGfu6BTGAX6D53XlvkBgJo6wdbJ4pXN1BXxT+L1AB/VHAlyFMHIk78ghAvc+LvnLwz4KOCEFMhtHXNqgUmbi+SjvMUj/U3Uzyu5TAu3w/EHe3PeaHQZ4sOrIFxQp7+lyzZICFSWExoh1k2hYHi43DzDG44H3RRtv6HmoaUirDHdE/T850K9Xz5EGnTiM2NsidTmP/NBocg2NXJUcqsA/C98Qni08X6ARpJHP5YPy8L7BBikQw8OSB411P8EY/E2gYVxOWEag04Dhfnx2MYY6Ly9mQZgNeFQWByeN6mFZ2EpyU5eOEqgrGE+MMGGPyeJVOWmw0I1ZmEWFTQQMWG40qIvkl7BLhAMEDAz3OFFA6vBTR88VlNaOAvf6vrC1AOffEeACXXoJnd7/CHQ6ELh406f+tAAAIABJREFUv5A/fxHndSkOxvZkgQZ86RTGgXKjTHKhvKkv66VAjDydt5MWjjaufxjsOHWpHEdn8VjO+oxAeqcLGwvPEahX62TxcifLWnSWPi9Eu7C33OSPNecQRtfoQGern8xLcaNu5/EH8Xz006/uefJbVz6piPCNfFig7aV+llJVB8o49vdmYCLl0julKZ6tqwgGm7glcoN9hc7z8lguNJ5cs0UWyMiPHjDhNEznCfSSS+P9oRSHBqCbMMVOOjSGbZG6nEd+6hhs0swbyHfKz8so0SBi9PAzI5HLQfJgdDHAvYSHntEVxigEw00j+9ksbNXMHU5eKtytCL9B/sOyMIwu+uXpY9j+LtDgdhMaf/T6WBGBUVnJSRiA07K43I+6WZefunqSJvfP8/3MFEaHqpewVFQaWWYRbs4uIk45ilxNYdxzvyxe2VhHPmngc9kpXfvcLJC0+hlsolM+xM1nUl4iP/WjSo5QIB32/Dz1tCP8ILsgymvXqkSKsHnyo0M3g13Whel+PmqoWCsKetYROmjnZxFXl/t/wnsqLi7rQEUUB/Vh4J5oSPvEa9RpHjJ6+4F8pPBohT9JYESdC6NphGm2kN/IQU96Q4EGkB4+xpnpsRhVRFyOdSpxVRxGGvTkaSCGXTCcNOIhN8qxqECHBnlB8leVDw1j3lCnS+53oHwYOYUwqrpSYFQfQkPC1OVVAvE7AnWjypDHNRypH9cIefqMmhkx5nUnvwY304IPFi4sTvysjJj584aO+50h1OVnonrmRpVOClLONmSqjXO1tlAaY549jC3SLQ5c3SZskuJVHSKfZfo/SZF7XVuVXoShX97JOF1+6keVcA90zc9jbLg+9Ku6biphg3g+pqLfRK/dUhfkMyI8O8yo7TjRhBy/HgM0pm2Xu5QBjDTyiHTcXkem63JhXbGqt03DCfYUNhIYxTNN9n3hFoEGH6GB6ibR+F1bEWFUYYxM5oLAcS5MjyEPSscoH0bYTP2GUA+5tpzdyKLc6yzvwQkaXaaWEe4xJjDlzKwIxgOhMcGQ9xKuXVLoFJEIi3Sqrg8jxlRzLrdXRU5hZVyC6/IzUT1zzsoyqVIx9Ohm7HJdq/LBdZFGr/TLa+N+va6tSi/CevFdXsc96NCVgg50vuho9yrz8ro6/rLulmVRt/zr3GsQcRjY0FndI7vZEnKTDzrQZQd2EDoN9T2GwWAzqmUEi9yajl/Sca/k7nbgpR/WvXI5S559heOF9QQM9vcEet5UwJOFKomRIT36XNaSZx3h3KqL5mBYlM+blfdTJ5l/GtJSGMHflAIZfdKBokMw0QYX/a4TnlLeoI8/ponLDmG/Kf4y2br8TFbP8n7d/KHHst0iKDzilHnmEsJ+OYlrI61ImyR49phNy2XJHmnXPcU9uunOskhpXOumO5V4dct/KveYrmvpXNMBXrlIkLIhH4yybbCni+2UThunxHtRgIG9XMDYljKqgE2zwE/LHSOjPG50YuLhYWR2tDBfqGrA6I3vLjDNy7RmLofJs08RNpe9Y8o8jWFZPnB4rMCyRD95nCLEFDtxaXTXFKJxIK1SGOH3mgKO+KxdriY8rEjglfKX66h5lJ/JQ77o1OXy5MLfzzumCHX4maye/e4f53mOrhCeVlzA6AmeVxAiztOLOCw7UD5nFuG592x5eG+kvDb8+bV0xvMR98PlX6lH2nVPcY/QNa6hY8CIMfSrm1bEo+yQ6GDQka8zaxTXj8lRp/wj/mwed9DNq97ZuVPhDHxeLbDMZZlGBobNYEPNOwTWoF6V8fRyuXcWfl5wd5T8+cPPyyIHCBjfPO5u8jNiYLS9fpbGiNzfFDAI2wqM9kNeIgejvkuzsLnupJFn5Auf6yQy6CB9QGDJIUbJvXhiGpWOECPtpYRPCPAeU+w0FncJvNCD4aXx3F+g599PDlEEXn47VIhpfGZJPiL0Kscbdf5IYSeBET7P1fOFFwsTkbr8TFbPiehCR/MpAg0zQp4OFCgj1twR4vDMxDsfdJY+JFwrHDEeo1qYkfiwAF/xPNF5frfA83R+dtk5cm8lUN7owAzYHdn5yTrhkFE0ZR3t4NvlRg/uMRm5Ll1Em8Lo80SBzk1dqVv+ddObyXg7KvFvdbnBqQpndmnrLucd3HIGckNXlRUqfUf4m0Bc3Lzc0E1oNDG6NByXCKcITywiv0L+rwhXpnj05H8jhDEooo+/PPVW4ScC69odASP+XqE0BjRcPxbiYT1N7l4NmE4PXPpxnisEh38WuOYG4WOFtnRkaPxYk+sIjFIxwjTsXHO9QIcmBIP964TLdIQbGuR+cowiXCxsKVwu/F3AkM4rLqT8GfWiMy82YWioCzT0YwIjn47AKA+9iROC7icJ6Ey+zxXqGN7FFO/jAvcEzBhEJ25tuRHeq6DuwAnT9R1hWU4UUoeffnq+T2n+QeBedCgwvC8VyBdhlA11vZdsppMXCtcIlBOzUoxwc4k4v1UgBot8r5giPEjHjnCn8M/kRu+QPeXg+btK+J1wiIChy4Up1x8I8EWZkgfKnDTRCynrH3mvI09QpJMF9KZ+nCXksyRwVpbXs/okTL3nmiuEg1PcUj84mInno49qtU9TP7oJ9bUjsFTBcd0iIgOmmwXS4NmiPhCvWx0oLre3BwO9yqXHZdN/qjGKTFPWqLR7ZWmdJjdGqUnSRs7DYDeJx166MC0IzxOZFu2Vns+ZgUEw0Ma2YRC8zPY97hmGl85mm8Sq+/N2MpX+Genkk3VcQzhe+JxwVtVFDms1A0yjMhXIyD9kPTluFZi9sZgBM2AGhoKBYe/ReYQ9PdW0ySPso5XFrwkxpctUIdPOTPtazECbGBj29rhNZZHr2phyaYwi01ySrJGdKLCmw3obbl7GaIK0iXPWQlk752WyfyV3vhbaBD5ZV+e9CtZkwdUCSyPxxnATdLQOZqAOA21qG+rkZ1jiNKZcGqPIsJRsjXyY8xokOYoZmIMMuG1oZqG3cmvSZlJprcyAGTADZsAMzCAD8f/DGbyFk57jDJyg/PPiFb32JYeUC/4exX9oyeM6Q5rHuZgt/pbXSeW621wkYAJ5ng2u5kLbMoEiGFxUT8EMjuu40yA53zk1epMx2CO6dlRgY5VSvq8A/ufZBNlESpQGeyOF8Z/s2BykCXpah4kxwD9pKNd+Bpv/J98k7FIkP1/+7SZ2y1mPPdm2oYqrmX4GptK2zDrRE1TAU+ITJMzRB8/AiG55gFBlsNkQhBf6mipsFsEmGuyeZhluBtiEhw1Y/lJkc778bTPY01lSfgamkU16RBYz0FYG3tBwxdlBjf/gW4afAXZh7LcL2vCzcP8c+hm4PyeTDvEa9qSpmxMXrqpcsnUj21L+XDhfyHdwg4RNhQsF/rbGCOMYod9HPE5XHLYJvV0IGZUj1rpHUiB7VbNOhbC94w0CDQDCtqGkwdpxKXsogK1P2fKSLTPZIjL+H83e4Ez5ATayYfTTERgZoXudafvFFO8TAttlkgem5ZcScnmtPOjLfXbNTvTjlH2oPy/AOXlkG85RgXuGfFMOptpJe2PhIoG/vDGaf2tE0hH+mIEg3huFEwX0Ja+fEhYXcllTHjZ/6QjXCt8V1l4oxoJ9w89R2MUCup0pPC2LU/L7Sp1jy1+2raV8EXSmLpG/XwjsU7Dl+JmJSR2uKOMobwzqKQJc8de7l1TcjrLqpDjn6fikijhlEH8xpKzZfpX7IfFXRLY63VzgPNh+wemh+O3HVbdn4KHK/ccFtnamXQHsQb+ckP+Fkzq2o8BfJJmlIt48oZ+wt32vOhrXry4HzxLPDXWZ++0n5M9ynWdiuupz6NX4Iw+UZbAM1OGcCnxIptZWcufTu+yNzVTg61IcjCIGHiO5dHbdznJzv9wYjsqfG2yib53ijeBJMi+FbZCFhfNQOW4pwjHOGLP1UjidBx74k5L/wTqOCDz8NBjsPEfarxFocPcX+gnGjhHVZsKiwiYCDzx5XCe7GINIGA1bSD9OMVwXCEukC2g8xgTymktwepEC1xIw6HsK3C+fgqVRIozlgy0E9H2hwD7PnxVCMH63CkcJDxT4/zidEsIeE5F0RP9tMj914i/Co1JYye/xCsegU0f+lOJhMNEF4V6HCWck/0QOdbhaQQnuKMAB7zxQxyhvvjSF3vne6HQuiMf/5ym7Jwh0YAjbTegnlAX5zWVMnlP6Xdiw8+S3n9TlCh5Jb9csQcobg0pdQejwUDfyGYpj5OcZo8OOIV9GoGNM+/N4IaSqbelXR7mW/e7ZgfBIgTqI0LGiPQs96jwT1Pvpqs9Jja6HOuXS9eLpPNEYRaYzUw1Pqx/nPExs8P/mIh8HZP7L5Y4RbwTz8JE2PdWQqodqVCdvz+LgpDHl2pEsfF4Ko5Et5VAF3JIFYlj+LXy4iLiT/KT73CycxpVrMWAhjCh/lPmrnDzo/xI+VpykY8M91snCy8aqDqcYEIxMLoyOMZy5BKcYzFz4OA2jx5Aw2KW+jGjgio9rIHRC8Of3Rhc+sALPIatm7nBeL0dp0OCXRhgOQhj5bCLA0xpZ+KPl3iXz13XW5WqLdM9cx2emsOdnN7tCbjpyudCIo2+ZvyLauJc8H1+cGJN/GA12Xa7KZwB6zhO+VvA0X/5VsjAMNs9ZXh8x3HcLeUezqm2pU0ePUDp00JfP7omTjmNsKV3nmZjO+lyocj+vXzq7HyUOCAZovGmAaOg/Kjw1nXhfOtLIri2UBpvRNVPFVORBywt0w0UrdMKIIaVONM70qENukCNGilnwQk54wPBeWET4WbcLsvB+nBKV3vqrBb72dp3QETCYNCz5VJ2848JoIhdG52sKvLWcS1U8uIrpbEbd1wgY2RBGOJQn50IeIsdxwlUCU4kdgbpQ1Ugy5U0DG/IVOZjqZ3T/Q2EfgUb6FoGZjonKRLnK6ypljUR5wy3T35Mp14nq3fb4U+WK0TVLA4ye6UzxPB0tUJ9ywZ/XR2bO6Iw+u4hXeuvUUdoCvhBHW5UL+kR7UeeZmM76XObjfv6YCrjfCQeYATHAlPfhwnYCDT5Ty69KzDwiHZlWLIUHK86X52bS300n9EFKnTAcufxXngcVYaU3pofLfJezBeV14e/FKXH2FegkHShgzEaEt3NCQkNUSpmHyCtLAbn0iwc3TDV2CpDf6CgQZ0xYWniOEPrRsFbpVnKkaOMNMCMYDPYBQkc4W1hfmKhMhSvKGonynmq5TlT3NsefKlfMvu0qMMvCrBYdNupC+eyVdRbOqN9l3SY8pG4dJV48K/n1ZVr9nonprM/d9Lg33Aa7L0VzOgIPDA8X06YYGvzHC0xPxxQt01SlEFZO4ZZxaDAfUAQuWUaaoL+bTqFjP53q3O7mFKnMN2tsdaQXp1y/g3CecLrAVGw/wXjmElN8NxXh/eLBza+EkQI0bIzYEUYcjEg/KJQjkxSl1oGO33yBkfnOAg3394Qqo98rwYly1SutqZZrr7SH7dxUuaJeM6NCJ+3JAmU/Kry1IKqss5ymfpd1O7+sbh2lvi9b3K/01nkmuGa66nN5//v5bbDvR4kDEgOMqnjpCMG4srbDVC1Gdm2BXjHrWE8XcmFqlIfqzCK89PLCB2uQi2UnmJIshWlkJIz7c+Xu9n1pRmpMcZc6hb+fTulWPQ9MfaNTOS1Hw9NP+nHK9fEiTp5WrxHFU4qbMvK9SihHt1Xx4OridP0PdFxNeFiR3ivlf1sKq9KNUVG/ZYQ8ScrvTSngTh2/KNApJI0V8og13FX69OKqV5J36CQdlsmUa690qStRd8nfhr0it+TcVLn6lPK5RMrrpTq+RrhOWLfI/+Pkz9eY6STTebywiJd7q+pEVR2lLaCtKo32lxW2WUqwzjMxnfW5R7aadarOSKJZGrdfm36cM7Kisclfypkv/z8EKjoSb4nzMhHCw3KiwNpQ3jtmFMX98hE0xvl/whsFhAcRY0i8kQVB47+M7gl7qcAIjN49HQaEtV06DrkcLA9TXTHFyvQdBuykIt5F8jNbkMtn5WGNrJ/Q4NBo0Zun0wtHHQE91xFCFk9hu6aAOpx+THExpKyxISPC7wXS5vqQ4PQ0BVAecL+7QDyWMEJWT2G/1HFjAX3nCYz0yW8Ihg4u6aTRwCFrCTSk85J/RR0xsqcLGHYM0ajAPY8Qcqnil/PbCtcKYVi5F0Y75x0dqRv7c0EPqcvVFkoDHclPCKP7kis6J4S9XaCurSKMpbDddOwnVXn+gi6iXiN7CKzbNl3goJ/U5ap8Bkj3cuHd2Q2eKDcvN+b19hj5qY9HCbQldHYJo/15vBBSti116yjxGDTwDFDfkJcL1M1op+o8E3Xqc0p+yoc65TLlm9RJoDGK1FF2SOL04xwDQINJY0Mv+BfCucJGRf7pjdLj/a1A436swMMQQgPF1BL3w/DskJ3DwBAGviq8NsW7Qce8gfxAinOFjhhk5KcCRofRf0egpxuypxwYAAw1nYdDBBpghB51R/incJdAOsgPBV6yopPSEVYaD62WxRT8cYGOAWvX3xZ2FMjjjcK+AvkMQ3ub3PBQh1NGHp8WaKyuFpgu/IhA2vC7tYBEQ8XIeUxAd86/dfzsfRIGm8bwywK6MPqm00Fjmstq8tCxuV64RKC8X7xwlPFOCnWCvMPdgQKNHB2YMaHkt6MwOnYh8Ipxp9GmXlGmcLPqvTEWuMnv5llYlbMOV+/ThX8Qomwol5cK5JGwPwmHZYnvIndHoGNCPucJxIO3U4UqgbeOEHUK94NSRIzRzwXyyctMVbNIKWpjDuS3jvTjquoZIF3CfyTQiaQOXCa8pbghxvliYUuBuoJBJ+68LB71pqpt6VdHI4knyHGywHNDGfEcE5ZLv2eiTn0ukpy0t265TPoGdS9sjCJ1FR6CeOa83YVYjiy65SYMNg1fW+QQKUoH8YFtUXjI9GxC2xAGe8ionVJ27ll0Spf7YjNgBszA9DLACJTpVkblTItbzIAZSAzYYLsqmAEz0CQGePFrHeHuJillXcyAGbiPgSZMwcy18jDn7S3xb0p11pApQ9bMWfuvkn0UeHOKx1of69YWM9CPgdlsG1j7v0Hg/ZJ/JTfryJYFz3sjeJjNCtIIAmZBCXM+C6T7lmagBQy4bWhmIXlr0maWi7UyA2bADJgBM7AwA34L0zWiGwPv0Ammpuhtt+kN4275aVN4/neVJWdBcf4i1xH4P/hhs3B/39IMTIWBjXUxf8njnwa/EWjLLNPIgKdgppHMmknV4byNfwmqmf3GR6v7t62ZzAgdNhvsmWS4mWnXaRvYjyHfoKgpOXm4FOE/8+zFgPCf7OOTu+0H/62r7SVo/c2AGTADs8AAG8uwMRA7jzVJ1pYyywlnJ6XYoOW8Jik4FV38t66psOdrzYAZMANzkwF2uXtyA7O+TNIp/hbIbAE70A2FeA17KIpxxjPBOurRAltadtvWko0ueIhZM+oIRwpsU5kL6XxC6AisL7E14ScFpt5D8jhszUmcHbPz7AfNQwiY6uKDJGwtiF4fER4gxMcE+CsTW4jGNpFyjsuaAttMdoRrhe8K9MxzYR3sfIEtOtH1NKHOWv6minehcI2A7mx5upOQSx4H3Y8RYm/tIur9vHso5NcC266yHSxbtca2q+zvzTQ2DdQpQgjbm/5N6GRhcBc8PlPub6Q4hO2WxSudSymArVM7AuUDPy8rIq0qP1s+suUkWz7C415ZnH7ni+TsbRgD/I2QekZd2TXpxjHqE9uMHiiwVzdhJ6Y4HHrV3/LZZjvdjsCzzTNC29BL+NviV1OEMR3RkfvdIqAHx3WFCwSeEcLWERDaoG8KzBqwnTEj82eNn1kg+fNC+LcE/npG/X6qQFtHm8LMA1uoPl0YWoE4y2AZqMM5lZh4GJ4thEUF1oT+KrBpfshL5GBP7zBMrCPxUJwrPDBFwmieI/AySBjyVeTmf8TvLuJcnMV5ntxMu+2e4jxYxxGBBwW92Jd6PYEHE10x0J8X1he4hrDthRD2/sWQHyWgGwaeTgRhj0mRHqUjDyN5Roh3mHBG8nc70GnhRa3Xpwik/X4h3wQk4rwuxcHYYtwwvkunMA47C+ieN1IY5z8L5BfByGM0T0r+OIzJkRtswg8XOlm8FeTeUeAeZwk0wjRm5wm7pXg0eOQ7hDLE+NIgRRm+Qm7KPrgiLuV3CI4kW+mYT532O59daucsMECd6CeLKwLxdk0ReebpCBN2iXCAQH3i2ToxxelXf8tn+3O6bgOBDjgGdv+UTq8D9RAd1soirSz3ZwSendOFjYXnCOwjv46wokDngnYj2qu95ea5DcObPy908GnzniaQVwz8F4SXCRhv2rgrBZ7/6ZQ65TKd9+uaVmMU6arh8J2ow3kY7I8V2f+Q/P8WeBCQKwRGU7lsIg/3iIZ82+Tfsoi3r/w8HEjE4WHI5Svy0ElgBBlykRw3CfnoGaN3qxAjTuIy4udBDPmUHOjOAxhCY8PHBQ5NAaH7GlmcR8u9S+avcl6uQIxRLovJc3MWQBxmInJZTR642i8LLA02nQn0/vDCl453krj2uVn4mNz9DDbRo3EL/gmjgaShRUqD/UqFca9t0vk4YOQpD4RGly1F35z8cTggOfqdLy6zdxYYqNM2LC69iLdrpl+EnZaF8ZxRzyZSf6lLtwiLZulgJBn19pOo02sVEQ+VH30xsiG0M8sJRwh0CHCHYLg7wg+ysEj7/7IwOt6km88g7ZDC6FBPp/h/2NPJ5hCnVRohRs88TFR+DBn7PxOWCyNghBE5ghFESmNFr/uwdK5bnJ/o/FJC9HZT9PFOAqO7EAw4o+5/ZWEYHUbMIejDdDW96xCmizH2oSvp0kH4obCPsIpAA0KPv5vAw9pCmT8aghi5d4vDvW8TIv9V93iBAuG8TB9ukF7XVqWXhzFqDmH0DIdVEvxUlfUzdAEdHzoVNLh08j4qMOJA3peO/c6naD60mIG8PvGcMTM10fpL+8FsVUj5HE+GHp7FvC07XX5G3Tw7PIO4Q+h0Ejf0zk7d+7lUwmhzEEbVIeiK5O3OfWen4Irh/xSS8KVzgAGMVy5RselBPiKd2F7HTgYqMNdFrzXi5Q9FnibuiPOX4kRcE+fjdKkXxrsqLB+Fk8bjhU4BjCqdAoRGBgOEwT5A6AhnC+sL3WQq+SNN8ljmL7/XRLnppmdVeMl3VRzCQocfy93JwMj7DoEOCcK0P1Pw2wk0elcLrxo/s0D6nc+i2tlCBqrq00Trb7/neDK03N7lInSr0plnkhmhpYvrct1iwFAVlrc7XW49sWAb7InxNVdjlxV2+UQEvUumoJEvCSMFlpH/jQtO3xtv2eSvOkRa+dQU8cIf56uurRtGGnxgYqQAD+2aWSIYmfkCRmhnYQ3he8JDsji5M3SbTP5Ihzz2yt9EuKERKdfPluyi90SCQ4f1dNFIBjiirH+TEqPxYnp/ZQHjjP94gel2pN/5FM2HIWJgIvV30NlGt7LNQQfCmBEqOw+D1u/e+9lgzxr1rbrxUwptnyM/01UXC0wVXy7QiJcyqoBNU+CZ6fi0ItIe8r+niFNOfePnoSmng4ukanlZk1pNyNfDuZBR4ttSCs/V8U3JfaeOXxQwQExxsSZXJfBwhVDmbwmFXZiuizhl/lbVeTpBwVFV+ozw4by8Nvz5tbxAEyOaSItli6kK3CFlWZN2vCfALMUnUjw6DkyHvlqgA8GSQb/z6dJFVpKjLKM452P7GJhI/R107nh24hmMe1NfWc4JvQetU6Pvx6K9ZbAM1OF8dalEvOuFjQU6ePMEjOdnhZDN5KAnmk97vlx+1nLCcDA9dI7AmiujMYRRK3FinTPi0BGIkeqGcvNC2O7jV9wnrJMyastlTJ5TijAextOyMKbxMZwYlZiyWkvu64R5Kd62Ol4rxEsjxMNoX5nOdzvEG+A7pAjw9RHhpOyC8k1yptxOFHjTNJ/JYFQP9/nI+GD5maaLqXmm8a8S8vTlXeQtwt0CBhKhLMhfJ/njsIUc3IP8Vwllc1h2Ah7GhHOFKB/KkqWD/VM8ypu68Pzk5zBf4C3xVYV+54mPsWa9EWNvGTwDddqGxaUW8XbN1KsKy7WvW38v0kXHF9mmven3/HFJtzp9qM7dUqQZ3hXloJN7pMAzi+wl8AzlHeSqtOcpDjzE7BHX0mYRVnbeOTcVqVMuU0m/9rWNUaS2xu2P2I/zdyiLNNjEe6NwssA6D/iUwMOZywvluUC4VrhEwHA+ceEo4y8lYSg7wmUC8TfvEYdpaV6Amp/FwVB0BBr0u4QYdRPGA4Zx/4WAXCNgKAjrLAga/11NwMhdL6ArBujF42cWCAbjCOFy4VKBkfMJAgann9B5YUTNvcnjpwXynUvE+a0CMaTHCjQaIdyLaTq4/70QHQDO7ynQcGGoMfKHCA/hRCaLyc2Il0aIePsJhwv/EToCDcn7hD8I3ONGgen+kOfK0RGIX85s0IEgLc7DM/zRuDEiQeiAYLx5hwHuiAO/G3FS0u88cZhtoGw+t+AS/w6YgX5tA/WRekm82wTqKx3RPKwjf3Tq5LxXetXfbs82HcK/CXQEOwLPZ5V8UoF5nSYuQt2mHjPj0xGo+6U8QQG0cTyPtGFnCc/OIpXPCxy8TaATAA83CTsJuwk3Z2HEmS7pVy7TdZ++6TRGkb6aDk8Ecz48ZemcmIHpZMBtw3SyOX1p+W9d08elU5rDDBygvNPIGVPjAB4tZsAMNJwB9+gGX0DmfPCc+45moA0MuG1oZil5hN3McrFWZsAMmAEzYAYWZiDeiDMvZsAMmAEzYAbMQIMZsMFucOFYNTNgBsyAGTADwYANtuuCGRg+Bh6kLHWEOwX+095mGaa8tLkc6ujO3yU7An+5LP9HXef6QcbJ/7a65SBvPJV72WBPhb3hvnYFZY//YfNfZ15Cwc3/dfnf4fnCu4R8ow95Gyv8v5P/Se5SaDgq/7Maq3VvxR6t0/wv9ciKaPzfdESgeXwhAAAgAElEQVTgv/BNkflSZLtJKNPEvEwiG0N3yYhyNCpQD0PYV2BE+HkW1lQnGxrNq1AO/UeFPF8V0WYnyAZ7dnhvw13/JCXZoOA4gR4z7hWFlYUDhdcIbGqyvtB0YQOQ6wQ2fcmFvxG11WC/NmWE3eUeWuSrid75UmoyBruJebFOCwwzz08jDdsUCmhE1zY2XzbYUyjZOXopozp2DmI3LKZcvyM0faTNLkkY5m8MUZltr7wwy8He3NsMUb6cFTNgBrowYIPdhRgH92UAY72fwH7b/5fFZotK1oeuEq4U2F70PQLhyIYC0+uMetni8kMC09VsIXq68DghF7bCjO1MY6vSHYs4q8rPtoJsBcp0HFP2bJeJsK7G/fJ1tdCB86PpPHFGCJBsLJAG226yteZpQp11rk0V70LhGoER/TFC7Ecu5/i6HssLgA4EU9YsOcDTS4S68lRFZPqRLWLZwnR+3Qsr4pU6fUtx0AkeuQ/LCacKlDdbjT5dKIVtKdki9jdCR2CaPralZA0abtnmcfPkxk+HA3m9cI7AWjvpnymwdepkZFFddJDAtqiA+vAVIR8F7ip/lAF7rh8osIUrYScKSL86nKLN2cM+yjnbkSJ03inP2CI4BY8fmFHpCMxs8SzwLOdCZ5OtezsCzzbP28sWilHtYUbp4wIzfNRTQDuyXIrObCBb81L+pEm9GhUWS+e7Hermq9v1cyach8UyWAbqcv4FqXV3F9UepnAMLw1uyAfluEPYIAWsqSPT6wffF2XcxUP+V+GdAvuSY1h5AK8QaOQRjtGYhwF4nsIw7runOBxo7A/J/FulOFnQIhfJU74IAwflXr98kQuDtUW6+IE6HiackSdW4cZowcXr0jn296YTgWFdOoWtoCOdDe77fWFrAZ6YpaBRK/ccV1ClfFKhdCqQDwus89JIlUIjCTe9JNfpu4pIxwGDSUPHXuWUP40oxhsjSOciOl9yjsfn/jvhkZCHC4RzBbgLGZODDkop6LdNFkjZwQXlkEudvGAQ/iysmi6k/sAP+oTO6EedpAzI4wHCugKdwjDYdeuwLhlKqdM2zFPOiRfPeU4EzxrP8ufSeZbP6DDvn0WibOgUY0zj2X6F3NSlePay6As5eR5pF9iXHqHtoI2hE4xsKVDmSyQ/HYMx4dDkj8PqcpAH4ofMS2FV+cqizYqzTrkMRLHGKDKQ3DbjJnU572Wwycktwu9Tlh6jI1Pm9H5zYdSDkV0mC8Rg0zPOhQ9woBc9c2Tb5Mco5PIVeTD2dBh4aP8nvHnhKOMNcS51DfYmuggd1sguZoS2S5Fe6b1cAT8tAmlISIuZiBAaI8J2y8KemcLyL1xlpxdy0hGgoQuh0SH/zGKUUsfIcU3olM+U0PFAz5ipIN4OKSyfNaCDxUgml+Awb3jHFKHKYIdxza+/Xp6cH87VyQsdhJE8IbmjDNbJwheXm7wxcxJCxwV9J1KHs8uHylmnbZinHBOvyrDxrN0sLJqxQqf0R5n/len6vLPG6fMEru8lxPlaEWG+/KukMDpllGcub5Tn1iKMZ4c8tMZg5z3gIi/2moFaDOSjrRfoCh5Sere5YJhpJFn3zuXiwh/XMX2K0PAjpSH8icLoNT9doIPAA/4x4aMCI0Hkfek40QPGh87AD4V9BBqBWwRGC90Eg762UOrJ6Po2IfKRX5/HvSGdKEeVVfejcTkpO3GN3Oi6Y1XkCYYxgg65KTnysFJP8v0koaq8ufyF9yXX1UUH5DjhKoGOX0cg3SpD3jWRdIKOC6PnH6R0SGssnatKL+/4MEJjFmWidTgl70PBACNnZpxCbpQjr99RN6rqzjMUF6PbTRhdby+cINDJotN+tBADh7vkfrXwY+E6oSMcKiwv0G60VmywW1t0jVB8ifQQxIPyiKQVI+xOBvwYwUcWWhOWy+3y0OjGCC7SY4o0F6Y9kTjPdPThAiNzOgGsh/H29GSEhpsGAyN4gNARzhbW75FYNz25BF3jfJ5EnnemARGmCfsJa75vFzoZGOVgqKKj0y+NbuerdKoKCz0jXzSeuT4Yea6LNcVu9+P6MWFp4TkCnaMRgfqEIZ+oYGwZyV0orCGMCMFJVXplveJ+E63DXGO5PwPls00dz+t38IxR7WRg5M2SGp22bsKM1a4CZcwyDh1qntVIf1+56cAfKESd4plBqupBOtX8A6MhixmYLAOb60IeEhpJJKac3iw3Lyr1ExrqXJaVh07kTSkw0qPh/0MWMQxBnKdx4CF+r7Cp8H7heAHDTU9/osJ184XdBHrqBwnfEx4n/EsoJdezPIeurOdNh9DhocFZuUhsSfnRgVE2xmpQEvn+km6YT53XvT+jLEZdrBkzEzFVocOGYaChzkd3E0l3onV4Imk77n0MBM/rKQgDPRG5R5GZ8QJ0Vt8pjAp0wD4hsHRznnC6MFTiEfZQFedAM4ORwJBhXD+T7jymI1PUPIS5MGV1rJCvfXL+KUU8RllIGJ0zk5+p71zwY6SZVmaKi4cUobFmWhMj+wCBaepeQqNOPGQt4YkC0/ZvSmF36vhFgc4AhqVcF0vRxnv4VwilnkzDMg0X+Yj4kz3SEEXnKE8DPc8SyPfik018EteR78uFsrxJalSg8xRCvQiu4XFDgXpRCh1AuJ6MVKVX1rl+6Y4pwkTqcL/0hvU8HCFRpjw35Qxar7z/IJ0s6w5LLJ/vdaHOfUpgdg+hQ/4aganvdVPYVOrBVPOVVJiZgw32zPA6zKnSoDIyogeL0eZFsZj+ogFntLSbsI6AMIvzAYEprhg5p1Pj0497CowaR4RDhF8JrE0hJwvnCqMCo2+Ehv6Vwv7C3wWufYvwfE4mwX230G+0ydTrSumag3XcWHiMsK8QDT35pTG6Srgxxa067KNAevtMWSM0Gh8SrhWOSGFTPTCC/laXRE5V+DLC1l3Oz1TwO5QwU9Gvym7wcrl3Fn6eheVcM4VOudPJuEtghMQLhDT+lCv1ajLybV0E7/sJpEWjPjrBhCZahyeY/NBEx0AiPD88gycK3Tq0KepCh1PkO1vgmY9nm/r7SeH6qguyMOrb7pmfjjb3/mEKox48T9gk+Ud0fGty9ztMNV/90h+K80xxWAbLQD/OeQA6wt8E4uKm0cXoXiC8SyintBU0LhjsXydcpiMGq4x7g8IOE94j8JD8Q2D0yLRzLrx8wgi6I1wtML08P4tAA00jz7opve1fCBj5jVKc1XTsCP8UMA64McIIhuV3AtecJtDA0wChLyNH0rtCoAPBaLmfbKYIdBJ+K5CnY4UVs4veJzdT+/CJ8d9BeKlAA0XYnwQ4KYUGrSP8Lx1jJBHxMJo3C6RB54n7dgRG3uQbNzxUSZVOb1NEDBfpUd47CZRp3IMw4oS8UA7qxLXCJQKNMY1oLvgx4PDJS4OMpBCupexY6/+pcKBAOncIYwJl1RHq5EXRFtlDgP+op3BDPv4oHCq8SKAeE8Y0fEcIgyHnvVKnDufxh8kNN3WEjjhcUqYHC1FP41mjPBEMKe0Io9eOEJ1kOmaHpzCeQerOXgKdrV7Cc/MjgbaAZ5Q2hk57CM/xpwXqMG3G94SPCOSL53JrgXpBG0QYz+QnhZAyX9mpWXXWLZcZV7Ixisx4Tptzg9nmPAx2cxixJmbADMDAbLcNLoVqBu55YHW4Q82AGTADZsAMmIEmMWCD3aTSsC5mwAyYATNgBhrOgKdgBl9As8U5L40xHf4fgXUt1q0sZsAMNIeB2WobmsNAMzVpTLk0RpFmltOMaGXOZ4RWJ2oGWs+A24ZmFqHXsJtZLtbKDJgBM2AGzMDCDHgN2zViKgzkf7m5eCoJteTa86Tn7cKtLdHXapqBJjPA3yV5lhjR8xcvS0sY8BTM4AtqOjk/RurPBYNNKR0k2GAPvr76joNjYDrbhn5a76wIkzXYI7p2VKjad/z7Cmc/gmEST4kPU2k6L2bADJiBOcTAiPJ6gFBlsNmYiI1+hkoWHarcODNmwAyYATNgBhZZ5A3DSILXsIexVKc3T5squQuFawS29WP6u9sHFbbUObYpZJtRtqGcJ+SysTznC/yVK7YD5Zpc2DqSLQ1/I3SEI4V868jYMpMjW3SyJSZbITKtFtt+sj3n6QJC7zv+RkavO7Yl7Xcfrl1Z+LbAnuVc+16h37aJXGcxA8POwKrKIHv9sy0ozzrPNduK5jKRtiOu47llW1reFQkZlSPWukdS4D46sgaOsPUoz3hshUr7Qhq0EaWwdS3bJl8lsIUtW6o+JEVaS0faEXC8wNffOsJfBNo9r7OLBGSQaybplnP+UIdzjBr/l35dYouKzUNKRc/3Bqcy83BwXE5YRmD9CMP9eAHhC0zs5b1F8tNZPEzg61ohL5Hjv8JOKYB9xDHI5wrRucSIfkZg72ke7v/P3rnA3TbVe//Z71FUIqGbyhM2JdFFHW2VXSFRopBCNmnTSdFFhXptHaJ0Tps6cukiUV4JR9kSssmt0kVRscnKvYt0oXvt9/ddzxh7j2fsudaa63nWZc71/P6fz2+tMcYcc4z/+I05x39c5hyTTsAc4dfCJgI34gVCKnQw6EhEKZMP+dGp4GMks4VVhIOE2wWvYUcm/T+KDJRpG65XwY9JCv8aubnfo5RtO/bTCeSXGsMF8qcGmzTZ/5t443iCzNU/Yc9OwqLzWDlyg41xpt3YNESiXWCv8a8E/8P0Py7QAWGf8pMF0n6jwKDgg8IwpUy9DES/yigykNJWI5MynPMBjNhrjVrzEQnO5YtIUTDUfxPWTsIw3Hwx66QQtrX+OW/DJA6j3/0TP0aVHnsq8bxo6DnGzUhamycRMcLkeZjARwYelxx7v9yHJv4y+eyq+ORBQ5QKsw022Bkp9o4UA53aBgwbH6KZn5X6iMRftu0YlMF+onSjXTgu05nBAeXdMgm/Tm6M/UpJ2EVy88GRYYofOhsm+xXPG2P6TCE32Iyu+coRhjQVvtrDKDcKPdmfCS8MARhipqovE5jOWlfgpqAXi5AfX3BiRJ0KvV2ErzqlQo+XXn4URtvkebrA6HjP5BgzBIQjZfOJemOgU+HLUhYzMJMZwPBh1D4u/LfwvEDGkeG/27ZjEFxupUwwwHl7xpfjkLw9o91hdjHKXXIwSzhUidOMQ1XCmVeSgbWCVg8UaIdhjMfjYYxxLsSL690Y8xcIGGx64g3hCmEzAYnpvUHuRgIMJGkzek4lnzKLx7ixLhX2DgEY3jsF1qCRsvnQI0fy8rfKN0T3nxmYEQww5b1Q2F2g48zUcvwmerdtxyAIa6UTbRTSqT1jqS4+/zIIfQvzsMEupMWBYiBO++aGEnIIy6eFVy9gbU2F3ZOEc1PPE+iBMxXG9PjFAmvjMb3Pyj2egTXxNwtl5TRFZJ3qucI+Av4oZfO5N5yQlx9dLGZgpjNAJ5plMZ4pwXjjP0tgzbfbtiPnEuM4KwtcNY/Upb+VTvH+ztuzLpMfTHQb7MHwXMdcmK5mrff5mfLryY8hZhSbylNDeAzjRthIiFPKrBG9JRx8UP+fEbjhmWZi7Zv8bhTiAyEhavNvgcATp2XlPEWkAXmr8Arh/OTEsvlEvePUeEziOQVKxIdVCg45yAyMHAOrqUQnhFJhXL8uvF7AyLKM1m3bkRP0KwXwwOnKyQGWy3Jhah6Jxp02Jn12JY3PbB5T3Hl7Fv15e5ae28rNIKVVfq3OGYnwTg85jEQhK1aIMpzHJz3fFHTHMJ0j/FxIR9RnyM+Xt84M4dzQhKVPie8i/+1CnCJnegmjzTp3lG3l4CaMU2uEv1ZgmjudsjpWfhqFdsLaOGU8qSBSmXzozP5IoNNCJ4WyHyDQEch74ycqjIdw5ggWM1B3Bjq1DdyL3KcvSQo6T27ud+4VpGzbwUwb+aUjaIwz91OcVaPjz9IY8caFKIzuCXu1wCwds2J0GJCiNuLDCmcKPC7Dsex1sxCfEp84c2J9/qzoCf+0I2lbRTBvkJDeI7O4/fJ2qpd+5btCupVRZAXNRjegLOcYN0abtwl3CBjldQItGN2GwIj5eoHp5yXCn4QfCnOFKE+W45MCo2iOYQi/LMQbPMbj4bJrhNuF7wuMjp8RD+qfKXSMJj37hnBkcix1biEPZeS/SDrlwznofIFAeWgMGFV8RIh5v4xIkkMFjHiqZzjkPzNQOwY6tQ10Xj8oYES5l+nYfkt4aVbSdm0HUbn/uW/I7xfCHsn5bw9hhH9B4CFS4tF5PzCJd3SIR3uCQUZ4sCxtIxh5RzlIDgwvhpqBxzECxh5ZQ2gIfxUeEuIDapfJzYCETgrHaRcQnhzn9S/4GIR0qpdB6NDMozKKDKzEw8/InA+/DqyBGagiA24bqlgrspNM+1nMgBkwA2bADJiBijNgg13xCrJ6ZsAMmAEzYAZgwAbb14EZMANmwAyYgRowYINdg0qyimbADJgBM2AGbLB9DZgBM2AGzIAZqAEDNtg1qCSraAbMgBmoKQPxFatO+yYMo3i8Osa71HG/BV71tJRgwK8RlCCpx1HMeY8JdXJmYEQY6NQ2sJcCu4ZFsC8B5+RhbF6CFG1iEg4N7Y93s9E5bqLyn3KzMVKVxa91Vbl2rJsZMANmoKIMPF16rRTw7qBjGsYGJVWWF0s5Nle5ISjJBkyfrrLC6AbhFjNgBsyAGTADZRlgh7C/dYj8gI7HHcQ6RB3KYT7i85ckZ2YHLCUZ6DQFUzIZR+uCAXPeBVmOagZmEAPdtg0HixvO2aAFR3FKnOlntjBmK2O2Mp2dxZ8lP6N1tg1l+1C+7se2v4QjjODJB5wl7CqwFTJT8un+/uxjzto5xxrCqQLbjkZhy+M/CJzHVqcgfgSEMpwrsCUqHZNvCun2xkybRx34uNCHBD5WQtg5AsK3FPi+QEOgDOS3IwemKd3WyzSza316ZRRpreLIHTHnI1elLpAZ6AkD3bYNZQw2H8k4W3ihwEdDMIbs0Z0K+/RjSJ8dAjfS/6+FuEc4e3aPCz8Q2MMbo725sJdAPGQHAUO8b/Dz1S++TUAHIX3IOnYiQrTm3zoCxveUJO575GYkHg066aEXHGGIjxCeJfCdAQz2vwlXC+yxHjsJr5MbnbYTpiPd1st08mp7bmUUaavlaB0056NVny6NGegVA922DWUMNmlukij4Xrn5mEY0ok8M/uOzQhwlP18BYwo7ynVyYKBXScLeFNx8BCSuS8fDW8tB/qnBLDLYfJyID388NkkX/RrCJUkY+ZLe15KwteUmfUb9HNs5OYbzKgG9pyN+6Gw67PlcM2AGzIAZKMUAo1SeLo9ytxw8Q7VmCNgq+BkNp8JoGgPJU92pMLpN16BPl/8JAp/mLEqDczu9toVhv01gNiAKn/lkGj/qlxxqjqSj0IH4uhDzKNLhBTrOCH3KAmEWM2AGzIAZMAP9ZIAnslNhihhhChlZK/wzwmZqPAo2inMfl4Th5KG2XGIab9AB1rFTIY105Jyfi5/zWT/PBQPOdPzqwv3JwXY6fDtLhE4H0/10KvhU55TEBntKtPkkM2AGzIAZ6CED8aGx+UrzgimmG9P4rM5/1xTS4Pwio04Y0/d5p6Moi6jDpjqIge6peKezntLpxMyAGTADZmAKDCzWORhFDF0qjGzPFJ6UhRd571Mg0+55GsRdIGxTdFISdqnc6wlxmp5DPKH+POEKocyrX3GtO9eBqXoeZpuW2GBPiz6fbAbMgBkwAz1gAGPLVPiBQnw4jRngowWmke8pmQevhbHevFsS/7Vy7yewHt5OjtFBRtE8kBZt4zvl5oG4w9qdmBw7X26MO2mtEcJ5YO4Twp1JPNJnffyDSVhtnN0+lVibglVYUXNe4cqxamZgiAx00zbw8BdrvJxzl/DxTO+L5ccIsmbdENYXMMI8pMU5GLFdhCgY7J8G3KB/ntxm7RjBADYEnuR+KLjztWri8eAXD33dLqAfRvQZHAgS9zePOp2VHJst93nCHQLnXy7wKloU8uMdbXRnPbshRMMc46wqx8Jw7Ef6Rwem6OP75MRjJE8ar8BTUrqpl5JJTi1aZRSZmvq1PMuc17LarLQZ6DsDbhv6TnFzBI4x72aWuzL1UhlF+l9PlcnBnFemKqyIGagUA24b+lsdrGffKjCa70YqUy+VUaQb9moe15zXvAKtvhnoEwNuG/pEbJIsr3l1K5Wpl8oo0i2DNY5vzmtceVbdDPSRAbcNfSR3Gkl7p7NpkOdTzYAZMANmwAwMjIFuFrwHppQzMgNmwAyYATNgBiYzYIPtK8IMmAEzYAb6xQBbjzaEB4Xr+5XJTEnXBnum1LTLaQbMgBnoDwNsbMIuZacWJM+7zuMC70KXkW8oEjubWQoYsMEuIMVBZsAMmAEzUJqBPUNMdhd7ROmziiPereB7iw85tCoM+KnEwdeEOR88587RDNSBgW7bhu+pUOzkxXlvbFHAMxTuKfEW5JQM9lPiJYlyNDNgBsyAGViRAT6MwTek/0fgS1XzVoxSOoQtPPnCFfuKp/Iyea4WOM7uYF8TXjU5yiTfAfLReQBvFdhVjO1R2W50L4EtQj8q/E5gm9F9hVw2UMC54fjP9f9NYYskEtuZxjz+Xe6zBT6bSRjbqyKrCScKDeEWAf135EDdpdseXd3LWwX9zXkVasE6mIHqMdBN28BHLTCoyHECa9ZPDv70r+wImw9vpAb78fKzb/h2ITGWcT8mfL0gjxj0aDk2EigH+4a/TXiWcJqAfux3fnAI+5z+WX9/qhBlHTl+JfB1rbhs/B65/yI8P0RaW/97C+RxucCyAHlcJWCwediOTsYPhbjX+OvkJv9YFjm7km7qpauEu41cGUW6VbzG8c15jSvPqpuBPjJQtm14uHTAKEVhVMoXqA4t0G2qBntrpYU+GyZp8pDb/gV5pEHsJMZ5jHyjPCWEXZCEYZyJl07l88ERPjDy2CQehrshxM9ncgjDy7kY8yjPlgPDvWs4tnNyDCcG/bosrKzXU+JlmXI8M2AGzIAZmMQA09JfSULYH/syYe8e8sQXu5jOJt1DhHUFRuAnl8yD9fUo8ROdeRhGl5F8FDoJTPP/NgmjI8Ia/FbCSkk4zrTTwoj6xwJfDEP4algqfOLzBQKzAF2LnxLvmjKfYAbMgBkwA2LgTcI7hUYCRphMR6efpJwOWXyGEwOHwT4i5MP3pjcrmSjGPgrT0UgahrHGGDOFHWUtOR5I/NGJAX+YED/3GcOL4pIG8m2hkYCRN+v0zBJ0LXlPoesEfIIZMANmwAzMOAYepxIzJc40cyqrysPDZ4yyr82OTdXLA1vzBNaGXy8cJfCdbdad/yb0WtA/nQ6P6RPGendq8FvlTRrIpgIGuifiEXZPaHQiZsAMmIEZxcAeKu2ighKzo9nlAoaVdeTpypZK4C0hEdL+jHC4wBQ2D371Qy5VousJayaJ82Q5T8Qzuv9HiUzjWjcGOxU+rcnDbFMSG+wp0eaTzIAZMAMzmgFG0P/bggEe6nqMsFOL490EP1GRDxOeFE5i6hojfrPAJiv9kGOUKKPoY4VoI5n6j7qUyfN8RcK4k9Ya4QQ44an6O8skUOU4rCNYBsuAOR8s387NDNSFgXZtA8anIbDuyz9PRKfybnnuFUgDo3em0BAYHfPkNe71hSLhFSzOYa25IWCYeUWMp7ZvFHig6ybhywIj4FbySh3g/Wp0uF/ASPIOdSOEsRbNKHfzLOws+aPMluM84Q7hdoFZg3Rd/kj5fymQBx0HpuhzYXlgodAQeH+c97DfJTBan4q0q5eppDflcyqjyJRLUL8TzXn96swam4FBMOC2YRAsd5+HX+vqnjOfYQbMgBkwA2Zg8Ax4DXvwnDtHM2AGzIAZMANdM2CD3TVlPsEMmAEzYAbMwOAZsMEePOfO0QyYATNgBsxA1wzYYHdNmU8wA2bADJgBMzB4BmywB8+5czQDZsAMmAEz0DUDNthdU+YTzIAZMANmoGIMzJM+uxfo9FKF8d512b3HC5KoTpANdnXqwpqYATNgBszA1BiYp9OKDDYbtrCJyp+nlmy1zvLHP6pVH9bGDJgBM2AGescAu6c9p3fJOSUY8M46g78OzPngOXeOZqAODHRqGw4IbTbx3ip8SPhVCDsnFHA1/Z8oNAS+tsW2nDuGY/GPrUfZ/pNvRAOM6xuyOHjZ4vMEoSGwxSffm2a70Q0E9ha/S2DbU0bRuAHp7Bnc6InOKwtsI4qfLVAvFBA+dck5fNSD4/FTm2xxik5LhIZwqhD3BZdz4NKpXgamUGUUGViJh5+ROR9+HVgDM1BFBjq1DY+W0hsJxMMQHyGwpzhGFYONwbtaYO/vaOBeJzd7hG8nRPmYHB8X4tIsBpj9udM4pHWl8D0hprWu3BjW9wtRFsvBBzdy4Yth6InBjsKHQ/hASSp8XIR9yqPsIAf67hsCKPM1wreEYS0ld6qXZcr321EZRfpd0Aqlb84rVBlWxQxUiIEybUM0hF9L9OZzlxjbXQXS2Dkr01XyX5eEMbJ9ZBbnC/LHUTqHdhFI61VZPL7g9Z4kbLHcZQ025/5d4JveUTD+hyZ+jPcNiR/n1gK6pB2KLEpfvWXqpa8KxMQro8hASluNTMx5NerBWpiBqjFQpm2IBjs1crEcJ8lBGnyzOhWmsfnKF6NVhBEzo2ymue8QGsIfBUbtUVqllURpOhcLZQ02XwBj9MyXs6JgoNcJHjoS6P+p5DjONUP4cVn4oLxLVxpUTs7HDJgBM2AGRo6BBwpKtFYI+3Z2DCP/BwGDiGHmM5lMg7NW/NMQ99P63yK4+Ytp8WpWr4T16kuFvYX/FvhsJt+ojt/XjnmyDo5uqbD2/dgsbGBeG+yBUe2MzIAZMAMzgoHfhFJuqn8MdJEw+n65sECIxrooXkyL0TgPtvVKTlNCXxSeK+wj4I8S8/ysAtJReBJlOM5hLZ4Pp7TO1QyYATNgBvrNwCUhAwx2KhvLc0oIeFgLJXj4KxVGwsjmk4PH3iF/Oh3PmvSsEIe19Bdl8cn/gV4AACAASURBVHMvT6czWuYp91cI6XT6ffLfKOT6k8YCYRscM1nKrJnMZH76UXZz3g9WnaYZqD8DZdqGuIZ9QEFxebJ7scAT1fHJ7sfIfZnwwSQ+r3I1hHVDGIaQV6swllHiU+LfUQBpIBsKTGs/L/j5YyqdJ8kRjDnT7Ug7PU/WccrKOnku2yqATsBuyYHXyk2+cco8P6ff/jL10m8dmulXRpGBlLYamZjzatSDtTADVWOgU9vAui67hxHvfqEhRMMcy7KqHAvDMR4q40EyppfjKJh46wm8C806OK+A8YQ4I92/CQ2BtW6Eh9ROEBoCT27zehWj4lSeIQ8dAB4ew7gzmt9DSPWMRjyex1o5ZUjXzOMx/pmyJ6/bBfRHN/IZlnSql4HpVRlFBlbi4WdkzodfB9bADFSRAbcNVawVdS68hl3NirFWZsAMmAEzYAYmMWCD7QvCDJgBM2AGzEANGLDBrkElWUUzYAbMgBkwAzbYvgbMgBkwA2bADNSAARvsGlSSVTQDZsAMmAEzYIPta8AMmAEzYAZ6wcD6SqQh/FU4qxcJOo3JDNhg+4owA2bADJiBbhkY1wkLhPiuNOffJhDO+9BVkGOkxL0Cr6mxqxmbnuR4sAqK1k0Hv/c3+Boz54Pn3DmagTowUKZtmKuCEO/ZBQW6TmFVGWHzZS70fH+BnnxLo04G2+9hF1Sig8yAGTADZmD0GeATm3vXqZieEq9TbVlXM2AGzMDwGThEKsRtPi+Wm2nm7xaotbvCGgJbj54hsF1pFEa3Rwns/w3YcvR0IZ1if7r8jI4BI/Z26elwV8J3uN8mfCWcxZap7xZuFn4m3CLwcZF0K9UQ1X9lpmDMUm8ZMOe95dOpmYFRYaBM2zBXhW03Jf5jHefjGkyZv1HgQbT0wx8Y798K6wkIH/k4TmDv7mgk+aLXuMCaeKf0FKVQWk2JY7APTM74iNx8CjRO8W8k96+FDxemOpzAMvUyEM0qo8hASluNTMx5NerBWpiBqjFQpm2YK6XbGWwe9mIUHWWRHN9M/Mzujid+nDxlTpqbZOGsid8npOldJH+aXnbKMm802KSbIxrsJ+oYX+Y6PkuEGYA/C/ErYa3yGFS417AHxbTzMQNmwAzMIAb4+hafyoxytxyPT/z/kptRLN/ObgQsDsfjqDuJ3hxlp+kxDZ+ml8YtcsfpbUbv4L+SSFvJTWeA0X0q5MnnObfMwofmTXssQ1PCGZsBM2AGzMBIMcBrVKnwgBfT3lEwkoy6jxZ2EPikJqPhO4WHx0jJf6f0Ck5pG3SkjqITEr9vzQibqfEo2EfyfVwSNlSnDfZQ6XfmZsAMmIEZyQAPkGEwPySkI+dBkfHHJKPfBPd8/V8wKAWmko+fEp8Kaz7HDJgBMzCzGWDNF4kPiDFt3M1IlAfKcnlSHjAg/2LlQ3k2zfJDxzOFVC9mAR45IL1WyMYGewVKHGAGzIAZMAMdGLgjHMeAMYV9jrB2h3PSw1+VB4N4uIDRf5SwoIvzexmVB9qYCuchtPjAG7PPTNfzmtk9ITPKym5u5wb/jP0r81TijCWnTwU3530i1smagZozULZtwKD9QrhJ4PWnNYSGwCtcDwnx3ezL5GYKmlEsxzF8yDsEDCAGkQe+eA+avH8lHCt0m55OmSTox5o4afIueEN49eQok3wY7J8G8F74J4XVkxhryk16vK42DClbL33XrTKK9L2k1cnAnFenLqyJGagSA24bqlQby3Xxa13VrBdrZQbMgBkwA2ZgMgNew/YVYQbMgBkwA2agBgzYYNegkqyiGTADZsAMmIH4SP6wmfCaybBrwPmbATNgBsyAGSjBgA12CZJ6HMWc95hQJ2cGRoQBtw3VrEg/dFbNerFWZsAMmAEzYAYmM+A1bF8RZsAMmAEzYAZqwIANdg0qySqaATNgBsyAGbDB9jVgBsyAGTADZqAGDNhg16CSrKIZMANmwAyYARtsXwNmwAyYATNgBmrAgA12DSrJKpoBM2AGzIAZsMH2NWAGzIAZMANmoAYM2GDXoJKsohkwA2bADJgBG2xfA2bADJgBM2AGasCADXYNKskqmgEzYAbMgBmwwfY1YAbMgBkwA2agBgzYYNegkqyiGTADZsAMmAEbbF8DZsAMmAEzYAZqwIANdg0qySqaATNgBsyAGbDB9jVgBsyAGTADZqAGDNhg16CSrKIZMANmwAyYARtsXwNmwAyYATNgBmrAgA12DSrJKpoBM2AGzIAZsMH2NWAGzIAZMANmoAYM2GDXoJKsohkwA2bADJgBG2xfA2bADJgBM2AGasCADXYNKskqmgEzYAbMgBmwwfY1YAbMgBkwA2agBgzYYNegkqyiGTADZsAMmAEbbF8DZsAMmAEzYAZqwIANdg0qySqaATNgBsyAGbDB9jVgBsyAGTADZqAGDNhg16CSrKIZMANmwAyYARtsXwNmwAyYATNgBmrAgA12DSrJKpoBM2AGzIAZsMH2NWAGzIAZMANmoAYM2GDXoJKsohkwA2bADJgBG2xfA2bADJgBM2AGasCADXYNKskqmgEzYAbMgBmwwfY1YAbMgBkwA2agBgzYYNegkqziJAa+K9/vhfvMy8AY+Dfl1BAeFK4fWK69z2hcSV4k3CQsEb7URRbrK25D+KtwVhfnzfSoo3LtVKIe62Sw/yHGlnbAs6bA6pN1zqcEbuA7hV8IVwtHCxsVpPfYcOwn+r9LuFv4lrCPUCc+C4o2KWjTUL6H9P8X4TkFJ1ygsF8JNGJw8YqCOL0Oer4SpL5GVb6hgp1ZscL9U/qMC+dXTK9u1TlVJ/xZeKbAdbR5iwTGFb5AeEJy/Da5Cf9BEmbnBAPw9HcBfnMZlWsnL9eM9mOIOwm9+5UKsIfCOP/kTgkUHF9VYXcIFwqPC8cxursKGKH3Z+fMlh+DToOKoUdmCVsJGPyvCQ+fCK78bxnOKcRpAnFvEeArly0UsDgP7LP/WKU/qiPsz6lsH+szf1NN/gydWNcRNvcpxvrgpPCPaEHEXIVzzT+74Ph1Chv1EXbZtiHS8x45MNjMfLXitM7XTsFlMJSgpXUaEX5fFDHKTvF4+T8h3Cq8awoUbqtzniIsEBgpIv8Svix8Nvjj38PkYERJXnsKjCgRLu4rBEaXLxeOmQgeqd+LVRo6KyeNVKmqWRhmamgALb1lYGUlt4rAbFEUDLhl+gy8QUm8T1hN2Hn6yTmFVgzUyWC/JCsEPebThEcLGFCmbpEDBIwoeKuAAX1AYOr6A0IqsfxxdJ0eO1yeTycBjOSfLnxcKOqB/lzh5wpvE9ZOzhsFJzwwqwAHGJQyso0iXSvQwWEWgx72k0qcyCj+BKEh/Ej4sUCnbIOCczdTGCM+Zl9YlqBTkcqb5LlSIM4PhUuFdBqU+ozXCqOm3YWGwPWCvvmMAo0+ut0vMJpgipg8SIMRf3p9vVJ+1tuZeWkITBeuIbQTOqV/EEgrCu6Yfqfytko7rQv4vEzYN4vci/piFob0907SphNL55YyxNEtDTthfxNOS+KmZWV56xqBmS7O3SSJlzu5Nrj3mP3iPvymwMxPFNoHrkOE9oC8vxT8+d8hCqDDjtBRJS71mEuna4Uynig0BHihbnfMExkB//NUBpYL/kf4jTBvBMrkInRgoMgAdjilefNz3oIsIgZ8o3CMhvqdAjf/h0PYi5P4T5QbQ48x30toNZ3DKWeH89s1uhhrdNqNEyouZTk/TeXYRXiU8FMBvp6RlK1oShxj9Q8BThGWCc4TuLFXD2FFfzyggoH9nhB5Xldu6iddnjhW/t8K1MkLBTpzNNQYolSo/7TH/xr5McbMzCAPE8aFHwgYGpZVmAZ9o4Ch+KCQCo3SHwVmZlYSthbojOQGZQeF/VOIRpFrEuNDp6JTJ5mypQb7KfKzZl+mvIq2gsS6oGOB0NH9TyEdaZatrzN0HpxGifVFWKwv7i9Grm9P4uFMDXY8RCfqtCReWtYLFf4yYY7wa6GVwV5Hx5gdO0WI3DJDQfmeL0RZRQ50OCAJa+WcG+K2mhLvdK3Ay9UC5Yu8vE5urontWmVaofCybQMq05mmnpDjBMr45OBP//JrpyCKgzow0E29dEhqeoe7VeSZyo5G4dsCDWcu8eY8JznATcRI7P9mkWms7hXQAWPEtPdeQm68v6MwRgTthJuSdN7bLlJFjpXl/DTpi8FG4B2OGPnCMVJksG9UeD4qWV9h5MnMRSshH+K8KotwmPw0wlEwasRLG3E4Zx0tNYjrJedE551yHJiFXyc/RjK9li6Sn5FaFAwD9f/xJAwnI7Zcl5sUdkMWD+NOvE4NNmVDl1SKyssUZF7e7LSml7pIjSxhzBRwzUcpW195oxvriw5KKqfL83vhkUkgZY8j7BicG2zCY1k3T84l/ccm/tT5SXnoXKXHuQYawiVJxFXkRocDkrBWzrkhbiuDDXfptbJI/vRa2TWcn3YWyesq4TocFZeybQMdcTomUTaQ41/CoQXly6+dgigO6sBArdawY1m4SKh8enJMdTGSayWp0SA+N1ocXcVzaJifKmBsGQW+SKDBYRrruTFS+C97IRfFw+gQvlaWZp28GKL/EJixOL6F4k9QOIY9N9i3KYypZAxXK4nH8nOZHflYdhIjKAxNFEbhNKJrJmFcK18SbhaYLm0I6FdkyBllp9fSXfKn18rz5GdEfq2QCrMBqZD+xgIj6lRIH3n55ODSvry86JeXN0+sVV1g4JhdQlrFmU590bllSjgd4YbsSv2hX9rJYLTNDEORcM2ga3oco8H5Wwlw1Guho5FeK1x76bUS67joGniB4jLjMgpCx/orSUFYdrhM2HsUClfFMvTjYu53OZnOo+dLT5n1wXZCLz8VjDYj7VwYqZwbwOhjD4Ge++eEzUJkGnwaIKa4mFYtknjT3p4dfJL8bys6oYZhn5fOLxHmC9ycd2RliB2SIo5oVNt1WOKxVo1zmlVR3XI81i9pLRa+LzCtSmcBoVHBkOdSlF56rUQDl5frd1lCsQxvUDizN6mQR6uRYq5P7i/SjzhF13M8twyfvaivnJNYf+3qOi9f6s85bReXPOiQ5YIOdLBWF2Ld53Gm6i+qi7QeYrmZAUyFUT7PKNBJYmml7sIyCx3ZdyQFeZTclP+FQt65rXt5h65/On04dGVKKICheI9Aj/vkEvE7RWGt5dVZJHr3nxUwTIwkMeAI014IF2Ir2VIHGAml02PEZZpvYauTahjOlDLT4qcK+Wj1N6E8RYaJsHi8qNjxGJ2i6QqjHDpQHxF60WAzO4Pk5XpMCI9/sQxcQ+MZiPvmLH4/vWX47EV95ZxEf1rXjHpZP09l1R4Unjzy/EmWMDriuXHtQZYdk4jl3lQxxxNgqLkGOg00OmZQgQg8qEvH9ylJ+cblfppAG+pRdh8qqU4GezWVn6lqGt+iRg/D+8YuOdpA8Y9rcQ6zD/SC47r1mXL/THhni/hcqDsLHxfSEeIW8rOWd3mL8+oY/GcpzTodDfAJWQHuk5+p83w6FMPOdPWlWfzUG49tnsWhB39om/OKDjG6yoVRUL4kksdp5f+eDmAA8g7bc7ITKP+NAo11LgsUsE0e2Ed/rIucT0ZBjH7WFnpRX3ld48dQpksbPBiWjrgfLT8d5ukK10y8tmJaXJeM/K4Q0qnrsnlRz0jsYNARx0CVlUtCxPwaYKnklLKJVDzeHtIvDmJSVR+Uh7bu9QIzCpYeMlAng/1JlXtd4a0CRhuDmmK2/NwQ3cpGOoFRGI0Ywk36WmFP4URh6URw03DvKGwonCbQW47CDc1aOCP/DybhpEXahyRho+Jkjf8tQrpmHMtGeVm2YMoMwXh+VGCpgHpsJefpwLeEBUIcucI3D5R9o9VJLcJpNB4K59Jhoi6om6mO6u7WuacK+wqM3rl3mPHZXsjl3QrYStgtOcA1tZ/wgzxyn/3UxXMFGlgEvT8k3CP8OoT1or7irMiLlOauAlz/KaTP35XCawSmqNHhMOEPyfGpOo/RiXQOmMWK7Rmd6ieGPKaS7h3hJDoUjCLPEdbuIqHzFZfOArpFXriePyHc2UU6VY7KCPp/Wyh4gcIp704tjju45gxEo9iqGM/XAeJ0wlGKw7rhL0JcDDs3CTdbQ6DnzKj5KgGhl7+/8DXhVqEhMJ11vXCgEBsAOZcJBgoj/FOhIXBzkx4XcOyRy9kUwj4c3Ixy0D8dZYRDQ/nrxPmzpFVDoMfM6Ch/ECwq/T9yLI6e5H9bua8VeCAIjpihWKcgXh5EnTBqbwg3CNcIr0giXSw3DTTPIxBnfeFoAeNDmWgQdxEQDCsjY2Y80B9DdbuAoVgs0Jg2BKbwMO6xjKzNc51wvXA8jgRXlvt4gfQAZSIv8n2mkAp5ozv5fV+gEX/G5Cgr+Mg/LRsdwW7Ku0KCISDWBdc4nNIRhedU2tUXMxMNgWsBrnDDO5LWF524HwvzwrH0j6nTSwTuSerk1cIPBdJELyQv65EhvNMfnXU6e1xn8H25kM6E0FlJ24SG/Mx8tROuKc65SeAe7vZaoWO4UGgIPxK4Bt4l5G2Egion7dqGyANLHA2BdiIVOqv3CqTBtcw90hCKrp30PLs7M9CuXjqf3cMYlVGkh2XihsXwxxFd3Qx2D6kY6aSY+uP67WbKdKQJceFqz8Aotse1rxTaGaaULf1h4N+VLFOCnw7J0zNFWMOiB/q24PdffRhgGpfpvhsTlVmnZFaGWQiLGTADZmDkGZgJPTqPsOt/GZ+mInxReHgoCtOBTMUfVP+iuQRmYBkDM6E9rmN1V6ZeKqNIn2rxcKXLuijlZIQ2v0/5dJPsqHPeDRdl474q1CNvCwDWbFmzq8O6ZNkyOp4ZcNtQzWugMvVSGUWqWU990cqc94VWJ2oGas+A24ZqVmEttyatJpXWygyYATNgBsxAHxkoem2pj9k56RnIwJdVZh7Kotcen5gfNRpmQhlHrc5cnt4ywOuNjXCfH9jbpFum5vuuJTX9PeApmP7yW5T6IDlnw5CpGuxxnbtASDeqieVhMxXe86yCTKeMrfRfoAOd3hduda7Du2dgXKfAeZWuNd4uuUfYv/viTPmMqbYNvHXEuanBfqn87Fmw2ZS1aX9iP+679jkO76inxIfHvXMuycC44h0hFDWi7D7GK3KjKpTbBntwtTuurKp2rf1DOrEhzAODo6GnObFhChvQsJ2xZZoM+D3saRLo04fKwD5Dzd2ZzyQGhnWtseNenTtt7N73nJl0ofSzrF7D7ie79U97PRWBLR/ZzpI9sK8W2F4xlW3kuVZge0lGAmcIT5ocZQXfhQphe9DfJUcWyB3XusdD+CH6Z50KYdvKuwQaAIStHkmDj1fk8g4FsHXszQJbo7K1ZHx3+ulyM20HzhJ2FxoCIxh0n+46+4ZKY7EQRxbpBjkfUDjvbZP3swXkFQIzBYTNmwhqfpOdsiILghv/+ERQ4S/7tl8pXC+w5eelAu/+t5NuueD1NV5jg9f4WtuhcsfX2v5DbuqEbSvRd66AsIkQ5Ytb07JtKGX+mxDrtxmxQNLri21PeT1y3yxeu/omKgOTowS2RAVcz6cL6axNt9ca1x1l4p/pXninzr8lzBZSWVmeEwS2ZWW7Trappb7i+VwXRcL2r/DIdrBcq1EeIcfxAnxwXwL26n/sshiDcRygbBoC2/peJeTfcthTYehPOYkbpZ3+bIPLOaQJp3sLvD7JCJ1yzhU6Sdl7YQMldK7ADAD3DPnxCu5qSQYbyc2ruA3hdoFvRjwzOY7zZQJtI23Sj4SvCa/K4oyUlwq1DJaBMpxzAR+TqPUaudOpLfZtZ8purxAHo4iBx0iunpy3n9zklxrDBfKnBpvoO4V443iCzA1h0cAlh5offKDBTAXjzJrZpiGQzgM3/FeC/2H6Hxe4+WnwThZI+40CDeMHhalILCM3NIaQRvoggXLTKYgyN4Sl5XlMCJuXxMPJuQdnYa281NXOyUHq6gHh8a1OUHi3XLCHPgY56k5jRgcEzqNwLaD3U5Owo0PY/kkYnZIzEn+RM15f8SMydAz+U/hLErlTfROV645rgg4oglE4TrhGiJ0NwucK6F7mWmNv9E8JpHu2QCeEj8H8XKBTkQr77TNS3lZYSdhauEMgr03SiC3c1yk8Ndgfk/9KgfpDMOzUQ69G4mXahl2VH/HowK0i0EnBsBF2oBCFY4SlBruM/lwbcEaHjo4I98iZAu3P04QoRW1LmXuBziO7E54q/J+Q2Cv0T3sWeXyy3L8RPhficK3Q8SLsiQLC/UXnYrvgJy3K9/Xg7+VfmXrpZX4t06qMIi01HL0DnTinMWCkND8r+hGJny06v5sdp/EgbXqqUYpuqgU6+LskDs6dBM4dT8LnhrAyjSg30d8FGuNU9g1pbJkE0gjeJ9CARsHYfjPxd+OMZcRQpvIdeRiNRpkrB2VMy0NjRNi8ZbEmHIQdnIW18kZjlB6/U5608Wx1bhkuIreM7FI5Sh4aUcqA0LjS6KX5MvKAA2ZWojAiTL9mlhxa5uT6ovFNhY7QvSGgbH3TiI5n6cTrdJMkfK7ced3Ew8fKwfWSCmHET9N4n/xcg9EIYBiYSfj4pDMnOsL5uVmUZV7q56zk4FVyfzGLPE/+dVsl0GU4enWSmxSBTm8qGDzOTet+lRB2QBKxjP4YbHhbOzmPa4vO2klJWFHbUuZe+KTSoIO+ZpIWTgztC0IYHS3qMtXh0fKz5TR1j2wtUOYNg5+/Jwhp5zQ5NC2nHzqbFn2jfTIXKg0FDc1/C88LxT0y/HNRMjWUG2xG10z9cSEPWrZShisV6ITRRHKdaHAwLlHukqPdiDSJ2tKZGxhGcYxEedq3n/JwJf4l4WbhF0JDoI6KGq8iPTpxEbmlPKlwHo1y7Awx4mR6cMcQidEQI310e5nwyBC+nf5pHFtJq+uLRjaObsrWNx1P6uASoRGwOGRclp8QfYU/DAgdiyhcQ1yD0RBw39D5vTaJg5Op+anKlTrxDQKjT3gk/dME6n0QspoyYfp7qmUqqz/lYeYgCtfWz4QXJmFFzjL3Am0BsyG0VanAZ2wvXi73rUKqA6N+2jiOISyvsMzBrMohAp2m+4STOdhrib3AXqfr9EaDAaYkFwq7CxgippbjqGitUEQa41y4seLx/Fg//a10Qh8k14kbLZV/ysN06XQkTzPmzdR8v4RyLRZWF+YINBrjAg0ejVcZyfXOuYjcMcJuJMDPuenXypgaxZgyGsFw4/+qgGHfRsB40qgxvd5KYn6Rv6J4ZesbXRYJGBhGQuNCbPTL8lOUP2FFvBEer6PYucjvk3x2qVX6ReGHK/AAgbIwKwSXRyR5Fp3Ty7Dplqms/jm3lIHrod29VPZeIF67a4u8iEOHs5GB8q9GBAnGnBE5Bps6aAhXCJsJPRcb7J5TOlIJcsNwc7Feh/HGf5bAdO5vQkmZpsqFsHg8Pxb9GIRZ2cFVW0UuGd5Kp6hjJ51KZtM2GkYzlTjSuicEUm4kLft0y01vn5kB1pjzEUPIbtp/kbv5Smk8Aet8TId/LskBA40hZLTyagH/9wVGnxjwaMTlbCkxvzVaxmh9Deb1TYcT3j8kMM06SLk3ZJbfJ3EJYSq6LNVJjOAwCs8RLhYWCG+bSmJTOGe6ZSqrf34voSr3U7yXilQvey9wfbW7tkibOD8RxjNgyOl0RmEgM09gVmg/gY4UdTLdzmBMf9m/DfYKlDggMEAP8oTgprFj+vL1AoaGqXB69axjPT/EiX9MMXJTXZqF514e+GAEtnJygGm2XJiaR6KBY+o1Hc2l8enZMsWd6xT9nXRK05qq+7nZiYx4bxbiCItyI3F0iLuo3IRTlljup8v9DAILhCnRXBjhTXd6P01zsTzUxaZZRuR9ppCOepbIz9TlXgKN4u3hHEbZOwivETDi7SReX5tnkR4lPyNl1hXL1ncRP0WjtG6utXa6p8eY+ibdOKKPxzC0UxXWVuEB+aHwRuEO4VkhrN9/f1AGGLKplqms/jy4GDu8lIlOD4aS+m8lRXVddC/QFtBW5Ub78wrbNiR+if7XF+IyTsxzVznisyW0R28JBx7U/2eEwwXuPa7RnooNdk/pHKnE6B2+VeDJ1yi4WbOLN8whcjPaflOIwM3yUYEG+pMhrNXft8KBPcM/N+IrCiLTECGM5NDpHKHVjXCvjh0n7CvEKSmmr94vnCtcLXQrR+qEvwpxirPT+eRFQwAXbxcwOAuSk26T+26BcmOM6bTskxxPnb+Qh3IjHxZelh5M3JfL/ZDwXoHGhXQ/KEx35J5mhwFlBH+gsEk4wFrt0QIji3zUg0FmdE1HLwoGm4YMYxPrNTm8gpPriw7QHuEI7dWHBPJiKrJsfZMv9UFDCjfkv0DIpZtrLT+3lZ+6PlXgmmT0Rxm4j7ZvdUKJ8K0Uh2srCh057onLSpzbqygLlBD32DsF7st1BfgtI2X1p5P7MYGRdhxAMDrnOmwlZe+FY5QAHQ/+qRPktQJ1c03wc+zPwrFCvP/pOP+XQEcJoX05TIgdQOJhxOmkU/cjKVSCZbAMdOKcBo5GnxECF+ePBIzsSzM16Y1iwDFENHhnCuskcb4sN1NL5IcBio0vUWh0CANfEDBixGPqFMMQBaNAnJsEDBfyXYEpekb/DYGbJMpBcjDC46bhwRJuPBoVhB51Q8AIY+RIB6Gx+6Pwd6EhREN5utyUr52kZaRR/o5Abxs+3lZwIg3WjwWMIA0Ma2CUG57OSOLTgKA/3H9NwNC0EvKlrn4rUCYM2+0CjdJioUi65YI0qJefBtygfzpmRVOX1Adl+ndOCrKy/uEY3cpKvL5u1Qnkd6JAJyeVdvUd471DDq5RjD0N8rsF9GPGgwY5Stlr7WKdkF5/68vPub8WSPdOYZeQKOU+XqBuAPcIx4j3zBCn6I80G0K8VnFjELiHvilwDXFvwgud614JepWR/RWpIXCtc+3NFTj3foEOG3py38Yw7hOkjP7cB9cLeCDN9QAAIABJREFUrxJuFP4kUNa5QpT0vkvblrL3wmwldJ7AffoDgY4dYalQB18RqM/vC98S0s4W7QT3ADqiH20Ueq0n9FrK1kuv810hvcoosoJmoxtgzjvXLVPvvxN27RzVMcxAVwywvMQ92Gp5p6vEehy5Cm1DNNg9Llqtk/NrXbWuPivfbwYYFdF7jiODfufn9EeTAaZM4zJCLCHPAjCjwgjfYgZqxUAVenS1IqwHyprzziSu0jmKY5iBjgycphhfFOKyzLPkZuqcqfwqShXaBo+wV7wyqlAvTa0qo8iKHI1siDkf2ap1wSrGAOuwPCPBcxWA14BYQ+cBuCrKMNsG1uh5hoXnS/4W3KwjWypkJ4d5gczUC8Gcz9Sad7nNQHsG3Da052dYR72GPSzmna8ZMANmwAyYgW4Y+D/dRHZcM5AxwPRVQ+C1Dl7BGHW5SgXkqXEeFqqTzLR6qlPdWNfODDxCUU4S4uuEvGbJu/+WITHgKZjBE99LzmfSAyJHqaqqaLDje73pe+75VTWT6ikvu/3lGSjTNvxDyRGvHXi4rhdyuBLhPehHCaz7XymwgclME0+Jz7Qad3lHloF5KhmNKP8WM9BvBv6iDNhcKQebHyGnCGzs0gt5sRJhYxYeRKODsI3ApkgzTjwlPuOq3AUeQQbY7pMtEk8TXibEXdpGsKguUkUYYNcvOogpuA4/IbAr3bt6qOdjlBYdhCjs/FZmFqCHKlQjKRvsatRDlbWgN8uaETchW/gxrVr04QTKwOsrbM3H/rts9TeXwEQwJlcL3Oxxu03OSeWV8nxXWCI0hFMFttCMwnae3Kz8M+XGNpPxBv5lOMaWkReGE1jr4jURGpa7BdZzkU75EOcpAtsVsi0i5/5foZtXcdgOk3U3RgNsi/lhIb6LK2ezDLEsm8nNcwA8D8D2h7OJUFIY1XxGYJ2Pezru7V7ydEczA10zwJ7bqXBfnCawbSzXI6Nh5AAhTpuzfeoxwgMC99MHmjFaC69zce8+R9gxuBv6Zzo8pnmW3OxESHvBNsXpclWntiu//xjFc//RdqwpkC9hfxQWCVXclU5qDV5mZG9p8DRPyrEM5xg1DN1e4UyMDXvvYnxWT1LDiHPx8/9YgR7xmQKG+2khHr1vbuLtgh/D8jHh68HP3w4CN92+IYybH4OMAYudS4zopwT2ZObGohMwR2Ajik0EjCP7GKdCB4OORJQy+ZAfnYqfCBjPVQQ2urhdKLOGjXFGR3a0QtCB92+/Evz8pWU5W/4XCjSE7B9+WRKvkxOOVguR6Oy0mi70GnYnJn0cBsq0DTlTB4fzFmQHuIc3CsfokL5ToKPN/UE+L87iF3mvUyCGOcrD5BgXGBQw7c6xzQXaKdoBpEzbld5/X9Q5Lwjn0aHgfjxX2EKgzeJePlkYpkylXvqib2UU6UvpqploGc7Z0B4DkAq9Xs7lQZAoGAI2OVg7CcNwM43FqA/ZWuC8DYOfP0a/fEAgCkaVDxmkEs+Lhp5jxwqkxU0aBSNMnocJfxfS3vD75T90edSm8e6UD7128nhNch5OZhs6GewnKg46HJedS0eENLdMwmNZ6GxEeZ8cnB87KcmhFZzPVQjrhVHeLAd5YPxzscHOGbG/iIEybUN63jPloXP+bWGlggTp7JLmOckxZroYzTJr1Ulygx3jE46BJv0ocXapbNsV77+NkzQ+Izf6cm9FYaaPDvcwxQ+dDZP9iueNMeVGzA32bQq7X8CQpsLXcmLvlnB6pD8TouHAQDJVzcjxEGFd4T4h9lrJj5uG0WIq9KKRl08Obk6D02OPwmibPE8XMHRMy0Wh5004UjafqDcGOhWmyDrJVopAw5Vzx1e8kJw7OjY0MFHukoPzmZbrJHsrQuwUEfdLAjzP63Sij5uBHjDArBsdwX8K3HPMyLWS9H4g/r0CM2/Tke/rZO6fKNzn3bZddDaYSYtyjxzox9e3onBPTlfXJLmpOcv04KeWss+qOwNrhQIwPZQLhjEej8cwErkQj6lgBGPOlBMG+wihIVwhbCYgMb03yN1IgIEkbUbPqfA+dJFwY10qYMgQDO+dAmtmSNl8GCUjeflb5RuiN/9acQcf6fF4Ts4djQXCKKSdMDW4i8DUXSOAhofzXi+kIw95LWag5wz8p1J8tsBWq6wjt5Oi67zTNd4uPY7l9ydhre4/jhW1XX/IMuH+e1D4VxJO2HR1zbLp3muD3T1nM+WMOO2bG0rKT1g+Lbx6ATGMEOmtRmFKaZ5AD3g/genxiwV66TG9z8o9noE18TcLZeU0RdxUYEprHwF/lLL50PtH8vKjSydpxV1MK+euU3qtjr9KB04UxjO8Vn7qY6dWJzrcDPSAAZ63eI/A7FacKetBstNOotX9R8JFbde0MxxUAjbYg2K6fvkwXc1a7/Mz1deTH0PMKDaVp4bwGMaNsZEQp5RZt31LOEjv9TMC6+BMM60tkN+NAoY2lwUK4InPsnKeItKb56nUVwjnJyeWzSfqHafGYxLPKaEEMwdMDebcRX/OXYkkC6PMU+j/FhxZrLA/CBzvJBh2P/3aiSUfzxlYTQFMP7M8VtSZfrXC35ifNCB/t23XgNSafjY22NPncJRTYK2Z6a74IAdTsB8Vbhc+mRWch85OEDAA3My4eXDjIyEeU8w8EBanyJlewojfLMTpaqbVWP/dLZzDH6NFRuM/SMI6OVnT+n/hvIv0n65xcW6ZfHiamydQjxbopFD2A4RNSKCDMDo/TthX2CzEpfzvF5i+vrrD+WUO08lhhoJOTi48sPZ1gU7OOvnBzE/H5GfCIzvE82EzkDLA/c9zKHSKMdo8c5Fitvzpg1yDZq+btmvQutU+Pxp2y2AZKMv5tlKLRv024Q7hTCEaAYxuQ2DEfL3A9DPrWH8SfijMFaI8WQ5ucgwMxxi9f1nAGKbycnl48IxOwfcFRsfPSCIwhc7omTWlhnBkcix1biEPZeS/SDrlwznofIFAeTDCdELogMS8X0akNnKQjmEM6ZTwqtYxAtP/UfKyrK8DdBBY70f3O4Vdlkdf5uKVFUYR6AWPucDrAwJp/FJ4h9AQqKe/Bjd5IXRo6JjQIbGYARjo1DYwU0ScTjhKcbhWeSCVuBj2Twh0NhsCHcs/ClcJRcI12hC4Zh8K7oP1v0ZBOPnk0q7tIm7R/XeWwn8nsH7dEOh0nCFwP8WwVm2KovRVOtVLXzNPE6+MIgMr8fAzMufDrwNrYAaqyIDbhirWijo9nhKvZsVYKzNgBsyAGTADkxiwwfYFYQbMgBkwA2agBgzYYNegkqyiGTADZsAMmAEbbF8DZsAMmAEzYAZqwIANdg0qySqaATNgBsyAGbDB9jVgBsyAGTADvWAgfQ2L16OqLOzFwDbGPBHPjoGWLhjwawRdkNWjqOa8R0Q6GTMwYgyUaRvGVeYFwhMKyn6dwqpusFF7AyE32OMKWyAUlYtzhil+rWuY7DtvM2AGzEBNGRiX3kcIVTRs06G00uXylPh0qtbnmgEzYAbMgBkYEAM22AMi2tmYATNgBkaEAfbpZvtbhO09WQvOv/3Osd2FhsC2nmzvuSqBifDNAb421xD4kh9bEe+YRmjhfoTCjxfYUpdvDAC+ccAHhxC2FD5FuEEgTbZCXiCsLLSTsuVql8aMOFZmzWRGEDHAQprzAZLtrMxAjRgo0zbMVXmIx8eBcmENG2N6cjjOV7vYD/yDSUS+Q8BHcDCm7A2OvE5gn/7tgr/V38d04Eoh7n/Pw27svx/3+OYhMr5H8KiQAB2DxcKxwR//itaw5+pgq3Jlpw/cW6ZeBqJUZRQZSGmrkYk5r0Y9WAszUDUGyrQNc6V0K8OGwb5XWCkp2CK5v5n4dw3n75yE4bxK4Px2QpwvZhHmyb9uCHu0/vnASCpvlid+JzuG185ge0o8q1V7zYAZMANmYNoMMHLmm/BR7pbj8Yn/5cHNSDgVprdfIGB0Wwmj6zcITMszGmekfZrAV8EQvuz1euHbwh1CQ2B0vabAaLu2kvaAalsIK24GzIAZMAOVYoBP4KbCVDfT4FHWCg6MaiqryPMHgafP+fRmkRyuQIzzfwh8Hva3Ap++PUogn8OEI4SdBEb2zATsKXxBSD9vK2+9xAa7XvVlbc2AGTADo8BAnJ7eVIXBQHcjGGDWx+Ma+XvlXiDwcBuGew+BafMLhZEST4mPVHW6MGbADJiBgTDw95DLrPC/pf4f10XOl4S4GOxUNpaHJ7zbyf/oYHygjKl3Hmpj6vtZ4aT4MFqaxpPaJZgcm265SmYztWg22FPjzWeZATNgBmYyAxhIhFeomGY+R8gf9ApRCv/OV+gVwjFCfEr8MXJ/Qriz8IzlgVvJ+fYkzjPkJu/LQthX9f9iYevgH9f/24K70990y9Up/ZE4XuapxJEoaIUKYc4rVBlWxQxUiIGybcPR0pm15JuEDwsY3obAK1w8+BXfzcaQsh7N6JXjGHmE97IXCg3hRwLvTL9LiKN2OQuFKW+eOOfVMUbYvG/91iQmo2/e775P4P1u3hX/L4FyYZBZ2363cFcI+6X+6ShEycuVHBqqs2y99F3JyijS95JWJwNzXp26sCZmoEoMuG2oUm0s18V7iVezXqyVGTADZsAMmIHJDHgN21eEGTADZsAMmIEaMGCDXYNKsopmwAyYATNgBmywfQ2YATNgBsyAGagBAzbYNagkq2gGzIAZMANmwAbb14AZMANmwAwMgwH2AmfHM55Kzz+9OQx9nGdJBvwaQUmiehjNnPeQTCdlBkaIgUG2DfuJt6ka7HGdu0Bg3/FcvqGAM/PAmvv9WlfNK9DqmwEzYAZmKgPjKvgRQpHB5utgfOJzpMQf/xip6nRhzIAZMANmQAzsM4oseA17FGvVZTIDZsAM9JeB9ZT8eQLbgvIN66sFthVNZRt5rhVuFdgS9Ayh00c4+MIWX+/6XZLQArnjWvd4CD9E/6yBI2w9yjajcStUtjglDbYmzeUdCvipcLNwm8CWqvGTm0+Xm+l5cJawu9AQ+AoYunudXSQgg1wzCVnO+D9zPuMvARNgBgoZKNM2XK8z+XBHlNfI8efE/0q5/yHsFcIwihh4jOTqSbyiNewFOp4abKKz/zd6jSfnzg1hz07CovNYOXKDjXHm29nxC2F0Hthr/CvhJL7yNS7QAWGf8vj5Tr4Gxv7oHwzxhvVXpl4GoltlFBlIaauRiTmvRj1YCzNQNQY6tQ0Ytn8J8zPFj0j8N8odR7wxeH05SPvwJN6gDPYTlScfHzkuyRvnvkEnPg8a5To5MPbpkvFF8vPBkWGKHzobJvvO2wyYATNQQwYwfBi1jwv/LTwvlOHI8M9DYM8UcoPN6Pp+YesQb5B/WykzDHCu03eCErlOjLKZIYjClPvjE/9QnF7DHgrtztQMmAEzUGsGmPLm05is8zI9ztTybqFEa4V/1n5zYUo6Hs+P9dPfSif0QXKdfp8p80/5/62fCpZJ2wa7DEuOYwbMgBkwAykDGDSmtp8iYLzx86AW68k8IIY8Nvynf4TF4wWHm0EYx/yb2NN94KuVTlHHTjq10nWg4TbYA6XbmZkBM2AGas/AairBCaEUGNevC68XMLJMhbP+e5Pw/BAn/vFk+ZrCpVl47v2VAh4trJwc2DiPJD9T80g07qxDP64gHkFXCExx5zpFfyedipLl4blW+RXFH5mwTg85jExBK1QQc16hyrAqZqBCDHRqG5g+xli+JNF5ntw8JY5RRuJT4m8Kfh5UO0f4udDpKXGMMw+1vTmcu5H+vyeg13gI44/RPWGvFngKnY1S6DAg7Z4S3yzE4UE0Xu+KT4mH4Ob6PLMFqZwkz8+ysJ/Iz5T6I7Pwfnk71Uu/8l0h3coosoJmoxtgzke3bl0yMzAdBjq1DRhfXnHCiP5Q+JHwLeGlWabbys972DxsxnvYbBW6ThLny3IzFU1+vxD2SI69PYQR/gVhzxCPh78OTOIdHeIxoue1LYQHy5iiZ/TfENInwA+SH8OLoabzwKtp8T3sNUJ8XuF6SIgPqF0m9x8FOikN4ckCwpPjvP4FH4OQTvUyCB2aeVRGkYGVePgZmfPh14E1MANVZMBtQxVrRXbSa9jVrBhrZQbMgBkwA2ZgEgM22L4gzIAZMANmwAzUgAEb7BpUklU0A2bADJgBM2CD7WvADJgBM2AGzEANGLDBrkElWUUzYAbMgBkwAzbYvgbMgBkwA2agXwzEV6zYTKVqwqtjvEvNa2m8FvbyqilYVX38GsHga8acD55z52gG6sBAp7aBL3Gxa1gE7ztzTh7G5iVI0SYm4dDQ/ng3G53jJir/KfcBQ9OmXMZ+rascT45lBsyAGTADCQNPl5uvX4F3h/A0jA1KqiwvlnJsrnJDUPJI/X+6ygqjW/q9z6rrav3MgBkwA2Zg+AywQ9jfOqjBl7riDmIdog7l8GOU61+SnJkdsJRkoNMUTMlkHK0LBsx5F2Q5qhmYQQx02zYcLG44Z4MWHMUpcaafrxceFNjKdHYWn494MFpn21C2D+WTnYcK8eMejODJB5wl7CosEZiST7+2xT7mrJ1zrCGcKrDtaJTvy/EHgfPY6hTEj4BQhnMFtkSlY/JNYQshCtPmUYe3yv0hgY+VEMZe6QgfRzlRaAiUgfx25MA0pdt6mWZ2rU+vjCKtVRy5I+Z85KrUBTIDPWGg27ahjMHmIxlnCy8U+GgIxpA9ulP5iDwYUj7RifDRj18LcY9w9uweF34gsIc3RntzYS+BeMgOAoZ43+Dnq1/XCHQQ0oesYyciRGv+sc85xveUJO575GYkHg066aEXHGGIjxCeJfD1Mgw238y+WmCP9dhJeJ3c6LSdMB3ptl6mk1fbcyujSFstR+ugOR+t+nRpzECvGOi2bShjsElzk0TB98rNxzSiEeXLWfiPzwpxlPx8BYwp7CjXyYGBXiUJe1Nw87R3XJeOh7eWg/xTg1lksD+pOHz4I34jm/PRryFcgicI+ZLe15KwteUmfUb9HNs5OYbzKgG9pyN+6Gw67PlcM2AGzIAZKMUAo1SeLo9ytxw8Q8X3sZGtgp/RcCqMpjGQPNWdCqPbdA36dPmfIPBpzqI0OLfTa1sY9tsEZgOi8JlPpvGjfsmh5kg6Ch2IrwsxjyIdXqDjjNCnLBBmMQNmwAyYATPQTwZ4IjsVpogRppARvrGNMMJmajwKNopzH5eE4eShtlxiGm/QAdaxUyGNdOScn4uf81k/zwUDznT86sL9ycF2Onw7S4ROB9P9dCr4VOeUxAZ7SrT5JDNgBsyAGeghA/GhsflK84IpphvT+KzOf9cU0uD8IqNOGNP1eaejKIuow6Y6iIHuqXins57S6cTMgBkwA2ZgCgws1jkYRQxdKoxszxSelIUXee9TINPueRrEXSBsU3RSEnap3OsJcZqeQzyh/jzhCqHMq19xrTvXgal6HmablthgT4s+n2wGzIAZMAM9YABjy1T4gUJ8OI0Z4KMFppHvKZkHr4Wx3rxbEv+1cu8nsB7eTo7RQUbRPJAWbeM75eaBuMPanZgcO19ujDtprRHCeWDuE8KdJdOofLRun0qsfIFqoKA5r0ElWUUzMAQGumkbePiLNV7OuUv4eKbvxfJjBFmzbgjrCxhhHtLiHIzYLkIUDPZPA27QP09us3aMYAAbAk9yPxTc+Vo18Xjwi4e+bhfQDyP6DA4EifubR53OSo7Nlvs84Q6B8y8XeBUtCvnxjja6s57dEKJhjnFWlWNhOPYj/aMDU/TxffIYr9v/buql27S7il8ZRbrSut6R+8b5ovlczHOWLlyydFkeS5cuWbpo4fyl8xVYRNuS5rFFirX8nKJ4oxLWiY9O5RwGX0X1WqTndMtWlGYMG0a52+lT9lgnTipWrsJ7tGxZHa9vDFSmXiqjSN+orl7CHTlfsmjh0vlzmj3JpWNz5i9dVGBMm434/EWT0qJxWjhnssFeNH/+JANeRMfSJcovS6soXpmwVrovXTR/ojwTPeTgLi5bmg8N6pxl58xZKjWbZW6Wdf6cZWnOmb+wVKejDB+dytlLvvK8ytZrfh7+vGy95q6f5Ub//NqJHc+pXjtFnBTx1u9yFeXZIqxj29DiPAf3l4HK1EtlFOkv35VKvS3nS2We54/JkDHkbRrgsaVzstFxM44M8xziJcY8N9g0dHNKGuIlC5cbwyK2JvJsbxTb6d7UJSnHIhnbaHyL8iOMhrRZxsBFek40bM1Dgae8A5On2w0f+bm5vxNfefwy/rL1WpRWXrZecxfznGq5O10/+bVD/cbrZSrXDvrmnBTxNt1ytUtzCsfatg1TSM+n9IaBytRLZRTpDa+1SKUrzmkgVzDYMn7zZcXy0XRusGn0UqO4wqg0MaDNUUwb496pwS1ivkh34qUNKXGa0/iL6IRMntJvGp05K3YSlhmjtLPSHMG3H7HnfKALo7o5YTYj5bmpY3Nkr46FZinyJYVOfOV8lBnFkWaZes3Txp+XrdfcxTy7Lfey85qdzBXrsqgsS5corjgvmlkqe+0UcpLPynRx/Rfp2YewrtqGPuTvJIsZ8E5nxbw4NGUAI3mcdgHebYcNlgVjdI/Xoxw7vXKDsR30PObZF95aSBrxbrlxztjGPMoR5aLjxg7WQ5wscatBn7Rf4djsjcfm3HgLx3rSaBTpjhqE73/UjWO7HTLxzMoGB31+bOGca8bO1lb9h1y9FMMzdvBxFzU1njX74Fkf2OTssdlb7j+2UB2UZeVY8pOxa+ZsPPkLBuivN0tuKaajOYWe84FR2/uosbHPK18ZgrFrzr6wWX7Ct9xeOirLpUs/P7aT3gpJt4pq6tElX5Tl5J3O1wrH5GWMWKay9bqMg8RRVLZecjcpzy7LXaRvq7CJUfbY0lmztxffO63whYpurp0iTsYGeP23KqPDzcB0GOhJ4zwdBWbguaU4p8HJ1yThqjlyCo1+PorinDjqXjbFOGnKfGIqveghs8L4zSnpsJa+wv/ktfK0HlvpThymtSeNZBOdm+UrGOkvYcTFKDiM0JpxstHahP7tdApLDS06JCmXefpFMwVFfC3TfwWuJnNYtBRQtl5TnqO7lS4c7wV3aZ7t8sp1a5apJRdt6kr1XbQU1M21U6RnM0xLSWWv/7w8A/CXahsGoIezmMyAR9i+IlozgMG7aP/jxm455OSxg2fPmvRKwq0Xnj12zSnbc7JGIgePXXPN2WPFg+zZYxvPmTzinDVr+1knX82I8fyxvbfckhnw5Q3ErbeM3ZiNWhml6R0N8p+lxm5MU5rN0Tl+vb0xK9etqVQb3WnAj7pxt7HPH7R8xqA1C8uPzJ69/axTrhmbtWiTg8eag29GeXm50V9zBhuGpFc0/CvyMdGxUAdCnYEml2WUiXEK+OLQrO1PafJVBEbx6myNnbL95DrlvLL1GnXWKckDiSuWLarZG+5iaii6/DqZ6OSEzog6UPkU9lSuH3LSCHvWDrvNGbvmJ0uWZdz9tbMiJ91e/0mp6+hk69GG8KBwfR0LUCWdvXFKlWqjYrrcevzeY+fvNGGsm6OCOKJuTpFPTGlL5aZRWDRf08kFFnvWrNmzNtzkmrGkzRtjpLi/DN72B58y6/O7bTJ2yvkTU8/N4jPNvMmGY+ofTOudxda6ayp/77PHdvv8Qc08JmYD5i9NNFihFprrlWGdkfi3xHnpDXYY203T6Eydx4fOjt9bHy5aeMiYbCGdCy0b3Kgp8uVSxAe6HjX2AXV6xmYtwZjG6M0OwU/Glmh6nXwvPLvAlHfJFwZn//N3orO1Ar/oW7ZemdY9auPPo6k6MKeMUYVFZesld5MqJi233Fo3CLoc3NRlqjJphgPOf3LN2JywnkMddHvtFHEyiOt/quWf4nlsbMIuZacWnM+7zuMC70KXkW8oEjubWSrMgKdgBl85bTkvnEZkKIzhDtOL6dOzUp/0mg+XTTzANXnqOF0zlVFaPkWp18XS97U7Pf07MZ3Y/qGhVrpD8TLdJk2RSofmQ2dR5+VlnCjy5CnVtCzNB5Piq286n2Nx/Z33zhclSwexiptGLHR+CFuuL9OzE3lHbpl+JQqviy0qePCvE18xz07/U6nXmOaihcvrY4Wy8TBdwvV0uYt5FpV74iGxDtdGczq6dZzmzEHyCl9an1O5dpr1m9X3dK7/TvXYo+Nt24aCPN6jsLjX9iMKjhN0hlBmhP05xftYizRmenC39dI3viqjSN9KWL2EB8p50Tp4TgmGq1fvYedpD9pPI9009sFgp0YNXcrwkeuMwZi07l4Bvpboqfr8AcGplC0tayfuiq6TaEzLvgefc9tvfxlOisrVb71apN9t2/A9pcNOXpz3xhZpljXYLU53cOC3EkR0e4FUQumaKzFQzuPIhdeFinhj1FH0EE5R3DqE8XpTuMEm/pMRNfp34qOojKnBrgJfSzSypk+CodEmdcvqdSplS8vbjruick8Y+Inrqsx79UXc9jusEydF5eq3Tm3SL7xHW8Tnwxh6h2RsZYHtRpnSLpIyBpstPPnCFfuKp/Iyea4WOM5Wn18TXjU5yiTfAfLF+++tcsc9wtludC+B5aCPCr8TfiHsK+TCUyjnhuM/1/83hS2SSGxnGvP4d7nhgM9mEsb2qshqwolCQ7hFQP8dOTBF6aZepphFudMqo0g5dUciljkfQDVOTHe3fhK5rAqTp81788pb2byL4mEkFb4MzCYUxZtOWFnuMIY8zd3Up8WOfN3qsSzNrKPVbTqt4k8sQRS/493qnAGGd1OXfNQCg4ocJ7Bm/eTgT//KGGzi8+GN1GA/Xn72Dd8uJMZzV0yZfz34i/4ercCNBMrBvuFvE54lnCagH/ud62GTZtjnBKbznypEWUeOXwmnCPE5L6b9/yI8P0RaW/97C+RxubCnQHpXCRhsHrajk/FDIe41/jq5yT+WRc6upJt66SrhbiNXRpFuFa9xfHNe48qz6v1noNkp6ZPBTrUv81xG/0s7KYeybcPDdRYoSxLvAAAgAElEQVRGKQqj0n8Jh05KbcIzVYO9tU5Hnw2TNHnIbf+CPNKgVcJ5jHyjPCWEXZCEYZxJP53K54MjfGDksUk8DHdDuCQJw/ByLsY8yrPlwHDvGo7tnBzDiUG/Lgsr6y1bL2XTm3K8yigy5RLU70RzXqLOmtOzbR5SKpFEM0qv0imb3yDj9apsvUpnumWPD/opnUkGe1l4uB4m9NVSTnwwMNvytnl+eKhywig3G/fm9cQDhBM74iWzAzrWfO6h+WBciDvdwkzt/LJtA5+tZO06FQzazwqynarBZiTL1DVf9TpEWLcg7aKgaLDflxxk1EvZjkjCmB6nk8FnNKOgv149WEHOUcjfhJXCkWiw0695xZNOkoO8mCFIhRkJ8mMWoFvxe9jdMub4M4uBV56s9757UORepdMDVXqeRK/K1qt0plNARtXb6xW75i58sshRCOfVO8KX7HZ28z38pr56026nQ66e2LHv4OPGJuzt8jSWfCDsmHfR+WM3brKIZxfGFm6iV/gP+kC4rjYYO+jq5XsLNN+NT+JOpywDOPdNygND10jACJPp6CIjNhWVWBd/gXCZgKFtCFcIm5VMjE97RmE6GknDMKoYUIx5lLXkeCDxR+dv5XiYED/3GcOL4pIG8m2hkYCRN+v0zBJ0LX4Pu2vKfMKoMLB8JDXxYQ/KtXwUVfx1sfz48lFhGCmFKdTmU8uMrpqjrxXf885Ha/kITC8XLR9l9WCEP9U6m2kc3aqX7HnvOt8HgHA2CmL/oNkHXzN2Y9x7lk1+mAjWO/kb6/01JE1jg7CF6q2vPHns8xufP7bllnuP/WSng8Y4pZWw6U2M2ypOBcIfJx2YEmeaeTzB0+RmOnnvHurIA1vzBIzcfgLT43xnm/z7Ib9Roul0eMyDsPj6Wqd8SQPZVBhPQBkeIyxpHu1SbLC7JMzRR4OBdCS1aL52YlOx0rBlI6OkuEXHl48KNVL6wPIR2QaMoDT60sbkzX3JUykaraWjKkZgK/iHQPtM5GiDDTdp7mzGq2raTG2ZEK71bPyz9L732AfivvpsbEPorReOxX1tJqURNngZO37/seM2PHns6qs15D7q+LEWW8038+NzpMviLtOgco49pFGTkEwelP9y4fUC09LTlS2VwFtCIqT9GeFwgalmpsv7IZcq0fWENZPEmTrniXhG9/8okWlc68Zgp7KxPDzMNiWxwZ4SbT6p7gyko6DtT5nY3rRwZJQUtNPxIk7YonT7U06ZNfGJkYkYRaO1dFTFCGx2Mspq+qe581uRbp3CZiRHrzxkbOGNjKS3bD7yPOeUo8aaG/sQrv3oJEu3PO6WiVF1k8BT2NVO25iePbbJopObO9zFuM3RuE5Z1PzAzI1sBavd4PRBkd12GBs7/qjmp1wmBuravlQPLZPnxCZCy+N2qqMhHmcE/b8t8uehLkaRO7U43k3wExX5MOFJ4SSmrjHiNwt3d5NQF3GPUVymzY8Voo1k6j/qUiap8xUJ405aa4QT4IQ1bNbjay2sI1gGy8CM5pzRI08AM5KKm39MDps4nj7B2+k4I6P4VHH+2k5ROlQ3u3PxnW3OXf7AEQ8lTfbnm5MM4lIxR+1ZruDT3e0VLn+0XduA8WkIrPvyzxPRqbxbnnsF0sDosc1oQ2B0zFQ57vWFIuEVLM5hrbkhYJh5RYyntm8UfijcJHxZYATcSugh/UJAh/sFjOQWQiOEsRbNKHfzLOws+aPMluM84Q7hdoFZg3Rd/kj5fymQBx0HpuhzWVUBC4WG8COB97B5SI/R+lSkXb1MJb0pn1MZRaZcgvqdOKM5T9/dXfbVMd7nDU/8Nt/nbRrSia1BJ4zpiseXp8PXl9hydeKd62U7b4Unh1ulE3fmSre9ZDez3D+My8sctWc9r+P2sWt1dEa3DRWuqcrUS2UUqXBl9Vo1c95rRp2eGRgNBtw2VLMe/VpXNevFWpkBM2AGzIAZmMyAHzrzFWEGzIAZmAYDzbV+vbrHO9gkU5UNYKZRJJ9aUQZssCtaMVbLDJiBejBwkV7/ms+rgeFdrSpsAFMP5qxltwzYYHfLmOObATMw0gzkm+NMPFxWvAUpT4qf/5Odxg7R27VnX9ju7eqRpsyFGxADNtgDItrZmAEzUH0GijbHaW6CI9U3DluQyjI3N1ahNLcer9dtd3qlNjrbDYu9LLz6JbWGdWTABruOtWadzYAZ6AsD7TbHYROcVHjt7cKzT5nYEGX2wWPXXHP2mAfZfamWMonOU6TdCyK+VGG8d1127/GCJKoTZINdnbqwJmbADAyZgaJtRVvu+33RcWNn64MeEjbCmLVIe9F6WnxoFThPORcZbDZsYROVPw9NsxHM2O/9Db5SzfngOXeOFWeguVlMi81z2NCm+QS4drear111FjY/gTmxUY52utGmORP++LlNNtupeHFbqVdHvRerMGwHOspSmXqpjCKjXNtZ2cz5DKpsF9UMdMFAp7bhAKXV7LgIbxU+JPwq+PlmNLKacKLQEPiMCtty7siBRNh6lO0/fxDA1qRvmByl6WOLzxOEhsAWnz8W2G6UyQ/2Fr9LYNtTRtG4AensGdzoic4rC2wjip8tUC8UEL6gxTl81IPj8VObbHGKTnzfpSGcKsR9weUcuHSql4EpVBlFBlbi4WdkzodfB9bADFSRgU5tw6Ol9EYC8TDERwjsKY5RxWBj8K4W2Ps7GrjXyc0e4dsJUT4mx8eFuDSLAWZ/7jQOaV0pfE+Iaa0rN4b1/UKUxXIUjbD5Yhh6YrCj8OEQPlCSCh8XYZ/yKPpCS1PffUMAZeb7e98ShrWU3Klelinfb0dlFOl3QSuUvjmvUGVYFTNQIQbKtA3REH4t0ZvPXWJsdxVIY+esTFfJf10Sxsj2kVmcL8gfR+kc2kUgrVdl8fiC13uSsMVylzXYnPt3gW96R8H4H5r4Md43JH6cWwvoknYosih99Zapl74qEBOvjCIDKW01MjHn1agHa2EGqsZAmbYhGuzUyMVynCQHafDN6lSYxuYrX4xWEUbMjLKZ5r5DaAh/FBi1R2mVVhKl6VwslDXYfAGM0TNfzoqCgV4neOhIoP+nkuM41wzhfHl1GLJ0pWHk6jzNgBkwA2ZgJBh4oKAUa4Wwb2fHMPJ/EDCIGGY+k8k0OGvFPw1xP63/LYKbv5gWr2b1SlivvlTYW/hvgc9m8o3q+H3tmCfr4OiWCmvfj83CBua1wR4Y1c7IDJgBMzAjGPhNKOWm+sdAFwmj75cLC4RorIvixbQYjfNgW6/kNCX0ReG5wj4C/igxz88qIB2FJ1GG4xzW4vlwSutczYAZMANmoN8MXBIywGCnog1cx04JAQ9roQQPf6XCSBjZfHLw2DvkT6fjWZPmfXiEtfQXBXerP55OZ7TMU+6vENLp9Pvkv1HI9SetBcI2OGaylFkzmcn89KPs5rwfrDpNM1B/Bsq0DXEN+4CC4vJk92KBJ6rjk92Pkfsy4YNJfF7nagjrhjAMIa9WYSyjxKfEv6MA0kA2FJjWfl7w88dUOk+SIxhzptuRdnqerOOUlXXyXLZVAJ0A7Tm7TF4rF/nGKfP8nH77y9RLv3Vopl8ZRQZS2mpkYs6rUQ/WwgxUjYFObQPruuweRrz7hYYQDXMsy6pyLAzHeKiMB8mYXo6jYOKtJ/AuNOvgvALGE+KMdP8mNATWuhEeUjtBaAg8uc3rVYyKU3mGPHQAeHgM485ofg8h1TMa8Xgea+WUIV0zj8f4Z8qevG4X0B/dyGdY0qleBqZXZRQZWImHn5E5H34dWAMzUEUG3DZUsVbUufAadjUrxlqZATNgBsyAGZjEgA22LwgzYAbMgBkwAzVgwAa7BpVkFc2AGTADZsAM2GD7GjADZsAMmAEzUAMGbLBrUElW0QyYATNgBsyADbavATNgBsyAGegFA+srkYbwV+GsXiToNCYzYIPtK8IMmAEzYAa6ZWBcJywQ4rvSnH+bQDjvQ1dBPiAleEWtHb5SBUXL6mCDXZYpxzMDZsAMmIHIwLgcRwipwa4iO4dLKbZBTfEo+X8sPCS8v4pKt9LJH/9oxYzDzYAZMANmoM4M3CPl+Ywm252m8mF5niXsLyzJjtlbggHvrFOCpB5HMec9JtTJmYERYaBT23CIyvlrgXi/FNhf+7tJ2a+TmzXs3YWGwNajZwhsVxqFweJRAvt/A7YcPV1IR+xPlz9OZ3dKL6bb6X8rRcCIfzWLeF/Ii//NhOuFBwX2Q5+dxR2Wt1O9DEyvyigysBIPPyNzPvw6sAZmoIoMlGkb5kpx4j27oAAYbKac+bgGx98o8CBa+uEPjPdvhfUEhI98HCewd3fcb5xp7HGBNfFO6SlKR1ldMdhbnE7G47LYT5H/UwI6nS3wjeyXCD8X+GhJFaRMvQxEz8ooMpDSViMTc16NerAWZqBqDJRpG+ZK6XYG+14dT5dcF8n/zaSgPD81nhWcp8xJc5MsnA4AI980vYvkT9PLTin08nER0n914dGxsWPD8TT/9ymMr3ZV4Xkv7yXeouIcbAbMgBkwA1NngK9vpWvHd8v/+CS5f8m9kcC3sxsBi8PxOOpOojdH2Wl6TMOn6aVxi9x8JnNP4VQhnw5P4/9FnvTznuRDR2HNokQHHVaFXsOgy+z8zIAZMANmoL8M/D5LnnVjpr2jbCUHo+5rBb5vPS4wDY08PPynf53SKzhlWdA6cp0k3Cq8s11EHSvKh1NS3Tsk0b/D6RRD/3JxymbADJgBM2AGljPAA2kY8Q8J+VPcveSJ9fDThNWE7QVe5aqteIRd26qz4mbADJiBoTHAui4SHxDbUu78Qa52yvFAWS5PygN64H+H0thaOFpgLTyXMxUwFTu4gc6LZc/T7Jt/Kor2TRknbAbMgBkwA7Vg4I6g5ZP1zxT2OcLaXWjOOjJGm41NMHxsZrKgi/PLRN1YkXiQjNfGjhGYUc6xg8K6tYOsh/P+Ng+kzUgp81TijCSmj4U2530k10mbgRozULZtYNTKa1I3CWxGsobQEHiFi6nn+G42r0X9UWBUznGMPMLo9zaBDU54nevdAnn/SsDQdpueTpkkF4b0SLMdMOIXC6xfM03fEHhinfLF983vlHsXAZkrEHev4B/UX9l66bs+lVGk7yWtTgbmvDp1YU3MQJUYcNtQpdpYrotf66pmvVgrM2AGzIAZMAOTGeh27t78mQEzYAbMgBkwA0NgwAZ7CKQ7SzNgBsyAGTAD3TIw8MfSWyjoNZMWxDjYDJgBM2AGzECVGLDBHnxtmPPBc+4czUAdGHDbUM1a8kNn1awXa2UGzIAZMANmYDIDXsP2FWEGzIAZMANmoAYM2GDXoJKsohkwA2bADJgBG2xfA2bADJgBM2AGasCADXYNKskqmgEzYAbMgBmwwfY1YAbMgBkwA2agBgzYYNegkqyiGTADZsAMmAEbbF8DZsAMmAEzYAZqwIANdg0qySqaATNgBsyAGbDB9jVgBsyAGTADZqAGDNhg16CSrKIZMANmwAyYARtsXwNmwAyYATNgBmrAgA12DSrJKpoBM2AGzIAZsMH2NWAGzIAZMANmoAYM2GDXoJKsohkwA2bADJgBG2xfA2bADJgBM2AGasCADXYNKskqmgEzYAbMgBmwwfY1YAbMgBkwA2agBgzYYNegkqyiGTADZsAMmAEbbF8DZsAMmAEzYAZqwIANdg0qySqaATNgBsyAGbDB9jVgBsyAGTADZqAGDNhg16CSrKIZMANmwAyYARtsXwNmwAyYATNgBmrAgA12DSrJKpoBM2AGzIAZsMH2NWAGzIAZMANmoAYM2GDXoJKsohkwA2bADJgBG2xfA2bADJgBM2AGasCADXYNKskqmgEzYAbMgBmwwfY1YAbMgBkwA2agBgzYYNegkqyiGTADZsAMmAEbbF8DZsAMmAEzYAZqwIANdg0qySqaATNgBsyAGbDB9jVgBsyAGTADZqAGDNhg16CSrKIZMANmwAyYARtsXwNmwAyYATNgBmrAgA12DSqpBip+Vzr+XrivBrr2U8V3K/G7hKXCq/qZUZL2l+X+Tchz1QHl2etsxpXgRcJNwhLhS11m4OuvS8IGGP3flFdDeFC4foD5Oqs+MkADV1Y2VsTThJ8Ldwu/Fq4QDheeJkxFHqGT3i/cKNDg3incIJwovKwgwccq7GjhJyE+enxL2EeoSyeoE+dw8Y8E/5Sbc/KwYxWG8N9vg/0N5XFmyK/bP66P24SHJyeOy71AeEKW2Bry3yPsn4WX8W6gSIM02Oi0X8izrgb7Eul/biD3MfrHaBfJuAIXCHl9EXcQ11+RTqMY1qltyMtMffxdODU/kPjPkNsGuw1BJQ4trYtxiWXZVQ560z8WniWsE/Bp/WNwb44Ru/zHCNA47y48WXiKsK/wCuG9WVqz5f+BMC5sKxAffEA4TLhASI2CvLWVp0vzlQIYPSJp2EEDLhkdo3unmOf9Ou8Xwr+S88flPkLIDQCdkjuEB5K4dvaHgVlK9kXClSH53+l/0xZZjSu8qL5aRHfwgBjYM+Szm/4Z/Fj6xECdDDYj69OFjwj/JTwUOPmb/r8gvE2YSnnW1Hk7CYymGVVG+Z4cGOBUHiYPBvlWgYuU0ThCj5RRPgb+5cIxE8G1/mUGA27bCQbtV+0i9PgYMxjvmWKaJ+m8lwkY407yR0XYQji7U0QfnzYDKyuFVYS/JCn9edqpOoFBMvAGZfY+YTVh50Fm7LyGw0CZKRiMNQaE6coi4ab/SjjAaJepctJ9dgjDmDJCI2xeCONvrRB2XBIWnTQm6ybh80LcduuTjNZpfNYuSK9KQWU4T/U9OJSdKd8iiVOSm+kgU1+sWbFMwIxEKoyoGK0zG/Iz4RbhUIHwdvJ9HfyDkE6746Yc/LfL9390PF4PzBAghyRhv5SbzhezN+sH91/1fxYRgzDTcJRARw6wZMI1mY/O4Qed2l0jOtwU4jIVzMj/hwK8MXVPwxdlGzmuFegkMuo/Q3jS8sNN134CeeZT4u9Q2E8FuGY54MNCnP15pNyUmXKeL0S5WA46LI0kDB5IH/y7QEeGOPgPTOLlTvQ5QWgI1DMzY3snkWKnl3To/KHPl5LjqbNVfcU4/b7+Wqg1ksHUR1l5niJyPdBWco99o8WJXLeeEm9BTsngbuqlZJJTi1ZGEUZyP+oi+bmKS7rRYHMq62OEzcOTCFPcNFwY+sdlx1IvFybnt+o0EJeRPnGYHqqylOE81b+Mwf6tToCjFwovERilX5aRwAwJhjfWy0Zyc6NjTDpJbJRjPJYuPiWUyXc7xaPM0WCTxtwQll4jhCPXCanBxviQz3rh+L/pn07eNULa2ShrsFnO4Zpm3S/ODNGpZAaA0T3yyuDfK/gxtucJGN/VQxh/RQYbPtF30xAPI4/RjJ3aePpiOVKDTfhCoREj6J/O594C/F0uYGhZkrpKaGWw4edKgUY63i8vlpvR89uFKKvIQboHJGGtnHND3KL64toocx1M5/prpdeohXfTNnxChWfmCuF++Kfw5OBP/2ywC0jpMqibeuky6e6id1KE0QBxWvXeinKbG84pY7AZBTK6Ig8aTBoievS58f6Owhjlt5PX6SDp5Gvf7c4ZxrFOnOc6lTHYpLlJciIc8DBKNEhPDP7js8SPkp+G/DFZeO7NDTbHCcvzZXouzZd424V4T08SnRvCigzAdTp2VhKXMownfpyMxvO8yxrsT+pcOolrZml+Xf4XhDCWaLguU4l5MhKPkhvsyDMNaCr7yoO+WyaBi+XuZLCJHvlLlyTgDcNdJLsokLx2yA6eLv/vBe5pZBWBeAcEf7u/uSFuUX0VXQe9vv7a6TZKx8q2DXQgr04KzrXPMyKHFpBhg11ASpdBtXvorOyF1CUPzadSny+8SGD6lNHIRwWmKt+UJVZWh6J4NJSE05iNorAUgJGJwhLESkI0SlsFP6PSVJjhoOFODUkWpa03z/cuxU7zbXtyyYM0RMwGXCI0AhaHc+Oou2RSzWhbC8xA3J+dhGGkY8hU+zOF3GAzuuYczm8lkef8XNJF2p3bKs0YnjbQP1Qg09xFEvMo0oEpf+63Xkt+HQzq+ut1OeqS3qukaDpjw7INM2p716UAddMzjnyqrvefpOBvhHy9sNd60xgdJNAAM81zj3BKki8GnF5luynxx+s4cnv4j39wzSiAEfyoCiOnVJgeQ5geRXheAGGE3UiAn3PzGY1m5BLSKd8SSXSMghFcJFwrbCiMC0z9I1wT3QpcMIXbSiJXrO3mwnnxeH4Mf6tzY37tzi1KLw0r0qfonH7qUJQfYZ2ug35df630GfVwBjPvFBoJmP2gYxvvjVHnYKDlq4vBhhQay2cI6dpdShbTqfT4ojGNxiJdX2QdskjeWhB4ucIOE1YW4jogOiDtLkZGifT0vxnixr99QhjToDNV6HQh84XxBKx5UX+fax6tpuwutbimPiR0WhYpUwK4iNdqUfzIFe/850JYPJ4fw9/q3JhWei5lSu8Rzm91nxTl1SqsGx1apdHr8Dpff73mYrrp0bmmo/oUYTzB0+SmjfMoe7oMF5xfJ4P9YenP6PQ/CspBEOuWJwoPheM80IOko4mNQ1j+x3ms++XCtCoSb/Qz5f6ZQK+ySLhYdxY+LqSjJ6YAWaPjgZeZLItVeNaWYwcocvEwOeCWpYhBCrog0WDR2Wo1ykfHXKaj76VKjJmc3Gh/XmHbCvcJNwn51DHnsMTA+a3kCh3gXsnPjf70XO6TfMTd6j5plV9ReMyjSAdGwvlUeVEaeVg39ZWfi3+xUKXrr0jHuoTtIUXjACbV+UF5GOy8XmCZy9JDBupksG9Wud8o8EADT5nGi4H/d4ewffUfRz+s9bGGtadAg/xoYR+hlTC6Y6QXhamdI4RrBNZYEdLeUWBK9DQhnaKnsb9IuFD4oJAKfoz4n7LwmebFCNFpOVDYJBSeTtHRAlzeM2BC7gj5Ue+MFs4R1m6hw1cVjtE+XOB6epSwoEXcMsHHKBJPy/Mf78PXys3T9VxzyCEC12F8joL8ebaC5ZZPNmMUy70K5oEz7ofNQhQ6pO8XzhWuTk67Uu7nCayXI+iQ3gchuOu/83QGr/UtEGKn5EVy7ypwP0zlXuimvooUrtr1V6RjXcIYQf9vC2UvUDgzZju1OO7gmjOwtAv96f2fIdBoNQQM8xeF2DClSW0lDw/FcKPS63uBQF6MmEkjyuvkOF1g9Ey6jDqWCB8TiqbgGeFgeH4qNAQakqsELuI4WpOzKbOFdHqcHugu8eAQ/7vh/PvSkxkDzrlLoPORysXyMGpierUh8CQzRvjXAufcKaRlxmDDHbhBwPgU8azgZcKILM2DDlLZfD+huL8U0IVOHB28KOj5C+Em4cMCujcEpvUeCu64Bv8O+bne6FhgVEmHNLlejg1++CGM/Mi3nXBtYNi4fn4gfFUgLJVt5blWIF/inSmsk0T4stxcz+RJORj5RDlIDq5pOrs84EbngI5JKivLw3MalIF4dEgWCozQG8LmwpFCyh+8lxE6yScIDeEWgXtxXnIiuqIzuvMgXUPYIjle5Mzrizhlr4OY3lSuvyJdRjWsXdtA56sh8BAm//lbAtwT9wqkwf3K9Uo82j3uKdzcY5buGWhXL92nNo0zKqPINMrQ6lR6oTR6UeposFuVzeFmwAyMHgOj3B7XubaW5qPBYRWGC6QquvSSA9auLxcYrUd5nRzfFhiJMQJi5DIMGVXOh8Gl8zQDo8SA24Zq1mZlOlKVUWQA9eQR9gBIdhZmwAxMmYGZ1B5PmaQhnFiZeqmMIn2sBB7A4KEm1gavFY7vY15lkp4JnJfhwXHMgBmYzIDbhmpeEZWpl8ooUs166otW5rwvtDpRM1B7Btw2VLMKa7c1aTVptFZmwAyYATNgBvrMQHz/s8/ZOPkZzED62tGqM5iHQRSd188aAs9JXN8hwyrVC69P8uolI7tNOujtw9VkgNc2G6EOeW1uEFKla3gQ5a1MHp6CGXxVDJLz/cKNPBWDPa5zFwjpJjWRrW/IwXueVRDeX+Zd6fw952Hoxh4DnQw2ek2nXnpdrq2VYG6wX6ow3v8v2mOh1/k7veUMTLVtWCnUYWqw+12HVbqG+30NeUq83ww7/WkzMK4UjhCKDDaboLBJQxWEjT/YBIQNJSy9YYCZAjj9c2+ScypDYMB12EPS6RFZzEBdGdinQoqfJF2ApXcMsLvdc3qXnFMaAgOuwx6S7jXsHpI5gkmtpzKxdSbbh7J15tXCu7JybiM/r6ndKrB1JtOxnT6KwX7r7KP9uyStBXL/RmA6bjyEs5c261QI20/eJdAAIGyXShqsfebCFqJse8pWm0xTs+VonKp+utzkAc4Sdhcawv9v70zA5CrK9d+jKHhBwQVcUBkhAYSAuEOiMiIKBtTgEmXRRMQkXlHiglcFJWAUNCjBhStBZRPlIkhUCKigQSCgF/cYlQRpAQW3C1flL6LX/N9fd32ZmprTfU739HJ65vue5+1T26nlrTr11XJO9d0CeW9n2f5Tuu8PAnESf568WAEoBwfqVIWzBI587LQcrAg5cpUZKvU3kpPA8fK3cnCGOXKAwEoGZZtfd9r0u4tMnBtdFW4VOEt/9yRMlnVzOXJkKasStAG2NThkKJYjZKG+SXdR5PEQmfkkkmNOKRPgfPVHhDCcg85Rq7RZ2siPhCUCaZrQru4UiPsNwsUC+aANUJdbCEjRcCF47W8l8/jgXPjvCGxZkLerhPgkxLR9vkr+tBOO/eX5QIo8lyFoVy/US1W4V7hOSP80pp065D0M6p044WiewLG2RduwgtbO3m/GMWGQacKXBVZxqAvSY2srbotF6nQ/3UPfSHv7iXCZwLM3aYUHx6W3DBThnAZ8cpStl8kcL0+iePiu/LUhDEoRBY+S3Dq67yiZSW+ryG2JzLHCxmtOCDcchRsJbqZAIq/a+d13xQ4yo5zZ99wzuDN44IG/JNgfpOuwQB12AL4AACAASURBVEdPp3+mQNyHCZx1/D6hHTlQN1HGPIV9kMLQ+R4ZEuG8bc4lv1Z4QHCb6IWBB7xwRZFtI6AUqbsnRZFn1cuI/ClHzDf34zY/uhfFiAI5WyDfQwJKGLfHRuGyjCjFvwick76ZsL9Ah0kaM6IbUJy4oRhMTpWBzph6RDiXmkGGnUFORwmfW9a9a53vaoG2EgudNXEzGKHuyMcLBM6/jldKioYrygfP1CGCCc8UA4VHB4e0fV4odxQ6zxjlRPKeyxCs7Qu85AkDCcJxdjj1NF1gsILb0dHN7dQht9N2aSNfElptw3kcE//2AufnM1i25+4AmenPrC0VqVPqjcEFbQghLtrolcHeyUuReulkeg3jKk1GGuZw8nnkcU7HwX7sgqToJ0T2tTIzU4yFDpS4GamaZCmGJfLstMJGUfxDWBaljRHlSJ5mRe43ynyXQEdtwgwx/qOWyCvXyANLGrvmhPyZ/Jn9xYLC4l576HOiyPWms7tf2DYKSad3nxAro6x6GVEY8pKnsFG6cB2nweCDf+E6RWgkdJTk7bQkAAND0s1T2NcpzBeSe+fLvkNwIw9xnnBmFv3H5B5TxGk+mK1TrieE8EXDFeVjxyQfWG8XYiWHG+0TBb1FFJ6ZY5HnMrqlLSP1kCe0Ywa9saDwuDdPYefVIXFOpA0X4fiTSoMB+iPHlKCuaPmTKKRIndqzu3MUz2NkXpjE2wmrv3TWCRYnaRx0WnQadGgfE54eynliuNIodxdShc3smqVOGnKvZV8luFlGnr4XMpLmiQ6HEbXJHTLYTCdy7pgRzlg2ZAYYi3V8zPA6JSzz2YyMOFl1+IWwT4cSIK8bkjSYEVH/zcpBO0Lp3JDk4/sF88Xs+lCBmRcDHOI6R6C8yL3CqwXO679NqAoMIOiY46VOWWvCbCwW6oY2FC9TFwlXlI8HK7IvCmzXkOeqQLvIUjIssTLIMjlPhrznMgreNSM80o67VYeW8XbbcBGO6Qv4Bzv6qlhoU9ZfFKlTBt+sylwtHCswcLxLYOWu48L03cUZaMQAS97LhdcIdGwsLc8NgR8VriznpYJyMP/Ur5v2RnkiP0iaJx60WFiqfmDi1kmrpY/CqUZAWZEX24ftRJpp2YgTHtgi6IRQFpbXqwlY5chSjJYm/kjabtLVFgufXlm5WSQwo2FFhM7xBMHq7b0yM8g8SaDzHBbeJiB05KmkPFlbSXnKC1eED8KsFrYWZgqWPxRTVt5SjizvzZ7LtHzdsHe7Di3PKee457XhohwTzuq6EUdF6pRBMTNyFDbtsCpcIzylUaQTcXeFPRH2Jv+9PDB0kCwP0klgv1BgudSWGLOUDG7pEqScxgjKcShx2yoN1KK9UZ4sj3l5ajG5loNb+p/TncMJ2Cd+Q8sxNr4BpZAKs8zfpo6JnXpB4rrJqhfKsk4YTkAnt0sthmy5Mzin7YbyFxGWXJm90CE+Vfi6sER4c7j5cF2vEy4XCJsnKU+2RJrylBeuCB/M2FjB+bCQzuzy8hn7N3suW4mn3bDdrkPLV8o57nltuCjH1NfDcwgoUqdEwURmvsBKyVECg0naZdYgTM7tiyvs9rmb7HcyS/p4KCSd+JUCS4105CyFM7NhH+uZIYxdWNrjoboqcU+tvPDBfuPmkUf6lileLAEipkBmybxdcEsvjGxZ4k7zZPa8PKXxTdRuLxBZPHC2VtgzI+Ilcnth5E5n1aicGbePc3qiXEz54ImCRJHeMC7kWAfqBUHxmmTVyzfluZPwb1E4jK8SFidusZXVBOp0nyQMyreIfEqBtgwBf6TrYQJL33sENzhPJZ0tx/5PSwIz86UN3ZS454UrwkdW3lgZaGUbJu+5TMveDfufFSmDtW7VoeW5nTZclGP6AvqqVGmfK7cXhQwUqVP6ozeG8H/V9bPCcQJ1um1wn3SXIiPhSVfoPhcoj3M6bDrW50X5nC/z3wQaOmJvifMyDMLDcrHA3lA8OmbUSXrxTA0l8C/BZpUoEzpzwg0LJszucXuJwIiV0T0DBoS9SZRgLB+ShaUuW5Ji+e6XwiVJuBtlZ7Uglk/Lwj5vLCfK8nfBllwT703WA2Uin7tGAc6QmTKiBEzoDODVthZwf7nA/nmsJOkQKUesEIvm5fO6j/3kCwTqgU4eN+ruSYJJVr1sJk/yQsfFIIlB1RcFyjZfMEEJwj2DOuOGsqM8RzaFyjagdOn0mQ0xaaCNVQXSmCGYbBHcFkVuDHjeHdmfLPP/E9i2QU4TULj7B/uwrr8WiDvmd1pw+6mu+wnkY0Rg9ko7MCkarggf2ytSOvXLBeoVfpcI5O2TQixZ7RP/Is8l4a4RWKZtR8hPnjAwI9zbBJ7LHYTVwe3o6OZ26pDbaa+0r7OFVtpwUY4Jx+CUuqbuEZ7DWwXrp4rU6SvDPTYo5FlAaaf9SC2BCUqReplgEsVuL01GimV3UoTK4xzl+z4BJcpM5ifCtcLzk9KjgJi13SLQWaMkeBhMeDmIpSXSo+M8PPJ7S3DD/XzhiBAOhRE/9B8M4X6mKwoZ+W+BzpXZf1WYVXOtyzG68MCgqBk8nCzQqSCMqKsCSvhegXgQOjeUHMq0Kjy+5lqpnCdQvmbyCXn+TqCMvxHeEQK/R1fKjlKJBUW1RqBz+IGwUkjDsD+LMolnDHl5obOoCiiFm4TXC+sFFBp1OCKYNKuXfRWItOkwvy08S6BslIWO1GQnGRgI3S5QDtrH7FHvhqbN5XO6wIDkHuFrwjzB+HuvzLQTU7R/kpn8Irh/SyB/lOnHwptqPnVh9s1AibzfLHxd+KhA3LTPOQJiihhFf65AGncLDCZQMiZFwxG+CB/UPc8UZaftnSTQDhjArBbS9lmVGwNjk6LPJWWl3bcjcFVEFipQVaC9UaYRgXvh8qtCu3WoW2vtjDZ8sMAgrZU2nMcx8SPThUsFuPqhQDvELZa8OqWfYLBFHmmP9FG01R3HxNIZS9F66UxqTWIpTUaa5HGyeTnn+TW6nYKgUJhN9FvKlJd+c9GJ9E0RoxCaSdFwzeLotd8BShAlOtxmwmXoG0xht1mESXmbf9Y1KavVC9UpBpgFMnq22V2n4m0nnjLlpZ38+z29YYCVpOXCYUK1N0l6Kr1iYLNeJeTpOAMDyABLyveVJN9lyktJKPFsZDBwv9yeWqJ2m5FFdxp0BsqwBDPoHLaaf+e8VcY8/GRh4FgV5E6BZ4B9efats6RouKx7B9mtn30D72HcIfB+CYMPzOwju9Tbayl46GcDKQUBfciEc94H0j1JZ2AAGPC+oZyV5HvY5awXz5Uz4Aw4A86AMzCWgQc4Ic5AHxk4VWnz+Q0j+hl9zIclbZ+KkSeX8jDAMmlVsM/V+pEzPtVjeZa2mvdmeT/yNxXS5DNQzifgE1M+n+LzLZc+MOBLML0nvSyc76+iF1HYz1e4+EAUY2yJDHt3kL5TFNdUVdgjKvu7O8hlp6Pq96c+g/iJVzt10ErfwAFI5wicd8AZBH8QrhGOE54kdEo4Z4F82YFIH5B5UaciH5B4fEl8QCrKs1mfXXGQBqd1xXKCLJ1U2FOZ6xEVvswKeyrXTRnLzvkErEpxiM0ewvYBnwntiIOLOiXPVUQclMRBOciJAulMKfHPuqZUdQ90YekY+FzFxRlwBvrPADPr8wROU+MkORPe7D5fGBI+F7lP1LiNIog/seT4WZc+MdDKEkyfsjjpki3COctQHN3HsX0ApXlowoTtQXNluYrjBNlrvFZIj/nbXG6cPc3RhZwgdoHA+b15S+IcWWr7h7YM9pzIjbjwB8NCM3mrPH8usBfGcYIXCSPRDbYknleWbnLDTGKl8DoBbuD2+CiPHFVJXawXqsJZAkdaxvJmWTgqkXpjz+9sgVlQI/myPDgek7PPjUvqyuSFMtwgbBA4ypHlaTs/eTRUtimPc+6yMMzKOOaWI2jtOFmLNWtJfCt5ks+qwFGkzPbm2Q26ss9pbWdxcH9YcEO5nBOFjdsyXHF8LEfYWvucFszpHvYucucozqpwq8CxsrsLsewny/XCDwTq4zIhjifPf2xs3bUV6RtQ1vCXtjvL2RYyXBIstF2Wyol3r+B2gK4soeM2P7g1usAZbZNjiK1tPlPmvPoivrx2e6HCkAfASt1XBD4p47l5ukD5qFv6NJ4n0u2XFKmXnuStNBnpSWnLkUgRznkp7DTBXk6kw+LM7AOjIjxB5v8U2F9G+e0j8GcO7GlxPncsfO/6F+FFwmbC/gIPAXnJe+mMDoBwi4RYcLOOOPEaZ0UJkE+UMbKlwFnTVwY7l1OEImXpBTcoxpSbg+RGx3VkyPNDdUWxMECyekIR3C08JoRBqX1HyFvuXqIwDH5SYYDAjOa1wQNFeqmAYt06DZzYi3BuYfYM9zIQQPlah29Rpgqbl9Eo102CKQ6WTtk2eYvdFK5Z7YS2d04ULm7Ll8sdJTpTQNnQPrMU9uPl/kfhbAH+mVkygMDtsQLyaAElYM8N4Wg/1u7y/Oux9O63SN/AH2cw8CgqIwpIvKawuW+b4Da/QCQ8lyjoWPLqq0i73VYRzhPIGwMtnq9nCAwS6MM+I7xUQHl/X/iFQB33Q4rUS0/yVZqM9KS05UikCOd0+PyrUCwsd12cuPEwER+dmsl/yPAPwZQI+1uMyBkAxMKSWnpvEqRmnajCpvMkP3SUsTBTZwRtklWWd8kzLgth+8XNz5S27eNZnhn4wKEphKUy3yag0EwoJ7PNZrJEnlkKm5UIZvSx7CQLaR6XuMfWIpxbmGVJPEeG+FnJMEkV9itDGDrZWM6ThVWKuO2S13Rglyps4rD6p9M2If5HCFkKm0EobYOO34RBFH9WQVyI1c/OFkBX2s/Cgv7RbT0x5vUN8EqYb7SQm5FwTycVNsk3q6+i7ZbnhvL8e1QeBqe4vT1yOzy4MaDsh/hLZ/1gfYDSZDnwJIGRNAqgKswRdswow31y4wExuUOGzYRHBgdGqA8SWFaNhVFrL2RfJUJ+UsVzndwYQceSloWlu7gshO0HN3Ty7B0yo46F5TvEFDKzbWZ+hGNZnZkM5UxXPLgnT0hzdyHljdn1nwSUUSMpwnmjMN8LkTaL3/zSvHHvw4R2ly+pW2btJsy2WXXJEjhnm+APkSerSPBj9cEAiwEE/B8r7CDcJZwpIHn+IVjpLnmKvVcZzqovVoFabbdxX/TbkPnY7Y7gxopIX8RmP31J3BMtPQNfUg6ZxbxaeKIwLPyXwMOQCh1SLP8XLDbLYyaFsFQbS9aMLgnSEeujQiyNOt44kbyyELYf3FgZDlX61Qh0KuSZWSDydeFFAtyeLbCNcb5ggyfCFBVLM6037odL88+KrwjnjeK3eioSf5q3Ivdm5dfcWmmT5I/Pl6oJaO8MGhCU+bMEFPYJQlW4RniKgOT5h2ClubB6wJI/g7kySFZ9NWpX5LdRu42fe+u/stysT+t52V1h95zygUmQUSQzBDr8n3cg13eGOEypWJTM/nohdDDIwzuQWL+4sTLw9u1wAnh8Q1S2q2Q+QGCg9WGBQddZkX9Ro6WZ1hv342b+WfEV4bxR/JZekfjTvGXdy8t06d7jVlmZbtGN/PEC43ACFMYuUVzsyc8XUHJHCSyPM7CywW+efxRVKYyrlIsnC43eYaA9HizY82YKMK6DTvDfiIxG7Yrwee22UZx9d3eF3fcqKG0GWL7Oknb3b5gFste3TxLpU7MSacGNl6GsE9hVZjqRLGFGQ9hnJJ7skV6cdUMTt35xwzLqWmHPjLwtkRtvxCKLhL2DmeX89wsXCnsEt0YX6se4pG+gw2X2x755urzMtggzdgYGjaQI5xYmjd/szeI3v6x7mRnFS+W8JBXP1tlnZttgovJNRbCTkL7r8Sq5LQ6R08beGMx/1fWzwnECA79thTz/cGttDz0ddJhfr68fUoI8T/G+b5wH3mE5Q7g3OMI/EtcB2zvdEp6Vdtttt/I0aeIty17IpCG0QEGKcM7eaFVgzw1BIfCQojRi4cUPHpBYXiMLacTLZp+S/c8CM3cUwvOEagg3Q9dmskUIhzKKZYMsHw0OX9b1zYl/bKWTYd/VFBdLliiMt0SBipalF9yQBhzG3LDUjWKdG+X55TKzv2ad4SdlXik8JIShnD8RPh3dk2U8Qo7MhJg1MSiwTtbetmU/HGHAwiDnV0KjGVYIWvs8K49zwrBMaUvELCf/UrjEIgnXz+t6U+TG0uR3gpvN5J4jO0u2cZ1yC1s5tFvyS9s7WaB85wixZNW/+aMwqQ8GMiYMYGn7HxdsqXRXmW8TRkKgV+p6q2CDXcKhtH9R0J9g1Ddpvzvc081Lkb6B9OcIPM9wzfOJcH2HwMAkfv9gM9lpo+cKDDoeKnxRIK35Qp40qpdG7sRXtN0eqLDkg3ozGQlue0VutC3CPSNy66WxaL10PU+lyUjXS1qeBIpwzizqcuFu4UfC+QKKgLe9qwLKmGU9ZjN09Lgx2/igwMyMNG4X6LCQzYXTBTrne4SvCfMEwjETfK+QJYfL8dchHJ0/+8cmKCsUBwrpMmHLyC/LeIwc6ShZxqRMNgsibCtl6SY38HOBAG9wszuZi4QBzxrhVuEHAnUSrywwu75IYIZBGSnrx4R0FiinMYKCh0MGQSg3qzcCMVC4QbhFQBmRv+3xKCDNOLfbLQyKmvpEodpyMQquKqAE/h7MtDOEjh9lWRVYVv6pMF9I5QlyYDZM+/m+8BIBboiT8iJp/Z8Y3LmghFA41MfvhE9EfuTlEoG2Tn1cK8yO/B8v8ycFOCVN6oU2TBtC8vwJMyLwnL22dkd3pUjfYDlglsxAirZYFWgfXxBs8GXhuO4rUD8McL4tPEsgLZaviaORsFIS9zEXhoDN6sviymu31DH1ST7og+hr6BPII26/FY4UjhbujNzifkPOPZFW6qWrGSpNRrpaynJF7pyXqz6ycsO+M/W0XZanuzkDXWLA+4YuETvBaP2zrgkS6Lc7A51igNWFdFuAZWlmH7Y03am0PB5nwBlwBtpmwEd0bVPX9o3OedvUdeXGcxQrS4m2DLyHzGwrsFTs4gz0kgHvG3rJdvG0SlMvpclIce4GPqRzXq4q5EWmqwX21wH7seybluWt4HKx5bnpJgPeN3ST3fbjLk29lCYj7XM5cHc65wNXZZ5hZ6AnDHjf0BOaW07E97BbpsxvcAacAWfAGXAG+sDAA/qQpifpDKQMXCeHewResGomp8rTPrdIX9Bqdl/qx2c4VYFPhOwTkTRMI3v8idFNjQJNQnc+8YIzZl984uLiDKQMTOS5SuPqtj3+TI/tKJcWGPAlmBbI6lDQPM45gYnvTjmpiLCYAS9CoTS/KqTfB8upbVmqO/MUNpHvL5CfWGFzahTff9oLW0UzcaMCtqqwLW6+G51KCptybyYMisJ+vvIaH8ZC/oeFJQLnB7g0ZiCvb+DOYWGJkMXlRJ6rxrnqvM80RUlZY4XdrFydz0FrMfqSeGt8TanQKGYOdPiiwEwUM0CRP1fgLWYOothG6LdwGAYHq3BetIszAAMciEKb+FtEx7DMJwhZSiYK5sYCDExWLktdLl8SL9AyPcg4BtbL5WzhscLMcb69d/i0ktxP+Gfvk/YUS8oAp2NxTj1v27s4A5OCAVfYk6Ia+1II9nIRjiSNhfN76SxR6lXhLMHOebZwHBPJsaSc+cxxgPw5RdbnS5vLnWMnmUGzx81xmA8TYuF8clYDWNraNfLg2MdLhR8LPxSuF94e+cfG18hSFTiClaXurRqEy3JmOY2jJpnJkc5IFIjldvIFni1wXOhfgt32gUkrPVpzXhTH+TKzwkH8dwhwgvDnCrEyomxsKRA/5jhtjipdKbC9wSdjBwlFZJECVQXuu07gGMos2UWObJFUhVuFK4R4u+TLsrM8DQ8MrFgyJU5mwG8WUnmhHG4QODL0NoE6eVwSiHioU44C/YlwmWBLm0fIDFekRxmQY4UvBTNHWuJPOzUhHxwbSh0SHwNSVpFcxjOQx6Xdkfdc8SyfIVQF2jJ1+dLxyY1z4QhdjjjmmFPqC3xEeEQIyUrgCoFnnzip1yWCPTsh2LhL0XKNu3GqOfBgufSWgaKcf0bZui/J2lNk59zk7woPivxQBCjwI4PbQ3VdI3C2sg0OudIhcr71dGEL4RiBjh6FEwvKGAXEecCbCfsLPHzkfUYU8MDgFivsm+R2chTmZTLHy6N4oTh46M8U9hIOE1CO78MzR1Aidwlc6SjYGmBAQRpPCvduq+s8gfx+W0CRoASuE1DYDHq+I5BXG9Sw3UAcbxFMPisD52vHgrIiXpSlyfEyHBUscdrfkNscgTKuEhiYUDfN5FXyJH5ezqGOqCuUMm7k3YTOkXo7W6BuGXh9PLixAmNCvrgXzqknOk/qHTc6dhP7w4bXBgfeS7hUuEXYOrg9WlcUPvWOkO6pwpXBzoU8E/eiyG0kuMFDLAfLAiePCY5b6Uq9vHtssCljg7c8GVEAwqVccl+R54q2Txvmeba2/wqZ6T+sXokrS6hr6sf6Hl52Y9DOwBShPul3tgx2BgarhVOC3S7TZKAMhDcZCW5Z5YqC9cVYpF56krHSZKQnpS1HIkU5R2ETtiowI2JWTGe5QIiVtay1mSaj2lhQstxvD6EpAhRoLMyo6PhN+GOJ+4XT4kAyo4SJb0bkTty47RrcyBf72eQxlhMSOx3LncJmkTsK7VtJuCwripr8oRhNUNwMbj4duVne3hm50RmguHnzmnwz0InlPFn+V7A/64CruMykCdf/EI6NbqQ8KDMTS/voyO3ZMhPX8yK3LCPx/zDxOCDcG8f3KbmRj5gHBgO0k7iDNIWd1vv3FO4XUTr8QUY888WLDpk883IhYm1q52DngrJdGNm3kJl7FkVuI8Et7YyXyv02wVaNuOU5wguie6eSEd7yZEQBCJdyyX1FnivrBw5JErou3N8sfcJ8IQkwX/YdghvtL26POL9BiPsX3KYJlGFgFDYjUxdnII8BZp3DAg8EM7rfCMy8YoVNh8mSKSPbWKzTt85vn+CJgo7l+4n96bITf1645LaaFQVCp4Gy/5hAXMiJ4RpfGOH/M3KgbLHSy7hlkxMDGEb2Jiz7onysjJFXbTZhQprM7FE8SKqgUGLMCp4Z/L+pK7NuWy6kg/kvgY7rJSEMs1kGKfzzUCpx/HcEz2ZlJG3qsgj31OsGIeaBVRFmxFkK76Ykc7QX2hSzLNrQ7kLKB3H9STC+GBQyoLlaYMBCu7xLYKWkHblWN7FSQF5eJ2wjwC3xu7THQN5zZW0jq794lpJstgLE7PpQ4UsCg1L6iXMEnkfkXuHVAiuADMSqAoPHRwq07YEVV9gDW3V9y/jtShllzewmnsE+KuSIB6kaAUVM52r7S7ZMyhJkLPck9qLhkts2WVlaXS68RkBJsEc2NyMweYuFJbkHZoTLckrvJQxKO91vxT0tL27GWepHHLE/s1WUhylnFPdXhK8JMwW4xY193CyJ80n5kGZlbIV7ysAWQDUBcWR1jilnVlY4a8QH+SWc+TM4oFOHkxOEqnCN8BShHfm6bnqRQBs8W2DQc75AB+/SHgNpPafPldUlSrUagZn3nwUGb42ElRZWTuiDrhAYrNEOrE2/V2YG6ycJDOaGhbcJyIPDdSAvrrAHstr6nmkUxTrhrYK1IVtu+pzchhMwY3lDyPWd4WoKPFjHfR5WNJzdn17pMHiwnyCgvLFfKOyVBpyAfeuMe+nkf5vhnuVknKVcmD1ewvuqIkBJ0QHRUf1YwI1O6iABhY29E9IK9+SRtjCcgA55l4zMpJyZUoSzRnwQDZzEfDAAmy/QsR8lwAmKt90O+Srde4DwROHDAjO0swSX7jBgdbmnoh+OQH3SX6xvkizL2GcKDNCeKlDvS4Q3h3sO15UVkssFwk4acYU9aaqy5wU5XSkys3pZSJlR7lqBBzCVJXJ4YXC8IVz3SQLx4MXCzJyl7bxwyW01KzO7jwcPRvZXCnTAQwJLrp0SOvd4FoZSQUlZGfPSQUkgtvRt4bEzwIiXhhkkkf+PCbbHzlL0zwVWEYYF+O+E/FmRoISLcM9y/U6C7bdb+syUFmdk5mmJGysEvxRYZaAN/UxI+dhRbvBsfM2S+Y0C8lfhswKDM5b5t607Z/7SnhB4RIhnO4HZ2t7BjS2R9wsM7vYIbn4Zz0AjLseHzHah3SBpf8FWzIrsWza5fkqmLYONpffDBJa+rb5YIk8la9UrDYN9ouXKinPSuU2qUdCA1E5Rzj+j8tyXUaaHyI1R8jWRH8uKNPh46fnlsrNvaktgDBJ/ItAx0xHzcNFhoqDiGZSsFR5MlMcLBO7jRamqQN5nCCYHBrddgwNpkQ/Cm8yXgX1g0jS5UQY65lg+LcsvErcs6+fl+BfhAoFZI4ME3EiDgYxJmrfIK/Mt8ecoAEvgb4kDBjPLh5TdBj84MxvEjeX/VLLSZgZDeJR8M0HhEu5tArPWHYTVwe3o6EY6wrsEBki2JEk90IGOROGYBRPfZYLVO2VM88JqyD8F9pIR2sfFwq8Em52/UuZbBeuESRelHdfbFrIT9yLBhNUW3NhaoEysJDCA+6SwUqBNI9QlbZS2MBUFjvKkEZfcV+S5os5WC9cKDw+JMbNmm+N9wd7owsD03ZHnk2XmmbE2zXI4bWj/EGZY118LlMv6IbymBbeDQzguzcoVBeuLsUi99CRjpclIT0pbjkTyOGemUhVQSoTFfGqS9aWRn814UK5rhFuFHwh0hDxQsTxelq8KPGR0mnT2KB5mw1VhPwHZXGAm/z/CPQKzzHkC+WEmxF7VJ4TfRW7vkJlOnoeeWTojcDpfOobnCwgdRFX4u3CvYDNZOgvKi7LHn3ymQkeDHzO7m4TXC+sFykJaI4LJiTLEeWPpLpWHyoHyVwWWeX8qzE8DBftxujKwiWcQs2SHD+PMbk3TPlweKKrbQ3j2gdP6tHvtulCGqkBZ4XJEIK0/CdSfyU4yXCIQ20rDFQAAIABJREFUN3UO17NHvWsmU9hPk3m1AM8odVvGrAUKwsDvBuEWgTAMirbf5FuvF5QsHTecM/j7ksBAAKGs1kGTV/xMPhj8uOdDwXFvXS8ScCM+VhdYyUhXDULwSX/J6xuMgJTLVp+rrRTRcqEq8IzSdt4uDFkCDa7UL6tMPCvU14+FN0VhmX2fITCQ5JniufuoQLloT3ME+gkmErjxjNKPmKTlirz6aixaL13PZGky0vWSlicB57w8dTEVcmIKm07apdwMeN9Qzvrxs8TLWS+eK2fAGXAGnAFnYCwDD3BCnAFnwBlwBpwBZ8AZKMqAL8EUZapz4ZzzznHpMTVn4Mvy5j0E2hzvHhzRPLj79pkB7xv6XAENki9NvZQmIw2ImozOzvlkrFUvkzMwcQa8b5g4h92Iwfewu8Gqx+kMOAPOgDPgDHSaAd/D7jSjHl8vGeCTpqrAN5d5nyj1Ml/dSItPzCjrfQLfJQ+STKV6GqR66Xde+dzujwIzev96oEBtuMIuQJIHKS0D1ytnwwLfW0524ZtRysq332UUvovmO3oOnkhlKtVTWna3N2aAw3niA1Aah8z2GZbzEuExGd7fkBvf708qcYU9qarTC+MM9IUBTg17pUB/YieU9SUjnuiUYmBYpT1ByFLYvNx452RjwxX2ZKtRL48z0HsGOEGN5U1OlXKF3Xv+PcXxDHAC4TvHOw+2iyvswa6/bueevcdLhR8GcITnoUmiLEezB8V1D4FjSTnyE7cZIeyLdeXe9UJVOEuw84NDkMwL+1rpsZ3zMkPWHd+jC8djcp735cITk7Acg8lRhpSHoxDPFsizCUcicmQhf0bxCwEFRJx2VCJnZFMucKHAkh5lYimYI0NtP+73Mh8vIIcIjPTvF/i8CclLJwSrPFcGjmukPPzJB3EVlTzu0rJwDnNV4E84Pi+0sqdInfynsELYWZgpuExuBnZU8egbOBaU54ltD44VjeWFsnDE7AbhNoF29bixQcbZeG7/LNwT+SyR2Z6t4eB+rK525CxHj7JlRB+D8MwQR9ZW2VvlzrPEM87RtxxPywoR0slnIkQ5OS90gC69ZaAI56cqSxykbwO7aTJz7u6BUVbZs6Sz5jtbHrb9BDrsPwgo7IMEFNqRAvJQAaXOedPNBoyc2f0d4SbBlDsKDOX1FiEWHtaq8C5hC4GzrTlnmLOhiQc5WEAZ2fIZCon44z00zjPnQd+LGyS7CJTDzpx+kMzDAh0U8aO0nyG8ViAcL4ZR1rTjerXczhRM8tIhHIMNzif/L4Hyg3MElvouFppJEe7SspA/yn2YwIDrfc0SiPweLfPVwf5IXakfFHeWUE+0KZdyM1Ckb+C5PDkqxstkpu5NGKTzMijPBoJSRMHfImwd3LgcJZAez6PJEhlihY07538TbtgC6ToS3Ox5jbwqp8iSKmyeY/qpPUNABg83C5yDj3TqmQjRdfxSpF46nmhWhKXJSFbmJqlbEc5RbukfIJwvt1Rh8HAQH8rLBEX9CAGlySg8lv1lIXys+JMgtT1RwhBPLOfJwmw2zheKACUaC38+wf3MHJGlwm2CKXDcniO8oOZbqTxW+IdwerDbhfvoiLaJ3G+UGQXN4MDEloK/IYe0vFfKbZ8QsGg6n1L4+4VtR5Oo5QElnvIfBakZW+GOstCxbRZFcoXM/LlCEWFwgpI3oX3Q2cbcmJ8r7IioEhvz+gYU27+EBUkZTojs/DGLzXjNmYE0cR8XheuVwrbnblmSZyYS5InVRJOJPhNJEh2z+nfYHaNyckbETOskgeVjlF1VYKS7Y0ZxCcuo24TZNqNq/t+WGXUsplxNWSbeNStKHUkf+u/J7WHCM4O/XeK0cbM0TVFeKzdmwLijXFF+1wk2O9xXZpRWVl5RPvEDLWtt2e0+DEEYSCBnC4zgnxbs2+v6BIGlQaRoOuSbpUQGBiYowl9F9kbGVrmjPpgNmaBYmTkXEQZU8QDi07IzgzqkyM0eZiAZYGCLUjtN+Jjw9FCKE8OVgf7uQvrsMrvm39OsfYbgPbnYc5fmif4ESfM0kWeiawV6QNdi9ognAwNfUiGYrbGkyxLtsMASLYo4FZRJKo8KDofqWo3wfZmZJTMDbyR2791JAJa0EPM3b+KLhfwwC2DZC/m68CIBd5QqS/vMBlnGRSw+ZtjVCNiJe7taqFFJ82U+l8pA+PnBgcEB6ZgUTYcZQVYaWTxH0deME+WOZf0HppFm2BmUMHBiWbEacIGudOjzBZfJywBL3ssFVrAYLNMG5obiNmp/ePP8ps9uuK2rl0Z5KtqfFH0muloIZhQuzkAWA8ywmAEvEX6eFaCA2x9DmM/pmu7r5t1u96LUUa4mpuTN39yZ1cXycFkYkP42crxKZsCsd6HA/vWWwssFi2+BzF8V2hVm3QxqGKS8U2APj5dvTIqmc6duyBrQsDLAEnYzaZW7ZnE185snTzru65NAH5QdbuGZPXeXyccAg1KWtt8v0L4/IFwooLitfWa1X9x4/6OZoBztRU8Lt1WzGwr4xc9EHLxRf1Igyt4H8Rl27zkflBTZp8oSm7Fm+aVuPLhrBXvJI/ZfIkusyNJ7UaxIuvSNnc4iXdp6WhLBzGC3pehFsu8d3FAidDR0MPaW+GqZmRmmeYWHC4RWyn2OwjOiP1lgKyFWWqtlL5IO+d5JiPewGZRkbUfIeYy0yl16fxE7vDCgM37jexjw0LcwWMkTtinS9yTy7nH//jLwMCX/8ZAFlOuVAqtwKFmWwnnufyakzy5tlxUta58yZgpfWfBy6uaRL1trqfAcIabcZ8mcroTZPdfIwLZPmiez5+XJ4omvPI+N0ssKP2nc2PR36S0DRThnH6cq7BCyhoKl0aOEYzlFlkazPpahebBsuYz7Xi6wT9psaYwl2e8INwnMlpHnCLx0lfWWOEr8GIHl+mHhJwKdhi3tflLmlcJDBIROhzDsuZowS6AcM4IDK1AfEa4eDVIz3Sig7JvJL+QJxywZplIkHTinrKRDx0AHxlL+n4WL0wgTeyvcZZUFTsh/MzlEnp9pEIAOlBWCdGWGOj81ugdlzbsPdPgu5WEgr2/gueWZfl6U5fky83KmDSjtLXG2hBAGeLTbXwnxathRspNePINGObOd9QYB2UVgG41ww3Wn2u8TgttLdOW5p80xYECy+qQPyZ0l8KeEMGw7/VK4JNjtUvSZWBfi69WAM69ekmJ0z1qajHSviKWLuQjnPHyXC3cLPxLOF1B69wtV4TECe8MoS0bauJ0opMJMbI1wq/ADgTienAbKsKOkGMlXBZbaWEqbH4VjRI0fgwj20z4qsAROx7FKeKJgsrcMFwkoccrCw/YxIX3YjpYbigb8WEDRWwfDwKEqoGTuDWY6pix5txzhbYssT7k1S8duea4MdFSUZ4OwULhOsLTTvNt9XPO4S8tiKxYMTv4i0CFXBZRqKtTxPQKd32cTTwYLVYE808Z+LdDx4kY9xasjzLZuF84UXMrDQF7fgPJ9n0Db5Fli4Hut8PykCAzWbxBuEVhpYqVq+ygM78j8UbB2cnjk9xaZaTuAfueIEI5BH8+OyQdlIAzPNQoZoS3HfRL9hAmDegajKGoGDycLKHuk1WfiCt1DnwQfvZC8eulFHmpplCYjPStx/xNyzvtfB54DZ6CMDHjfUMZakZ5kn8nFGXAGnAFnwBlwBkrOgCvskleQZ88ZcAacAWfAGYABV9jeDpwBZ8AZcAacgQFgwBX2AFSSZ9EZcAacAWfAGXCF7W3AGXAGnAFnwBkYAAZcYQ9AJXkWnQFnwBkYUAbsEyvONyib8OkYn3famQ18fupSgAH/jKAASR0O4px3mFCPzhmYJAzk9Q0cnMQ39QbOYOCe1I3DS5CsQ0yCV98ufJtNnu0QlQ/IvKhvuSmWsH/WVYwnD+UMOAPOgDMQMbCrzJwECN4R3GM3Digps3AoEYercDgSwmFAnwnm0l4g28UZcAacAWfAGSjKACeEcdphM+GUPztBrFm4fvlto4TvixJndcClIAN5SzAFo/FgLTDgnLdAlgd1BqYQA632DYvFDfdMa8CRLYmz/HyT8FeBo0ynJ+GHZGe2zrGhHB/KccTvEXBHmMGTDrhQeJWwXmBJniNOTTgumL1z/KrCWQLHjppwPDJn8nMfR50C+xMQyvBlgeNOGZh8S+BYYxOWzS0Pb5L5JIE/K8GNs9IR/qfgDKEqUAbSeykeE5RW62WCyTW+vTQZaZzFSefjnE+6KvUCOQMdYaDVvqGIwubcec7y30d4noAy5Nz6WD4sC4p0r+C4i65/EOyMcM7sHhZ+KHCGN0r7GcJrBcIhBwko4iODnTP1+R8DBgjxS9Y2iAjBahfOOUf5rojCvlNmZuKm0ImPfMERivgEYQ+B/zxAYT9QuF7gjHUbJLxCZvJ0oDARabVeJpJW03tLk5GmuZxcns755KpPL40z0CkGWu0biihs4pwRZfBdMv9DMCX62GA/PSnEUtn5IxmWsE1ulAEFvUXk9rpg5k9AbF/avPeXgfRjhZmlsPmjH/7Y5xFRvOSvKnwzciNd4rsscttWZuJn1o/fIZEfxusE8j0R8ZfOJsKe3+sMOAPOgDNQiAFmqbxdbvIbGXiHin9sQ/YNdmbDsTCbRkHG/7iFP7PbeA/6PNkfI/DXnFlxcE/eZ1so9lsEVgNM/iUDy/iWv8irNpM2YQBxpWBpZOXhWfJnht62QJiLM+AMOAPOgDPQTQZ4IzsWlogRlpCRR4UrM2yWxk3QUdy7XeSGkZfaUrE4DpVH+re3xBHPnNN7sXM/++epoMBZjt9a+FPk2SwP300iYdDBcj+DCv6+ti1xhd0WbX6TM+AMOAPOQAcZsJfGFijOr7YZr8XxOd3/9jbi4P4spY4by/fpoCMrCcvDnvJEQXdU/KSzjtLpkTkDzoAz4Ay0wcBq3YNSRNHFwsz2AuFxiXuW9S45suyexkHYJcILs26K3K6SeUfBlunx4g31pwvXCEU+/bK97jQPLNXzMtuExBX2hOjzm50BZ8AZcAY6wADKlqXwowV7OY0V4A8KLCP/tmAafBbGfvPcKPzLZT5KYD+8mZwsT2bRvJBmuvFtMvNC3Hub3Rj5rZQZ5U5cDw/uvDD3CeH2gnGUPlirbyWWvkADkEHnfAAqybPoDPSBgVb6Bl7+Yo+Xe+4QTkvy+3XZUYLsWVeFnQSUMC9pcQ9K7JWCCQr75wE/1pU3t9k7RlCAVYE3ue8N5nSvmnC8+MVLX7cK5A8l+mQ8gtj55panCyO/6TJfKtwmcP+3BT5FMyE9vtEm7+xnVwVTzBZmKxmWB7+f6EoeWKK378ktXKvXVuql1bhbCl+ajLSU68EO7JwPdv157p2BbjHgfUO3mJ1YvP5Z18T487udAWfAGXAGnIHeMOB72L3h2VNxBpwBZ8AZcAYmxIAr7AnR5zc7A86AM+AMOAO9YcAVdm949lScAWfAGXAGnIEJMeAKe0L0+c3OgDPgDDgDzkBvGHCF3RuePRVnwBlwBqYiAxw9WhX+Ktw0FQnoZJldYXeSTY/LGXAGnIGpxwAHm3BK2VkZRedb52GBb6GLyDcUiJPNXDIYcIWdQYo7OQPOgDPgDBRm4IgQktPFHlL4ruyAv5Hzndle7loWBvxD/d7XhHPee849RWdgEBhotW/4vgrFSV7cd1iDAn5e7r4k3oCcgs5+cEpBojyYM+AMOAPOwHgG+GMM/kP6UwL/VDV/fJDCLhzhyT9cca54LPvJcr2AP0d9XiYcPDbIGNsi2Rg8gDcJdkb4bTK/VuCI0I8I9wgcM3qkkMo0OXw5+P9K128Je0eBOM7U0ni2zBcJ/G0mbhyvijxMOEOoCjcL5P+leAy6tDqiG/TyliH/znkZasHz4AyUj4FW+gb+1AKFiiwT2LN+fLDHl6IzbP54I1bYj5adc8MPDJGxjXuqcGVGGub0UBl2ESgH54a/WdhDOEcgf5x3vji4na0r++9PFEy2l+H3Av+uZdvG75T5PuGZIdC2us4TSOPbAtsCpHGdgMLmZTsGGT8S7KzxV8hM+lYWGVuSVuqlpYhbDVyajLSa8QEO75wPcOV51p2BLjJQtG94sPKAUjJhVvov4T0ZeWtXYe+vuMjPzlGcvOS2MCON2GmLcB8zX5MnBLevRm4oZ+KPl/L5wxH+YOQRUTgUd1Wwv8/EC8XLvShzk71kQHG/KvgdEvlhRKHfmLgVtfqSeFGmPJwz4Aw4A87AGAZYlr4kctkg89XCvA7yxD928W9fxHussIPADPzMgmmwv25if9GZuqF0mcmbMEhgmf9/IjcGIuzB7ytsFrljjActzKh/KvCPYQj/GhYLf/H5LIFVgJbF3xJvmTK/wRlwBpwBZ0AMvE54m1CNwAyT5ej4LyknQhZ/w4mCQ2GfENLh/6afUjBSlL0Jy9FI7IayRhmzhG3yKBnujuxmRIE/SLC/+zT3rLDEgXxXqEZg5s0+PasELUs6Umg5Ar/BGXAGnAFnYMoxsJ1KzJI4y8yxbCULL58xy74h8WvXygtb8wX2hl8tLBX4n232ne8XOi3kP14Ot/hxY787VviN0iYOZE8BBd0R8Rl2R2j0SJwBZ8AZmFIMHK7SrsooMSeafVtAsbKPPFGZpQjeGCIh7s8KxwksYfPiVzfkKkW6o/DIKHLeLOeNeGb3/yyQqO11o7Bj2U0WXmZrS1xht0Wb3+QMOAPOwJRmgBn0VxowwEtd2whzGvi34vxYBX6v8LhwE0vXKPFfChyy0g05WZEyiz5FMB3J0r/lpUiaKxUI5U5cDw83wAlv1d9eJIIyh2EfwaW3DDjnveXbU3MGBoWBZn0DyqcqsO/LlTeiY3mHLHcKxIHSu0CoCsyOefMa805ClvAJFvew11wVUMx8IsZb22sFXuj6mfAlgRlwI3mxPPi+mjz8SUBJ8g11NbixF80s9xmJ24Wym0yX4VLhNuFWgVWDeF/+RNl/J5AGAweW6FNhe2C5UBX4fpzvsN8uMFtvR5rVSzvxtX1PaTLSdgkG70bnfPDqzHPsDPSCAe8besFy62n4Z12tc+Z3OAPOgDPgDDgDvWfA97B7z7mn6Aw4A86AM+AMtMyAK+yWKfMbnAFnwBlwBpyB3jPgCrv3nHuKzoAz4Aw4A85Aywy4wm6ZMr/BGXAGnAFnwBnoPQOusHvPuafoDDgDzoAz4Ay0zIAr7JYp8xucAWfAGXAGSsbAfOXnNRl5er7c+O666NnjGVGUx8kVdnnqwnPiDDgDzoAz0B4D83VblsLmwBYOUflbe9GW6y7/849y1YfnxhlwBpwBZ6BzDHB62lM7F53HBAN+sk7v24Fz3nvOPUVnYBAYyOsbFoU+m3BvEk4Sfh/cLg4FfJiuZwhVgX/b4ljOlwY/u3D0KMd/8h/RAOV6aBIGK0d8flyoChzxyf9Nc9zoNIGzxe8QOPaUWTRmQDxHBDP5JM+bCxwjip0jUC8XEP7qknv4Uw/87a82OeKUPK0XqsJZgp0LLmPPJa9eepah0mSkZyXuf0LOef/rwHPgDJSRgby+4aHK9C4C4VDEJwicKY5SRWGj8K4XOPvbFNwrZOaM8AMFk1NlOE2wrVkUMOdzx2GI6zvC9wWLaweZUazvFkxWy8AfbqTCP4aRTxS2CX8cwh+UxMKfi3BOuclBMpDfI4MDZV4jXCv0ays5r142Zb7bhtJkpNsFLVH8znmJKsOz4gyUiIEifYMpwsuifPN3lyjbVwnEcUhSputkvzFyY2b7b0mY82W3WTperxSI6+AkHP/g9c7IbbXMRRU29/5D4D+9TVD+74nsKO8fR3aM+wvkJR5QJEG6ai1SL13NgEVemoz0pLTlSMQ5L0c9eC6cgbIxUKRvMIUdKzkrx6dlIA7+szoWlrH5ly9mqwgzZmbZLHPfJlSFvwjM2k0axRUFqRlXC0UVNv8AxuyZf84yQUFvHywMJMj/f0b+GB8Z3Jcl7r2ybtysVyl5Os6AM+AMOAOTjoG7M0r0qOD23cQPJf9nAYWIYuZvMlkGZ6/45yHsZ3TdO5i5WFx8mtUpYb/6KmGe8DGBv83kP6rt/7UtTfbByVss7H0/InHrmdUVds+o9oScAWfAGZgSDPwxlHJPXVHQWcLs+wXCEsGUdVY4i4vZOC+2dUrOUURfEJ4mvF7AbmJpfk4O8Sw8CtIfY782z/tTWk/VGXAGnAFnoNsMfDMkgMKOZTdZVgSHBzXIBC9/xcJMGHnGWOfKW2WPl+PZkx4KYdhLf04SPrXydjqzZd5yP0CIl9Pvkn2tkOafOJYIL8QwlaXInslU5qcbZXfOu8Gqx+kMDD4DRfoG28NelFFc3uxeLfBGtb3ZvY3MVwvvi8LzKVdV2CG4oQj5tAplaWJviX9PDsSB7CywrP30YOfCUjpvkiMoc5bbkWb5PFP+lJV98lReJAcGAXMjj5fLTLq2ZJ7e0217kXrpdh5q8ZcmIz0pbTkScc7LUQ+eC2egbAzk9Q3s63J6GOH+JFQFU8xWlq1kWB78eKmMF8lYXrZZMOF2FPgWmn1wPgHjDXFmuvcLVYG9boSX1D4uVAXe3ObzKmbFsTxZFgYAvDyGcmc2f7gQ59OUuN3HXjlliPfMzY8rS/akdatA/skb6fRL8uqlZ/kqTUZ6VuL+J+Sc978OPAfOQBkZ8L6hjLWiwYXvYZezYgY6V6sWMGqduXH5+o2bHvyNG9dvXLV8wcYFcswq3Pqa3yqFGr0nK9xkccvjI6+cg8ZXXnl7WZ6s9pnFd16es+4p4tZOWSeal3bSLFIWDzM1GcjsxKcmFT0rdS7n61ct37hgZm3JaGNl5oKNqzKUaa3zW7BqTFx0LstnjlXYqxYsGKPAs0q5cb3SS+LKClfELc37uMHDgpn1ctWWxLLLlqZDpzezvoSme2ZuVFZr5a6VN4pv5oLluQOPInyk6af2TvJlcXeDN+IuUt5ulKdo+0y5zcpzJ+u/1bIW4S+rDLFbC2nm9g15abl/VxgoTb2UJiNdobmckTblfKPU8wIUGVPemgKubJyZzI5rYaSYZyYKL1XYG1dJ0RVUxOuXjyrCLNrqaTZXiGne6bTjvFsnXitarWz5CpvOrlbOwMcqKWhT2OPjGz+IGdNxtsBHFgexWx5fefePyVdS553gjfh7Xf9WpqLtM4ujNM+drH9Lr2jdpXnJym9Rt4JpNu0biqbl4TrOQGnqpTQZ6TjF5Y2wJc550McpbCmeBdJg6Ww6Vdh0/KbcoGPcjDQaCNA5pTP2mMIiCntM+PUaVGh2b6sD9Y537OzfwteXSuth6+FGFX3NPnP8QGFTRx6tPtTK0GTWnvJB+sxsZ4bVjJjnWmddm9VrgKBypFsKeXylza/oLGtjh3gj/bS8vap/uCnSPlOOMvPcwfq39IrWXcpfD9pLS31DFn/u1hUGfA+7K7ROskhRkssu0vcNB3EoUV3odE/XO5NzXjytcpA+fLjo8g2ZpSbczWtnVnabHnlfsayyWF9LsMUtBVKZEd85fbfKzLU34zehTqM+y65sHJo+W9+IzKlsSn79usqamXMrUVE2pf7iM1dVFgTb0PTFQ+dqWcEE+/EzLqpMn7WwslyDlE0etfh2G40fD8qgVG/OoCSLD5TovKWVyrnXiw/1zmsuurxWftxnzV5bmavkNm48V6VYMeZ7l1oeWuSLcpw5Z6V2OMZuY1h5Os1bVnkrPan/Yu1zUz1Ghqw8d6r+x6RXoO6y8tKJ9pJVbncrPwP+0ln566ivOaTDuGLhyspu515fWTx9aPSTjA2XVy6SCpk9NDQ0ra6xGyjZ9ZV1a2ZUdh7V9Trsb05lwdqLKstOv6KyYdoxlRWKeFMhp+1cmbFmXe3/7Exstiv7xqGh2ZUVaxZXQlZqM894f9ruUbghndAwpJliZe7a2ZV5p2dozxaZnb1izdD6c+dU1i2V+s+YbY8pQ8O4x/OBMlizZvGQyjRUV/bh5mhwMSTf6buNDiDGpJXwhV99lh/eP9i07163D81eUVmzYjYLGeMGRZ3nbXx5e1H/lcLtM6uiMvKsYJ2p/yi9jLY+Pjfj89KJ9jI+nY647KRYqsLfhQs7EqNHMoYBV9jeIBoyUFfWyyo3H3vmWGWtOzZcflGt05doFru4smbNRZXsSfb0ym4zx842UQpnXs+McWVl3qxZYxXHhpsra5MZa62Dqn+/OaQZYGXBzOW12blEin7N0JiBRFIazbCHDpo7s7JmXRgCMKvJUHCjt2XPjM1/uuJbsaYytGrG4sqyK+Raiy8pO2XQuoENUsYufY7nA57ZE2dJvMZlUoam1gy+asTMXsEgKBPM4jXDrqzQaKtR3J3jbXx5e1H/RduncS8eohcrx+fZeJp4/UeMR3VX33IJAywNBkdf8Byfl060l0b13oL7sMIuEexbaW69RcCd76HLJJyq9u/CDQJ/MsLRo3QI5wovEzYTBkJcYQ9ENfUnkxtOn1dZOaeurGtLpWEZtb5EXl/SVs5qSmHVgjWZy+LMDHeesaZi+pKSsB++UMpu9uIVQ+fOnVFZsRLNF4RZ5YydmUE3VCajgbNN9c6vvt9M53b5ujWVmbYmP+2gytyZKypLNbvPfumsntfafReNqk6Uru0t15cpQ9q1+NZUFkt7W3ynz1usIyOOra0+wNXpK9dqibwuWXzA89LK8Rr0VIbWo0ytWDa40OJAmp9NJW+RL7hZuHIOg61x/HaDt6zydr3+a1s4xdony/NLd6PfZhC2okJTzMpzp+p/TIuN605m7X2EfCyu5aNmyXh+OtFexuSjPcuwbjtBiBV2ezF19y4OXeF409cLHEP6RIGTyphtcHIah6G8S3BpgYFxS3Mt3OtB22OgKefxMrSiJ2ztZTDb48S+SYHVXrKqhyEIHXLNHpaNa51dtGcqpTT6eZTe0I6XtPPeYq2l32w5moSZsUafYJF2vCdee6HKPlcbM7OqDyZqZdOnWatq5agvucsSfdLcqKvzAAAJ0ElEQVSF/+gecBpfnB75WMULS3H4hI9RrkmLt/NHuWXmHecnffEvjy/dW1i6wRuJ97L+22mfRtCq5aMvFaZ57mT9W3pZdVd/2W/sy43j8lL7YoHnrWvtpWnfEPI/QtUKe1l5ouuNMpdlSfw85eUPQtY/bG0ud/545PiMMpTRqUi99CTfpclIT0pbjkR6ynmR70hRXJ36DrsMFNPR1sY4QWHHCqEIH2kZ0jf1B4mvIuXtZ3nWrxp/aE+RPKd1FNub1X9WWW2gm/Udfzt5mUB7yesbjlU5UYKE+53A+dr/HZXdFPZr5FYVOHr08wLHlZqwDK1XLWvnfwOOHEW5xjP2XWUnDcAAoFl88h4nvDnD/283+//q18n/1eFOjknl38XuiWJaIjNL6ORhOHLvhzGvXnqWp9JkpGcl7n9CPeXcZm98ZpNVdGbdk+2ks/pnYps6nDGfq+XxkclR9GndoPGVV95+lme9ZtaMq1CiOmxvU/vMy3NWHcVujeo/q6x15V5/NuJv/C2+dvISK+ysNJvkP/MZTcKPyE64RjPsn8qPP9fA/zCBF9HiP/5Aef+PwHniCH/ygWJlH8q2a9h7HhbYE8+LT0HGCfvW5JE/7SgqSxQwVtjcN0cgnuGikXQpXJF66VLSY6MtTUZ6UtpyJOKc96ge6kve2W+zF83C2GXz8W93F42n0+FQJByqk347H7vXl6mzD6epKbWcLY5O5zmOD0Up+yawItLp9IrU/ya+yEuBg3zy8jjB9lKEg5HAWyOFfaf845e5Vsn+rSjfvD81nJSDt8xJe8yXnrIzY79LiONjlz+OL4mqZv2IQHwZn1dkBa+5LRFcYTekp+5RpIHkROHeLTLQUc4bdbzNOusW8+vBS8pATelFe/SWzUbucTGKvJNQ0mJP5mwV6RtGRADhGins6E3SGlVnCfyTViz849Y3hWrA7boS50vHhKor7CLxJbdtUtj7pB5N7EvkV1qF7W+JN6k59yrOQHzoSHxX/bveFfqQq/7GdN4LY8VT7H3IRoOSRu69z2FnUqztpfIyYO2Ft/rM2F5+i2fD5sZ33bGk7vW92XCCXO2lwTCj1cy6/nX8usqyhbOIonYyWWdK0d1YOlXnnYqnu6VtK/b/Te76P9lZ9jbZVwZm3XxqtbMwLJhiffCmUKOGvPgybqn9tSZS9jfZs/Ke6eYKO5MWd0wZqHe69sZ0/ROn2r7amD//GN/xjnbWOnlq1uihJyw9ZimBNN0y2RsNShq5lynvreRl2jHHV/SVXqVy7PUcK1qpXLGw9tkZ376vn6sDbzTXYfY8O7jRCEyy3GvxWYArVlbWzljFm/yV5bbwqbTmKC3iWbEyPjKnlVz3Nmyn6rxT8fS29B1JjRfIUOInCfd3JMbxkXxdTrx01myG/Sz5Pzu6lTzZHro5xy/LjU+lhy6usHtI9iAnVet0FxxfO0Dlipu1yaTjMzdUeAlzpj455v/sJRkd72hnPa1yzPWjh56cWRmvBAaDHw1KZvE862zvjL8KHZ0xjd3bHbTBCXXBwS+zV6wYmn7z2tohOZwuN33xmspanbm6QW58255+L9/I3eqWA13O3W1lZdaseZV1c46ptSBFVJleM5RDNtVV+LMXcjVaf9n/Opf6N2oH6epFus47tp2MXY3Q8HjM6sREj++dINv/CPebcmOJZLsW4uSFslQelzpM0M4CzjnCPGHrjLj4HptvtJ8W+f1eZr7d5pMvk90ic2yk1abKvUHQzji7wu4Mj5M+Fpa2OZlslTqNmyvHVuboXO3LN1whl7oSrxHQQsdLx54qgUEhcc65nIE+t7I2nPkd53t0xqQByvH1eSWzznSGOihlJZ/TdtZUWCejSWpHvR6vg9hx4/Q4lIYO7NokjdwtAH9RuWznMyvXX69PX5eerkFfuSReIVi1QKfeKXux23plm0NyYsnyz2oH3DNu9SKKaFw70ZHAY1YjslYn+kffbSHpx+vKEvbFwrYtZOdrCovSPk5A6W0pLGnh/qJBj1ZA9s6ptN2jm/YMbtfq+tnIHTtyRLjuoit77anoHxRqp6X9R+rRTbsr7G6yO8ninr7b2srKherC1GHrEK7KumUr+fePtkqZpQTaiqjnN4XZYKFzoOuZG7TByYbTl+pvRjgNLqjTFx9bWV77ZLaycdaym+uzYdx0Rvv0oVm1b3FmrlhaqR2Ak+G+cCHx2ZGvazkSVSd46U9Z5h5UqZCWzoZfdsUGGbUXbvH0vF5H68pWDjg7nBWleNVgWvjDjnigkeefVRRbvYifnnHtZLdjK/FqxPRkdSJd3chKp4tuvCD2IeGTAp9dnS38VqgKTxVeIti32VfLfLhgZ42j5L8iHCPwHfRvBF4+IxxyhnCK8HChKhSJr3ZjhvxNbi8SviCcI7CvDcjv+cIhQrwkv0528vX+EE5DtMppAnKdwAAAYSbON9vkfcrJQLxoMslqpWXOa5+K2OllkRle7NCH+t8Z8lJRfb97zN63fQJU89OScXSKV5+X9wpVbf2N5ujvN42L6PS1+K1nZpO10+Git6g5yYr/1C6UoAfqOQNWV7RHO0xlrFuo07jOQ/3W7xnvb+2AwqRfTcTtJW0ny/k71doH4vXT/Tg1L7Z38Znx9tnzllcowdLUS2kyUoi2yRHIOW+xHuudbTh2lT3s8M3u6GCldvpG/bvk2h43R7AO5uCkRWomTfD4e2g7TrbmFgaXtW+kpSnH1Xnin90ORu+zI2YbxTN6NG79jXrCW1j0fnpEbYcrwPuGDhPaoehKUy+lyUiHiB2EaJzzQailPuRxEn9q1Ac2BzJJ7xvKWW0bfQ+7nBXjuXIG+sbAFP7UqG+ce8LOQBEGXGEXYcnDOANTjoHxn6+lnySxvZp+zjTmnQXt7bJ0y/Kwfa9f99derL2/kPFp3JSj2gvsDBRkwBV2QaI8mDMw1RhIP18b90mSDlSxw1Psc6e87/Xtu/zdOChl/fKK/kS99mnYVOPWy+sMtMOAK+x2WPN7nIFJz0Djz9fiA1XsE6jRz51erL82yvleX9wRh4sz4Ay0xoAr7Nb48tDOwBRhYF3tVAgdaVZZy4E4GaUec0jK+nWVNTN2rp181snv9TOSdSdnwBnoMwO+JNb7CnDOe8/5QKSY9/mafVKU9bkTBSzyvT5x1Pa1a3/44UviJWsY3jeUrEJCdjb29BzUJhx4A2lCjns5A86AM+AMOAPOgDPgDDgDzoAz4Aw4A86AM+AMOAPOgDPgDDgDzoAz4Aw4A86AM+AMOAPOgDPgDDgDzoAz4Aw4A86AM+AMOAPOgDPgDDgDzoAz4Aw4A86AM+AMOAPOgDPgDDgDzoAz4Aw4A86AM+AMOAPOwFgG/j8HKOqdJv0ZLgAAAABJRU5ErkJggg==)
2. When copper turnings (Cu) are added to all the 4 test tubes:
![](data:image/png;base64,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)
3. When iron fillings are added in all the 4 test tubes:
![](data:image/png;base64,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)
4. When Zinc granules are added in all the 4 test tubes:
![](data:image/png;base64,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)
RESULT
1. Aluminium can displace Fe, Cu, and Zn from their salt solutions. Therefore Aluminum is most reactive among them.
2. Copper is unable to displace any metal among Al, Fe, and Zn from their salt solutions. Therefore Cu is the least reactive element among them.
3. Iron being less reactive than zinc is unable to displace Zn from its salt solution, whereas Zn can displace Fe from its salt solution. Therefore Zn is more reactive than Fe.
4. The decreasing order of reactivity for metals are as follows :
Al > Zn > Fe > Cu.
PRECAUTIONS
1. Handle the chemicals with care.
2. Clean each metal using sandpaper to remove the oxide layer.
3. Observe the changes patiently as few reactions may occur slowly.
4. Never taste the chemicals.
5. Rinse the test tube properly with water before use.
AIM
(i) To observe the action of Zn, Fe, Cu and Al metals on the following salt solutions :
(a) ZnSO4(aq.)
(b) FeSO4(aq.)
(c) CuSO4(aq.)
(d) Al2(SO4)3(aq.)
(ii) To arrange Zn, Fe, Cu and Al (metals) in the decreasing order of reactivity based on the above result.
Answer:
MATERIALS REQUIRED
Apparatus: Test tubes, test stand,
Chemical Compounds: Metals-Zn granules, Fe filings, Cu turnings, Al foil and aqueous solutions of zinc sulphate, ferrous sulphate, copper sulphate, and aluminium sulphate.
THEORY
Metals are elements which are good conductors of heat and electricity. Most metals lose electrons in chemical reactions to become electropositive. The alkali metal comprises group 1 of the periodic table.
1. The metals have been arranged in the decreasing order of reactivity in a series. This series is known as the reactivity or activity series.
2. The reactivity series of metals is used for predicting the products of displacement reactions and the reactivity of metals in other reactions. Potassium is the most reactive metal, while platinum is the least reactive.
3. A more reactive metal can displace less reactive metals from its salt solution or compounds If metal C displaces metal B from its salt solution, but metal A displaces metal C from its salt solution it follows that the increasing order of reactivity is :
B < C < A.
4. Displacement reactions are prevalent in metals due to the relative strength of metal to displace other metals from their salt solution. In a displacement reaction, a more reactive metal can displace a less reactive metal from its salt solution. The reaction is often known as metal displacement reaction.
When zinc granules are immersed in the copper sulphate solution, the initial colour of copper sulphate from blue starts get changed to colourless with reddish brown particles of pure copper settle at the bottom of the test tube. This chemical change for the following reaction :
Some other displacement reactions using zinc and iron are as follows :
Colour of solutions and metals
PROCEDURE
1. Take four clean, dry test tubes and label them as 'A', 'B', 'C' and 'D'.
2. Pour 10 ml of the given aqueous solution into their respective test tubes.
3. Add a small piece of Aluminum foil to each of these test tubes.
4. Observe the changes and record your observations.
5. Repeat the above steps using :
(a) Copper turnings with ZnSO4, FeSO4, CuSO4, and Al2(SO4)3 solutions.
(b) Iron filings with ZnSO4, FeSO4, CuSO4, and Al2(SO4)3 solutions.
(c) Zinc granules with ZnSO4, FeSO4, CuSO4, and Al2(SO4)3 solutions.
6. Record your observations in the following table :
OBSERVATIONS :
1. When aluminium foil (Al) is added to all the 4 test tubes:
2. When copper turnings (Cu) are added to all the 4 test tubes:
3. When iron fillings are added in all the 4 test tubes:
4. When Zinc granules are added in all the 4 test tubes:
RESULT
1. Aluminium can displace Fe, Cu, and Zn from their salt solutions. Therefore Aluminum is most reactive among them.
2. Copper is unable to displace any metal among Al, Fe, and Zn from their salt solutions. Therefore Cu is the least reactive element among them.
3. Iron being less reactive than zinc is unable to displace Zn from its salt solution, whereas Zn can displace Fe from its salt solution. Therefore Zn is more reactive than Fe.
4. The decreasing order of reactivity for metals are as follows :
Al > Zn > Fe > Cu.
PRECAUTIONS
1. Handle the chemicals with care.
2. Clean each metal using sandpaper to remove the oxide layer.
3. Observe the changes patiently as few reactions may occur slowly.
4. Never taste the chemicals.
5. Rinse the test tube properly with water before use.
Viva Questions
Question 1.What is the basic principle involved in this experiment?
Answer:The basic principle involved in this experiment is that displacement reaction taking place due to the reactivity series of metals.
Question 2.Why is there is a difference in reactivity of different metals?
Answer:All metals differ in the number of valence electrons and number of valence shell. Due to this, they have different tendency to lose electrons and thus have a difference in reactivities.
Question 3.Which reaction is used to determine the relative reactivities of metals? Define the type of reaction.
Answer:Displacement reaction is used to determine relative reactivities of metals.
Displacement Reaction: A single displacement reaction is also called a substitution reaction. In these reactions, a free element displaces another element from its compound, producing a new compound. The basic format of the reaction can be written as:
A + BX → AX + B
Question 4.Name the most reactive & the least reactive metal.
Answer:Potassium (K) is the most reactive metal, and gold (Au) is the least reactive metal.
Question 5.Which is more reactive Zinc or copper? How do you know that?
Answer:Zinc is more reactive than copper. During the reaction of Zinc with Copper sulphate solution, zinc displaces copper from the solution making a blue solution of copper sulphate colorless.
The reaction is below:
![](data:image/png;base64,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)
Question 6.What does the reactivity series of metals indicate? And why it is needed.
Answer:Reactivity series of metals indicate that the metals that are high in reactivity series displace metals that are low in reactivity series. This series helps us to know which metal displaces which metal and helps in electrolysis and many more reactions to get the final product.
Question 7.What will happen when an iron nail is dipped in a copper sulphate solution?
Answer:When an iron nail is dipped in copper sulphate solution, as iron is higher in reactivity series it will displace copper from its salt. This will make the change in color of copper sulphate from blue to pale green. The reaction looks like:
Fe2+(s) + Cu2+(aq) → Fe2+(aq) + Cu2+(s)
Question 8.Why are gold and silver used for ornaments?
Answer:Gold and silver are very less reactive. Due to which they can last longer without being affected by air and moisture and thus retains their luster.
Question 9.Can we store ZnSO4 solution in Al vessel?
Answer:No, we can not store ZnSO4 solution in Al vessel.
Reason: Al being more reactive than zinc will displace zinc from the solution and the vessel will be distorted.
Reaction Involved:
Al3+(s) + Zn2+(aq) → Al3+(aq) + Zn2+(s)
Question 10.Describe the colors of the following solutions:
(i) Copper Sulphate
(ii) Ferrous Sulphate
(iii) Zinc Sulphate
(iv) Aluminum Sulphate
Answer:(i) Copper Sulphate - Blue
(ii) Ferrous Sulphate – Pale Green
(iii) Zinc Sulphate – Colourless
(iv) Aluminum Sulphate – Colourless
Question 11.Describe the colors of the following metals:
(i) Zinc (Zn)
(ii) Iron (Fe)
(iii) Copper (Cu)
(iv) Aluminum (Al)
Answer:(i) Zinc – Silvery White (Greyish)
(ii) Iron – Blackish Grey
(iii) Copper – Reddish Brown
(iv) Aluminum – White
Question 12.Arrange the following metals in decreasing order of reactivity.
Zn, Cu, Fe, Al
Answer:The reactivities of metals are:
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Hp6VTd233/4JK0Vv66HNx6z4nubLSdHuHl069v72aL7XNCol8iNdwbZyocjA9OtXfEZ13w54XUW+uSXV29/BHFcXESZCu4BVtoAI59AcVp3vhGPUNNtoLjVL5ry0m8+C/3r5sbng4424xxjGKJfCf2rSVsb7V728cXUdyZ5Su4lGDBQAAAOOwoW+vl+gf1+ZkeIr7WPD1rp2lR6jf6hdandPvuIoI2mjjVdzCNcBfpnOBnrTdK1TW4LXV11G6vLCxhiR7bUdWt41kQkneCFOGxxj6966XXtAg16CBXnmtri1l822uYCA8T4xkZ4IweQeDVOXwl9u0m6sNV1i+v/ALQUIkcohiKnKlQqgA5wec5qe4zB8O6/dt4rk0m11e61a2lsHnR7628pllVgBtO1cqc+lWPCGp3U99JDrGr36auIWabTbqFI0Bz96LC/Mo7EE8HmtOy8INBq/wDat5rd/fXX2V7bdIVQKrEHKhQMHjrT7Dwn9m1SPUb7V73U5reN4rb7RsAhVvvfdAySABk03t/XmBzUWua9c+E/CkltqXlXuo3phmneJWBX951XAHYenSrq6prXh+51/T5tRbVWs9OF9bS3KKrBjuBU7QARlQa17bwda22naNZLdTsmj3HnxMQuZD83DcdPmPSofE/hqa8t9YvrACe9vdPFotvLjyyASc/Xk98dKUutvP8ALT8Rq11fy/P/ACOe8Pane6n4l0hbLxZearBJbvPqEaxoqQsANoOF+UEkjbnPFek1wOgjxImq2Eduda+yqcXo1aGBECBf4CnzFs49sZrvqt+RKCiiipGFFFFABRRRQBC/3jTac/3jTaAMy88O6ff3MtzOsvnSjaXWQjC7Su0e2CaRvDtnIytLNcykBQ26T7+3O3dgdsnFalLg+lAGInhHSIwQkcq5OeJPp/hTj4V0wM7RCaFpPvGOTGRt2kfQjrWzg+howfQ0AZMPhnS7e/S+iidZkbcp38D8Pxq/eAmxuAASTE2AO/Bqcg1BeErY3DKSrCJiCO3BoY1ueYadNqemW86QabIZJwoMjwM21Qc4xjHJx+VP1W51HVIgraVLEfMaVikTfMxAB7e2agm1a8S0t5Itbu5JXB81DIw2Gq51zVdpxqd1/wB/mrj0tY9xJt81lf5nrGmKy6TZqwKsIEBBHI4qG0/5Dmp/7sP/AKCam0x2k0q0d2LM0CEsTkk4qG0/5Dmp/wC7D/6Ca61seJL4mX6KKKZJOv3R9KWkX7o+lLQAUUUUAFFFFABRRRQAjfdP0rM8Mf8AIq6V/wBecX/oArTb7p+lc7aaomi/Dq21N0Lra6akmwfxYQYFJuyuNK7sdESACTwBUFjfWupWcd5ZTpPbyjKSIchucVh6InimREvNXvrCS3uIN7W0NuyNASMgB9x3Y6HIFcj4d1PxHongbS9XWay/suJ1ja08omR0aUqX354OTnGMcVVtbC6XPUqK4PXfGN2viO80qzvl09LBE3SHTpLozOwzj5eFAGPc5oHinxFqa+HIbKC3sbnVYp/tC3MTYiMePmCnB9SAeuRmktQ2O8qGS6t4riK3knjSabPlxswDPjrgd8VwsWr+NbiPWLZLzTEl0NyJLg27H7X8u8Dbn5OCATk1oQ662p6z4Sufsluv9o2c0zF4wzxHy1OEbqBzz60LUDsKK4/RdR8T+InGsWt3Y22mG4ZI7SSAs8kasVLF88E4Jxiqvi/xPqXh97q7GvaPF9n+aLTHTdLOo7Ft2VY9sDFAdbHZfb7UagNP89PtZi84Q5+bZnG76Z4qxXJQy/aPiZbTAbfM0Ldj0zKDXW0dP67ivr/XYKKKKBhRRRQAUUUUAFFFFAEL/eNNpzfeNNBBGRQAVi3tnqJ1h7uGLzwFXyD9pMaxYByCv8WTitqigDkf7B8QtHFHJeAm33MsizNmQkq2Pb+IZOeKWDRdbQuZi8sLOGlg+0kGYbmOAc8cFfTpiutooA5mx0jXrfULaWe83wCRPNjMpOFCnGPXkgH1xmt++/5B9z/1xf8A9BNT/hUV4VFlcFl3KImJXOMjB4oGtzyjw/cWsFxObh4opWt2W3llXckcnYkfSma1OszQf6Tb3MyxYlkt49qk54yf4j74FWozp8luJ08MymIgkMLxsYH4VWOo6HtP/Ehbp/z+N/hXLbSx7N/e5rP8P8z1PST/AMSex97dP/QRUdp/yHNT/wB2H/0E1NpjI2lWjRpsQwoVXOdox0zUNp/yHNT/AN2H/wBBNdK2PHluy/RRRTJJ1+6PpS0i/dH0paACiiigAooooAKKKKAEb7p+lYWl6dBq3gKz066BMNzp0cb4ODgoBxW633T9KzPDH/Iq6V/15xf+gCh6gtClomia9pxSC+8QJe2cEXlxRi0COwxgF2yckD0AzVceDX/4QWDwz9uXdEVPn+VwcSb/ALufw611NFALQ5u78OalDrdzquharFZveqouoZ7fzUdlGFcYYEHHHvU50C5l1fR9SudQE8unRzLITCF84yADIwcLjHvW7RRsBh23h1reXXpPtQb+2H3AbP8AVfuwnrz0z2qvY+E3s5vDshvA/wDYts8DDy8ebuULnrx0966SkDBs7SDg44NC0A5bTvCuraNdNBpuvCLSGnab7M9qHkTcdzIr54XPtkZqlqPgG+uV1i2tNYgt7TVpHll32YkmVmHID5+7+GQOhrtiQoJYgAdSaWlYDFt9AaDxFb6t9pBEOnCy8rZ1O4Nuzn26VtUUVVxWCiiikMKKKKACiiigAooooAhf7xptOf7xptABRRRQAyeQQ28kpZFCIWLOcKMDqT6VzMfi+5EcLyafG/mkMohlJJQtjdj1xziupZVdSrKGUjBBGQaijtbaL/V28SYOflQDmgDF0vxM2qXEWyO3jhchfnlIkfIJBQY5GB/P0rYv/wDkHXX/AFxf/wBBNSC3gV1dYYw6DCsEAKj0Bpl4u+xuF3Bd0TDLHAHB60DW55Zo8MVxpM095f3tpbW6kM6BfLJPRFHUsarXugz2dlNcG4gfyVjaSNSdyLIPlJ4xVy1g1G1tVtoPEmnRwgkiMXIwCep5FRzaddzJKsniHTWEyqJAbr7wX7ueO1c9tD1VL3r3PT9H/wCQLY/9e6f+gio7T/kOan/uw/8AoJqbTE8vSrOPcr7YEG5TkHjqPaobT/kOan/uw/8AoJrdHlS3ZfooopiJ1+6PpS0i/dH0paACiiigAooooAKKKKAEb7p+lYOm3j6f8Pra9jVXe30xZVVuhKx5wfyreb7p+lYGn2kmofDy3somVZLjS1jUt0BaPAz+dKV7Ow1a+pnQeL9UtfC83ibWdPtreyNtHLbwxykyszYGGyNoBJBHJwDzUWh+O5bzXbbS7qXSbpryN2ibTLkyeWyjJVwR3HQj0rUu/C7ah4Fh8PzzrHPHbRIJlG5VkQDBweoytJp9n4kk3R6jHpFqnlMhmst5kLEYDDIAX171T3diVsrlSTxPrenaxYQatZ6clvqFwLdYre5LzwMwJUsCACOOcU8eIPEGqapeJoWnWMljp9wbeWS6mZHmcY3BMAgYzjJ71iWHgDVrefSPMt9FQ6bdJNLeRBzcXQGclmI4JzkjJ57itmHRPEujanfDRZ9NksNQuWuW+17/ADIHbG7aF4Yd+SKS/r8P+CD/AK/H/gFeG68SN8TLy1SW0+xraROYneT5ULnkDpv6+3AqDTvEX9k6V9sttNt4LN9dltbsq7EqDIVEnJ6lsZ7c1sXOj6xD4yj1rT3s3t57dLe7ScsGVVYncmAQTyeDioIPCEr+E9Y0S8liLX9zcTRuhJCb2LITx1BxSWi+/wDP/Ip6v7vyKni7xBvtvENi2nwXljp1lG84kZhvldshMqegUZ9eRTdRuvEKePtLtdOks0tXsHZYZXkCkApksBwWHanR+DdUbwJqmmXd1bzaxqjNJPPk+WW4A5xnAVQOlaGsaJrB1vS9Y0h7NprSF7eaK6LBWRtpJUqDyNtO1mv66MW6/ryIf+Eylt9E165vLaNb3SLh4RChOJCceUfX5twrprRp3s4WulRJ2jUyKn3Q2OQPbNcLreknUPijZWsEw+zzQJd6jCB18lj5RP1Y4/4DXoFC2v8A1oD3/rqFFFFABRRRQAUUUUAFFFFAEL/eNNpz/fNNoAKKKKAGyyxwxNJK6oi9WY8Cqf8Abel+XJJ9vh2xnDEN0ycfjz6VPfWi39lJauxRZMZYDkYIP9KyY/ClvbtHLbXUsc0WCjkBvmyxzg/7xGKANSPUrGZgkV3C7NtACtkncMr+YB/Knah/yDbr/rg//oJrKtfCdnaXtvdxzS+bBIHycfPwRg/iSfatTUP+Qbdf9cH/APQTQNbnk9hbm40hXh0HzxsaM3JcDL+oz6VhspEeSpAI4JHBrSh12SDQIdNigQskzyM8kQcEMMYAI4PvVvVvE6ajpL2a2XlF1jBGMqm0fw+maxsj1U5J7Hqejf8AIEsf+vdP/QRTLT/kOan/ALsP/oJp2jD/AIklge/2aP8A9BFNtP8AkOan/uw/+gmtkeVLdl+iiigROv3R9KWkX7o+lLQAUUUUAFFFFABRRRQAjfdP0rM8Mf8AIq6V/wBecX/oArTb7p+lZnhj/kVdK/684v8A0AUAalFFFABRRRQAUUUUAFFFFADdqhi20biME45p1FFABRRRQAUUUUAFFFFABRRRQBC/3jTaV/vmkzQAUUZooAKWkzWfq0F3MbP7JPPFi4UTeUQMxnqTkfSgDQqG9do7C5dThlhdgfQgGuf08+Jlv7c3O9rZ5gJd2AUUBufcHgfgK3tQ/wCQZd/9cH/9BNA1ueWQ61rMlms58QRKxjLGMom4H06Vnnxbru0n+0G6f880/wAK1PDlnpdzokX2iCyWQtJ5s8zK2B23DcGXHtnNUdQ0vR4dOuvs88jXMFtDMHMoKSF+GUDrx1rOzPQTje1j1vSpHm0iylkbc7wIzH1JAqK0/wCQ5qf+7D/6Cadov/IC0/8A69o//QRTLT/kOan/ALsP/oJrQ897mhRRmg8j0oETr90fSlpF+6PpS0AFFFFABRRRQAUUUUAI33T9KzPDH/Iq6V/15xf+gCtNvun6VmeGP+RV0r/rzi/9AFAGpRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAED/fNNpz/fNNoAWiiigAoqveXiWUcTurMJZkiAXsWOAazJ/E0Fu+ob7WTZYkqzbh87cYAHvkUAbXeob7b/Z9z5mdnkvu29cbTnFZ0HiOC4uoo47eQwymNFn3AqGddwGOvtmr+o/8gu8/64P/AOgmga3PGli8OsgcWOtFSMhsp09elML+Ftp/cat/38j/AMK1tH0zVr/QrRo9T8uG4jkijQ2xZY1Xrucfdz61j6j4bvbC1acNDPEkCTP5bjcisOCV64zxmpsdykr2ue0aT5Z0ey8kMI/s6bA/XGBjPvUVp/yG9T/3Yf8A0E07RP8AkA6f/wBe0f8A6CKbaf8AIc1P/dh/9BNUcL3NCiiigROv3R9KWkX7o+lLQAUUUUAFFFFABRRRQAjfdP0rM8Mf8irpX/XnF/6AK02+6fpWZ4Y/5FXSv+vOL/0AUAalFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQP9803p3pz/fNN69ulAC0U3zIxjMiDJwPmHJ9Kb58Jk8sTRlsE43jOB1oAbdWlvewGC6iWWMkHa3TI6Gq66LpiSeYtjFuyG5BPI6HHTNWftNuEVzcQ7WbaG8wYJ9PrSmeBWdWniDRjLguMr9fSgCvDpGnW9yLiGyhSZejqvT6fnUGoappps7q3/tKzExidNjXKA7sEYOTxzWjHLE5UpKjAkY2sDXOaZZ2r+Ebh3tYGYi7JYxqST5kntQCPNH0rXJbC3sXmsxBb7vLVb6EY3HJz83NW7lPElzZPavLpoSSJYXZLm3V2RfuqW3ZI4rlvsttLDGbeyy0ceZzs3DOfvdOBjFRyWkaRhmtlVXXKExgBh6j1oOzU960rVdMttIs4JtUsVkigRHX7UnBAGe9RWus6UNZ1FjqlkFYQ4JuEwcKfep9DsrI6DpxNnbkm2j6wr/dHtSWljZnWtSH2O3wFhwPKXj5T7UHI9yz/bekf9Bax/8AAlP8aP7b0j/oLWP/AIEp/jU32Cy/58rb/vyv+FH2Cy/58rb/AL8r/hQIBr2j4H/E2sf/AAJT/Gl/t7Rv+gtY/wDgQn+NSjTrHA/0K36f88l/wpf7Osf+fK3/AO/S/wCFAC2t/ZXu77JdwXGzG7ypA+3PTOKsVFDbQW+fJgji3ddiAZ/KvPNU8S6hefEC80CXxGPDlvbRobY+SjG6ZhydzjGPajrYOlz0iiuB8V+M9Y8MaloOnJZzXzXDhbqaK2GLjgZEQ3fe749xW5qXjGLTYomOiazcO8AnkigtNxgU/wB85AB4PAJNAHRUVy9x8QtBt9J0zVd1xJa6pIY4Wji3FWGeGXrnIxxnmpdL8c6TqP8AaKyx3WnTaYnmXMN7F5bomM7sAnijYDom+6fpWZ4Y/wCRV0r/AK84v/QBXA674+Gs6h4aTShqlhHc6gvzSxmJLqLoSCDhlz2P5VrWPj7T9E8P2C3Omas1rBbxRzXqWh8iM7QOSSCRz1ANAdTvKK5XXviHovh6+isrqO7mlntxcQi3i3+aCcADnr39MUzVviDpdnM9jHb6hPOtp9onNvblvsiMMgyc5HUdM4pN6DSuzraK5D4W313qPgOzur26lup3eTMszlmI3nHJrmZtd1m98V+KbWTxf/Y9vpWDbI0cJVsqTg7hk9O3rTejsJaq56rRXFaH478vwHYa54hjeO5umMUcUMRL3DZIXYvuBn0q0PHdtc6dqbW+m6jFqOnxb3sJoAswB+6wXOCvfrQ9LgtbHV0V5j4B8TraeErnxH4hvdYYvjzJLtt0MhLMAIFH5EYHNdZo/jWw1a/fT3sr/TrxYfPSC+g8tpI/7y8kH+dD0EtToqK5HQ/iXoWv3BitY7xFSF5ZZpYdscIXqGbJAOOadY/EbR768tYvsuo29vfSeXaXs9vsgnb0Vs557ZAoGdZRXI33xI0myutRtvsOpXEmmSbboW9vvEa4++TnG39fareoeOdHsbHT7mL7RfPqg3WdvaR75ZhjOQOMY75xQB0dFczc+O9NtNPtbiaz1Bbm8kaKHT/sx+0s69Rtzjj1zj3q94f8S2PiKO4+zR3FvcWsnl3Ftcx7JYm7ZHP6GgDYooooAKKKKAIH++aaMA5pX++aSgDn5PCokkmd7tm83z8KScIZCCpUdiCM+9Qy+EizlY54Y4jGgDCMmQMqFT82ehJyfWumooA5n/hEXjDiG6icOrIRPFuChlVSRjHzDbx9abP4RuJI5IUvovKOSC8WXfLBvnbvjGK6iigDn7bww8WqW98bpVZJUaSNFO1wqkAc9wTnPvTtK/5Eyf8A3bv/ANGSVvDg5HWsK+8PadDp148Qu0HlyybEvZlTJyx+UNjBJPFAHkXhzWbfSE1IzxCY3VkYY0ZdysxYH5uenFN17WLfVLPTEhhWBrS1MUkaLtQHcT8vPTBog0meaxS7W3sgjRGUK00gbaPbdWYbmPaT9kh6f3pP/i6qx031ufQOhZ/4R/TuOPssf/oIpLT/AJDep/7sP/oJrO0fQbGbRLGVnvlL26MQl/OAMqOg38Cm2ugWJ1nUVMt/hRDjF/PnlT3381Jzvc6PHtR+BrK/4R2w/wCeuof+DGf/AOLo/wCEdsP+euof+DGf/wCLoEbi/dH0payV8N2G0fvtQ6f9BG4/+Lo/4Ruw/wCe2of+DG4/+LoA1q4HxwV1iK80q68D3+oXAUpZ3cSIyZI4bzMgpg9R7V2djptvp5fyHuG34z51zJL09N7HHXtVuk1cadjy3UfDevaX4f8ABsstpPqU+i3G+7ityJJAp5AXJ5x0qx4q/wCEl1DXUb7Jr40ieyBt4NMlWJ1nPUTHPA5weSK9KopvUS0PIdN8N63D4X8GW8ml3KzWWrNLcIU5iTcfmPtWrrXhjVNW8W+KxFbSJFf6SkNvOwwjyDB25/CvSaKHr/XlYSVv687nkj2/iDU7TwhZv4ZvbVNGuYlupZAOqjblQDkrgZJ+lYV1pvi3VvDVza3Vpr11I8Mf2FbWVVsvICqRuAPzNjt1r3dvun6VmeGP+RV0r/rzi/8AQBQ9dxrQ5S20fUB8RtBvnsZRbW+iiKSYp8scmD8pPY1BLZ614f8AHOv3VvolzqUOuQoLeWIrsjcLjEhJ+VeetejUUPX8fxBafh+ByXwx0290nwNaWeoW0ltcI8m6OQYIy5xXNR+AzrnifxmdU0vbHd7PsF1LH0bB+ZD9cZr1Kih6u4LRHkV9ovifWvB3h+4vbC/W+0O6ZbiGGTyp5YxgB4z/AHsAfrWz4d0KNrjVdTj0zxClxJYPbibWZw0kmf4VXJPYc5r0Sih638wWljyh/CGtX3wd0rTktJotQsbj7Q1qW8uRgHbgHscHIrQ8NaLHc6/Hqb6Z4oW4trd1E+s3IYJuGNqjJLZyfQV6PRQ9b+YLSx514S8M6i/wlvNDuLd7K9uROoWUbTlidpPseKxdC8MyzLpWm6ro/ipriyljLCa8X7FGUP31OenoAO+K9fop31v6fgHS3r+J55Y6Pqcdx4+Z7GZRflvspK/6792w+X15rJ0/RNc0JfCGvf2Nc3Y0+ye2u7SJR58e4thgpIz1r1miktPw/C/+Yb/j+J5j4t0zV9d1HRfEyaTq9vDbCSKa1tJxHeIh+664PU9xnpW54E0aGzuNR1JLDWbaS72K0urzh5pduecDJGOnJ5rsqKFoD1CiiigAooooArvnzD6UlOf75ptABWRqt9eW2oQRQs8cLJuBW3MvmvuxsP8Ad45z/hWvQCfpQByg1jXn2LFEzu7qJR9n2/Z2LEbQTwwxzn/Gln1HxPDBdytFFi3IQ7YsgkheVHU9TntXVZJGMmjJoA5y11TWJNUt0K77NmjV5PJxncrEn16ge1bWp/8AIJvf+veT/wBBNWcn1NV78IdNuhIxVDA+5gMkDacnFAHjmkaHaT6NpcyaTPqrXrOLqSO4Mf2XBwB6A45y3FVr3wkYNPub+O4d7WOwF0km0FWYvt8vI4yOuRVZLXwwqFU8Q6kFYfMFscA/X5qDa+GBEU/4SLUgmPu/YuPy3VobXPbtB/5F7Tf+vWP/ANBFFp/yG9T/AN2H/wBBNO0VY10OwWJ2kiFsmx2GCwwMEjtTbT/kN6n/ALsP/oJrMxL9FFFAFhfuj6UtIv3R9KWgAooooAKKKKACiiigBG+6fpWZ4Y/5FXSv+vOL/wBAFabfdP0rM8Mf8irpX/XnF/6AKANSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK7/fNJSv980lAB1oHNFJnvQBlHxNpYR5DJKFjcqT5Z5IBz/I0+78Q6dZNIkzyB422sqxkkcA5+nzDmmP4a0uUyNJFI7ScMTKc4wRj9TSv4c02QymRJpJJo1jeR5SWKqcjn1yB+VADovEFhLeRWY85ZZdu0NHwCQSAT9Aas6oAdJvc9reT/wBBNQx6JYRXCXIjZp0KlZWclvlBA5+hNT6grSaXdoilnaBwqjuSpwKAPDNNi1i88NXFxaR2q21lG8ZO0LK4IBfb/eIHU9gay5NF1WPTjfNp862vl7/NKfLt7H6V02mv420qys7O18OSi3tg++N7bd5+/wC9uJ5GRxxirl6usXGhXVunhXUTfXdmlrJMYsAKpGOQeeAAOB71qaXPTtA/5F3Tf+vSP/0EUWn/ACG9T/3Yf/QTTtFieHQdPhmQpIltGrqw5UhRkGm2n/Ib1P8A3Yf/AEE1kZmhRSUtAFhfuj6UtIv3R9KWgAooooAKKKKACiiigBG+6fpWZ4Y/5FXSv+vOL/0AVpt90/Sszwx/yKulf9ecX/oAoA1KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooo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Hence,
Al > Zn > Fe > Cu
Question 13.What materials will you use for comparing the reactivities of Aluminium and Iron? Give a reaction.
Answer:We will use Ferrous Sulphate solution (FeSO4) and Aluminium foil for comparing the reactivities of zinc and iron.
Reaction:
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)
Question 14.What is a salt? Give names of salts that you use in day-to-day life.
Answer:An ionic compound which contains a cation(+ve) and anion(-ve) other than (H+) and (OH-1) is called a salt. The commonly used salts are:
i. Common Salt - NaCl
ii. Baking Soda – NaHCO3
Question 15.Why is salt used in determining the reactivities of metals?
Answer:Salts are ionic compounds and thus follow single displacement reaction with metals. Due to which a metal can displace other metals from its salt.
Reaction:
A + BX → AX + B
Where A is metal and BX is a salt of B(metal). After the reaction, A displaces B from its salt and AX is formed leaving behind B.
Question 16.What will happen if a less reactive metal reatcs with a salt of higher reactive metal?
Answer:No solution will take place.
Reason: As the less reactive metal could not displace the high reactive metal, no reaction will take place.
Question 17.Why do we need to clean the metals with sandpaper prior to the experiment?
Answer:Metals may contain some impurities prior to experiment. These impurities can cause hindrance during reaction so to get proper observation metals are cleaned with sandpaper.
Question 18.Complete the following reactions-
i. Cu + Al2(SO4)3 ⇒
ii. Cu + CuSO4 ⇒
iii. Zn + FeSO4⇒
Answer:i. Cu + Al2(SO4)3 ⇒ No change observed
Explanation: Because copper (Cu) is less reactive than aluminium (Al), it cannot displace Al from its salt solution. Hence, no change observed.
ii. Cu + CuSO4 ⇒ No change observed
Explanation: A metal cannot displace itself from its salt solution. Hence, no change is observed.
iii. Zn + FeSO4⇒ Because Zn is more reactive than Iron (Fe), hence Zn displaces Fe from its salt solution. The original pale green solution FeSO4 becomes colourless.
Question 19.Can Copper displace hydrogen from acids & water?
Answer:No, copper cannot displace hydrogen from acids and water. This is because, all the metal which lie below the position of “hydrogen” in the reactivity series, are less reactive than hydrogen, hence, these metals cannot displace hydrogen from acids & water.
Question 20.Complete the reaction & give reason:
Zn + H2O →
Answer:The complete reaction is Zn + H2O → Zn(OH)2 + H2
Zn is more reactive than hydrogen, as it lies above hydrogen in the reactivity series. Hence, Zn displaces H from water and forms zinc hydroxide i.e. Zn(OH)2
What is the basic principle involved in this experiment?
Answer:
The basic principle involved in this experiment is that displacement reaction taking place due to the reactivity series of metals.
Question 2.
Why is there is a difference in reactivity of different metals?
Answer:
All metals differ in the number of valence electrons and number of valence shell. Due to this, they have different tendency to lose electrons and thus have a difference in reactivities.
Question 3.
Which reaction is used to determine the relative reactivities of metals? Define the type of reaction.
Answer:
Displacement reaction is used to determine relative reactivities of metals.
Displacement Reaction: A single displacement reaction is also called a substitution reaction. In these reactions, a free element displaces another element from its compound, producing a new compound. The basic format of the reaction can be written as:
A + BX → AX + B
Question 4.
Name the most reactive & the least reactive metal.
Answer:
Potassium (K) is the most reactive metal, and gold (Au) is the least reactive metal.
Question 5.
Which is more reactive Zinc or copper? How do you know that?
Answer:
Zinc is more reactive than copper. During the reaction of Zinc with Copper sulphate solution, zinc displaces copper from the solution making a blue solution of copper sulphate colorless.
The reaction is below:
Question 6.
What does the reactivity series of metals indicate? And why it is needed.
Answer:
Reactivity series of metals indicate that the metals that are high in reactivity series displace metals that are low in reactivity series. This series helps us to know which metal displaces which metal and helps in electrolysis and many more reactions to get the final product.
Question 7.
What will happen when an iron nail is dipped in a copper sulphate solution?
Answer:
When an iron nail is dipped in copper sulphate solution, as iron is higher in reactivity series it will displace copper from its salt. This will make the change in color of copper sulphate from blue to pale green. The reaction looks like:
Fe2+(s) + Cu2+(aq) → Fe2+(aq) + Cu2+(s)
Question 8.
Why are gold and silver used for ornaments?
Answer:
Gold and silver are very less reactive. Due to which they can last longer without being affected by air and moisture and thus retains their luster.
Question 9.
Can we store ZnSO4 solution in Al vessel?
Answer:
No, we can not store ZnSO4 solution in Al vessel.
Reason: Al being more reactive than zinc will displace zinc from the solution and the vessel will be distorted.
Reaction Involved:
Al3+(s) + Zn2+(aq) → Al3+(aq) + Zn2+(s)
Question 10.
Describe the colors of the following solutions:
(i) Copper Sulphate
(ii) Ferrous Sulphate
(iii) Zinc Sulphate
(iv) Aluminum Sulphate
Answer:
(i) Copper Sulphate - Blue
(ii) Ferrous Sulphate – Pale Green
(iii) Zinc Sulphate – Colourless
(iv) Aluminum Sulphate – Colourless
Question 11.
Describe the colors of the following metals:
(i) Zinc (Zn)
(ii) Iron (Fe)
(iii) Copper (Cu)
(iv) Aluminum (Al)
Answer:
(i) Zinc – Silvery White (Greyish)
(ii) Iron – Blackish Grey
(iii) Copper – Reddish Brown
(iv) Aluminum – White
Question 12.
Arrange the following metals in decreasing order of reactivity.
Zn, Cu, Fe, Al
Answer:
The reactivities of metals are:
Hence,
Al > Zn > Fe > Cu
Question 13.
What materials will you use for comparing the reactivities of Aluminium and Iron? Give a reaction.
Answer:
We will use Ferrous Sulphate solution (FeSO4) and Aluminium foil for comparing the reactivities of zinc and iron.
Reaction:
Question 14.
What is a salt? Give names of salts that you use in day-to-day life.
Answer:
An ionic compound which contains a cation(+ve) and anion(-ve) other than (H+) and (OH-1) is called a salt. The commonly used salts are:
i. Common Salt - NaCl
ii. Baking Soda – NaHCO3
Question 15.
Why is salt used in determining the reactivities of metals?
Answer:
Salts are ionic compounds and thus follow single displacement reaction with metals. Due to which a metal can displace other metals from its salt.
Reaction:
A + BX → AX + B
Where A is metal and BX is a salt of B(metal). After the reaction, A displaces B from its salt and AX is formed leaving behind B.
Question 16.
What will happen if a less reactive metal reatcs with a salt of higher reactive metal?
Answer:
No solution will take place.
Reason: As the less reactive metal could not displace the high reactive metal, no reaction will take place.
Question 17.
Why do we need to clean the metals with sandpaper prior to the experiment?
Answer:
Metals may contain some impurities prior to experiment. These impurities can cause hindrance during reaction so to get proper observation metals are cleaned with sandpaper.
Question 18.
Complete the following reactions-
i. Cu + Al2(SO4)3 ⇒
ii. Cu + CuSO4 ⇒
iii. Zn + FeSO4⇒
Answer:
i. Cu + Al2(SO4)3 ⇒ No change observed
Explanation: Because copper (Cu) is less reactive than aluminium (Al), it cannot displace Al from its salt solution. Hence, no change observed.
ii. Cu + CuSO4 ⇒ No change observed
Explanation: A metal cannot displace itself from its salt solution. Hence, no change is observed.
iii. Zn + FeSO4⇒ Because Zn is more reactive than Iron (Fe), hence Zn displaces Fe from its salt solution. The original pale green solution FeSO4 becomes colourless.
Question 19.
Can Copper displace hydrogen from acids & water?
Answer:
No, copper cannot displace hydrogen from acids and water. This is because, all the metal which lie below the position of “hydrogen” in the reactivity series, are less reactive than hydrogen, hence, these metals cannot displace hydrogen from acids & water.
Question 20.
Complete the reaction & give reason:
Zn + H2O →
Answer:
The complete reaction is Zn + H2O → Zn(OH)2 + H2
Zn is more reactive than hydrogen, as it lies above hydrogen in the reactivity series. Hence, Zn displaces H from water and forms zinc hydroxide i.e. Zn(OH)2