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<?xml-stylesheet type="text/xsl" href="https://e2e.ti.com/cfs-file/__key/system/syndication/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>Clock &amp;amp; timing forum - Recent Threads</title><link>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Tue, 06 Oct 2026 22:26:36 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum" /><item><title>LMX2694-EP: LMX2694-EP RFOUTB_P amplitude variation between power cycles (from 400 mVpp to 480 mVpp)</title><link>https://e2e.ti.com/thread/1687359?ContentTypeID=0</link><pubDate>Tue, 06 Oct 2026 10:25:50 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6a1722a3-776d-4ba3-8df2-fe56121c446a</guid><dc:creator>Kobayashi Toshio</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1687359?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687359/lmx2694-ep-lmx2694-ep-rfoutb_p-amplitude-variation-between-power-cycles-from-400-mvpp-to-480-mvpp/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMX2694-EP&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I have a question regarding RFOUTB_P output amplitude variation on the LMX2694-EP.&lt;/p&gt;
&lt;p&gt;Configuration&lt;/p&gt;
&lt;p&gt;- LMX2694-EP&lt;br /&gt;- RFOUTB configured according to Section 8.1.4.1, &amp;ldquo;Resistor Pullup,&amp;rdquo; of the datasheet&lt;br /&gt;- RFOUTB pulled up to +3.3 V through a 50-ohm resistor&lt;br /&gt;- Single-ended operation&lt;br /&gt;- RFOUTB_P used as the output after AC coupling&lt;br /&gt;- RFOUTB_N AC-coupled and terminated with 50 ohm&lt;br /&gt;- R45 (OUTB_PWR) = 0x0A&lt;br /&gt;- Input clock = 155.52 MHz&lt;br /&gt;- Output clock = 1244.16 MHz&lt;br /&gt;- Oscilloscope input impedance = 50 ohm&lt;br /&gt;- Ambient temperature &amp;asymp; 25&amp;deg;C&lt;br /&gt;- PLL lock confirmed before each measurement&lt;/p&gt;
&lt;p&gt;Observation&lt;/p&gt;
&lt;p&gt;The RFOUTB_P output is a square wave.&lt;/p&gt;
&lt;p&gt;The amplitude is typically about 440 mVpp, measured as the voltage difference between the logic-high and logic-low levels using a 50-ohm-terminated oscilloscope.&lt;/p&gt;
&lt;p&gt;The measurement is performed at the end of an approximately 1 m coaxial cable connected to the RFOUTB_P output.&lt;/p&gt;
&lt;p&gt;However, after power-up, the measured amplitude sometimes varies from approximately 400 mVpp to 480 mVpp, even though the register settings and operating conditions remain unchanged.&lt;/p&gt;
&lt;p&gt;The output frequency remains correct at 1244.16 MHz, and PLL lock is always achieved.&lt;/p&gt;
&lt;p&gt;This variation is mainly observed after the device has been powered off for an extended period, such as overnight.&lt;/p&gt;
&lt;p&gt;When the device is power-cycled after only a few minutes, the amplitude is generally very repeatable, and little variation is observed.&lt;/p&gt;
&lt;p&gt;Questions&lt;/p&gt;
&lt;p&gt;Is a startup-to-startup amplitude variation from approximately 400 mVpp to 480 mVpp expected in this configuration?&lt;/p&gt;
&lt;p&gt;Could this behavior be related to internal calibration, startup conditions, or temperature dependence, even though PLL lock and the output frequency remain normal?&lt;/p&gt;
&lt;p&gt;What RFOUTB_P amplitude is typically expected with OUTB_PWR = 0x0A?&lt;/p&gt;
&lt;p&gt;Is there a recommended method, setting, or procedure to improve amplitude consistency across power cycles?&lt;/p&gt;
&lt;p&gt;We are currently evaluating a downstream clock receiver in our application and would like to understand whether this level of amplitude variation is within the expected characteristics of the device.&lt;/p&gt;
&lt;p&gt;Thank you for your support.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;</description></item><item><title>RE: LMX2694-EP: LMX2694-EP RFOUTB_P amplitude variation between power cycles (from 400 mVpp to 480 mVpp)</title><link>https://e2e.ti.com/thread/6503264?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 22:26:36 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:91073432-5d99-4176-9007-9169c36a7940</guid><dc:creator>Noel Fung</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6503264?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687359/lmx2694-ep-lmx2694-ep-rfoutb_p-amplitude-variation-between-power-cycles-from-400-mvpp-to-480-mvpp/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi There,&lt;/p&gt;
&lt;p&gt;When the device is up and running for some time, as the device is consuming current, the device is getting hotter, so the output power will be smaller than initial. On the EVM, the power change is much less than 1dB.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Your power change is more than 1dB, I don&amp;#39;t think this is normal.&lt;/p&gt;
&lt;p&gt;Could you provide your scope plot? Was the measurement taken on customer board? What is the board temperature?&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMK03328: LMK03328 deterministic phase relationship between reference-bypass 27 MHz and PLL-generated 74.25 MHz outputs</title><link>https://e2e.ti.com/thread/6503261?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 22:25:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ca9b6e21-d635-41d4-b829-39c5153b0110</guid><dc:creator>Jaryd Dukes</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6503261?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Kyohei-san,&lt;/p&gt;
[quote userid="612118" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/6501371"]Is the 1-ns propagation delay essentially fixed during operation, or can it vary?[/quote]
&lt;p&gt;The 1ns propagation delay will vary somewhat with PVT, but we do not spec a max/min for this parameter. For a given device at stable temperature and supply, the delay should be essentially constant during operation.&lt;/p&gt;
[quote userid="612118" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/6501371"]Does the bypass propagation delay change after each power cycle or device reset?[/quote]
&lt;p&gt;The bypass path is purely combinational (no PLL or divider in the signal path), so the propagation delay itself should be&amp;nbsp;between power cycles for the same device under the same conditions.&lt;/p&gt;
[quote userid="612118" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/6501371"]Within a single power cycle, after the PLL has locked and the device configuration remains unchanged, &lt;strong&gt;is their phase relationship stable/repeatable, except for normal clock jitter?&lt;/strong&gt;[/quote]
&lt;p&gt;Yes.&lt;span&gt; Once the PLL has locked and the configuration is unchanged, the phase relationship between the 27-MHz bypass output and the 74.25-MHz PLL output should still be deterministic within a single power cycle. As mentioned before, the phase relationship will change continuously for these output frequencies since they are not identical, but the relationship would remain deterministic aside from clock jitter.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;
[quote userid="612118" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/6501371"]Since 27 MHz and 74.25 MHz have a frequency ratio of 4:11, their edges have a repeating relationship every approximately 148.148 ns.&lt;br /&gt; Is this understanding correct when the 74.25-MHz clock is generated from the 27-MHz reference?[/quote]
&lt;p&gt;This is correct, each edge should realign every 4 cycles of the 27MHz signal and every 11 cycles of the 74.25MHz signal. This relationship will continue as long as both clocks are locked to the same reference.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
[quote userid="612118" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/6501371"]If the customer requires a deterministic 27-MHz-to-74.25-MHz phase relationship after every power-up, &lt;strong&gt;is there any recommended configuration or alternative approach using LMK03328?&lt;/strong&gt;[/quote]
&lt;p&gt;Yes for establishing a deterministic phase relationship between the 27MHz and 74.25MHz outputs, it would be best to generate both frequencies through the PLL output dividers combined with the global SYNC function. This would ensure a out-out phase relationship with variation of no more than&amp;nbsp;&amp;plusmn;1 VCO clock cycle.&amp;nbsp;&lt;/p&gt;
[quote userid="612118" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/6502638"]What is the phase relationship between the two 74.25-MHz outputs?[/quote]
&lt;p&gt;For the configuration without the 27MHz bypass outputs, these outputs can be synchronized with the SYNCN signal.&amp;nbsp;&lt;/p&gt;
[quote userid="612118" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/6502638"]What is the phase relationship between the 27-MHz reference input and the 74.25-MHz PLL outputs?[/quote]
&lt;p&gt;This relationship is not deterministic, as the LMK03328 does not support a fixed phase relationship between the clock input and the PLL outputs. SYNCN can synchronize outputs relative to each other, but cannot synchronize the reference input to any output.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best,&lt;br /&gt;Jaryd&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMK03328: LMK03328 deterministic phase relationship between reference-bypass 27 MHz and PLL-generated 74.25 MHz outputs</title><link>https://e2e.ti.com/thread/1685447?ContentTypeID=0</link><pubDate>Mon, 28 Sep 2026 06:09:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d5b90b92-c4f4-46a0-b112-dd1862b3f4b8</guid><dc:creator>Kyohei</dc:creator><slash:comments>6</slash:comments><comments>https://e2e.ti.com/thread/1685447?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK03328&lt;/p&gt;&lt;div&gt;
&lt;div&gt;Hi team,&lt;/div&gt;
&lt;div&gt;I have a question regarding the device &amp;quot;LMK03328&amp;quot;.&lt;/div&gt;
&lt;div&gt;Our customer is evaluating the following clock configuration:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;External reference input: 27 MHz&lt;/li&gt;
&lt;li&gt;Output 1: 27 MHz, using reference bypass if possible&lt;/li&gt;
&lt;li&gt;Output 2/3: 74.25 MHz, generated by PLL from the 27-MHz reference&lt;/li&gt;
&lt;li&gt;The customer requires the clocks to be frequency synchronized.&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;Could you please advise on:&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;What is the phase relationship between the 27-MHz reference input and the 27-MHz reference-bypass output?&lt;/li&gt;
&lt;li&gt;What is the phase relationship between the 27-MHz reference-bypass output and the PLL-generated 74.25-MHz output?&lt;/li&gt;
&lt;li&gt;Is this phase relationship deterministic across power cycles?&lt;/li&gt;
&lt;li&gt;Can SYNC_AUTO or SYNCN guarantee the same phase relationship between the reference-bypass 27-MHz output and PLL-generated 74.25-MHz output after every power-up?&lt;/li&gt;
&lt;li&gt;For two 74.25-MHz outputs derived from the same PLL with identical divider and mux settings, what output-to-output phase/skew can be guaranteed after synchronization?&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;We have checked Section 8.4.17 &amp;quot;Output Synchronization&amp;quot; of the datasheet, but it is not clear whether the synchronization mechanism also guarantees deterministic phase between a reference-bypass output and a PLL-derived output.&lt;/div&gt;
&lt;div&gt;Best regards,&lt;br /&gt;Kyohei&lt;/div&gt;
&lt;/div&gt;</description></item><item><title>LMK04828: PLL1 gets unlocked at higher temperature &gt;52°C</title><link>https://e2e.ti.com/thread/1687333?ContentTypeID=0</link><pubDate>Tue, 06 Oct 2026 09:12:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ad7168e4-6faa-4066-a8c4-c27bbd66cc06</guid><dc:creator>sarojini ravi</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1687333?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687333/lmk04828-pll1-gets-unlocked-at-higher-temperature-52-c/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK04828&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;We are using LMK04828 chip in dual PLL mode with 25MHz TCXO to CLKIN0 path&amp;nbsp;&lt;br /&gt;and 100MHz VCXO (CVHD-950X-100.000) to OSCIN.&lt;br /&gt;If the LMK is powered on while it is cold it locks instantly and maintains lock above 55&amp;deg;C.&lt;br /&gt;When configured at 52&amp;deg;C PLL1 gets unlocked.Loop filter components connected from CPOUT1 to Volt control pin of VCXO&lt;br /&gt;were verified for any degradation of value as the board testing is done since 4 years.&lt;br /&gt;New LMK chip was replaced in the board then also the same issue persists.&lt;br /&gt;We had a freshly assembled board which had only one difference from issue board that is the CPOUT1 voltage which was 1.78V where as issue board had 2.18V.&lt;br /&gt;Upon looking into the query already raised similar to the issue (refer below link),CLKin_OVERRIDE bit was set to 1 and the issue was solved.&lt;br /&gt;Link:&lt;a href="https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1035219/lmk04828-pll1-not-locking-at-package-temp-above-36-c-pll1_dld-oscillates"&gt;https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1035219/lmk04828-pll1-not-locking-at-package-temp-above-36-c-pll1_dld-oscillates&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Inspite of setting Pin select mode to CLKIN0 in the configuration,why should we set this override pin.&lt;br /&gt;Kindly clarify the purpose to set this bit.&lt;br /&gt;Is there any other hardware changes that can be done to solve this issue.&lt;/p&gt;
&lt;p&gt;Regards&lt;br /&gt;Sarojini R&lt;/p&gt;</description></item><item><title>RE: LMK04828: PLL1 gets unlocked at higher temperature &gt;52°C</title><link>https://e2e.ti.com/thread/6503112?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 19:03:53 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:dd8863f8-d935-4407-8310-6f9396537573</guid><dc:creator>Derek Payne</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6503112?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687333/lmk04828-pll1-gets-unlocked-at-higher-temperature-52-c/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;I don&amp;#39;t think we ever identified the root cause, but the fact that CLKin_OVERRIDE bit resolves the problem indicates the root cause is likely the clock switching state machine. CLKin_OVERRIDE bypasses the clock switching state machine logic. In theory, pin mode should also bypass the clock selection state machine logic, but it&amp;#39;s possible that there&amp;#39;s improperly specified conditions or assumptions that lead to an indeterminate state.&lt;/p&gt;
&lt;p&gt;Do you have register settings you can share?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMKDB1202: Is it acceptable to swap P/N on both the clock inputs and the outputs?</title><link>https://e2e.ti.com/thread/6503110?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 19:00:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1c1179f5-5567-42bf-99fd-c033d141a764</guid><dc:creator>Michael Srinivasan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6503110?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687241/lmkdb1202-is-it-acceptable-to-swap-p-n-on-both-the-clock-inputs-and-the-outputs/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi David,&lt;/p&gt;
[quote userid="463532" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687241/lmkdb1202-is-it-acceptable-to-swap-p-n-on-both-the-clock-inputs-and-the-outputs"]Is it acceptable to swap P/N on both the inputs and the outputs of LMKDB1202 as shown in the schematic?[/quote]
&lt;p&gt;Yes, this is fine.&lt;/p&gt;
[quote userid="463532" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687241/lmkdb1202-is-it-acceptable-to-swap-p-n-on-both-the-clock-inputs-and-the-outputs"]Does this P/N swap have any impact on device performance (such as additive jitter, skew, or mux switching behavior) or on PCIe reference clock compliance?[/quote]
&lt;p&gt;The only change you would have seen would have been a 180-degree phase shift, but since you swapped P and N on the outputs, you will not see any impact on device performance.&lt;/p&gt;
[quote userid="463532" url="~/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687241/lmkdb1202-is-it-acceptable-to-swap-p-n-on-both-the-clock-inputs-and-the-outputs"]Are there any restrictions or recommendations regarding clock polarity for this device, for example, whether the polarity must be preserved end-to-end?[/quote]
&lt;p&gt;I would recommend preserving the polarity from end-to-end just as you have done - there will not be any significant impact to the device, but it will demonstrate a 180-degree phase shift if you do not.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Michael&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMKDB1202: Is it acceptable to swap P/N on both the clock inputs and the outputs?</title><link>https://e2e.ti.com/thread/1687241?ContentTypeID=0</link><pubDate>Tue, 06 Oct 2026 04:58:03 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:50a32711-fe0e-4197-a031-3c5693b262f6</guid><dc:creator>David Kim2</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1687241?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687241/lmkdb1202-is-it-acceptable-to-swap-p-n-on-both-the-clock-inputs-and-the-outputs/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMKDB1202&lt;/p&gt;&lt;p dir="ltr"&gt;Hello,&lt;/p&gt;
&lt;p dir="ltr"&gt;We are using LMKDB1202REY as a 2:2 PCIe reference clock mux, as shown in the attached schematic. In this design, the P/N polarity is swapped at both the inputs and the output:&lt;/p&gt;
&lt;p dir="ltr"&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABrkAAAKdCAYAAACXugIWAAAQAElEQVR4AezdBYAc1f3A8e+s77nHXYlBAgQPBEIEd3eXFteWQqF/2gKlQEtbLLgTQjwQI04CceLudi7r9v/NRbgkd5e75CJ39xvm7czOvPm99z67vNl7L3tnQRcVUAEVUAEVUAEVUAEVUAEVqMUCMV1UQAWqIqB5VEAFVEAFVOCoFajFH0W16iqgAkdYQCe5jvALoMWrgAocjQJaJxVQARVQARVQARU4GgViR2OltE4qoAIqoAIqUIsFjraq673+aHtFtD4qoAJHv4BOch39r5HWUAVUQAVUQAVUQAWOvIDWQAVU4CgQMKQOMSL+QsKebMLeHE1qoO8BfQ/oe0DfA/oeqAvvAbmvR4Mlcp837/Wy0VUFVEAFjqRALStbJ7lq2Qum1VUBFVABFVABFVABFVABFai/AtGwnw0/PMqSd09l+cf9NR1hA30N9D2o7wF9D+h7QN8DB/0e+KgvS947je0//7f+fsDRlquACqjAQQjoJNdB4OmlKqACVRbQjCqgAiqgAiqgAiqgAjUhEI3i3TKfotUrKV47W5Ma6HtA3wP6HtD3wNH2HtD6VPs9OZfi1Svw566oiU8KGkMFVEAF6p2ATnLVu5dcG6wCKqACKqACKnB0CGgtVEAFVOAABAwDqzMRWxzY3I4yyS77mmxuNVADfQ/oe0DfA/oeqA3vgbL3cFvpfd1ij0cXFVCBuiqg7TqUApZDGVxjq4AKqIAKqIAKqIAKqIAKqIAKHEIBmfSKRUOEfZK8ksxtbU5a9x2vpTqog74H9D2g74G6+x6Q+3XEH4RYFOQ+ji4qoAIqoAIHJaCTXAfFpxerwJET0JJVQAVUQAVUQAVUQAVUIBYO4EhqSubx15B10k1knnCdJjXQ94C+B/Q9UMfeA9q31617W9bJt5DW9SIsjgRi4aB+mFEBFVABFThIAZ3kOkhAvVwFVEAFVEAFVOCoEdCKqIAKqEC9E4jI2Jg7qyutLv+EVpd9ROsrPtOkBvoe0PeAvgf0PaDvgaP4PdDq0g9o1v81bHHpREOxevfZRRusAjUkoGFUYLeATnLtptAdFVABFVABFVABFVABFVABFahlAubYmGHBsNgqqLgeVgEVUAEVUAEVONoEDJtDqmRI0lUFVEAFVOBgBSwHG0CvV4E6I6ANUQEVUAEVUAEVUAEVUIHaJmCOj8UixMyvdNW2umt9VUAFVOBICWi5KnCEBWJhv9QgKklXFVABFVCBgxXQSa6DFdTrVUAFVEAFVKAOC2jTVEAFVEAFVEAFVEAFVEAFVEAFVEAF6r6AtlAFaquATnLV1ldO660CKqACKqACKqACKqACKnAkBLRMFVABFVABFVABFVABFVABFVCBo0RAJ7mOkheiblZDW6UCKqACKqACKqACKqACKqACKqACKlD3BbSFKqACKqACKqACKnBkBHSS68i4a6kqoAIqoAL1VUDbrQIqoAIqoAIqoAIqoAIqoAIqoAIqUPcFtIUqoAKHRUAnuQ4LsxaiAiqgAiqgAiqgAiqgAipQkYAeVwEVUAEVUAEVUAEVUAEVUAEVUIEDEdBJrgNRO3LXaMkqoAIqoAIqoAIqoAIqoAIqoAIqoAJ1X0BbqAIqoAIqoAIqoAIqUAUBneSqApJmUQEVUAEVOJoFtG4qoAIqoAIqoAIqoAIqoAIqoAIqoAJ1X0BbqAIqoAL7Cugk174mekQFVEAFVEAFVEAFVEAFareA1l4FVEAFVEAFVEAFVEAFVEAFVEAF6oFAvZ/kqgevsTZRBVRABVRABVRABVRABVRABVRABeq9gAKogAqogAqogAqogArUPQGd5Kp7r6m2SAVUQAUOVkCvVwEVUAEVUAEVUAEVUAEVUAEVUAEVqPsC2kIVUAEVqPUCOslV619CbYAKqIAKqIAKqIAKqMChF9ASVEAFVEAFVEAFVEAFVEAFVEAFVEAFjjaBmp/kOtpaqPVRARVQARVQARVQARVQARVQARVQARWoeQGNqAIqoAIqoAIqoAIqoAJHWEAnuY7wC6DFq4AK1A8BbaUKqIAKqIAKqIAKqIAKqIAKqIAKqEDdF9AWqoAKqIAKHF4BneQ6vN5amgqogAqogAqogAqowA4BfVQBFVABFVABFVABFVABFVABFVABFaj7Aoe0hTrJdUh5NbgKqIAKqIAKqIAKqIAKqIAKqIAKVFVA86mACqiACqiACqiACqiAClRHQCe5qqOleVVABY4eAa2JCqiACqiACqiACqiACqiACqiACqhA3RfQFqqACqiACqhAJQI6yVUJjp5SARVQARVQARVQgdokoHVVARVQARVQARVQARVQARVQARVQARWo+wLawt8EdJLrNwvdUwEVUAEVUAEVUAEVUAEVUAEVqFsC2hoVUAEVUAEVUAEVUAEVUIE6LKCTXHX4xdWmqUD1BDS3CqiACqiACqiACqiACqiACqiACqhA3RfQFqqACqiACqhA3RHQSa6681pqS1RABVRABVRABWpaQOOpgAqogAqogAqogAqogAqogAqogArUfQFtYa0V0EmuWvvSacVVQAVUQAVUQAVUQAVUQAVU4PALaIkqoAIqoAIqoAIqoAIqoAIqcLQI6CTX0fJKaD3qooC2SQVUQAVUQAVUQAVUQAVUQAVUQAVUoO4LaAtVQAVUQAVUQAWOkIBOch0heC1WBVRABVRABeqngLZaBVRABVRABVRABVRABVRABVRABVSg7gtoC1Xg8AjoJNfhcdZSVEAFVEAFVEAFVEAFVEAFVKB8AT2qAiqgAiqgAiqgAiqgAiqgAipwQAI6yXVAbHrRkRLQclVABVRABVRABVRABVRABVRABVRABeq+gLZQBVRABVRABVRABaoioJNcVVHSPCqgAiqgAipw9ApozVRABVRABVRABVRABVRABVRABVRABeq+gLZQBVSgHAGd5CoHRQ+pgAqogAqogAqogAqogArUZgGtuwqogAqogAqogAqogAqogAqoQH0Q0Emu+vAqV9ZGPacCKqACKqACKqACKqACKqACKqACKlD3BbSFKqACKqACKqACKlAHBXSSqw6+qNokFVABFVCBgxPQq1VABVRABVRABVRABVRABVRABVRABeq+gLZQBVSg9gvoJFftfw21BSqgAiqgAiqgAiqgAipwqAU0vgqogAqogAqogAqogAqogAqogAocdQI6yVXjL4kGVAEVUAEVUAEVUAEVUAEVUAEVUAEVqPsC2kIVUAEVUAEVUAEVUIEjLaCTXEf6FdDyVUAFVKA+CGgbVUAFVEAFVEAFVEAFVEAFVEAFVEAF6r6AtlAFVEAFDrOATnIdZnAtTgVUQAVUQAVUQAVUQAVMAU1Hj0Ds6KmK1kQFVEAFVEAFVEAFjrzAgXw4quiaio4f+VZqDVRABeqIQG2Y5Koj1NoMFVABFVABFVABFVABFVCBIytgjrJ4yF08g0WTf+SnNYVs9sQwDrRSUR+x3IXMGf8jwwb/xPzNXvLDBxpMr1MBFQAUQQVUQAVU4AgIxApXs23pNAb9tIqf1hUTPpAPR+Y1US/BDTOZMXsO38zayjaffDAyjx+BNmmRKqAC9UdAJ7nqz2utLVUBFahTAtoYFVABFVABFVCB6gv4wLuEXz5+lff/8iJvTN7I3Jxo9cPsvCJWvJ6cnwby5uN/4t67/s0X83JY4995UjcqoAIqoAIqoAIqUCMChzqIj6L5Q5j40Yvc+NpY/jNtCwf6cSZUsIp1I/7BK2++x83vL+DXvAONdKjbrPFVQAXqkoBOctWlV1PbogIqoAIqoAIqoAL1WUDbrgL7E/CsY+PIrxg0/le+WRHGE4phsxzoPy/ezLYlP/L1O0OYMXcFBYZBOAaYSTa6qoAKqIAKqIAKqMDRLxCA7ElMHz6GLz+bhz/fj8VWjeHisp97oqvIWzCaL96fzE8/bSBmfsaSz0dHv4HWUAVUoFYKlKl0NXqtMlfprgqogAqogAqogAqogAqogArUGgEvvuzZzPrhWz76bCQ/zN/KhoAbqwy+OA7oJyIvnoWT+GXkUL4ct5al+HEkurFbLUjIWqOiFa0fAtpKFVABFVABFShXIJBN9oLxjPr4c74YMYNJG4pAJqXinVaqvJT+W6EA4ewlLBw5mC8/+Y7vZm1nS36YRJftIP4xUZVroBlVQAVUgAP6kU7dVEAFVKAOCmiTVEAFVEAFVEAF6qJAzAPbFzDji3/x1uv/5vkRS9gY8pHstmHIf2X/AXLVmu8H/3JmDxvKiK/H87M8jSETXPoVrqrxaS4VUAEVUAEVOPICWgPyyZ87jAnvv84Tf/6az5YWku+OA6uBpVofjsKEchexcsR/+c/f3+aZ92cwH1mSXBKnWoHkIl1VQAVU4MAEdJLrwNz0KhVQARVQARVQARWoBwLaRBWorQJRYpF8CtdNZ/qHr/LCjQ/w1PMzGbs0g+N7nUDj5CziQmEMYvJf9doYyVnAsk9f47/TAvyY3J9bbz+Lds2bEAiGIaaDOdXT1NwqoAIqoAIqoAKHTyBCqGQDG2d/y8iXHuLJJ1/jhW+XUdj5JDq1SKdbgnyWMSBShY8z0XAxxZvnMG/QS7z1hye49/+GMroggfQeJ3BiCiTbwzviVCHW4Wu/lqQCKlC5QO09q5Nctfe105qrgAqogAqogAqogAqogAqUKxAmFtrGhonDmPT1YAZNXMN6a2c6nHoRt156Cj1aZmArneSSealyry/vYBRCy1k+cyKffzmHhZbONOl3NTec142uLZIJhiI6x1UeW108pm1SARVQARVQgVopECaweTaLpw3j/W8mMmpZBG+Lkznvpku56NSOHOs0J7liO/7G6H7aF/VsJX/JD4wcPpKPvl/KgnAL2p5zHldd358zGzppbAmVTnLpHNd+IPW0CqhAjQjoJFeNMGoQFVCB8gT0mAqogAqogAqogAocGYEQ0XAuK4ZNYuVqSLjrLzz1xWu885+7ufm0VrRJchALy6RVtSpXQsGUz/h+8Hj+9uuJdO9/Ec/ffTLtHBacwTDRasXSzCqgAiqgAipQtwS0NbVBIExg9U8sXb6S7+wD6Pq7V/j3e6/yj7v6cHGnTFJj4dJfMViVzzSR4s0ULhzPD9vTWHbc73jsf2/zv7/ez5Pnd6Jjkh1nJFL62UgnuWrD+0LrqAK1X0AnuWr/a6gtUAEVUAEVUAEVqD0CWlMVUIHDJGDYUkjtcyO973yIx289j4tOa07LJok43XZsFqM6X+GSGucSWD+RYe/OY/rPbo695hL69+7CSVlO3FYJFdUhHEHSVQVUQAVUQAVU4KgWsBBLPoHOp1zLs4/dwn1X9qJXx6Yk2uJx263IRxrkE1KVWhCzN8Dd7HyuveEWnnvwCi477RjaJaSR7HbgsCBx9LMRuqgAqMFhEpBu5zCVpMWogAqogAqogAqogAqogAqowGERsGKxN6TVJTdx7m03cWmP5rRyScFBH4QjhM1JqaqO4hDBv34+C0cPZeTPkJPY1/mlzQAAEABJREFUk5tv68WZneJwRgKlv6IwIqF1PRgBvVYFVEAFVEAFVODQCpiTTnYczXrR46xr+MPlJ3NhhySSCEuxYfyh6nzzKooloSmp3a7kxssv5pGz29Ih2fxgFcTjDxOOUe2/eSqV0FUFVEAFDljAcsBX6oUqoAKHX0BLVAEVUAEVUAEVUAEVqIKAE8OaStOseDJTyvzIEzOqcO3eWZazYtIPfPzy96zpeiLt7ruSy49JoimyhKI6iCMMuqqACqiAChwCAQ2pAjUqYH4GspHQKIPkhmnYd8eWGalqf5qxYI+LJ7VlI+KddiyUWcxiyjzVXRVQARU4HAJ79EOHo0AtQwVUQAVUQAVUQAVqUkBjqYAKqMC+AuYIiwWr1cByMD/xhDeyceiHjB47j7Hx53D8+WdyVb+2NHIcTFB0UQEVUAEVUAEVUIEjImCxWrFYLZiflA6mAoZhYLFZkQ26qMDhFNCyVKA8AUt5B/WYCqiACqiACqiACqiACqiACtRrgdg2itbOZMRnYxm/3MC48G4u7teTPpnGbyxWK1aLIQM8hhwzMCwW5JDsH/FVK6ACKqACKqACKqACKqACKqAC9ULAUi9aqY1UgQoF9IQKqIAKqIAKqIAKqIAKlBUwf21PAM+yacz95mvemt+anFZX8Mf7T+OM5s6yGSE+ngS3A5vFCoYdR1wC8W50UQEVUAEVOCoFtFIqoAIqoAIqoAJ1UUAnueriq6ptUgEVUAEVUIGDEdBrVUAFVKBeC0Sk9ZvYMG8Ok76Zwur1K1i7YgrTPnmdf7/2Om+8+iqvSvrn62/w6ouv8+In01m4aR0RzzymfPwSrz/3CW+/M505mz0USiRdVUAFVEAFVEAFVEAFVOCoFdCKqUAdENBJrjrwImoTVEAFVEAFVEAFVEAFVEAFakggJpNcwc1sWbaGWXO3YPEvIG/2x/z3qYd5+pGHeeixx3hM0qMPP8Rjz/ydP703hQUb1hApmcuPA//Gv194jgefGMa4lUVk11CVNIwKqIAKqIAKqIAKqIAKqIAKqED5AjrJVb6LHj1wAb1SBVRABVRABVRABVRABWq5QIRI0IdPWlH9b2P5CHhDhKIxzF98KCF0VQEVUIG6KqDtUgEVUAEVUAEVUIEjLqCTXEf8JdAKqIAKqIAK1H0BbaEKqIAKqECtETCsYGlCs1Mv4NKbbub3N9/Czbffzu17pTvuvIvbb7qSG/t1plVmAyzu1nTrewXnXXkPDz/Yi5OaJpCCLiqgAiqgAiqgAiqgAvVLQFurAipwuAV0kutwi2t5KqACKqACKqACKqACKqACcNQa2MDWlg7n38Z9H33Ivz78gA/fe4/39krvvvM27739Cm891p+erdpjSzqdCx57k1c+fY5/vnIxfdomkXnUtlErpgIqoAIqoAIqoAIqoAIqoAJ1Q8BSN5pRt1uhrVMBFVABFVABFVABFVABFTgKBQwDw6yWbM0NsjX0J6xSCn1QARU4MAG9SgVUQAVUQAVUQAVUoHoC+iNY9bw0twqogAqowNEhoLVQARVQARVQgSMvEAgQCEWIRqMQM/+Olzz3H/lqaQ1UQAVUQAVUQAVUoA4JaFNUQAVUoFIBneSqlEdPqoAKqIAKqIAKqIAKqEBtEdB6qoAKqIAKqIAKqIAKqIAKqIAKqED9Eqifk1z16zXW1qqACqiACqiACqiACqiACpQKRCHsx1NURH5eEcX+CCE5VHrqQB5iUWIhD8WFhQTzS/BKsEjsQAIdpddUoy0VZj0Y3/2xVFjo/i48+PMVFl3hiYMvUyMcoIBepgJlBWr6/9Gajle2rmX3KyqnouNlr5X9irLFKjoh1xzweihimpU5VHHN2BWkI1BkBTU5lIfNVkYJ+4rxFPiIFvspCcrnmwMqMkYsEiBQWEJhQRGF3pB8zjLjH1AwvUgFVEAFqiygk1xVptKMKqACKlC3BbR1KqACKqACKlDnBSxuSG5H997ncMHFZ3JqqyQayKEDbrc9AXvD4zilz9n0u+gkujZyk2I74GhH7kJvgO0rSpg4tphxc/ws2BYhZI5JGVWvkkGUYEGATfOKmTLDw/RlQYrNCS5LlHBJkE2/FDNrQhFjxxczvqI0Ts5PLmHCfB+rNsv1viiRyqog9YtFovi3eVku5Y4dV8w4SRXFN8+NG1fCvCV+NheFkVVqXVkBFZ8zCOPP8bF4YjETJ3uYtjwo8QRN6lTxVXpGBVTgiAvI/6OxSATfVg/L5hZT2m9U1CeVe7yIMT/K//NzA+QEYkQkXsVtihLyh8jf7GPd/GJmTC4qLc/so8aOkb5ymoeV0tflSF/nl+6j4jhyxpAMsTB5SzwsnFbC+IUB1hZEiVVavly3czXk2uKNPhZJmybM9DFrg/RhEtKQ6yNSx9xlJcybVsSYSvpQs97lpyLGTShh3FQfK7dGCEhMCb2z5J2bWJRwcZCizR6WisWO/riY8dLvmzF/nONl3toAeQURwvtcvDOGGVf6/ID0+SslRulrV836jvmhmMlSz/Vi59sZtnQTDMu9xMMv04r58Scvi7ZHKQ6BFEldXX5rl0V2E0jrdBrdLxjAuWe048Qm8RzYxxk79oTmtDznfPr2P5OLjs0iy22V+LqqgAqowKEVMHuyQ1uCRlcBFVABFVABFVABFVCB2imgta5rAvZ0aHUxd738Gh9/9Tf+2LcFx6UfxI9EcY1JOOEunn79FYZ+/ji3npBJa3ctQ5OBR7bmMvPTtdxywQrOf3wbz431kVfhKGNF7fOzbU423z65kut/v4n7PyhmrQwQIpNBJWvz+f6h1Tx64XL6DljBgPOknPPLSf1W0Pfq1Vzw1Gb+800us5Z4WeeL4a+oSDke9QfJnriRd55ZQV+5vp/EP7+82HKsf7+V9O+3mqdf3sI3PxXx8+ogOZ6YRDmANVDCpsmb+dvlK7noyvXc+K8C5smgafgAQuklKqACh1cg4g2ybfxG/vP0Cvqeu4L+/cvpj6TP2KcvMfuuASvpd9E6bnkml59zongrrLpM0ft9rF2cz8RvNvP+U6u48+qVpf2UGbdvv1VcfcN6/v1tDj/86mXp1mjFkzulZUi8SAlz/7Wel29ezXl/z+PLxUHkKLHS85U9SI5YCSuHb+YVacNF923hkaEetpsXy1S/f1sxs/+7hmduXUG/visq7qPLMzGPiV/fC1bT96YtvD/RR7ZUJSrpt1Wcsr2s+TmXGYPW88ofVtFf+up+ct15/Vdielz86AaeeD+HCVOKWZsdxvPbxXvsRYNBsqdsYuCzK0ot+0oM8/qqpn79V3P19Zv5blGILWUjF4jHpPU8cusKLrpjE/+YEmBlYaxsjjq8b5O2NaH9Nc9w18ffMfz5S3j4tAYc2MeZeOKb9KLPa9/yr7f/yjd3HcuxqS6Jr6sKqIAKHFqBg/iJrmzFdF8FVEAFVEAFVEAFVEAFVEAFjnYBAwwrNrsdh8OO3WpgMTiIRS622LBLPKfDhk2CyZGDiHcELjWkxk3jaNrexVmZESwLPSyd4mW9TC4Fq1od8/ddFXhZ/WsJ380MUxhno2lbBxmlP23GiISjBArDFHlDEArKGiAQKCdFA7DVh+/7Qj5+PZenntvKQ//czuB5fmQsudzaxKTsSCCCtyQM0RDRcDlxd5YVifqJRH18/00hbzyznWce2MTrnxQwdXOYPf5Ff7kllT0YI7bBxyqxmpIXoni7l3VTi5i2NMyOib2yeevivrZJBWq5QDRa+q2i7ZukzyEgfVTF/caOvioofVaYQFBSSPoa6W+2ygyRNxJjz8mcnS6hEtZO3Mb7j2zmucezee6NQt793s/CrVKe9HNmTGT6fsvaktK+7v8e3sQfn9zEv4cWM1/i7ozCvrNXMUIlEUrywwSLo/ikS63SNIyZSfrKsF+uDUbwFEYp9P9W92goind7gE1r/FJmoJw+OrSj/YGwbIOSAnumsJ+YL0BsTYicoigitLsJRAIU/LSVr/61hfv/kMMfXvPw1Sh/qXlUzgUlmR7FE4sZ+3Yuf3l+K3c9s4XnvihkiUwySRN/i2XuSVuipX1+BOnwiUWCe9ZlZ39vxtw3Sfvk9d66Pki+3OP2iB2NYcYtFNuS/AjFwRjy8pol1pNkYFjt2BxOnHYr5ueZA2q4vD4YFqx2Z+nnLIfNsuNzlnn8gALqRSqgAipQNYHSHzuqllVzqYAKqIAKVEtAM6uACqiACqiACqjAUS9ggCOB1sclceU5dlrLJFTerz6WZkfJq2rdY1Gia72sWuLnl0IbzTvF0+tEN5nWHQFiMvlnc1mwJzghK54Ox6VwQs9UTjhBtmXTiWmc0D2R7u1txOf7+Xl8AcPfy2HgkCLGLQpi/npB9loMAyx2i0w0moU5yGyVRJcTyom961iPBDpmQZFMyM38IZfP3s3l81ElLMmOyNAnVVjMkbogG2TibfGvYXKb2uWaGE03+Zk+y8+vG8od8pY8uqqAChwtAobNSlxz6WvOSKHLsSkc12Ovvmh3v5TKiSem0PPERLq2dtA4wRxCk5Rip1V7O6kOA7MH+K1dUSIlXlZOymPY+zm8+798hk30s6TEhrV9El2l7zPjmX3fiT2T6X6sm3SZONowvZCxn2znvQ/y+OpHD3NlEsqcjtn3d+UZWKUvdcVLHVwGDiv7ZqGcxZBj0lmafaULC/Y4A7fd2HmtgS3eQYPjkjltQCqdxaPH8b95mPXs1t5Ny1SrTIDYSZA+vJP49DgxlRNla7blhB6pHHtiMscOiKdLcxtxsDN2kMI1RUz8JofPvy5g7C9hlvhcNOqUXNr/77g+dcd+NxedXVE2Ly7mxy9y+e+HeQydH2CNh30Ww2ZIn2+R4zaSmiTQXlzNeuyIl1Iaz3y+b0qlc8dkzu6XQLsMK/ESYfcq9ylDJmTc8Vbs4uuSMuTQ7tNV2tFM7Hzh2Wcx9jmiB1RABVSgRgXMu0KNBtRgKqACKqACKqACKqACKlCRgB5XARU4GgVsxKU5aHOqjdSUCEVbAyxYGSG7qGp1jcbCbFweYPWKCB7sdGrh4LgWNmRMdUeAqEwMRWJ4mrnJvLYhb37bhnGT2zNuTHvGShojaexY2R/XjjEjWzL04wa8+Uw8N55swFo/E2Sw87VP81lSHK1gIipGwGfBcMVx8/+1YODYDoyTeOMlmbFLk+yPG9OWcSOa8eXb6Tx/l4uzZAQzZ04RX7+czZA5QZb7dlS38scIBL0snihGcyBjQBx9TrLTyxZm/owSZq8IVPLryyqPrGdVQAUOj4A1zknDPs34/cvtmfxjeyaMa09pPyF90R5b6TfGj2/L+FHNeOvReK7uGsMmVWzUw03vSxNpnWghTp7vXgNeihdvZ+Cf8nn9kwAzsNL24iTu+2sjXv+4Nd+NbFdaltnfjR/fhtHDm/HJ6yn88SIXp1qjLB+Wwztv5fDPUV7WyUTX7riHbEf6ZmTCq0EiJ/y+NX//tANTxMPsP02HsdInT5jcmgAAbvwAABAASURBVC9fTuWx0w2SM1x0uaQBb4vTKMm3u48d14Efx7SRyanG3Hm29PNSX4skNhaxesJ23vgyxOQiJ42vT+GR15rysdwDxop5aRrbrtT+x+9bMHhgBn+500HnxBC+mR5eHyoTXsvL/05xKCAF2OwMeLgpr3zbfkefLzHNeleWpkxvy+CvmnBFFzuNJYSuKqACKqACh1bgcEUvve8crsK0HBVQARVQARVQARVQARVQARVQgQMXsNjjsMpPcZYoWGRyySpjlEbpX2U58JjmlfYkO027uDgm0SA+O8TURX5W50XMU/tJEYxggFXTg6zZasVxRiLdj3PSPUXqZ7DHErVbsCbbaNjMQbLTQnKqlRRJqZJSUmQ/yUpqozia9UjhzKsactut6TzazyCx0MusCcV8OzvAiiJp8B5RdzyJmh4yq5aSaadxigzGSrwkSakSuzSlmOXZSW6UwLGnZXDhDVk89kwcA5rECK3w8tXgIsbOC1D67YkdIct/jEZgq4c5MvC6oMBGx+7J9D7HTdc2UXKml7DoFx8rQzIPVv7VFR3V4yqgAodTQPoKi8NKXIL0Obv6iPK20m8kJkaxrS7ip598TNpoJe34ZM6/JIkrerlp4DbK1DpE/uISpn1dxOhfIxQ2SODiJ5vw+3sbcMd5yZzVw0WbxjYSpJ8z+7vEBAcNmiVwfO9Mrn64IQ88l8b13SFhRTFj38/jx4VBNpff3ZUps4Z2ZcLfHmctrVtpf7nTIkX66wSngyYNrKTHgdVmwZloo5GcbxBvIXGPPtZKarIFt8OQaTOzXlGKtwZYvzjAki0G6a0TuOrqDC7unchJHR2kJFtJlmRamGXGS9/c/vRULrglg1vPcHBcyMe27wqZOdvPRgknPa88/rbGpM9HXseENJs4SiypS6LEM2PtLyVLPZ02sPwW7gjtxbDEIpKkLnI/t8jrbbNaj1BdtFgVUAEVqN0CR75Pr91+WnsVUIHDKqCFqYAKqIAKqIAKqMC+AsV5G6kPyVuST9H2FXhDBkEZoAtYEvHLT3QhQ0Yf92Wp3pE4Owkt4zm+pZ02Rphf53hYviGEzNfsJ06IwHYP82eH2eC10+q8JLoc4yBDrjIklV2NaIxYIIqneO/hyrK5ZN/uJKl5KmddksEjt8RxXpMoluU+Rkz1smBjmPIWGeskFoOAN0pJeRl2HxOwODfNe6Zz/kOpXHu5i2MdYZaPKWLqz142Sb7yS5AT5loYIlts5uVE2ZDq4viOiZx2VhwduhskbvCV/hrDWeujlFQaxAykSQVU4OgXCLBtdh7fvZPD+z8EmRNx0/OyNC7pn8jpWRbipDvZ0YYohD2s+KWEEcODrE5x0v6aNO57ogE3nJtE18YO0u07cu75aMWRnkDrszK47OEMfi/93WkJIXLHFTLmFz+/bJG4HMlFOlUilHii+KRPi0ofHglK/yZVMr9IJZtK1mjp3/7K3R7DY7XTplMC55+VSLeG1goml+SO4Yqnafd0LrskhVvOcdMx2SBJyiyWUvaRkOxymKBfyjEzmE9qWYqJRMCSUHofD8j9PGA1KPF58RTlUFK4vV58rine6/NbLXsJtboqoAJHkYDlKKqLVkUFVEAFVEAFVEAFVKC6AppfBVSASV8+US/Sj5/8jsmDnmV1voVtiaexxdGNTY5jybO1whwsO6i3giGzZg0SOf4sByd1DOOdWsSShX6WynxUpRNdeQFy5xcyeWOErS4Hvbu6aZ5sPaiq7L440UGjc1I5v6uL0yMyETXTy2KZeDPHM82h1935DmhHfhROTeP4Pglc3h/cG/1sWxBkWS74KgweomCzl5++9bE0aMVyQjw927ro3iOOdse76eGK4lvvZ/JcH3m+6AHVSi9SARU4WgQiBJfkMnNILq98GWaJO46uV6Rw71VJnNrGzs45lh2VDcv/7+tK+HW+j9FrrGT2TaXPRcn0SjVw7sixn0eLdEJxHH9REn1PddKJMNNne5myNCh7+7n0aD5t/ssDm0Es1UZChpWsBLDtt75Oml3UhFvfbc/YEc3507WJtJVr9n+dZKpla9hwst3ekc2O7mxxHse2hFNZsnodEz97kEmfP1QvPtfs/fmtlr2EWl0VODICWmq5ApZyj+pBFVABFVABFVABFVABFVABFaglAkXZa6gPqWD7Kopy1uE3J56sSQSNeAKWeEKGqwZeKfnR0Oai4/Euuh9rIW6zn0WL/Py0NkIoXFH4KMWSb9kkP4tzDUKZDo5vbyczcY/h34oursJxG0ZmAl2Pd3BcyxiReT42rQyxWa6ssEpyzlz3n8w6OmjWwcVxJ9jJkqHkvM1BFm0I4yv/T8BIyAAF631MnxohkOKi/anxHJNmJSndTWbneE47xsC5zcfP35ewOi9KhWEkkq4qoAJHs0CI0NYCmWgo5KtBAebKZESP81O46/pUerayk2rZs+7RUITcJT6WLwuxMWTjmC5x9DjGicvsZvbMWvEzqw1aJtK1ZxxntI5SvMDLsjk+Nsqke6Tiq47iMxYSUqxkZBnE+4MsmVvM1+OLmb01TKX/cEKmD23xNpIaOGjaxE56ogU7yFH2XMTFPOBwW0hIMveqn3aGqP6FNXRFTFplfhPbvI8HzXu53Ne9fj+F21dLWlMvPtfs/dmthmg1jAqoQD0U2OvWXA8FtMkqUL8FtPUqoAIqoAIqoAIqUOsFbM446kOyO+OxOdxYZeDUYv79DiJYzL/nQbSGXkMbiR3dtO/qpJXEXr8swJQFAUrCsXLim8f8bF/tZ/bkCAVxTrKOcdOliYWa+iIXWKRcJw272Gl1DNi3BinYGGGbH6Jm8XL2YFdrup1GbRw0io8RKA6zamsEf7C84HIsz8empT5mrDVIbBLHySfE0dhh1sBBfLMETj7ZSno4yIofS1ggk2XmZJx5VpMKqEBtEogR3OZh5aQcvvnKx9ilNhLOTuaaa1O5qaeLDOvebYkRCYfZuEIm4LfFiMY76NzMTttMY++M+3lu5o+jaWcXp55sELfez9ZfA6zxgqz7ubbKpw9jRgsJjZy07OSie1qY7PmFvPtWNt+MKmLKXD+bt4bYlh8hvyRCIBAlIP2uzBVWuX6GRbLGYhRsCbJueYitW0JkS8wtsq0wbQ6xJTdCrjeGeVszxSXKEVvN8g2515bex817udzXzb/JVR8+z1TUxiP2YmjBKqACtV7AvC3U+kZoA1RABVRABVRABVSg5gQ0kgqoQG0TCAW81I/kIRz0EpH5lqhhI2pYd6TSyaAaetWy3DRqHUfvVIjJBNasX7xsksHHfaLL4CJ+mfRZ7GfGQoP0M5M4+aJEuroN4vbJfDAHDBJTrSRnWTAHBAPBKH6Z5DKLP5iou6+NtxKfaqe5DFwnhKIU+SKEyg0eKf1bXLNn+JiNjQbNnfRsbccm14EVR5yDdic7aNQsSni7T0wCLD3if08HXVRABaorECpi1ZR8PnrZy3crwHJiAk8/nsUFx7tJKjdWjFg0iq9Q+iaLDWsTJ02bSB9hKzfzfg5aScq007STDVckijdH+p2CKDu6YINatzRJpvW5DXjqPjeXNJGJrkH5vPnQBq49fwVn9llBv8c38uwXOcyaXcDshV5WbAtXuYl2l2QNhxj92iYeu3Q5Z5+znLPOXs45si0vnd17Ob17LaPvI5t58Acfm0tq6h+HSD0OcJVbOTG5f+y+lxs2wpGIfJ7x7Exe2davdICUepkKHKSAXl4XBCx1oRHaBhVQARVQARVQARVQARVQgfor0Om0G6gPqUuv2+l48jU0iI+R7F9GangdaeG1JEa3y4tvDpfJ5qBXJ8lN3ZzQ3SCpOMDmn32szo2Sz16L+VWqTT5Wrgky22+leac4TujqJL7Gx2EtuBOsJCRZMIwoPpnk8vipsW9y4bTiSLDRSCarLIEoW2XgM7DP7waLQiTA2pl+Fi+MUtLcTdseLk5uaOC0ULrYkly0OC2OHm1kcLskzC/TvfyyLEio9Kw+qIAKHP0C0ocGvKydWMDIb4r4bk4U5/FJ9Ls5nctOcNEurqIWxIjKxIS3IEZA+ibDbcHlMnBUlL3S4wYumXhPybBgt8ikmTdCQXGMcJhauthJaJrISRdncZM43n9RHKf3MEgO+9myqJD5X+Tx0f9y+Mer2bz6j2289OI2/vLPHIZM9rAiN0KkwlYbWKzIEsWb7WH98iKWLClisSRzW15auqyQZasKWSj3tJmbwniPAlNrLExyZFPpfTwltK70vt40K5POZ9xK59NvqRefa/b+7IYuKqACKnCAApYDvE4vUwEVqEBAD6uACqiACqiACqiAChxege597qc+pGN730mPc++naWKUNM9qMkIraBDcTHJ4IwYyQFsj7A7iG7jofLadlk4ZBVzsZ8m6CFsDewaPyqhrzlI/yzZFWOd00LaFnc4NDsWPlwYWi4HVCoYRK/37YP5grMZaK0ExrAZ2mZwLhWIU+GVAWea02GMJEy3wsGxemGXrpI2tHMQnSIaI5C+KUFwSo6QgQshiJy3eRlOirP+phFnzfayXbKIoj7qqgAoc1QKhACWrC/n+iyIGjwuxMs7N2TdncssNKXR0gbWCymP2RjLpH/RB2OwnZT9qpgrz7+eEdDFW6ZMslhiRWIyAdCASbt+LjH0PVfVITd0tqlSeYcfdMYN+dzXilTeyePGldB67J5nr2rhoYwP/4gCjhpUw7Js8Pv7vFp59dAN/fy2bQdM8LMyP4Cm3kBix0n7aALuT+CQ3ycmVp6QEN4kuN+mtHbRJteCo+AXlcC1WQqSFVpMV2khmaBnp3tW0atqY486+m+POuYf68Llm7zYeLnstRwVUoO4JWOpek7RFKqACKqACKqACR5mAVkcFVEAFVKCmBGRkr+wApbkfw6ip6KVxXKlOuvRJpGdLK40LgsxaEWBNTumIYul5CBPx+lg8LcCyLVJ2Vzct29hp4dx5ukY3UYrzwxTkRIhGDVwyGxXvMpB5L2pk8YXx54dYIgPJRU4LDeMNnHsPfpYEKVxUxMwtYeZ7xGFeIR8/uZ5Ley2jf98VnNtnGX36reLMq3J4cXiQZeag90oPm2d5mbg8SkGoRmqqQVRABQ6ZQIjCpYVM+jiHD4b6WRQXx5lPNeTqvvGckby/Qg2ZKLfgTjJwxEte6ZzMiXmL7B7IGpXJ9oBMtkfCBnarBbO/k82eoQwDbAaGhdLe36Bqy658sQjSn8bMnqpqF9ZELpcDV9NkunTL5NK7mvPU1+0ZNL4towc1Y+Df0nnp/5K571onpxFi5ZBc/v6nLdz3z3yGLQgive4+NQj55ZDVTv+HmvDyoHaMGdOO8WPb8cMP5acx49oz9scOjPpHI/7Z103jeIsEOBrWHa9KTKpiJtnoqgJ1QUDboAKHXeBo6dUPe8O1QBVQARVQARVQARVQARVQARWomoAMsXm3kb1sGj+P+5bPPvuUDz/4nK8Gj2HsvLWszAtgjrdVLdauXAe2jUb+kYFnAAAQAElEQVTCxGIQk3GxGJbSLaXDnNTc4rLh7JhA92NstE8MsWC+j6Uby8zURIP4Npbw408hNgUddOmbSKdmNtJrrgZlIkXxe6N4PTIg67CSmGQhJQFkHLlMnoPYDUQJesJkR8EaZ6V5mg2X1eC3JYY/O8jqqV6WbQ6Tb/4CrUIfm5YU8cv0fGbO3Jl+LuAnmdRavjVESemQbJC1awJMWBwg1ycv2G8BdU8FVOCoEggTWVfIT6ML+HCIn8UOFy37pHDjVUmc3NaGbb91tWBYraWTXE5rjEhBmKKiaAXfQNpvMELSJ3kKI4QtFpzxVlITZbKrtBI7+pHS/t/sU2TSPVASwychd5yRncpWY8dJq2wSUiwkJUudjZ0H5dihX6Usmw2320FmUxete8Rz3AmJnHNBKpdfnc7V12Rw8x2Z3P1IGgO6GiStLWH6oAImzPCxMoxMfbHHEpWJOsSoaZd4evaR1DOe40+M56STKkknx9PzGCedMq3Sz8t9tEpwexRb409i8hrsqIYF81ZufguQI7TEClaxdckUvpq2kmlrihD2/dck5iNQtIF1i2Yw+csv+Pajj/j4k0/45OOP+GzEBEbM28CagtA+r9/+A2sOFVABFaiegPSi1btAc6vAYRfQAlVABVRABVRABVRABVTgiAnECBSsZ928cfz46d/55x/u4IYbbuTW267n5ruf5g9vD+HLSUtZtMGHP7xjqOqIVbXGCpYfE+PctO/moHPrGGvneFmyMsjuv/wlk3p5S0oYsyhKUaKLKy5MpnNW6ShsjdXgt0AyiFsYxeOBaKqNJBmczIijBie5IjKBFiUgA6bJCVZaZNpLvy32W/kBcjf6mT0+zJY886gNm92O3e6Q5Nwrmcdt2G0WLDJamZMXZIbYbZYBa/NKTSqgAlUQOKxZooSKfCwemcPgQcUMWm4nc0AGV92SxrUdbKRbq1IZA0MmWxLSLcRbI8S2BFi3Icxmb1Wu3TtPhOLcMFvXRwnG20hsZKNBsrHH3/eyOMDil1n55UFKciMUIH2jpEpX89YUjWFODJkTF8kN7DSQ2EmVXnSQJ2U2LhqJEQ5JkupK8RUEtOFulkiTFqn0PLsBN77alD//IYV7j4/hXFrMoll+Zm6MYf7aRsouxo4nAU+Eovwd+9V9NHbGqO51dTO/j8IFQ5j00V+5+Y1x/Hf61v3/451gMZEti1g6eyRDPvgHf7npBu685RZuvukmbrr5Fm546FkefnsE305dzvItntJ//lE37bRVKqACR4OA5WiohNZBBVRABVRABVSgegKaWwVUQAVU4DAIxLwEVwxn/MC/8uB9f+KZf49g0C/mkOKOsgM5c5j1ycv88+FnefLxgXw4eyurfDvO1e5H88dEJ007O2nbCWILfWz4NcjqgPmLCiVlB1mzOMCGsA13Yyfd21lJjuMQLDIyio9N80IsmwuRDBtxMsmVIiWZNZTNQa++bSE2LAmwtdjA4rLSMNWQSSp2LDJIi9/D5kUlTJ4dY2PTRLo91JjPhrXl+x/aMXJEW0bskdrxw7hWDP68Ic/1sdN9q9T960J+Xhxi3Y6I+qgCKnA0CRQWs3HSdv77vpfvVtix9UrltquTufYUF65q1NNmt9Gys4MWzSzYg0HmrQ+yLMfsvyhdzDmm0p1KHyRXpJgVP3kYNjxGSWs3TU9w0VYqEl96nfR6VjvJzaykNpUDoSjhYMz8bqk8qcLqCVPkC7FcsubLjJP5Kwtl99Cs4TBszOaL/1vD1Zes4dFvivlxy28eFRdqyCkXbU5L4PR+cbS0xCjJDrFqW4RQRE7peogE5Oa+fSLTho3hi8/mESjwY7Nb9lNWHvkrxvHdG3/m/575Oy++PZhx8p7cY75x1TRWfvoPXn3kaZ57YzAfLvGTX+ZL4fspQE/vJaBPVUAFKhfYX69V+dV6VgVUQAVUQAVUQAVUQAVUQAWODoEarkWYSMlalo37lu+/G83Q+YVsS+lO1zP7cf75F3DxxRcw4NxTOKNlBGPdRKYM+pZPxyzh53XFNVyPIxXORqqMrrbt6qS9P0jJBhm43RghTJD8dUGWzgpT0sBFxjEuOqQZHJI5LkKEVhYzY06AOdutZHRz06qZnTQhsUg6uDUml3tYNc/LtOkRilKdZLZx0DbDgssmp2SNxaIEV3pZ/quPXwoNEjslcM5laVzVP4mzeydybt8k+u6REuktg+QXXJnCVf1k8i8lTGiZh9krgizOlYC6qoAKHCUC8v9/xMvaaYX88FkRgxeDt2UCl9+QykUnuWjtqF41DZuVuPZxdOzkoFN8hFVTipg8sYQ1XilHQhmS9rtGgvjnFfLTFC+Ttxg07hrHsce6yNx9oUQxbGS0spHVUg76Q2zaHma9H+QMlS6G1GN7kG0yqb9GcsclWGmYYKHGfu3r3oWb5SHlzSvip1H5fD6qmOmrg3vnqvh5koWkDAOLFULhGMFQrPTX9KJLzQsEtrN9/liGf/QZX4yYwaSN5mcYg7h9/jhl2aKDRDf9wq+TRvDZoKlMWRwg2OB4ep47gH4XXsSFF17AhRedR/9e3eiZkUfeilF8//kwvhg6jwWbPVWfmC1bpO6rgAqowH4ELPs5r6frpIA2SgVUQAVUQAVUQAVUQAVUoHKBbAJbZjFm8AQmLglB7zu59vn/8p9Pv+W7oUMZMmQYQ74eyEcv3c8DZ6TRMjKfaSNmM+3XrWRL4KikWr82cdOqazz9m0exFgeYvtiP1+tl67IAv/5i4OwSR8sTXDSXEVb7IWhscLOPpTJAOmJJkAVJDs7sk8iJrR2l37CQIg+uxHCI2Ko8pn3vYcQ0C46eCXQ5PY6uSeDeGTkWDbNhro8FC0Msx053mWTr3d5OJLYzQwWbWMBO81OcdDzBSqolwqKVARauDVaQWw+rwKEW0Ph7C8SCITyLcxj/VQHvfRVle+N4zrwuhT/ekESHFMve2ff/3CrXNEqkS484Ljwmhv+HPEa/l8tHMkG/xrOfDqM0egj/1hImDi5m3NwQG91OzjwhjjPaOmRKqjSDPBiSbDRoaadJSwNbkZ9fZQJ+2q8hvGE5VckaC4fZtsTP8lUhcrFwTAsnPZo5sJkhK7nugE+ZHmLavbObc6RPzZtXwoIFPlbKjXE/VZUiowTWBFgp95n1EbAmWmmQbMEMKSd1rTEB832ZR+6coUx4/w2efH4QXywroiAuTtANLDEqXmKFrJ82nMkjJjB8dSNST7mT+198h7c+H8wg+Xw0bNhQhg39lkEf/oPXH7uCKxo4sW/4mSkfDJXPU9tYIe+DioPrGRVQARU4MAG5Ex/YhXqVCqiACqiACtQpAW2MCqiACqiACpQV2LqUtdNH8+WMEpbZjqPvFVdwaa9jOalpPPbS0TYDR0o7Wp1xGeddeQbn90yGxSvZuGgL5sBcqGys2rpvcZPSMoGzzpABxliIGVM9bFxVwtx1IX7OtXPGSfGc2921e1Jof82MWQwsbgvJqVYqXmRkzethy6wtfDVwG4/9L8CEbBtxXd30O9FJh4aWci81f7OgIfHdSVZSqGwJE8ktZN6Ibbz+eAEDvwzKBJaNk89O5JRjXZjXGphLBCPoZ830EMtXSpnt3XTs4qRbAwMphsoWw2GV+sqkWSc3JxoRNo0sYsY4D6tkYG//A7yVRdZzKqACBy0Q81OwMp9hbxbxzfgwq7PiuOmJhjx6ZzpdnSDrARRh9hpxtDkhkQuud3GcO0rOlEI+fGYT//44m9GLvazzlhdWJtvW5TFj4Gb+9eA2XnjPx8yQk7bnJ9O7h5POaXtfYyGupZPWraQvjEXZ+E0+3766ja+neFgfkr5z7+zInSi7gHk/bOH1t0v4ZLrUs5WLrl0cHNfUKDOBts+FB3lA+kyr6eGi52kxLKs8fPthDo+/tp3hP3nY6omWE1/qH/WyeV42g98p5POvo3iyXLSUF+WEFlacdvZYzD7fPOCMt5KUau7VUJJqGFYDp0yuJaca1Qsq11bvgiORO0KoZD0bZg1ixN8e5MknXuP5wcsp7noynVtmcGy83KWk2RX/Y44gsfBm1kyayvwZm4g0Pofu5/XjivOO5ZgMFwlyLVikYS7iW51GtwHXc+d9vTmro4vAhoWsWJfDpnw5fTSsWgcVUIE6JWD2PHWqQdoYFVABFVABFVABFVABFVCBmhGoz1HCERs4G9Hi9Avpc+ll3NDnWE5s7sa6E2XHAJvkSepM+x4dOK5DMq6SXEq2FpLnh8jOfLV7Y8OdLgO2p9lJN0JsmFTM9EklTNwQZaUcP7GbS0yq8COlYYAkW0kY73Ivk0YVMe0XD1OnlJSmKbI109TpJUwZm8/3X+fy2cAc3v+6iDFLLRidExlwYRKntbLTYNcLwJ6LVV6KSCjM0hnFjJ/qZerUEqZJMuOWJpmgmzaliGkS/+svcvj4gzze/i7AwpidZucmcVGvOE5sViZ4NEjJumKmzwuxKuCgSe8kuraz00yKldbIYyWrYYGkBNp2iuP0DvJeWOlh4Uwvs7dFKazkMj2lAipw6AViOV42zitgyOgAUzbFKE40SLNGKVnuk4n8EqaX7Td29k2lfUiZ/UkTS5jxs481eXLd7s7egqtlPF0HpHDJJW5OcIbZNimP7z7K5e2P8/hcJqSGjy3mp+klmPGm/1TI+O/z+OqzHN77by4ffVvCrBIHDU5J5vLrkunZxkbGPhzS+8ikXKvO8QzobCXJ72XW13l88omkrwoYLRNIk6X+06Z5mDq5mJ9G5/PN57l8KuV/+EOIVeYEWv9kTpZJrtZOkG6ZQ7NIPXHQ6Nh4Tjw/njObRoktLGbI2zl88GEun3+VzxDxnDjtt356xuR8RktbPv84h/e/9TF1nY3GZyVx+sluOieBwwxZprJWqzyJRFk/T2KMKint86dLPNO2sjRZ7mPTxGnhpjA5/n1npSw2CBaG2fhLMRNHFzNrhsSWulYUc6LcW36aF2C7J0Z4rzpKDY/CNURg0ywWTxvOwEFT+GGVQbDVqVxw82VcfGpHusn7FkPasi/NzraYJ2y4Gnajwynncfq1F3L+WV3olijvf/Ze4ohvfQK9BpzE8V1Tsfo3sy27iOxCM8beefW5CqiAChycgHz6PrgAenWpgD6ogAqogAqogAqogAqogArUIQFb41PpeMVf+eTbt/nm9Vu4pq2dsl9AMnYPZvkJ+AL4g1FiWLHYLFjlnKx1QsPmtNGsq5u21gjOmcUM+tLLuO0GoZPiaNbcSsOqtNLEsELCBh+FX23jwatW0a/3cvoPWFGaBsjWTP37rmDAxeu47O4cnn7Lz8RVNjghnnvvz+APN6fRNs5AwrDvYuB0RyHk5eNn13Nn/2X077+CfpLMuKWp/3L6DVhFv0s2cOsjBbw2LMwyLHS4Ko3bXmjIZcc6aFnmmwKRzT7WTytkyNoIGxu5uPKSZHo0scsV+5a+7xGzwS4aHuPipIttZCWF2LLWz+S5QbYXxPbNrkdqIl7K3AAAEABJREFUm4DWt9YKRClZ72fNPC8/lYBX2hFe4+W/v1vLtWcvpY/0GX0llfYZO/ul8vbP7r2Cq27awMCZQVb6JMiu1eLG2TqLG/+cxqNPxNE/yaBwpoehL2/n2bvXcvUlKznX7Ockdt9zV3PRZZu499liBs6JsNLt5NRbsvj9g5k8cHECrRItu6LuubUk0Pj4FG59yMXZx0qPGAsy8YNsnrtjLVecu5zzpP79+i2n/3krOfeKjdz0WAGvfx1la9jOMWcn8sg96fRq5yBOohqSDt1qYG+VRNfzM3niJhcXd4zCCh/D38nhqXvXc50YXNDvt366z4B1XH7Ldp5+3Sf3GAuWnvHcd3c6F/d0kwL79L12lxyMhhjzr008ddWK0j6/r8Qr7/Uqe6zPWSu4+Mq1/GGwhymbYxJkz9XuNmCrlwkvruf3V6/krD4rMO9VZWOU7ovzAHHufb64P5jN+HUh5C21Z7Cj8lmEwJqZLFuxiqHOAXT93Sv8671XeeXOc7ioUyapsTCWWAx5tSqovRPDfgw9n3ibP33zOd//3zlcdUxSBfdmCRGKYolLIynOTarhw+/3UxIIywldVUAFVKBmBSw1G06jqYAKqIAKqMAuAd2qgAqogAqoQC0WMKxYZBTNLQMzcS4HdgsY7L0U4F0xlh+/mcHYaR5Se/Wk26lt6Cijh469s9bW5y4rtnZxdMq00B4/U6YFZfzPxgnnJNA23Vo6UFp502LEIlECRRGKQyGIBAl4/Xg85SUfHl8YXzMHJ/RL5u77M/nTkw258ex4Opn/kl9eg73LkrE4ooEIvhJz0ExS2I+votieAB5vjNSOLi68I5XbnmrMA3emc8VxThqaA5ulwWPyGCJntZe5I7ws2WpgZDg4vrOdrBRDzlV1tZDYzEXHk1x0tkUpnuvhy28LmbsxRKSqITSfCqhAjQtE/BE8+WG2SALpM2SiJCgD7+X3G+X1U36ZAPCzYUWQbcVRJNwedbTY7aS0TaPXdQ156B8NeOTBZK48y0Z3VwCf11em7wvg9cVoc2Y8F97TgAdfaMJjt6RyYQ8X5m9lte0RtewTA0dGPG37N+LepxvwjweTuON8g2bWIF7Prvg7t94I0QYOzr05lTtfaMSj92ZwfnsHjVzV6csgKhMVgZIIBQURiqQPNfsws6csW6vy9+3EN03i5Kukrg804OnbE7jzIgudMkL79tNeOWa3csrlydz4x4Y89ngWl0vf3CZ+77rGiAaj7O7zIwH8Fd5T/GW8d+yH8JG7KcC63ChFZX/FYzQmcSMUy70KQoQDfnm9dlxT7v3KLNPnh6IAm9eEKAzEaknfbiGW0pOup93AC0/cyu+uPINe7RuTYI3DZf4jHSjnsw57LRasTjfOuDjiXTbsVnmNSt8Qe2Uzn5qnAkWUeC0URxvRKD2VRqll/kWJmUeTCqiACtSAgKUGYmgIFVABFVABFVABFVABFVCBqghonlouECHsKyB/7VLWLP+ZGT9+z4ivx/LjbD85icdx9vW96H16SxpLK62S6sRqyI+MafF0PTGRC05MoEurRM6U/cvPiKNFRd802KPhFuwJDhofn0D37kl06JJE167JdOu2b+rSMZnj+qXQ9+Y07rwvg0fvSefhK5I4qYkMolH+YlgtOBvE0aZbIh2OSaRT5+RyY3frkkKnYyWdmcINt6fxu4czeODRTK7qLdea3wiQ8L+N0UVl6NuKkRhPz1OSOPf0eDpnWYiXPNVak5006JxE397J9O7sJMuIEZOBVBkWrVYYzawCKlBTAgb2FCcNOiTS67RE2rRPlP7CTBX0G+X0U2bf1b51Mmf0SaBTAyvJtnLqZnGS1jGNM+/M5K6HpK+5O5U7rk3m4jNSaN9pR1kd2ibTq08qt96Twe8fy+J+6fMuONFF0x1/1KicoGUOWW04mqZw+pUZPPhoOr+7N5Ubr0nhlPYpHNslmS5dUuh6bArtTkrl6hvSuOf30pc+kMHVfeNoLv2dtUyoyncNOW3gSHXSqHMCp50SR/d2dhLkqEXS/le53uYgSSb9zr0yk0cekHrcn8rtN6RwlvTVx4pFl533g3bHp3DBdWnc/fsMHhOz2y9PpGOKBcfehVgsuLLctO4q5zslcozEMV+TqqZj2qVw4umJnNzGRqM447foDqvEjec4uc+1bJMk74vkypNZb7Fu2z2R085w01Tuh/bfoh2le+Zdzi7vndM57syreOKSnpzXLpFEZLJXkj8UkQlcMHNVuwFlKMteG/FtZeX8hazeFiKU1Y2OrbJok1k2h+6rgAqoQM0IVO2+VDNlVSuKZlYBFVABFVABFVABFVABFVCBo0vAQ/6y0Yz947XcdUE/zrrwMe74v+Wsanc5F738As9cdxznmCOIR1elD7I25o+MCXS+vgkPj+zIDz914Mu/ZXF7VxvpzgpGtfYo0U5SqzTO+09b/vVDByaPb884M42T7V5p/KQOjPmsFZ8/1IBr+qbQqoWLZKj0X5VbXQ6yejfjvr+3Z/LE9vw4Yd+448xypMwfx7blx0Et+NMdWZwpg9ud0qzEWdm97GiN+eig4clZXPav9nw7rCX/eyKVLg5w7c5ZxR3Dia1lFre+04ZvJrRh4j8yuewYB3FVvLw+ZdO2qsDhETCI65DBafe05esh7Zk2pYL+wuwzKklTprdn8OfNuPMUB+0q/R/aSUazZHpe1Jjr/96O9we3Z8qPO8qcPK0d337ZnHsvSKNXCydN3QcgYHFga5xKp3Oa8firbRgm7Rkrfd14M41tx9QRLXnjDw3p3y2RdjIJE38ARYCNjO6Z9HuuHYO+aM7r9yfRWuLYJVVntcQ5STsmjXZnNuW2P7aWPrE9Y8XCrKvZR08d3ZqPXmrMZScnc0yanWSzK2bfxep0kHlWM+76a3smyfUTK+rzK3j9Jk7twMjvWvHS5Qmc2djyWwEpCWSd3ZzX3m3HDHl9zTpVmsR43PgOTPuhFUPezKJPS7tMFv0W7ujcM1FtJDbKJLlBKr+9hua0lplqutbb8G+awfBPfmDuBh+Z/U6nm/z/18pa0+VoPBVQARUAiyKogAqogArUGgGtqAqogAqogAqowBETMAeAAvhz17F2yjzmrSgg4NlEsX8KUyYNY+Sw0Yyatp5V+RX/JYsjVvWDLtjALrNBiZk2MhvYSE+2Em83sBhV+BffMclns+BOtZEq12dl2ciSbWY5yTyXmS7xE63EuSzYbAb7/YHVMLC6rCQkS1wztqTyYmfKcbPcrAwbSfFWnBK7/F9BiTTKwOqwltY5Q/KnyuCwNLfSyTbKWWJyhWGzEp8mbcqS+qVITAlkxMrJrIdUQAUOi4Ah/ZEzQf6flP+3G8j/l+X2F+X0T2XzZUk/mJEu/Y7DQLqSSuptYLFacLilH5A+Kk3KLO3nJL65zZD+LsFtKe2PzN/4RrUXAyS+XfrAxBQbGWZ7JJmxzfpmZUi/m2TFJZ2dNFt6pGoXIP0hWBwWXEkSX9qckmDBBtWPJX21xayH00q8GUvquatfLq2rmKSZfaSUJdkq7vvNOBJjv32+xDPj7p1KbcQlJc5AwrB7kRua1WkjRfrrKr8vpA3mfSUj1YJLUA5B3767ejW5Y34D2nxfGjUZdJ9YEYIrp/LLsKF8MS+dkiancfU1PenaNAnnPnn1gAqogAocvIDl4ENoBBVQARVQARVQARVQARU4UgJargocTgELNncG6W1a06NNIxq1bEmr1qkkF//CvG8/5O23h/PtpGWsCUKI+rHsd5BsvxmOQqcaqnOFYSo8cRRaaJVUQAXqt4D2V1V//dVqh1XUQyRnFjPGjOO7kUtZndmHDudcxA1nN6NFonVHHn1UARVQgQMWKP9CneQq30WPqoAKqIAKqIAKqIAKqIAKqEAZAXP0KoXM7ldyxcfjGDh2GtMmjuPHCUMZ8c4jPH1uMoEx/+OT977kjTEb2OIx/8ZFmct1VwUOp4CWpQIqoAIqoAKHXSBCLH8hMwf+lTcG/sL760/kssdu5IHbT6W7i+r/2t/DXn8tUAVUoLYK6CRXbX3ltN4qoAI1IqBBVEAFVEAFVEAFVKCqArGYFZs7meRmrWjaqhWtWrShRYsTOPHCi+h/SS/6NsohuGgB40YvY21REJ3mqqqs5lMBFVABFVCBQy+gJRxKgULyfx3MsHfe4tUvN7DceSynXX81V5zblVOauUp/zeWhLF1jq4AK1G8BneSq36+/tl4FVEAFVEAFVEAF9hbQ5yqgAhUIGEYFJxK60KrXWVx2WgbNQvms+Xkdmz0hPBVk18MqoAIqoAIqoAIqUDcEYkS9W/GsmMiYLz7i/Y9+YES2fC7qdxVPPjaA3i3jia8bDdVWqEBdFagT7dJJrjrxMmojVEAFVEAFVEAFVEAFVEAFakwgVt1INgyrm7i0OJzxdsy5MDNVN4rmP5oFtG4qoAIqoAIqoAKlAmU/J+X8zOJvXuWPl97H4x+sY3LTa7j3xft59KbTODUFHKUX6IMKqIAKHFoBneQ6tL4aXQXqn4C2WAVUQAVUQAVUQAVqu4DMUIXylrNx5mA+eX8UX41axroAlfz6wTAEisnfnE9JIEwsyYnNamBFFxVQARVQARWowwLatPopIJ+TCG6ncOFwBg18n9c+/pEJOZmkHX8el19/Ndee14NTWiXgrJ862moVUIEjIKCTXEcAXYtUARVQARVQARWoXwLaWhVQgdonENo2i5UjX+aP9/6Fx//vO75f42V7qKJ2bCV/4yoWzN1OTtBCQqtUEp1WHdxBFxVQARVQARVQgbon4KFwzUxmfvwG//jXUN6fYyf5hj/w8J8f5dVbT+KkTLt+g6vuvejaomoIaNbDL2A5/EVqiSqgAiqgAiqgAiqgAiqgAipwdAvEZbakWeeudHEvpWTRCD7+diqzNoSI7VPtHPLnjmPMsLF8vDKOkmad6d27E60TnNj3yasHygjorgqogAqogAqoQK0TkE9CW6exYNxwXvliNdsbXcBFj/6Fvz1xOTeckEVyrWuPVlgFVKAuCOgkV114FbUNdVxAm6cCKqACKqACKqACKnDYBdLa0ODYPlx8TmM6xi9n+tfv8eH/3uTNjwfx9ddfM+jbwQz64mO+fuu//PvNz/nihxWsb3g6Xc86g0tPbUrDONthr/JRWaCMhR2V9apqpapQ/ypkqWppmk8FVKDeCyiAChzNAnLHC29h/cQxTB82lqkbs8n1FhEuWMXyqUMZMfw7vpXPSObnpLLpqy8/5+tBgxk8aw3ztweP5gZq3VRABWqpgE5y1dIXTqutAiqgAiqgAvVaQBuvAiqgAodawNKAuDZncvFNFzDg1FRY8A3f/eMRHrj5Sq6++mquvOJyrrzuZq6+9zmee38Skzck0+3i67j6kl6c38pOfC2b44rJuFU0CmYy9zmQRWKY15oxorJfGsL8ux2yE9sZu/Tc/vblWjOObOTKKqyS0cxfpdhStpm3NFUhNGb9zfhyXQmxdb8AABAASURBVGl82d/7MjMLcrz0vJlP9mXdO1vFzyXzLp/91svMayaznL3Sfq+tuAZ6RgVUoDYKmH2BpN19T5k+obQ/kHPVaZZ5TXmxqnrMvH6f8qQOVb3ezGfGkEv2CXMoD+zqf83yq5vM+h7Kuh19sYuJlSxi+vDJTBm7liAlFC35hlGv3sPtl1/OJRddxhXyGcn8nFQ2XXPt9Vx93Q3c+NZ4PlpUYt4yj76maY2ObgGtnQrsR0AnufYDpKdVQAVUQAVUQAVUQAVUQAXqp4DFnkGDs27m8t89w7+evpt7z21FF5nv2kOj/QB6Xv0UTz3zJC/c04sBx2aSIBlKJz5kezjXAyrLHKHblMP0D9dw7fkrufBP2/nrVD/FkepGC5K3KJfv/7yKmx/YyL3vFrIqaMYIU7I2nzGPrebJy1Zw3kUrufiSlVxSXrpgJeffuIZLX9jCRz8UsGpLQIbPzBgVp6g/SPaUTQz880rOk+svuLCC2FLehRes4sIL1vL8m9v5YamHFUVRGaCrOPaOMwG2z87hu3tWcsvV6/n9awUsDcQI7Di549Fbwpbpm/jjjasYcPU6bnwtl1nZEcI7zlb+6A3gmbOJV59cxUXXr+eF733Mya5giDcSoHB1LlPfW8ff79/RzgvOW8kF167mgj9t5s0RhSzfFMRXeYl6VgVUoNYLRPBtKGLd1M0M/s9qrr1K+h7pvy++eCUXSp9w21MbeXl4PpMX+8nzVtCflDUIh2BjNl+/vI7r+63kUumnL5I+s9x+upzj5/dbwQ33beSliX4W5Zcpb5v0SSPXcdctqzi3/8ry+/2d8c6T87fct55/j8xn2oYguWXuQbGyda3R/SCBjbkMengtD/dZUXpvqlK7TZ9LV9Pvhs289l0Jm6VOYUm1dzWFo4R9xXgKfESL/ZQEo+VPRIUKCK//lWlL1zNeLotWp9EhH94CL0WBal1VnRI0rwqoQD0W0Emuevzi1+Oma9NVQAVUQAVUQAVUQAVUoAoCNozkTnTqdSm33HY7d955J3fccTX9+vXlzDNOp9+VN3LlHXdw5923cvP1F3Bet4Y0jauFP2JZI3i2eVnyfS6jvihg8AQvW2QipwpAO7PISFfYx4b5+Qz+OJdvJnqYsSlCWA5DhEC+j+Uj8hg1NIcfRuYwYngOw4dnSzK3u5I8H53N95/nMOzdXAa+n8uHX+bz+WQPC7ZLjJ0l7b2JhqXuqwv5eWwuP4zOZfSoHIkrsUrLMPd3pWxGSXwzvfteDu9/KPE/LmDsz362yiBwZO/Apc/NBkQo2ehh4be5fD2ogCGTfWyX0cw98geDFK8tYvRXuYwZlMPnX+Qzcq6flf7SIJU/hCIENxUxeWQuI78sYNzSEBs9ZrllL5PnAS9r5uQz+JNcPh6Yw3vv7Gjj6B+yGf11DqPF7L2BuXw+uJAxy4JsqNbrV7Ys3VeBOidQdxoUC+PZXsKvk3L58tNcPpD/5wdKf/b1t9mM+T6bESOyGSV9wkfv5PCunPvgg1w+HVrA+BUBtvulH6lIwvz6UmEJ8yfl8+W4HIZJPz2ytA/d0c8ML93Pkb5172Sez+b7cdl8If3XmGVhtpTtv0r8ZC/JZ5D0jRPGlr3WvG7X8x37P4zN5pO3pd5S54Hv5zF4ZAmrCqKl/xDh0P2jkTCRQi8LhuUz7Mec0ntTldo9cjsjh+Uw7otCxs8LUgDU7mkb83NLIumdz6DHxRfQ/8wOnNQ0Hpu0a581asewN6LFGQM469Qz6du3L+dKMreVpT5n9aLf+Rdx0ent6dnIWfol6X1i6wEVUAEVOAgBsyc7iMv1UhVQARVQARVQgbohoK1QARVQARWoUMAST0Kb4zn2sse5/8VPGDZsOGPGjWfYZwP57OGLufXMVrTIcFR4+VF9wpDhw4YpdD0zlQfOtdO6IEDezz5WFEcxB+6oymL+bsINHlYu9PH9OhuNjk2gb+94mtt2Xmy14Ey2kmS1yYFdyV5m3zxmPjeTAZsCTP0mnxdf2Ma9z2/mvQklLC6IESlnjNasvsVpJT7JjLErmXF27e/a7jpmsHmBj29ezuFvv9/A3/6Vwzfz/Gwvd1JI6iK1tDgsuFNspMbZSE6wYJPDsrJ7kUpYpQ5JGWYZEazLvXw7uoSx8wMyxbc7V/k7EsiwW0gQHyQluQykuD3yxmQiL7RoO+M/2sYfny/m/ZkxVstAI9gkn1mmBbKDLBiax6svbefvXxQxdWVIzumqAipQZwRkgoucYmZ9s4n/Pr+B+/+cx/MfBRk9X/7/390XmP2BpMIwq4YV8tGrW3j0T5u5/41sflgYIDdciYbVijvBSrLEMiRRmiRW6dYmF5aXzPNmspGYbiPZbeCwStZdq/T9NpeVlNS9r91xDaWxd+2b2ygLZaL+wz9v4S9/3Mpn80Ks9O4Kdii2BobU0Z1sLW33jvrYpCCzLua2orTzfKKV5DijtBWGXFV7V5tUvTHtrv4jd334LUP/fBEPntoAtxzdZ3U2xNbxKh565R2G/jhGJj6Hy+Tg8NLt8OEVb0f+MJZhg7/hm9/15fauifuE1QNHQkDLVIG6JWCpW83R1qiACqiACqiACqiACqiACqhADQnsDmNgGBYsMkljs9txOBw7kuzbbVasFvP87sy1cMdBaiMX3U61keIMkb3Oz6J1UXIDVWuKTD9RsMrP6mUhNsestG7upHtbMbLsuN78jYjmP3P3NnYRf34mz/63JZ981ZpPPm7Fx2XSJ5+25uN3m/H2X1J5+DIbx6YGiU4u4f2BefxvSBHrK/wmQoyAzwCri4sebMJLn7Qpjf3pJ2Xif9KaTz9uyafvNealpxK57jSDxgSZ+3k+H72eyzip+5ZyJtF2tGDnowGyUtFinjNTpCjEwi/zmTiqmBmFsN8vdJkXVRSUCOFiDz996eXHYSG2YKXjgHTu/as4id2nX7Tmo/ea8Oaz8VzewSBJJgjnDC1mzq8BtkrMPb5xJs91VQEVqI0CYTyri5j43+28/VYxn82M4JN+9rhLUnnkT034z/ut+Piz1nwifd4nn7bivX834m8PJnBdT2iQ52GZ9EfPv5HDf74vIbuS5seCUSzSxyQOyOC6vzTni89b86n0nWX76fL2PxzYhnf/2ZiHz3DSMWWvDi0GkUAMR5tEzn2iGa+/04qvJO5vcVqX3gc++7wF776RxZ9udHCKK0LxQi8ff13AxMUB6akrqfRBnpLqETPbneCi4Q0NeeqNFnwt/epv9WtVWr89nn8k/e4nLXn/3Ybcd2E8DaUOVkm1ezVkws+G1e7AYbNik8815bfHQDKyx2ehXZ+JqrK1WeQzE7qogAqoQI0L7Pyxo8bjasB6JqDNVQEVUAEVUAEVUAEVUAEVOPQCFosNwxxjkpE5Q2aODNlC6cNBFG7gSrbT/HgnzVIk1vYgvywNsqns31apMHqMWDjEmnlB1qyXmjR0062jk+MaGqX1LL3MnOWKxgimOkg6IYlr7s7ghqvSuOHGdG4sk264Po0b78jkrt9l8Lv707jt4ji6ZUbxzCxm8JBCJq0NszVaGnGfh3DIwCoDbCdfJDFvSC2Nff0Nsr8r/g1pXH9jBtffnsEDv5dJojtSuPkUB81iARZ+V8Cg8V5mrj+4KSGzmXFYiEsyYKuHX8cWM2i6j/VFYsqBLkFCOSVMmRBk/iYrSaclcfHNafzugSzuujGd669J46bbM7n//nTuuTaevm0hJIPDKxYFWC6za/p9rgN11+sqE9Bzh1NA+g9vCUt/yufzz4qYtM4KHZLpI33aXfdl8rvfZXHfrenceF0aN0ifd8P16dz+u8zSfu6+e1K5/mwXbS1BVo3M56shRUxdFya3gn40Fo5huCy4pZ8+89p0rrk2jeulnLL9dHn7N9+WztUXJ9GrtY0st/R/u3nk/hCDiHRESS3dHHdpBrfdmc5VEve3OGml94Hrrs3kjgcy+P29qdx8vpOuiWFW/VDM7AU7JuzDu2PW8I7ULxqKYWTYSTszhSvuyORK6Vd/q5/YSl+7x/Ob0rlJXG69OonTOztIkiod6OCqITcOQ64HeVFiYKlwcqk0kz6ogAqogApUIHCg/XAF4fSwCqiACqiACqjATgHdqIAKqIAKqEDNC1gsGGWimvvGQU9yScBEO1nt3PRIt9KwKMy0BV6WZ8vIpJyqfA0TK/GydGqIdfl20q9MoUcPJ51syHTPnlcaMtEV9UcpLpDBvD1PlXlmgeREWp/dhJvva8h/7rNzcmqA3F9K+Gyyj/kby5+IMif+ZDgVX0mEojLR9t114GqczilXNOQPbyZz10V2moVDDPu6gFHTvaXfcqisdvvG23FEximJyChsVisbPc62c5oDin8t4cMPc5ixLkjxjmzVf/SFCW72MycnSl7rOE66OYMLz0igU7xRJpZgZ6XLoHcKN9/ppKUlyLbVQRauiRKoyktYJpLuqoAKHF0CMelY8mSCa9KoQj5eYSWxXwYP/qUpAx9tyB19EmmRIZNe+1TZgbtVGqfc0oKnnm/Iuw87OckaZPPEYt4f7WHptvL7UXZ0pET9EbxFFeTZp6z9HzDDRkNR/MURCsv+za59LnWTeXImfWXC/sJeYF8tff+KMBsCIN3rPrlr6oBhGBCJEfFG5P5Uc+2uWv1kZksySg3YleSprrVTQGutAipwBAUsR7BsLVoFVEAFVEAFVEAFVEAFVKBeCRyaxs4d9x/qQ5r/47vMGfsfNhZbyItvTY69HdscjSm0NZVpLnN47CB8bTYsTRM5vqeD7o1DbJ9WzNKlQbZIyEonffwBilcUMX1lmI2GnZNOiKdNA5l0kesqWmNS24rOlR43BxyxktwmnhMvTOG8tnba5oeY9ZOHRZtCVDgEaY4VSpK1NExlD9YEFwnd0zizfzz9u0gLF3lZNTfAKj/IeGpll5Z/TgqNScVcTd20PiuFq6+00yMrSIEMKn830cuUzXKy/CsrP1oQYtu6AKtLJFuqneOOcdM4zSpP9l7lR/sWLlq0ddLViJK/JsDkhX7yA1KxvbPqcxVQgVoiECEW8LFkrI85s2IEmsdzcr8kLjb/5mGCBbt0+xb5X59yFkNOWAwbqZ0TOeHCVC7vYaVNkZ+ZQ4tZuDZEkVxz+HsH6f0rKrT0uDTIcJCeaSUtTSooXV3MiGGRrZyRA4d4NetgpkNczK7wEezk2Vuz3d6UbHsHcuNas3rjZuZNeJt549+qF59r9v7ststGtyqgAipQXYEKbofVDaP5a1xAA6qACqiACqiACqiACqiAClRJYPG0T6kPaeHkgSyd8RXbPAaFrg7k21qQZ2tJsSVLnA52CFBGERPi6HqaixO7grHQwxKZJJmbB8EoFS6hrQHWz/Twy/YYRckOTjvGSaPEGvox02LH2TWZM7q7ODkpQsEcH6tkcHab1OYAp4zkyl2reBmJtD8xjnN6W8gsDpK3MsiSzVF84V15qreNiZMhk2dpnZLpc208/U6xkpSAHpWuAAAQAElEQVTrZ+qoIr6f5GXrAcQNlkTI3RImL2jgSrTRPsuKS16qcmtms+NOddI5wSCYG2LuqgAFoVi5WfXgUSag1VGBcgVChHI8zJ4ZYsk2+f/7lCROO9FNj7hyM1dw0ElCpxT69XZxfGaE7J9KWLQqxDrJXVHvYFgMLFaDmlpKyzGM0pg2WwVxSw9Hifr9bFgRYv12iLVwkNrYRoYNauiuQvmL1NAAQ9psrah+1PwSkUnIQmuT0vt4gb0F5n194/ZsFk35gEVTP6wXn2v2/uxW88oaUQVUoL4IHNr7RH1R1HaqgAqogAocFgEtRAVUQAVUQAXKE7A746gfKR6bw42Mw2GJhSVFdiTzb3mUB1OtYzLCh4PmXV106W4n0yeDqov9TFwcIBiWAcB9YpnHguSs8zNvnAxIem24mjnp2tpKipsaWuTHVYuL5ifYOaZbDKvUJ2dFmI1hiNRICQaJjRy07OykQUKUovwQi9aH8R3wt59iRGUyCquDjFPTObd/Ije3jxIck8+Erwr5YV2U7GpWPByKEvBJ3IiVeKcM9qZYcNgrarwVR5qN5k3AZY9SWBTFHzFfJ3RRARWojQLFIUqWlzBtS4T1SXZ6nBZH23RrNSd8LDJb5KT9aU7adjegOMAymeRaviGG+WtW92AxD0gWbAZ2l1y3x8kqPimvy5FjhhW5f1lwuSqJE/SycfI2hn5YwvDJFqw942ndxUFruaTCbk/OHewq1QOZ2DPsBk6XUa1wpddW64rfMpslGXI3s8QiO+7lcl+3Wq3yeSZ+Z4qTbf1Kv+ns2NNHFVABFaiqgKWqGTWfCqiACqiACqiACqiACqjAUSegFRKBcMBLfUihgIdw0Gf+6RCiho0oVqIychilpn6sM6CFm+btXfR0xShZ6WfGHD/bw4Jc7upj63I/P8+K4eiSQOezEzg22SCFmlqkPthIa2Ijq6kMeEaieGTiptgP0VgNlZFsI7WhnWYygmr3R8guihCs5kRU2ZrEzIoZFozkBI45OZGLL3PSyQizYWoJHw8uYMHmcNns+9mPEQrG8BVHiUqdrDK7abeBqUK5i4Ehg9NOh4E1GCUsbZEmEUUXFVCBWikQiOIvkP7DC+FEmeTq6KJBkqX6TZH7hKu1i1bN7bSMRincHmJtbmSfftRwWIhJp+GZkM+QVzfzl79s4fk/b+bPFaXn5Jykp/6Szf8GlbAuECNklK2egWGAzPuTt8TDlLe38MLTm3nxhS37xHzhLxt5+slt/OXfxUz02knvm8rvr0nm3E4OudOVjVnD+wZY7BaimwNsG5LDm89v5q//t2/9TIPnnt3Mc89s4oWP8vlwfpACaa9xENUxb2MxaV3pfVxeo9L7eiRSLz7PVPSZ7SA49VIVUIF6LnAAd8faKqb1VgEVUAEVUAEVUAEVUAEVqIsCSZktqQ8pObM1SenNS39dnT1ShCPmwRn1YI8d0F+RKv+t4HSR0SKOM1oZuLYGWPaLl3UlUXx75zYnc7b7WLsswM9bLDQ5NYFTesfTrNJJmL2DVOW5QVyilYRUiwyWxgiGo/hlksv8wkFVrt5vHpe19NcANrGCWyaGCvxRQmbb9nthxRnMugWDNmibQM/Lk+h7oo3kAh8Tvs5jwnw/q6Ps76+S7QwudZH6eItipZNc5lUyPr3zXAUbiV365S2P7BRE8IdjhCrIWrcPa+tUoA4IyP+/fl8UT8TA4bbSOlP6QucBTKuYl6TaaSips/Q+fpkA31wY2WcC3GI35FgEz0/5jHlnC88+u4E/P7+R5ytKL2zg+Rc28tKz23jl4yJW+WME92I3J7lsMvEe2+Lh50+38PrfN/LMc3LdXjHNCaS/v57LeyMCzI5z0ui8JG4+y03PLOteEWv2qUljmPULBsj7PodPXtvEH/+0odw2v/CXDbzw4gae+28u/5kl+WWS62BqY8hrYY/5Su/lDvNeHinG7XLJ55lWO1P9+GyTVOYz3MF46rUqoAL1W8BSv5uvrVcBFVCBei6gzVcBFVABFVCBOiBw5jWvUB/S2Tf9h15X/oXWqVEaFE+jUXABTYLzSQuvxpChyZp5KZ3EN3TR9SwLDaJBPLP8LN8YJcf8J+dlCohFIwTW+Fi2McSv2GnT0smx5gxXmTw1s2vB4bLgijMwDJlsk0HFYvPX9+1VnwMuy2bB5raRboGIxN5UFCUQ4eCXqBnCTVy7DK682c35PSXoPA+DR5cwdHZwj4knw8y6R9p1JEpQ2lqcK3ULgyF1ZH+LeamZCmLEzL8vJjNcew867y+EnlcBFTg6BCKhKF5PTCa5Y5j/W0ekXzEn0Q+odk6Z0HdYSCZGoUyCb/dGqXg+PyZFVC+V1k2uqnytWsy8dQF+XuxjVb5M8FUesIbPVq1+SHdutvdgC7fFAmSFltAkMJdGgXk0KJnGMa1b0PuGf3HW9a8fms81R/nnpYM11etVQAXqr0BVPibXXx1tuQqogAqogAqogAqoQL0T0AbXPoHEtKbUhxSXkEpSVjvi7DEcYXBGi3HJoKc95q3BF81CfIZMcvWJo1sWJG/yM291kPUyafJbITLo6g+yenaAZZti+Ju6aNXaTtuU33LU3F5MJnqi+GWgNyZttcpPsDarUTrgWyNlhKOEfBG2SWyPxJb5LixGDUQuHYk2sCa46dQ3iXP7uDkxPsTGMYV8P7SIefmxHd94kDKpcDGwWMHmAEPqVBqSKi52yecG08siu7qqgArUPgHz/3ur9AGlHYBB6f/P5rEDaonMaJkTMzLvjU1iOs1+1NgzUjQUw8BKXI8Uel3fkMcebcIjDzfhoYcaV5B2nLvnsSx+d3UiLZ0GZtdDmcXstyJmoZlxHHdZQ26/vzGPS9y9Yz78SBMevD+Lu66N57TmEWzzCvnwnVyGz/CTJ/Gki5bHml9jEjJmttvqIOWsdC67sxFPPLajXXvX8aEHpY6/b8qjt6Vye3fJL+2Vyw94NYjKfbyk9D5u3s+d4RgJ7jjikzJISM6qF59rEvf6/HbAmHqhCqhAvRc4mM+79R5PAVRABVRABVRABVRABVRABeqLQJRoJCgTLh5KCgoozM8nv6CQ/EIPHl+QkIwemoNlh1ojGvIiRRGVn+TMv98RkUHKmAxK1mS5liQHjU5OpGd7G61jIeYuCbByi8yq7S4kSDDPw6xpQVYXWIk/NY42LW002n2+JneiFOeHKTD/fowhZcVZSIqjZiaizGp6wvjyg6yIQCDOSvNkKy6beaKmkgVL6xR6np3MzadYSV9ZwtzvChk6N8DqgJRR7ozarneSBYfbQmK6gdUG5mCxjEBT6WJeKimWYsFoaMNtN3BQI4sGUQEVOMwC5t+KikuQfsCK3H9i+IOx0v7/gKrhjci9KkKOdCIpiVYaSVzLXoFiwSgWl5WEfulc/ccmvPKPprz6z6a89lqzStP/XmnA4zcm0sZl7NXfxEr7rbDUO71LAr0fbMzf/9WMlyXu3jH/+WpTXn+zCf/8Szp/6GujR4GXIW9s5/MRxcwqlP45uldla+ppDErb3dRFw6uyeOylZrz0SgVtfr0Zr0v9/3FfOvef4CTtICe5kNdix9/jAvN+bt7XwxG5GXGElkiAkN9DgSeAR94LQlN5RWJRYmE/3pIiCszPRJWlgmIKigMEI/KeqDyqnlUBFVCBAxKwHNBVepEKqIAKqEAFAnpYBVRABVRABVSgLgn8NshTQOHqiUx4+wUZgOvLZb1Oo1ffy+l9xUs8/+40flpbRFFdabghPyY2iKNTVwedm0ZYMsvDwjUhPLvaVxKgeHkxw2ZGyHG4ueLyVI5rbMe563yNbmOEAzFCIYglWUlKk4miJLBIFWukGBlwC8tgnvkrCpPirbTItMskl1EjoX8L4qaxDPAOuC2OXs0Ngos9DPwgl8lLg/jMvwUjA53lN8fALoOo7kQDixUBQHJS+SJVl5WYTI4hXuaEnb3yK/SsCqjA0SpgM3DJ/8vJtiiBkjALNoYo8B7AbI95I/OGKZRJ/XXSiyQm22icYsWyd7vNr4mZec1vfUnfuPfpg3oucaMSM1z230vsE9BBfMs0zroylWuvcHGSdPxbFvoZtyAgky4SYJ/8NXjA/FcEZrvD1S2nButwhEOFV45i1pfPc/HfRvHShI349lcf/1ZCiz/lP0/exnmnnUnfc8/l3L596Vs2ybG+fc7kjH6/48J7RjB6RQHF+4ur51VABVTgAAQsB3CNXqICKqACKqACKqACKqACVRfQnCpQiwUM/Pi2zGHB0IF8+M5bvPneR3zyyy9MWLiEhb+MZ/64j/n4vfdk0uJbvv1pA8uLjuC/wq4xZ/PHRBetujjo0B5K5vtYsyTIBolf2rrcIJuWeFmQYxDLcNKrp4vGyebUimSo0dUcbAyRszrMpjUQTrMRn2klTaona42UFCsIky0Dx/k+A4fbSmOZRHPKwHKNBC8TxJIRR8vTUzm/n4PumSG2jS9k9BQv09aFiRgxbOWWaWBzWHDFGxhWSr/BYX6Lz1QpE7rMboyYDCKHZJDW4rTgTrTgspQ5rbsqoAK1SyDeRlxjF52SLSQXhpgz14f5dwOr3QhLiML5flYsCbPFZqdhUzttGlkp94ukEjxmTvaEKu5pJEu1VkNymzGj0jeFgvuJa7UT1zGOY7q46GiN4csOsWRruGb+ViIVLVJDqVZM6hfeX/0qClGrj8vEaXApSyeOYtinw5n881qW5PiI7K9NwUJKNsxh1vSx/LTkV2bNns3sWbOYVTbJsVlzfmXRzxOYOn41a/MDO35V7/5i63kVUIHaLXAEam85AmVqkSqgAiqgAiqgAiqgAiqgAipw9AvEwuBZxvJJ3/D+317iH/8bxshFOXicTpylyYHTsZFtv37FV2++yevvTmTM3K0UADJkJI+1dZUBPxxkdXTSpquVpA1+spcFWbo9RkiGvYq2BFmxIExBgoOU1k46NTKIk0mYmm+t+Bd7WDoryK+LpE7NHaQ1tJIC1MwPsmG2rvazeE6Q7IgVd6qNJmkGDpsUUOOrA0vDVM69OoFL+koZW31MGVPMoB+9bPPGMH/tJMa+hdodBnEyWWW3xQgFIxQURwkJy745zSNyzhMh2wsWmeTKkgm7OKthntCkAipQGwVcduLaxHNaaxttwyGWTfewcH2IfKpzjwkTKvHyy/deZs2O4pdJs7bt7LRPBeNo7R4MCxa7lQSrTO7LxH2hTDyFzW9aocuhEIiUbCD7l+GMHjqJ78ZvlCIspMn9fX9vj0jAR0FuAT57vFwDNoeDHZ+NnGW2cswup+Oak9o8mSSXFXlZ5YCuKqACKlCzApaaDafRVEAFVKDGBTSgCqiACqiACqiAChwRgWh4GxvGfMaIz8bw+c+NSOv1CPe+8QVfjxjJqDFj+X7EYEZ//iov3dWLXg23sWz4Fwwf+RMT1kfxVjgRcUSacgCFGjhaumnbLY7eKRGiuQF+WhUkHPORvzzAoulRgu3cNOrhoq0TXilHmAAAEABJREFU4g6ghP1e4g+SOzmPUfP8/GTY6dk7kePbOJCx2RqY5IqCN5+5E0oYNtYg0Dmetqe4OTbLIM6y35odWAbDRtrJKZwxIJkb28WwTi/kh/fy+fbnMCvzwCYjf3sPKtpS7DRq4aCxK0pxXpCf1oQoCVVQvDdA4XovE7eDP8lON5mATLHvHbGCa/WwCqjAUShgx5IQz3F9HHTtIDeVmYUM+rKQr38OEKxqbf0+8qbm8s34ADN9Dtqfn0jXNnaayvVHae9gzmwRCYQplImt4ggEpc+TXamxrjUusGEisz55lYce+g//Hr2CZRYHyOynjf0voUAh+du2kec/luRjn+bFL4cyaPwYvh81klEjRzKyNI1i5Ogx/DD8dQa/eT792iaTsP/QmkMFVEAFqi1gqfYVeoEKqIAKqIAKqIAKqMARFtDiVUAFDr1ACeH8Ffwyaioz5hVT3K4fvS+/jjtuvZJL+pzD2b3O4Kw+58uxG7jtpgu59PQmpORMZO5PMxm9tICiYPTQV/FQl5DgpkH7eM45DqxBmWCZ7SVns4flMtk1Z7WVdj3iOUEmudKrWI+YDJwZMuli/o2ZSi8Jh/DllTB/Qj4ffe5h1AYobOHknNPj6NrUXv6lMcxxOcy/YeWiskVeF2lL9tJCfv4kn++G+JmZa6X1GQkcf4KL5haoyuBeZSVUfM6A+ATa90ziqgucHBMNsm2mhxETw6zYHMNuFixZ9rheJquSm0reZLBvksm+MUXMlUnGwB6Z5ElYJrjmlzD7Jx/zC8GR4qBzSzvx4o0uKqACtVTAwHA4aXVWAief4aRDxM/yH/L55JM8vvzFy5LsMN6gdH77tC5KzOMnZ00h07/L44NPihm2HkpauenTP4FjGtvK7+d2ziQZNgv2Gvxdp2YNDauBzWnB7TaodAkFyJ/vYfbPfpZ4DenLbLTNsuKU69GlBgSiREMllGxfyuoZX/LN+x8w8MuxjF8XpMACqUnyYIWdb4VKygviL9rGlkXrKIg1ILV7XwZc2p8LTuvFWWefw9nnnMM5u9O59D37RM7q2YTGiQ7s+w9eSbl6SgXqq4C2e38C0nvtL4ueVwEVUAEVUAEVUAEVUAEVUIF6JhDeTnDDr0yZnMcG2nPqPddyWb8O9Ejc2yGdjBPOpv8FfTg7IYjdt5VFWwrwhWUyZe+ste65k/hG8Zx6to04S4gFk0pYIhMp0zeEmRtzcc6J8fTt7MCoYrsMGdiKhWL4feaQZwUX+YOUrCpk1uBNvPfWdp78MspWq5uOMgl1bhc7Lfbx3xlHKhGTXfPvvewzASTHd6zymvh9rF+Qw5jPtvLi4yV8vSSGt6GTfuckcGpHJ7YdGQ/ho42EZvGcfmMifU6w0YQos2dEyM2PYrUZ+1rabNgbuunZ3EqTHD+/fpnDd2OKmbBSnHbWMhYIkLM0jzEjihj6Q5g8aUXjxnY6NrbumDjbmU83KqACtU/AMCy4Oqdyar8Ubj/JSsNNJUz7dDtP/HMrb39XwJylAQrCsT0aFsz3sW52LmPeXs/f/5bN059H2JrhptO5CVze002LFMse+Xc/MYzS3Zjcv0J+6S9Lnx38gxnV/HuB4YD0//4961o2etTvJ3tpLmO/KeDr7/zMlb6sRVsX/Ts5SXQYZbPq/gELhAnkLmb5j5/y0fNP8ceXB/P+Ihutrr6KC87uRq+4IBgx5FZN5UsRnuxNMlG2hiJHFHvrOGxV/Qr7zvdZ5fH1rAqogApUT6CCO1v1gmhuFVCB2iWgtVUBFVABFVABFVABFdiPQFE2BetXMys/g5KMLvQ+tR2tZbKh3KucnWl15q08+dlXvPv33/FCrywauOvCj1oGzgQ7bbs7aY4MjE0s4rtvPIzeCDldXLRua6Olq1yRPQ9aZHDSahC30Uf24O08dcsarrh6NVdcsVe6Up5fvY5r79zGw/9XwvsTo4QznJx6UzqP35ZGtzQL8XtG3v3M4YoR9fn48q8beGBn3Ct3bneVc+UVa7jy6o3c+rsc/vxfD8OKI7g7JXHJHxpw9UkuuiXtDndod1wu4jqmM+BiNxf0hMjO0kRp517ZjQN7agKnX+Sga/cosfVeBr+5jWfuWcf10r4rTcdr1nPLA7n8+R0fYzdaSJfB8FN7x9EzA2rwyxhlK6X7KqACh03A7BncND0ulSseyeC2S+0cFyeTQcMKee9F6SvvW8+NV0nfaSazT7hyFVddv5HbHpY+4S0fo9YZcHwC196fxePXpNIjw0KiGbKc+ltkIikaiFA8JIf3H1/PVRLzSom5qw+tcHvxSi6+eR0X/yOP75YE2dWngYHM0WF1GuTNKWbUC+u46/rVXCNx9451pXnsKmnLPbn86b9efthoJbV/Kr37JXBOcwtuG7rUiECYwIoJzJ01jf9tbIt7wAM8+tfn+b97L+Dy45rQyBLGQoz9T3EW4s/NY8NGuS/FJZPZogEZ+iLVyCukQVRABQ5MwHJgl+lVKqACKqACKqACKlCnBLQxKqACKrCHQKw4j7wtG9loNMDauC3d2iSRRIBI7lrW/zqDn6f+yPgfp/HjtKUsXOOhILE9x110Oef1OYk+rRJIsMswUcX/YH2Pso7mJ4bTSnJHNx0TYzTKkYHH4QEWFllpdEY8rRpaSd9v5QUhFiNi/rPwggDRFUVMHJ7Nt19v59tv90qDtvHtsHxGTA+wvNhGgw6J9Lg6jTuuTubS452kl/Or9yQ6sYhZCfMhwIqZeYzZGXfQzu2OcrYx6NtsBg0rYsL8CEXJLlp1TuZCmTy7/ppkTmhixWWG2SOZ0ZH4Uv9glIBfkrTDHPzbcWZXZhkQjMQIBiQFY4Qlw57nd+XbtZUfw10JHHtuIn0vdtE53cwdxSvxgxJH1l0ZZWtgiXPR7twkzrw0ga5trSRs8TJnfC7DpH2Dvt7G4CF5jPzRz+IiG1knJnLBDSmc2dNFFmCVpKsKqEDtFojJZJE1PZ5W/dO57OZ0br4skZNbWcn0+ln6k/SZ32Xz7Tc7+tNBg7IZOrqIH1dGKUiIo3OvVK69NZ17r0jmvC4Okm0VWJj9dAz8hPFLP/3r+By+kZiDpJ/Z0YfuiF/u/rDtDPs4l2GjPczaFEG6wB2FSMzSb3BF5EiJl1VTcxk9NJuvJO7ecQZ9s43vhhfww9wwm53SP5+axGU3pnLuSS6ZeOHQ9WVSx7D072b/LfN7v9V9Rwvq4KPcowIG9sQWNOt9NRffejv33Hop53RqR6eseNyxqPlFLpnmqqzp8kbxbacgp4DlniRSM7M4poGVWPYGcpbOZfb4CUyaMIGJvyxg1poctpWE5V1VWTw9pwJHREALrWMCljrWHm2OCqiACqiACqiACqiACqiAChy0gM+bT37udmLuRBIyU0iJ9+DZMp85w9/lg6du4I4r+9Gn/5X0vfqv/Pk/oxk3dwObZHbCnGrZVbhh7NqrrVupt80KzePp0trBSUaMTbkQF+9kQJ9E2iTJOclSlXWHhfnjp3mNTS4pL8m5TCcZV6Rw79OZvPVSQwY+24BLj3ORLFdUvprYZpIYlBfbPGaHBDf9b0rm2X834NWPmvPUzan0z7SUXkFFixlWGiArpamcfDuzVHh+30sMbO2TOO7sVO7oYaG9ZDDHgWWDGcvc7kqGxYKtYwb9bmjIv59L4cnLnfRpZoXSWpvtkpTopK8Mfj/xpwY8dUkCJzU2z0sWXVVABWq9wI4+QR7tcbQf0Jjbn23Bu//M4j9/iOfuS+3YDOkDSqeBzP/vraR2iafP/Rk89UoT3n6pCf+5J51Tmtswc+0PQ0qRLBZJZu5qpHgpO9GCW7pZubicdf8xHdL/n3BLKr9/sREv/6URL8jE/smNJG450Wru0I4Wmx3vzr2aC31URrJjbXYxZ17yON/87SYeGdCaVvaw1DRISSAsk3wGMoUlzytbo5C9nq3bCphvtKFhVgpd7etZOeVz3nv8Pu7vcw4XnnsOA+56krv++z3fzd7IxgKzjMpi6jkVUAEVODgB8y5zcBH0ahVQAVADFVABFVABFVABFVCBOiJgDu8E8BbksX19DmGHAyOwju1T/sMrf32e373wP94atYpft4YguIXwpkEMef95/vrC8zz1zkzGrPLWEYddzZAfGW0JdLuiEb9/vxXv/KcV/3oikztOdNAwripDgnYSmqXQ+/kWPDewFW+/25J332vJe+Wkd99uzcB/N+fNB7O48bI0Tj4xni4ZVlJsu+qy79bqdJB+SiOuf7wlb7/TinfebVVu7Pfk+DsDW/LO20158q4sLjgtmV5dnbTKsOwbdPcRs30OMo9N5/x/tOTf7zXl7/ck085h4NidR3bc8TQ4qSHPvdOSl57O4PpONlKd5rXsZ3GRcUwaFz3Vglc+aM3AN5vw6Dlujk3f+1rzubSzaSIn9Mnk0gea8fRrO9r5jtlms11vNeOpu2Ui7IQ42iRYcO+nZD2tAipwEAJH6lJzll0msxIz3RxzUiqnXtKYmx9uwcAPWvLW29InmP2cbP/7tyY8fUM6l56TyHHtnaRajconuGzSyTZK55LfNePt/7VmoMSpqJ8ur+9+T8p8R/qgt3+fyoUdHFLDnUAZSbTp24zX5L7x37ekfuX0+7vivWOel/7/hTsyueG8ZE7q5qKhez/13lnMgW8cOBqncskrLfjL6415uZ+4ploOPFytuNJGfJMWNGzTjtbxTir682yVNiUWIZKfR2HxFnIsG5g9+h0+eu5RHn32Dd4YMYOZcnGxzIP5533P3Pdf5pXH/sz//WsIg5YUkysfneS0riqgAipQ4wJ1vfeucTANqAIqoAIqoAIqUDUBzaUCKqACtVcgSMDnpzinGCO8keyVM5j4xTBGTFjC3MJE4rscS9fuPTi+ezd6dGtCC8syVk4czKcfjGTI5OWsClOHfjWPIS+jg6xjkzj1lkxuuy+Da/ol0CNLJlJs7PdffMdiVlxpbjpcnM6Ft2Vy1x0Z3HF7BreXk+64K4Pbrk7l6lMS6NLaRVKirfKBWZmPNGxWEtokc3L/DO66M4M7JX55sW+X43fels6d16Vw1vEJtEhxkC6TVfv7gTgWs8kkXTxdr8rguptTuPwsN1nSbpuULTCla8zhJKl1MhfelM4V5yVwcmMLcZKnTBbKW2JYsCe7aX12OheZttel0rejnaYJRvmuVhvxDeNpfUoqZ1+eUWp4p9nmne3qfbybJklWbOiiAipQtwUsWJOdpLRKoutp6dx0cwZ3S/9Z2s/J9poLkjm7k5tW0lm5qtIhWKyQkoD5zdIb78ngNukvK+qny+1f78rkzhvSuOucOI5taMWyq/NLdJHZSfr069K5Vybhy712573gTjl/o/T/A3rE06mJneQ4y2F4CaW/TInjuCvTueSaFK7o7KBRnPS/u+p/GGpw+Iuw4Ehw44x37FV0dRodoDh3O3nZm/FEcslbv5oVSzayMZhEctdudOvRg+6SenRtT+ekbHJnDWfEV09Un4UAABAASURBVEN4/9t5/LqphOBeJevTuiOgLVGBIylwOO4aR7J9WrYKqIAKqIAKqIAKqIAKqIAKVFPAwLA6sFoiuArHsn7Wjwz81Emr0x7hbx8P5bvx4xk3cSITxv3A+NFf8PmrD/O7M5thmzuUCaN/5OvZRRT6Y+WVWeeOGftpkbG/DPu5vtLThzL2zoIrrH+Zssvs7rxqx6ai4zvOQmXnKzuHLiqgAipwNAvU8g6swn7/aDY/jHWL4aNg22ayN+RLqU1o3Ov33PHKIAZPnMzkqZOYOHYc48ZNkO0wRn3+En+/tz2tSxYw4fWvGDt7M8t0lkvcdFUBFahpAZ3kqmlRjVdDAhpGBVRABVRABVRABVRABY6ggMxRxaIxor4wxDclfcDlXHRZP64++zi6ZqWTlZRIUlpDUhr34KTzLuT8C0+lX9waSlbMZ+ScjWz1h45g5bVoFVABFahNAlpXFahMQG7IBNg8PY/Rz2/g+Sc28tBjG3n88eqnhx/YyJ+e386wBUHW+ysrU89VJGAQT8pxl9Pv7uf5x8v/x18fu5Yb+h1PjyZZ8tkohdS0VNJSk0ls0IHmx5/FJVcN4NwuKWTm/sKCZetZuCVSUWg9rgIqoAIHLGCxtT0+pkkN9D2g74H68B444J5SL1SBo0VA66ECKqACKnCYBAwMC1hsNsLhFOI69uTMuy6j71ntaOreuwqSMfM4up1xChd0gOTiTcyfv4Ft/jDmsNzeufW5CqiACqiACqhAdQTMu2mQLTPy+P4vG/m/Vzbyxqub+Mc/qp9e//cm/u//tjP815BOclXnJSib15BJrmP6cupV9/Do4zdz84XHcnxj229/i61sXkdjGp7Ui1O7NeIY1rJ23SaWbCrWz0dUcdFsKqACVRaQn8iqnFczqoAKqIAKqIAKqIAKqIAKqMBRJXBoKmPH4XISn5pIzOhAw8T2nNE2hWRXRaXFY0lqRKsezWlgMzCWbCffG6akoux6XAVUQAVUQAVUoHoCBhgWA0ulv+yV/S9mHEn7z6g5Dl4gClb5TGWLkkAB2dty2ZJTgg9dVEAFVKBmBSw1G06jHcUCWjUVUAEVUAEVUAEVUAEVUIH9ChiSw4ErIZHUBukY9hTstngyk5w4bHKq3NUm+dzEp8ThkPPRIh/BcJSw7OuqAiqgAkdAQItUgTokYEhbnDQ+NY3z/tyMP/+xKY8/3ZQ//KH66YnHmvLCnxtwcTcHLSr8hytSnK7VEzC/bFfRFVYbVgs4CRKRbdhiLf9bXxVdr8dVQAVUoAoClrJ5Uk+/GE1qoO8BfQ/UpfdA2T5O91VgXwE9ogIqoAIqoALlC7jiU0lrlIXbGSLoLyK3yE+gwlmrMLGQH49MboUNA1uyG6fNgh1dVEAFVEAFVEAFDk7AnORy0OikNPr+oQlP/18TXv5rE158sfrppVea8Kc/ZHJ+FzvNdJLrAF4Wmc2KBvAX5JC3PZut+T48oSgx8yUqL1pM8gcDBEIRvDLNFZ+SSEqSW/bKy3w4jmkZKqACdVVgj0muutpIbZcKqIAKqIAKqIAKqIAKqEAVBTRbqYA1LonUdJnosq8jd+tCfpy7he0l0dJz+z54iRZvZd2cdRQ7HaSe0pomCQ4S0EUFVEAFVEAFVEAF6opACbGSWYx77hYeu+AqznlqLF8uKqDCfwOETHJlr2NjXjELaEB6ahotknR2sa68G7QdKnA0Cegk10G8GnqpCqiACqiACqiACqiACqhAHRVIakhyq070bB0lPXcBU78cw48/b2BTZO/2ygBO3nwWTZ/BiMVQnNSE7j1akBVn3zujPlcBFajFAlp1FVABFVABG5i/fjC4iewV01n83TBGj1/EnALY5+ORiVUsn5vm/cKcNR7WO7pyTNsmdNav0JkymlRABWpYQCe5ahhUw6mACqhAPRfQ5quACqiACqhA3RBwNiS+zYn0O701x7u3sXnYVwwdMpFhM9axuagYj9+PtyQPb84C5n4/ilHDf+IHXzvcLY+lT6cGpDqsdcNBW6ECKqACKqACKqACpQJujLi2dO13Nmec2RxXziTm/zCWQSPmsii7gIKAD09JCSUeDyVbl7B6ziRG/PALczc7cbfvzcndmtM1vTSQPqiACqhAjQroJFeNcmowFVABFVABFVABFVABFdhbQJ/XToF4bEmdOO3667nk8q70ZCLzPn6SP912KRf370/fc8+lb98B9B1wDdc89DZvTS4m7awr6X/+GfTvYCfBQe1fYlVvQoVZK/oNj1UPXXHOCgut+JLqnjH/nEi515Qpu8xuuVkP5OChiHkg9dBrVEAF6qCAdjB18EU9jE0ykml66oWceeG5XNo+m+IZ/+HfT1zPdRcOoH+fc+nXr5+kPvQ5/1IuuvXPPPnffHLTTuG25y6j9zGZNDyMVdWiVEAF6o/A0TXJVX/ctaUqoAIqoAIqoAIqoAIqoAJHuYBhTyOp6zmccdkV3HLTGZzZHizr5zLrp+lMnzqVaT/9zLRZW1hlaUub0y/gxpv6c+GpbWllA1mP8tbtqp6MdhZ5WT83n28+zeOzCR6mrA8TlMMYu/Lsf2sQwZ/tZdXEfL4bVcTwWQHyzN9dZIkSLPCz6od8xn6Zx6ef5/HFFxWkz+T84AK+nFTC/FV+CjyRSv7Oh9RJ6hcLR/CsK2LORLlWrv+skvify/nPPytg0s8eVuWGyJNG7m8OzjAk/mYvS4bn8d03hYz6yU+OtCsiZUsNSlcjFKRkfTHjB0sdJM/gGT42e2PmXyIpPV/pQyhCaEsx08fm8fmgQiatCJVeWyZ8pZcTDVC4upjJXxYy79cg2dIgWSu/5mg5q/VQARWohkCUcKH8/76umIUz8vnqK+lvpE/7Qvo8s28bNqGYn1b62ZgbIbi/TkA6mKgvRMGyAiaOzuNj6fsr7Jcr6K8/+aiA73/0st4HgbKtKPazbUkBgwdJ3E/yKu7vJe6ncn7o6CJmrfazqSS6Z5yyMQ/5fpiYV+q9oZjZo/MZJfUyPT4Tly+/K+C7mR4WbAhS7DdvjIe8MkegALNdMaKhAEGvj6g/RCAcq+QeJp9wsrpzTK+LueGWi7jo9EY0C65k8cwZzJw6jWnTpzN9muzP2cB6oxFZx59H34v6cm2/VrRN01/lfAReYC1SBeqFgKVetFIbqQIqoAK1WECrrgIqoAIqoAIqcAQFLM1pfsYN3PXS67zw5we4/5petHDYcZhVSm4Kp9/KVY/9hef/+iRPX3cspzVzVWduyIxyZJP5VaXcAuYN3sjDN67mhme28+JYL7khc9CrqlUz8/rZOjuHQc+u5u6nt/DUV8VsDJnXh/GsL2DcH9byzLUrufH61Vx3XQXphlXceOtarn1uC//7Opdp8zwsLYhSXMmAbSQQJGfaZj56cTU33rCaGyqJf/0Na7j+hrU8++pWvp5cyNTFQTbmVxLcrL4Mu2bPzWH4A9KumzbyyL8LWR6IESw9t/PB62HbjC08d/sabrxuHbe+nM2E1SEKqMLiC+CZt5l//VHqdtsG/j7Wx7wc07MK15pDkLkFzB+ymeeu3cRH35SwVCbgZGyyKhdrHhVQgVojEKEk28fymXlM/24T7760huuulf5G+rzrpM+7XrZ3/3ETf5eJo5GTS1iyLohH2lZZ7xbK87Bu9Ab+9vhqbpa+v8J+udz+eg033bKOJ/6Sy4y8GEVS1u51awG/Dl3PHbeu4eabVlNZ3Bvl/N0PbeC1b3IZNcvL8s0RwpVVenchNbcTDUfwbyhhhfTz44Zv4fUH1/G7m1aV1vuGG1dx7W1rue2Vrbw1tJBZi/xky0SXdLM1V4FyIh3+QzLriQWrMw5XUiKOeCdxdst+Psskk9SuN+c99ALPvPAH/nz3lVyYGE8js/IWtzy2pUufW7n1mRd5aeBTPHZnL05JBKec0VUFVEAFDoWA5VAE1ZgqoAIqoAIqoAIqoAIqcAgFNLQKHF4BazxGw060P+M6bnr0ZT4YMpQhw4Yy/OuPGP6Pe3nq6pM5qV0WqdZa+OOVIYNbLRJoc1wCl7WFpJVe1kz1scYXw19VZXNOJtfDqoUehsyNEcly0vlYF42sZoAYUZlIi8qkWRhz9NIcHgzLCXMGbO8kx4sCMKmYT/+ZyyNPbeHuv27li599bJFTclH5a0TKlERpfDPj3nHLPg8y+bsiXn9yG0/cuYGX3svnh3VhPGYb9om+42BMqh0JxgiZScqRp+b0UpncMWLSRhkrhXCAol+K+fpHD1PWmW0tk62i3WiMsDkzVRpfWrGj2Ipy7zwumaIl/PpDMcOHepktbc+1GDJMiS4qoAJ1RkB6G5+HJSM3885f1nP3Yzk89JKHD4aFpF81p9p/69u2zihh+L9yePGJTdzzzGYe+ziP+duj0jNUgCFdSCwS3dH3lObaX9/5W1mwYz8nL4Jfujmp5W+FSF8Yk34yJH0+yMnS7+PuyL/rut+2YbYt9zLo9Vz+fM8mnn8xm1HrI+TuEfC30DW7FyO8qYAln6zjoQc2c/WduTz7YjFfrQiwZnedxaQgQMGQQj5+cSsPPbaJO/6Zw5BFgdIcNVufIxnNvFk3pt1VT3PH+98w5NmL+P0pWZhTVZXXygGuZjTpdC59b3uS574ZxCfDhjF82GCGD3+P//71d9x33kmc2TGTxkm18PNR5Y3XsyqgAodXYL+laS+zXyLNoAIqoAIqoAIqoAIqoAIqoAIuXKktadXlJHoPGMCACy/igr5nc8FJ7enWLIVkp0wW1UokqbclnmadE7igt41mkRC5i30s3RYlr4rticksUHiNj1VLAswrsdK8g5vTurtJM8fNgJhMpFkdBpZkJ7RM5ORz0hlwQSYDBuyVzpPn56bQ5yQHrR1B1s0tZvqnubw/qJARc/zkm+Ok7LlI7TFsBhaLWZiDlselcsbOuOft3O4q57wB6ZzXN4lTu1hwb/exbFYB3w3M5fNvi5i/JYKXvRczOhhWA5vLgsstyW6UTiTtOMPOxSjN44yzYCAjxxsDTPqukPGTPWyQMdL9jtdKfIf5/pEynNIWebozbkWbMP6NRSwclMeXX3kY/nOEYrNkl4EVXVRABeqGQIyI+Stgx+Yy+MMcPvymiKnLw2yyumh1vPST/TMYYPaZZj93XgZ9esXTM0N6m03FzBiVx8CBebw3rIjJa8J7fvN0F44BFpsFq8UiO07a9EzjjL6ZnL8rphm33JQhfXcGZ52RzmXnJdAqXuY5dsU0t4aBIZ2Y0y5xk+JofVIa5/TN4IJ94mZw3vly7ow4OrvC5C0rYtw3BXwywcuv2yJmpEOYosQKi5g3PpcPPszl7ZFe5q2EcEocx/dO49zzM6WNmZwnde7fJ4WzuttpFvazemYBw+Se9MGQYr5fGaZQ+vdDWMnDGFpeK+JJbns8nc7ux4ATW9KtYRxWuZ3tvxJWrHGZZLbpRo9+/Tnnwgu54Pz+XHDBmZxxYkc6NEwmTe5v1v0H0hwqoAIqcFDGjBN3AAAQAElEQVQCloO6Wi9WARVQgdoooHVWARVQARVQARVQARUoI2AlLsVBq1PspKdG8GwLMH9FmG0FZbJUshuLhlm/NMDqVRH8OOjc0smxzWVIy9h5UVRGyiIxPE3dZF2Zxauft2bE8LYMH9amNA2TrZmGj2jLsG9b8vXABrz+TCK39LLAliAzP8vjzc8K+LWgvImoHWUEfAYWl5vrn23G/yT2iOFtpIw2mHFLkxwbPqw1wwc15ZP/ZPDne+IY4DYoXlbMkNey+e6XAEuKOejFKpNNMq1H0Y8F/DS8iNFikhs66LBlAkQJbc3n5yFbee3RHD4cFWKZX5wkh2PHRvZ0VQEVqN0C0mfiZe3PeQz6Rw7vDQ3za8hF5mXJ3PtsA/7zXgu+GtqWodJnDpe+zkxDvmrKB6+l86fbXZyZHiE0uZj/vradN4cWsVomYyrqhgIyu5/QLI5rX2zBm1+3ZcSINpjxSvvNnX3znvvST8vxsRNa8sZfMjg93SB5L+yYzLWZ335teFoKl/21JZ8MasvwkW1/64+HmfttGTmiFd9+1oj/PZPAHR2sJGUHGPRZPlMXByiUmBJGHmtg3StExBtg0/fb+FLuK69OtkCLOHrcnc6f/92MTwe1FgOzfuIwsg1DBrfk83ey+MfjCdxwEriWlzDy4zz+75NClss9aa/Qdevprnt43WqVtkYFVKCOCkhvXkdbps1SARVQARVQARVQARWosoBmVAEVqB0CFnscNvkpziKjf5ZYqPRfWltKfyXUwdXflmynSSc3XRItMtAYYvJCP6tzZWR0v2EjGEE/K6eFWLvNiqt/Ej2Od9I9ESzGnhfH5IDFaSEhyYpFTlnNby1Jsu1MVslvS3SS2iGZky9vzB13ZfLiFRayQj4WTCzmq58DLM03B3/l4r1XOWwYBq44C4lWsEgw89sEu2LbzGPyYEmMo3WPDPrf0IA//C2BK9ob2Db6+fKbQkbP8cmw8t6Bq/Y8JuVHIpCRZqVDDyvNCbNhWgkDv8hnwbYwcrpqgcrLZQYPBClancdP36znkYe2cde/vHwes9Cgm4XubQ25ysAsX3Z0VQEVqOUCMfmf2bcgn4nfF/LBL1GiJ6Ry6UON+dcjDbj9omR6HOMkzWFgl//1rdLXWS0W4hvG0/7UDC64rxl/fDydJy6EhLUeZo4u4vOpfjaW/ztZMbsXwwrOeOk7kwVO+lEz5u6+c2f/XN5zqxWkCpS3mH2eRSroTLCQlLgj128xwNwHO8nNEuk2IIvLro3j7M7Sif7iY92yMBslqNzm5LGG16iXouV5DHrfy7gFFiw9k7ldXJ+/V+4LJ8bRRvpwhxRp1s8irXPKPalR51TOujaL629N5bqOBknLS5j3dQE/LgqxsqLZQ4mx/zWGJRaWhCTZRhEX6/4v0xwqoAIqUAMCdS2Epa41SNujAiqgAiqgAiqgAiqgAipQvwRyNy2mPqT87WvJXjeHooCBz+HAa03HY7Xit8iMkgzGHdSr7rYR1zKe49vZaOcMs2xWCcvWh/BJUHOwUjYVrEH8W0qYOy/EBr+D9ucm0amtg2TJbUgquxoymhoLxfB5I2UP77tvcxCXlcgJfdO484Z4zmsK7tV+fpjq5deNFUy8SWESnqA/tp+JKvkR2OmkYZcUTr89lcsvdXFCogyoyiTazz/72SC1KTNmKc+quApSVKqW3MLBMb3jGdDVSobXx89D8hk318+SQBXjVJTN52XNz/kMGpjLsIlh1jjctL0slQvOc3LWMZS++mHzG3PoogIqULsFYkT8AVaNL2ba9ADLbC66XpTGbbemc80J8XRsaCdOJo/YZ7FgTXLT6Jg0zr0ujbtvjOeCrCjRxV6GjSxmRQWT7dJ1Yn7zKuSP4vPsE/SgDkTDMUK+KF6fdJDlRSo9bMfdOJGuPR10bRvDKA7jLYxSIv2p2aeXd9lBHdvuZeOcQkZMirDVFkfvq9K440rpSzu5aJQo94fygsv9Nr5ZCif1SeHac530bmeQbo2wPSdCblGsvCuqdCyKFZ8lVe7ldklp+OxOCoqKydu6UtKKevG5Zu/PblWC00wqoAIqUI5ABT14OTn1kAqogApUKKAnVEAFVEAFVEAFVODICUz++inqQ5r42YNMHfxnVhdY2J5wKlsdXdnsOI48WytipdMcB/Ma2CAzgePPdHLyMREC04tZ8qufxUGQccqKA+cEyJ5bxJTNEbbFOejd2UWzJGvF+atzRuJlnpXKgG4uehlhVv/sZcmGIDXza6ykjgmpdO+dwGX9IWGLn+yFMqC8PYaMyVanlrvzxmTuzpoVT+PT0rj2Lhf9ukdhoYdvR5Uwanag/L+Ls/vqSnbMkV6ZMFsyJ8DgH2x07pfBq/9tyrd/a8wdZ8XRMoHSb8ZFpLhKougpFVCBWiEQJFzgYfb3IZaus2OcmsyAs+M4o0k1hu8S42nYSybFznbQLRpgyfBiFm4Is6XG2l9DgYxdcaIEZCIsgBxIsxGfYpAotyTD2HW+prYyKbVaPGb6WRC00vD4BG66NIW2KZYqFGDFJq4nXxjPlY8nc8X9SXRKh8TggXe8EcPBdntHNjmOY6vzWLYnnMLSNeuY9MWjkh6rF59r9v7sVoUXQrOogAqoQLkCVenJy71QD6qACqiACqiACqiAClQioKdUQAUOm4CvJJd6kYqz8ZfkEZYxtYjFRRgHYcNJFHsNWMuPhhKz3fEujjvWSvz2AIsWBZi2OkJIJm/KLyBC4UY/S34MsDTXSjTLQff2djISy89d/aMyypkczzEnOOjaJkpsvo/NK8JskkAVVknOVX2107iNk8497GTaIuRtDclAcASfTOxVPUbZnDFiMSvOZDftzk2lrwxM904Js3lEPmOGFPFzfgzzm3EcyCKDoa1PTeWG55pw123pXHpSPO3jbaS6DOzWHQFjOzb6qAIqUJsF/EFKVnuYsjrMBpeDY06VPrCJneRqtcmOOzWeE8900KZVjOB6H4tWhVlTzt8dNOfQzV/v6pZZpaT4ahWyO3NFfY/VYeBKspHiNnbn3XfHT8HCPCZ862XyPIPYcW6atLLTVDLu7NpkryZWuXHiZ9MiP/NnxMhr6KLBsS6Oa2kh2Va1+Eacg4TjMjmzfxY3D0ihV0cnjZMsHOgSk0m9iGEnIvfxsHk/l3twMBzGV5wjn2nMVE8+25T5DHeglnqdChwVAlqJIypw4L3xEa22Fq4CKqACKqACKqACKqACKqACOwSsNif1ItmdWGwOzH/dbsQiGDK9ZW6R7Q6Jg320EtdOJmi6OGlnibB5uZ9p8/0UhmLlBDaP+dm2ys+sqRE8qS4ad3PTpZGF5Ep+yiwnUCWHzIFRBw2OsdOig4E9N0TR5jDbZaYoYhZfyZVVPWWk22nYyknjuBjhkjBrt0Xwl9veqkWMhiBmWHG3Teak3klce4aV9I0e5o8u4tsZflYXHkDFzRfcHUfHs9K4648ZXHymmyZO0yZKMBArnfQ0a2ceMbeaVEAFarFAUZjijX4WSF/hzbBzfHc3jeKr36kahkzi93DRup0Fly/EuvUh1mwzJ3r2tLHaIOANs/5XD3Nm+Vmx1M/ixT4WLaogLZTji/0s2SQT+CUxzB6tvL7HkCr7ckJsXOBh5hwfq+V+8ltMf2n8pctL+GV8AaMH5fH9zxE22eI4aUAix7Z3kCTVNCTV3Co1jQTYviokdZHIrVxktnPQ2AJCULVirBZIS6BpswR6tHTRtqFM4MVLrKpdvU8u88rS+zi/3c8t0t9b7Q75TGMmp2zrV9oHSQ+ogAqoQBUFLFXMp9lUQAUOr4CWpgIqoAIqoAIqoAIqUEWBaDhIfUrmv7w3J1JiWIiZI4myrSLV/rOlu2jQOo6zM8BY62fOL142BmNE2WsxK+H1sXGJnxmLDTJlQufUixKR+TFce2U9uKcGCclWkjKtMqkHwXCMQEAiynilPB78GmfFnWyjufxknBCKUuSPyKTRwQSXa2MGgbCb5OMS6HtrPGc1sxBY5OGDgTlMXRGgnC9TVN4OGfQkyUVikoPGdkod0EUFVKAuCfzWFunj/L4oBREL8Ul2jm1ul//9zemQ37JUac8quRo6aZXhoDsxivPDbCqMyME9V2e8THJt8fLxo2u47fzl9Oq9nLPPXsE555Sfzu61jD7nLue8v+Xw2i8BpLp7BpRnFquBzWGQNzWfrx5ZzWUDVnDamcvLxNyx3/vMVZx3xRZ+95qfua0SOe2hTP55XRJnt7RJlEOwBqL4imOU+CFJOtOMDCuJUswB6MpVB7/GJERM7t+7k2ElKvfW+vR5Zu+2ComuKqACKnBAApYDukovUgEVUAEVUAEVUIHDLqAFqoAKqED5Asf1uY/6kHr0e4Rje99J48QYad4FZIRXkRlaQVJks8CYw2WyOejVRXITNz1OsJBSEmDbzz5WZUfJ3ztuVMrb4GPl2hBzwjZadnDR4xgnpV8w2jvvQT234E6wkJBkYFiieGWQssSLDAQeVNDfLnZacSbYaWgFQ2JvKYnij3JQi8gQNWPEx9H4xDQuvdjBiU2CFE4qYthELxM3RTDzVKsQi9l+A6kmuqiACtRdgWhQ+jlPlKDMR1ltBnEOC+YXiKrdYsOARDspMpHfQHqc/KIIW6V/M7umsrEsVvNZBE++l9ztHrZu9bBtW8Vpe76HrZs9rF0VZHVhVCKb1++VpOjSf39BGE+el+wK4m7d6iWnIEBeUZgl2RE2yn0lIcVK4qEaqZSONxqW+wcGrjQr8YlWnBy5xRoLkRpeR4bcx9NDK+W+/istGzeke9+HJD1YLz7X7P3ZDV1UYA8BfaICVRc4VLeOqtdAc6qACqiACqiACqiACqiACqjAQQgcc8p11IfUoefldDr9ZholREnxbSYtvJr0UA6JkS0yZCejdwdh+NulduKyXHQ+x07r+AjWZX4Wrw2zxcceSzQUYutiP0tlwmZznIM2LRx0ypSRzT1y1dCTnU0zYjEiMvAbisTKH1g9oOIMYma1JQXD4DG/tbb3KPCBxJXBWrBja5jM2VcmcP5ZVhLz/Pz0QxEjfvSyObCzURJbipZHXVVABVRAJmCkfwtLX2SYXYSkiPQl0vUdGI1MdFkslP46Pn84RkBi7x0oKn0qMn2elBVPo2YJtGiRQPPmFadmDRNp0TKR9h0dtE+1yL1n74jyXCq8I66dpAbxpb/er9y4ZllN3DRpaMPmDbBqTgnjf/KwLLcmOmGpRwWrsGCxG1itHNHFijnJtV4mubaTFlpFin8TzRs2oONJV0q6ql58rtn7s9sRfUG0cBVQgVotYKnVtdfKq0A1BDSrCqiACqiACqiACqiACtR2gVjYj4x5ImOfRGVgMiYNilGzP9Y5U2XC6uxETm5lpWlxkFnLA6zOLh0JldLMNUzE42PhtAArthpwnJuWbWw0s5vnajpFKc6PULA9Iu02cDsN4l0GFimWmlg8Yfx5QRbLoHKRxG2cYMFprYnAO2IYyRiXZAAAEABJREFUho2kk1M5a0AytxwTw5hYwI+fFTBmbZRsM4vVfNCkAipQ0wK1NZ7NYSEuzkC699ImWKWzMydlSp9U9yEQwReIUiRTUanxFjLcFtnbM4jfA67G8dz0aisGjmzP5B/bM2F8e8ZXkCZM7sC4se0Y9VQGD5/oxGbsGc98Zk5wRYIx0nulcvU/W/PtqHZMm7RvzB9/bM+YUS346s1Unj0hRubMfP7v8c28/0MJS6Mg3bIZruaSTL7F5O5pzvUFi6L4fTG5j9Zc+OpHMqR8K1ExjBlWqRlESr8GXP1IeoUKqIAK1HcBS30H0PargAqogAqoQD0W0KargAqoQD0TiEl7C9k6czQzhwxi5OJcVheZx+TwftcSSjbNZda4r3nnn6/yz7/9lZf/9TYvfz2VHxZsZZu3qnH2W1ClGWKxKDJOR+m3j2S4cte20ouqe9Jhw9Y2gW6d7HRICfPrPB9LNoTY3cJwAO/6Esb9FGZTxEnP85Lo0tROanXLqVL+GAFfFJ8/RkxmnxKSraQmgoz7Vunq/WYKRQj6IuTLgKoj3krzNBuu8kZtOdDFAEcC7U5M5LLLXHSxh9kyrZhPhxYye5NZqPkjuYFxoOH1OhVQgbolYDdwyWRUvCWGzxthXW4YX2h371v1tpqXeMMU+iNskatSk2w0SLTu09eYv77P4bbSuKObrl2dNG/lpE1bJ20rSu12nGvTwEaWTMaZfZdZlBSxx2rep1xpNhpJ3O5dXDRpseO6snFbt3LSoVsSp52bxtWXxHNuBwkx18MvP/uYukb65rL/tkJOHfQaZyNR7iFpjhje7BAFBRG81Q4q96OiEEVyfXntrnY4E7D0ItmR1XQrfXoEHmI5C1k/azj/HrmAUUvyCVWxDjHfNrb9OplJ77/B+//8Ky+98gYv/f0rvhg2l/mbiimpYhzNdlgEtBAVqLMCljrbMm2YCqiACqiACqiACqiACqiACuwhUEKsYAE/ff4fPnj1Xwz8aTOL8mSiYY885TzxbKNo0TR++eETPvrXX3j80cd49A9/5MkHH+XJ59/hn5+PZfwvy1ld6MdfzuW175D8mOhy076bg85tYmyc62XpilDpQGmpVl6AnMUlTFgWw5Pk4tIBSXTMtB6iZkbx5EUoKoRomp2kDCsZLmpukksm0EoKIzKIbJAUb6N5pg1njU5ymSxW4lvGc9KVifQ9yU5mcYAJX+Uxbo6P1Z4YEZk+tBzwVzXM+JpUQAXqjIDTgjvFRlNXjHBBiNnLA+R6Snve6jUxEiG6Kcjm7AibbFaysiRm2r79tNn1RCMx/MXSz3qqV8Su3Maunb225re5zLgFvsqmgyyQlET7/skM6OviFEuE7FUBZso9Jxiu7Lq9CtvvU6mlxU5GExstGsUIbgyyfWOIHLmu6nNp5usQZIvc/+aML2aeXL8tjPTgEqRWr6ZzETlzhjLh43/ywLtT+Gj29v1/nol5CXlWsGLueMZ8/j/eeuohnnr0jzz1hGyffoHnX/qEz3/4ianLs9kk7wFTr1YzaeVVQAWOagG5mxzV9dPKHc0CWjcVUIHqCLSWzE9I+l6S+SlyV8qT5+axu2WbLqk663mS+b+SVkraFc/c/iLPzeNmmbK739Us9xrJ9aWkimKZZcnpclfzerNtZa8162AeM8+Ve1ENHTxd4rwoySzPbPuuZNbFbI/ZLjm939Wsq3mt+VrsN/PODLuuMa/beah0Yz4/kGTGKw1wgA/m9RWVezDvswOsjl6mAiqgAkehQOFqVg/5gm9+XMa36+wyuWBU4Vs7a1g1+SP+df/dPPnMf3hr+EKKdjdNRgQXf8KYl5/gyQdk0uvdmYxdXlIHBrzMHxOdNO7koE1nA2ORj00LA6z2ImYyOLg9yOrFATZjI76pk26tLSS6dqPU4I4MPcZ8rJ8TYukcKVsmoOIzLaQAZg1lc5BrDM/WIOukLVs9Bha3lQapFhw2an6xu3C1zeCSa91cdLq0a0EJI74v4dtZAfwG2B01X6RGVIEaFdBgh0cg1Ulyu3hOz7KSlRNk9nQv60vMj/hUY4kSjfj5dbSXebOi5Cc7advWTrvG1QhxuLMm2klIdpAl/WHAH2WbN4rMvdVgLSQwTtLFoXk3sK3ykb0wyJoSCFa5FHkdPMUsHpbNG49v5vL7t/LqiBLMXz0brXKMozGjDzaNY/LQsXz++SLwhohz2fb51t+eNfdRsmY6U998hj8/+ScefP0rvhEIWXdmW8yy6f/hv88/yu1Pv8urQxawWoqp6rfDdgbRjQqogApUWcBS5ZyaUQVUQAVU4EAEzEme/8qFqyS9JKmfpLKr+Zt9zGNvycEVkqoyKWNOXpmTMSMl/72S2kgqu54gT8zjZrmyW+lqToyY5X4hua6WVFEss6zT5fze67FywLzebFvZa806mMfMepoGkq1GV7NcM/YUifoHSWZ5stm9mnUx22O2y5zwMvPvPnkod47S2GXfZzOljvXdQwh0VQEVqF8CxRStm8CEbz/m3x+PZuyv28gJOzEMg8q+tBOLFuJbOJ7pI8fw1aQtrIu0p33vS7ni1tu45Y47uOO2W7j95qu4onczWkfXsfDz7xg7ejYzCmMEZCysdhtbSW7jpm1XJ10jIbybgszZECYkw4H5a4Ms/TmCp7GLjM4uOqQYxB2KxsaktMVFTJsTYFa+lcbHx9GuhZ00Kcsq6eBW8wUqYfkvXiZNjlKc5aRhRwcdMs2Jz4OLXP7VFgy3m07nJnFuPzfHx4fZOrGIEd8UMn1lRAZ0wbCgiwqoQL0XsONqEM/JJ9lokxQkf2oRP0zy8Iv5O1WrbOOnYHEhI8f4mZ9nJfPkBDq1stOsytcfiYzSJ8eiRAzwhiUFY0RrtBoSGBvpbRy0P8FOS1+IrXM8jJrmY4u3igWFQhT/XMzMycVM3BhgrUw+BmOGTJ2BGZ3auHg3sHH6ED5+8yM+HjGT6bkyEyWtcdstlbRGXquS5aydM5FBX01kyjI/gWanccalN3DtLXdyx+23cOetl3Lp6c1pHljN5rEjGTHuJ35c46EwUEnYWnpKq60CKnB0CFTWax0dNdRaqIAKqEDtFTAnd8yJGHPCyWzFD/JwvqQMSebnYDOZkzHXynNzEixVtuakzH9lW9FqxpwlJ82JsXzZ3iPJjGHG2pXOkGNPSlotqaLVjGPW7SXJYJZr1s2sx3HyfFccc2vGMo9/Jcf3Xs0YP8pB83qzTmZe8xqzfeY1Zv3MySezHMlWY6s5QWOWaxqYQf8nD7vKNss3k9kO08Csg+kzT/JUZQJRsh30apZfXtoV2KxXeedf3pXhILfma7l3/L09TD9zsvQgi9LLVUAFVKBKAkcoU2zHN6r8ufhWz2TSp28x8K0P+ffkdeQQJMVlkWEcY0eecmsYIuJdz7yhQxk/YTUL7f058dpneObVt/jf+wP54N13eXfgB7z34ed8/uELvHhrd45ZMpq5oybw5c+55Ppqdniu3Coe6oON3bTsEk//1lGsJUGmL/TjKfaweXmABXMNErvG0fYEF02lHjZJVV/N21QluUv/KEmUkrVe5o4oYMTyEEvTnPQ+J4ETWjlwVHKpvKiVnd19LuoN4Ps1j0mjPXw/x0L8SYl0OzWOzvHg3p2rpnfkPdcqmR7npHD7aVYarS5h9pcFfD05zLJtsdJvkBn7oanpGmk8FVCBo03AhjXBTZcBLrp3jWEsL2bEl/l8PrKENYGY3L2kvjFJ5a3Sd8YIU/hrMXNG5jNofpQNmW5OuTiRYxpbSSzvmt3HpPORdffTmtipYjzzb02yNcC2rUHMP1UYcRjES6ri5dWoqYG7mZt2PeM4VWb8/Ks9fP1NHtOXBciVW3ZUUrnBSr1DFGzwMGlwMVNXRihId3HR5cmce7ybZLmo5usqQQ/VWtqeAJHQRpngGsyYD9/ihTd+YPh6P554N1gNjNI8FVQg5ie4fDq/TvmJwXNt2I65lOufeomX3vyA9z94h3ff+4B33pfPSn97hEcvO54mwUWsnzeT4XO3sc2j3+WqQFUPq4AKHKSA5SCv18trVECDqYAK1CEBcwLInNwxJ3nypV3mpE9/2Y6SlCtp12pORH0pT9pKMic/ZIM5KXa3uVNO+oscMyeVzJjtZP9tSWYM2exep8rey5Luk1TRatbNnCQy4+yqm1mP+XtdYMYyj18jx8192exed9XFnOAy27brvNk+85qLduY0Dczrdz49qM2xcrU5QWMamBOD5uSN2c5dZcvp0tVsh2lgGn1VegTMCUTz+p1P69Vml0fvna02/R7bua8bFVABFaiDAhFikVwKVoxj3Fv/x1OX3cNjf57LxLWtOOf8M2id0Yi4YFjmQ3ZOhFHekkto03ym/jCfuTluEi+7gvMvP43zumdh/muO366wYm92Kp37DuDaq+JlAmY9o8YuZk1JXfjnym6SWiRw5llWbDK0OmOKh/UrSpi1NszMAgdnnZxAv+4unL9hVLoXsxhY3BaSUyv7MVRG1opLWDdlM5/8byu//0+Q6Xl2ko9z0+94J+0aWChvkbFdDMPAnWAlhcqWEMGtefz83VZeeqCQd4eEWG2xc3qfRE491rWfQeDK4lb1nJsG7RMZcGscp7cBV1GIH8eHWb0+hs0GBrrUHwFtqQqUL2Cx22l4Zhrn9E3kmmYRPJPzGfivrTz45na+mlrCpsLyZmOClKzMZer76/i/57Zxn/Sdc212mp4Wz5W94miRXP73X82+0yKTGu4kK8k1+ZVc6cqtDgvuJBup7sp6tjCx7fn89F0hg7/z83PUQtPmTs5s78Btq+y68u32ezQ+noxu6dxws4Oejfys/zqPJ17cwrPv5TBjiY/CfQKIdV4hy7/fwudvbOH5r4JMjMbRqE8K15zl5pTmln2uOLoPhAkWr2LN1C/45pl7ePCRf/Ls0PVETj2HEzs24aT4MBhQ8Z9Dk9crupHF479nyveL2MrJdOl9Hlde0pNOjWy42LVk0aDn2Zxz1UVc1waa5K/l5wUb2FgnPhvtaqNuVUAFjiaB2tYbH012WhcVUAEVqEzgETlpTu7IhhvkwZz0kU2lqzkp89edOd6SbXnftOkrx831f/JgTibJptrri3LFrrpdJPtVqZtk22NNl2fmZJxseFgeyquLOfG0a4LpEslzYOueV70nT80JmnzZmhbm5I3sVria9TIn2MyJODPTt+ZDPU6ml/neMQlMF3OrSQVUQAXqoECYaGgba8YMYcqQsYxbGyPa9ix6XXg5t154Asc1S8UaiiDjOMg4XPnt9+Xj37qaX9f42G5rRIczjufYYxqRXG7uJFJadeaUc1qRioe105axLs9PAbV9seJOddL1ZDtZRoitk4qZNM7DhI1R1jR0cVxnJ90bmor7aadMPiHJURiiZF4JQz7J47uRhXw3uKA0DZatmb4bWsDgL3L45N0c3v5fLu8P8fDLJivxPZO4/NIUTm5uI7OC4mz2GJFQiNlj8vlGBtKZoREAABAASURBVEu/+66AIZLMuKVJ9ocMzmOIxH/nnVzeGVjABxMDrDWcdLwshUtOd3N848Pz47El3U3LM1Ppd46TnskxcnKjxOQ/i0wCoosKqIAKmL+7NDmRY3ulct2V8ZzRJExwaRHDP8zlvbdzeVf6yE8G5TNY+kyzr/tuSD5fyCTNu9K3vftOHp/+GGBF2Enr81K57IIkerWykeoon9Umxz35QeaMzGPQFwUMH1KAGbO039zZN5e3P+jrfEZOKJE+OkLBXv+mQ7p7LDJBVbjax3yJ++mX+YwaVsDecYZI/b/5LAez3m9/XML3i2ME2sRz0oluekudneXPy5XfkCofteFukMBJlyRz3tlO2jv8bBlTwIdi99574vtBLp8PKyytq1m/QXLPGPhuLm+/lcfHQ73M8tnJPCmJy+SedFpre+mvz6VWLWECG2ay8KfRvPfDMn7xNCbr5AFcc+vFXHJyW45xhOR2HaPiv4dmfmqyY290LB3PvIhLbruSK/oez/FpNhLK3J/NXDia0fyYDnRNN0gOFrJtWyFFwcj+tTSHCqiAChyAgOUArtFLVEAFVEAFKhcwJ6f+sDPLX2U7SlJV1z9KRvMbSrKhvG/atDFPSNr3H5nJwSqsZetmfnPMnIiqwmX7ZDl35xGzrpXF+Hhnvqt3bg9mY07K7JqcMycOV1cj2K7yTT8zTjUurXNZJ+9sUerOrW5UQAVqoYBWeX8CYWKhfNaOn8Pm7Hga3PsCT338d/71j1u4tmdzWiY6iEWiVLr4SvAV5LGFVCxpTenaNIVka8U/Phm4SW3ShpRADMvi1Wze7iev0gJqx0mr00aTLm7a2aPEzytm8Dc+JmUbGKfE0byplayqNMOQTDJYGbfRR/GQ7Tx98xoZeF3JZZevKk2Xy9ZMl12yisuvW89Nj+Xxty9CzNpqh9MSuO++DB6/PpnWboPyXwEDp0uG1MI+vn1pIw9cJrEvW8Wlksy4pUn2L718DZdet5nfP1fEBz9GWI+dbjenceufsrioi50mUkcOyyLtykzj7EvjuexKG/FOo7RUaUHpVh9UQAVUAOmfUjqn0O+hBtx3RwKXdwJjkY/Jn+bw/BMbuOnK1VwufeZl0rdddulqrrtzC4/8o4RPZhpsz4yj0/Wp/PWRLH7XP4FmDqioe3PGQSTPxzfPreeh61Zx0aWrMGOW9ps7++by9q+8eiW3PrqFN6YHWVW0Z+9lyIS9Vbq5kvkFDPnTOm69djXnX7yKveNcKvW/6oZN3PNsMR/NiLA51c2Jt2XQv3cc3eNB5sk4JIvVhrt7BudflcrT1zjk3hLBO7uED17fxmO3reX6i1eW1tWs35XXbeCOp/P559AwPxc4SO6TxC03pfDQefE03Nl3U6uWCMH181m7fguTUi/khN//jX/+50X+7/ozGdA+neRYBCMWI1phm+wY1pZ0vuEFHnjnHb4beA03n9qAtL3yG6XPPZQUFVMYtBCxOnHFObDLe6P0lD6ogAqoQA0LWGo43tEWTuujAiqgAkdCYNcEkFn2P82HaqZXduY3vymVvnN/12bWzp27dm6ru3ls5wXm5JT5zbGdT6u96bXzijE7txVtZpY5cXqZ/QPZ3fVtMNOgOhOHZlmr5eErSeb6qPlQj9PGetx2bboKqEA9EjAcmTS44kEueOwZnr/1XM7vnk5msg1slh0Ke47J7ThW9jEWJRoJE4oZRC1WbDYrVsMom2OP/RgxwpEgsWgOkfBGtud7KfTukaV2PnFasbSVAdMGFo4hwPRZQXIDdk45J5G26dYyv5qoouaJjEwoBgojFIknhCRjsIIUkOPywnR1c+6VKfzhyQa8/qeGXN8rjjZOxF9O77XKWBzRQARPcVjOmKmi2OZx87xBq1Pc3PhEBo++0pTH70rnio4O0hyGXL/3KnWRQ9FgVCY8w+R7whSUREt/jdOOM3LSXOW9EpE6FBVHKCiSwdJQjOgeGcxMeycbaSckc3L/JK5pHSVOXEpywhT5Y0hxe2eu8Hk0FMVfEiZCmGKfvAcrzFkvTmgjVaBuCchMkb1xEqde34QH/tSU159K4TGZGD+9rdmXmX1amZRqpc35ydz4QENefq4x/7wvg7Olb0u3l08Sk04q7I9QXGjGCkmmMrGoyn6I7G0hcr0x9uizpL8P+aS/LDLjmml/sSDzzAQuuKMBT0uf/+zViZzcsoJKSy1rZpX+3uKioXwu6Hd3E/76x0yevc3N9WdEsUpfzO72m/ekCHRwccqlafzh8Yb88/EG3Hh2PC0TwS5haqY+hzOKFTLO5Phz7ubNP9/OI5efRM+mKVixY37EMaQqZpLNQa4eAssnMvm7EQycl05hxolc178T7dPjDjKuXq4CKqAC5QtYyj+sR1VABVRABQ5C4NKd15qTKuavy9v5tMqbsWVyHlNm39x91XyQZH4j6UvZpkuqznoNlGY361a6c4APrXdet3bntqJN2fYnVZSpisev3pnP/JWFO3ertRmyM/eub4PtfFrvNp3rXYu1wSqgAvVQwIbFnkXLcy/m9Msv5P/ZOwsAqarugf/e9Gz30h1SUgqogAhIWdjd3d1+fv71s7tbsTvAQhBRMFARUZTu3u6dnvmfO+ysyzKbLLFwH/fOve/GOef+3nv37dzDezOsWwYtLILBLwtWsgAXUJ6RulZxLDaszlgSjBA2r4dyt0+WvkIiJHoIBV0Ubs7BVZpPyFQm7f14vNHbNqtSQ74yJsax79AkjhufzOjByRw9KoEThzppW/XdRDUOyow90UGn0UmMPDSFoYekMHJkKqNGbRsPGZbKoaekcvK5qZx3fhoXnJHMOYfG0TfdLAtwRN0McT7GtIun3/Bkhh2czMEjtpUb1nVIKiNGp3Lwsamcc24a54tz67zzU5gwxEEr2xbR2x5ddZKYiWnpZJ8JyRwhC8hjBztItbC1PVYbcW3jGXl4EuNHxNIvw4RT2lDXFhdLx/1TOPnEFM4cn8KhhycytLOFljFGXT0r6g3smbF0kWNy6MhEhvS0kWoC/R/lK/DoRBPYEwiIoyuxbQKDD1NzVyoXnJ/KueekMnZMKkOHpzJSzW2SnnxOGudI3XkXpHHusUmM7W4n3WHUSMDstJLUNZFhY5IZclBKjfNyeP6MMl8PPyCVY49IYHgHM6mOKmriHWTsk8hRRyRzgMitqb8qP3hoKhPPTOWc81I5/8I0zjguiTGdraRbRd62E7IUNmUwMMU6adknhWNOTuUiuScormefmsoBYpeyT92TRss941jhfa6qPy2FUw+MpU+qmfpM8ex2m4Jqwd52ML0POIzzD+7F0LZOYlDPbQXw+oOoFio22PSQHzzZbFr0J3OnfsGsj99k0kcz+eSPMlx9xjH08HGceWBbOsQ3T3IN5qE7aAKawE4nIH8C73SdWuHuS0BbpgloAk1DYGyFmHkVaUMT9dRRpM+BkUxFqhxbz1bkldNnmeRPklif0FcaJUtU4Sv1sR1xUEXfvyvS2pKvKyp7V6SNSYZW6fRPlXxDslWfYKoqryEy9oS2R1cMQj0RV5HViSagCWgCexoBO4YpiVZpdlLiq4wtZFTZqSMbk0BsWiva200klhWTvSmPIldNXqsAnrIc1ixaR0FWCWazBbPZEBvq0NEsqk1iZSz7nNiKyz7pxmffd+P1OzM4o6eFlHq9qslKfMdkxj3emUc+68Y3X3Xlyy+78sUX28avpnfjs1c7MOnSDI4Vp027Ng7iRHttweywkT6iDRfc1ZXpX3fl66ldo8r+QvRO/bwzX7/djhvPTOegjnF0SzBRdQhGVEV2MvdP59iXu/LWR+147vokekgne9W2sfG0Gt6aRz7qwvP3ZnBBXysptSwuU7lZiWmbxIhbOvHYJ935TGy7Y0IM+9X0w2NU38zE98vkyBs689mX7bjp5Di6m2mmi6/Vx6b3dwIBraJZEbAS2zGRziNbc9p1nZk8pSvfTOvKl2puk3TSva25/vAkhvZwkChzFHVs1tQ4Oh7VgTuf7sp3M0RODfNytLlalU2b2Y23nxSdw+x0Tagye7ZKpt/xHXnnwy7MFLmqbU3x62+68t4L7bnrpFQOGxBD6xSZwCJ2VxEZKdoxqQlrWiwt9s9g+GkdefoVsVvsUjare9Lnb3fi7WsyOfPQBNq3s2GjOW+GGG8hLjOF+IxETLK3JSi3lopb9hr1GSyFvNlMffA6Lh1/OIcfdxEXPTOPT30HcvJ/L+TGy0cxPM0g5l+ljVKjO2kCmoAmUBMBPb3UREaXawKagCaw/QTq4wCqSUttDohLpNONElVQTqt3JLNcYl3OrnhpEwkbI5lGpkqv6lqsPnZyXNRIfY3s10htu2c3dY5EnLD/3T1N1FZpApqAJtBUBAwMQ8VGyrOmYG3dmQG9bGSULmTua5/w2czl/F1eXV4ANv/AvM/f5+lPFvDzxiJsFlNYd/WWzXnfJE47iyyc2iXarEb4rY9GfQYk62aGYWCWPlbpq/rXGm2G8JP2ok+6UR8dhknsEfm1yo3oFvlWi4HJBNKtbvnKfmloln42kWFTfdl6kyYY0saq2ogdcvjDclX51i233TMMI8xGybZLf6t5i13Uc1N6zWKTGrtF9a1nP91ME9AEmh8Bdb2bZG60yDyjrvmqUc3LVqlTc5tMK3UPzgBD2qt5q6qchuRtMmeF5zuRVTnfGQbKRlVXH1mqnZqTzTInS1d2+FZpaBVNYr8hc7iaS5U9W9ktY1TzvkVYSZPw3F6lZ/PMCmjDkEE3pfVBH5RsYvW6lfwmcksU5/W/kDftLd68bxKvvvsLs/ND1PRfhaTLbhS0KZqAJtAcCchtpDmarW3WBDQBTaBZECjeDiurvuYvmhj1e1rqlYXPVlSqfMTZNbSirHqSUKWg6tNiVYqbRbYuNjUNorH9apLXnMrVOfGMGKzOEUlQ582XKqOjJqAJaAKNIrBXdErAktqFgaN606edF8/cj5j2wYe8+cF0vvttLvPmz2febz8yd9YnfPjJdKZ8v5gVLjPl2GQRTFZ31CsRJdkrUNU2yCZeR6tN1Q6pq4f9NTWpqXyH2KmFagKagCawCwk0+Xyn7qFuL5tXupj/axm/zy1nbiPjL7+7WLDMR5EvRKDJDd2F0Hcr1RawtaDtfkMZ1rMP+w/cj/3670PfzCJyf5zC5Dc/5pVP/+CP9WX4dyu7tTGagCawpxDQTq4dfCS1eE1AE9irCVR1Ku0IEMpRpZ7qUg6uyCsBVX62KLtbYvWwPU636rJ25X7qrlTeDHSrJ7XUsmrVqM6Jiytsv0dSdd5IooMmoAloAppAzQTMmK3t6H3saYw76QBGxf3N6sn/x/0XHcfEMYcyeuQhjBo9hpHjTub4h+fyTklfTj5vDIfs3wWv108wGAr/tkXN8nWNJqAJ7GkE9Hg0AU2giQj4fbA+m3fvXcXRQ5cyZtRSRo2RtCHxUGk/eikHjV/Dabfk8mteEFcTmafFVCNgTYJ2R3DaaK20AAAQAElEQVTabU8x+YdZTJvxLd99PYXP37yb+y9Jp1XWdN658WnenLmcuUXV+updTUAT0ASagICpCWRoEZqAJqAJaALRCfSOXlyvUuWoUA3r8yfgSmk4TuIwiXMlqnCLfNwgsaagnuypqW5Hl2+v/B6NFFB1zCWNlBGtW4R5tLrdpWyFGKKe3lLnyK2S10ET0AQ0AU2gPgRMMZhaD6b/hFM5/7ozOH1sF7rEFFNUWEhBQSGFxWYc3UdyyMRjOeuYQxjWLYnMmHhCoTSS4h3EOeujRLfRBDQBTUAT0AQ0ga0IqCe5PF6y1rhZ7Ssnv7ic4gKX3HsbEAvLKSgqJ5DjZuEKH8V+CG6lRO80HQEDzHYcsfEkJSeRlBhPbHpX2vQ/mKNOGMfoXk5Sc7/lh7+W89Na7WpEb5qAJtDkBLSTq8mRaoGagCagCRBxegxoJItOVfrNqZKvK/uDNNhf4nsSVbhfPqrKqvo7XG2kbnuCcpqo/r3URx1xUEX9TxVpY5Kqv6dVH53RdETGXCCVf0psqrC7vQZRPdVnyOCqxi6yr57eUueIZHXQBDSB3Y+Atmj3JZBKRt8JHHHZdVx86bmce8oE9unejZYt9mfwIadzxmU3cMvlp3D54T1payoHtwmTLZOURHFy2XbfUWnLNAFNQBPQBDSB3ZaAIcuVMU469oljv9aJdO+SQJduCXRrSOwq7SW26hnLsAF20uSebN5tB7yHGmZrSebg4RzUtxW9WM3aTZtZmlWun3RHb5qAJtDUBOSu0dQid7A8LV4T0AQ0gd2fwLQKE0+UtDGv1jtU+qnQWGfMpapzRYzIUrvqia+Ic+osVbAdcXlF33YVaU2JGn9yRWVVJ1tFUb0T5UiKOA/Pq3evrRtOrNiNHJ+K3XASeWIu4pALF+oPTUAT0AQ0AU1gCwELpPamx6EXc/EdLzP9mxnM+eVTPn7rTm454SAObh9LfKiQfFm8KfZ6MJJicDhMyHralu76UxPQBBpHQPfSBDSBvZOAxQJtMzj51o5M/qkb38zsxswZXZnRkPhtN2ZI/PnrDrx1XxqDU83E7J00d/yoQzWpCILFhtVsIwkTDpMJk8lAb5qAJqAJNDUBU1ML1PI0AU1AE9AEeL8Kg3Or5OuTVU6h6ysaqtfLVWRrT6rVKofQ1xVliRVpJHmhIqNeh1j19X0VxfVOvq1oOaYirSkZXFGhnGvKyVax26jkpYpe+0naUNv7Sh/ldJSE19VHtfhPxX6ypFWffpPdGkPkSb3fa2yhKzQBTUAT0ASaMYFy/MWLmPvqw7z22As8MWMDK4MJJKa2oE2bNrRr14pWLVNJiXdgxYdRup5lPy8iN2AQN7Ar7VIcpDTj0WvTNQFNQBPQBDSBXUbAMMBiJj7FSqt2NrnvNj62a2OlZZoZhxmMGp0xNKtt1xnrg8B6ln70NO898DB3vvM3P29wgxwuom4mKM2joNzFGmKwWG3EWw0M9KYJaAKaQNMSkNmmaQVqaZqAJqAJaAKoV+FVfWWgcrDUF8td0rCzRPUU1yOSNjZ0qaHjy1KuZEvCJCBVYmNCxImmHE61OYUOrxAe7empiqp6Jx9KyxUSVWiI7WqMEQeZsvtLJaBaVK/xi3A5rlpdtF015ojT7KtoDXSZJqAJ7HIC2gBNYDsJeAiULuGP1+/nxf+7m1uemcn0BVmURpW6lqzVS/j1pxxKHWl0PaQXHZMdOKK21YWagCagCWgCmoAmsEsIaO/KdmIPEApsZvUXz/H+vXfy3wc+5/1f1qJe2RKIIjlUnod78QIWrS9gkbkNaWnJtE20R2mpizQBTUAT2D4CJtg+Abq3JqAJaAKaQFQC6pWBEafJTGlRnyePnpF2F0tUQf1+knoiS+UbGidIB+UokwTl1FFpJCqZR1bsqDZTJd8QJ5w0DwflyIvIVnaHC6t9qDFHxvNQtbrG7CrbI69ZjNiunE21yVIOLjVG5YxTx+PGWhpHnpy7X9oohpJEDUpmZMxzpcUPEnXQBDQBTUAT2OMIxGKKa0uXQT1olRigbPp0Zs5cwi9Z1QYazKJgwQ/M+nYen63dh5iWAzlycFvSnZZqDfWuJrA7ENA2aAKagCagCWgCjSXgAEtruo08iF4D02HBZ8z+7Ae++K2Ism1E5lG04js+/2Ay3/yWT0niAQzp14X9Osds01IXaAKagCawvQRM2ytA99cENAFNYI8ksP2DUg6ZQ0RMgUT1CrzZkirHiHKeKCeJ7IaDcjBdKDn1G1cXS6rCyfLxrsRo4TcpvEGiciCpvpKtDGpf1X1RUaKeJlPOqIrdykQ5ZZQOVaCcP/MlE802ZafSo+xT9qi8NK0M/6vIqVcfqnqlXxWpfidJZopEFe6Rj+19VaGICIfqtisn091SU902ta/Kl0mdGqM6Dup4ROMhTcJBPTm3IpwDxVAxiYxJFUfGpZxmasxKZmN/H0zJ01ET0AQ0AU1gtyZgw+xsRfeRIxm0X0tal0zj1w+e5ol77+bBJ5/i6eee4+nHH+LJ/93Dnfe8xRtTN+AaOJ79Rx/I2K6xJFj1fxcPH95m/mqoZm5++BDoD01AE9AEaiOwN81zNY61NkC6bisChimZNgeNZcjoQRwQv4RN373GCw/ezT0PP85jzz7LM0/L30jPPMEjd/9Pyl7myXfWspJuDDzhMEbt24aesVuJ0zuagCagCTQJAe3kahKMWogmoAloAlEJKIdKV6mJPPGknFjKeZIrZervaxWVg+k52VdPJikHy2GSVw4jSaIG5bBRTxopp5nqq2REotpXdarjs/KhniaTJGpQOoZJjdIpCdFsU3YqPcq+yKv5VNtIrOpwUvVKv7JF9XtHGinnnrLjVsk3ZVC29xOBynal4xbJKzuV7khU+6pc1Sv+dTm4RATKMXmsZJTjTJIwk8iYlNzIuNQxUA6u+shUcnTUBPYYAnogmkDzJyDTuQQkhkIhJNQ6JJMljVYHjmPYuMFM6FSA/6/3mfL4bdxwxeVcdvHFXHbV9Vzx3yd47N0/mJuTxv7nHMWEI/rTXxZwbM3JxxUM4nMHKC4KUFQWpNwnbGolE60yRNAfxFsWoKQ0SKk7RPjVRcIhFAjhLQ1QVhygSOmoLao2YoPbK/2lnxyqaMr+LZMGQV8Qt+itU3aF3jKX2OkPIeaqU+FfWVFyhpwkfk+QEukb5iNpbXpKxPZyTwifyA+KbVFEbl0k8oPeAOXCp7gkiNsPMuyt29SwFxIFARmE1x2kXLgpGyttk/1iOQ4e4ehX7epjSw16dLEmoAnsIQTUfCPzZVlJADXfqLlezTcyTTfZANW85PcG8ZQHUHoq5ySZO4tlXnLJfOoTpRIarDMsW+z3uraVrfSoud0j9y+ZFmuc2w2pCQWCuIVBaWGg7nuStCuRe4Zb5Eq3Btvc3DqEhI+yWU4VldQQHVg6Dme/0WM5d2Q67dxzmPvBg9x/3VVcfcklXHqZ/I106ZVce9tjPPjaj8za1JGMQeM5/eJDGdolhYQapOpiTUAT2P0INCeLtJOrOR0tbasmoAk0RwLKcTJODFdOmXskVQ4XSSqDctS8J3snS+wiMdrvRUlxZVBy1Cv3lBzVt7JCMqpM6VBtLpF9pVuSGoNyUimdyrGmnFER506kg3LkRGSqNqp9pC6SKoeTcpapMaj2kXK1r/ooOyJlTZkqB2JttquxqDEp2xR/1b4++lW7/aWhOh5qDFXHpPKKx0VSr5yXqq1kddAENAFNQBNoPgRkpT/gprykmKLCEkrFuSDrZTWbb1ghvi+9x57L5fffzc0Xj2Jk9f+C3O9ERl55F3c9dBO3Ht2LoW0dNcvbHWvUStb6XH54aSXHjFzG6Ouz+O9MN8UNXoH0kvdXLp/dspwTLljL2c8UsdyrBuyjdFU+X16+givHLWHEocs4dMwyxo6NEkct5ZDjVjLu1o28+HkBSzZ4KFIiaokBt4fsmet49pZljBD7R42OIrdC1+hRyxg9aiW3PpzF53+XsqhAFjprkR32ghbk89u7azlrzDLGjVjKoRWyqtgfHssYGdfoQ5ZxylXr+N/H+Xz7l5uckmBt0sN1vsJy1n6+hlvPWcZhJ67jpV+9rHCFq+r4CBDMKmbD4my+fmMttx+2jBPEvlFi5xiJB49fyfGXrOfNb/OYu9HNuvI6xOlqTUAT2PMJFJWTN2sN15wl89np67h3pofFBaEmHLeX0twS/vo2i4/vkjn/5KUcInOymvMPOXg5Rxy1hkfezeXblW5Wb/tuu6h2/GudD3dhKQt/zOazB1ZxyxlLGaXmXYmjZO4dN24FNzyexdu/lTJ/kx9fVGmq0EPpslwmnbmS8w5awmiZ02ua1w89ZCnjjl/JCQ9u5uWZJazO9isBe2BUlIP4XaW4Ct0ES9yUyx9HqrTmwaaS1uNQJt5+H7fdfys3nj6SEfInk62yg5mY9iMYfdl/uPW5u/i/6yZySvd40uyVDXRGE9AENIEmJWBqUmlamCagCWgCNRLY6yuUQ0Q90aQcLuo/y0WictSoV/u9W09CSs4D0lbJUX0jclSqypQO1Uaa1Dt8KS2VM2p/SZWcSEyR/YhM1UZ2owbl/FJjUO0jfdV+bX2iCmpEodIRzXY1FlWubGuEWNTxUGOoOiaVVzyeF4F1ORClyTYhwkYdv20qm6BAyVU6lI1NIE6L0AQ0AU1gDyRgjoW0fgw/7kTOueAYDuuZQts4NXXWNlYHsW370mfcCRxx6vmcf/EVnH76aZxw7DGcfvHVXHzR2Vxw5tEcPWE/ereMJbY5fsOKFQZeH2V/FTH382KmfV/OBjcV/5+7NjYVdcpR5iln7Z9FfPJRETP/8bLaFcIcrg7iLfGw7qdifv65iPm/FfLbrwX88kuU+HsBf0wvYM4b+bzyfC5PvZTHs58VM2e9n5p8NOH/kb+xjMVzi5g/r5Df5xZEly365op8Fd94LY8Xnsnjmady+eTbclaJMyrq0qVa4fN4yVlZyne/FvHzfLFd5ESz/dffCpj7RwGfv5nP62L3c8/k8Or7hXyz1EuuRwkKw9jmI+TxU7q2hLnfF/HDt2UsyQ6Ig3GbZlUKArg2lfDHVzk880wuTzyVz/Mvic4fCpg6v4Dfhe2vEv/8qYBpb+fz0nN5PPVYLi9Im+8Wecnz1WxLFSU6qwloAnsiAa8f9+Yy5sh88/N3ZeIMClDobYo5Qe4f64v444Nc3ng6h6efz+PF1wt46wuZ02VOVnP+H38WMOu7fCbJXPTckzk891wuk392saYoWOu9xiBIsNTF6tl5fDxJZD+bzwuT8nnjU5nv1Lwr8XeZe+fMKeCNV0Tv07k8J/H1L0r5c4MfzzbHMYCvyM3S74uZvVDueb8U8lsN8/pvSu7XMreKvpdlvn3x9Xw+/MvDWrm/bSO2WReou3USmYMOY/g553D6Uf0Y3TkB8VnVOCp11phiW5HadwyHHHkSp50lfx9ddQ5XnnEcJ558JiedcBVXXnoB551xyTSKNQAAEABJREFUAqeecDCHDGxJut1A/Ymk+qI3TUAT0ASamICaX5pYpBanCWgCmoAmoAloAprAjiOQdtYdI9LPuvOsHadhJ0rWqjQBTWDnErCkQNuxnHbbHTz+7M1ceXAbeieLg6dOK+RrU1w72gw6kZMuu4fXX3+D9z78iNefeYRnLhzLif0zadnMHuCqHLIh409NpNfwZC4da6WLOKQKfnOxTBYe1SPMle1qyygn19pyli908c0GC236xTFmRCxt1bqZ6mc2YU8wk2CxyJ4Nk8WO1RotOrBKG2uRj7+mFfPsI9nccs8mXppewp/ZQXxB6V4tKPNNdjPOOCXbKrV2LFFl29mi00LRSg9fv5jHc3ds4GFxdL3/q5uN5VGW3QwRJwqsDjNJWMRpZ4MabbeH5Vv8QTZ9W8KnL2dz/0NZPPBGAT+t9FFIDZvJwCz2xydZsCeZibEZWJReom1+/Hml/PPFJl55ZANX/K+Qh5938eVcyJcxW6zCT9LIOC1GgF+nlPLWw9k8cstGnv6wiJnLfTU6DKNp1GWagCawBxGQ+cxkM5Mg84052Uycmm9MNU449Rx4ENfGQv74YjNPXbuJe+8s4JVPPXyXZcVvqTon2WSONLHqpzI+fTKbh29Yx33ihH9/jgvxReGvSZvfTd5icS49nsWj9+bxwvsupq21ULyVbLvItuKSuf3nt/N4+d4N/PehbJ76soy1MreHX51bKd/AZDERIwwSsYDJhlHjvC72yz3JstbDH5PzePTBLO56s5hvF/tqdczR7DazWNyCTkddxWlPvMzr143j/P3TcUhpTcGorHAKy270HnkSpzzwMg+89gHvvj2Jd957iHuuP5kT9+9Ej2QT9sr2YKA3TWAvJqCHvsMImHaYZC1YE9AENAFNQBPQBDSBHUDAwNQBeDXtrLv+0M4uIaGDJqAJaALbTcBKYoadngdaSYr1k7fOzd+rA+S56yc4RIDcFW5WLvGRLa6gLm3t9O9kRdYRwwKUD0yaUNYmhoTjM3jknU58Mb0rn3/WJRw/k1TFz7/swmcftee9p9L4v7NtHNROlj1/KefVF/N54oMiVrlDNSwshvC6ZNnM6uTk29vy7Oci+/MufCFRyQ1HKfviM9H7YWtevD+RS8aZ6SzLqos+KeT1h3L4aqGPtVGcaGoAAV9IFuVMdB2fxnmPd+TTKV34WtlaYbeS/7no+uLLjrz/agsevjaGE3tBwroyZr6Rx3OflTB1qb8G25WG+sQQrtUlzHt1E48+W8LzP4WgpY39jk7m1vtb89Innfnky65bxiy2fDWlAx+/0YL7/xPHyQNNdCl3881TObwxqZBZm0MU1zDW+lii22gCmoAmECYQ8sKmHD57NI8Hbyvl/XUBPF3sjLgojesfaccr73Xmqy+6oObHL7/qxKcfteHZ/yVw4VAzvaXv/HdyUU9dPTqtPPwfK8Iyt/rwk/t7Id+/mcebM3xsiHMw9Ow0bnmyPa991CU83ynZn4uOz2R+/+DlDO67yMm4dkFKfy3im/cL+OJvP2uq38tk+sQfxGV3YDssjf++0pHPv+kavh+p+5Ka01X8Qub5yR+1441Hk7hynJXeeFn8Rj7ffVPGPBfU8pDuVqPQO5qAJqAJaAI7noBpx6vQGjQBTWAHEdBiNYHmSGCoGK2+VjQkqj7Sba8IU2WUDWGj2kuXvTMYhPrJyLWzSyDooAloAnsPAZPFhkn8OUYIcbwEMYW2pGzXZmBPtNF2gJ0OiSHM2V5+WeRlXX6wHlKljc/Lqt8lrjcwOsSyb087/TIlb1R0V14uib5EC7G9Yhl7bBKHHhzPmLEJ4ThWUhXHjE5g7JEpHH1aKmddkMY5x8ZxcKcgwb9L+PJzWbBc5mO9r0JmtcTvNzBbrfQZkcjhY0T2mAQOlajkhqOUHTpW9Ir8085M4+xzkjlvgoN9ZNFy5dRiPvy6lJ9WRHdEhSoeA0jpHsOA8clMGJfAIcrWCruV/DGi69DRyWHbzzgrlQsuEDv2M9NiYzk/f1rE1zPKWONB+fpo8Cbs8JWybE4BH75XwudLTfg6JDDy3DQuuDCNs85I5fTDRN/o+C1jFltGjUvhiJNSOfMcaXNuAiccbMaRXcacqSV8PM/DxlI5cRpsiO6gCWgCu5DAbqY6hD+7nKUzCpgyuZzvc82k7Z/M4eKEuuicVM46PYXTjklk1KEJqPlx9KgkJhyRwhlnpXHehamcfXw8g1L8FM4t4sM3C5n9t5etn3iVewseNswvZ+63Hv702Egbkshp56dy5pmpnHrkljleyR4jOsbK/D5Rys+Ruf3cE530wsemH0r4dI6LhZsrJnGqbFLkjzVj7RrLiCOTGDM8nur3pENlnh8v94yTZI4999Q4Dt/PhHlzOQv/dDNvYxCPyKgisVFZIxSUezkSJZVp2aRu8OhNE9AENAFNoKEETA3toNtrApqAJqAJaAKagCawOxEwtnJ23alfY7g7HRxtiyagCTQ5gVDAh/J5yIoYIfkIGUjaBF/r4iykdXEyIN1CqzI/P/9ZzpIsfz3s9xMoKWfRTz7WFNrIOD6JAeIs6yImSdiqvxEIEXQFKSqobWVQBhQXR5shLTnlghY8eqmdEWk+iueV8c73Lv5cH72vId1CwRCu4gBbL5RSbbNiTU9iv6NacN0jiZx/oo1Oshj6zYeFTP2pnM3SOihxqyCy1b7fHaS80K8eAFC7NUQHKb3TGHlFSy69NIlz+hkYPxfzy6clzN4QJC+6+TXI2lIcCgTwzM/j52+KeG2uibIeiRx/WSav/rcl54qjrXOGBfOWptU+HaS3T2XEaWmcc1M8E1qbMOV4mf5rOesLG2FINel6VxPQBPZmAi42LSrly0nl/JhjwjEiiauebsdt17TkxP3jwq+oM6i+WbC3TGa/01px+bOt+L+rYpmQ4mXtu3lM/b6cn7JDyG2iolMI/F5yV/lZt84MPePoPy6JIw+Io3NsRZNtkhjS+6dw3IWJTBxsp2MgyF+LXazKjXIvE+MMmexDniDFtc6HJkhMos8hCYyfYKe9PUSR3AeWbwjg9YuNbN8WwiT3cHUfN7ak4Rv89snUvTWBvYuAHq0msIWAzNZbMvpTE9AENAFNQBPYCQR+EB3ylUJW5ah3VH3YS7ZxMs6G8FHtpYsOioB8NdRPdikQOmoCeyGBOZP/x14RP7uPOZ/dz5oiEzmxPciy9mSTtQMFlnayOKZuHzUc/PoUm60YreLZ70Ab+7X3k/9DMYsXeVgrfWt1h5R7KFpUzOyVfjaIjIP6x9ApTRYkpd/2BQNH2xh6T0jisO42epX4mD+njH/W+8QltX2Sw71tNizdUzhobCyH7y8LlUtdrJnvYXkZVH+zVbh9gz7U1+xYug+MY/zRdtrEBMja4OanZV7yGvwEVYig38OKn1z8NS9IttPJkcclccbR8bSzgKk+dsXHkDEghbFnJHDG4XaOaQni08RTn766jSagCWgC1QkoR0xBOav/LuWT30O4esYz5Phkxve00clRvXG0fQuW1DgOOjyeMUPtdAn5mPeHi2kLPbhlOq7sIXp8rhD+oEHiPk7adrIj01cNTv2KXhY7tEvj2Ds78Nhb7Xnx7ETGdJTJsqK60Um8mYR4I6zbZoDdasiXWYPt2fzYyLV2ZbOtE1m2XnJf78myNevkPn8vc6bcs3f8XVPt77ft4an7agKawN5NoF5/E+/diPTo9yYCeqx7JgFHu+4kDz2K9LPuDOmoGehzoPmfAzJTvSqxxqCdXTWi0RWawB5LYMUfn7FXxN8/ZuVfU8lzGZTaO1JiaUmRpTXlplQ5ttu32IZauosRp9IQBwP7gGVJOYv+dvN7dghfUMRHDSE8mzysFufTHzlQlmzjgH1sZMaborZueKEFa/cEhvS3Myg1SOk8F6tW+VBPW9XqeKuXIkNaxdKlv5Phw8xklvvIX+Vl0cYgrhpeiSgdGhAMzG2c9BwRQ/92BrZSH7/KAu6mBv8Ylg9foYs/f/KxaIMZa+9YRh8cy8EtTNR/s2JJS2DwMSmceEICJwnPVrEGUZ5tqL9I3VIT2AMI6CE0kkAoSGB1OSv+cTOv0ER6nziGyrzUReaV+kuU+b13PAMOimF4Woii5S5+/81Fljf0rwizmZhkE0nJIcyFXrJXuVlTHKC8SpN/G0dyBliddB6ayNjjkzh2fwfdU82Ryq1S9SS0IVU25bXaqqbaTsBH+Qo3S5b6yQ+YSEi10CHThNXCdm1Bw0KpOYMic2tK5F5eau9AVn4BK37/lBXzJrNX/F1T7e+37QKqO2sCmsBeTcC0V49eD14T0AQ0AU1AE9AE6iLQbOuNitcYpp9156NJZ92R1GwHog3XBDSBOgnYnAnsHTERmyMes3yLM4W8mEJ+zCEfpiZzV1hp2dtBr/42Mj1+lixy8/3fXty+aCuKqsxL7ho3f3zjZ4PXSmx7O707mkmy00SbWeQ4aDvQRvc+IXG8uclb4Q//LlfTOGgMYjJttOtpo0V8kJJCH4vW+nFVXWQVCxod7FbsbWM5qJWZdl4/Cxa6WScLtA2S5/fhW1/G3PkBVoWsZIyMpW2aifgGCQGTyULb/in0HZHKgIExtEkwE9NAGbq5JqAJaAKKQEjuOeuWeFi5LEAZVnq0tdGvtYWgui2oBvWOMaTvI477USbSstxs/snF8tIQRahN3ejstJT5uVOnAO6v8pj2UjZPTynkN5mni1WTpopGbYK8lKzK59spRXz8hY9Ndjututjp29GE3VJbv7rr5LsKJgJyL5f7uLqXy33dIo69vePvmQSijbNuarrFTiCgVWgCzZKA3DWapd3aaE1AE9AENAFNQBPQBOoi8J18177aR/D/CifdUftPtNQlSddrAprAbk3A6y5h58ZdpM9VLOMsJRCEoGGTaCFgWAmynSttlUfXgLZO2nZ1cEBsCNdyN7/Mc5FV0++OhFxsXKzahIgZEEffMRLjDRIr5TVFxkxSCwtp4ihSv1ziKgtQ5oaQTPBNIZ0EC4npVtoKQrs7SF5pAF+gSSSLEDPmBCtt2ppITwjhy/eL7SEa9JpAf5BgeYCN5SEC8VZ67uMQh5xZZG8b6mJiMhuYLRIlNcmhloDeNAFNQBNoGAGZfENByvKDFLvETZNmp3VbKx2SQM0rDZNlJSHdRtd+ZuIJULbex+bCEOVhIYZ82mi7fyKHnJzECfvJnW5FMS/ek8WNF6/l7FPWcMnl63nq4wK++auEZctKWVPgp1R61RmUaJkHHQUeXDPyefTadVx0+VouumjrePEla7nw3PVcdkMed38bYEHrOE6/OZ1TD4uju8iw1amo9gYhDLl/mwmq+3g42vAHAnjVvV7FveVvmyrjrJ2YrtUENAFNoGYCppqrdI0m0AQEtAhNYDcg4F67hIIfJpMz6XZDR81AnwPN/xyQaeVsibWFiHPr6NxJtz+mHVy1odJ1msCeQSC9bV/2hpjRYQDpbXoTawO7PxdHsKpMoO0AABAASURBVAhnsABbSC3rhZrmYFodpLSLYWhXg5gcD8t/K2dVcYiy6tKD4mnb7GL1Mg9zc820HhTH4GExtDBXb7i9+2JHnIm4ZBOGIQ4iXwhXUzq5HGbs8VZai90Ob5B8VxBvsIlYYqDeZ5XYwkRiXAhDFoW97lDYyRWinpvY5BbHW1bQwJJkoVcbG8kOkRulu+ITcPvJX+5ixYJy/vzLxV/V4p/zXSz42836vAAiNooUXaQJbAcB3XUvIBAiJE4ud4nMZV4TyLyUkGQioZEjt8eYSWtrwWkL4ZVJqaA4iMdLxWbC0TGefhPSOOOMBEbua8Wx2cOy7/P4+J3NPPvUJh5/PodX387jgw/y+OjTIiZ/W8b8lR42lwRxy22qQtC2iTi57PgI/lPE129n8fxTG3n++U1bxeee3cgLr+Tw+ielzPk9xMZ4OyOOTOCAvjbiQM3wbM9mEseePVgSvo87AgXh+3pCbCwZ7fuH497wd031MaI3TUAT0AQaScDUyH66myagCWgCmoAmoAk0koDutsMIaOfWDkOrBWsCuzeBg0+6n70hjjjtSYYddyedkoJklvxKS+9ftPYsJNW/Shbb6u02qeNg2oht4aD3ISZa4sX1u5ul6wLkVFssDAWClK9wsWS9n7+x0qW9nb6tLHXIbky1CatdFjodYBjB8KsEy8RR1GR+KLMJizi6ZI0WvyfIptIgniZ7kssAw4xDhNtNcnw2BXCXy8IwDdjUom+Wlw0eCMhicPt0M067yI0qwkvx6ny+vGwFV4xdwvCRSxk1eimjq8SDhy1l3PhVPPh5OfOa9H1fUQ3ShZqAJrDHEZC5LCRzmXIiiaOLIOHXFErSqJEaJgO7OO4t1hD+YJBSN9WeprVia5nI0PPa85/72/LO46k8c3sspw6zyp0nxPJpxbz9YB53/F8eN1+4lnPOWMWoazfw0NQSFhYGa7UphJpLI9EkbSP5SFqlrMyH51d3+D8JrC1ompuEOeQlw7eI1t6/5X7+J5mlv9KjU3sOPvUxDj7lkb3i75qDq/39xh666WFpAprAjiegZuwdr0Vr0AQ0AU1AE9AENAFNYMcR0M6tHcdWS9YEdhaB7dJjj0lib4hWiwVnYkvslhAWWbuzhlxYQ2AOiQeEptpMxKY66DMqln4tDVKyPPyx0seafFFUqSJI0O1m+W8eFm8I4e/koENnC50TKhs0YSaIW72isDhISI3ZDFazEV6abBIlviDeMj/rRHaZxSDeamAxNYlkESLMAn6KN8jCbQGE4kS2DcxSU+8gtqhXDCq/ljkUQnyLSFJD9xB+l5+cheUs2lRGcV45uTnl5FRGF0WlHjau95JdFMQVqEGMLtYENAFNoEYCBhgmLDIpWeyAzFEmFSXbqCATmt8XIijzkckwsFlEpKmaJFFgtdtp1zueA8akMuqYllxwfVsevrst9/0ng2suTGLioTEccQB0d7jJ/6yIN+7J4pFHc3j3Hx8bxXFWTSIEQngMG5YDUjjjxjbc90h77ruv3dbx/vbcf4/U3ZrGRYfb2S/RzdQXcnj5vWK+3Sz3JrF5G7kNKDDEQ2gNubHK/ccadIXv6w6bDZvNgc0es1f8XVP9b7cG4NNNNQFNQBPYikD1W8dWlXpndySgbdIENAFNQBPQBDSBCgLauVUBQieagCbQEAI+PEW5FGZnkVPqQ3wC9ewcIOAto6wgh6zVq1m7ahWrVq2VmEVWbgmlHj/+ekranmZBXznK0RE0kOUxCyoNNcxtUqd6I95K2v7x7N/NSmeTj/n/uFm2qerohGFuOb/86GVNsYWUYbF0bW8hs07JjWkQorQwQFFBkKDJTGysicRYMBmNkRWlT7kfd6GPVTI8b4yZdklmHOJEi9KyEUVBQj4/+WuCFJcYWNpZiI0zESOSDIn1Cg4TsYnCVhybNneQrOIAcqrV0NWENdZKywFx9BePY8t2cbTvEEeHjvF0aC/5lnZihKHFbsahnHn1NgK97TICWrEmsLsRMDAMM85EE06Zi/EEUa9h9TbSTOXgKi0WGX6TOHbMJMUZ2C01CDNZsGfGktY1meFHpHP5LS258c6W3Pe/TG69Po1brk/h8hNjOailQcn8Qj5+LocXvizj9/UywVcVGZId5eRKtmIfksiZN7TgxqszufFGSavGGzK54eZW3HhHBrddFx92ouV9n8/kj4p471cPuW4lSGQ1OoibS1iq+3jQsBAywK9u8I2WV1tHL97SfHLl75d16u8XSVfXJ65ayeqN2Wwo9uIRZrVp0HWagCagCexKAqZdqVzr1gQ0AU1AE9AEmoSAFrKXEQjOl6+UV/sI6t/c2suOvB6uJrD9BNRC11r+eu1uXr35eu6etpo5WcFaxcp8I/XyGcolb+k3fP307dw4ehQThx3A0IMP5+Dh13LtPZOZ8udGNnpgO/9jt+jaHYJ8TUyNoce+Vnq3C7B4bhn/rPRS+Xa7YjdFS4qZMjdArsPJiccm0a+lFesOMT2E3xPC64OQOHsSUs2kJYBJTGwSdX6R7Q0iQZxnZjqkW3BYDJpmk/PGF8Ql9gdjzSR3sJEqTi5HQ4Q7zcSkWGgrXj1beYDVBX5cIjO6CCsJHVI47JkuPDm9Oz98142Z30r8vjvfTuvM9KfiuWC8Gb+M2RcQ26IL0aWagCagCdRCQM2PBo54iWa5f8qNb/MGf/j+F2rEtOJ1ByjOCuBWc1yKzO/JJmTaq0V/9SoL1iS5Xw1KpteoNpx6dTve+TCNW8c76Frg48fXC/npDw9ZgFgrn1WCFIR8IdzlkqlSvE3WEkPrg1KZeEoqV42wkJjv4utpJawoDTaTe76ML7SclV89w32jRnHsQcMYNnIkI+uKhxzCiIMGM/rC2zjn09Usypcb8TZwdlGBVqsJaAKaQDUCpmr7elcT0AQ0AU1AE9AENIHdmkDOpDvm5066/bHCSXcU7taGauM0gV1MQKuPQsC/maKfv+SLr77n3dnLWZbrolwW/KO0rCwy8OJa9wvzX3+c5x57kkdffpv3V6zkjw1ZbFy3gHXrP+SDNx7nmaee4tGP5jF7TXkzWfSqHGKUjPqa6KBDbxvduoP7LxerF3pZKy2Vm5A8L+sXullUaMaUYefA/nYyEtTCpzRo0iALc8I/e4mftUvBL86e2DRxFokqUxPpCcqiXdZqL3llBlZZWW0pi6zqdVlNIj7kx5/tYkFugPWYyBRHYIpTjG+IcLsVeysnfbuZSCr1MP/LEpbJgrAiU11MKGRgspmJb2WjVUc7nSR2lNihrZWO3Zx07WGhTRogC9Hq1Y+S00ET0AQ0gYYTMCxkdrDSuo0JW8DH8g0+FmWHaPhDsC7ylpfz3bQAuXE2Uvs56CjOsyRlkctL7rwcPnwxi4efLuC3DQGKVPk20UD9rwebzN92iTFpsbQdnMThRzgZtm8I7yIXa1f5wk6u6v8JxVCyZD4MVK9Q5VtFaWlx0rKjk/6dTSS6/eQs91HoCRHtTYhbdd1ddkIllG5azqKVK/lt0wY2qKe56oqrV7NmUy4rFq1jrTgMm+73KncXKNoOTUAT2JMINNV3g+bMRNuuCWgCmoAmoAloApqAJqAJaAJ7MgFxNkAuWX//xHfvfcjkXzfwa3ECVosZZ61P7cjKV2gVK3/5gncffZoX3pnNDxtD2NPSSEtPJz09TaITR9Fc5n7yKk+/MJmPZi9jpax6Ne//7ywLelhJ7+6gcx8LqZs95C3zsnBTCL/8K9zgZemfPooSbaR0trNPpkHMDvlmKfzzS/l7roe/lhpYOtnIaGVBLYBuvzpZ2RQH2vplbhb87iPPZCEu3UrbFIMmc3Jle9j0ZxlzNgfZJEK7t7OS0mBQViyZsex3gDiorF6WfVrEnAUeFsM2TyUY6rBJedTgC+ArDFLmklrVTkXJ7oVBD1kT0AS2k4BhmEns6qRLTxvtrH7WLCtnzh8uclxqXq2ncOVpzylm8ZxSpvwQwtPSSfehMbR3GpgBf5mH/N+yeOW+dVx3fRYf/uFltZq/pK7u4KR9Dxv79jGwBIK4i4OUeLedM+uWs3ULPyasYp8jAJbiEDKtNp//1GLE4ExrS8f0dHrGJZCg/o7ZJsrfNVKWnpZEUqwVG2pLIrNtV/ZrG0+i3aQKdNQENAFNYLckoGeo3fKwaKM0AU1AE9jVBLR+TUAT0AQ0AU1gDyLgX80/nzzGcw/8jysm/cz8/EKcDguG/KttlCF/OZ4/pzF75o+8sjAZ54jruPjJT/hs+jd8O3MmM2ZMk/gxnzx9Lbcc2oGU3z/gm8+/5rW5+RS6grWJbgZ1sjjYzkmXfWMYnRYgVODh5+UeWdRzkb/Uwz8/hQh0d9JqoDjCrODcESOSRc7NMwv44i8PcyxWDhwVz36dbSSKru3/IivHp6iA378p5dNpBr6+sXQ70EnfDIPY7RcuFnrIXlzGtx+4WVJkEmeggzH9HbRMbKhwM2arnZ7DJPYCe46LGV8UMnVWOdGfahDV0YI1hK80KAvHMm6pV0vRIfUheR00AU1AE2gQAeVRbx1L531jOaI7BL7J58uncnhroY/1W6aYusUZbpZ/U8w335QzV9xaPeVeM6avg1hjS1eL3KNbd7HRLtOEyeMT576L5VniXdpSXcenj4KVPjYtkTlPHDO2eAOneGwqRNfRt6bqICafP/z7kGUlcv/zhQiGQEJNHXajchMYXeg07mJumD6d92d9z/fffCPsq0bJz/iOGTO+5qfpz/DoeUMZEQ+kj6DdwJGcPrQlrZMsUqCDJqAJaAK7JwGZ6XZPw7RVmoAmoAloApqAJqAJaAKawG5FQBvTjAiECAXLcRWsYuXsj5h878M8/vBUPp2VRyAtEzvxxMnSlCGxtgWqUKCYzQt+Z8niPHJsg+k/+jCOP3EUQ/v1pU+vXvTp01/iIYw87miOGLcfQ0wryV/0F9P+2Ei229+MeNVgaoyT9C5xjBoIZp+Xn38tJ2t9GQtXepm71kLvgbEcIE6u5Bq6Vy8OmQwMm4mYOHP1qq33fR5KNxTx4+d5PDWpjC/WG7g7OxktTqherWtYZJMDqdZdbU4TsVtLq7YnK7BuNxvmFTD9mQLe/8jNvFIz+wyPZ//9HLSW1jVZZxbb7bFmLLV+i/bjziph1excPn63iLd/CFDaNoaeQ2I5oK2ZFKsoaGAwiYMveWAig4bHcGgrHxtmF/Hai3k8/nERPyxykV/ixxtVpp/SfDeblxfz59c5vCRj/fo3Gb+sE1vkWJhrQBlVlC7UBDSBPYqAIXOARebLmDijYeOSuTbcwXDSumccR0y0s4/hI2t6EW89k8M7nxWxYKOXHE+4VbWPIMFSFxvn5THz2RyefamUr5YZ2ETOQYOcHNDejNWo6OIwE9s1jv69rOwb42Xh5wV88mE+05e4WF0YJPodVua30lLW/5nPJ9+4mL7aRMJAJ526WGklYqvP7SHRZYjCmDr/Z4OfQHYJ838q5vM/g2wSB1zb3jYKFUb/AAAQAElEQVTSHcaO+Q8eYmtTh5BY6kxpRbu+fenVvx/9JO1bPe7bkz779qFLTDkhl418ex/6TzyKoyYMYnCGFfEVNrVZWp4moAloAk1GwNRkkqoI0tndh8CQbu145oKJfHfnBcx/5EqyX/1PZVzz/E3Mue9SXr/iRCYO6rVdRrdJTeTe08ZF1bPkyevC5aq+sUpqG0dV+cqO+uhQ7RQXNf6qTNS+Klf19ZGj22gCmoAmoAloApqAJqAJ7I4E/IT82WT9/hnTXnyC+//7PK/9GKQkaQRnnjyaIfu0xOHxIetb4uaqyX5ZjAsWk71mAwWFNow2BzG4f3v6qseIqndJ7kK7/foxrI1BfHkuK1bnkq/eY1S9XbPbtxPTIobBh1iIM/lY+F0pf/9eyk/rAvxlsTNiv1hG7mOt96gMf4hAWYC8bB+uUIjysmA4lkmqYrk7SFmeOGUWiPPmw0288lIud38eoijOSd8RcYzsaaNtTA3q5GCGRGZpoZ/ccnCVB3FLVHLDsTyEq8yPK7eMRb/k8sWbWTzw3zI+Wyuuzo5Oxo+M5YCuNkw1iFfFPrG9JM9HUUmQgCdIWG7E9vIALjmnslYU8/s3Obz9cA4vv1fOzFIr7Q5JZPghsXRzIg5WJamB0SRWZSQzcGQS50yw0Kq4nL/ez+X/HtjM82/LYvGcUv7a5CertGLMMm5vqZu8NaX8NruAqW9s4s3HN3LH225+zTaTkGylZYqJBHsD7aihuS7WBDSB5kVA/YeAoF/mC5kv87PFXeSTuVjmjapzWvV8uSuEdEE5hraM1kJ8+1gOPCmesSMcdMLL3Fc28/JTm3l2SgHf/uFi+eYAHtcW2W6Pn+L8chbOyeWz5zbz2I05PP9tgBUJMQw7KVnuJ3a6WkHZhtosFmgTz6DBMYztGsL/UwGTX8nmgdfz+HR2KX+t8FEusl0SVVqm5ue1JSz8Pp/PJ+Xw4ncefpQZt+8RCezfx04LkWmWWDUYwRAhmbsLcvzIbSN8PyqvmNPD45cxu0p8lK8p4dev8vjogyLe/CdEeUcnB46PpWOCga2qwN04L7fIeljnpmzjT0x77mXe/b6QBS2P59QzxnDayFZE+9OnHgJ1E01AE9AEdhoB007TpBXtVALKKfTVbecw5eYzOe6APvRsm0mr5IStbHDarHTKTGFc/268cPExYYdXY5xdr4uT7Md7LubcUftH1ZMsX0qVflWvnEgNcSCpcSgHXW3jqCpf2aGcVFsNtNrOjUePQLVTXNT4q1arfVWu6hvDoqosndcEqhHQu5qAJqAJaAKagCaw0wj4CHo3s+jtT/jjl82UTriS8x++nycev4QLRnZjnxSnOMECdVij/rt6EL/fiz8QImSyY5W/n6MvaNmw2q3YTH6cDjOx8Q4cpvotKdVhxC6vtsdY6NTPQUcC+GcV8+G7ZXy5AQr6OenQyUI7az1MVCzMBnHrysl5L4srj1/J2EOWMW78ljheUhXHjZX9w1cx8YzNXHZXKZN+DEFbJ2MvSOOW81LonWjCGVWdgd0ZJOh28cbtazl/3FLGjlvGGIlKbjiGy5Yz7sh1nHxBLrc/5+IbX4iUQYmc+H8tOGl/O71jowrHLGMMEWTZp7Ioe+lKDp+wjFFjljG+wm6Vjhu3nHFjVnDkCRs578ZCHpzs4R+Lg32OTeOKUxM5YX+HLLdGl1+/UgupPZIYfkkLrjnbyahOPvillDcfyeWai9dz1sQVHCX2qHGPl3EfOmG12LKBi6/K5taHS3jhmyAFLe30OTuNO59rzekHO+kVHWb9zNGtNAFNoNkSsDoNgmtdfH//Oq46aQUjRi9jnMwbai7bKqqysUsZcdhqJl6WzdfLfZRWHbVN5rUuGRx/fQrXXuLgYEuArG9KeOmOLG44bzUnTlyOmoeV7LFjljPhiLWccnEe/3m5nC9LQqQdmMzJl2Zww5mJ7N/eiqWqbExgimGf0ckcfXEixw6ApLXlfPNkLndftZ4zT1yBumeMVfcNieNlDp5wzHpOuSyPO170stjkoPO4RC46PI4hHWUSryrbkB2LgbPIQ/lnOdx+5krGjVhK9XvSeBn/uPGi59gNnHtzMc9OD+JPdzJkVDynj4oho/bfWBQlzSwULmDjnC944ePlcv9qR/9TxzOsSyrtm9kwtLmagCawdxKQu8beOfA9edTqian3rj2FgZ1bN2iYysGjnF11OYkiQpWzSjmtxomTTDnMIuW1pUrHPaeOq61JZZ1yninnVk9x0FUW1pFRdign1fmHDoraUrG59shhqHZRG1QUqvrHzz2Cidv5hFuFOJ1oApqAJqAJaAKaQFQCulAT2FEEgmCyEErpQfsDDuOYc8/g9LMOZcKo3rRvlUCCzUz4xzRqVW/GMMWS1ro1qQkGZC1g2fLNLBfR23TzrmXzkhX8udmJEd+C3p0ySLJtvVy3TZ/mUuCwENfdyT6J0KZYFhi/9LC0xEzH4XF0yjSTRF1bCEIh/B5ZHCzxwoYS/pqTz+zv85g9W9KqcVY+P8wp4ZeVAUpi7PQ9IJHRZ6Zy9sQExuxjJTEKUpEuDssggYA6MF42Lini99l528pWen4oZNbPZSzIhtjuMfQblszxZ6dw8uHx9MowV1tgrRiX2B4UJ6dLnFxFeWWs+aOAH37I53uxtbr9s2YV8Os8DxusNlJ7JzDy6BTOPi2ZCQMctLdVyKueyACC/mD4aQf1xINXdAWlrHqz8L7TTmr/ZMaekMYFZ6Rw9Egn+3U3MJV7WPVrPr+IXbPUOCXOml3IT7+Ws0GQWzvF0GV4Csedlsal5yZz7MR4ercy40BvmoAmsHcRCIXnS69vy3yZs7iI+b9En8/C85vMKbN/zGfu94VM/6qMFfkyV20FzAC7k44HJTHhrFTOuTCJw4c76OIM4F1UzDyRPatirpw1q5AffyplaZGBs08c+09I47SzUzn9yASGtrOQEmV+BzPODnH0GZvKKWclc9y4WPq2NEjML2XR7wWEbZT5LpyKrT/87uLPYhPJHeMYfUwKZ5yUyMjuNlpYqxodIiSTrNcTwodMkJvKWPSbyIp6T8pj1o+FzP5d5li/lU4DxdbTUjhutNifamLP8nGVkvf7LH6dPJ2Zua1w9BzMUeN70iXVXhWezmsCmoAmsJ0Edlx3044TrSXvCgLKMaSemFJOmoj+jQXFfPjzAi549mMyzr6rMh5572u8POM3Fq7LijQNp8cd0Af1FFh4p5aPN688Ub7YplS2WJmVH5an5FbVc+vbX4f1F5S6KtvWlVH6lfOsajtlp7K3pnH8vmJD1ebb5NVTYacM61dZruxR8gZc90SYibJ76h9LK+sVw/tPH1+5rzOagCagCWgCmoAmoAloAs2FgAmTrTWdzruNE/7zX+44pj+D1Z+tnlLw+vEqh4hh1DkYkzmV9gMG06t7Ei0LZjN31m/M+CmbQtU/3Nsvnznk/PYTc2f8wfeFHYlp24dRfVuTKs4hqWz+wSxfGdvE0bubnaExBiVlJtJSHRw2SpxcCVJX5wgN1G+/WGPMOK1maS2rjSYbpigRrFjaOWl7UjKX3JTOE3e34OkbMzi8j5046RktGFJoWEzYHSbJbZEfTbZJvVTKYoeMGI46K4nbHsnkvufbcs0pSQxPNmQpleibyYTFZiLWkFTsI4rdJikzlHzs9BwZzxli+233t+buG9O5YlwM7ZwGNW5SZRIuzlgTKtrNBiYpi95eVdhJ268FJ1zVjjefz+DZp1K56Yp4Tulop7PVKt1swtsmqZ1kGevJV6Ry46OtuP/xdrxyQwsuPCiONqpaWuigCWgCexkBw8CwmnDKfAwWTCarRFvtUc1tMrfEt7QQZyf6XGmOpeX+mZzxUGvueiqTe29M4tLD7QxqZRPAEg2JIicmPobjL0rh1sda8cBTbbnx9CQO7mARS6RZjcFGTLtkRl7Uiuv+14L7b0/l1rOdHDHQJj22RENkm8x2nMPjGX1RGv93V0ueuiWdq8bFkWmVZlsFA0PmWbvMuTFKs8lCTfO6Cemc4ICh8Rx3WSr33Z3J87dlcMIgB7HsSZus1fkXMX/Gt3z56T8UdBnDwJEjOK53DPGCYE8aqR6LJqAJ7LkETHvu0Pa+kamnlKo6hlxeHw9PmU2/ax7nkhc+5dNf/9kKypyla7n5zamMuP0FlINHOcMiDdRTYLU90aWelKr6hJVyog256emwPCU3IkelL07/Nay/++UPhZ1gpW6PKq4xKgeX0h9poJxnyj5lp7K3pnGM/98rKIdVTc6ux845ovIJLjXWUXe8GLZ3fV5RWJWy+4wn3gs7A8MF8qFehai4SlaH3ZCANkkT0AQ0AU1AE9AENIHoBOyyiJVK244taNs+sUqTUJV83VnDHIOt10QOPfsc7rtxAPsseYcvLzuBUyZO5PCjjuKoI4/iyCNP4fibv+KFpR056NpruOii8RwtDqGEPWZhSL4ymuLY9+RWXP1BV977qAsv/zeTCwZayazNeVOJ10p8+2TGPNSR+z/uyqdTujDl0y58GiWq8k9e6cArV2dy+lEp9N83hk5xRq2LiSaHjfThrTn3vyJzchcmS4wm+9MpnZn8SScmv9GO2y7MZPx+CQzpYqOlekqv0tZqGcOApCQGHNeW50XuJ5+KjCh2K32TZVyfSv0z97Tm0iOSGX9gLN3bWet8WsqSGEPbce34zzNd+GBSa87cz0YnRzU7ou06bcR0TKRXvzSOOKk1V73UmRc+7hLmO1nZKGN9W8Z65UlpHDUojkFdbcTbDfSmCWgCezGBhBhSD2zLnY924qOPO0edh9V8tlWUue2Tj9vz3qPpjO5krfE/HIDcKxxO2nZPYviRmZx6eycemSQ6ZO6cIvHTTzrzwXvtuf7MdA7fL47+7S0yJ9X3WBhgtdOyk8zbh6Yx/sIO/OexzuH5Xs35kyd3lrF05sP72nD32WmMHB5HZ/FuJYh46SmfVYOd2M5pnPpcR56S+5maL9W9Z6sxqzlURbF78rty33igNdeflsZB/ePommQifluhVRU0v7ynCPeCb5n553qmlbanx8EHMHRAZzqZUG6+5jcebbEmoAnslQRMe+Wo98BBV39KySUOritf/oz7P/muXqNVDh7lDFNPS0U6qCe6anpd3zGDe0eaoZxQyolWWVBLRjmpamurnkSr6uBSDivlPFP21SK2sko5rJSzSznWKgslo/h0ykyRHCg2Fz33CaptuKDah3KiVX2iq+pYqzXVu5qAJqAJaAKawO5GQNujCWgCYQJmDMNGrN2E3RIuqPgwKtJ6JoYZHO3p2GsfhsriVmjDz/z45/d89flnfDFlClM++5LPPvuG72f/xg+rzaTtN5i+A7rRyQkWpaphPrV6GrWzmxmEsJDcJZY+E5I4/JgkDh3spHuyCbvgqWuIoZAJW4Kd9sMSGXp4EkcdkcgRNcWjRP6oeEb3cdKptY3YGLNormW8otwwm3G2jqPXkERxOiZy5JE1B3AG8gAAEABJREFUyU/iyMOlfkw8A/Zx0iLeSqIVtSxbiwII2e1kdIljpNh8uNh3pKQ12X/UUYkcPDiWHq1stEgy4wifBLWIF/tNcoLGdYhn8CGJHDYmjh4ZJhIstfSpWmW24oxx0KpDLL1GJjKyCt+jJiYyTsbaq73Ux1tIUA88VO2r85qAJrD3EbBZcLSKY8jwRI45OqnmuXireS6JiYcnMH64k3aJJqwyb1HjZsJss5LcKoaOAxM46NCk8Lys5kw1J00YH8++nWVOijMTa6pRSA0VJkxif2KGgxbdZR4fmhSe78Nz/pEyFpnfJxwQy6AudtJSLNQ0/YYwY010sM+oBEbI/ezIrcaauDUTkXvk+ASOFLn7drKTJHZba7Cu+RaHcOetZOEX0/l1pZ/cNgcyfFhPBnVNqvP+2HzHrC3XBPYoAnowFQQafFup6KeT3YxA1aeUlBNHObiUs6ahZp72+Huo1/hF+t10zIhIdqtUPeEUKZj594pIdrtS5Yiq+iSacnCN/98r2yUz0vn6o4ZHsixcl01dTrNb3ppa2V6NVdlWWaAzmoAmoAloApqAJqAJaAJ7CQG1mpdP3qol/DF3MX94TUR/J0EZ9sJlLP97NSvWFVImdFRPDMnsAaG2YdRWp4auHoZS6Q6JdSmvVNr4zA5VsUOFN37MuqcmoAloAjUSaObzVjM3v8bD0viKzRSvn8+M935mZV4CyUNGMapvC7onN16i7qkJaAKawK4goJ1cu4J6E+tUT1tFnlJSor/4fTGNcXCpvurppoemzFLZcFRylfzwTg0f6kmuGqoaVPzfE0ZXtleOtqZycCmhnVumqiQcn5/2Szit7UNxqPpU2xkjBtTWfM+p0yPRBDQBTUAT0AQ0AU1AE6gkEPTnsPmbl/ngpQ944GsbiaOv4KKHX2TS66/z1ptv8sabr0t8kWfvOocrDrFQ8u4zvP/Cx7wyr4A8b7BSjs5oApqAJqAJaAK7HQFtkCZQtpa8VUv5di2UtOzKvkP70TM9hiT0pgloAppA8yJgal7mamujETj94P6Vxco5VNvrACsb1pJRr/pTv1kVaVJVfqSsajquX7equ43Kqyelqr6msKqjrVECq3VqlazexrzlVYX1dQAuXJ9dKSUzMa4yrzOagCagCWgCexcBPVpNQBPYWwmU4y9axu+fTmHq9EX8burPoCPO4KqrzuPM00/nlFNP5bRTT5d4HhddcwanH9WDrsU/8/c3M3j38yWsLvLureD0uDUBTUAT0AQ0AU1gtycQgo0r2LB0BQtKM4lpvw+DB3aghdOy21uuDdQEdiQBLbt5EtBOruZ53Layune7FpX7MxYsr8xvT+anxWsqu1d9CipSuCGvKJJlvy5taJOaWLnfmEzVJ6WUo0452hojJ1qf8w8dVFm8qaCkMl9X5o9VGyubtN7O8VUK0hlNQBPQBDQBTUAT0AQ0geZBIJCNb+1ffD8zl/WBLoy46EQmDmlP92jfoGL60n7EEZx+Xnfa23L5+7PfWJhdTk7zGGljrNR9NAFNQBPQBDQBTaBZEygja/Vili9cQ36wM+1bdmFwpwTsNf2gWbMeqzZeE9AE9nQC0b6i7elj3qPGp5xL6jejIoOaNn9ZJLtdaVU5kaegqgp8cPIs1G9/qTKnzcrnt57FxEG91G6j4oBOrSv7/bJsXWW+KTIpcTGVYqo65yoLa8gsWLO5ssZhs1TmG5bRrTUBTUAT0AQ0AU1AE9AEmiUBbzn+kjxWFwcptCTQslUGqfGOGoZiJjalLT0G9iQ9zkvJ6gUsW1dMln6YqwZeulgT0AQ0gT2RgB6TJtBcCPjE0E2sm7+QRfM342rVk5b7tKdHC7CZpUoHTUAT0ASaGQFTM7NXm1uNwPgB3bcqqe+r+LbqFGWnupyqT0Op5nOWruXt2fNVNhyVI+yFi4/h9StObNRTXeq3v8KC5GP2olXy2XShV9vMSmFlHnUjr9ytNaPGGGmgxhfJ61QT0AQ0AU1gOwno7pqAJqAJNAcCoRChYBCf2UzQZMIs+WAwVLPlITPWmATsZj+U51JQ5KHUVXNzXaMJaAKagCagCWgCmsCuIeCGkjWs+Gcdi9YGsPftSft9WtFWjNH/xVsg6NC0BLQ0TWAnENBOrp0AeUeqqPqU0sqs/CZVpV4bWJvAm9+cysszfqt8oku1Hde/Gz/ec3GjnV1KxlfzlqhER01gTyPQSQZ0g8SpEtUKWSSqC1eVXSjlqRIbEiZI42ckqveURuSp9DcpU+VKp2TrDErvSdLqXYk1yVK6pDpqUP3V2Kr2VTaoMlUXtVMTFQ4VOXdLVPrU2CNR2aLGo8Yl1XUGZavqq45FnY0rGkT6qH4VReFE7TcmKnlhAY38UP0jehWP+opRDCP9VL6+/XQ7TUAT0AT2bAIWG2ZnHJlGgDivi0KXF7+aLWsYtd9XxMZliynMKsViTiEhxobTXkPjKMW6SBPQBDQBTUAT0AQ0gZ1CwFcOm1byz+YAi01t6DmkG73apxAnyg2JOmgCmoAm0NwImJqbwdrerQlUfUpp65rt3ysoq/u/nipH15Uvf0ZVB5t6fWHE2fXMBRPrNKT6U2Lrq/zeV5TOukgTaG4ElJNHOZxWiOH3SxwrsWpIlh1V9pyk6n2j9XHKKOeVcsZ8IX0ulthZYtWwn+yocqVXsrUG5RhRet+RVidKrEmW0hXNAdJX+qj+amxV+yobVJmyUzGQZk0alF4le7ZIvUWi0idJZVC2qPGocS2XUtVekr0mKB7q2O41A9YD1QQ0AU2gyQnYkrC2aM++nUwkG+uZN3c+c/9eT5E7mqYN5Pw5i68nz2P+ZhPBzt1p3zqODEe0trpME9AENAFNoJ4EdDNNQBPYEQS8LrzZm1hXHCLXmk6Htmm0THLuCE1apiagCWgCO4WAdnLtFMx7thL1asMhNz29zVNdytl13AF9WPLkdVR3ZO3ZRPToNIFKAsq5oxwxyuGkCr+Wj8MkpklU/0FKReWMOVn2lRNMObyUU+YZ2a8pKJlzpVI5xgokvUiikqFkReIwKbtR4kqJNQUlR9l2vzRQepVtyo5+sh+Ro1IlS5W/J+XVg5IxUwpVf2WTaqv6qPGpPso+5WxReqRZkwXlsFJ6FQMl9Fn5iOhW+lVU41AMlA2Kj3q/an0ciCJqu4PSHy1GBCu7otU/EGnQ8DRqj5ukVDlEJdFBE9AENAFNoOEEkrFkdGO/4Z3ollnCptmfM+2zqUyZMYe5a9ezetNmNm/awMbNy1jy/RfMnPIFH8/IZ5OzPV1G7UePNuLkarhS3UMT0AQ0AU1AE9AENIEdS8BbTlHuZvLKDbz2NFolxZHo1EvEOxZ6U0rXsjQBTaA6AT2DVSei9ysJJMc27H9xqKe6DrrlWab+sZSqrzpMjnNy9ylj+ej60ypl64wmsBcQSJUxKueOcvIoR4ty+oyTsi8l5kmMBOWIUq/V6yIFyvkhCcoppl5fqPLV411SkCxRyewq6fMSlQxJKsMPklMOk0skrSko25STSMmJ2Kbs+LNaByVLlSsHkcpXrY7YohxcamyRejU+1efIisaKgepfsbtdScTBpRgox6ByZqlxRnRHhKtxKAaKUcRBpxyIqn+kzZ6aquOhjqti9MyeOkg9Lk1AE9AE6iSw3Q0smG0d6HvKGUwY2YVhi1/m2yev4dJzTuD40aMYc8gIRhxyCIeMGMO4k6/m0qdn833gIAYcfTy3XnIAvVOcmLfbhuYjoMY3OdZY0XzGtqMsrRFNjRUNs6SJxDRMqW6tCTQ1gb31RN4B4w7tAJnbc7h3hDk7Y4w12b0zdG8P76p9fb5SCnI34i634LC2oFVqDAkx6E0T0AQ0gWZLQDu5mu2h22L47EWrtmTks1Nminw2PNTUQzmnInUL1myOZGtN1asGz3jiPbpf/hAf/rxgq9/rGtazI1/dds42/V+c/utWZRMH9dpqf3fYcXl9u4MZ2obmReAaMVc5dyRBeXjfVZk6onLK3FPRRr2+sFNFvmoypmJHPb2knEkVuw1K1G9YRWxTjqj62FZdgXLiKWecKr9aPqLZohxPEQdT3e8uFSH1CC9JG+W8UU4cxUI5s6SoxqDsUg425fhRjT5SH3t4VGO+r2KMYyVV45dEB01AE9AENAEIQsCLu6yMkuIyyr3BWn9nyzDHY+8ynMHjjuP80ycwflAGyd51rF62lGVLlrBkyTKWLlnN6pIWZB4wgTEXnsXpxw5lTCcHyRaax6ZW5QpKWTY7h6cfzubRj4r5fJkPt6BqyAAM/JRtKOXvT7N54Y18Jn3nItsvEowAntxy/n43h/eeyOLhx7J57PFsHo8WH5X653N5YnIRP/5TTm6xn7r+Cg/6/JQsKeB70fvwI2L/ozXIFn2PSt2jj+YyeUYx/2z2kO0JqTNCjGxoCOB3udm4pJj5X8i4XhK7RfZjMraHn8jh2TcL+HmRiyx3gEAtog28FK0oZubT2Tz7SgGvzHGT45XlU/W8dy39tqkKiJa8Yn74OIeXn8vjs7+9rCkNUacYvxf3ygKmvZHNww9mc/dr+Uxf6CFPjlsDD/82JkUvCEmxj7LNJfz1dR4fPpLFM8LtYUmfeDKHN78uYvZyN5vKGntcRLwOdRLYqQ0Cftyby9j4Vz5ffijnmbpG5Tp5ROaaJ5/KYfLsEv7c5KVAzrka7TJC+Mo8rJuVy8cvZPP0C4XM2xCgqMYONVWo889L1q+FfP9ytswzJUxf7qtzjkHNEr5yln+Xx8ePbebB/2Ux6YtSfssOIJd4dGXlXkrXlrD8l1zenpTNgzJeNec99nAWT7yQywvTi/lpkZuCQrl2o0sAuYD9hS42/ZrDO69m88BD2dHnzcejl6v56KEHcvno6zJWe5DZRkQKS0J+cv8sYNbb0u+xfKbN85AlaHbMNU+tmxHykPN3EV/LGF4UNo9Iqjg1JD72kDB9o4DX/pBzRM17aox4WD+7gBnPZPGUyHxEzrm6ZKpz8okn85j6cwnL8n2U1WK54fVQvKKQD5/L5qk3C3lX5txcdwhDjlkt3XarKk9ZHpuWriB7vQu3Owan04LNtluZqI3RBDQBTaBBBLSTq0G4dr/GOUVb33qHdGvXJEZWdzTNWbq2wXIveeFT1JNdv6/YUNl3YOfWvH6F+pmcyqJwpqoTaXC3tuGyXf3RJjWx0oRNBSWVeZ3RBOpBQDmnbqlod4+kX0qsb7hVGq6QqMJ16qNaVK/eU0UN/16nekFV29STY8oRtaWmYZ+HVjRXttYm4/WKdtte+BUVDUiUsybinFOOw+pPsNUmKqJf8VNyamur6pp7fEAGEHHsqae5UmVfB01AE9AENAHDDLZ4klu0oHXbTNLjrDjMdWAxWtLqwBM4+a4HuPW2y7nslPH0SkkhNdZBXFxb4mOP5MiTr+Ka22/h/rtO4uRD2pEpIg2JzSOEoKiYRdM2c+91a7jm7hwenl5Ork/K6z0A1dbNpnm5fHj3Wq6/L/Pd7j4AABAASURBVJv7vygjK7xwHRDnVxGzpfy+K1dz3dVruPqqNVwVLV6zhusuX8eVd2/m+XfymDGnlHkb/eR6qXELen3k/7qZ9x+Tvteu4RqRcVU02VetDtddc806/vdYFu9ML+Kb31ws2ySOKGU+9dlCBN0+yjeW8eecAqZ+mMXr96/ltitFt+i9+urVXHflOi69aRMvvp/H9Lll/JUVoKhG+93k/pHLW5et4cqbsrh5ShlrXfU25l+D/T7YmMeHD6/nhis38swsD3/n1yUnQOmaYuZ/uoGHbl3LdTds4LZXCvh6oTfs5FK+z38VNFHO5xOdJcz9Nps3H1zPf+V4XXqNMJP0yivWcJMsVj/9cSHT55SzNjdAXSNoIqu0mB1BIBjE6/aw9u8SfpmWy9S31vPAHXKeXSvXoVwn1163mivkWr/7WTkXvi5m1nw36wuCyp0UxRqRVVTO4g/W8+g1a7ns6mymLfOTE6Vl7UXqjHKz+oss3rthLVc+IY6ReV7ctXciVO4mf0EuUx5fz/+uXssN/9nEc1NK+D0niCeoZFYVEMBb6mLJ70X88HkWn7y8jptlXr1BxnuVzEtXS3rlFWu5Qhy7z7+Xz3c/lPJnjp988XVVl4Rs3qxSln+5nrtvXsON16+OPm+K3Ku2iau5Wuba62/cwMMvFbNAlo1cbNlC4u7a8F0W79+1hquu3sikaS5Wi/5thrKl+Y77VJNMqJx1s3N4Rey/VjhdK+lVDYxXX7+KK/+7mdumu1gcnveEZMjFkg828/rlq7hc5F0rLGqXu5prr1vLlVes46EXcvj4+2LmLPaRLQ53om3ucvLmZfGQyL38/7K5+wc3G8TBFq3p7lnmJRAM4PbEkJySSft2mfI3jRW7sXtau5Os0mo0AU2gmRMwNXP793rz1e9hVXUQnTFiQJMwGdOva6WclVn5lfmGZtSTXeP/9wqzF66q7Hpwr45UdSCpik1VnEj9OrRSRU0WZ1d52q1d2r+Oq7oUjB/QvbKJW748V+7ojCZQN4GIA0i1fER9NDA+WNH+YkmrOycijosLpK4x4bqKTiskfUBiY8Pwio7TKtKakl+qVAytkm9MNvI0mGLwZQMFKIdY5KmyaxvYt7k2P6/C8GRJn5aogyagCWgC20lgD+huTYOOR3Pxw0/w9ocPcPu49gxIrc9XIhskdaHjkJM5/fpHeevrqUz99jtmzPiUb759kAdvPpGj9+/GPqlW4uojbndCaciqVocE9hmSwFn7GqStdbPhRxcry0OU19fOkDTMKmPF3+VM/gccHZ0MGhxDG4uUi6sihIFhMbCqXdkn/HyTrKpukwZBHCH8Vsq7j+Vx1XWbOPv/NvHGT2WsrdFRJEJlDGaRLzkJImMbuUpXpNzH3M9LePz6LK47ax3/ezaPKct9FKtq6V1rKClk0Wfr+c8x67jk9CxufLCYZ2f7WV6uOkd0+AhtKOetR3K55twNnHfxBt753U1N/2XQMBmYzAYWsd8i545BIzbVSRiYlAyJZpEjYrcVFIoUib3Lc5j9ZjY3P+RheqGFlPFJ3H1LC04/OJaODojaP9K9Uamf/D/ymfnkRv5zVzFPzvCyMOzSEFvCaYAN35Tywb05/Pfyjbz4VRlzS2CnL7w3amy609YEPJStyuPTO1dzwyXrOP26fG560s33/0Sukcgx9/Pb+0U8ff1Grj5nDf+ZVMhnK/zhGWJreVv2DDkp1XWuopzuMqtsKW/Yp0FEDmYwybVi1CqglI1z83jx5gJe+tTLkhgnY/7TmkvPT+b4LhbiLFV7B/GsLmLBpLXcdNNmzrqlmHtf87E2LzJulcpF6PHhmVrM2w9lc9l1Gzj+uo08N60U8beHr4StzDEMDBm3xWpUFCsZ9YkRxgHK3SHU/zcQzRUyJDEMzDLvIBTVfCEJu2YLEfAFxdEYoDTqvB2xWo1f5dW4ooxf5uAybwi/cpxVDERxU+eKKbxfQ79KnZF6HzPeKeK+azdz2WXreedHF2ruVprDYqp8GCI4LF/OI7PwlFCldnfPWolrfRCDr3qZpyY/zoevnsj4jrHIX0i7u+HaPk1AE9AEaiQg03KNdbqisQR2cr+F67IrNY7qo37Wp3K30ZkD92lf2Xfeyn+fxKosbGDm2AffrPydLqfNyqnD+28loaqOnm0ztnGCbdW4gTtVn3ZLiqv/74z179iqUtPa3MY+NFMpQmf2LgJHVwz3PUnVq+MkaVCYXqV1jyp5lX1YfUhUTyS9K2l1J5gU1RpOqqhVtlVkG5WoJ8JUx9Xqo5ZYdfwJtbSrT1XkaayX6tM4SptPK8r2q0j39ES9yvHGikEqdtvrZKwQpRNNQBPQBJorAVmmMsRZ5cyk3T496du/O13SnCRIkdTUPSjpa4vPpEWH7vTdb3/2GzSYQYMGSOxGt44ZpMc6cDTLb1eGjN1Jq66xjBpmoSVecpe4WLQpSPg/xUttXSEUCuBZ5WLFYg8LXRbad3YyuI+dhAoeIVGhHDmBFDvmXomMPymTs85tyZlnttg6niX7p6Ry8gQnQ9oEcK8tZdGHBbz8biEf/lROTpSny0Q0hhlCIaXMTq8RqUw8syVniWwVq+o460zRe1oyR4y00tHkJXtFMVMn5fPWW4X8tt6P+FSIvsmiakkJf04u4N1nCnnrlzL+ka9g8fvEceAxGZx4egvOUrZLPPu0NE45MpYh7YOy4F3KvE8Kee3lfCbPLGezrDSrpdStdKgFbJuBVRaxrWaj8WvNhoFacLWJrLCzzGDbTZW53eTOy+VdGfdTH7v4LtdCq5HJnHmOcB8RS990U9gZqZrSVJucH5SWMG9WEe9OLmf2ZjD3jGPksZmcIuzOPacFZ5wmx+1AM509blYvKuHTH8qZudKHrFs3lRU7To6WXIWAn9KFxfz4Xh6vv1nE1PleNjqttBqcwlHHZ3C2XCPqujzr7Ew55ikcMdxKl5CXvAXFfPlGHm9/XMTM9QGK5ZL7V6gBcn6b5PqwyvmtonLMSCmN2QyRY5brLewUVtNGVCEBggUl/P1JPm89Kdf8NJkv0mMYcHoaZ52axPj9HKTaDUQU4S0oV3ZRMX99l8+b75QwbYmPrHg7nYamcqzMd+ec3WLLXHeWzE2npXPGxFhGdA4Ryilj2eRC3hTH+yd/+yiodsLLsFH2oibReCf7HZ7Bsae14BzhWHVui5Y/44xMTjo+nZMPj6WTHSSETQUjLFMxkBxmGUSNGNiBm2GA4SCzbxKHyXx92cktOFXS8FjOaslZZ2ZwzikJHNzZSmvxKMX0TGDA4ekoluH5tqLt6Se35OxzU7hgfzvt49VI1B3dIOzAtJsxxTjofGAKx8k95wzhps6/sI6K/uG86Dv7jHROPzaeEV3BtLGcxTOKeOfbUqYt9eOSw8tWm4Ehc7eat21yLlnNCFWazybnk9mRTFLHPvQa2IP+fVqQ7jRjQ2+agCagCTRfAqbma7q2PELgu39WRrKo39G697RxlfuNyZx/6CBaJSdUdr3no5mV+e3JFJRFHpCHXm0ztxL1+nfzKveVE+zxc46o3N/eTNWn3dS4htTzlY4922RUqq76NFhloc5oAjUTGFtR9e+JXVFQz+TfixoOrNbnXdl/VqIKynGxTDIRx5Vkaw19pTZZogpfqY/tiIMq+v5dkdaWfK0qJfaW2NhQ1UHzTyOFrK/Sr6q8KsV7XPYBGZF68k0SJgGpEnXQBDQBTWAvJWDUOO6aa2rssodVmIlJstFhiI305CCubC/zl/rYrH4Bsx4jDQX9rFnkZdXKIF6zjV6yotqvTZVVv6AsOgZClLdykHZkOnc9355XX2rPpEkdto6vyv7r7XjlyUweuCWBs0dacBb7+OejQp5/p5D5uUFqckR5XQYmp4Pjr2vNQ5Pa86rIVrGqDrX/6qutef6RNG67KJajU8wE1pXy1TO5fDLHw981jbfcTeHfObzzTDGvfhcg2+TgwNNTuOG+Vjz9Wgdef70DryrbJb4i9r/+dCYP3pbAueNtZOJjzss5THolnx+ygvV2HNLkmxwDvOQuKGDWyxv57zPlfLnEgnVkPJdcksZVRyfQ8d9V8KbV7vETWFTA7B9cfLzcQuKB8Zx4fSb3PdmeScLupZc78NobbXj+/xK58mgr7c0hFi12M+t34S7nTdMao6XtOALixS0r4ZeP8nnnRXH0rLfgGBDPydfKNf9EW156vSOvvCrXyiSJr2w55s89nMZ/L4zjmDYmfH8U8NUrubz4nYuFOdt4FdiZW6CgjHU/Z/HyXfk88aGHBdgZcF46F96QzjFdrds88RLy+Sn7K4+ZX5bw8k8mjD5xHFUx7ldk3C/LeMNz0avtefUNGfukVjx5VxKXHm4hudzDou9KeXFqKetLoo/bW27QUpzqp/yvPY8Lv5eFY1ie5GtKX3utA++835YbL0ykbyw4dybA+uoyYmh3cAYXyDieeLsjb0oaHo/iJPP4yy+nceVQG/uaTaRMSOWk/7VFsQzPtxVtX3+7E6/c3ZL7xsbQM+Xfu3koFCJgmPAnxzDhopY8Ifec14Sbug+EdVT0D+dF3yuvteP1Z2TuviGOU0eZsRDgl5/K+GS2iyK/mj/rO6hm0M7YOTZqLZqAJqAJ7EwCpp2pTOvaMQTu/+Q7NhYUVwo/ZVi/Rj8J1SY1keuOHF4pS/2e1vq8Hf8Uk/rNL6UronhYz44oZ1tkf3vTVVn5lSLOqMcrHRWHjpkp4T4ur48Xp/8azusPTaCBBOrjAKpJZMQxEa3+EimMPKGTLPl3JC6XWJezK17aRMLGSKaRqdKruv47+ai9nRMXNVJNY/s1Ut1u0+28Cks6S3qNRB00AU1g9yGgLdEEGkzAZI3BIt/iTLIWagr5EH8AJlmMa7Cgah1MCRZa9nCyb4KJ5Bwfs/52syJPFq2rtdt214/hdrP8By+rsy3EHpnIgIF2+sWCyajW2jCQNUfUExnVav7dNVtxtEug/1GtOe+STB4+zUx7w83SWaW8/bObheLo+rfxtjlDlAqebSvCJQZYHLTsmcboU1tw26PxnNrPTFyOh3ffK+SL38rZ1onmJX9pCTNfk0X7xUHKOsRz3hNtuerKDI4fFEvnOGPr//1uWDG3TqDv+JacfXYyNx5nkICHeb+W88HMclbtssV7L0Wzsvj4xVxufc/PUr+V9HFJ/N91LTh2kJN25jCgHfIR9AbIWedl7aYgXpuDI45I49jRwqilKfzUGOHNTsbwTMaelsbVE020yXKxanY5q11Q128mhbvrj11OIFjkYeP3ebz/dRlf5FrpeXoml1/TkptOTmFYdxtpjqomyrUojqOWveVaPD2NS26JZVSmOLoWu/jkgwJ+XOpBrULsEtdCaQELvsjhkVtKee8PH/mxTsb+txXnnZTEER0t2E1Vx7ElH/AH2LzCy+rVyhFvY8y4VE49MpmDxCGWYN3S5t9PEZAYyz5j0zjm9FQu7wfpK0r58+Ni/soKEM3XvoWbXBQ4AAAQAElEQVSDgWE2MO/Aa5XdbZOxypSOIXYZhoEh6CTb4KD6iag6+lkgI54Bh6dwzIR4jksFR5aPDWu84d9Mk1tuHf0bUx3CFPJLRKKkQbBa6ra0MZp0H01AE9AE9nQCpuYxQG1lXQSe/urnyibqSajPbz2rwY6uNuLgUv3U02BKmHLunP/sRyq7TfzqtnO2KaurIFn+OIy0+WddViRbmSpdSmek4LbjRjJxUK/I7nalPy9Vb1LeIkK90lGNdcte9M97Th2H4qhqq74OUu3rqAk0gMD2OICqvuYvmsoHpFA5LZ6VVAWVf0cyytk1VNJo4d9HNKHq02LR2u7OZXWxqcn2xvarSV5zKf9TDL1Hogq3yEdN54dU6aAJaAKaQPMksHHZT+wNcfPqP1i/eCb5LoMyezwl5hYUmx2Um9T/PTG27+A5rDjaxzKwh5V94vys+KWUxau8YafPlgXWGsQHfZSvL2HuX37W+Wz0HBlPj45WYiC8MEmVzQiFCPlDeD2yklelfJusxYo9MYaew5I4+eQ4JrSDxLVuvv2xnAXr/ds0DxcY8imG+r0hcSlJvsYgX4GtVlI6J9D3hGSOPMrBAWkB8n4s5Y/f3KwVGd5IX7EXbzmrF5QxZZqPdSkOuh2dzKknJzF6XwepMaYqThr+3QwL9vhY+gxLYOIJsYwY5KBTooE5z4vbHaSO0dM0m1EhRgbkKmf93AI+fKuAV6e6WVwqDq5RSZx5WjKnjIhhnyRhUtG66RM53m6/nLc+sgsMrBl2Bg+IpV8bS6VzUGFGnS02J536xzFmqJlMj4fsf1z8s0mOjQwBve3mBPyUbpTrc0opP62A3PZxjD8pmWPGJdAr3UqSLXI+Vh2GgSHXYuI+Cew/MYlDR8YwrIOJtlY/PneAggA7/lrZ6tzy49lczJ+f5PPhK8V8+Kef4oQY9j8jRa6VJLnmbchlXHUAFfkQoWCQ0oIgRR4Dkm0M7B/LkE5WEirGvZWacC8z2OPYZ0gKx5+RzgXHJ3L8QAfpDlPUMYtU0RHCL3One6/x+go1t8wfgVCYibp3qPk9jK8hHyLG7wuFneVyStXR04IpWebErnb6yE0stjxAeXEQl8iou28doqNUB7FQZk6nxBIrsQWl9gSy8wvYtHKuxN/2ir9rqv/tFgWTLtIENAFNoF4ETPVqpRvt9gRenP4rU/9YWmmnei3fjDvOp75PQ6l2ysGl+kWEPDN1DjU9xTWwc2vmP3JlveUrp1jEeabkvzXrD5VsFZUupTNSqJxML1x8DK9fcWKkqM5UvYpQ6VLjqdr45jenUlDqChcpO168+NhwPtqHcqyN69+tsur/3v+mMq8zmkADCSQ0sH3Dmm9xVF0inZSD62tJVVD52ZK5W2L1sD1Ot+qyduV+6q5U3kx1PyJ2y5KDfMKj4U/9oQloAprAHkTgx4/vYG+Is9+7kZ8n38vqIhM5cYPJsvVik21fCiztCSknwXYdUzOkxtF/hJ0hvQL4fi1m0QI3f8uCqqwP1iw5x03WvBJ+EGdETqyVET0dtIkXWTX3qH+NXRbHD0pmTF8nwy0B1v5azuK1PtQ7GrbfUSRfhR1J7HtwHBPHGSRmu8ld6GXx5hCuiHDlfVlbxrIF5Xy9ykTCgUmMOjqRIbLSbavPKMQp1npECsednMxFE2I5rqOJFDuU1qdvk7QJQcjN+l/ymPrSZu56z8ucHBu2EQlcd3k6lx2VQHtLkyiqRYhf/IRe1v0doKDcjL2tnYxUg1j+3Qzj37zJaiaprZU4W5CyXC9/rfCjfx75Xz67b85D/moXP34VINvqpOPIBI460EEXZ30sthLKTOaAiYlceHEcN50YQ98WZvzqQpFTuD4SGt2m8twL4dtcwrIZm3nhnmImzQyw0bAx9MoMLrg2nWM7WUipUckWIRaLgSXWhDnJjM0W2mpG3tKCapuBERdH70s7cNfrnXjv6UzGiZ7Uaq307s4mEKC0LEiJeLWCckytMtmbxQRDYlOHgJxjOdZubLL2kft5b3JiB7F0zTp++OAWibdu+3fNXvC3TlMz1vI0AU1g7yFg2nuGuueP9Iwn3uP3FRsqB6qcOXefMpY5913KvaeNQzlvKislo/ZVuapX7ao6uF6e8RvqNYjSrMag2qt+S568jmcumLiNw6uqfOUUiwhSzjjl0IrsV02VTqW7aplyOCkdH11/WlhH9aewlENL6f/uzguYcvOZVNVVVc4r3/779jfVRo37xqNHVDZRDjLlUFOOtUjh7IWrmFPlKbBIuU41gXoS6F3PdtGaja0oVG/qqMjWmKinssZJ7TCJkRP9FsnfILGmMLSmimZQ3qORNlYdc0kjZUTrFmEerW53KVNPsZ1VYcx+ktZ2bki1DppA8yWgLd87Cfh9LvaWGPC5UT9xFTLM4tgyEwynTfG1TmQYdrr2d9C3n4WEfC//LPTwwzI/Pn9N55Wf/HUe/pnhYVmhGTLt9OtqITWhpvYNLbdAbAzdBtnovY94nv5ysXmZD/Ujm7L+2FBhUdpbyOxgZ59+VtJtAQpyvPy9NoDLs6VpKOgne7Gb5Yt9ZGOhWycHA7vasMtQt7So69OGLTWR0Uenc/ypKQwdFEs7WQCv17p/XaJrqA+pcsOEwym8fOUs/3Azk54r4KHPAqyx2Wh/ZDK3X53BUQMctLeqxjs6hlCvKyzdEMLttGDuYSM1xiC+JrUOE0ktbLR0ShtvkIKSIC5veFQ19dDlu5yAHJ/8cjYsL+fbzWDq5KT/4Bg6ynG21ss2A8Nko9PBqRx8QgsmDE9ivw42WjjBZNRLQAMbib0VPcx2EzKLwtocvn0rh//cX8ZHiwP4MmOZcFtLzjsugfHieLLJ9FjRJWpitpjJaGumRVyAwOoy3v4gj1e+LWFxgVyHUXtUKZQxGhWxSulWWeVvN1sNYhLNJDu2qtI7dRGQk8gZJ9yknVlizUHOi9JSNs7JZ6ocu0+zQwRa2uje2UaqdLTU3LHRNaKRoDoDDXP4fq7u68FgcK/5eyba322Nhqk7agKawF5LIDLwOm7VkWY6bS4Exv/vla2e6FJ2d8pM4dxR+6OcN9mv/odIVPuqXNWrdiqq1wUqJ9PNb05Vu/WKypl23AF9UA6viGyVRpOvnHDKGVebYKVb2aBsibRTOob17BjWMe+hKyrHoPQovUp/z7aZkeZRU+VAU/ojlWrc1x45rFKWcpAph1qkXv3O2bEPvhnZ1akm0BACEafHgIZ0qtK2U5X8nCr5urI/SIP9Jb4nUYX75aOqrKq/w9VG6rYnRJ4K6lUPIYMq2vxUkTYmqfp7WvXRGU1HZMzqVffqFX7R2jSmTDmQGtNvZ/dR58c9FUqrnxsVxTrRBDQBTaB5EjBkUX+viSYTsh4qByoUjoZa/ZRc0wQzts5OOvey08McJHupmx/nuyn0K11U21SZm6wVbub+FMST6aT9fk76ZJhIrNay8btqpFYyulho28XAWuynJCtAXjkElPrGC/63Z7KV9HY2WsmCerAswLpcP+6K8YZCAXLX+cjKksVOm5X2LS10SjNkUfLf7rXnTCCL9y3bO+jQ1UFGCyvxdiP6Kw5rF1TvWrVYbjEFcG0uY+NPBXz8XiHvfuFiyUaxZZ9YRh2WyJljY+m+Q19RWNXcIEFPiLKiEB7xFJjSzThktVisqdro37zFhD3WTIIs6NvlIJe45NyqOB7/NtK53Y5ArpeczV7+8RrEtrHRs4u9ZkdmVOOlX6aDtA4xtBRneXqCmTgbFXMdTbwZKMGGBUIeD0XZxXz3aT7vvVPCpwsCZMkVmj48jmPOSmbkvnZSpDl1bCarheQe8QwY6OCgFj4WTy/g7edyeeOtAj78opgffitjjsyn67K9lJT4KSwLUuP/HYiiy2wNUSKM/55ZxNfTS5nzQynff19Sc5xZwixp8+NyL6uL6uFoi6Kz+RcZcphDGG4fy34vZeovZcycVcoPs6py28JRsfr+6wK+/CCfN14t4r2ZHhZbLLTr62Tovg6SLQY7YlNSDUIiuiKq+7lM4sbe9DdNtbEKDB00AU1AE2gUAVOjeulOuzWBM554j1vf/pqVWepFHvU3VTmATnz4bZSTqa5eSr5yAtXVLlKvHFZT/1iKcsJFympLlQ3KFmVTbe2q16lXEioHmXp9Y/U6ta/0q6ezVL62qPQefvek2prouj2SQJMNalqFJPWuzdSKfEOSQysaN9YZc2lFf5VEZKm8euIr4pyKPNWjyhsT1W9/qX7t1EctUY0/uaK+qpOtoqjeiXIkRZyH59W719YNJ1bsRo5PxW44iTwxF3HIhQv3wI9HZEyRc+AZyeugCWgCmsAeQcAwDAxj74iVB0ytiVXuNGEmyUGGLDSPzDQwr3Hz52/lrBUnxTYLsmoxrsTF+oVu5iwxyDwkgQMPj6eHHWRtmqbbTMQmmolPNaMWA73i8JB1aZT6JtHhNONMsNLODHG+ICVuWXwOKskKcBB3KXj9BqRaSBDHULwsjKva3TLKNWASF5zZW86KGbl88lQ2T3wT5J9SE+YYE937xNKjs53MnWp8iIAnQIkPPOq9l3L81JOINZogBzYoDYKy8OuVtEicXBGnY419dMWuJ+ANUS7zRKlcpcnxZlqLk8ow5LrZ9ZZFtUCZZrIEca0u4p8pm/jfky7e+V0ufJMskalrpJeDgS3MW71WM6qgSKHFjKV7GmNOSuXWc2z0L/GyRBwm9161hhMPX8aYE1dx8gObmTQll19+KWLWvHLW5NXveVRDdDhioXh5CS9dvoozj1rGyDHLGD9+eY1x7KiljD96Jcc+XcjrC+XiExl7XTAZWIJBbPmlTHloPWccspTDxi1jzLjlVbgtC+fHKZ4TV3PsRbnc9oKHH1aZoW8sY0fGMb6vHZk+dyg+dYwjClTeMAwMY++MEQ461QQ0AU2goQRMDe2g2zcPAsrJM+Smp7ng2Y/DT3Yph5dyNFW1XjmEFq7L4sOfF3Dkva+FHVD1fTWfkt/vmse3kq/kVZWvdCpnkXI6HXTLs5whzreq9XXllS3KKaVsUzYqW6vrUGNSepTj6uEps+l++UN1OunU01nKSadsqypP5VWZqlN6a3qlYl1263pNQAi8LzESzo1k6pmmSrvrJarwrPpoRFQOoa8r+iVWpJHkhYqMeh1i1df3VRTXO/m2ouWYirSmZHBFhXKsKCdbxW6jkpcqeqnX7TXU9r7SVzkdJeF19VEt/lOxnyxp1affZLfGEHlS7/caW+x+FerciDg41TlwoZionvCSRAdNoAYCulgTaAYEBh1+I3tDHDLxv+w//mraJgZJK/udDN9iMn3/kORfhyFOgaY5VA4SWjvpN8Qg2eUh91cXKzYH2ea/z8niIWtdLF3rZV7IQscuDgZ0sWFpGiOqSDFwxJiITTAwmYKykB6ktJymc3LZzdjiLGSqb8bi4NpQEkR8MoS3kOgRR0tQLXyLMywmVuyQCkPi7hW2WGSxQ3mBj7mvsIhkggAAEABJREFU5/PaJFkQnxlgQ1FATA0RKA+w9qti/vy+jN/LwCulOycECZQFyJMTqKzcQNZtMeqhWNancfuDbCwOUCoOlHp00U12IQHxTSKXCkFMxDlNJMWZUMd6F5pUs2qLgeEJYv+jhFlvFXPvcy5+Wu7HreZQNa+t87BmQTlT5nrY5A7VLGerGkP2bCR3T2bIya257dZ07rwijpOOtdI/zo9pVSmr3y7gyftzuemWLO64YSMXnLGWi2/YzHs/isOrPCj9K0IUlYZJ1QXwedy4XW5cdURPyEV5rpusLD+55VEEKnF7epRDou6Lhjqmfm8Ubh7h6JXo2xLdAdxeE92GxXPqVRn8302ZnHigk04xYDZ2DCxzyEuqbwWZ3oVkeBeRVj6Pzm1bM/io/zD4yFv3ir9rqv/tht40AU1g1xNophaEb5XN1HZtdj0IfPrrP2HnknJ4tb/wPjLOvqsyKofQiNtf4JIXPkU5lOohbpsmVeUreVXlK53KWXTzm1PZHoeRsk3ZqGytrkONSelRjqv7P/luG/tqKlBOOmVbVXkqr8pUXU39dLkmUE8C6lV471W0vV9S5WCRpF7hLmnVWaJ6iks9dSPZRoUuNfR6WcqVbElQjysqpxqN2CJONOVwqs0pdHiF7GhPT1VU1Tv5UFqukKhCQ2xXY4w4yJTdXyoB1aJy9ES4HFetLtquGnPEafZVtAa7cZkaa8SBeq/YqcYiiQ6agCagCTRfAh33Hc/eENv3PIRO/Y8iPSZEvDuPRP96kv0lxAZz5OA11UKmhZh0B71H2eiWEMS23MPfq31sFMeIKKkMQa+P9X+7WbIhSG6CnU4drOyTYVTWN2UmJOu/wYCMT4JarwzIarpkm0hFCCXfK9LEx4VH9ATVYjdbxrLlUyplxV45XiL7UrLbBbPVwEOAlXPKmPuHj/l5FlI7xtClixyftBCuVSXM/KSID6aXsTRfoO6UEWzh6/eBOnaCsV5aFWflOPEGaLpXU9ZLs260vQRMcqEop4A6htsra4f0N4PhC2Fd7WL9PDczfg8SSLbTprODfbpYSPR62fR9Ce+/X8isf7xEXvdAfTaHneReKUw4L42rbkzj8itSufCsFE4dFE+/TjZiPSE2rfawblkJ336Zy6SHsnj5jXw++K6MublBytRlWQ2cmusCcv2oV5+27p5Ir75JDBiQRP/+Nce+PZMZcGAiQ/e10yN1L132kwkkiEHQZiWhbRy9BibRr5JZIgP2jaNnJzutks1yZCXG2mk7NJ7jzknl8kvSuGJiAvu3tmCX2h0VTPhJCGwiyV8o9/N1JLhzaZmeRodeo+jQ+9C94u+a6n+77SjWWq4moAns+QRMe/4Q9Qg1AU1gFxLYm1WrVwYWVACYKelQiXWFZ6TBxRJVuEQ+1FM3kjQ4TJAenSWqoJw6Ko1EJfPIih3VZqrk+0psaPhTOkRkK7tld5ugxhwZz0Pb1Da8QNl+VkW3iO2dKvZrSlKlQo1ROePU8bhR9msKEcfP/dJAMZQkalAyI2NWr1BUTqOoDXfjwv+IbYpHsqT3SNRBE9AENAFNoJkQCPpcBILiMJBvckHDQkAWREPIAl0T2m9LsrHPiASGdLbQzuXl9yUeVuQEqmjw4S918dcPHpZliSEDnXTsZKWNZKs0aqJskOICPwXZQYIhEzEOgzingayj0yRbqR9XvoeFMrxSh4k28SYcYeGhsKtLLTAjji/xfuESL5irSZTuOCFyOsiyrvqUcXRzcsL/WnH/Ayncf4qJ1gkhNswt5tX/28RXf7hZtePMqCLZhCXWTGoaxMTIeStAJVDXJn5M7BZDbDYRb1PjqauHrt+lBCoPqjhq5Dopdm25fnapTTUpV7bKKRUKX+fSyDDT/+hUrro7jZcfieWo7lZicl0smZTNa5+V8MnSAKoLDdnsTuIykxm4fwtOvbsTD03txjffd+LLt1rx2uOpPPhQElcdamNgyMN3L2Rzyx3Z3PhyEUsLg1G1eMoM0vskcP7TnXjji658P6Mr06fXHL/5vjvTpnRm8uXJnNnLGlXmDircfcQKSr/JhDclluNuaMNbs7rz9Tdd+fabbkz/WtJP2/DaPQlcNEHmGIuJ9A4xnHJBKoeNS2Lf1nYS2RmbQVDu30E5H9X9PCj30EBAbkY7Q7XWoQloAprAHkZAptA9bER6OJqAJqAJ7B4ElEPmEDEl4kiYLXnlGJkgqXKSSBIOfeVTvTJO/cZVxCF0spS9KzFa+E0Kb5A4VKLqK0llUPuq7ouKkvck/VNi9aCcMkqHKlfOn/mSiWabslPpUfYpe1RemlaG/1Xk1GvvVL3Sr4pUv5MkM0WiCsqJsr2vKlRyVKxuu3Iy3S0V1W1T+6p8mdSpMarjoI5HNB7SJBzUk3ORJ8UUQ8UkMibVIDIu5TRTY1Yyz1MVzTCq8/O0CrsjT6RV7OpkxxPQGjQBTaBZEvBsInvBV3z55iPccMMNXH3lFVx72/+45rmpvP/LWtaV7KyFqdCOx2e1QIdY+sji6D6pfhb84WLRGh+VI/R6KFtVwtdz/GzCziFHJLJvGwsJO8SyED5ZMPd4ZNHcaSY+yUxKPE3n5PIF8XmCFMvgHOKMaZ9qwSHOFZSrSBa/49NNxMULc3G0lRaFKJWsBOq9hUJ4C92UlngprnenRjYUZ1xA7A6lWul0eDLnX5XBKYckMGZMMsOOS+Psgy20t3op+KuMd74oZep837/HtJEq6+5mwuQwkWAHh1VaG4ZYKGktQZoQChlYzSaSYsxsOR61dNBVu5yAEW8mURzESYQoKQ2wWebDUIMuFBmC14er1Mu64iD+hvaV7vUOBoQCoP6zQEybWA49P4NzTk3m6HGp7HdQGuec6eCwbuAv8zL7/QK++qyIJW4Qn0lUFVFNlZPYkPPXZjMRk2AmPtlKaqqTHoMSOXBUKmPHZHD2TS25/PZUTukTJGFZCb9NKeLnpT7WR1GknoK0ynWU2sZOu9YW4pIsIq/mmJa2pS4lVvRbZcBRLd/TC9WRkbFb5NxMt9I+xkRGioWkFDOpsp/YMZ79xqZx9JlpXDTazD7+cr6fXMjUX938Uxiqc55qMnpiYlVZDb5uqnbWeU1AE9hNCWizdgYB085QonVoApqAJrCXElAOla4y9sgTT8qJ9YXs50oMVUTlYHpO8p0lKgfLYZK+K7GmoBw290ulcpqpvhE5KlX7qk6qeVY+1NNkkkQNSscwqVE6JSGabcpOpUfZd6JqVC1WdTipeqVf2aH6vSNt1VNCyo5bJd+UQdneTwQq25WOWySv7FS6I1Htq3JVr/jX5eASEeTJx7ESleNMkjCTyJiU3Mi41DFQDq76yFRydteoXtuoHKG7q33aLk1AE9AEdhMCXlybF7H02y+Y9t7zPP/4PTz44IM89sSTPHL3HTz6wIs8+fqXfDXrbxbluSjfTazePjPka6LNSZc+Nnp2CZE1v5ylS71sFKHh9dd8L9mLypgld2J3koPDR8fRJdUstdsRonZVt98AxTkBCvJl0VkWKOPTZIHSDup1aFG7NLSwXOTn+Sn3GcSJk6utLA7brVuEGCYzaeK8S083MJX52ZTlZ6P6C4D6b6Ggn4LFxSyYVcQ3P7lZlhPEV//uDWoZEs+AgRlr/zjGnJrCxWelMLSlRcYVR8aQVM44IoYTDzDhNPn5Y1oRn08t4a+iILJ+z47bDMyy0B8XY2A3hQj5QjU6C6jY1OsjxV+H2WSQ4DRh32sX6SuA7PaJASlW0tNtdLaEKM3ysmydl3L1OF5DbC8qZ/0iOS+nl/DTInHGesWxpKaAhsioT1uZxEJybvlMNvYZkciJl6Rx7CExdEq0Y0tJ4uCTEjjuNCd9Ewx8i0qYLY6Pz+Z7WF7D5G6IB8pf5mPDKg+r1/vIKgshvvPolthtxGTE0rJVPPuOzODEGzO4VnSNSPLjmV/GvGV+VkaZY8RnRlCub7c4EEt27AUb3e7mXCrnoccVRP0nA/FtVhmJGZIS6D1anFwnOhic7OXXj/J4/ZUCPv2+nI1y/u2I06+KATqrCWgCmoAm0IQETE0oS4vSBDSBnUBAq2h2BPLE4nESlVPmHkmVw0WSyiDLQyhHg3qyqouUKseDJDUGJUe9ck/JUX2rNlRlSodqU5/XHSonldKpHGvPiqCIc0ey4aC+YkVkqjaqfbiiyodyOA2TfTUG1V6y4aD2VR9lR7igiT+UA7E229VY1JiUbYq/al8fE1S7/aWhOh5qDFXHpPKKx0VSr5yXqq1km3VQjlA1rmY9CG28JqAJaAI7jEDID0W/MO+jJ/nPmddy872TmTJX3dojGmXJbNXH/PDM3dx506M88vkSflUrY5HqZpvKojU2WvWQReteBuZFLjb+7WV5qTiaCOGWRewVsp9tthLX1k7v9mZi7eyATVajAy7WzPWy8HcIZYq+DDNJQNN8kQ1RvMHLShnL5nIDc4yZzGQT6kE2ZDMMEymtbbRqaSJeXFML13j4Y60PQ+rqF4KEgh7WfVvA2zdv4JJj1/LMZ2X8IYvlWxZP6y+pdn1bpPl8EB9vZcT4VEbvF0sP57+9DIudrkelMuH4BI7pGiJ2STGzP8nnwSll/CNOxH9bNnXOwGQ14cw0sFmDBIsD6s2PyJVD1E28Wz63tJEFfSwGiTEm1GsLo7bVhbsPAXEQpba2M0QuTtcyN7/PdbFZLt/6GxjEv7GE3z7azP9duoaLH8vjiV89uCpOFKP+gupuKedWSJynvmEJ9Dg0gcP62kmuVCCZjinsNyaF648z0T0pwKa5Zdz9YDZf/e5C/T7XlqutipryUnJ/Xs81xyzj+As3ctcPHtaLo6tKi5qzNjt9xsXRd18raeIs25TrJ6d4a3A1d9Y1TUPAHn7y9dAj4znUEWLT5DymvJzP16sDZFecf02jR0vRBDQBTUAT2JEETDtSuJatCWgCmoAmUElAOUTUE03K4SLfnojELtJCvdrvXUnrE5ScB6ShkqP6RuSoVJUpHaqNNKl3UI415YxSzh0lJxJTREJEpmoju1HDD1KqxqDaR/qq/dr6SJcmCUpHNNvVWFS5sq0xitTxUGOoOiaVVzyeF4FVVzhlt14hwkYdv3p1aGAjJVfpUDbWt6sahxqX6qdiY3nVV1+TtEs7644R6WfdeVYVYTqrCWgCmsAOIRD0Z7Hp+y+Y9dVPfJOTgHPQcUy87EZuvvlmbrvtP9x64zXceukJHD0ojoT8uUx79Su+nrGEFeIbE3/DDrFp5wk1E9fZSZd9HQw0+3Fv9jB3jQ8/HgpWelj8S4Dytg7S+9jpngCxO8KwoA/X/EK++8PDr6UWOg6OoWcHK6miyyRx+4IsVQeLWTSnnG++C1LaxkmbPg56phs4zRWSxclF2xg67+PgoIwguXNL+H56CX/XdwFbWHmWF/DNrHK++idAltnAFmeQHFMhv4kT9Zori8VEUqqVlPjIIMQ5qPQYsp8RT1/15MrRdva1BSn5tc6emO4AABAASURBVJQZr+UzS5x8m1SbHRItWGKstNzHRGLQj/cfN5vyQ6inKqKq8wTIXukluwACVgvtMs0kxERtqQt3KwJ2Uto5OWioHOdSF0u/K+Gbv7ysk8usbjOlUaCcBd+XM/NzN1lZPkLi4ExKMWNSf53WLaBhLdSFYpLrIslCjOionE/EjC2CHLTomcDIE5I4YqCFdLebou+K+OL7Mr5dF9jWQeswxJEbwrzGxYqfSpg6u5S1pUHqtck4sYSQEVMmDl5lgnpqq159daOmIaDm+bQE+g6P58QjzbSQo7Hgx1Le+KSIP9bJzbxptGgpmoAm0LQEtDRNYBsCcmvfpkwXaAKagCagCWgCmoAmsNsSMDB1AF5NO+uuP7SzS0jooAloAjuIgItA+WrmfzGDX+cXkN/9RA679n/c/cR93HPPPdx11538776H+d8jd3P3deOZ2C/Ixu+nMmvGn8zNAvcu/x/gTYAlw0m7nrGM7RrEXObl5wVuigvLWLfMy58LDJL3jWGfgQ5aiSpxochnPYIBhiEf1LIF1QKxn7zFpfw0pZgvlvtZmWHjkEPiGNDBRo26RKxarzTVIlqWtqU2hLfQRcEv+Xz7ZRkzFppJGhLHvgc46O4Eh7QIB2WneFg67RvHUUNMJCwvZd5HhUz52cWC3ADBYAhZlw433epDFtGDMoYSsX/+V4VM/iPAihQnPU9J5qD+diL/S2mLLRU9le0STbUbX9G45iQkur2eIB5fqLKRiK3I20jqHsfI4xMYO0jZ4Sd7RiFfTy/l22UBynfIOWvCJk6udn2sZFgCeP92MX+hh6XF/9q3xTi17yd3jZs/f/awpsiEkWqjcys5NpUHZEtL/bk7ErCR0NbJgIkOeqfLibSghCly7X4/z02RXCTiu0Qd4eqWy+lKSJxi+X8V8uUUNz8vNGHrHMe4g2I4dB8LNtOWHlX7GlJkGAaGpI0L0lMJ9IbwS/REhEhxJEu8k5aHpHLMuFhO6GkQk+/m129K+Gh6GauKg1uPxWIjtn0chw600dXsZ8UPJTIONyvcIbxVrsNK2eGMMiCEK8vNUplPFm0IUJRgoUWambTYikGH21X5EPtk2GzvHFFFYjirZKq4QxyKYQ3N4cNOZq84JpwZw7ABZkxyvGe+L/eHP1wsl9uRnNHNYRDaRk1AE9AE9moCpr169HrwmoAioKMmoAloAppAsyRgEFKv5tTOrmZ59LTRmkBzIFBMIG8ti3/fyKZQOu2OO5zhfdsg651bG2/rSI8BBzBqeC/amTeSl7uGBWtKcde4uLl19917z0F82ziGjzRjM3z88n0pq8Vx89sayZfYGX1AHOP6ObBSv039Do7JbiIuobavobKiWFjCsq838OrTm7jkGS/zim2kD4xl3ABxzKTLSm8UdWqxXNU4YkR+lPp/i3yUr8vjx/c3cdelxbz4tZ+1NguHjI5naB8Hsf82rMg5adkrnvHnxnJIG/D/UsQj563l4Sc38+lfwsNV0awyEftLS1g5az3PP5HNlfd6mZNtptP+sVx4WiL92lm3XpwPbekYEiRhNvGS2VJU/88KGfXqYI3B2S2Dc6+M5cwjTDjx8/VzObz6VA6/FIYorZeQhjWyWM20kHG3kmMXLHPz0ZQcPpkljMqryvHjWZnH75Pzee+DIEstVpx9bbRNMYiv2kznd1sC1jQnHcemctIoB4fa3Pwk1+8DD2zi3g/zmb3cS8k256mP8rW5/PDaJh69LI9XZrhZ3dLJ8AszGKOe2pRLwWxsPdzwdS7eGGecqfHnxdYia9gzgy2WIaemcML5CYxKEJf09wXMeCmH53/08FdR1cHYsCXHsP9hVnp08MPsIv7v3s3cJtfU7L9c5FZtWqnNh2t9Hr98ms3T97uZucSCta+TIb2sdE2vbFSZUeM2WQwc8WbibZXF25cJ22Vgc5oQnJi2T1rz750UQ8oBGZw0zsExHX3wdymfTSvl4189iL+y+Y9Pj0AT0AQ0gT2cwF5/H9vDj68eniagCWgCuxuBoWKQ+krVkKj6SLe9IkyVUTaEjWovXZo+NCeJhnZ2NafDpW3VBJoRAR8hdwmFOeW4Qk7iOrWjZYoziv1mSE2nVYsUYq2ywOn34vUFUYuSURo3syIzziQ7vQbZyBQnV953JUz/qpTp60Osa+ugdw8bvdOqrUJHG2HFYwL2PC9FPxUx6dEsnns5l+eezeHZKvG552X/sc08/EAuDz1ewMufuVlabCVjZBKnn5jE/q3NpESTL2VWW4iA18v37+fy/LO5YdlbyX9OlYnex7K4/8FcnnixmDf/8JIT62S/M1I55iAn/TOjfz025Li3PSCZI492cmjLAOVrSpg6KZ+nHsvh0YeyeODJHJ4XR9GzouOFJ7J4TOQ/8kQBL39Uzm+5JjIPSuSI4xIZ38NKK7sYWzUolcLHkesl/4dCXn4kOyqbqpyefDyHdz4tZn5OkBIlSxb9VVK/aGCKcdJGmI4+Io7x7eXPjoIyvp9ezDszy1lSIPs08eawYO8WT/9eNgbFeFk7s5gPX8jl0YezeFQcAS+9mM0zT2Xz4CP5PP9eOdNyoUX/OA4+NJZ2Dv59sq6JzdLimpiAYcHSIoGhhyUycYKdbn43K74t5LVn8nj6MTm+92fxvFzjz8m18vwL2Tz9ZDYPPJTLYy8W8dZPHnLlOtv3sCROmBBP3/aWKMYZWO0hXKUevnk9B3W9PS/zx1bXuexHrpVnRP5zb+bz+u8elosDN4rAOorMGC0T6HtIAscfZqGj2cfmn0uZ/E4BPy7wUFbZ28ASa6fzqCTGjHEyuI0P95wi3nsxlycfz+ah+zfziJzvyq7nZI547tlsnhce98k898SrxbyzNIilSyxHHJ/E/jLuzEq5/2asMu78tS6+fSWbp5/I4SXh+GyVsUbNP5PDU9L2DfVE3ZoARd5/5amcyRISh7uPP6YXMOnpXJ4SeS/IsYkmS12fz8oYXvqunJ837qnPNVmwJsdxgJx/E0ba6eLzs+bLYmZMLmGJnD/V8CmEOmoCexQBPRhNoLkTUH9SN/cxaPs1AU1AE9AENAFNQBOQL+oh/WSXPg80AU2gCQmYMawOYhId2M1+PLn5FMnialQFJcUUFrvxhFJIiE+mVYoDq7kezp+ownavQpPdTMteTrrZgyQsLmXKx25+yjNhOzCGduJ0Sq+PuYY0km+ezo0uyqfn8uD1a7n4vFVcfMlqLqkSL75I9q/eyHX3F/LCVwEWl9mxj4jnovNTuPyYeNo7DJnrRVb1EDLCi98E3Hz9wkbuvGSL7K3kX6zKRO/VWdz5ZBmf/h4iBzv7nZnCmdenM24fcaaZqguO7FshPZlRZyRxziWxjEu0YKz1MvO1fJ7+71puvGI1F10stouOC6/cwNV35fPsJ34WF9tI7BPLyZelcdLRCXQVMZaIyEhqSEb0OktcFH6Zy73XronKpiqnK65aw8335vLVqiC5vi395TMc6u1cTUik+wEynsMsDMkI4V/r5r13Cpn1pxv1e1nBsLQm+jCZITOBQUPiOHGgmbbFPlZ8ls9Tt6/lmstXc/4Fa7j08o385+kyPlkMRU4HYw+P58RRcbTYQ64j9opNncwOWg8VZ885yZx5mIPe9iCbZ5Xw6XOb+d/Na7lIrvGL5Vq56MI1XHbFJu58qoyP/wyxQZxE+52QyqmnJnNUTwstrNGB2R1BQuXlfPLoem6X6+0imT+2us5lP3KtXHrFSi6+biPXTCnjl83KMaPsU3JD6mNLrJLdUlD900Zix3gOPzuG4QfbxOHqZ/mHeUz/toQf80OUKbHSxbBYcPZJ5dBjkrn2RAf7pkJoqYvP3sjl/pvXce2Fq8Jz3cVi88WXrOGiqzfLPFTKJ/MgJ9PJ8GOTuEicXPskmzHx7xYxz+YE90Zhdd9a/nOlXDPCMTLOGtNLV3P5lau49v5cXvvLR/ZWT50aWCwhDMPHb59kc/9lq7hc2F0oxyaavEsvF/vlmF00qZD3FqtJ518bd0ZOzWshUaRSSeoXGtxBibWSeGAiB4xPYGwHA/vaUuaLk3DGEh9rPaq+ShT5Era8ulJlqlTprCagCWgCmsDOJ2Da+Sq1xj2fgB6hJrB7EXC0607y0KNIP+vOkI67nMFsOQbqWDQkqj57y7Eb20A+qv3ewqZynDLDvCqxxqCf7KoRja7QBDSBBhFIwpzWlb7D29PSns+Ktz9n9j85bNhGxmbWzf+Jmd//xVJ/JxLadGbfTjbstm0aNs8CcXLROZbeLc30wcvcv30U+60cPCaeLrIgW/cwQ4QCQTzFAYpDakXYLxxUGi2qOgOGxHKsOLYevqsFL93VktMOiqGtGaSG6pta9Ax6A5SXqL7RZEbKVL1y3ZjpdWgsl9+Xwd2vtuXWC1M5tpOFeEt1ydX3LcR0TGXwqa25/fl07rk/nvOPstIdJVPJVnpUKqudThtjzkni1sdb8tijbbhwVCz9kk3VBcp+iKA3SFlpgCJUXxWVnLpjcWkQd0D6ixRZToeAMCj2U1gUoNQTwqfMCtfV9GEhuVsCQy/O4IzRdgYHyin+OJvHX8jj4Rku8r0yjpq6NrjckB4OOgxNYeLNmdx8QyzH9DGRSWScatxicBsbnU9O4abHW3HxkXEclAImQ7rqsJsTqGaeM4ZWA9I57dZW/Pe+dP4rjuGTe4XkeKvjHDnmKg3RYYScCzdlcttj7fjvpamcOMhBqgES+HeTczEo53R5gBI5v+VklyrVvx5RzTvuIDJFSB8VQvhdQcoL/QRLgpT5QlucFKqqphjvJOmAVpxzehyXHSw6XS4+fTaXm+7LZs5mP1veumlIbxtp4ugaeXFbHrgrg2dujeP6Uy10sIv94etb+oZTOdcx02NUPFfck8ljz7XlmlOSODDFwFl9mpBr3O/yU1yk2KmoZDQsqrnCJX4pQSg2qhAi4FbzRYBASMlUsX4yA64QYo4SsnNiKIhXPIklMr8VlgfDc17dihXvEH5pX1Yi4yqUscqcqKjX3VdaGLG06hHLhAkyR1l8ZC8s4fFXC/hugQfBKA0kiF0BmWRLCvx45JwsFvlyqKRCB01AE9AENIFdRaD6LXRX2aH1agKagCagCWgCezYBPbqdTsCoeI1h+ll3Ppp01h1JO90ArVAT0ASaOQEn5riO9DnyWMaN78cBlr+Z/+VbPPn827zz7rt88MGHvP/2JN57/nlenrmKeXTlwGPGMnZ4D2R9DHszH/2/5stXxthY+oxK4ZQz0jnliAzOnZjEKQc4aKN+yOXfhjXkzDhSY+h5XBrHnpLBMSdkcuJJmZwUJZ5wbCYnX5bBpeencdYZqZx0TCLHDHLSNcmEWBFVvslqJq5rEkPFrmOPS+f4EzKiyj5J9B5/cibHX5DOheemcfpJKZx0XBLD97WRUuHgUkujUZVECi3W8FMd/Y9K4aiT0zjjbJF1ZgYXHS1yT8rgxBMzOUbGePZl6Zwr9p96XDITR8WwT7raG6czAAAQAElEQVQwiMjYKrWR0DGeg88SeyZmcpwwqYnNFl4Z4bEdfWQGZ52QwH6ZJsI/b2aYISWeA49K48xzUhjf00a7WGMrTVF3bHYSeydz6AnpnHdeGidNTGBYd1motxmY69GdBm0GllYx4tRI4cjjUzn7wnQuPjaDM4/P4LjjMzlJuJ1+UToXnZUixz2BgZ2sxKC35knAJHOng4w+SYw8IlXmjTTOvDCDSy7N5Fg51iecKMf8mAxOPV2uHbkWzz4thZOOTWRYbztpTgMz1TcDS6yNNuL1HH9qBsccl84Jcq1tuSYyw9dEtPwJR7fg5HNTOX+wg+4ppgqhVjL2S2TomemcfHgch8h5Zq2oqTkxYcTF0XdEKieem8E5p6Zx8CGx7JthJs5S9UIxMOx2UjsmMvrwFE6Sdqeelc5FMqedLte3svHEinnoODUPyTV3+onJnHRYPIPE0R7tkrUkOWg5MI3jTsvgyKO3XP9KTt0xQ+Yj4Sx6zzs+gVEdzSTZkE1sxEJqnyQOkOvvlJMz5JjULfdENTfL8TprdCzD25hFzs4IBliddB6VwhGnpHHmQU4GyFxat2YTGDZaD01ipMzRJ52ZyPB9rMRDNecpNWxyXFvH0f/oNM64Ip3DxAF5cGcLmXJuKkdZ+D4hc2d8p0Qmnpsu95IkjutpJdUh9tYgURfvpQT0sDUBTWCnEpDZf6fq08o0AU1AE9AENAFNQBPYWQS+ky+iV/sI/l/hpDsKd5ZSrUcT0ATqT2B3b2myZtJ6zNkcf/aRXD2igLWf3sP9F53KKSefzAknHM+Jp57NSRfdwZ3Ty1jd5TiuuPkozhjbhZYyMLPEPSOor4wxdD2qBee+1pm3pnTi6ZvSOKGbhS2LpnWN0kp8uyRG3d2BO9/qzEfvdeTddzryTpT43oedePvJtjx1ThqHD02gVQt7nY4Ok91G2kGtOOPmjnz4QSfef69TVNnvSPn7b3fg/efbcPmJaezfLoZOcQa2KubXb4lSWjliSGmbwtCjWnH1pI48+7HofacT777biY/eas8rD7TkhIOT6JFiJYnaNicZA9M559WOPPlJJz4QJjWx2cJry9g+ntyRR/6bwRGdzITXfE1WaJPOqbe15+mX23DtKAd91eMwtakO18lYcNJFxnHek11455POvCFyLx/mINmq6mjizQzOGFp3T+fwS9vyXznek97vxAcS33mrI6/f2pLrxiTQM9Usy/BNrFqL2wUELDgSY+k2OI2xl7fn9qc68eH7HXlPrpMPPurEm6+358bT0ji8Vwxdk021OCBM2JNi6XV6O657rBMffdBJZHSMfp3LNbTlWhE9H3eW+aQNTx8Tx4EtTRDW4KTz0S054+mOvH1jKhcNsuOgfpvRIYX9Tu/Ay2924ru32zHpujQGZ5qjzFEG5pQYknuk0md0a258qAOvy/Wt7Hq3Yh76QOahK09KZb+2TjKt1OjEt7WIp9vR7bnniY5MlnlGyahf7BSejz4QvU/dlsF5/a1kRrzG4gBqN6YFJ9/Vibfe7ijHpFOdLN/9sDNvv96BV89P4lRx6LBTNrPMFwkMuaQNN8m8+vTpCRwlzsC6VZukSQw9z2jNxa905J1nMjn7YCep1MxZqrYKpsQYWo5qyy0Pd+Zz0f3WDakc0csW/s8rhmrpjCV9/5bc/lInXn+gBXePdNJW7ieqSkdNQBPQBDSBXUNAzf67RrPW2hACuq0moAlsBwH32iUU/DCZnEm3GzpqBvocaP7ngEwHZ0usLUScW0fnTrr9Me3gqg2VrtMENIHaCRhS7cVTtJn1SxeRvaFU9rcNob/Xs+avTeSbzYQiC4nSTBzt8qmDJqAJKAL6elAU6hV1ox1AQJ9/4Reb7gCyTSNSH5+m4ailaAKagCawtxLQTq699cjrcWsCmoAm0OwJ6AFoAtsQ0M6tbZDoAk1AE2g8gQDB8nWsmfEx06f9wuzi1nQedjAHjhrP+PHjmTB+gsRDmTBmKPvvm0ib/D+Z8fEsps9ZT64f1GuNjMYr1z01gV1EIIi32MO6n4r5eWoRX3xVxFeNiF9+WcSXXxQzd7GXTW5Qv1ejr4dddEi12jABff4RfpaN7dwC5V4KV5bw8/dFfPZ5UaPmh6++kH5fFzNtgYeFucHw76Lp47OdB2av6K4HqQloAppAzQS0k6tmNrpGE9AENAFNQBPQBJoHAe3cah7HSVu5MwhoHU1IIAfP+u/48L77ee7t3/ml/Zkc999XePfTL5g8ZYos7n3OZ59N5vOPX+a1Ow7muLZL+OKup3nmxW+Zut5PqTi6mtAYLUoT2EkEfBSvKmDq1Su5buIyDj98BUccuYIjGxSXc9hhKzjs8FX836tFzM4N4VVe3500Aq1GE9AEdhwB76YSlnywimvPl3nhiOUNnBukj8wlhx++jKMmruD4x/J47k8vgR1nrpasCWgCmoAmsJcQ2GudXHvJ8dXD1AQ0AU1AE9AE9mQC2rm1Jx9dPTZNYFcTyFnBhvk/89XCZHISDuGYY8dzyMBO4d/dsFosmEwGJrMTI7YbPUaOZewR+zM+Zh7Fy37h0983kef2ozdNoPkRCBHwBChe72GDxwNBDwG/B3+DoleGLX3xsjkvEHb47moflxikgyagCTQBgZAvgKfQy4Z1W67xhs0NnvBcEsSDz+2hOCdAbrl+UWETHBYtQhPQBDSBvZ6AdnLt9aeABqAJaAKaQCUBndEEmgmB4Hz5Ony1j6D+za1mcsS0mZpAcyTgKdxE9splLCluhylzECOHdKZjUg0jSdyXfYYM5oh+PmKKVvPrT6vYVOarobEu1gR2ZwIm7MkOOo9JZvRBKQwYnMyQIckccEDD4qD9ktl/YBLD+tlpF2NgMXbnMWvbNAFNoL4EzHF2UnskcehhyfTp37B5ITKPDB6YwgFDkzlkkJOBLcxN8hrF+tqv221FQO9oApqAJrDHENBOrj3mUOqBaAKagCagCWgCeweBnEl3zM+ddPtjhZPuKNw7RqxHuWsJaO17K4GA34vX7cISsmAzWzEZwfDvbEXn4cSIa0G7AR2J9/op+mUVG0u9FEdvrEs1gd2YgI3Ezikc9nQXnpjaje+md2XatK58/XXD4jffdmXGzM7cfX4SI9LBrlceduNjrk3TBOpPwN4qgX1O6sQTr3Xlx+8bNi9E5pHpM7vx9VddmXJdKpcNsGGuv3rdUhPQBDQBTUATiEqg6f7UjCpeF2oCmoAmoAloApqAJqAJaAKagCbQ/AiYTBYsVhsBUwBfKCAOLhMWatr8mLzF5K/KpajYhc9pxlCvM6ypuS7XBHZXAiHC5641xkRMnJn4+BpivcpNOO0G+iku9KYJ7DkE5N5mtsn8ELs9c4P0jTMR5zCwm/ccNHokmoAmoAloAruOgGnXqdaaNQFNQBPY8wnoEWoCmoAmoAloAppA8yRgi00mKbMlKdZigsXrWbcun6xS8QBEG45/FRsWL+CnP3PIMjlJ3acFKU4LTvSmCTQzAkYzs1ebqwloAprAbkRAm6IJaAKagCawawhoJ9eu4a61agKagCagCWgCmoAmsLcS0OPWBJoFAVN6W9r02JeBsdk4Vs1i+vTvmPnnelZt86LUXHLmzGDGx1N5e52VgnZd2e+ALnSMselXMDWLI62N1AQ0AU1AE9AENAFNQBPQBDSBHURgp4jVTq6dglkr0QQ0AU1AE9AENAFNQBPQBDSBZkXA3pq4zgdy9PE9GNByA3NfeYTn7rqF2266jltvu43b//tfbr/tJm6//kZuuPMpnv96CdltxjF41CjOHNaK9FhLsxru9hpbwzNuUGPF9mps/v23RlNlPDVWVGlTj2wTiamHpu1o0iyM3I7x6a6agCagCWgCmoAmoAloAjucgHZy7XDEWoEmoAk0KQEtTBPQBDQBTUAT0AQ0gZ1CIB5zZl9GnT6BMYd2Im3zPJZ+/SZvP/8w99x9N3fdeSd33X0/dz30CpOmL2U5beh62MkcP2EYR7a1EWveKUY2jRJ/gPJCL+vXeFmT5SenLESwgc4HQ7xZAXeA0myRs8nHxoIgXiXDEFk+Kd/sZfNakS9xbU1R6V/vZW22n8LSAF5fiGBdIwyF8Jf5KBC9a1R/iTXJj9Rn5/kp9QTxBBrrgxO7AkHcZX6Kc2RcG2RcFXrXyNjWyfiV/Z6AtKvFfkNG5y/3k7/Oy/oNPjYWCTM14Ia+MlAY4BNmwmDDeh85pWKbjK1OMcEggXIfeZu22L9K7M4vCyLYa7G6iauUkX7RWSLjl+OyuVhsamIVWpwmoAk0YwLadE1AE9AENAFNoB4EtJOrHpB0E01AE9AENAFNQBPQBHZnAto2TUAT2DEEDCMOZ+/jmXDx//H8C3dw53mDGdlJrcpH9Iknq+MxDD3nfu6572FevGk0xwxMo1l9yQqJV2V9DrNfXMnEEUsZeU0W/5nholAcNJFR1i/1kDs/h09uWMZx563jrGcKWe5VPcWhtDKfLy5ZzuVjFjPsENExaimjosURSxh+9EoOvWkDz36azz9r3OSJCOUrkyRqCLi9ZH+7jmduWsqwg5cyQuRHlS36DhmxjENGrOTGBzbz6fwSFuQEKBNnUFTBtRZ6KdxYxO9fbebd25dzyfGiW7ET3UPHrODIc9bz4ucF/ClOp5Ja5ZSz6cfNPD5hGUecsp5TJhWzXJxMtXaJVun3weosnr9uBScdtZrbP3fxa44c12htq5aVlpEzcy13n72UEcOWMeSC9Tz2TRlrPNDgw19VbgPzgU1FLPt4JWfeu5nLPigjr7YD3kDZurkmoAloApqAJqAJaAJ7GgE9nm0JNKvvX9uar0s0AU1AE9AENAFNQBPQBDQBTUAT2FEE5OuSJZGUTgM4YOwxTDzzCi65/g6uu+46rrricq6+5b9cdf15XH7WsRx56EEMbZ9EpnVH2bKj5IrTLtlKbAyk5JSz8rsSfpxVzno31MNNQnhTTxKVl7P6r2I++aqMv7ICuOxmYkS0kuIr95GzsJzFS8pYt7KUFctLWB4tri5h7dxilr5fyKtP53H/Yznc90YBM1Z4KanB8REKBPHmu1m7VGSvKWP1qkrZ1XQUs2r1lvj+m/k882AuD92dxRufl7CwIIi4icJDqfXD7yLnr1wm35/Fw3fm8OBT+Tz3TjGf/FzMOrF9xcpi1i8pZv7UQl4R+x+4J5sHni/gh7V+oju7gngKPKz5u4z5f7r5c4Of8kCtFkSvDMqRcnlZt9jF/HkulovzrsgbvemWUoFZXMzC6Xk8+2wxb8x2s1r0du3lpFMrKwkWMMLHjh2/BUtZNaeQT18r5dtfPSzPC1Cr6TveIq1BE9AENAFNQBPQBDQBTaCZETA1M3u1uZqAJtDkBLRATUAT0AQ0AU1AE9AENIHaCVgwkrrQcegpHHvR7Tz44IM8+vgTPHL3f3j04vGcMKwT7dLsmGsXsnvWKm9GYgI9Dkzi/LFWupd7KPjdxVJx/OTX12Ll5FpTnNmKkQAAEABJREFUzvKFbr7PttC2bxyjh8XQyrJFQMhswhZvJtYmHkC7nfjkGFJTJaZsiSmSpqj91FhSk20kmwKsn1PKey/n8sjDWbw8tYRf1wdwiyNmi8R/Pw0DTDYzzvBvoFmxxDhJCssS2ZKGZYfli+xUJ6kpNsyFfn79qID3ntrM08/k8d4P5awuDtbu1Av4KV5cwKy3NnPfTdk89lIxk+cEWBxykJSsZCt9kqbYSU6ANXNK+OipbO65fTOTppYyd3MQv/iWqLYp22OcZhISzSQ6TZiNag3qs6v6mE04hXFSkplYu4HVVFPHIN4SF6u/y+GTtwt49IsQua3iGHZ+Ovdfm8mJ+zvIsLATnkYM4Sv1kP1rPjPE0fj+THGHlplISzDtBN01sdHlmsDeQECPURPQBDQBTUAT2PMI1Pin7543VD0iTUAT0AQ0AU1AE9AE6klAN9MENAFNYK8iYCVenHTdDrSQGO8nf6ObBasC5JbXD0KIAFnL3axc6qMAC93a2unX0fqvw0Y5dwIhytrFkHxSC578qDPfzO7G9Old/43TJD+jG9M+78DklzJ46Go7Y3uIV+vPct59MZ/H3ilkuUtpimZTCE+5CWxOzrqrHS9P7x6W+01V+dO78c20LnzzeVvefDKJG4630UfcWiumFfLGfTl8scDHKn802VIW9BBYl837D4tT6EE3czBoMySBi+5uxfMfd2GKkq10fdONb7/oyOevZfDw9U7G9JG+2S7evGczz72Qx9xSKJOiXRdC+NcXsfC1ddx4VzF3TAtR0jWGky/P4LazU+iXYuDcKcbJCZFTxLKP1nHzNQX873UPfwlTrMjZs1MM0Eo0AU1AE9AENAFNQBP4l4DONXsCpmY/Aj0ATUAT0AQ0AU1AE9AENAFNQBPQBPYSAiarA5MBJvETmAiEU0OcNds7fFuilbZ97XROMLBl+5iz0MPa/OBWYqPvSBufh5W/eVm1wYSpZxx9+4iTK0NsNCp6qCe9xF5/jBlHBweDDo6jXw8n/QfEhOMASVXs39fJgAMTGXZECsedmcE5JyUysa90XFnKjKnFfLXQyxp3hcxqSUD8YWazhU794jigv4P+/WPoJ1HJDcf+TvoNiKPfAYkcfkwap5yZwsWnOtjP7mfzTyW8/2UJsxb7hGg1wcLWs6GMBV8W8tkMDwtCNvoelsbJF6Zx9gnJTBwVx7CBzrCu/v2c7DskkQMPS+a401R9HMd2EwfcmlKmTS3h8z88bCyV8VRXsVP2A/g3FPDzlDyee1PG+2cQf6tYDj0zlVMnxHNwewux5h1rSNDnpzSrjOU/5PDes9k89koR324MUiKKW8eKbgsEdxUeUa+DJqAJaAKagCagCWgCmkDzJGBqnmZrqzWB3ZqANk4T0AQ0AU1AE9AENAFNYCcSCPi97A1RIfW5igiIXylgIA4ZKyoNNsXzL3FWUjrHMrCFmbYeP7/NL2fJpvr8UpUPf0EZ/8zxs7bESqujE+m3r432YqyYKJ//BkM8GEF3kOJC8Uj9W1wtJ72cMWT0zeTYMzO59yIH4zL9uP4q54NZLv5a76/Wfsuuem1hSJxprpIARVuKavi0YEpKoPf4TC6+J0kcaXa64efnT4uY/nM5m6TXv9Ypj4uL9X+X8sVbbn4rM5N8RBJXPtSKi85IYVBbG/FE2awxpPfM4JiTUrj2bCv7ZkJJtpdf5pazseBf6ey0LYBHjtHfH2fz5uuFPP+LLAN0imX0aSnccVEaI7tYse9wW0L4i8tZPy+H9x/dyP2PF/PiXDPp42I5/Cg7IxNDOMUsn0K+w23RCjSBJiWghWkCmoAmoAloAprALiYgf0buYgu0ek1AE9AENAFNQBPYCwjoIWoCmoAmsOMI/PDBLewN8fv3buLHT+5iVZGJnPh+bLb1ZqOtK/nWDoQwtg+wyQIt49hvmJ39O/koml3M4oUeVojU6G4lqVChxEvhwmJmrfaz0WJjWL8YOqaILFW3ndGc6aDL2GQO62FnYLmPv+eU8fd6H+phrtB2ykaNt10KQ8bEMnF4CPNKFxv+9LCsmLD8sHilJKeUFX+V8elfsjMwkWHHJzOmo4UWdX6TNrC1i6HHYckcLY6/Uw90cGgaxJpC1PMtkGETGv8ROR/8uFYU8PMbm7jjxXJe/FPKu8Vw8qUZXHtqMjvvFYXgXVfGyrlFPL/GROHQVG54rB0PX5/GecOctLOCVZyUAcHc+DHrnpqAJqAJaAKagCawexDQVmgCO5eAaeeq09o0AU1AE9AENAFNQBPQBDQBTUATaFoC65fMplnGhtq96Fs2LPuJIrdBubUVpeZ0iRm4jUQBKs4L+Wx8MIMjhp6DHQzc18C6spx//nbz64YQvhofPgrh2uRmxY8u/swBV4qNwd1tZMRvry2RUVixdIxnvwF2BrYI4vrDxZqVPrZ+2irStqGpsjGGTvs6OeBAM5keH/lrfCzcEMDl3SIrFAzgXu5imTj7/i4107p3LAcOiaG1XfXd0qbWT5udpO7JTDg+ldOPTWRMb5v4EU3ikKy113ZVhn1EhoHFqnI+ShcV8O3Hebz6fimTxWMZ6hTHqFNTOPPwBA7pZCHG2C51DegcIhg044h30ufQFCaensaZJycxrLOTHpkWYg3Cr95UVjdAqG6qCWgCmoAmoAloApqAJqAJoJ1c+iRoFgS0kZqAJqAJaAKagCagCWgCmkBNBGzOBPaOmIjNEY9ZvsWZQl7MIV84mqj1WauasEUpt5De00GPvjZa+fwsX+xm1t8eXP5orgdV5iFntZt53/rICtlI6Gynd3sTSbYoohtVJAPFQZv+Vrr2DmFZ6SF/pZ+NXmiqJ37sGTbadLfTIj5EWbGPxeurOrn8rF/qZfWqAG7DSo+2Vnq3NBNUQ6/XeCxgi2PQyBRGH5VMvwGxtE40E1uvvo1rZFR0Mwd9hDYWM+u1LJ5/oZjXf5SatjGMEwfXnZemM6yDBXtF252TGBgZ8XQf2ZLnb2/FHcfF0zPOENUhit1BAuEc2/s8InrbMwjoUWgCmoAmoAloApqAJtAQAupbQ0Pa67aagCagCWgCmoAmsHsQ0FZoApqAJqAJVBDwuorZO2IRXncJ6je5goaNgDheVAw2xW9yhVmK06GNk9ZdYxgeD97lbn793cWmmn4oKeBi4yI3v/wB8UPiGTghnr7iuJCuYWlN82EiMd1CqjiXTIRwi0Ok3I3kmkY6cRYS0qy0s4DTE6SwPICv0osVpKxAYrlwSRIb0sykxYle2ZXP3TAYmEwhYqwesn7L45uXsnl8spdpy8UrZzHRQo7RkCFxDEg1duITXFRsBs40O+mdY2jtNJFQUaoSsU4lOmoCmoAmoAloAppAzQR0jSagCdRCQDu5aoGjqzQBTUAT0AQ0AU1AE9AENAFNYPcn0Gaf4WyJe3batsdIcUAdSKJDHBm+DcQFciRm4wgVyUFqIleByUFKWydDehjE5XtY/Vs5qwtDlIiGrUIwCJtcrFruYW6RmbYDYhk02Elqk3/DNOGMMxGbZMIwgni8IVzKydVEw8Vhwh5noZUJbOLkyi0L4pWhKTdaKBTC75EYMiDeQmy8id3Zx2WygF+cdBt/L+bbTwp564MSpi0O4MFAbbbCIL6CAHI41e5OjxZhbYs1b6N3i3XbFOsCTUAT0AQ0AU1AE9AENAFNoF4E5E/5erXTjfY0Ano8moAmoAloApqAJqAJaAKawB5CYNjx97A3xOEn3sfQY/5Lx6Qg6SV/0sL7N628y0jxrRI3RlN5fWzEZDroPdJMa7MP7x9uFq8LkO3f+mQJ+QOULHOxeIOfRYaNLu1t7NvCvHWjJtkzsNhM2G1gGCHcviBl7lADXhlI7ZvJhMluRvxX+MW7laWcXOF3IRqijy3RbEDYBgMxg91vE/vEKKsDSt0+fny2gJffdPHmP2YpVXUS5XitnZzHtHcKmbIsQI5PqnTYewjokWoCmoAmoAloApqAJrAHEzDtwWPTQ9MENAFNQBPQBBpEQDfWBDQBTUATaJ4ETGYre0NUR8eifpNLfBZm8WmZ8aFSE+oXjVRtU0SD2FQ7vUfHMbC1ifRcD/OWe1mdH368qUJBgIDbzdJfPCzZCKHuDjp0ttJRPeZU0aLpkiDlxQFKCoOEggY2iwm7zcBoKgWeAN5iHysFYYnVRIrDwGpS0kOEhLF6YC2onF7+ID5fSIg3leIdIMcwEKvxBwIE/SECCTYOuSyTa65N5KrRiIPOz2/Ti3nloWxmLfVSvANM0CI1AU1AE9AENIHmQkDbqQloAnsOAdOeMxQ9Ek1AE9AENAFNQBPQBDQBTUATaGICWtxuRiDoc4efYhJ/D0HMqDREE3+ti7WS1C+Ogd0tdLH6+PMfF0s3Vn2Uy4cnq4wff/KxttRKqxFxdG9nIWOHsBInV8kWJ1fQbCIu1kRSLJiaasjuAG5xcq0TJ1cwxkS7JDMOsxqIgWEY2GMMcayFoDRAWWmQMqmSPfmsfwh6A+IgC+54B5nyymGAzYy1rZP9JiRx0vlpXHxxCuefFMvI3iYoLueXd/P4ZFY5v+aGxClW/3HolpqAJqAJaAKagCagCWgCmsDuSED+yt0dzWqONmmbNQFNQBPQBDQBTUAT0AQ0AU1AE9gTCJghKYYefW307hhk6dxy/lnhpUCGFnbwFLopXFzC5/MC5Mc4OemYJPZtYRGXmzRo8hDCWx7C7YVQkoWENDNp8aDeINgkqnxBvB7REYTEOAvtM6w4rMYW0YaF1DZmUlJlN99PQV6QApfkwxAkrUcIBYOUritl05oyVpaAS/TUo1vjmogfMqCcXF0dHHpJOv/9vxYc391Jl86JdDyyBdccYeO4TgEo8fLBJ8V89E0ZheitcQR0L01AE9AENAFNQBPQBDSB3YWAdnLtLkdC26EJaAKawJ5IQI9JE9AENAFNQBPQBJohAfU10UG7Xja6dgffXy7W/uNjjThoxEVCKNfL2oVulpeZsWba2b+3VRxPxg4YpyjEy+aFPlb9A/4UCzHpJpJFk7JQku0O/jwfm8SBl1NiYLabaZFswmYhvBmGibTWVlpkSFnQx9INPhZlBQm/zTDcoq6PkDTwkv1zAZ8/tJnbr9jI29+5WKkcdlIDBk25+X0hYuxWeoxOYewhCYzoaiXZrjRYcKbHcuDEJI44LIb90sSxN7eQbyYX8uovHta6lZ3oTRPQBDQBTUAT2D4CurcmoAloAruIQFN9N9hF5mu1moAmoAloApqAJqAJaAKaQPMioK3VBJoHAQtpXR107mOlZZ6HghUe/t4YxC//Ctd7WTLfT7F4UFK62dknw8DZtP6aCkR+gptL+PN3L3+uNuHs5qBVKwvJUrv9X2SVY0ccPOKsm/erj3yHlcRWVjqkmrBXcXLZWjto19FKZ7ufNYvL+WW+izyv6itG1Bn8+PJKmT+zhI9fK+T9SYX8vNRHjvLd1dm3IQ222BMQD6QzxkLv/vH07mAnrkLElh/UbP8AABAASURBVForsYOSGXp4IscfZKZjoZvl04qY9F4Rv63w7fhXKaI3TUAT0AQ0AU1AE9AENAFNYMcQMO0YsU0iVQvRBDQBTUAT0AQ0AU1AE9AENAFNQBPYJQQMTO2cdN43lrEtAhhFXn5a4sHjKydX0r9/FtdJDydtBjroZAYHO2Ar9LB+egGf/eXmV7uVoYfGs3+XLc4bY7vVBSAnn1+nlfLpDINQ/zh6DHXSNxViIsLVI1ttYunaN5ajeoJ3TiHfvi9xc5B6veavpJyCX3L56Ccvsw07iRMTGTzATm8HbFEhDGnaLRQK4RMnnM/3r+wtupSeWDrtl8Dx58QyrIOF+Hw3i17JZdrPbn4rV/W7NGrlmoAmoAloApqAJqAJaAKaQKMImBrVS3fSBDQBTUAT2EUEtFpNQBPQBDQBTUAT0AR2EgG7k9TOsRwy2MDs9/LznHI2ry1lwSofv220MmD/OIYPcJBA/baQOI1MdhNxCeIVq62L103hijymfZjDvS+7+GKTiVB3J2OGOOjRMnpf8e1giDfHEWsivjbZBAiVlbHyhzw+vL+QNz/w8JfHwr4j4hgkY8mUvv9+SRaBxNC2dxyHH+dgX7OfrE8LefauLN6cUsg/WR4K//UlSc+KEJDy1QXMeC+PR552MXVxCHvXGI49OYmBna3EUmWr6B+SYZmFTXziv9qrtKo9WyEj0kg5uqoVRaogJZb2g9M45VQnE9qH8Be5+eL1PN77oJhlLoTOv011ThPQBDQBTWBXE9D6NQFNQBPQBOpDoBF/QddHrG6jCWgCmoAmoAloApqAJqAJ7CQCWo0moAnsIAI2YjJi2P9gKwkmH0u/L+GPOaX8sC7AQoedYQOcDO9mqYducRZJMHmD+PJ8rF7qYXOhn82bfGyqEjdn+dm4soylPxUw/d0sXnktn+e+B29GLINGx3NwdyutHdHV/T975wEgRZH18X9Pnp2dzcuSMwuIihJESZKjAQUVM+acPuOpp5566hnOcGc8A2bAgAmQjAQTShIk57g5Tk7fe8M0zi47uzMbYMMbqrqqK7x69ZvZ6n79uhuNBvD7/cjZ58KOg76g7Kww2QcPeZF1wIWsHaX4dVEuvvowBy++YMOiPA3MJ8Zh3BAL+nXUg9QsN4AWlvYW9D3firGn6dHW4cDit7Pw3hs5+GhOERatdOLPXR5kZ3nAY+TssmHHL4VY+MUhvPVOIV783o/CBDPOGBGPy0dbkJlKioaPEBxQgdblhzvXjZ0R2IRzOrDfg5w8H0o9IacUe/cQ7UcPTUYSRl+ZgIsuN6KrMYD9ywrw5ft5mLvFg30kM1pJ0k4ICAEhIASEgBAQAkJACNQHAuXOsOuDSqKDEBACdUhARAsBISAEhIAQEAJCQAgIgagJGMw6tO9pQkfFC2VZMT6bZsecg0BJ7zi0a69Dq2gsSm6jVRC/x47cTw7hlvO2YdjAzRg2fAuGh8VhwzZjxJidOOvyLNz6TxumryQPUGczJt2chkeuS8EJVg2MFWquwGj2I+ByYOqDezBl+GHZQ8NkDyfZQ0dsw9Cxe3Dh9fl49G0nfiRZLYcm47InW+CiPkb0MFNBRUFnhKFjGs67OQE3TtbjRHixcU4xXrz3IG69ZBvOHbsFQ4duAY8xhPQfeynN8XEbZvzshyfeiLF3pmPKVSnomwCo/0/WkWE0lNNS+QE79n14CNefQ2wGHNY/nE14fsDpW3HlnQcxY7MXh3yH+9M2hkCDdk7BqUOScMOQAFrpvNj3hwNvfFKE33d4YpAjTYWAEKjnBEQ9ISAEhIAQEAJNggCd3TaJecokhYAQEAJCQAgIASEQgYAUCwEhIASEQEQCRi3MXePQPVlBO6cDi+a4sLNUh65DLOjYTBvFqwoDCPgD8Nj8cNrdQIEdu7cUY+MGihvLxT+LsHGrHVttCiwd4zD8rGRcdGM6rhyfgAFttLCQM6i8nvyaQr/HD7eLvT1uFB4swY6NJKe87GBZCTZucSJH0aDzmVYMOS8dV1yTgouGxaFLcmWmMdUZzOhwegpGT0nDjVck4PyhenSJ96Jgewm2bSrCn8HxKN1sw5ZdXmhbm3HGhBRcfGs6rjo/EWd2N8CilNceCHgDcJb64QCxybVj12Zi8ifFoLzyaRE2UvmufUVY9osDO4sDcPhZZgDw+eGy+1BSQrLIT+UNlnNdpGhG656JGH95Es7to0UqfS8bPs3F+18U4dudXpT6IvWr7fIA/J4AXDRgid0PmzsAmk1tDyLyhIAQEAJCQAgIASEQIiBJYyRAZ+uNcVoyJyEgBISAEBACQkAICAEhIASEgBCoNgG1o5ZMxhYWnHiCGUPS9dAFDGhPDpxzhsajg5Xq1HYRUwUavQaWZnqkJxuhjzch3mpGQkK5SGXxRhOSulvQ7ZJk3Hh3Ov71cDM8d1saRmXqEekhK0WjQGvWITHVAIPJCHNcObnqOPFmxCWaYe5gxcSrknH/U83wj3+3xM3nJ6CvVangNYUo91GABCs6j8jAjU83w8NPp+D/rrPinOZx6Kwn2aS/lcbQJ8ehZd8EXHVnKh59ujkefzAD5/U0oqW2nLjgrgKtSYukFnpkaAwwJZhgVfWNkFppHB3RyOxoQJpZgYHUAr+uUK9FYpoeLVrqkEreNBKLqj66NAsyJ6XjonOsuKCrgsRcB1b9Zse8NS7YyPlWVf/aqVegM2thbW5Ay3Qd0uMVaCAfISAEhIAQEAJCQAgIASEQPQE5f4yelbQUAhUSkEIhIASEgBAQAkJACAgBIdB4CbDJGI+TL2uFe77LxHc/ZOKTpzJw/al6NCMnS9Xz1iOxQwrG/bcTXp6TiSXzu2D+vC6YO7dcpLL5i7vi+4874JO7M3D52cno0Y0cRgaAQsRhNCYDmg1tjZue7oLFi7pg4YJyctVx5mdiwdzOWPhZOzx6YwZGnZyA3q31SDFHFF1xhVYHbfMEdDy5Gc6e0gZPfNMZ05eQbNJ/Ho2xZE4nfPV2G9wwIRX9O5rQzgroKpZEpXFocUYGbvu6Mz5a1hWLSNd5FI9ic6QsE/NonB+Wd8G7/26OCzK1yNCSGEUPtM/Adc92wsdftsdj48zok66hiqoCdTbGo9eVbXDfR13xPbH7/MkM3DHIhGQ9e89Qxx8ew4RWQzNwyQddMPPfLfDCORakcnEdjyzihUB1CUg/ISAEhIAQEAJCoP4R0NQ/lUQjISAEhIAQEAJCoIETEPWFgBAQAkKg0RBgj4MW8S1N6HBaPPoNtKBXNyPaWBXoyZqs6tVygYAGujg9mp1oQY9+8eh/ugWnR4pnWNDv1Dic2sGIFml6mEwaaFHJhwZXNBoY08xo182C/tT/DIqR5J/Rz4IzepvRuY0RKXFaWMj7RFOoZIAIVRotDGYD0lqakdnXgl79SW5oTv37xaHvySa0SdfDatBAj8ifAM3OmGxEB5JxapiMSPqr5f0HWNDzBCNaWhQYFSCgaACzEW27x6FXH9KpmRZJBiqPPHRYjZa+WzM6nBqP0/vHox/J7ZymBamOY/Hh34cpzYhWp1rQp4cRPchrR6ofi6FlDCEgBISAEBACQqB2CIgUIXDcCdDZ8HHXQRQQAkJACAgBISAEhIAQEAJCQAg0cgKNc3rkY6l0YvwmvUob1KSyqsFrIvsY9K0t9SPJiVRe5dTIeej3BuD1BOCpYfT6AD/JizRmnf4+Ig0q5UJACAgBISAEhIAQEAKNioA4uRrV19lIJiPTEAJCQAgIASEgBISAEBACQkAICIHjQMCDoh35+P7OHbj73K0YNX4bzjprG84+O7Y4buw2jB2zE/94txDLcgGX/zhMRYZsGARESyEgBISAEBACQkAI1JCAOLlqCFC6CwEhIASEgBA4FgRkDCEgBISAEBACQkAI1D0BH5x5Dmz6Og/fzMnBkvm5mDcvF3PnxhYXLMzFwkV5mPurEztsAXgreZqr7uckIwgBISAEhIAQaFgERFshIARiIyBOrth4SWshIASEgBAQAkJACAgBISAE6gcB0UIICIE6IKDRaxCXrke6wv87VnWinrTifnqkJGhg1gLVfnUi5CMEhIAQEAJCQAgIASEgBConIE6uyvk0klqZhhAQAkJACAgBISAEhIAQEAJCQAgIgaoI6JHQIRkjn2mPp6Z1wsefdsS0abHHTz/piE8/aY8HL09E/1QFRk1V40p97REQSUJACAgBISAEhIAQaFoE5FSzaX3fMlshIASEgBBQCUgqBISAEBACQkAICAEhUIZAIKCFMcmETqOSMeLCFFwyORkXXRRrTMHki5MpJmHwKUa0jQO0CiBvLIR8hIAQEAJC4HgRkHGFgBBo1ATEydWov16ZnBAQAkJACAgBISAEhIAQiJ6AtBQCQqBpE1DIGVVXBOpQdF2pLHKFgBAQAkJACAgBISAEGgABcXJV70uSXkJACAgBISAEhIAQEAJCQAgIASEgBIRA4ycgMxQCQkAICAEhIASEgBCoxwTEyVWPvxxRTQgIASHQsAiItkJACAgBISAEhIAQEAJCQAgIASEgBIRA4ycgMxQCQkAI1B8C4uSqP9+FaCIEhIAQEAJCQAgIASHQ2AjIfISAEBACQkAICAEhIASEgBAQAkJACAiBOiNQb5xcdTZDESwEhIAQEAJCQAgIASEgBISAEBACQkAI1BsCoogQEAJCQAgIASEgBISAEKgtAuLkqi2SIkcICAEhUPsERKIQEAJCQAgIASEgBISAEBACQkAICAEh0PgJyAyFgBAQAkKgmgTKOLkKln8NicJAfgPyG2hMv4Fqro3STQgIASEgBOotAVFMCAgBISAEhIAQEAJCQAgIASEgBISAEGj8BKKbYRknV3RdpJUQEAJCQAgIASEgBISAEBACQkAICAEhUG8IiCJCQAgIASEgBISAEBACQqCJEhAnVxP94mXaQqCpEpB5CwEhIASEgBAQAkJACAgBISAEhIAQEAKNn4DMUAgIASEgBJoGAY132++KRGEgvwH5DTSF30DTWNZllkJACAiBmAlIByEgBISAEBACQkAICAEhIASEgBAQAkKg8RNolDOUJ7ka5dcqkxICQkAICAEhIASEgBAQAkJACAiB6hOQnkJACAgBISAEhIAQEAJCQAg0BALi5GoI35LoKATqMwHRTQgIASEgBISAEBACQkAICAEhIASEgBBo/ARkhkJACAgBISAE6iEBcXLVwy9FVBICQkAICAEhIAQaNgHRXggIASEgBISAEBACQkAICAEhIASEgBBo/ARkhsefgDi5jv93IBoIASEgBISAEBACQkAICAEhIAQaOwGZnxAQAkJACAgBISAEhIAQEAJCoNYJiJOr1pGKQCFQUwLSXwgIASEgBISAEBACQkAICAEhIASEgBBo/ARkhkJACAgBISAEhEBNCYiTq6YEpb8QEAJCQAgIASFQ9wRkBCEgBISAEBACQkAICAEhIASEgBAQAkKg8ROQGQqBGAmIkytGYNJcCAhQX+x7AAAQAElEQVQBISAEhIAQEAJCQAgIASFQHwiIDkJACAgBISAEhIAQEAJCQAgIgaZOQJxcTf0X0DTmL7MUAkJACAgBISAEhIAQEAJCQAgIASEgBBo/AZmhEBACQiBWAt9Th0Ao3kdpdUO4nIEVCOEydZwKqissCu/D+fBG6nj5VJhKsarAbbgt6/BahMYdqZzr1HbclseZTOV1HXgMHnsbDcTjqnEl7XN5+flTcYWB9eW+sXyXah9OVaE8HsupTuS+qpyYUz+wnAYNcPQBb0YrgNo+z304RtunsbQTJ1dj+SZlHkJACAgBISAEYiIgjYWAEBACQqBGBLxbsX/5N3hxyrv49LP12OQFKNRIpHQWAkJACAgBISAEhMDxIODf+wPWz/4Pbnh9Cd746RCcUSvhgC97LTbMfQ3PPXIHLpp8MS67eDKmPPgcHvxsJZbvLkEpXbFXxdHFdzVbX9Prq6lYT+o3muKxDDeHBkum9AmKlYRgFbfhtgW093eK5QM7mbZT4U0UuR0lwcDz+pRy7GiipNbDOJLIji0eg8fuRPvhoQ/tcPkySr+nyM46SppGIOfN9fR3M7FpzLb6syRO1e8sPYWAEBACQkAICAEhIASCBPhOrX9Sju8yo3NQqJFP1qdRORsMlEQd+A66G6g1n8SrsjjlO+q4LBZ5bHCxbtyPZahRlcXj8Hg0XIWB58ZzCO/H+1xeYYdaLOR5sjHFHNXxOWXOXB6tDtyHY7TteQrcnmP4HYCc57LqRJZZ7UgDBu/kC6VXRyuIrikE7wLkNNo+Tbpd1JO3w7ltGX7+5jO8/f48zPt5Hw4SZF/U/aWhEBACQkAICAEhIATqAwE6u/QfwJ6fvsPcD6firW/WYsHWIniqVM2HgDMLB1cuwuLpH2Lae2/gv6+8ghnTp+HjadPx/sv/xStvT8MH037A4t/2ItsdAJ0qQalS7nFvwA4WtkFiVYRtqlj71LT9DhJwP0UO7ASqzNbhOm7DbS+jTR7F8MD1n4YKplPKHPjr4jR8DLYrqbrWArOeRdJ4HHa+8Vin0D6PrcZBtP86RQ7scNtKGbZxKanTsJykqzqEp6wPVQUD58Pr1Dz3DTaojQ39lf6jNuQ0Zhni5GrM324dzk1ECwEhIASEgBAQAkECfHLNziO+q+xBKuG7zCg5Evhk/SLaY4OBHTXcnnYrDWwg/UYt3qDIJ/GUHAl8Rx2XsTw2RI5UVJDhsVi3NVTHunE/yh4Jqiwe57UjpWUzXM5z4zmoNdyP97mcjRK1vDZTuZuvEppk5LxIsU0lTaSqTgk4geJ1WPb1d/jym+XYDANcCXEw0phs1VIiQQgIASHQqAjIZISAEGjEBPz5cG2ejQUzF2LaF+QzIU9UitVQtTPKeQDFG6bjkycfxf23v4Bnp/+BPUVhnOx7YJv3Ov73wDN48sXv8OmmYuS46Aw2rEk9zLKThdV6kjcxRL5hUHUgsR0XQ9caN32HJGynyOFF3kSIU0PlcymdTbF8UOvZmcQ2Hv0Ygk04fZZy7HyiBA/ShudLSY0Dj8N2LQtivbpQhsdaS2l4YIcRP7XGzi/my/boF9Sg0T/RRX8xK2ie/PfYwwc8z3mJFRMQJ1fFXKRUCAgBISAEhECsBKR90yPATqTFNG3VecQGQfk7ufhEnA0CNpjY4cUOJz6Zp24VBn5S6A2q4RN3voNuPOX5urkaWcbFVMZjURIx8Biqbjz2U9SSdUujNFwWl3EdGy9UVSawLqqxxnNQ+/KcWDduzEYJO6Q4X1uRda+vd/Ox0aXyC0+Zjzr/8PLwvFpf45SEJtD1h4drLEgEVIPAIeSu/ByfP/oY3vhgPr7bXAgyOKHRadj4rIY86SIEhIAQEAJCQAgIgeNEIG8dNn71Np585C28OWs1VnvokjqpQqc1tK0s5CN34xLMev1dzFhTgC1thmPULY/iwX+9hFf/8wpe+c/L+PeTt+LeS3vhVP067F7wLT59czlW7imGvTKxx79uXkgFtrmquqEw1DSYXBPcAr9RWv4JKSqq08DjTQmNwDdcsi0V2j2SsF3Hc2K7kJ1FRypCGbbn1PqKXmPIzdgO4v6cH8mbGkZ2lPENlSyGuY2hDM+FkoiBnV98syXrwfry6xcjNm4MFfQX+TPFoKNLA9xN+V6NYV51MQfiUxdiRaYQEAJCQAgIASEgBBo1AdXBxc6o7TRTdvywwcB3mdHukcAn4mwQ8F1p4Y4h7n+kUSjDJ/r/CuXZacIGSvm77HZQ/TSKFY1FxcHARgo7n1i3uVTCYz9EKesWbjiwLC7jOpZHTY6EcF3YqcZzUPvynFg3ls0dXuFNLUWWy7qzOJbPuvPYPCaXqZH1Zp2ZOxtFPNcmdTcfncRfT0ZOA3g3u/qVNeDU74XfXYLinG3YuOwrfDH9E7w+dSFWbCtFscLPbwFaBOhfA56jqC4EhIAQEAJCQAg0AQJ0vuJzw23PRsG+X/Drd5/ii4+m4905m7CmBNBYDbRRoNBJZmQYfqB0I3b+vgzTp6/HFvOJ6DzlLtz8wN/x6H134OZbb8Ntt96Oux76G+6/81JcPToe6YXr8MunC/Hr1jzsiyy4PtSsIiXmUuTwMG+iiPw0kXpj4AvUXr0BkrLHLLBtpNqa7DhindTB2a57ILTzDKVsA1JSJpwV2mM7My+Uryh5PVR4XiitSXIPdWYbjh1W7Lii3agC639zqCVz5/mFdhtnogC3059kMc+O0tq0vVlko4lkHzeauTTsiYj2QkAICAEhIASEQEMi8DYpq56Uj6J8eScMFZUJbCywA4cdMlzBDhlOw+NpYTvvhOVjyfJJ/kehDmygRXNHXKh5mUS9G5FlsLFTpjK0w444zvJddBU57bgulsi6s1HGfZhTNLozdzaK2DhiPZ7gzo05kpHzLhk3qpFT2StJGjOGYze3AF3IcWYj94/ZWPDOg7jhhgdx45ursKjdRPQcfRomnNGMdNHA46VvhXIShIAQEAJREZBGQkAICIHjQsALd+FmbFv8AT584Abcdu8beGpxMZLPOQ8jT8/EkHg3oAnAQ6c/EdULeODe+hs2rNuNRaWn48RhF+Dmi4eif4YWBoR/WiIxcxTOuWQk+vVOAAr+wPbdedhfGN6mXubV1/axs4rtk6qUZLuJ7UK+8TGS3VSVjNqov4WEsE3Euvwf5dXwGmW4jO2rZylfUWB7lsuX8qaSGHyiiOqZDSU1CmwbswB2nLHjivPRRubMc+X2zJ/TRhsVYBVFdqDymyMGkNXxSKOdbA0mJk6uGsCTrkJACAgBIVC3BES6EKinBPiEnF8FwepdRptYTsrZIUNdwA4ZlsN5NbZVM5SyU4ySmEP4HXGXxtz7rw6qnqqR91fNXzl2MLGxxCW1YeiE666Oz7Krisy/Kd3NV0RGzl0MhdI2PkDezc4w6ioGiLBjCzb99AumvrUFWTgVfc6/Frf83xRcPqYnerUyQ0tj+/xkblIqQQgIASEgBISAEBAC9ZeAF86dy7D2l0V4c60W+V3GYty1N+Ku687Geb3bor3WCwWB4KuYI8+hFNnbtmDP/mKUtjkdXXudhEHd45CoP7qHLqET2g67BlfcfS8e+8flmNi7BdqV9YSV6VRPdtiBwg4rVuce3lQRrw/VPxdKj1fC9uPfQoM/SCk76PgNH6qddi2VRQpsm3JdVQ/aFXOjUAx/WixUFHXCr4Jkxxt3mMGbakT+nrhbb9409qgAj5O1EXQyUsqvLWzT2Occ6/zEyRUrMWkvBISAEBACQkAINHUCE0IA2MEzO5SPNmGHjPoqibvLdVoftl/eARZWFTHLhgy/soEbsNOHDR3OxxpZjmro/FpFZ/W99cOqaBdNtTpnuZuvclp08QH8NNf33IxO5tnIGcF5iXVBgMxIdx7y8nzYWdQDAyfcgUceeQD/umIkzjm1FZrHaej7UOAPULu6GF5kCgEhIASEgBAQAkKg1gj44ck9iCKHgpzM8zHkhvvx90duxzVDe6N/2yTEB/zQBEBurkgD+hAIFCF7+x7k5DuhOfkkdOyShnbU3OMqRWluNrL37sP+fRSzcpFd7IQjfTAGX3AVHn3kCpx/Wmt0jKPG9T+orypk24pto0gas/3CdhM/VfR5pEbHsPxNGovfxEEJXqPNKxQ5PEUbvkGRkqNC+Bs5Nh5VW7aAX4uolnRXM9VI+4f1iaRXWJMKs7tCpaoTL7TbeBNydAVfW0hpAv2ZvtV4Z1q9mWmq160h9BIdhYAQEAJCQAgIASFQJwTUp4zerqb0r0L91KfBQrtgh5l61yAbJXznnVoXTRr+HwDPj6ZDhDYtw8rZKRe2e1S2KFRSkzv5WMRA2sjdfAQh2kDGzfVk3ATvpqT0sWj7SbtYCWgBbSecMuFiPPHlk7j3pmEY1SkeFnjgc3vhq+x1PrEOJe2FgBCoAQHpKgSEgBAQAlUT0EFpdRYGnXMvZjx/HR447yScaOVLwz64vD7QOWUwRpbjBfzFKNh1ELYcO5LbN0fLND3M2IXdv0zHB/fdiBv7D8DowQMx7Jr7cM2bC/Hd+nzkedDQPvyUEDuuWO9JvIkQnwyVv05pdW8wpK61Gu4PSRtNKTvg2L78N+UjBWtYxbGeA980GjZ8TNnwG0Rj6thQGytlX1s4hv5er26oc6kLvXklqwu5IlMICAEhIATqIwHRSQgIgZoSYGeMKmODmokxDX8NRLg8FjORNmxQscNnFuXZwKrs7kFqciQMDeX47r2aGCg9QnKiMTp+DLUt77ALFUedyN18UaM63JCMnL0U1dcWyrvZD2Op/a1C5pKlLVpmnoQhZ3ZAtzbxMAZH8SPgC8AfzMtGCAgBISAEhIAQEAL1kMBRKukQ1+oEdDjpNAzp0AydyMGlDbYJgF+9TBfNg3uRNy7AlotD+0qRV+SBNbkURatnYdnrz+OFF9/Aq5/OxMx9e7Bh525smTUN373zGv77zH/x5rQV+CnbB2fDOnF6JsThAUpTKZYPfEMiO5G4/B3e1JPIT0aF23H8xE9NbMO6nFZN9CquS8Xqq2wF4NcWBq9D0N/rixTb1Fddj7VeZLUd6yFlPCEgBISAEBACQkAINAoCVb3OIdIkK+vHRslQ6qgaJvzUGN99x092VeXsSqJ+HKp6+orbVBYTQ5U1MTpCImJO1HnH3JE6rKdYrdBQO5GRc+S1hWTg3E2xV0OdS73VWyHKlhQYzRaof2BQP1RFQd2TVAgIASEgBISAEBAC9ZyAFuYUK+KSwt8ZSGeQVTy/9dekyMlVko+8QqCg2AGlaDV+/+ZjfPDf9/H+9xuwUYlHQlISEikmWQOI3zkfSz99Ga+++Tn+t3Q/dhZ6/xJV/3PsuFJvPgx/Y4aq+e2hDD/FVVP7KySqVhJ2voXfgBjJSVcrg9VQSEXOwxqKbPzdyf64k2dJaQL5jdVXa3JRk46xOLmaNCiZvBAQAkJACAgBISAEyhHIK7cf7W5V/djR1ZeEXUyRHVyUgN8Hz/l/n2BLEgAAEABJREFU0k4kY0AtV99PTk0bXKiKTWUTaqp38z1ElyaK2cihVH3vfmWcpE4ICAEhEA0BaSMEhIAQEAJC4GgCdNKpMZrgLT6EQzPewIe/2bCwzRRc9ewH+PSbuVi8aCEWLKT43YeY9sotuOF0E8w7f8Ss17/G4k3ZOHC0xPpawnYJv1WD9VNfS8h5jvw2Dn4dIOff5M0xipXdLMkqsD34EWco3k+R7cdkSl+lWB9DuDMuVv36hzqwIzKUrZXk91qRUodC6E9wATm3XuAhyLHDr7Dnt8HwbpOOxKJJz18mLwSEgBCoIQHpLgSEQBMmwEZEXU6fjarONMCNFNWT9wcp/wvFnhTLBzbEypc1tP26ZtrQeFSpLxk5qygGjRxK+bWF8m72KqlJAyEgBISAEBACQkAIVIeA9GEC/DZnfibLkeVFfJt+OOW8y3DxpAmYNKI/ep3aC3169ULvwedj/HmTcOUFp+HUdDuyf/0BKzcexJZCltBg4vMhTTtROpmiGi4JZfg18XyDYmi3zpOq7D12ZrFTi51b/CSa+rQZvx2EHXMVKRjud+xZUYOwsvD65WHlsWbD38ARLjMWOe1DjeeF0tpKimpLUF3K0QL3BIAjry2sy7EaimxxcjWUb0r0FAJCQAgIASEgBOobge7VVCjcwCiJQgbfHdiF2t1PkQMbWYspE8khNIzqjm+o/uj18W6+cCOs+jOrw57k3OJ3s6/gIcjYkXezMwiJQkAICAEhIASEgBAQArVMgM46oYGieOCHgWSPwLlnTcSdl/XDGS10oAvvVKYGDZDSE2eMG40hvZqhmW09tu44gC0HPGqDhpDyawj5dYSs6xTeUORXyPNbNiiLWN+iEG77Vde5w+NWFPk1hezM4jrWlR1is2lnLkUOU2lTkf3Ic6SqYGgV3EbeqPXsRIvcquoavmlTbXWhmokxVZ2ObBeX76q6Uhv1q9zpr/FOnjilbXyA6pDlomMf68GItOLUAy1EBSEgBISAEBACQkAINAwC4a+I6FFNlVuH+vHTWdHe+cdGyrPU7xSKHPgOvSc4ExZVA4Wf/gorjjm7J9TjtFBaWaIyUI2nytpWVhfuSKquwVdXd/M1iNcgknFzOzm4gq8t9APPVQZb6oSAEDg+BGRUISAEhIAQEAINm4AOMMYhPs4Pi8YK9OyDtl1boasF5RxcoVnqyBHWujM6pMfjpMB+HMrOxfZ8e6iywSR8wyEry68nZDvlGt6hyI4ediJRNuoQbvtFe8Okam/9Vsko7Lz6KFQ/ndLwp6xupn0OfKOkqjvvh0fVlhsQXlhBXq2v6dNTbNuynjwEOwxZf85HG2+ghmwPU4LPeVMurgrt9wml0SSq7Rtul0bT77i1UYDw1xby/888ghw9Px03hY7zwDT346yBDC8EhIAQKEtA9oSAEBAC9ZkAn5CrBsa11VR0QqhfdYwDNoyeCvVX714L7WJpKMMGTPjTYqHiqJN9oZZsOFRlcLQNtVUdbKHdmJO6vpuPHYqslGokcr5RRTJyjry2kE7wLyKHl7ybvVF9wzIZISAEhIAQEAKNkoBMqkER0APmBCSnxiG5JTm5WrZAfJIZiTQHOvekbQUhLhEJJgMyUAqbw44CpwcR21bQvR4Usf2lOoHYucJOGVbrYd5UI6rOHX7aKpru94YafRZKK0rU1xSyzXNLuQZsp6lvBPkX1bGjjpIyYWZoT30SLLR7VKLWq3bnUQ1iKHg61JZtTtY/tFtlwvqrfXlebJ+X76R+X9HaxWxXsx7ML9wuLS+33u1rD7+2cC8rRn9XL3HaVKOmqU5c5i0EhIAQEAJCQAgIgWoSeDvUj+8Mi9WZxCflqnHwQUhOFEmZJnNCe3wiHsoGk/m05RNzSlBdo4v7ht/5148LKomjQnU1NXTYOFENPjYcq3KuhYY9krDBqfKo6G6+X0MtmX8oW2kS3i786b1KOx3vSnJ0HfXaQjJ2fj7eesn4QkAICAEhIASEgBAQAo2BADm5TMlIa5WG9GYWwO2E2+WBK+LU6EzU64HH56c2Oui0Whi0DfJS9JM4/GE7hW0Otrn4/08+XBrbVrUB+cmwf1bRlevZUcPjVWTjcPfw1xTyU1tsV3F5eOT/n4ufPOMy1ZblvBpZNo/BY92nFpZLuZzrWU515x4ukp2H7KTiMraPX6NMVTYg22j8ekL+DvjGU54XdTsqsGyu54pvaMOvmKSkwsB1PDZX8qspK+LHdcc4Rj8c2YB3cWtKe9BfXHVvxGURDTo2yJWlQRMX5YWAEBACQkAICIGGToCNAD6553lEerc515WPfNKuGhV8d1msr7dQ5amvO1T31ZRPyJ8J7bDRxI6f0G7MiepwOquSnmwQsKOPm6hOJM5XNz4d6shGS23fzafench36fH3EBoqYqKy4++JuUZsWN8qyLgJ/gfTlLbxo0bOzvo2NdFHCBxNQEqEgBAQAkJACAiBY0iAnFyaBCS2TEGS2Q2sW42dW7OwwwvQuSeO/tBl58IDOFjswSa0Q/uWLdC9WXyEtkf3rkclfBOgav+xWqrNxflYI9uAqq31IHX+niI7qig5EnifHUlcz4XsvOInsjgfHtmuUV9TyHYL9wmvV/NszwRtBCpg+021dWg3GLhenRM/7cUOLbb1uJJT3udy3lflcL6mkV/H/3pIyE2U8lNUrBs7s2g3GHiOzIMdUWuohG1FdmCNoTzrTUmFQXX2qO15DjwXtTHneSyWpbb5t1rZkFL62/uC7L63WGfKMxfONrlIq02Tm7NMWAg0OQIyYSEgBISAEKhVAnwyrb5egu9mY8OET5IrG4RPzrkdGxV8l5x611plfSLV3R2qUI2j0G4wYUOBDRzeeYM2fDJPSczhv6EebGxEelqNDQ1uxoZJRUYX18US+Y47lUtt382nPuXGBszHpBR/H5RUGNiI4nlz5Su8aUiRDJtVZOS8wDrTif71tN9oX9HIc5QoBISAEBACQkAIlCUge0Kg7ggo5KCyIr1zZ7RtZUFCzo9Yu/wXzFmZg0POCka17UfO779izbZi7DCcgMwOLXFCS0MFDRtEUfibMt6pocb8SkHVluObE2eRvEBY5H22h6gIF9MmkvPqVapj+4YSsCOM00iRnWuqncg3F5a3X9mOZLuO+7NDi516rBOnvM/lrAvL4XxtRdab5bKNzLY127DszOKxOebSQMxDtc9YR3bksE1OVRED25bjqZblMiOeA8+FZXLkPI/FdezoikYmiaufgey+J2lSwdcW1k8N614rYlD3g8gIQkAICAEhIASEgBCoZwRqqg7fzccn4yyHHVd8YsyvkyjvEOJ9Lt9KDbkdn2QPpTyfdFNSJvCdZOw44qeNuF+4I4bz7HxZST1YDiVg44TT8vFSKmB9KAGfzG+jDMsOvyOOisD7LJP143G5TI08P9UI4lc8sE6sA9dzPza02CDj+TzPhbUUw40rNmRq624+dsL9LaQj681yw+fEVTwvZsFGFO+zAVXbRhzLrfMYejf7Bh5IAdhg46xEISAEhIAQEAJCQAgIASFQMwJKPNJPPAMn9+mKU/EH/lg4E+98/D0W7SxGHl1lPyLcfwAFW5fgq8/mYPHaQribn4rMzhnoyC6FI40aVIbtH3aMsI1QlYOlqolx/8nUaBBFlsdyKXsksB32FO2x04fHpexRge041RHGNwqyvXNUo3IF7FDiIv4WWD7nwyPXs43L46vlbO+xjqdQQSRdqKpGgeV2IQk8Njv/KuPBOjI/al5lYFuO5d4IIHxO3JHH4LF4zL5UEK1Malr/Atl8eykGX1tY/7Q7NhqJk+vYcJZRhIAQEAJCQAgIgcZHgE/G+WSfT5DZUODXSSyjabJ5p0be53Ku5xPrSA4u6oZE2rBj51NKuR/ftabK4Tw7X9jBxYYGG0RrqV1FgU/Q2bGhGi5sHL1BDcPviGO5vM8yWb+OVF8+qM4y1p11Yh3UfmxQsR48n2gMqvKyK9tnw4WNDZZfke6sB+vNrFgOG108X54370eKb1IFG4CUgOWGz0mdF7PgepbJenC+QUYycu5skIqL0seZQB0Oz39ltSA+EElOpPIYxowkQh1TTSsSGamv2jZifcQKtaekQkAICIGGTaC2lrlIciKVHxNqx3XwYzLDCgbRAc37oNvgMbj6ilNwAjZgx/tP49m7rscNU67DjTdcj+tvuA7XXnkDrvu/l/DMJwU4lHgKRl0/Gv27pCLSe9crGOhYFrEtQafP4BvuKhu3M1VWZSOwHI580yA1rzRwG5bHcrmPGlmfh6hnZXYWO3DU9lXpTaKCgeWpfdjJFiwst2Ebl8dX26VQPesYyfak6loJbMvx2KxXdXhEUoLlsh0YPieeG4/BY/GYkfpGKufvjWVw5HykdtUuJ4fNQBKu8M2L0Qqh9l9QVNQYbb/G0o6YNZapyDyEwDEkIEMJASEgBISAEDhMgE/2+QSZX4XAjhH1CarDtQDvczk7pfjEmturdeVTfu0FO3e4PTvEwuvZkabeadaFKqo6meaTeTaM2Jmj3rnGTiPqeiSwbiyT69lwOVIRyrAM1pkdQ9w2VAzWhR1orEdl81HbVydlY4PlMw/WkccMl8N8WAeeH+vOuobXR8qzAch9uG/4nLg97zN7/q5YJpc12EjGzQL1tYUNdhL1XPGA3wefz4vgP18Ajfc6F83N7YOryI3c/Q5s+MOBVavtWLPGjtWr7Ni41YX9+V4UuwPwVfadKQG4SUbOdjvWrXZi+z4vSuhHSqGyXkfVKSTH5/Iif4sDmzc58cd+L0q9RJ9+9Ec1LlPgg6fEjQMbHfhjpR1r1jmxO99Hff9qpNB36i1xYccG0nGjC5tyfbB5AuCrBdxKUfzw2DzI2eTARpr7+k0uZNtpXlRZ1fAK/0I8HuRuJb3XOrBmN8mhvoEKOwYAjxe2PCf2bHdgNfFezbxXO7B2Lel90INCpx+kGo0sQQgIgTon0GQHoHXG6UVxtgsHt9lp/bcfWf9XrXNg0w438kp9cNGSVRkiJeBFyQEXdtIatmarGzsL/JUfLyII4zXaU+zC9vUObNzixt7iAFx04KlwGQ2XQeupPduJLevs+G2NA2u2u5FL62+ZNdRHOtH6v5uOLWtpfedjXKS4itbhDds8KOLjXpWDhytSv/PB8xqvB35m4a/iS0UzZJx4JsZfdTEuGNYFPbQ7sHvedHzxwdt4863/4X9vvY13PvoOX/yYjez4fjh15FhcdvGpOKmFBXTRvn6DEO2EgBBokATEydUgvzZRWggIASEgBIRA/SPQxDXiO+nYMcKvOmBzV428z+VVOaUYHztq2LnD7dm5pMrglB1p6p1m3I7bRxP5bj31zjW+C49lqZF1Y5lcz+0qksdjPUsV3Fbtx7qwA43rqKrOAstnHqwjj6mOzynzYR0i6V2ZUtyH+4bPiWXyPrOP5rsqL58ZsQyO5etqZZ8E83V2jl9EK5AuItyj9qOTfn4FZrRdpV00BAI++IC4a0wAABAASURBVOliENjNRReEAtH0aZBtPMjbUoSN8/bjs5e2Y9KELRg4eAtGjNiKMwdtxaU37cGL3+ZjCV24zLJHmiDT8eDgskP4/N6tGD9sJ+59qRB0vRPOSF0ilntQurcAc2/dhhuu3oPz3ijG2nx/xNZHKjyl2L3sAF6+Ygsmnb4Z4y7agxeWOLC+KKyvw46i3w/g4Yu3Yvzle3HtV3b8SRdjj8iAG3nrc/HVNVtx5YAtmDDlAD5c58Ee118tIufc8Gfn46s7d+D60Tsw/Kl8fLGZyqhDgGKZ4HKjdFcBfp+5B4/fRZyHbsWwYVswZPBWjKK+/3gjC3PW27CzKACXv0xP2RECQkAI1BIB8h65Hdi5IR+LPtyL1+/YigvP2orBQ7ZgxMitGDRuJ65+4AA+X16MTflelEQclRYpdzFWvb0Xfx+6BcPvzMI/FthRHLF9JRUOG/J/3Y/7LtiKK245gJd+deMAOasq6UFVfvj25GPVh7T2jt+CM8btwNmPHsIsWn/zSDVqcDjYSKff9uGJG7dh1BlbMJKOccMp8rGuTBy+Bf3H7MJF9+RgRZYP9sO9G/g2QPoHEPB54XN7AY8PXmLDpVQROVjaIWXADbjpsX/ijVfuxb0XdkX3NLW5grjM0Rhy++N45oMn8c97z8ak9mYk6dR6SRsDAZmDEKhPBDT1SRnRRQgIASEgBISAEBACQkAICAEhUP8JGGDJPAeDr7wXLzx7Ba47OxMdtQCF8qo30H2+tOXE3l9yMONf+/HQY9n4278K8Z8PSrFphx2OUjvy8uwosduxemExPnwpF08/sB9Pv5yDLzd4kOupaNoBeGxeFB50YV+hGwdzfHDQMHQdraLGlZQF4KcLcPxUwL69HuzKIzl0LTZyBxrBVYx1n+XjwxcLMe03F3JbmtBjXCIGddajnUX5q2vAD5/dg0O7Xdi3x4295ABz0vW+sAbwOX0o2uvCIacT29eW4r3PCrF8k4tcnX+1qjgXQMBLffe7sS/Ljfxsyh/1+AMBgQPbF+fjk6dz8eLrJZgxy46SIjsKC+woLrUhO8uGL6YW4MUXcvHYewVYtsNDrjfwc2IVDyulQkAICIGYCNCaWVyEdV8cwos3H8SjD+fg6deL8M5scvrvscFWbEderh32/aX46etC/PcZOj7cfxDPvVeIVeR4dx41Fq1rtLY68tzIKnIj/4AXh0oCoFGOalllgd8fXKMP7qb1eb8XOeTg8lQqyAP/9lx890E+XnjHjh+yA0g8wYzxIxLQrZkOCdqwEWmxLzrgxJadTmSTcy+XjnH5FPlY91e0IS/fDtchBzZs9qCQ1vBKDz9h4ut3lj1PzdBu7PWY9NSLeP6WYbj8lFSYqlRaA0WfiPTMPug7ejIm3vQoHnnmJTz19LN45umX8cJjd+HuS8fgrMHdcELrOBg0VQqUBg2PwH2kMv2RB09Dok2pS5MJ0TJR2zHPJgOnticqS0xtExV51SQg3YSAEBACQkAICAEhIASEQEMhoIOp7UCcMu5S/N+9Y3HOgDZoSRfLKKBRfFxu2DcWYtHHWXjrxWy89bUN32/UIFtrQYeOVnTunIBOnayUxqNdax0C2xz4+btcfPDfbLzxRRGWb3WjtAIQGp0GRosWZmgQZ9ZApwAUEOtH0SjQk5x4qwYJJiUop2IZfrhzbdi+JA8z3izCjAVeZCXHY/CN6bjt3nRMPNmIFtT/r74KFNIxjq58mq1axBsB2v2rmrRVtBoYqC6F5gC3Fxu+LsDCFXassyPobAprXC6rgPU2xpNcnRYwKzBqlbJtfORR21eIH7/Jx9T3SvD9eg08KXFoR8w7dUpA507x6NjWAP0hJ1Z+UYBP383DvHVO7KNLIxTKypI9IVCvCYhy9ZNAAB5yqG9fkosZ/8nGv9/JxxdzXVhXpIe/rZXWf1qH1PW/gwltkwPY83MJ5ryTg/+8lIMZS2z4M6cCr5OiQGvSIg609lk0iDOAVlPE/iE5Gp0WlgQN4kmOmQ4imnLL6GGhtCL6PSjYXIxlM3Pwzgwbvtqkh2VYEq66OR0PXpGEfq20pA+OfNwOPwrz/HAadIDGjFa07nbsTMc5Otbx8S4YOyagE5U372rBGb2MSOfj2BEJDTmjIeWT0fz0CRh24524e2JvjMlMhJ5KowpKHIwZPdD1zIsx+Zo78LcH7sX9D9yGGy8ejbN6tka7eIW/echHCAiBpkkgbcpjQ9KnPD6lrmfPK1ldjyHyhYAQEAJCQAgIgeoQkD5CoOERuI9UpisLcjcfcSgfBlJBrGy4D3WTIASOJQE3inYWYdbzOXjvYwcW5evR4awE3PBMS7z9eWd8P68LlizqioULu2Dxko749rPmeO0RK67tpkPzA3b88PJBcnQV46utPvj4F38sVS8zFg2em49Vnx/Eo9cU4vWlXhxsacH5T7fETZckYVxzDbupyvSIbUcB/D5guw3LF5fg42UOFLhpzNiElGntLnZh05xCLPzFgd8UPU46PwX3vdwWH32fibmLu2LZ/I6Y+2kGnr7RhCGtaexNdvyx3oM1+0mVCq4rlxEuO0JACAiBqgi4inHot2y8/GAJ3vvBi/0wYti1aXj8f20xfR6tQwszsZjX/wWZWPJdO3z5VhqevNWI3i0DKFxXilcfOIBPvi/BBlqeyGVf1Wh1WO9F0U9ZmPOf/bj2X058u1+HhNEJ+Mf9zXHtyHi0PepKaAAumxf5WT4U+o3oclYzvDo3E7OXdcVimvNCNS7KxEKa/49zO2DGv9MxIKOso6wOJySimwqBhjfPZ0llOiEK+q2jTalLkwnRMlHbMc9GB0eBpj2A99KmPLE6vQ6dXRoaRIIQEAJCQAgIASEgBISAEBACQuC4E0iL4k6/467kcVZAo4+Dlqw4DflTNPBCobT2VCJhWSVYv7QAU+e4sDXOjJMmpuOmq9Ix5fwkDO9vRmYnI1q10aNdOyNat7LgpNOTMWJCGq6+2Yqz+2lhyXdi8bfFmLnEhr1Okld7ysUgyQvvoQIs/iAfU18txaz9PgTaWTHkujRcMc6KMzrooItBWpmmPCWKvnT6Elpo0THZh+LfSjD/k0L8sseHojKNY9nxwV3qxq5lLmzP1sDTw4pRE5NxHjkYB3QxoBMxb97Bgs5nJGHCFSmYPMaMvvT979vmxI/b3XCRTrGMJm2FgBAQAn8R4AXEjbzfS7DiqxLM2uCHr00Czr0nA1ddnoILRiRgYFcDurQ3oDWtRe0obXWCFb1HpOCcS9Jx4yQzhrfyonRTKWYtsmHeHx6UeFjmXyMcs5zbiYJfczDtwwL852sXtpXokD4sCdeRs+6cPiZ0tfK15PLaeFCa5cHeNX4Um3VIOsmMXp0N6Npcj9btDGhXLnZoR+Xs4KIDCR+Ly0uLbV+BQh00AS9Ylo4P8LQvQQgIASHQ2AgoCJxCc6ozZxedmZN4CY2RgMxJCAgBISAEhIAQEALHmsCzNCDb6rFE6tIkwnKaZSxcuC33oW5NJyjVvNPPZS9EU4gerweOogNweRV4yJLzKGYE+JeCAGrn48HBX4rxy9xSzM7SIuHMZFx5ZwZuOCcJp7fSw1rhIAYkdUnBGVclYdJlFgyyaKE95MSuzXbstQdgq7BPXRb64dxfgo0Lc/DBf0vx+foA7IlmDLuFHHE3pmJMG22EeUSpU4BYU/C00COhtxGjh+rRptiJ7V8V4pufnViTQ5VRiirbzAN3oQs71gZQoBiR1j8BwwZbcEqCJngB9EhbxYT03skYMy4BZ7UGbLsdWLnegQJvdcc9IlkyDZuAaC8EakDADzhsWLvYhjnfe7CnlQl9rkvFHY80x8RB8Wgfr6ngyVcNEGdBu17NcNllVlx1vh6pFiB/vxubNjlRWuH/zVgDFavsymugC1kbCrH4w2y88ZULP2cZYBySgOuuSsXt51nRJT54wETZD/fzoPiABztXB+BO0sPURgsDovwoUbaL1IyOKT6qc2vigsd1p8sNNznq3C57kzivKX/uRigkCAEh0MgJ1JWzi45KjZycTE8ICAEhIASEwBECkhECQkAICIGGQCBW4+eHT+9FU4iLP7wVSz//O3YUapBlPQMHDSfDRRfYdAF3LXytdJnNbcfGxU78/jMJPSEBg0ZbcU4/A+i6ZdXy4xPR9vQUXDjFgnsvN+Oi0/TQOOiC4TG90OmDd1cOVnyQjX/db8OXO33wtLLg/Kdb4cZJCRjTvBbMX74eCpqXwYTUrgmYdHU8zuqjQzI5uqa9n4tvf7QhD6AWtIkl+Nyw7Xdi7X4/ipMMaHmSCc0NSgQJesRlGNDpFAW63U4cXGbHltIAKvp/0CAfISAEhEBVBNxeYGcxfvzdicU5enScmIqRI60YaAV0VfUl95fpRCt6T0jBFZMScWVvAwYlAV5avlxV9q1hAxoD6m0AAScOLM7C529k476PvFhj1yNxVCKefKA5Lh9iqeAVhQj7eFGa68W+bMCQokOLlnqkhNXWWTbgJ7609mutOGDshaz407Fx5y4s+egOLPn4ziZxXlP+3K32WYtEISAE6isBpZaf7NLU14mKXkJACAgBISAEhIAQEAJCQAgcAwL1eIhojZ+cfX+gScTda5C770/YyKfl0qXAqUlEka4VSrQZ9C0Gr/ZRWs3g88C334bf/3TjjyIt0vtZcMoJRnQmcVqKVQcDUjonYNAlabjg/GSM7ROH1hYl+rvhqx7g6BbscKJpa420gRslG/PwxQcF+N+HNizcD5g7JWLEtam44hwrTu+grz1daFwfNDAkmdC2bzJGjzVjeEcfbCtLMH9BCebu8KLYf7S6kUoUrnD64Cr2Ypcd0Cbq0KWtHladwjUVRB1M1KZlpgYmuxe2XR7kOQAKkI8QEAJCIFYCfpsXB9c7sHG7D9nQo9dptP53MUAXrSBzHNqckoILL0vFBeNovaW+tESp7qdopcTcTqEl0mikxdZuw465ufj0w0K8N9+N7T4DWo5MwrVXpuC8fmZ0S6SGkaT7aUHPd+FQjgebfRp0aKNDj1QfincVY+03eZj+UjbeeDUHr39RgJmr7NhV5IcvkqwYy/2KHkVaPoY3Dx7PnXRcL7bZkbNnDcW1TeO8ptz5GyNMm/KPx9KnPB6QKAzkN9A4fgP0d/0exYghWnsvooBQhSaUShIFAWkiBISAEBACQkAICAEhIASEwLEnUJXxYzBZ0SSiOYHmGQ/+Lzu0ARf4//Ao0rZBga4dAjW9nGj3wb7TjrXZPuw063FS7zh0StfF9GWbkoxo2z8VJ/ZOwkkdzWiXrIFFH5OI2BoHr1sGEPB6YNtThFUzs/DKazZM3+jHIZMBg25Ow5QbUjG2lRbxsUmuurUvAL+ihTc5CX3GJuCCSTq0dLuwaWkpPp1jw868GC+DegJwu/3IUxSYLVp0SNTCENFaV6A3aZHUXANK4LcF4HAG4IV8apOAyBICTYNAAE67B7v+dONgHqBLNKBXOz1aVuYYOgqMAZY4jJj+AAAQAElEQVSUeJw+Igl9B1nRuZMRKXql9m4sOGo8BbRUAn4/rX8OZK8swLdvZeP1GS78vk8P9I3HNfyKwokJ6GQ+qnPZgkAAyHLhQL4XG6GgmcmH5NxS/PjdQbz+tz24965duOnWXbj5wf14+L1cfLPChi0HvYhxhS87ZmjPqxiQq+8MmzYNOjqmawNu6LRaGPhYz9FkRZM4twmbJ+QjBIRAkyWg2nvk3HwxacpjSbGC0MTaQdoLASEgBISAEAgjIFkhcFwJpMmdfnKXo9zp2ah+A7SgvEcxYlCNn7QpT6xOn/L4lIgNm1QFXaCrjfl6A3CV+pDvDsBj1KBdMz2S4+q3uagx0i9C8cKxLgvffJCHh//rxrosP6DXQ0tOutP7mHFaC01t0KlARgABGsrv08Dc1YpTx6dgSi8N2mwrxYr/5WHeBg+2x3IVlBxcbocfhB8ktoLxKijir14JwEcXeoNOrqg7ViBLioSAEGiiBGgN8fpRmh+AS6OBPlWH9GQN4nWo1x+DwQ+tx46NM7Mw7e18vLg4gO02QNNcj15nJqBPd2MVryg8PL0Ar5/k4Cp2+pBHq++Cd/PwzG2HcMPfS/AOOf72ghdyilsc+POtfPzjxr148KU8vL/WjZr/X4gKjahDANrDyjSMrWgpBISAEKgrAksCwF0e+P9ROPWxwlgHqasz/lj1kPZCQAgIASEgBISAEBACQqCREJBp1DUBJfQOd3J0Be/083qcaBLR7QjOk9+uFFB0dHFMi4BSSyZdgC900kVOvwJFp0GzBA3iyIlU199lteQr1EujQF/ogX1NKb7+pAgffWHD8oN+BP9fKpqL3+XD/iwv9peQuUzN6yLQMAjQtU8gDs17JOK8c804vZkPjrWk0+wSLN7gRlX/JRlPJaib0w+73YdiUtdJhSw7WF7Jhtso9Cvw0Q+i1B6Au6rBKpElVUJACDRVAgFy2AfgdQN+Wvu1CVpYLQpM9RUHrY8anYKSvU78OacQM6YXY8Y8J3YX0uLJOtv8cG11IyfLh2iukLKTq+CAB9kUQQ4tu1uBIdmErgOSMf7CZrjw4uaYPDkDl5yfiPF9tEgutOGXWQX49NNirKNjTk1eE6sNeJDgOwCTvwh+PqZzJKeb18PHeo5ONIlzm7BzONAnd+qjj+VMfUSRKAzkN9A4fgP0Z30VxcqC6tw6L3fqIy9Vx8HFwjW8OW5RBhYCQkAICAEhIASEgBAQAkJACMROQDWGgnf66Q1xaBLRaAnOU0sX+RS6OKaBF5qAFwr8sROsqIdGIVkKdJSaycGl01bUqB6UKaQD6Waii5zuhcV4/V03Zq8BFI0GGorwEpNVpZj5dRE+W+5AUS3hQcSPAm1iHPpcYMXoEUZ0J9fWjzPz8dX8EmymC8cuRPFx++F0+FFMnisnNecpUlJlUEJPctlddJHaV2Xz49tARhcCQqBeElB45VdINa0Gik4Do15BvX2QSwH0xgAO7XFiyZuFeG++DyuytcG1X0Prvz/fhQ0f5eLb70uxcD/fuEHzqiQEAn6UFAXgtik0dz36TUzFHf9ui2nfdcJX0ztg+icdyKHVAR9/1hYfvZaOR642oGW2HSvezsfiPz3YEdUCX7EC2oAb6Z7N5Og6CIX04OO5VquB3sDHeo5N5Nwm7BwO8hECQqApEVDtuRo5t1RgGjUjqRAQAkJACNQPAqKFEBAC0RPIlTv95C5HudOzUf0G6K+/Wnf6DZj0BOosTnwSAy94Cmde8hyGX/kyxl77Ks65/jWcewPF6/+Lc697CWOvfBbDJj+FwaTHwIl1p8ugyc+j/4SH0D7Jj/TSn9HcvQEt3euQ4t1FlyhDd7ETxGoF6h7g/2cKAXj8AdidlHqrJekYdFJoDCU0Z1IcPphamjH46nQ890IC7ploQBu/D/tm5GP2R3mYusaDfS7qUieBxyfBOrok3D4VA8Yn4JJxgH6fDSvmleAjcrIdYq8VaUutIgejBuY4LZIUBWaAvgXaRBECAQ20Gg0sJgV6UiGKLtJECAgBIVCGQIBWHD+t/wGvHwGPH05PAPV2+WfNaZ08vEryHQwKkntbcdmzLfHc3XG4qh+vyR58/V4upv43B78V0PGM+0SIGoMBrUa1wrX/6oLvvumIF+9Jw6S+JmSUb68xISkzAWdPTsTYk7VoU+zCqs1ObM6qwd0FCuijIN6Xi+Z0LG9W+gsy27XFoIv+hYEXPlN35zV0rlLmnInPWygOnPwchl3+Es6e8ixGX/IUguczVH6k7cTHMYDPiS78F4Zf9QrG3fj64fMhOifi86JK4w3c9lWcTedLoyY/SXKeOBzL6QL5CAEh0BQI1KpzSwWmUTOSCgEhIASEgBAQAkJACAiBekpA1BIClRpDLTqehjqLnfqieYfeSEvrjIBDwZ6deVixNgtLVx/E0nVFWLopDrvd3aBr3RvNSI/mnepOl4y2J6Fl5mAkmwKwuGyw+rIoumD2F9IvhC/sUVLdoFNgjNME/x8WDV3kzCr2wc7/QVQs8gKkg9eLUpcftjp9dR6NQxdlfT5WTovENhYMPy8Jl1yegsuvTMXlF1pxTncNEj0OrPu+GNO/LMLqXR7qwe3rKvLVSjM69rNi1MQ4nNnMD89aG76dUYTfd3rJDQdoFEBTbnieSbAo6OTSwKoAhiOFwZqIG4XaBgIKdBoN4s2KOLkikpIKISAEIhNQwE8PxSXSGgI/vLT2l5QGEPTNI/oP3yThtXvgIkfZUct/lGta1KP5A/DxjQPJBmScRuv95BRcdlkKrpyShIvOjUOvljTgvlIs/LoQX/zswGZ+D2xFwqmZotEivm08evRPxLixCTjjRCNaW8uv1KHOZiOSTzTjxLY6tPL7sHWXGzuzfaHK6iQK+DWFetLD6j0Ei7sE6clJyGh3Cpq3P7XuzmvoXKVFeOTzForNW7aHXjHil8L22G/pjeD5DJUfadupH1rwOVH7TLiyPNj06/7D50N0TsTnRZXF5auo7R+5+Lm0PXLT+pIcOlcKlx3SB/IRAkKgMROo1J4rN/GYdyOs3DHLkQ5CQAgIASEgBISAEBACQkAICIHaJlCnxlDVytKVJ5SiNPsPrJn3CT5/6kY8dPkIjB55JkYMHYQRI8djxHkP4MHnP8PsX3dhj9uPoy7uVT1ITC38HjvoGiL8ZMn5FD185OjwQxuTjAobG7VIbG5AK4sG8S4fdtMFrDybv8KmEQvdXgRybdiw1YE15FSKsXdEsZEqPHSRU5tgwJhbMnD97Wm4fHA8XSBMwUmDk3DHg0YM6KoD8l346b0cLPjVgbVeoK51QgsLOg1PxZShRvSxO7Dpw3zM+smJ34oCwWlo6HsLZspvDBoYzRoYFEBLTSmUb3HUfiAActwp0JD3zMxOrkiyIR8hIASEQCQCGujNOmR01CKBPOyeHC+y8v0o8SCmj9fhRv7WYmzf5cT2QsAXvogpMYmqvDHLJb+SX6uDvq8F1zzUHHdfm4oRGUaknpCGPmel4cExWvRN8cOxx4n3Py7E0nUuuCqSGrNePLgGekWBkSaYQ6xyS3wgdVD9T4DWcYCdXXxc93hrJq36erhRuvIDLHzzbpzz+Gd4Zu5WOvupSFouAgfmYOY9V+H2kYMxZsSZGEFxVBVx5LDBGD12NM597gu8/mt+cM4VST+OZd/T2PwFc7yP8tUN4XIGViCEy3gMjhVUV1gU3ofz4Y3U8fKpMJViVYHbcFse/7UIjTtSOdep7bgtjzOZyus68Bg89jYaiMdV40ra5/Ly86fiCgPry31j+S7VPpyqQnk8llOdyH1VOTGndL66nAYNVBSpbg/FOVR3Z8yCj0sH/xrS9S4P/LXyWsJIU9BEqpByISAEhECjISATEQJCQAjUPQE+if0nDcMn4HQOF7TdOOUT9GlUzifslEQd2Li4gVrzSTbLUSMbG1wWi7yeJId1436qHE5VWTwOj0fNKgw8N54D9+HI/XifyyvsUIuFPE82aJgjj61G5szl0eqg9ou2PU9B7RNuHHFeLY81ZZnVjjRYhUYOl5ORs54uiUyj/MRqD1D/Oh5n55YKpAilv8/E7Deew92PPYtnPlmCbzeWwuPxHm7gzgayvsasDx/HM48/hnve+Anfb7UdrmtoW5MWmhYm9EjToJ3Di3XkFNqeHZpntHNxuVG4KQ+fvrAPD/z9IP4+2461OfQLJWdUtCKiakc/dr6C6s4wIW5YEsaOsmJApgHmUGeluQVth6bjinNNGNuO/joOODH1o3y8MaMYe2O8cBsSGUNihCXDihEXxWHE6Vqk2V347vMCfLGkFFl0YdSvVaArJ42nQ1dNoSdHF12XhY4untopBsvLtVV3g09NuALw6xVo4zUw8/+hBvkIASEgBGInYDBq0bydHukJAXhL3Ph9lwf7Qo756KT54Sl2YPtXuXj1Dlr/7zqErzZ6cICX/9pe/0khjyeA9A5mDDkrDaN6xeGkJCU0ih6pHeNx5qUpOGeIEV215HhbmI8ZXxfhg/UelAb1IQGhEHGNjVihALyGa5TgDQkwaaDlNTgkr+EmdGDMX4FfZs3F9I9WoiirBF46XlWMgY6p3lIUH9yHAzRht5fOEyh6q4iM3mNzwecOQEOyFepbj8P11dStJ/UbTfFYhptDgyVT+gTFqgK34bYF1PDvFMsHtr22U+FNFLkdJcHA8/qUcmx/UVLrYRxJZHuPx+CxO9F+eOhDO1y+jFK2adlZR9mmGejvpw3FMTT7F/0AO8PaUL7ehpypj63JnfrIS4VTHyusSyU1dSlcZAsBISAEhIAQEAJCoJETYGOGT7T5hPtBmiufgFNyJPAJ+kW0xyfsfOLO7Wm30sBOp9+oxRsU2aCg5EhgY4PLWF5VDhsei3VbQ71ZN+5H2cOBtqosHieSwcLlPDeeA3UJBu7H+1zOhlCwsJY3YujEAJSMnB50Us/fyed06eHNGLrWw6b+Y3KnX3QTL4Hr0Dos//ozTJ8xG4v/yEN2cndk9uqH0884A/37D8AZ/Xqj3ykZaOnZij/nTcdnU7/FN0s3YbMLdf5EV3RziKWVFkiJw4nd9eie6kP+r6VY9YcTG+lHRQZ0FIL8cGQ5sGZBCeZ+XojlC0rx2yGSQ9fOougcW5MANSel/Ol66LuZkdmeLmxS0V/BAH2rJIw8OwEXjDGgrdmH4qVF+PrLQizZ5sEh6vtX2zrImYzIGJyIIWPiMDTdj+yVxZg7qxjLt9DY9gAChPqoUc06mBL16GgBNMUe7NrrRgmxR4UfH1zFXhzc5kcpOSf1bXSgrw6mCttKoRAQAkKgCgK0jiR3NKNrey1aadxY/VMpVm10gQ5lVXRUq53I31aCxbNL8AXF71fYsK80ALei1tdiSuu/n9bG5DQDuvWwoGPKXwsqVQEWE9IGJGPsWRac3VNBYrYDv35VhBlfFWNTnr/MU1cK/PC7PDi03oZ1v9rx8xY3cp0kJaLeVOfwodjlR4FGQXKKDsmWv8avTRC8mgAAEABJREFUxVkeO1HeIhRsWYGln9M5zHc/YeE2ugataGCl30TFGIyAuQ06DxmN4Sf2RH86H+pL8YyjYn8M7N8H/U7tjPZWBToYgdTTcFpmG5zUwnzs5le9kdh+q46NwzZc9Uasfq8d1PV+ihzYCTSQMxEi13Ebrr6MNnkUwwPXs43JZdNpwxz4Z8Bp+Bj/pLraDMx6Fgnkcdj5xmOdQvs8thoH0f7rFDmwTbuVMj0p1nVYTgOoOoSnrA9VBQPnw+vUPPcNNqjJhk5ZXyCB5BrGkUjyJlE5f0egugG0Ms2hsipDY2+gaewTlPkJASEgBISAEBACQqCOCPCJ9WKSzSfalIBPvMuf5PIJOp+o8wk7n7izw4lP5Ll9RZGfFHqDKpIp8onreErp3JXPX4ORZVxMZTwWJREDj6HqxmM/RS1ZtzRKVXksi8u4jg0kqioTWBfVEOI5qH15TqwbN2ZDiB1SnK+tyLrXV0PnWZqkyi88ZT5UFQzh5eH5YGUtbCaR0HAjpy3JvIaMmxWUgk7ur6drP29yviHGY3WnX1RsCnegYNW3eOuzZfhurxXp59+Du178CB/OnIt5c+diwcKFmDdnJr776F94+pbRGNdWC83qr7B03lJM/70IhXyhLKqB6ksjLWCIQ/dhJvTuH4CyuQQ/zi3B1z+6UOiPRsdS7F5bgs8/9tLFTQNanxqHCweYkdlcQ50DFOsg8NNObj9crork65EwMBmDJyTj2lMUtHW5cGilDVNn0cXb3d5IytRSuYYutCbj5OFJmHKVFh0CLmyZV4J3p5VgzT4vHPxOQhqJ/pZpGwoaA+JamXBKWwWBQy78ttyOXTY/XYIN1ZdJnCjY5cDqRX7kxBlg6WlCa4uC+DJtZEcICAEhECUBgw7okID+fUwYluHF7pl5mE9r1tL8QHSOrp1F2LSsAB+vA7LaxePkSYkY2FkHftQAwZcbRKlHtM1o8fR5A3CTs8lNqdqNiilL66/Rit5jE3DehXHoo6P9baVY83E+Zq13Y0sZz50H7twCzLl3B26buANjHsnFrG1URlIqDHS8wT4HthZ4sFmvRds0mmMCya+wcUMoLEXpum/wwzvP484HPsC7a/OQY4oDyIGnqeiwGpxSIpS0wTjnmdfw8o/L8D2dDy2kODc8zpuPufMXYsm8jzHz9dtxRTcrWlnbQOk5Eeee2QMjMk2oxx+2m1i9J3kTQ+S3Yqh2E9+sGEPXGjd9hyRsp8jhRd5EiFND5XMpnU2xfFDrX6cKtsd2UMqBU7aBVHvnQSrk+VJS48DjsD3JglivLpThsdZSGh7YYcRPrZ1Chcw3mdIvKKZSbHJBAb7QAszuUZ487fegP9kG8upC1rhuYkNejeuGiEgVAkIgCgLSRAgIASHQ5AmoDi4+wWajgk+4+cSbT8DD4fAJOp+o8wn79FAFn8hz/9DukYSNhX+F9tiI4BPX8gYIGxnTqE1FY1FxMLDTicdg3VRj4SGqYd3yKFUDy+IyrmN5ajmn4bqwU43noPblObFuLJvbvsKbWoosl3VncSyfufHYPCaXqZH1Zp2Ze5M2dMio2UvxXTqpH0jGDT+5B8pfT/leKixJq0fAm7sde9b9jF82meG2DsC5F07AuMGnoFfbRFitVphNRsQnt0Faj+EYd+FkXHbhmTgFe5C/bRN+3pKLIje5G9HQPjpknJaIM8Yk4Pw2PtiWFmDqC4fwny/ysWCrC1nOiubjQv7GPCx7OQfvvFyEr3cFEHd6Aoaen4zBrbQI+riO6qbAYNLAaiFf0FF1MRbQj73iHgoVx6Fd70RMujkRY0/Wo/keO1Z9kIPPvi/FktxABAcSdauVoEVCZjx6nZ2EiSdp0KHQjeXzXPgly4+9etYN0JQZRwdjohEdTtUgiS4r564owvxFJfg931/2EnHAgcI/CrFoSQlm7gnAm2FA184GpNHVDshHCAgBIVAtArSAGC3oOSwe484yoFO2C6veysXzDx3EtIVF2JjvQelRcukYV1KK7T8fwlv/KcDz73nwp1OLE4dYceH5CWhv1UCr9gmu08ENoFNgtGiRhJp/AiSSQgWCFKB5EnoMScVNN+hxepIfuZvs+PilHHy70IaD1ONwPy00ZgOat/HD6LKjaH4ROWdK8XPwNbvUqEzwAbmlWP2zHSt3B5AXb0DfHkZktjwyyzKt6++OD17bQRz8YzYWvfY3PPrIK3jq8/XIansS2rdIRLd4mqcG/EbgCFMgtooOenMc4uhciM+HjorxFjq+m6At3Y3s31diRXYXxPc6FzfePA5DujVD8wiS60nxvJAenSgdSDHacE2oIdslqs0UKqrzhMebEhqlD6VsT1FSJtxHezwnduLdTPnyge1Htf7v5StD+2yTcX/eHcmbGsaO1P81ihyYG79+j+fC+5HiWqrgt1ewHqzvE7TfZAP9NT5Oa9leBkDpaE6bcqSlqylPX+YuBISAEBACQkAICIFqEXiberETiU+wR1F+LWhTSeATdjY4+ASem33Bm3LxtLD9d8LysWTZWPgo1IGdRNEYC6HmZRLVUGMZ7FQrUxnaYUccZ9nAqMhpx3WxRNZdDJ1YiJVrS4bOQ2FFZ4XlJVsNAm7o4Y9rjRP6jMf4sefggjO746RmFZlPqUjqNRhnjh6AvmkuaIsOYev+fBR56EJRNcY9vl3oV5Qaj+4DknDZOBO6+Z3YPisX70ylOK0AX39fjJVrHNi8yYkNGxzYtLkEPy8swLef5eCtlwvxxXIPctJM6DshGePHWdElXvnrIidCHxpCQ+6lvAMu/PGbE79tcGLLRkdQHsssE9cfLv9zrwd7iwOVXHQLyT4q0UCXbkH381Nw9hgz+if7UPxHEWbPLMLnSx04aKdLAqjDj9mE9FOTcf4oEwa3AUp3+ZDtC8AWuiZKKMIG18JAF007DDSgU5of2k02zP+8EJ99WYj5qx1Yu9GFretKsHZhIWZ+UojPlzixTq9D2+4mDOxqQDw/3wn5CAEhIASqS0CPpFOs6He2FWf11CAuuxTz3sjG+x/k4pNvivD9Mjt+X+c8sv5vXlmMpbPy8MWH2fjPh3bM3U6O/ZPjcdbYeJzbx4BkfZgevNgF16gAlCI6Tmx24OfNTvxJcSMdS8qs++o+rf/r1zux+6CXjqego0aYvKiyBiR2TcS511px1hg9WsCDrd/kYeZ3xVi404ei4CFaB53VjJPHx2PQGVokFtIcZxVi2rRCLPjDgXWs35+k558OrP+pEHNnFeHTb13Y7TOg4wArBnTXo6M5KmXqUSMvXIdWY+PymXjv/a8w/acc7LGeiKGXT8Q5A09Ab5MHUAIIe0AOsX9Ihn8bVs/+BtM//gE/a/uizZCzcf25XdC9zA8jdsnHoMcqGoPtH0rwMG+iiKnU5iaKHF6gzfFwNvANgNNpbA6v0YZ1oiQY2MZ6IJgDnqGUb3SkpExQ7YZpVMp2KyUVhtdDpeeF0pok91Bn1Z5mxxXtRhVYf9VRx9x5flF1rPVG9UBgAPgxpIY1lDbZRNNkZy4TFwJCQAgIASEgBIRA9Qiws6pPqOtllPKJNiVRBfUEnh1DLCe8U9uwncqMi7BmR2XDjYVLj6qNvkDVc2olXfhOOtVpVxvGXLju6viVDH+kivmLoUM4FGAVGTrBu/n8QAIVSagBAXP7keh19av4ZNazmPrs2RicAlgiyjNDsSahfZoOZriQn2+D3UffAhrix4D4NlYMuSkFV1xsxogWPuyfW4JpTxzE3VfvxPjRWzFk6BYMH74VQ4fswNkXHsRtT9nwEV00LGgZh1E3NMPVZ8VjZLvDpibKfBRoNAEY6SLaypnZuHf8FowfvgVnDt0alMcyw+OwIVswnMYa80g2/rHciVIv6EO/dNpGH3RAXAKGnBeH8y/RoxkUZM8vwvz3c/Fjlh/VXWyjG18LxWTBaZOsGDHahJOok6nsc1lU8lfQk5Ory1Ar+p1gRCd4sX5mPl68ey8uG7sVo4dtxuBROzD64izc+bwD32/WAj3iMX5IHM45WQ8d7f4lSXJCQAgIgWoQ0Mcj/ZQ0XPtQPK4YrKN1yIPlHxTh6dv34bpJ2zBu1JYj6/+Qs3bj/Bvy8OibbqzP1SC5lwXXPNIcE4da0IWGPuoIoFNo9Q0gfm0RFj2zF+cN2YJhFIfSsSR83T+cp3GGbMWZA7fh3v8WYEEW4CCZiHWd09PaeHIzjBlhwZR+fuhpXf35h1K8PaMYe0oOH6M1Oj1anZmMkeckYOIJAeT/WIDX792DC0duxUjSbxgdo4aRjsPO2oNJtxTgue8CSOiVhJsfScfpLbUN8GTLC+f2ZdiwYQM+CYxA15uewyvvvYQXbxqF809shpSAF5pAAIfpMPRqRFcR3Ku/xbzZP+Oj3zVoOW4oho0+GT11oO+gGvKOfRfV/mH7JhoHyjWkIjtr+O0e7CSi3eMSbqFR+QZM1uX/KK+G1yjDZWy3PUv5isKoUOHSUBopWRGqYDahbLUT1RZmx9mOGKUwZ54rd2P+nDbVuK+pTrz8vDXlC2RfCAiB40JABhUCQkAICIGGQ2BCSFU2FGaH8tEmfAI/PdT47lCqJuvVDKXqST9low5shPHdbNyBnT7VvXbLcjqxEIq/UqwszAtVDgulNUnUOYuhUxOKwJ6adZfeKgFFZ4IhPgXpzZKRlmyGiSwnRa08KvUg4PagsMQEU1wS2rZKRqI+1qtxRwk9bgWKyYikbskYfnEzXH9nGq6ZGIczO/iRUmBHTrYNhw6VIiuLUzty8/1IpIubgyam46rbm+GmCxMxsLMe5BM8Sn+/xw+XzYcSpxfwOlFAsrJZDkWWVz5m55UiK8eGvVtd2Frgh+o3DPgCcJf4UFLsQ6EjEMUd5zpYeqbgjHNTcMNYDdLpcumWOYV48uUcfPaLE4VQnxIIIOD1w1bkg4Nkl7hIzTJX+gLwU72Lxi6mC6TFTtoPUOfKglYHbZck9CLn1YWDFCTBB+RQtAfgonkg/MOeqtbJGDCR9JxswcR+ASS5HMhhPsT8UJYdWbkuuDKM6DUhBdddn4aze5nRnn6bFMIlSV4ICIH6TaCeaqeBITkOXYakY+LNzXDntQm46Cwdupk8KMkuRXZW6V/rf7YbeV4tThqVgAm3NMMdtzfDxYPj0L1ZBcc+cpp4nbS2kpOpJOBGoMiB7EM2ZHHk9a2CmJtnQ36RHZt2eZDnpjU6uNYGaA32oZTWaF6DHV7aD5ZHwkkro8aM7sOTcdZliTi3YwCGjcX4YWoO/jOzBIv3+xBQqE2SFT2GpGEKHe+uu8iIMzK8cJBO2bzuUmQ9c7xARv94jLs8A1dclBS8uSDNqEQauB6XaxCw9EDnU8/FbTdfgesuHIGRp3ZGOp27JJh0ID8UOSNror4H7vxNWPnJF1i6ugT7Wg/FyGEn4cwTk2sotyY6xdyXHSjssOKO9/Cminh9qP65UHq8Erb9/hYa/EFKO1Lk1xCqDqlraT9SUG2/qhwmxWSUhNMAABAASURBVGECwp8WCyuOKjuQWiVT5DCDN9WI/D1xt968aaqRVqEeTXXu5edNq3n5ItkXAkJACAgBISAEhEB9IFBvdbgopBm/sjCUjSn5KtS6TyhVE3aYqQYV33HHRolaF006MqzR/LB8rNmWYR3YKRe2e1S2KFRSEyOHRYihwxRqJ55UO2JESkwECvciZ/tu/JGfhrjmndC/Zys0M/Klopik1KPGZDIbzGjVLxXn3dgM/3dPKu66NhGXnxWPHp3j0ayFFW1axyMjLR4DzqLyW1Nx58PNcdsNqRh3spHmTv2Pmo0CQ6Ieae3pgmOXOKQ2t6BNm/hKY2sep1U8OnU3oXuqBloNC1WgJbbJnc3okmlCj5ZaWHSo+mOKR/vT0nD9lfGYNNYMC8nbtsaObTvd4IUs6MvSaKGLN6B9dzO6dDUik9rElZGtgd5Cc8g0o1sXI7plaGHUKKj6Y0HbXok4b4oF/c+IgynTiJZtdEg1BycU1p32dRZ0H5WCKx9OxW03JmDyucS5RTxatrSiRYYF7TrE49zLUnDjzal44NIk9Guri/nhhrABJSsEhIAQKEdAC21aIk6ZmI7rH0vHPfcn44bJCTg3Ix7daC1qQWs/r92pnRMwbGISbr4nDQ89nIFbyInUN53W43LSAIWCFvEZBrRLi8MJLeKQUcXaz/Jb0ljN0y04qZMB6UZAA/ooWuisRnSkNbprZwNaWTUwBCuoLmKgNu0TcOqENFw+Ph7ndNGgudOD9Vtc2HLAy7cdUE89rJ2SMOiqDNx+VyruuioBE9vG40SaMx/vWtKxaPzFybjh/nQ8/FQGLhtjQUcdeGZoWB/2COqgbzMMfUdeiaemDMXkk5ORDA9NwwOH2xd8gotbUUE1wz7k7fwV3838DRtK0pEx5FyMO7UNelqrKe74dXs4NDTfQNgxlK8omUyFnSjyU0WfU3q8w5ukgPq6xdco/wpFDk/RZi3FikLPsMKNYfmKssvDCruH5WPN9g/rEKZXWGnV2V2hJqoTL7TbdBL6W21Dsw2ypPwGyjfpUOXhoEnTkckLASEgBISAEBACQqAsAXbGqCXVPZEMv0MuXB7LnUgbNpKSKZ1Fke9Qq8ywoiZHwtBQjg0bvpMvtBtz0iPU47dQWlnyY6iyvMMuVBx1Ejw5D7UWQycEItaEjJuJCpDA/egk/09OJR4LAqXI/nURVsz+AUuVHrB2OwUjTkpFPD/6VRfDH1OZWiAuDp1oPsOvaYs7X8/EN99nYvkPmVi0OBPLfszEx6+3xV1npWAUOaLaJNAvr0L96JcJPVoMao6Jz3bFV3My8eNSkrGo8rj4h65YtKQr5j7eDI8NMsFKFxUBHeLbJGPMa53xv6lt8fVNdDE2hfSscNyyhRqrGS3Gtcejb3bF70u74Pf3W+PesfFoSc2CEkxxSOzTCk9Nz8Scj9vg3fMs6JEarKEWHAxI7ZmG89/PxKdvtsaHl1vR3qRwRZVRl56AThM74pVPu2HN7I74gZxY53XTBx1U5SVo40xI7pKK3ue1w8P/7oJlP2RiCcUflnXFgvmd8e+7M3Bh7zjQNViiCvkIASEgBGqfgE4PQ/NEdOvdHJc91AGv0Pozi9bkHxbTukxr94/fd8R7/2qJ805PxEnpOkRehjWAIQG9r26DJ37sim9JxjLqv6jS2BU/0Jq3dEVnPHdbMkZkAGZeKI0WpPZrhee+6IKPXm+Bu/rp0crCFVVNXwdT8yQMe6gjXprdHUtpHf30rhRceKIhuAYj+CE5GhPSu6VjzK3t8ezCTHxDc+bj3Q8/dMEbj7XCNYMTcWoLHeJ1wQ4NcENzpGOotUUzJLdMR1yZGdBZZJn9au7sXo1tvy7HjANpsHfqizFjeqF7ihnGaoo7jt3YBmObjFWYxJsI8clQOb+Joib2V0hMrST3h6SMppQdcHwT5b8pHylYwyqO9RyisTfD1CuTDX8LSpmKprLjB56jv+oE+ust1gDs4GwqU69wnsSgwnIpFAINnoBMQAgIASEgBIRAHROo6k63SMNX1o8dPEOpo3rCz0+NsWHCd+JV5exKon4cqnr6ittUFhNDlcfayOFh1XlzPtbYpA0dMm7aUPwHQ6N0Axk873JeYl0TKIZ/3yLM/2YFvvzRhoQhI3D64FNwejMFRz2kU9eq1Jl8DfQmLeJTDEhrbUTHTkZ06WJE587GYNqutQHpCVRvVKCr1LpUoKcrg0ktjehAMjJDMlhOxBhq04kuKjanC5n80FQgoEBj0CKBdGnT1oCOaVqYtQDoh0/byIHrNRporQZktDGiK8nu1o7yiZqgo4j+ZhDg+jhyxrU3ohPVtaU6mjoC3Bc0BI2tM+uQ2NaI9m30aJeiOfwUQaiemlQcuJ7gGBINaNWOxu5kQOcMLRKJWYV6KwrNUQcTtc9odZhzlxDvzsSuFV1QTqQfmE6BfISAEAgRkKS2CdACo9XCaNYjOYPWri5GdKTIaxGv2Zm0jrVtoUdiHLXRKtAg8iegaBGXSmsr9Q+XwXIiRmrLx5qW6drgDQ4sP6BooKU1umUHI9rRGtwsToGeKniJjTw6rd1QoOi0iM8wolUnE3gO7ZvpkEyeM6VMRwVagw7WNANa0prbIaRDZ0pbN9cjxaKBSQuShgb8UaDR66AlHqjVD11uRw52/fQjfp2zCjviTkTr3uTkOq0lmlkIWq2OdcyEPRMa6QFKUymWD+OogJ1IlOAd3tSTyPZkuE31Ful1POw6GrbKUBO9iquU3ggb0HrHNt/V9Be3XAPwtQJekx6ltWxVI5xuTFMiHjG1l8ZCQAgIASEgBIRAwyUgmtcugeqelFfVjw2TvqTqxRTZwUUJbqIN5/9JaUVGFhVDLVdf3cBlDS1Wxaay+TRVQ6cXGTt3UlxBxk0PSospvbMyUFJXWwTcsO9bj3XffYlvf8jGau+JGHnxSIwd1BktaIgGe0mHdK/Pgfw/FatHP/yKK0KlVdVTs0hN1DHVlJqWDZE6qq0qq6+sTu0vqRAQAkKgAROorWUukpxI5SqyqurVdpLWhIADcG7CHyt+x7Jlh6DtejpOPe1kDGgbuhGlJqKPX192XPHTXMmkwkiK5cPtoQJ+iqumNxmGRNVKws439S0bLDCSk47rjndU7dfjrUe9HZ8cN3eTfcf3WwUjKbqH4ju0rg2gcrZ/76L8S1TW5AOxavIMBIAQEAJCQAgIASEgBKpDoK5Pyvk1GZ1JsRspsoFFCfg/Ef6FMuHvTqfdYKiJgygooB5s6pppPZhijVX4nAyaoJHDKUn7neKLZNzwXX17KeVXFi6gMglRE4ihIUE/0nrfPPw+/X/4v0d/xh8JAzDi/rtw04h2OC2DvoUjjSQjBISAEBACQkAICIFGTsBtA3atx9o9Rfjd3xIdzzgVp3ZvhdY07QZ80w/bVmyP0SygvpaQ8xwH0oZfB0gJjuVr4ip7IwjrwrbUR5yhyK8t5Jsk2Un3Ku3XxxDujItVP/V196qdHGv/SO3ZtopUVy/KyRzZ4AfeIotjKEVxcIW+FXFyhUBIEgUBaSIEhIAQEAJCQAiEE+gevhNDno0itXmJmqkkZcOpC9WzoUIJ+LUYiynDRgwlR4VhR5U0nIL6aOjU+9cgkqGzgr5ifk3FADJ0FlBeQl0RIMDw56J4wzeY8b/peGPmJmxPOR2njh+PS87rh17N42Cuq7FFrhAQAkLgWBKQsYSAEBACURIIOAuQs2kttu7zIkeXiVNO7ohubdQ3qUcppH42ez6kFttfk0N5Ti7hDcW5FPktHJQck8COt8oGepUq2anFzi1+Ek192oxfaxdug1KzI+HAkRxQ0Y2UYdVl6peHV8SYD7evqhozkuj2oYp5obS2kqLaElQbcsiZ9QKZH/wygSORnDknkvP4Bipv8q8oDGdMXMJ3JS8EhIAQEAJCQAjEQkDaNjkC4XfP9ajm7PmmRu7Kd51FaxSxQfMsdTqFIgc2Xp7gTFhUX5PBT3+FFcec5VcgcKfTeFNFVBmwgVdF00qr67Ohw6+BqFT5Y1w5iQyaI0YO5+mEfiClj1Pce4x1aVrDBXw032Lkb1yGn97/D5578yfM2NUKA+68A9dcMRTj2uigpxYShIAQEAJCQAgIASHQlAg4Sg5h6+p12JethzbpRPTpmI52kW7Ha1hg2L56PaTyFE4pdqTIr5KnBK/wJoYYfoNjdZ07kYbj1xSyM4vrWVe2H2fTjmqnTaV8Rd8Kz5GqgqFVcBt5o9azEy1yq6pr+M0kaqsL1UyMqep05Js/y3ctDBX0CqWSNAECZBM3gVnKFIWAEBACQkAICAEhUDsE2FhQ/yPfa6spckKoX3XuOmOn2FOh/uqJfWgXS0MZvtMw0p16oSaVJvtCtexIq8gQClUHk7bBLRBuHIWKYkrq2tBhhyIrpDrlOC+x7gg0QsluoHg1fnrnb3j6ridx82sFcJx4Aa55+HbcdnZX9G1tbIRzlikJASEgBISAEBACQqAqAvmwZ2/H+kUbsdcdD/0pPZHZLh4Zuqr6NZh6fqsGK8uvJ2TH1DW8Q5EdPexEomzUgW05tXG0bwVR7RfVBlX7h6dss6mvKZxOFeFPWd1M+xzYRlR15/3wqDrCBoQXVpBX66tjx4aLY5ua9eQydhiy/pyPNt5ADdlWpQSf86ZcVJ9wiuUtIaeFZITffBkqkqQhEBAn13H9lmRwISAEhIAQEAJCoAESeDukM580Dwzlo03YMFLvsPsg2k7l2s0J7asn9qFdzKeM6sx5mPLVDeFGUb8qhIwK1asOttBuzEldGzq/hjRi/qFspUl4u/Cn9yrtJJWNlIA3F7nr5mHu/97G/z5Zhlk7NNCePBrjJp+PqyYOwOkt4xDfSKcu0xICQqA2CYgsISAEhEBjJJCFkgO7sXKTHbbklmh/ejd0SDYgofFMdS1NRXUCsXOFnTJUhOraW6pzh5+2YjlVxXtDDT4LpRUlr1Ih24ZsC95C+fDANyOqr73/F1WE2zm0Gwwzg1tAtVNDu0clan1NbT8W/DRvKLLerD9lowqsv9qX58V2ZPmO6vfFjr1o7PXJJID1YH7hN19SsYSGQkCcXA3lmxI9hYAQEAJNhYDMUwjUfwJ8txjfuceaRnrtA9eVj3yHmuog4xPvWO/8U+W1VjPlUj7BfyZUxncashEW2o05UY2vsyrpya/qYEcfN1GdSJyvblSNFTYwatvQUQ03NmD4e6hKR5Udf0/Mtar2Ut9ICQR8pXDumIsfPngZT977Jt7b0gbK2XfiyXfvw71X9EW/dC2URjp3mZYQEAJCQAgIASEgBKokUHAIBQeysLI4Bbr2ndCnd1u01MfwGFeVA9SLBk+GtGAHF9sq7AyZFiqLNVFvdGR77Z9VdOZ6dtTweGyDVtQ8/DWF/NRWRbYL//9cqv2q2qPhslg2j8Fj3RdeEZbncq5nOdWde5g4sPOQnVRcxs6z1yiTSrGywA4ufj0hfwf8ZBvPq6L2LJvrue4b2rDEZDIyAAAQAElEQVTdSkmFget4bK7kV1NWxI/rJNZzAuLkqudfkKgnBISAEBACQkAI1DsCfOKr3nnHJ/rfk4Z8ckxJxMAn7NyOnUJsQKgn9BE7VFJxd6hOdUSFdoMJ/79d7JjhnTdow8YIJTGH/4Z6sCEX6e63cGOA7xAMdal2wsaIyqW2DR31KTc2iD4mDfn7oKTCwIYiz5srY33PPvepkyhCjwcBGwIFq7HwramYNncX1p5wBS699x48d8+lmNQtEemGKHQKBKJoJE2EgBAQAkJACAgBIdBACRTlIT+vAHt9CTAlpqJDegIM2kZ3CxC/6YKdO+qX9IyaqUbKNzqqdtyD1J9tRLY/KHsk8D47krieC9l5VZG9xTaN+prCudSQ+1ByVGD79fZQKduj6g19oSJwvTonftqLbUjVvuWU97mc26tyOF/T+CwJYMcSJWD7i5+iYt3YmcVlHHmOzINtzzVUwPYcO7DGUJ71pqTCcG2oVG3Pc+C5hIrBeR6LZalt/q1WStrwCDQ2J1fD+wZEYyEgBISAEBACQqAhEmBD5+KQ4mwo8Mkx32lX3iHE+1y+ldpyO3ZwDaU8O3QoKRP4JJtP3vlpI+7HJ/RqA87zyf1KKmA5lEB98onz4fFS2mF9KAEbI9sow7LDjQUqAu+zTNaPx+UyNfL82FDifb77jXViHXif+7EBxXcf8nye58JainVl6LBR+LeQjqw3G1Dhc+IqnhezmMU7FNngYiOUshKaJIHSHTi4dh5mz/sZizfmosRqhVVTAN/OX/DjD4uxdMkiLFpUPi7A/MWrsXzVIeQ4vPAqje4iT5P8Kcik6y0BUUwICAEhIASOKwEfvEW5KCwoRGkgGQnWZLRMMkKraZTnP+GvJ3ynhtj5lYKqo4ttE7Y/+M4oNfI+3/THw7DNybYX58vHV6mAHTSUgB1hnEaKbNeo9h3bkezkCW/7LO28TpED25Ds1GN9OOV9LmddWA7nayuy3iy3gATyDaR8oyY7s3hsjrlUzjzYCUZZsI5VObi4Hdvb4ynDcpkRz4HnwjI5cp7H4jq2naORSeIk1FcC4uSqr9+M6CUEhIAQqDUCIkgICIE6IsDGxikkm0+Q+eSY77RbRvt80qxG3udyrmejIpKDi7ohkTZ88v4ppdyPT+hVOZznk3t2cPGJ+iBqwyfulBwV+I42Pkl/KlRTkbHActl4YJmsX3kjh7uqzjLWnXViHdR+bHSxHjyfHdy4FmNdGTpvko73U+TATMLnpM6LWXA9G0+sB+clNkkCXhRuXYM1332DpTke5PkKgZVv4u27L8EFI4dg5JhxGD12PMaPD4vjxmD82FEYdc4DuPT+BVhxyA57k2QnkxYCQkAICAEhIASOH4FjObIHpUXZKMojs8CfhuT4ZDRL0pCT61jqcMzGYtuP7T62E9jeqsnA3J9vuGObjuWx3HB5bDeyLcc2C48bXqfm+WZFtsl4n22cHZypIqr2Ddt3LL98c65nhxOPr9bRlxt0LLHdG0kXtW11U5bbhTrz2Oz8q4wH68j8qHmVgR1yLPdGahk+J9oFj8Fj8Zh9qSBamdRUQn0kIE6u+vitiE5CQAgIASEgBIRAQyHAjqbOpCzfJcYGCt8FRrtHAu9zORsw7Hji9kcqy2X4jkA+yeb2lZ2E84k6P2lVrnuZXT5Jf4hK2DBST+rZQKGiI4F14xN7rmdj4UhFKMMyWGc2mrhtqDhoELBRxHpUNh+1fXXSujJ0+A5FZvIUgPA5sY68z+z5u6qIB7eR2CQI+GiW+cjduh7rvl2HXYdctE/B74XX7YLL6YSzoujywOkmf2npXuzZU4wSjx9+6iYhRIDQhHI1SiK+AbIW5EcSoY6pphVNIFJftW3E+lBFZbJVGZIKASEgBOqUQGg9qrMxaii/ht3rbFoNXzCT9cPrKIW90AF/iRM2tx9cWvXcSpG3dxf2btgNNxT4AgaY4oAG+CA72zz8+BnbCqjkw3ZfVXYCy+FYlb3Gw3AblsdyuY8aWR+25SpzXLEDR21fld48FkeWp/ZhJxuXlY9sh/H4arsUasA61pXdR+KDgW1PHpv1qg6PoJAKNiyXb3YMnxPPjcfgsXjMCrpVWsTfG8vgyPlKG1enUgMMJOGKFrinOv2bYh9iVvm0pVYICAEhIASEgBAQAkKgSgJsZPDJP98FRuejUCPvc3k0J798As4n2dy+spNwblelQqEGbMioJ/VsoKh6ccq68Yk913O7UJcyCY/FRhO35T4c2SBgo4vryjSu5R2WzzxYRx6Tx1Yj82EdIuldmSrch/uGz4nl8j6zj+a7Ki+fGbEMjuXramWfBPP1Ao5f1IpAEVIFAR8UUzMktu2Ogb1PRo9Te6N37ypir1PR+9ST0O20QRg5uC1aWfTQVTFKw6gOIODywlnoQs5eB9attWPlSjt+/92O3yhdv8mJvXleFJODz1fZhJQAXIVuZG21Y/VvDmzZ40UJeQEpVNbrqDqF5PicHuRtsmPjBifW7iM5HroUR38kRzUuU+CDu9iFfRvsWPuzDb+vdmBnno+ckX81Uvw+eKnNtj9Ix/VO/Jntg41k8x8et1IUPzylHmT/acd6mvvaDS5k2QN0YQ/BRR+VfBS+XOimvpsd+HOVA7/vpLwtgEBIbx7D7yF99jmwfb0dK3+zBxkz54rib6uo/g8ndh/yoNjlR6Xsj+gVQMDrhT3fRRck7dhAc2DZ/D2uWe/A1gMe5JT64YpO2BGpkhECQqAeEPD74bV5UJrjxM4tdvwWWkM4XUVrzrZ9bmSX+uCobNGl9Uhdh7aus2P1WhcOlQQQutUjxkn6YD9Eay6tp6u2ubGrwA8fya9cCK3lPg8K6Fiz9XcbVv5sx/odbhyiddZLVQpIhsONgxsc+PNXW6Vr5O80/1VrHVi7y4X9+b7DN6FUPjgQCMBd4MLBbXas4mMcyeA18qi40oZVa0g2HX+yaB2vSmz9r+dLw3FI7NgTXQf3R99ebXFCMzPo4noVqvOPKQAlvh0yuvRF35690LtbM6QZgMb5tsIqcEi1EBACx5UAr2THVQEZXAgIASHQAAmIykJACAgBISAEhECjJcCXdTLQfvRNuOrL5fh0/mIsXTAP8+ZVEecvwLwFS7Di++cx498jMbBFHCyNgVHAg9wtRdg47wA+e3k7LpiwFYOGbMHIkVsxZPBWXH7LHrz4TT4Wb3HhkC3ShANU4cHBZYfwxX1bcdbwnbjvpULQdVc4qSa24EHpvkLMvW0bbrxmD857owhr6eJplTLcpdiz7CBeuWIrJp2xBWddvBf/XuLAhiK+SBfq7bCj6Pf9+PvFpOMVe3Ht1zb8mR9WT+6svPW5+OqarZgycAvOu2o/PljrwZ6orgC74c/Jx9d37sCNY3ZgxNP5+HILldHQTAd08daZX4rVb+zEo1M248xhWzB8xBaMGlVBpPKho7dh5EW78fS7uVi2xYH9bsBDsioPxO5gEVbN2od/T9mOKwZuxshRWzHkzC0495Kd+L//ZWMaOQC3knPvsE6VS5NaISAE6gsBP5x5duz5NRc/Td+Fx+7chjOHbsHw4VswjNbrMeO24d6XD+HTn0uxIcsH8otHUNwPV0Ep1ry5E3+7YCvGT9yPGWvdOBChdeRiP1U5sOXTfXid1tMxD2bj2WVOOKi00kDHm0B2Hub/exfuHr0FIwZuw03P5mHmDi/IP0ddXbBvz8UHV2/Hdf23YDitjxwrWidHDNmMURO3Y+I/D+K/s4uwYZe7yvEDfjpOLdqPDx/idXdrcB0OyS6zFg8/k2Sftx3nv1mI6Vs8pFdDD3xLTitkXvIYbvrkO8z95/m4Z2BzmKucFl9STkW7Mfdgyn8/xtxF9+GRKT3Rg8SRn6vK3tJACAgBIVCbBHhFqk15IksICAEhIASEgBAQAkKgSRKQSQuBmhNIm/LYkPQpj0+puaQaSghooDXGwZyUgqTkFKSkxBCTrUiyGmHQKFAarKeAFXdg78/ZmP70fjz4aA7uf6YQr7xfii277HDZ7SgosMPmtGPNohJ89HIunrr/AP75Ug4+X+9BboXX/ALw2r0oOuTCgWIPsvJ8cNIwfCkUMX0C4CcNSg/ShdcDHuwhJ5TTV5kAGsFVjLUz8vH+vwsxbZULBW1NOPmcRAzJ1KN9vPJX54AfPocXWftcOLDfg/0lAZSVHYDP5UPxATdy3E7s/MOGqTMKsGyjKwoHUwABrw8lh9w4kONGYY4PxS4CcGR0qvf54cwn2ftdcJS4UFToQH5+BbHQjtJcOwo2lmD6W3l46sls3P9fujC82U1uOCBcqio+4HMj94ccfPNGNv75cjE+/s2OVW4HCvLtsJFzbw/NZfbUArz6eDZe+U8eFu70gtCq3SUVAkKgXhLwwpNbjJ8/PoB/P3YQdz+Wh8f/U4LP5thgL3WgqMiBEpsDOVl2fPsB/X3/IwuPPXAAr3xdgpU5tDYeNacA/LwOFbiRtdeNg3s8KKKF2ntUu2gK/HAVeVGwz03j+5Br85Mrv7J+LhRvKsAXL+TjvQ9KsTQvgGYjEzBgkAX9mmth1nLfAPxuHwppfT7gc6Ion6OjwnWykOadt92G7TMKMfW5bDz5bDZemmfDmogLmx8BcrIVkDNs7x9O5NHaay+pWHYRrZl5uxzYsd+L7EbxJBez1UJnjkdcUjKS402wGDRVPqHMvQANnS9ZYE5IRHKKBfFmXSN5iv3w7GRbJYH7qAWfdsQSqUuTCbFw4bbMswHBiU7VtGNk32miU0daCQEhIASEgBAQAkJACAiBKgnwiTmfoMcSqxTaSBoMpHnEwoXbch/q1nSCAk17AO+lTXlidfqUx4+fs0shLWoj1Jac2tAlFhkuN2x/FmLhx9l46+VsvP2tDfO3aJBniEfHTlZkZiaiSxdOrejQVgdlhwO/zs7FR69m480virBsqxslFYyn0WlgtGhhpoticWYNdAqivIiGMh+FHIh6kmOJ1yDBpATllGlwZMcPV04pti3KI2dQET5f5EVOSjwG39AMt96djvNOMqI59T/SnLRRSMc4K+kYr0W8AaDdv6q5XquBgeqSaQ5wefHnNwVYuMKGdXbAFdbySPZIRgHrbWC9dVrArMCgVY7UgmRDUaAzaWGki4SAASmt4tG+S0KQNfP+KyYis3M8urTXw5jjxI9fFWDa67n4fIUdm0gJfq0Xynw8cBKHFV/m49NPSvD9KqAk3Yw2nRKCsjO7JqBTOwMy8pzYvCwfH7+Xj8/WuLG1iJehMoJkRwgIgXpDgP4+82zYsiQPn7xyCG+8V4ivVniwOt+E1HZWWqet9PedEEw7d45DC3IxHVhehFkfZOEt+hufvsSOrSV+lHVgKbQMKcF1iNdBE62FRlqoNdWas0LODw1YhjZOgVlPslHRJ4AAHXOKNhbih88L8N4bdvyUr0fioGRMeag5rpmUgF5pGhiVw30VWjeNFg3iaI1EohkZ7WmetIb9tT7SPh2futBxqnOnqtnzlAAAEABJREFUOHSwBGBbV4LZn+bh9Y+KsGCNCzYSRfRoGx7I6ef1ouBgAHaXDvq0OKS2saJr5uF1Mlx+pzbEtbcVfboY0C5REy5E8kJACAgBIVCOgHKM7DtZjSEfISAE6gMB0UEICAEhIASEgBAQAioBBYFTKH/8nV2kRNMLbhTtoAuhz+Xi3Y8dWFyoR8ezE3HTv1rhnS87Yd6CTPywOBOLFmViyQ8d8d3nLfD6Y1bccIIOLQ/a8cNLB/HGZ8X4aosPvsDxpEeD5+Rh1WeH8Mg1hXhjmRcHW1kw8ZlWuPnSRIzL0LCbqgYK0hXXgA/YYcfyRaX46AcHCss8mVVd0QE4bRoYky246aUO+Ghx1yDvJcSbmQfjkq5YsqAjFhD7Nx+Nx6X9aK47bFi0xIbPf3fD6aH98OGL7MhflYf3v/dgYSE5z85NwB0vtMFHX3cJfo/LlnfGnBkt8L87TBjRHLAXeTDrJzv+2FvhI3nhkiUvBITAcSFADhly1az7Kg+fPJ+PD38NIL+tGYPvSMNT77THF3O6YMnirlhMa/XiJV2wcF47TH8zBU9cacZoM5D1bS4+/U8WXl/uwqbCcuvFMZrPkWE8TpRuPIR3H87BPx6x4Xta/zpckoYbnmyOq041oovxSMvDGVaXPPmOOCMMZzfD4x91xKIfuwbXssVh6+SSJZlY8H0HzJyahqduMGFYmg8HphVg6fc2/FwIOFjOYYmhLTnbnB7k7PAiX2dEs2tb4OlPO+GnFZlB2cG1NyR/yYpuWPhNJ3x9UxImd9WF+ksiBJokgWdp1kqMkZo3mRArG+bZaOEodWzfiZOr0f50ZGJCQAgIASEgBIRAAyfQENXnE/NYT+Yb4jyro/Ny6hQrG+5D3ZpuqGtjqCGS1ejjoCUrTkMX6DQBLzhV4KulqZDQQ8X444cCTJ3rwvZ4M3pOSsfNV6dhyoREDO1nRqf2BjRvqUfr1ga0aB6HE/omYdg5abjqJivOOV0La6ETS74rxswlpdjjJHm1pFlsYrzwHirAovcL8N6rpZh90AelgxXDrk/HFWPj0a+dDtrYBP7VmqdE0deMvoSWWnRK9qFkVQkWfFKAn/f4UPRXy2rn/HT9WqvXonlHEzJb6dCilQEtiTczD8aWVNYuDm17J2HUpGRMGmvBkDg/Cre6sHSdE3llH81AgF89tt2JDfsAQ3MLzrkwFWePSMDgHsbg99gszYQupyViyEXpuGxiHEZ28OHQTzZs2epBAc2C1KGtBCEgBOoNAacbxavy8e3sEny9AYg7PRkTrmyGO65IxTnD4nFadyNa0DrdqpUeLVsY0bZDPM4YnobzLk/BNdea0NPgQ9YKG2Z8VYSft7nhponRskbbYxy8Nuz9MR8fv1CEj790YD10yDw3DRdcmoxJp5vR0sKnTRXoFAjAZ9BAk6JHu0wTWqfogmtZq7B1smULPdp1jkfPM1Mw4fwE4qJDkseFXbROrqa12lHeh0/HU3+OCxsO+LDPr0OnbnE4+SQzktP0QdnBtVeV38aA1sS3ZZIGVoNSgYLRFgXoGO6jCIpeioCOD/DRdpd2QkAINDYCTWI+dWXfaZoEPZmkEBACQkAICAEhIASEgBAQAg2WQFXGkNOWj6YQ3R437IX74fIq8JAl59HEwaMAXqX8re7V/ao9OPhLMX6ZV4o5WToknpmMK+7IwHVnJeE0ulhqrVCsAUmdU9DvqmScf5kFg+K10GU5sWerA/tsAfBroSrsVu3Cqjr64dhXgj/n5+ADcnB9+WcAjiQzht+cjqtuSMGo1lpUPI+q5Ibq6eIq6Gqwp7keib2NGD1Mj7bFTuz4pgjf/OTA6myqDDWtbqIoQMBPepf6UFypEAPMHa04o78Fo9IVxJV4seugF8VlHqHzo5i8Xvt3elFEF247dI/HhBFJOLmFtpxkIywnpuHscy04/9QAlPV27NjkwjYf/b7KtZRdISAEjieBABzZDmyaXYg5v3uwwWrB8Oua4Yar03B+zziU+X8Gj6ipgULt2g9Pxnm3JGD8YBO66PzI3WzH7kMeZFG7AMVjFwLwOVzIJUfdwk/z8eZHLqyFHq2HJeDy+zMwebgFmYbKtVFojQy4/LAV0yJVWVOjBa1707FpsAEt4wC7zYf9uT54veVmbPfBfciJ9QUBHPRr0SVRC2P5NqjdD7m46BhuhlsDinQ8p9ThcsPtssPlLG0S5zXlz91ql7BIEwJCoD4TUGr5yS5aQuvzdEU3ISAEqk1AOgoBISAEmgCBtCn/eCx9yuMBicJAfgON4zdAy9Z7FCOGSMbQD9PuQ1OIiz+8Fcs+/zt2FGqQbe2Hg4aTsd/YA/m6juR3Ic9IRHLRVHjpKpsdfy5xYdUvJKuHFQNHWXHOaQZYouluSUDbfim48CoL7r3CjItO00PjDMBd/m75aGRVu40X3l05WPFBNv71gA0zd9GFzNYWTHqmFW6YmIDRGbVg/gaviwbgNpiQkpmASVfH46y+OiSTo2v6h3n47sdS5JL+wWaU1n1QoNFQBGCxKEhK1MB8ZJqshRsF+93YvT4Ap1mPpNZ6tEkD/2821KN80CKJnHfprTXQ2lzYtdONP3b64aafRvmWsi8EhMDxIuBE0R47fp7pxR63Celn0jo0Ig4nR7W+GaHrkIqB5ybgxmvjcM95JpyQroGDvOnsv6/TGfFypA5gtyHn54N497FC/OdNF9ZAgxMvTcc1DzfHlT0N6GhE7X60Cq2TAPxAnIHWSYuG9hUqCAtOH4pzPThIxy2XWYs2GTokWsu1CWteG1mvYkC2vhsOGE7CIWNPZMX3w8Ydu7D4ozuw5OO7msR5zQ/lzt+Ya5rYd2Lbin3fqH4D9HddLfuO+sUUNDG1lsZCQAgIASEgBISAEGjABER1ISAEGgcB1dmVPuXxF5OmPJaUu289mkTcsxa5+zfC5gZculQ4NQlwaJLgVuLoi63hxTifF959Nvz+pxt/FGnRrF88Tu1hQieSrKVYdTAgpXMCBl2cjgvOT8HYPnFoHa+gtq9VltGDL5rStLVG2sCNkj/z8dnUArz1gQ2LDtDFzC6JGHldKq4424p+HXQRHDtlJEa3Q+P66KKsIcmENn2TMXpsHEZ08sG2sgTzFpTi++38NFV0oipqxRebFUWBKU6D+IoaHCnzwHOgFCtX2rDgYADaVAN6djIigS7o4sjHB3uuD/n7AvC0NMDSVod0wqU7Ul82o0nRIa2ZDql+PxxFPhws8MNbxYMSZSXInhAQAnVKwOHEoe12LNkcgLO5CT36W4JPZiZGNagGMJjRfUQKxl2ahgtHJaB3Wz2SaEGgZSEqCdVrpECjpwj6lBTjj3l5ePONYnw6x4WdtDKfcHYaLrosCecPMKNVXJSa0BqpGDQwx2tJaCXB40DOaht++cmDvW4trOl6ZLbWwqhHmY+nxIesPR4UKTrEpevQOckD955irF2Ug9dfy8YLz2fjf+/lYd5qO3bQ2lgb92/Qqg2Xxho8jjs1iXRcT0GJ3Y7cveuQu+8PiuubXCzzpciOEKgFAiKi4RAob9/Fqrkm1g7SXggIASEgBISAEBACQkAICAEhcJwJLCE/w10e+P9ROPWxQoMpHk0imq00T0vo/+Ryg/9PLm3AAw3fnl79L+RwT7sPjl12rM32YadZjxN7m9ExvYqLh4d7Htmakoxoc0YKevRKxIkdzGiXpEFcuQuJRxrXRkZhIQEEvB6U7irCbzOz8J/Xbfhssx+HTAYMuikNV16fitEttVU4i1hOjNEXgF/RwpuUhD5jrbhgkh6t3S5sXlqKabNLsTO/+p4hhax0PzmZinK8OFQagJ0uvpZSLC72gWMJldkKXCjaUoxlX+Xj67k2LAnokdHVjGHkmEzQBcHQhOivBAF4qL29GPC10MHYXBd8XWPEb9aiQ0KCDs20gMYdQImT5sleN5ImQQgIgeNNgP6mDzlxcLcTv9gVmDuacOpJJqRQcfSaaZDaLQFd+qfg5O7xyGyhR7M4QKNELyHWluSPoi4+uL0O7PkhBzPfy8dzM9xYAw2Sh1ox+cEMTB4Sh64GRP1RfH4EbF7kHfKgxB9ACa2PHHmN5Fhq96Mwx46dv+dj1ncl+HaFD44WZnQ60YiTWykw0Rr312B+lBZ6sH+7F25a1w1GwH+QHFxzD+Kt5/bg5lt24557d+HmO/bhufdz8dUKO/7Y74fN85eE6uQUWp818EHDx/GAN5jqtFoYgsf6eDSJ8xpT2XlCPkJACDRlAmXsu1hBaGLtIO2FQNMlIDMXAkJACAiB+kYgd+qjj+VMfUSRKAzkN9A4fgO0xlxFsbKgGj/n5U595CV2cHFjt6MUTSOWwO0sBV3bIweLgaIOPkUPP8pcrWMksUdvAM5SH/LJseExatA+XY/kv957F7u8Y9BDY+JLhF7Y12bh6w/y8NB/3FiX7QcMemj7WNCvjxl9m9eVyRtAgIby+zQwZSbg1PHJuLK3Fm23lWLF23mYu94D/v+sYsdAF1/j/HDm2fDm3bswZeQWDB+1FSMpjh69FRxHjdyMEWN3YPTFB3HD4w4sP2jGxIda4tYrEjG+owKjLnxUH1wuP0o8APnlghWB4DbCJlhJG7rg7XBTP4fvSL8IPaRYCDRSAvV0Wg4/2IGTDwWJiTq0TdVBV5ceqppgoKWE1IRiDsCfU4zd8w/iqRdteHe2DzauIKdTy9MsGHmSAS1oPY9qKFqboNfAXOqCa1YO/jFlB0YN2oJRtD5y5DWS48gRWzBm3C5ccG0eHlrkxwZy7N31r+a4aZIVmTSQgeLhwEp6g8e/3F0B6Ipd2LakAA9OOYjbHyrBW9/T4gkfNfXDW+LCgjfy8Mht+3Hr3w7im81uZHF3qq1OCBADPx2//Qodx4PRAK/PB7ejJBSbyrnNX/NkjrlTHxX7Tuxbse8b0W+A/q6rZd9Rv5iCJqbW0lgICAEhIASEgBAQAuEEJC8EhIAQODYElgQAfnKrjHNLHbpz7wk4HrFL34no1v9inDRoMnoOnIRufSegS+9z60yXLqddgM6nnIXUuACsru1I8B5AkncvLP5a+F+gAgH4vQG4/QoUnQbpCRrEBV8DqFKuR6lCumgU6AvcsK8pxVcfF+HjL234KcsPG1XBT3NxeLHvoAf7SuiXw2V1EAkZAnztE2Zk9EjEeRNMOKO5D851Nnw1uxiL1rvhrsa4Oj3rTLpvLMKan/Px888FR8dfCvHLKhu2ZXmwPV8DSzsD2rXVIU0DUPhrVPKIOkr9KChR4POCLqmybETxCaCInGM5Nj/oZxFFe2kiBITAMSFA3mp+haiH/pqtcRqkxWtw+EmpYzJ6bINoFSi0gOh3O7B+XjHef78YXy91Y7fXf1iOx4eSQg+27fOiOLiWHi6ucqsBdOx4ynJg25oi/Pxj/tFr5E8F+OW3Ivy+wYEDa3w4WKRBq65GtGujg/6oATwozfZg958+5PFTuKS3rkUcug9IwXkXZuCSSzNw+fuf15cAABAASURBVBXNcfGFKTjnDC2aF9qwaU4BPppVgiVbPazJURKjKeCnseN9WUj07kMCRatrB5qnpqBL30kUJ9bZuQSfL3Xpcz4y+11Ac7wYJ515GU4581KcOuQS9Bx8EXqcMRHdTjsPmX0m0DnNhDrVg3UJj5BP/ScgGgqB2iNQqX0X6zCaWDtIeyEgBISAEBACQkAICAEhIASEwDEiEJXx0+/sB3A84mnj70Xvkbejx9A70X3YPeg9/gGcdvbfUFe6nDbuHpw2/h60S/QjrXQzMjwb0dy9hxxde6AgWudFJd8cOY7okiR0lJrJwaXTVtL2eFYpNDjpZtrrgntRMd6c6sactYBGq4VORyau1wtldQlmflWMGUsdKAxdT6VedRQUaBPi0HuSFaNGmnACPPh5ZgG+nl+CzS6AAmL5BMjRCHZVaQzQ6Y3QR4x6EqvAGPBg4682rN3owiEvwi640m/C44fLFkCpA2CHXLQXwxWSXOoOIN8RkCe5iIUEIVBvCPAfJ/0hK7TqG/UKTAbO1RvtyiqiI91cfphWlWDV53a8NN2HQ7S+aXU6BI8vuQ7soDX8rZlUv9tTtm9le7S0+Wn+0Oig6AyVrJFGqtOTJD8MG5xY9bMNf9A4biopG3y0TvpRbKMDS5wBnUYn467X2uGDLztixvQO+PijDvjg/fb45NO2+PitVDxxkRFnwI3Z04rwzVI7DpEwH8VYg45kpHm2oblnJ5q5/0SabRM6t21Nx/l7Kd5Xp+c1p511H/qOvRunjrgdJw6+Gd0G34LMQbeh+5l34eTR96L3uPvR9yw+p3mgTvUof74UK0NpLwSEQIMkEJV9F+vMNLF2kPZCoBYJiCghIASEgBAQAkJACAgBIVARgToxfioaqCZl/uJN2Pz+/fjbrc/i8kdWYFVxgC5Z1URi1X0VrY4v7YUa0pU+yikUaxxIVMAXgJ+cZR5/ADZnAB5ymNRYbp0I4BkrxIGUJn1Bbh1zKzPOvCYNz72QgPsuMKCN3499n+Vhzkd5eG+1B/ucdaIICWUdKKGLtmiXigHjrLj0LEC/34YV80rw4XIHDgXHVqhRNCEAp12BzmrBNf9qh/991wWzv+uMWRS//bYz1Dhrdid8+01bfPRcEm7s44dveh7eeikPT39jw0FXSCciBL0GJqsGiRZA0ZKjS61C5A834ZhAjs70OAV0nTpyY6kRAtETkJa1QCD4BCmt0bxWO8kRbae/d/57rQXRdSciqOBhN1Cn4cm4/uEU/PepOIxspkVgqx2r3s7Cx3NtmBvNu/9YlpfWSXL+68am4aH/tcd3C7qA18bvwtbIb2d1wayvO+C7j5rjlbvMGNnRiVkvHcKLbxRgxhZf8BWuhyfMa3Mc2g1rjms+6oxPZ3bEe482w8QTDGhlONziyFZjQHznVAyZkIAJZ2lg3O7A3tUubCkGgss8Yv8odAxTqNuRVOE9KqjzUIqiLcuw4IX78cRFozFxwtkYMfIGXHzFq3hr1kb8URCgI2udKyEDCAEh0LQI1Kl9p2laLGW2QkAICAEhIATqOwHRr4ESGEh6/5PiSopsfqtxG+1PoziZYiyhIzW+geL3FFVZnObTPpfFIq8n9WHduB/LUKMqi8fh8ahZlYFlcb/7qmxZOw14nq+RKOao6s0pc+Zy5k7VVQbuwzHa9iyQ23MMnyvnuaw6kWVWO9KAwetaofTqaAX5geXch9No+xzfdv41pG/E1xIeX93Kje7bjb2/z8bMj97Du1O/x5cLtmJvqQOxPrVTTmqVu36vm9/GhwBdBwtAE0ppp8qeVTQgT4bRokG8DtB4/Mgu9sFGF1Cr6FW2mn+l5Bkrdfphi+Gm/LJCotmjXwkC8AWvmWqR1DYew89PwiWXp+IyjhdYMeEEDZK9TvwxtxgzvizCql0e6hGN7Oq2UaijGR36WTHyfAuGZJDjaV0pvptehN92eMH+Qg01icYA93oUGMx69BqRiLNHWTFiVAJGUhw9OgFqHEl1o8ek4NKrUnHBeAv6J7mx58difPtVCTbl+hF8bSNpBK0WZouCpPhA8MmJAP9wuLzKqMBq1CCVfhP006iytTQQAkLg2BBQ6O/SbFZgCQRQavcht8QPysY2OC2eXrcPhc4A/LH1jL01LdfBMcxGdB2QiAmTU3DZlam49JJkXHq2EaeZ6Fiz3YY5tE5/u9iGg0c/ZnX0mL4APBYddJ3jMPicZIwabA2ujaPC1sjRI60YOZbqLkzBlGsSce5IAzKybVj9QzE+X+7AfltQq5BsHaytzOg+PAHDac0d1NOEVsRYE6otkygmtOhqwoknaZHg8CB/nwc7sv1wVvOYFyCnFiGi49Ph47mfHJhlxqv1HS882avw5/wPMfWdN/DmG6/hrS8W4OvvZuOHxf/DZ5+8ijdf/w9e/eBLfPDzfuwp9ZFuta6ECCxDQHaEQGMn4D8m9l2Fa3ZjRyvzEwJCQAgIASEgBIRALRHoSXLYebSM0gcp9qEYHjrRzkUUP6XIjhpuT9lKAzudfqMWb1AcTTE8JNMOl7G8gZSvLPBYrNsaasS6cT/KHgmqLB7ntSOlkTPs4GFZ3C9yq9qpGUdimBfP8ybKM0dKjgTmzOXMneeYeqSmCWQCwIsU2zTGqeZMfWxN7tRHXiqc+lhhmfnVux0bStcuwMrZ3+DdFbnIc2jRIsUMI3kxyI9R77SNSiGjFokZBrQmp4bV5cOuQ3TxrsxFwCikuL3w55Vi/VYHVu/0gK5DRtGp+k3cUKBLNGDMLRm4/rZ0XDbQgrTkFJw4KBm3P2hC/246oMCFn9/LwYJfHVhDniZf9YeLrmfzeHQcloIpQ43oY3di88f5mP2TE78VBoIXCjVRWOB0zRMButBpJ0dj5X8IJCw1CSednYarbzPiRLMbuUttWLvHh4M0VxAfkCPUaNTAqqecAgSqvBpOqwsHimYD9TNrodVAPkJACNQLAvRHnKJHepoerbQBlBZ4sSvXA376Nib1Sh3I3VeKnza6sC8/3NkTk5QoGtO6R2uJG1p0HpiISx9ugRsnJaB/eyssLdIw+cZ4XHENOZ9orcpdUIjFM/LxwwEfsquSTBgUWiMDLj9KiEHlzU2w9kjBqImpuGO4Hi3sLvywqAQ7yDnorrxj5FpGRuuiYvDD5vEjp9AP/n/SIneoLzWkeOAgtn73LqY/9Rge+Pc0fEEOxgNl1NuINbNex5v/fBZ3Pz8T32/MwSF/mQayIwSEgBCIicCxsu9oWY5JL2lczwmIekJACAgBISAEhMAxI8BOpMU02miKHF6nzSCKZHqTtY5gPAXA/RQLKHaiyE4ifjqJshWG+6iUnU7JlE6nOJ5iuDyWcTGV8ViURAw8hqobj/0UtWTd0ihV5bEsLuO6HVQeKbAsdjj9K1KDWi7n8WaRTNaPdWd+zFHVm1PWW2XA/LdSe/4+KKnT8CxJ5/HLR9aRqoKhfJ26H6ysjQ0JTKDrDQ/XhiyRUR0CNiD/J8x7/3NMfeMHbA2+o0gD8m9VR1j96WPSQtPChBPSNGjr8GLdr3Zsy/bGpp/LjaKN+fjk+X2476GDeGi2HWty6NcaXA5jE1Vpa7poyh40T3MTzMOSMHZUPAZ00cMU6qQ0j0Oboem48lwTxrUnt9ZBJ6Z+mI83phdjX7WvaoaEV5kYYMmwYvhkC0acoUU6Obq+/bwAXywuRTZ5r3xaBboqZRxuwNM8nKtsq8Bo1aFVBx2sFsDt8KHQFoDzyDw10FsUmJMBLV2M9bkC8KCSjzcAL0V+iM9oUGA1KVAUpZIOUnU8CcjYTZBAigGpLYzoExeAbZsTv69xIi+mP1FaWXJLsW52Fp6+Zy/+77V8vLvWA1r2ax8mrSUBkwaeE63oPjoREwbFoV2CJjiOotXBeEoKBoxPxs2jFaTr3fhzWSmefTUXC9e7cWQJC7aOsKGpRKgpV6yHJdWIdq00SPT64dzrAz+pXNWT1xHF0zquDT7iSus55c1GpWGcAzgPoHTdbHz5zU/4ah2x6HsRzrv7efz73en4+NNp+OzzGZj28dv44MXbcesQEzJ3fYqPZ67AjF/z6vwpdchHCAgBIVBDAoePLjUUIt2FgBAQAkJACNRjAqKaEKgLAuxQYScSXTbEdhqAnTA3U7qcYnhYSzvsGOlCKTutKAE/ncT9OR8eO9KO6ki6n/KTKc6mGB7YGTWNCioai4qDgZ+C4jFYt7lUwmM/RCnrlkepGlgWl3Edy1PL1ZSfKGPnFstSHU5qXV2lPGcej+WrujM/5shlamS9WWfmzk+98Vy/oMpUio060AWXFTxBOom/nvITOS/xWBLww3NwPTZ8MxPz1+Rgky8JndP1QKIePj99I8FndY6lPrU5lhZIicNJJxjI0eVDwa+lWLXOiT99iPJ1Vn7YDzmwen4J5n1RiJ+WlGJNtg+FntrUMSSLUftJrzQ99N3M6NJOj5RQ1eHEAH3LJIw4OwEXjKELm3E+lCwrwtdfFmLxNnfd35VuMiJjYCLOHGPBsIwAclYWY+6sIizd7EEWOaAChPqwnrW0ZR50kVvRUkYJwO0JhF7lyPK1iEvXIbWtAl2uG7b9XuRRs4rdl1RR6EV+lhclXg3i4rVonqyVJ7kYo0QhUF8IaIxIaW3CgBMVmHKd2LiiFL/tpr/baPXzu7BntQ3LvynCskUUN7iwndYlWlKjlRB9Ozp+gJxB/o4mpGca0Y0c7nruTUsNJ9DFo0PvRFx0kQUjT9ICuQ6s/qwAs5bZsKokEHzNa7BdjTdK8Ois0BBa8uBrSkk26UYB4Kdb7S4c2mbDT8tLsWqnB/vthxWkZbXCkf1OP+zFfvjcCuIMGqQkaKAj2ajnH3fOduxaMheLfy/Fdl1fDLv4alxz8y24+aoLccnkizBp4gW46JJrcPkdd+KuC/vivHZ52LjwFyxesgV76aBRF4fzOkImYoWAEGiCBDRNcM4yZSEgBISAEBACQkAI1JTA2ySAHSv8pNEoypd3wlBRmcDOJXbgsEOGK77gTbl4Wtj+O2H5WLLsKPso1IGdRGMoz2NTEnM4j3qwc4sSvE4bdpZRUmeBdX8tJJ05RaM7c+fXQfL3wLo+EerfaBO64PIuXXop5glS+iKn1YvSq3oENmH78ll447GZ2NBqEE564D7835h26NvCAKfXH7yIVj259aEXXaEzxKH7MBN69w9A2VKKH+eW4KsVThQErwRWpWMpdq8tweefeLHfZkDrU+Nw4QAzMpuzyRmoqnP16n0B8OuqXK6K5OuQMCAFgyYk4dpTFLRzu5C1shRTZ9nw+y66Wle9EaPsRXO2JOHk4Ym4cooWHeHCFnL+vTetBKvJyeQw0F8ySTq8pUwNg9flQ+4BHxx04ZYfuuKIoHDeGJDSWo/2J2gQt8uJnDVO/HkoAGpawag+ZO1wYdt6D3ICOiSTA7dTSwV6bQVNpUgICIHjRMCIxHZx6He+Hh3NLhQsL8bnc8kptDeahdoN5BVh0dcOLPyWFv/eAAAQAElEQVSB1odEM0b1j8O4Uwww1MXfOQ0B/rj98NI6HXzwmffVclqotM0s6DIhDZOHmzCpOc1htx0LF5Ri2g8OFJLDnpvXPHrhLXXjUJYfRTaAnV2sAkf4yb23NwfzXt2Bi0Zvx9Uv5+PjjZUdI3woyPJg31Yv3F4NEuK1SE9WoNOhHn/4GFmEggObsHrBb9hd2h7pp5yNSeedgX7kgDSW11zpgI4Dx2LCecPRdsc25KxYi9XEroRQlW8q+0JACAiB+kKAzr7riyr1VA9RSwgIASEgBISAEBACZQmws6pPqOgySvmJKEqiCuyQ4YbskGE5nFdjWzVDaXUdU/dQ32SK7PS5lNKaBP6vYF4nAawrPzVVXZ1IRFQhXHeVUzQdmT/rx21vok1Hio05FNFFmbt4gpS2octBz3Ne4rEgcAB7Pn8X3321HHOSx6Hn2HG4akx3tLUaYIA/eDM4X0Y6FprU3Rg6NOubgDPGJGBSWx8cSwvw/vOH8Mrn+Zi/xYlDjopGdiHvz1z88GIO3n65CF/vDsByRiKGTUzG4JZaZFRocSowmDTB1+tZKhIZS1lE6PQXAjPa907CpFsSMa6nHi32OrDq/Rx89n0JFucE6FuLZaBY22qRkBmPU89JxsSTNOhU5MGKeS78csiPPSEnlyaCSH6wQNEoiLNqkYTKPnTFsbgIWxYW4LOP3Fibp4U+04DOxD0tTu2nwJqqR6v2WiQrPuzYUILpswuwap+33PxdKNmUh6Vf2TD3R8DV3ICU9jq0MYMfxFCFNf5UZigE6j0BBaZ0EzLHJuOcMwzo43JgyZvZ+M/r2XjvxxKsy/JW8EpSH3wFJdgyOwcfPpaHqd+Ss9tgwEmTUzHi9DicEnf033n4OpRYp0z00CQnYPDkZFxwsQWn6f0onleAeR/mYdoaD3a7Khic1v0ArZGKSYP4JG0FDcKL3HBuL8DS2YX48GcfdlsM6NLfhNZWDazcjOSA1ru0BC1a2V3Y9E0BZs8qwvJcfwU3rtBZV0ERNi0rxcrfA3CeYkGbviacmAAQQpZWj2Mx7LmHsHtrFopSmyHupK7okm5BaiSNM9qieecuOFlzCHHZO7Fhrw0lR7yUkTpJuRAQAkLg+BHQHL+hZWQhIASEgBBoqAREbyHQxAlMCM2fnzaaHcpHm7BDZnqo8d2hVE3WqxlKyzvAqKjKwM4ddvJwQ3b65HGmBpF1YDmscw3ERN2Vx+PGr9Mm1jGnUR927FGCa3jTmKMC8NNc3/Mc6WT+brrWM4LzEuuQgO8QbNt/xLdfr8D8bRpYxl2BUcNPw6gOFmj9AXg85Gyow+GPnWj6daXGo1v/JFw6zoRuASd2zMnDe1Nz8c6nBfj6+2L8ssqOjX86sf4PBzZuLMGP8/Px7We5+N8rhfhyhQd5dPG174QkjB9jRed4BUddfqQhNOReydvvxLpfnfj1Dyc2bXDgD5J3VFx3uHz9bg/2FAfgox87YvpooE2zoNuEFJw1xoz+yT6UbCjCnJlF+HypHQdCr6SKSWQsjU0mpPdMxvmjTRjcFijd7UMO/V7s2sNCCMXhTLmtluo9bi92rLXhl/Uu/LnegQ0U/+LjxIY/7fhjXTEWfJWPL6YVYvoyH4oSzegxLB4ntdIgXRMmNNmAZp3NOLkNlR2yY85nefjy2yLMWmEPfo+bt5Ri5eJCzJ6Rj8/p4vfKg1okDrAg8wQDMqgLqUNbCUJACNQbAuSgsvRIxmhaZ885VYHyRyEWTM/Fq++RY+irIny/xIYNtK6uX+/En3/asHZ1MeZ+k4tP383D/96w4bciDRJPt+Isciyd3t0IC01MoRgetDrAS+vQdlqHfq1wHTq8PgfXpbUOrN9Eazm/orYip1S44ArzeiT2SsTg8xNxbl8tmpc6sHFWIT75tgQ/b63gJXnkmNI6ffAfcGHDrzas3+4E68HHJU6DcQOtk2tLseGHAnw9vQDTvizF3L0KtF3NGDbGEvy/wTSgj0IzT4xHtz5WnH+qDhm77dgws4DGLsasX+zYvPGw7D832bH6Fzp+fJmPmYuc+LXQgG7jE3D6QDNak5j6vU7ywdMFd2kpigrccCdbYWidhASNDzR70r6CoJigtVjR2pQL2Pfjz/3FKHX5KmgoRUJACAiB+kEguKbXD1VECyEgBISAEBACQkAINAgC6lNGb1dT269C/fqEUjVhhxn//168/xpt+P/WoiTqMDKs5fywfEPIDiQlkylymMGbasRpoT69Q+mxTo7peHRR4nq6ZKG+tvCxYzp4kxvMB8fOlfhjxkd4a28HbD/hIjx0xakY1DIeAZurkTzBFf6lGhDfJgFDbkrFFZfEYWRLHw7ML8H0Jw/h7qt24qzRWzFk6GYMG74FQ4bswDkXHcKtT9nw8S4fClvFYdSNGbj6rHiMbKep4C54BRpNACaTBytnZuPe8ZsxfvhmnDlsC4aTvPJx2JDNGD50C8Y8mo1/LHei1Av60K+fttEHLRCXiCHnxWHiZXpy2ijIXkDOoffz8OMhP+jyXfSiYm6phWKKw2mTrBgx2oSTqb+JqdAfL2UjBAUmix+eQhtev3MXLh+2CUOJzzCKw48w2oxhQ7di+IhduOCWAvzjKw/+gBZ9xybi6skp6J6ghQFhH6sZSack44J+Opxp9KB0bglev38vrpiwNfg9Dh60HeMmHcCNz9gxY38AntYmXH5ZMkacbKrw4neYZMkKASFwXAjwpbw4dB2TjAm3JuGKM3VokePE72/n4/m79+LyidtweM3YjKFDt2Hk6N245NYCPPmFC8v8GrQfn4KLr03F5X0NaB9f8QRMcbQOFdvw5v9FWof+WreHDtyEERfvwkUfFmPhHh8JVCjGGuKQ3jUBF99kRL+TdYDNg5/ezsbCpaVY6yeHG0IfFq1XYHaS0+a7bDxy2Q4M6785eAzh49JwdZ0cthnDRm7HsPMO4LpHS/HhCurYwYIho624YkgcmlmUMIFxaHOaFWffa8GIjoBmTRH+d9suXDJ+KwbzcYhkDj1zK0aN3Y2Lbi7EC6s12HpKAu66MAEXnmIIyan/iaIooAAlQEB9ftA2stI+D3y2YhQGsrHbkYMt2cUodfN3G7mL1AgBISAEjicBPjIe4/FlOCEgBISAEBACQkAINFgCA8M03xCWjyW7L6xxuDwunkgbfiIpmdJZFKdRJHObtlWHoaEmcymt6VNcJOKYhv5ho60Ny8eS3RVqPDqUNupEAfZSvIsnSemAAPAI5yXWNgEiW/oTVs9fgv++lwVt29Mx6twRGNzRiiRo4D/yaBF9C2g8H8VkQGLXJAy/OB033JWGay+Iw9DOAaQV2ZGba0d2tg05OZzakVcQQEpfCwZf2AzX3JGBmy9IwIBOeiQTDoViePB7/HCV+lDs9AI+FwpJVm5IDssrH3MLbMjJs2H/Nhe2FfhB1+SC4gLE3V3iQ0mxD4WOALz0NQUrIm60iDs5Baefk4obx2vQDA5smVOIJ17KwWc/O8GL7uGLfQEEvH7YinxwkOwSF0C7YVID8FOBi+qKSvw0D9qvamytDprOSeg1NAEXDVaQBLpImEPRFoCL5oEjHxLkD8Dj8MEe9OZ54CDe+cwnFHMoPRxt9B3Y6Ttww5eqR5/zknHRLc1xzQWJGNNJiwT9EaGhjA7G5HgMvDAVl16fgAlDNWhZ6iL+NpJhJ1k25OZ7UJhsQObIFFx5Wxou6WdCt+Ty32BIXEyJNBYCQqBuCCjQpsejy0D6e70tHTfdkIQJQ/ToaXLBlm+jv2s7xcNpTo4L7jQ9uo9NxsQbm+OW61Jx8ZkWdCZHjxHhnwACgQC89mjWIXtw/eA1Ka/Uhqy1Dqzb70Oek9ayoMgAfE4/7LSe+kopdZPsYHnkjTY1Du2GNcPFk+Jwbmc6ThwsxXvv5uGZtwuxNi8kl9ZNJ63/pfAADhdK8+3IyaZ4ZH0M5ek4lZ3jAPlmYO4eh3MuTcH1/5eOy0bGo5sJKDtvQJ9uQYchzXDFnWm4baIZQ9u5UZJnDzLMybFR6kQuHSzanm7FOdel4VZyEg7rbEDzyNOpRzW8lpthsCYgNd0Mo88LX6kTbmgj6+iywZF/CAd9DmTTccvl9cFPv43IHaRGCAgBIXB8CWiO7/AyuhAQAkJACAQJyEYICIGGSGBjNZWurB87eNhZ9VtINj81xk938ZNdHUNlkZKkUMWOUNoQE3Xe1dF9fXU6NeQ+dMniyGsL6dIPv7awV0OeT33U3W8/gIOL5mDx/E2Yn90NAwcNwJWjOqC5nrX10WUfTinSl0HbRhRoQgYzWp6WinNvyMD/3Z2Ku65NxBXnxuPkrvFo0dqK9u3i0TIjHoPPpfJb03Dngxm49foUjDnJiGZGBUd/FBiSDEjvFIcTu8WhWSsL2rePrzS243HaWpHZw4QeaVroNCxVgdakQ2qmGV27m3ByKx3idaj6Y6KxaD7XXWnFBePNSMjQYPcGB3bsdoMfiQw6ubQ0htWAjj3i0O0EE7qlaWDRh4vWQB+vR/oJcejR1YgTmmth0iqo+mNBm1MTMeEqCwYNtMBCerdpr0N6nCasqwKNXgtrKzM60AXZ5q3j0JYYV8zIitYtrWjfLgGTr0zB7X9Lx31/b4ZJg81oUyELlm1ExohUjL8hDXfcnIjLhlkxhC6Qs/zWLePRsY8VfSYn4dp70nHDtck4o4UGVshHCAiB+k1AB1PzBJw6sRmuvpPWgTuTcePkBJx3hhWt2sTTGmJF6xbx6NzFikm0VtxwbzP83/0ZmHK2FSfT+qVH+Y8CjU6L+KjWofgj63fbDCs6nmFBP1rXMuLUNVGLuAwjWvcwo1MnA9omaSpzqSD40eigaZmKUecm4YbLLDg504hAiRcb1ziQY/PDSxJ0Zj1adDOjW4oFbdpb0DbScaR1PI2dgFbnJ+HSG1Nx//+l4dHrUjCmu+EoB9fhsfUwtkjGmdem45ZHUnHH9Qk4Z6gV6TS39u2syOicgNMmEN+70/EPknX3OfFod2SuQQmxbY5560RY0lqgXdfmsHpyUbR9CzbtKYLqOyyrjhOl2zdj06o/sMPmRpHOAL1GgQbqdwv5CAEhIATqHQFNvdNIFBICQkAICAEhIASEQMMgUN2nparqx46uvoTgYors4KIE/H9tcf6ftJNKsaKglqtPNFXUpr6XlWETo7J8nTrGLg2/OV1ueIgcXMWUJlD6SsOfUT2agW837Ftm4fXHF2HhpgT0f+I2TBzVHf3iVB2JuJpttKkWMJHT5aRUDLu6Le54NRNfz8nEsiWZWLgoE0tXZOKjV9vizvHJGEmOm9bWSOYl/UJBFyYHZWDivzIxc3YmVvxAMhZWHhct6YqFizPx/ePN8OhAY8iZpUN8m2SMfrUz3nq3Hb66KQE9U0jPKL4DJd6M5mPb4ZE3u+K3H7rgt/da496x8WhJfYMSTHFI7NMK/5zeBbM/bIN3z7PghDKyDUjrmYbz3uuCT99ojQ8vt6KdSaHeThad2AAAEABJREFUVQddMys6nd8RL33cFatndcDih1IxoaueLtkidNlQA1NqPE69qQMe/7ArlhPjxcR4YQRGS5Z2wcJFHfHE7Rk4++R4sBPQHJwEIn8MRnKiJaPfmNa4e2pnfPAj8SX5S5Z2xfzPO+HzB1rgWnLCdaSL0ZGFSI0QEAL1j4ABiezsGtEckx7phJemZeIHWjsX0xqyZFkm5s7tjH/dloFLT49Hr9ZamDSRZkDrUEo8TrmxA/7xQdXrkLo+LV7RDfM/bY/plydgeFteiBQawIzMS1rhJlpP5z3TDA+caYKZSqsOCoxd0zH41s74+vuu2DCnI2Y+ko5B5HjXwgBTpzRcMbUT3vmlK5bQ+rWY4sKKIh0/lnzXGT+81Bp/uyQNvbrFIUMPOhKh8o/RhMRuaRhyRUe89n4X/EjHOT7eLZ/XCTP+2wqXDU9E9zQ94iuXUs9qFdInHokZHdB9QCaSbWuwZ940vDv9F/y03Qkf1f4VHHDuXowfZnyKd1+dgy1FVGMy0EaCEBACQqDuCdRkBE1NOktfISAEhIAQEAJCQAg0YQKpdTx3flVhZxrjRooFFDk8SJtfKPakWD7UxEFUXtbx2q9rpsdrXnU2Ll22WEXxBR6AUn5t4dWcl1gTAuy8KkL+uqVY9u0sLHa3h37A2bjm8l4Y1C4uTLAeCdY4WAwaaDU6KDrK036ZC18sKqxHg8wqGuiNWliS9UhtZUT7DkZ06mREx47GYNqmlR5pVi3iDUroSStE+CjQW3RIbGFEO5LROSSD5USMoTYdMnTIsCjQ0I88EKA0+MSTEa3b6NE+VYugc6cq1lyv0UAbb0AzmkeXTkZkttWjWYImeNGTRCNAc9Wa9Wje1ogOVNea6kxaIMB9wakCrUmHxDZGtG2tR5tkDWjaVIHKP9xfq4E+wYCWJLtLBwM6NdMigZ944zrQh1KF2phTDWhO8lXGFbABlx2uNyAjVQerUQP6ikLOMpIVMSjgpzTM8XqktTGgTWfjX7LaGdAuXYfkOA30GshHCAiBBkVAgYbWDxOvsc0OrzOH1whjcJ3uSGtOC1orkswamHRK5LUibB3KiGId4rUoGGk97diW1pBkDWh5ObxmBjQwJumRSmtex+Y6pFs0iHppMepgSTUGjzddOxrQgfpb9ArpTfM06JBM61fr0PoVHJ+OR0elpFOn9gZ0aqlHepIWJj5WI5qPAg2NYUk2oBUxUI9VnYlhOzreJVm0MNLBSEHD+xjSOqHdoHEY1zsZXb2/YfEn/8HLTz2CR559Ac88+xyef/YJPPnII7j3b5/jyz/ccJ5wMjJ1QIbPDa8/AD/oB9Lwpi0aCwEh0EQIaJrIPGWaQkAINDkCMmEhIASEQJ0T6F7NEQaG9SsJy0fKvkkVXSjeT5FDJ9osphjJITSM6hpq6FMDxfuH+qoOwdBujZN6/xpEutDyOF12WMEzpfRFim04L7GaBPxuoHgjNvy4CNO//BFbWnSEtWcndAvko6AoH3k5ucjNzUWR/SB27j6EA8UeuDw2+BxZOLhrD3a6XCi0eYIXhOiKXDWVkG6RCCj0g6+wLlK52riqemoXqYk6pppS07IhUke1VWX1ap2aqn0kFQJCQAgcawK1tA4F18pakhU9AmlZJYG4Vkg6aTwuOHcoJveLh37XHCx47zk8df89+Nv99+He+x/B3594Df/9dBd2J/RE7ysvwulpiejkCcCg00JR5EutkrE0EAJC4LgRECfXcUMvAwsBISAEhIAQEAINkMDGMJ17hOVjybYONWZnDL+aMLRbacJPaT1LLU6hyCGZNk9QDA/q/8XVObywTL7+7oQ7kip6Si0azduHGs0LpbWVNIjXINJlh9vJuRV8baEfeK62Jt8k5Xgd8G1biVXrN+PzP3KRveIdLHr+Kpw/bDhGDBmG4SNHYMSIERgycAzOueLvePC7Pdh84CcU/v4kHjx/JIZPfhgXvrUW6wvJWdYkAcqkhYAQEAJCQAgIgfpHQAcY26L7uGtw+QMP41/3XIRzWycgCaFPYhcknX0Hbn35ITx62yhM6mCBomsGjbEZumckIMFA/UNNJRECQqCBEGhCamqa0FxlqkJACAgBISAEhIAQqCkBdjb9FhJybSiNNZkQ6lAdZww7xZ4K9Z8cStVkaSjDT3qFPy0WKq7XyS9h2l0Ylo8lq/JYXEEndihycXUdk9y3Xkdych15bSGd4F9EDq+J9VrheqxcwO+FtzgLh7KyYeP/qMKWhYLdG/HHmjVYs2Yt1q49HNesXof1m3ZiZ54TdlcxvLZ92LllC3bO+xXz/8xFvps71+OJimpHCEhGCAgBISAEhECjJkAnhofnp4c2tQc6DToX5180BdfdeTf+77IrcMNVlL/7Dtx93WRcceGZGNQjDRkBG3J9JtgNVmQkmGHS0RnmYSGyFQJCQAjUOwKyQtW7r0QUEgL1loAoJgSEgBAQAocJvH04Ab9aL1ZnEj+ldFGo/wehNNZkTqgDP80VygaT+bRVnTkPU74hBXYeTg8pfBOlqRRjCTdQY5XH55QvH34NFTD/ULbSJLxd+NN7lXY63pXk6DrqtYV0TePn461Xgxtf0UIxJSEptRk0OgN0eiPi4uIqjGaTEUa66KPhPhSNOvoWOrdGp2YWmLWUb3CTF4WFgBAQAkJACAQJyKYxEaBTkoDfB5/HCafTDac7GUndR2L83Y/g7x++jzfefQ9v/f0WPHz2yejbXAvYcnFo/17s9OhhNycg1aqHnoobExKZixAQAo2LgKZxTUdmIwSEgBAQAkJACAiBOifATpTth0fBVADROmS4neogm0v9ZlOsTlBfd1i+bx4VPEORw2jasOOHkgYTng5pys6qV0P5aBJ2SKl976cOzIGSMmFmaI+f9uLvIbQbMVHZ8fdUkbyIHY93BV3DuJ11oLSNH2hozk5W/bhHRW+F/oSLcPE9/8XCBfOwYP48zJkzJyx+T/nvsWDJd/jyvcfwxLg2yGx5OpJ6PYjHZ8zBdx//A59eezJ6JBmP+1xEASEgBISAEBACQkAIAAHY9y7H6rduxvVT/o7L/v49VhQCjgho3Lm7sGvDn9jrawtTy27o2ckCa1yExlIsBJoUAZlsfSUgTq76+s2IXkJACAgBISAEhEB9JZBHik2hyIFfDfg9ZTpSrCywY4Xb9aFG/LQVO2MoW61wd6iX+uRTaDeY8P/bxY4Z3nmDNvdRbCiBX8WocuGn3V4jxZkbJREDO7j49YTsGOPXSL4ToaX6lBu3+5jaVCZ3HNXz02SU4BXeNKRIzq1V5Nx6gXWmE/3rab/RvqKR51j7MQBodFAS2qBt114YcuaZOPPMwRg8ODwOov1BOKPvUIwZeTrO6GBFsqU5jOl90X/caIw/sTP6dkhEgp6+ARJX+zo2AImiohAQAkJACAgBIVCPCChQPMVwH1qHX+fNwszP5mDur7uw3V5eRR8Crt3YsnIdVv+6B/52XdG+ZzeckKaBpXxT2RcCQkAI1CMCZHnVI21EFSHQxAjIdIWAEBACQqDBElhOml9MkQM7rtjB8k/aKf/6Qt7n8q1Ux+3YwTWU8uzQoaRM4KeH2LEzmUq5X7gjhvPsfFlJdSyHEqhPL3E+PF5KO6wPJfgXbbZRZNnsEKLskcD7LJP143GPVBzHDDvpXg+Nz44m/r+6yuuusmCd11BbdlzxfMdQnh2QlBwVdlDJ3yhy4KfcWC5zZllcxpF5MItZvEOR9aju03bU/fgFLXAP+VY2sAYK/p+98wCsosoa8Dev5L2X3um9iQ0UOyioFBUUe8OCXXdXd3V3dVddRXftu7+7rmtXsKCiIiKiIIiKWLEAIqL0XtKTl5fX5z83JBhCEhKaQM5wz9yZW84995vkzOQe5j0MF3Oo0igCQqxR7UyjCKXFZZQFY0TjEeKRMkqLAvhNVbU0RV11H82VgBJQAkpACSgBJbCTCSRmtKfjocdwSNsgqflfMGPSJ3wxZxUbY8hzjC2jVRAqW8xPn05j5tR5fLnASadjD+KIY7vQXmrdIpqUgBJQAnsqAQ1yVV8ZzZWAElACSkAJKAEl0DQCr0rz3iLmowtNoOVWOf5ExPyVWC3m3JSb+qlSV1+AS6pIk50J7LwiuemXL3m1HnNsgi8mwGUCZcdKXV2BMinGBHpMYONecyJi3jYzb3WZgFC1PpObc6PT2NdZ2u0p6TdiiAkgmnnWZXs1C8NKmvK47Mx8zbzlsN70pNRUvylm9BrORpdhYcTwMCykWaVOY4c53itFYit/2CsNV6OVgBJQAruDgI6hBJSAEmhuBNLbkn3oYIYO6MRRmT8z+5V/8PfrL+aCM07njNNFhp/BGWddwqW/uY37vihh3oEjOGPoEZzWK4uE3cQq55xRyUYaNdyAUa7WF4zKblRbbaQElMA+T0CDXPv8JdYJKgEloAS2n4D2VAJKYJsETKCpq7QaKmKCLeaNIjncnMy5KT9WSkwgxrSXwzrTs1JqgjumvQmIyenmZAJp5uMJTX03KTVvkklWbzIBn9uk1gRzrpXc6DNBIzncnIxtRqep39MCOiaAaOZp5mtsNPPfbLgcmPmYIJ6Zn7HdzFeKt5kelBamj+lr5i+nm5M5N+zNtTI6N1fsjQcS5Jpe/bGFe6P9e4vNth0jHgkRCoYJhuVYwqWS9hbz1U4loASUgBJQAkqguRBwZpDQtg/HDT1JgleH0Csjn43ffsyMSRN5Z9LbvPX2VN6bNo/v8zwkHtSXw885k8GHdeSAlN0DqFyepexE6z0j2wx0SYArq4PjlYjH8UnOyFEtd4+FOooSUAJ7MgHHnmyc2qYElIASUAJKQAkogb2EwLtipwmMHC65xBeoFnNuyrcVlJJulW9gmeCOaW8CYtU6TG4Caebj9Ux9YwM6Rqf5mL4n5cDoy5Tc6KoWY5vRaepNO6neZqrua4JF22y8gw3MPM18jY1m/tVjm9zMxwTxGmt3TVNMH9PXzN/oqhZzbthv61rV1FV9bHhU66ku26m5KLeqZHxjFZuPLazqY8lDv/kIzMZ21XaNJGDJr7rlcOJ0OnCJWCAl6KYElIASUAJKQAkogT2MgAOcLWl/4sWc+8e/8eBtV3PVYV3pvtnKbiT3uIKr//Yk/7nvZv7v8l4cmLV7PqTw57X5/P65SViW1a9SkpxPZF8y6hfTNtsIuZeP6pzVkacdFmdL8X7YjqdyLrn7EDnWpASUQDMmIB5uV81e9SoBJaAElIASUAJKQAkoASWgBPZVAk58LfrQ68p/8o9//4knbjuG3ukJePe56caJbCxn3dcbmTF2Jddft5xzz1/GJRcv54LzlvOnu9bx4qxS5uXFCNSc+xavtJmTKBu/zue9+5dz5YjV3D+6lB9CIKlmr0YcRwmsK+GTUSu4/S9rue7lMn4siTeiXwWF8/N4+eblXHfqEi66cg2Pzargx1JjW1X3UAVl8zfwf79fzhV/Wsdfp1WweAvdEYp/LuL9v8i8z6Rse38AABAASURBVF3Gb/6ygXeXxcivoaJKUx1ZhHhhMdP+vorbRq7i4seLmbpUyupoWXdRhMJ5Bcx4cAVPTSrl3eWNmXPdmnZNqWpVAkrg1ySwhRuKR/AvLWHxh2t59p8ruHDEMkZcJHKh+O5LV3Df6DzeXRBg5RZOu7b1NtFABYvGr+aRPyxn5JXrGf9tmLW1m23z3FgWYtUHG3lD9Fxxfz7/nhVki++vrFOH+Liw3FvGr+X/LlvK+UOX8vsH8nlzsfjhsNFZZ6cahVEq1pbw6cMrGP1yIa8sjFEeqVFd56FN3F/Oqi828vY/l3PLdcs4/wJhJuzO/eNqbnymgJnzKsivENvq7L83FFrgyiW9w+EcPuRirrz3Yf7v2ed46fkxPPvSwzz7r6u44oxjOLpbS1qYprthSkvWF/Cvt2fy9uwFm0ezsUdYDu7KuvjvPTcXykG2BL7iMe5y4Bgpp5uSxam2gztyLxl18KYC3SsBJdAcCTia46R1zkpACSiBX42ADqwElIASUAJKQAnsGwRkRcWd0pY2R57GKacfzzkDO9HG58JlN2bxbW9AEKOiUBY4Zxcz+c0Cxr2Yx5inNvDoE+t5fdwGXnxpPa++tp5//3cjT79YyEuvFzFFgkbLi+JUrj/K4tiWs4xRuriU7yZs4NmX83lzRgWrZMFR0pbNtnkWI1QU4Idxebz8QiFPzAyypnwbzGNhiueXMFP6PPfvjTz/TgnT5kq/0jiheI2+kTAVK4p5+9mNPDemiBfnhli3he4o/rXlzHlxo8x3A48/UcDzM8qZty62Tashhl0WYO7r+bz8fD4vvVfOdxukTHrWsEDO6kqyoFpSxvczChj7TB5vfFrBXImsbbtfXbq0TAkogX2RgIV4hEiEwpVlfDW1kPGvFvDK8xt58n/reeXlDbw8VuSVDbz4gvjxp/J57uUiXnurhFkLwxQEpe9WUGxiIQlqfV7I5Oc28vyzRXyxNErtz77eqttWBUZ3hIK5JXwmep57s5RJC8IEt2pXsyBOrCTA8o8Kmfj0Rp4ek89r08r5ZnmEohDiTWu2retYxgxK/y8Kee2Zjbz6vp/P1sq9KSbldTWvLIsSKfbzzYeFvPlCHmMe38B/ntjAuFeFmbB7Xe4d/34ynxdeKeS9LwLMKbGpE1ulrhq7PfXQmUpKq/05eNAwhl5+GSMuuZTLRwzl3KG9OKhDGmmu3WO4+YjCPzz3DhO+/KGOAR3nW474U9UfXViZW9azluW4qHZjeeQ4PW5Z/6tsU7tSz5WAEmgWBDTI1Swus05SCSgBJaAElIASUAK7hcDNMopZQWiKIH2aQzIfF9gULqat6dMc2Oydc5QVlToNt+qrqLP1HlooQZvyUma/vIaHr1/O1X/O58ZHKnhxpjHXKbtfJFYQ4ZNnCnnotyv581/W8M9pAX4slKCMtKqdHG4HnmQXXpykJDpwWyCJpm6W04EnRXSkOUlPtHA1+FdtmNjaAib9t4BH/xlgRsTNfhe34M+PtuX3AxLpnV6zs4XldpKc7sSb6iDNYyFD8ctm4ZDBvLL6l4v0C0V47YUC3v8qwAag7llLRWUS3Q6r0u5UpxOSHXhcVmVNwztxBbEgq6YUMmVyGS8td1EUN7Y13EtrlYASaG4EQpQtLWDCPSu47XdruPKOIkY9H2X2coeAEJ9DtVislSDN+Hs2cNuVy7lVfOOLc8KUiquRhlsmuZ+5fA6S05w4JPe6qdSyZaPGnTk9DnyixyO+L0l8q6OhblE/q2fn89TtxYyeGmFZWhLnPNyWv9ycw8gD3GQlWA31ljoJqn1axMw3i3n+JwdLgnKv8IC4YKmrJxUGyJu5lkfuKeBvj1cwcamDUOVsq7jFxcN/7ee5Bzdw578LeHy6+P2AlNWjTosbR+CKx97gy0Ur621sWVa/yu/oGjmqpcnNeX2NK+uSHJPqq9dyJaAE9hwCu8KSBu8ru2JA1akElIASUAJKQAkoASWgBJSAEqiLQPbIUQNyRt49sq46LdtdBGKEN/j5bkw+Y8eUMP7rKP42CRx6VhbX3dqOh/6vA4/+twP/+U8H/iuBonv/lsm1p7k51BOj5NNS3vrfBl6cVs4XhXWtmIJliSCb5LLf/iT9N+uqT0vYz4oPN/L4rYU88UIF30mAq/dFuYy4OIOzD/WQKwGyOrtW6jY7kD1bbVJolj0JRuHLMj78qJy3F0Qob8R6p7G5Wqmo2Up1jQI5jFCxsogPn1/H35/088JHccIRsEVJg4u10lOTElACzYWA8bVhCr4q5v0nCxg9PsDneTaphyVxylUt+cvf2/PIIx02yX/b85+HW3P79cmcfZhF24oQ814v4JVn8nntuzCrgnUxs7CsKsGqq0HjyqSrqKFS6u0Rg/xCPnkqn//cWcLLs8UHdkll8B9aMPLkFI7r5KoMO9XbnRjxghK+Gb+Whx4v4T/vRCkRlbbTaiDAtYnfhvl+Phwt7L6Te16Gl+NGtuCP97TjP//ryH8eac//3Z3J7890s388ypqP/cycXMbi4rgEwtBtBwjcOKwfSZ6EBjVYJtCFY5nJG2xoEyVu/a/BNlqpBJTAPktAg1z77KXViSmB5kJA56kElIASUAJ7EIEHxRZZxqApIl2aRZols2wKF9PW9JFuzSdZODoCo7NH/v07DXYJiTqS5XBgyU+HJetyFjYml7BHHS23sygaYOWcYl4bXcr0H6G8SwonX5TJ7/6cy19ub8mfbszlt7/L5YYbcvndb1vy19ty+fMNGfzmXB9HpsdYN7OIN96SYNc3IUoi9nYasaPdbOIVQdZ+UciU5wt5/KUKvgq6yR6czogbsjl7QCId3Tswhkwr7nOACxJDIRZ/Vsab7/hZXBCjEXGubQwstsfiVBQGyfuuhGkv5/PS04VMnBtjbdQiQcZMcMgVFxu2oUirlYASaA4EbIniFJXxxbvFvDYuwJyQhxb90rnoN9nc+JcW3H57C66/PneT/K4FN0jA6LZbsrnp6jQuPiaBnLwA37xeyJip5Xy1QgL3vxoz8Xtry5j3Xj4vPVrMi59FWJeWxOFy/7nsmkwGdnaRWmlb7Z2NHY8TKg1T/GMps8YXMPaJAsZ/GubHEnGW0jzRKW0krz/Jfe+HAFOnxChI9nLgaelceYPc825tyQ2/yeGG61tw4+05/Om3aVx6YgIdghHWfFbOj+tirK9faeNqNvtyOZBk7u+N67hvtDqye3seuvQUurTManBC8tjjbaiB1K+UO+O1eS/87Y2G2mmdElAC+y6BTR5/352fzkwJKAEloASUgBJQAs2PgM5YCezlBCR401umoMEugVA7WU4P5o84WdDBIi6CiKyMsTO2GP5vS/hichHPzIXIkZlccnsb7ro6l/OPSKLNVktMYoUnmfZHtWDEXzK4/HIf5sKt+KiUqR+U8lO5/ev8L/dwBSXfr2f0PcX89/kwC3DS+/IcrrmjBZccJAuUbrZ/M9/hJbgj7Vx4DnczoI+DpJ/9fDW6gPd+iLAovP2qZYFOOkcpX13Ed2+u5q4Ra7jxr35e+srFUQMTGHyci/Q4OGVNWzJpq0kJKIHmTiBaGmLV9HzefL+ct4sSOPiKlvzxr625/bxM+ko0P2krQC68bTI5/Mwcrr07hTMOc5NVGuHTSUV8Or+CdYC4GNnv5lRYyPx3N/LgLeW89mOM8qxEzri3NdddmsGprRzU77bjBAvKWPTBGh6+bjW/v6aYR6Y7aC2+/swz3LSQO6TLvAFLPZvx6Xkh1qwJMzvoIGtIBoMvyOLUAzxk1+xipdC6Tw5X3pzMoKPAvSHEgsVRVheyA5st1sVx2GDZcTkGh8NBc9vOPvogbj69P91bb0G80Rhs214mCO/Me/7OZxvdSRsqgX2NgM6n8u8jxaAElIASUAJKQAkoASWgBJSAEtjjCFjYJmayzWDXD7NeoDnIgs9fZf7Hz7HW76DI15YCV2fy3TmUOluZd7p28PrFIR5kyScBvp4ZIz/Tx4EnpnLWKSnsn+vCZ4HTos7N5XPj3T+NXiemcWp/D0MOd3JwLlRU2FSI2jo77ZJCG0rL+HlKPi88VMqr74dYSgK9LsjhwhHpnHGYlxyvtVNGDid7yDwgmTPO89G3rU10YYBx40v4YF6I7Y9zif1EWPt5GV+/XMrsiIO04zK45KZWXHt2Msfv58RrmphF2Z0yC1WiBJTA3k0gSkVeBXPeDjJ3hYNgj2ROPi2VQUf7yPE4kFTP9CxcEkRqeVQGx52UzOlHJXB8T4f4RyipkFuB8TP19Nz5xRFCKwr48Lkixjzq5911MRwdZQ6/zeHSU5Lp28mFq8FBoxQtLOfbMcV8sS5O+LBUzvlNK357SRrD+7hIc4IdFREddU4rHsdeG2L1uggrcdK2q5eDe3hJreN7vxxpCWT0SuSgVk7alET4+vsg89dIBE10b0+KSeiu2NVe7uMtKEzoIvf1dqxYu54Fn70sMrZZPNdUP7t1j3zDBfsJRduaL/tGJ9tmscPizrwxd4xpdCdtqASUwD5JwLFPzkonpQSUwI4Q0L5KQAkoASWgBJSAEtijCFjbCHbN/fBJmoPMmfYI82aaIJdFUeKBVUGubpRJkIvK/wPODmyyClhczrwvw8xd7MQlC4XHHJNI3yyLxv3RmETOQekMG5nO9ZemcF5fL2nGpgi7drPAqjTQJlISYNGsfCY+X8Qzb0T4SQJcHYelcfGfcjm7XyKyVsoOb7ZokFW1qDOBlLZJ9BueyrATPBzgjDDvnSLe+8jPvHKbOr/ahsZsMUrWxCnKc9F2eAYX/KMld/+jBSf397FfpqPyf/zbEjg0ZjRGm7ZRAkpgXyYQpGRVgE9nxtjg8NKhfyoDD/HQreGoUBUQJySlcdCgdEZclcrvz0nmqI4SUBLnZe1qB2OJ4660Ikrp0lJmT87j+cfLGD/XpjzVR/+rshh5bRZDxJ7Uynb17YyhMQKFcfKWOck4JpWhf2vBXQ+25NzhKRza0lkZ6JM4FvVtcaks3hBhQ0GcgEOCXFku2qXLU0edHcTuNA9t01x0tuIsXBzk53VR5O5ZZ+ttFcYsN0WVQa5ucj83Qa4DWLl+A3OmPyryv2bxXFPz2S1j+UvIj8addtyeuy12lfVx+yckwLVxzJ0vVp7rTgkogWZNoPLPgWZNQCevBJSAElACSkAJ7LUEskfeNSpn5N32rhcdQxnrz8Du+BkQZzRapN4ky069pXKrN7tcLg/NQtzeynk6ZJ3NYcdkbSeOJTnEBcsOpkCUikV+vlwV4ccEFwdJgGu/Nm68jVZrkdIqiQPPaEn/wTkcd3Ay++U4SElotIKmNzTrmxY4fdI1WMbqqWu5955SHnozymJcHHldLtf8pQUX7++m3U62w47FsV1urLZZDDg9hRFngHtNgE+mlvHCxxXkBYxxYleTk4usQdn0v6cj912fy5VH+2jhFl0xm3CsSplVlWumBJRA8yaQF2TDonI+zLeJdvRy+FGJtK0oL2SMAAAQAElEQVTjDaT6ITlpfVgmh53ZihP7ZXBEVy/tU8HpqL/HjtSIJ5PuFk43OOS+FV+Ux0cvbOBP/6jgtaU2dvskzr6vDdeen8bQVg5pwzY2S+qdpPRKo8/dHbjt5lb8eUgynZKkWHx0SPwmmwaVgvpTqCJOJGjqnWSmOclIMcd1iYzndZMtwbO2OTYVgTglItv79q5o23QfJ1aZm/u6Q6I8LnOvN9Jcnm1qzNOy4yWWwyqui37tMlvaWViNalu7r54rgW0T0BZ7G4FddOva2zCovUpACSgBJaAElIASUAJKQAnsLQSqg10SeHs4feSo9GgkRPOQINFoCPNpdXHLKWt3DmzJacRS4DavbThOsCDCqrI4xR4nXTt5aJm2jT8XayqVhUSHy4E3zU1yqotknxy7oL6POKzZdXuPrQQLrBjRlcV8/V4hTz7r5/0vwuQJj2A3H31PSmFwXy+5VR9RKCay0zZRZtsWcVmIbHNEKscNT+GkNnEcc/1MHVvMF8uiNH3lTeaDm5yuEiwckEL3DglkCEOHKbYllCmCbkpACSiBagJl4mcKoiwLW3iy3JU+I1l8RnV1Y3J3opPEdDfJyU6SPBYJTiTgwi7ZjCuzPGBXBCleXMAb4iufHxfgq3UxKsT3pR+ZxLChKRze2U1Coy1wkdrKR0/xmQf19JIjc3CbvnGIixi3acY1RXWJbcu9rzxOqEJaSoApwWXhctbVsrrMgVvuKRLrIu7f1M/Ex6Q3Td1MH1vuVzbmfu4kLvfzuNzgoxJx2yTN5dlm0zznl6YQtblbOPYX2WaS63ok2He3uOyu4dtsrA2UgBLY5wk49vkZ6gSVwB5AQE1QAkpACSgBJaAElIAS2KkEPpLFoRsjxO8qHjOqODE1h10nuSSm5ZKU1qJKzHFtMXU1ynaVPWJDYkoOCfJXnCtegcsOiQRxENlxuLKwFg7FKY/LspEM0DrNSbJHBmqsZunW2KY7q51TVjAjhUF+/iCPcS8W85/3Y6yNi3ax3SUBotx0BxlyWp12rok2sjZK3PwX/uQkuh6bwaUneugli7dL3yzinc8r+Hqj/JRWD96o3FjoIlUWnbNTzXFVpyo1NUqqKjRTAkpgTySw22yK2IREAlgkJzlolerEIYGa3TZ+kwba5MGc0Rgli0r5euIGHn2+gjcXii8V+2nvJqmNm9aJSLiLJmxOfB4XLcTfN6HTL01tm6DfJhTYVBSX8yqXu6lgq72N3C6JSTTGKokRK49jglzm1rNV020UWNhyDw+LBDeJ3NcTEtzyzNGCxFQjOZLvRql81vnlWaZxz1W5YmOuPB9VS4sax9VludKm4XkspitTS/fH4bCOoWlbn5gExnIv/cdZTeumrZWAEtjXCDj2tQnpfJSAElACSkAJKIG9gsBOMTJ/zJ2j8sbcYakoA/0Z2Dd+BsQxXCbSUKoObp2RP+aOf5sAl2l83HkPsGvkQdH7EMdf/AhDrnmKU699iuHXiZi8tpjy6x5n6GUPM/DCB+h//gPSd+fKgIse4diz7qJzRpzcsk9pFfmeNqHvyIoslSXChpflDKdGiW3hcjpIlwVTj7tRPXZ/I7NW6rLwrqjA/3Yx9/1fBc9PixKkapmxJEz0uzImTCtn0vc7IQC4zRm68eUmc8IlSQzqK4utwTBvji1kwkd+NkrfnXRlRJMmJaAElEBdBCwSPQ7SEi0JErBnbuKzLQnI+b4u5bPny7j1P2G+Wh4TW42HFFkZYMXnZTw7LcCP+VW+XGp3bYpj3uTyF9lUlIoNMlijYoRmJTUK1toY4aI4Jj62PRa77DC5kYW0Ds+hVXguuf7P6dmpAwMufJj+F/7fTn+GaPg56UH6j/g3J478H8Mv/zcnX/wQ/bf5bPUgx50vz0gjHmbgyEc5RZ6LTqt8FnpKnpWe5LSrpOzS/2PQCGlzgbStR1/koBuYETycZYFEtmezsA6G+N3ZI+8+f3v6a5/dRkAHUgK7lIBxzbt0AFWuBJSAElACSkAJKAEloASUgBLYQQJ1BreqdWa26sGuke6itysJ4SCLp33MOxM/4qUJs3hlYm35mJff/Iyxb/zEJ0sTKczsQUbL7bGp4T7pWe3IateL5AQbbySKL1ZIYtzGY/sFxaYFOjnY7mSLChv5J3lMxJxvt7Jd2dGsQoq4/LJAmh9m+YoIeVE3HQ5L5eShPvp2l8XeghDfjS9i0sQSPloXxy/z2TUmVSn2ecg4PIMBJyUyuLOM910p098vY+riKIVVTXbN+KpVCSiBZktAfIvx05Iht4JK2WNZmNVHMdJVFCG0LsSiVXGc7RI5ZEAKw09KoJvXJvhlOdNeKuSdTwP8HETuRrt6NlblAA4nGKk8aczOlkaWiBss05ft2yxieOMlJMaicj8vwhcJk5aSTHpORzJyO8nzR8PPBDv3uac7GcleQgXreWOhh+9CXcjY5rNVdzJbdiUtI5NAXiGz3/mMiW98yFh5Tho7fjaTvirkm5JcSlO7ktpC2tahb1GZj5tfn82CdUXbB7Gql22xv/zAPJ1z8Z39qoo0UwJKoJkRMLeZZjZlne4+QUAnoQSUgBJQAkpACSgBJdAcCDQY3Nr1AGIyxE8smf4ET19yNlefdw4Xn38mF55XW85mxAVnctGI67nj0XeYvhJKotJ1F6R4JEAsDnH5Sy5uuYnJQlscWWXb4bEsHA4L8x1aMRmgsCxOMEzTNxsqF10lb3rnxvYwyiUYZ4xFQOCi+1GyUPqbXO5/IINbLpeFUywiPxbzybhCnv6wggUbBVpj1W9XO7HDl0bvgalccKGLTvEwS2b5GTvZz+LKseVCbZde7aQElACKoG4C4nYcIk7iBIJxivzxyvtD3Y0bKBWXKvEniRE00GZHq2QMccvYcp8BJwk+N0eelsnVf83h4XtTGdHfQxsirH8vnzfeKuXVb8KUhk0nduFmYVkOkjMsfClW5Tjm/lV50NDO3E5ccq9r5SQhw0EiyIxk1+RkEZcoWdxCclflfT0aNc8dTVa0EzoEKP7yRaY9eRsjHnyLR2Yswr8trXYFlC1k0eev89Zjd3Ln+Wdw2YhzuUieky668Fwuv/EO7ho9gfEzfmTBGn+dP18PvzOL8tA2HzYWCqFDxBzJZV9PsiyScTgerqdai5WAEtjHCcjtcB+foU5PCSgBJaAElEAzIaDTVAJKQAnsQwR+5eBWFUmz2hUqoqygiOXFUFBVXHcWl+JCisuCBGN2ZaBHCvae5HGQmu0i12vhCcVYXRSlNGTm1IQpmMU5f4DleWFWVH30UxN6N7lpJCoLoE43R12cwxV/yOGa01LpeUAOx56UwR//6OIAWbQsnh/g/Sc2Mmt+iA1NHqGpHRwk9kjh4GGZXHSYk66r/Xz2dAHvzwmzUlCatV2XLGY2Vau2VwJKQAnUSSDVRWaGixzxKxV+8dvmO6JMtKrOxvUUBkNUFFewcGMM/zZjDfXoaEyx2GhuqRHxhamdkxh+cyt+d3kGZ/TPoH3PXC6+MomRpzjwSShkwZvFTHmpgO9KQMIojdG+/W0sB95kue+ZSJVokUAJYqoc1Z9MvSUOPZ7qxJko/aWpKZNsL00h2PgRn779Pq+MnUO4JIgrYdv/eSa04XvmPf8g/77nn9z59ESmyz1ZHpWqGAQomDORqY/dy73X/4uHn/qYDzbEKJPrX9WgMrvrvEEMO6xn5XGdO5tJtiN+cd6YUXNsyznChol1tttUONnGunbTYfPY6yyVgBL4hYDjl0M9UgJKQAkoASWgBJSAEthOAv2k3z0is0XsGrJYjl8VOV+kKamzNL5GZIpITX2Fcm7KmqKvl/Qxtpl+deky45jxpNk2k9FlbLh5my13TgMzz8dEleFY03bD2ZQb7lK9zVTdt7HtjcLqPjXnao6ry5uaG53bLTKYWRuqU2S9YH4MXpU2+8CXbsfnyDxujBDf4ju3thsc7FhXW+iW5lNUHGINGXTocjh9hgzn1NNOY7jIaZtlKMOGnsXJQ87htP770SPVIsGxY0Pv9t5eWahr5aVruoMWwRg/LQxKoEt+sppiSDhCxYoSpk0oYPSrxcxYHCEv2BQFjWwrPySyDkrE48Z3YBInnZvBqYOT2T/LhZsE0numcPwFaZx2YgIdXFHyPytl/OQS3p4XplguaSNH2b5mbh85+6dx+qk+jm0TJ/yDn8lTypj2fYhyWT01bzHsbT8a2wdCeykBJbDLCaS7yWiZQE+fTWR9mB9+DiFxrqYNW1rBqjmFvPxCPi+972fuxjjhJrr+Rg1ogm8SGAone+l8XCpnXZjB8Yd6aeFx4vQm0vnENE4+L4WTuztwlgb46v1SXhTf+dX6mHH3jRpiexpZloXH58DttTADxWTu8QbvEzbxmI00IyHZiVf6egDpzV65hTaycc77vD16LC+/8wUz15TJNCwSG3yIkZuwvYI182cy4fWJTPxyDes83Tnw2MEMGjqc04efyvDTT2Lw0V05iBWsXfw2b78/k7d/KCSvYku4Pdrk8KfTjuXkQ3vIuFsmGeUtXNyZ/9yor01N/ujbvnXE43fIj9Ib5rymSNsp8Xj87vzn7/imZrkeKwEl0HwIOJrPVHWmDRPQWiWgBJSAElACSmA7CPSSPiZ49Inkt4ocJlIzdZGT80ReETGBGtNeDhtM10it+WPuCcmHiNRMGXJiyoy+bQVszFjGtjnSx9hm+snh5lSty4zz2ObS+g9MgMfoMv3qb7Vzak4RNYaXmed1cmw4SrY5Gc6m3HA3c8zaXNMMD2Rh5QB5qDc/Z2/IosuTezMC8z9188fc8e/iMaN++c/Av+aEbCFavJ6NBSbIdQhHXnU/d73wFm9NEJk4kbfeeqtKJvH2pNeZ/N7/8Y/rTuCEFpDo/DUN346xnWJwCy8Ht3PRjSg/fVbOD8vDmAux5ZIU9W6x0hCrZ8ti6UNruPvu9dw9rYI5G4Uh8lNab6/tqJDVLKI2kU5evCek0f8wnyzy1hgjwUviwblcfE4Slw60sGJRPnu1iMdGFzK/KE5gO4ZsfBcHjsREDj0rhcEnC09h+eXbRbwhQbaf/Xbl2LLO23h12lIJ7BICqnSfIOBNILW1l2NaWbjWBPn283KW+eNEGj25OMHVfr57J4+H/7qaWx8v5PHNHxNoNVpLoxqKz8ZtETkimfYDUhjY3c0WD5QZaXQ/NosbL3BzfGeILa3guUc2Mv7DclbJALvoE4CRGBfeJAfeRDNfuT9IEKY8KAPWmeTmE4/hL49TGrFIS3eQkWSRUGfbPb3Q3NkLKPjmLT547j/85e/jeeXnMooTE8Fp4ZCpUu8WhxVf8dMXHzL600LWt+zPUdf+nTsfeYkXx73FBPNsNOEVXv3fKO69YgB9kvPI3zCHKZ8uZXVxaCut+7drIYGu4xjSu/vmOhlhvCPuvDPv2Tu+21woBxtfGDXPdsTvhPircrop2UxzxLm74IVRX20q0L0SUALNkYCjOU5a56wElIASUAJKtqeZkQAAEABJREFUoFEEtJESaJhAL6n+UKQ6ePS4HB8rYtWQ3nJ8i0iRSBcREyQ6X/L6kgkkPSGV5u/+cZIPFampz+i4QMrMWJLVm8wY1baZse+Vlsa2bMmr9RldpszULZXy+pLRZQJOD9TXYCeXm/Emi05jn7Hd8DMcq+02ubG7moHhv0jam+sh2S5ND4p2M35tMTZKVWWqXVd9Xlm5E3Zni0KzJlMpoq+9yBWyFvGp5Obbia6WkMJeHegy89hTxI4HKV2zmHXriiikDWlZubTKBUdVlMKyLFkgqy17ivVNtcMFiUkc0C+B3gfLT9G3pXwii4vTVsSQxaZGKAtSsLiMd8aG+GGJjTvdxRE9E2iV6WxE3+1sYlS7LFxi+pYaHFhuL10GZTB4eCrndojjXFfODzPLeOnjCn4qtrdsvrPPTMCwfSZHDE7lomEWSfkBvppUykuT/Py4PkbEbVWOuGlfeag7JaAElMB2EPCQ0jqRo4e4aOMOsfHDUiZ9WsEP2/wyJTOU8YN+5swIMPWtCIGYRYf2bvp0T8BT6aNMvWm386RSowmgiN92b6XWRVLbJA45N4szj/NwWGIY5vqZNsPPG9+GqajsvFWnHS6wHE7SWifQOsdBWjzCwjUiG+JYdWoWI9YF+HFthK8DDtq389Alx42zzrZ7amGMSNlKVs1+g0n33sCfb36Yu95chP/gozmoUw69kyScKJM3Mcl6Z2BHqFi/mNUrClgbO4TeRw/jgrNOpN9+ObRIMr0csksno/dAjjxvJL87/yCOSa5gzQc/sHSjnzKprZ0O6tCSf400f/aw0LbtWY7y+MiNL9w2r3Y7c144etQCyrnKtJPzhVjxSza+cMfncrzjSTUoASWw1xIwnmevNV4NVwJKQAkoASWgBJTAr0Sgl4xrgkgmGLVEjnuL/EZklkjNNFdOTGCkm+TjREwybyeZ/ua4pnSWk+pAkgmamGDPu1JWM5lg1KtSUNdYUlyZzFtQZgxj21QpMWPfJrmxrUDy6mR0mTJTZ/RVl1fn5o0yE9wyuqoDTtV1uyo3czbjGf3Vtht+hqMpqxZjt7HZcP9aCs1cx0ueJdKskqxDrBJ5Th7q+8nSyxQzeTm+Wo4PNce7QpqTzrgdoHD1KvLyywl7W5KSkkAK++omP0kODx37JnPE8R56xEMsn1HCuFeL+fDHIGv9MSpidc09TrAwSP63RcyYWMZbM+OEZZXrqIGpDD0ggQ7Jpo/8RJqshjhlodPtAUk1Spt4GJf2shIXlTU5OaqV5DchJ5WDBqRz0XAfx+fYOH8MMOX1IqbNrpCFOcwnU9Xqs7NOhSU+2h+WypDzEunfKg4LK3j77Qq+XhejIMHUU88iKropASWgBBpJwIkvx8eBw5I4ej+LHAnmf/B6MW++V8r3GyLkV8TZ2m2LPxanWb66jCXvFjHx7QpmLXWSdmgag/olcUJnBz7XlsNLj8oCl/iuhMqj7dtVer6YTdz47bpUyE0haf90Bg9L5fwBbtpHIqz4qJSJb5bwxfIo/rr67GiZQ6xq5aFtazddrSjLv/Hz2RflrK795VFyx4jlVbBK6r7+McKSqIsuHRLomOvcUQt2c/8IobVf88On7/Ds+E+ZJtc+1rUfp156BsOP6cHBnghYNnKZqH8rY+OK5axdXUHEfSgH9erDcYdk0NJbq4eVS/ZB/Tj5xN70zrYJzP+OhSsKMd9RWatl5WlumnlgiB9vBeyT814f1eDlNvWmHcSPzxszan2lAt0pASXQrAnIk3+znv+unLzqVgJKQAkoASWgBPZdAs/I1ExgxbxpNFiO54o0lExwyQRwTEDGtDMBGZPXlCNqnDxb47gph52l8UsiJpkg0UlyYMaWrMnpDOlhgluS8bjsuonsymRsf6xqAMOpMbYb7udJH3MdjK1/l+Nmm2SZxgQsq+c/rPpA8+0lYGPH/RSuLaTEL0GK1i3IyEoknX15c+DZP43DT8rk6qOdpC0oZsI/13L3kxt5dnoZc1dG2TKeFCNUUMrCj9bzzK15/Pfffj6JOOh4eibDLsjg8EwH9QcFZdlU0q6l6Sa1WypDbszijBN8HFwRZtWrebwyvoSX50Yo33IyO90UKzeRjidmcUn/BI5JjLP4swhzZeF0rXvTUI5Nme73DQI6CyXwqxBwJCWQc1wWp5+czFltoywdt4HHxG///aUC3v02yMoiuX9tYVmY/EUFfPzSev7vDwW88EmI1W289L8qpzLI1cUC1xbtfzmxd7nPlsFJpMuwDIb/JoOhXZykLy5j9vN5PDk9wKera8/lF9u2+8iSMdO9tG7r4ag0G/9Hxcx4tZA3v6lgac3Xx8rKWPptIa+PC/DVfBsryUX3ti5aZUj/7R781+gYI7TsS35evJRJ3lM4+HcP8Z+nH+LBK0/k1J45pNsxHHKh6ycdkWejfNYvWs26lSFo2ZHsFilky1Tq6mNHE0hr05k081dT6TwWLt3I0nXSuJ5kAlYmgFVP9RbFpp1pv0WhnigBJdBsCTia7cx14kpACSgBJfArENAhlcA+QcAEqw6rmslFkps3oiRrVDIBGdPQBGSMHnNcLe2rDyTf3sDUn6Sv+TPSBH1GyPGOpGLp/LiIsdW8NbW9NomKRqWatldzakxHw9/YZ9qa7+kywTJz3OzEgm9tWGUmLgsNqSZX2RECAeKB9az8fiWFYcgc0IVWSYVULJzKe4/cwp2/v5yLr/gDl9/0HE+8OY/5G0JIsx0ZcA/p6yV3v1ROuSKN04510SVQwRevFvH43zdw640rueLyFVxzzQquusrkK7nyug38+Z5iHp0aZL7tosepWZw7PIVTeifU+b1klvwFmuCK8u20Qh64esUmPVW50VlTrrx8OVdduYLrHivkie/CBKIGkfykm6yx4kzA3SGdIaf7GHaChUvCdHPeKuZdmdP8EptIY/VsV7sEPDkpHH9WEicc7aZF5X+Nl9/SJk5hu4bWTkpACTQTAk7wJHPwwHTOuDSFgZ3i2D/4mfDffB68bQ1/uG4lV4uPrZRrjE9dzXU35TPqf2W8sihKqF0yx56fyUUDE+ndzlknswRvnFgwyJsPr+GWq0Sf+P+rRWr66+rjKy9dztV/XMNNE/x8VBmU2g6H50mifa9Uzr/QzSGtbSpWB5k2poAPPy1nbZ0W7kihsc9H+wMSOfE0B0lWhKWTi3n8rrXcZOZ47UquEn5XXLueP/2jmMfeCbMyx0f3M9Pp191NZ8+OjP1r9HVgpx/JQX0v4u+3XMbvzu3Hsd1akeRMxOty4BSTDBHJ6knyhGkHKV9XgD8gQa4erUjLTSZTWtfVz3Im4G3RhhZpSWREi/CXBSgObP1+oXTXpASUgBLYIQKOHeqtnZWAElACSkAJKAEl0PwInF41ZfO20btVx43NlkrDcSIm/dHsasj8Gse1A2A1quo97Cw1JsgjGSbos6NBKWOD0WNsNjp3tZjxzBiPy66pY74qfUxgTzKuMLu9SnausSt3rrrmrE2CXKUS5FpaTF5BIS7XEhZ9+S6TRz/Js488xD8fGc1Lz/2H0Q8/zqNPvcSrk6Yz7aeNrKqQBca9GpsDV2Yi+52SyRkj0jlvsJduHpuyeWV8PDGPF0av46mn1vHMMybfyEuvl/HBIijJ9tHzlAwuGJnF8KN8HOhlq82W+I4dlwUyK0rBohLeHbOOMUbP05v0GZ015VkZ65ln1/HEG6WM/ylCsHpdTPRUftxVxCYiZXK61Vi/FMiym+WjS/9UBp+bTP8OTthQzqcTinj143Jm58e3/M4xMTJm9EZtoqI7voVyOZF6M3ZEAm7RLSt/GbLmkctDbr9U+g5O4sQcSxYCRUdQZCvdNTvVcWzGlSBZhE1zbszQdWjRIiWgBPZJAi5S90/hyLMzufj8FAYf7CazJMzyj4t4e9x6nhYfWylPreeZZ/N5Y0qQOX4X7o7JHH9BJiPOTefEri5y61ghtMXZWJb47XiIedOl7zNreVr8tpGa/rr6+NkXpP7hjTz8YYBvN4ijq+Jti4pNvhWicixesKqmrsxJggROjjk7jZNO8dHVE6f0s2ImTyxh/HdhVgUa7k3lZmNsj4ovj4jvjMmYlcV17oRXt0QOOyeF/scmkO6OsvKjQiaOFV5PruUZ4ffcy8W8PSvKGo+X/QanMfT8VHq1cZJUp749tdBwc5PQrh+9+5/Dn087nJO7ppCCuU5RgnJDNZhMq/pnIC2iIYKl5VRE5UbYMhlPUgJe6SB3W9nXSpYTEmUMXwJphAkGQ5SHzXi12umpElACSmAHCTh2sP9u7a6DKQEloASUgBJQAkpgDyBwXpUNz1TlTc3equpwWFVenb0rB0tETHpMdqeINCUNqtF4Wo3jveGwnxiZIWLSa2a3HfJqVZ8+VXlzzQ5qrhPf6fOOBYgVF7CuwsOGNUvYOPo27r/5dm54cALjl9gENg/4NT9MfYgHb7uJa+95m7GfrqYYtgycyPnelWRRKjWNw89uyfUPtOGf92dyx6Vezuxq4ZB/bBaLzK5ezrgpm9v+14777mnFH05JYv+Muv/MNAuOZpEzLEEkKjfTrhHisfA4LcynSlV2MwEf0RERCcvipazBVhY3uGuVxYFDchl1tYvjO8YJLy7nP/dt4OWpZZjXH2WpDvM9JMbGSFgCXCIRWcurvdi3eaFWxpb1QGrXs9VmQWI6PfulcdnlTtqkS4NSUSwLrzGZh5w1OsVlrhEZ0SzaNmrOjda8ZzZUq5SAEmgCAYeX1C5ZnH5TG+74V0v+eUca1w9x06fSHztEUbW4OOjUVC7/R0vueaI9d1+fzQWHeTGuidqbODgT1I+KP9xUJf5ss/+v1ldH7nPgc1u4TNWmjtjiv2Kix9wDTJCrqrj+LMGN6+CWnHNBGn853yKRCPMnFHH3gxv5dEWEkvp7bqoR2yv9ufhMc6+Q4TeV17fPTKLV8a245ZYc/n1TEhf3cZLrNBOoFheJ3ZK44raW3PGHLK7t7yNL7k3sVZsl1rpIaZlNWosMXHK2KQks4bTpeFt7uVuGAhKoilMeEX3mYsq9rEENcuO07aiE0sKUBSsoD+0b771vi5TWKwElsHsJOHbvcDqaElACSkAJ7GQCqk4JKIHdS8AEY6pH/KH6oIn56hrta+ozxWfJzryRZAI+k+X4VZHOIo1Jx1c1mir5jr7FJSp2azqmxmhzaxw35XB5VeMhVXmzy2SB4SxZbkg1E5eH/AUmV9kBAoFiAuuWsGDdGhYbNe2Ppu/Zv+G3t9/D3ffezwMPPsRDD93HQw/+lb9cfBxDWgbZOHUck9+dyduLgrL4YzrtxSIRJSvJS273VPqekMUZV7TmulHt+fe/2nPvfe154IEO3HtPB+4f1ZrfnJPJmSemcPj+HlK9VuUSKFts8pMpy2nZvbM44XftefD/2nOP6HjwwQ40JA/c10HGac+/rsngqt4J+JxGqRNfixSOvrktf/1bSx46K5nuqQ5TsQ1xkNQmhY8QcF0AABAASURBVEPOaMMf727Pnfe04bYrMjjpAA/ml6ZSQ4KP5J45XHdPe/7vrhbc3t9L5y10u0nrlsaAO9rzj7/kMurkRFommLmxjc1JSsc0+lzQhltlznf8X2vuvyyN/h3clay2qUGuBWmp9DmjlSzwtuWPMufjWltY2xhVq5WAEmheBCyXE1dWEj0OTWfQablc8Pu2/OX+9twv/vr+BySv9LvtuO36XC4bls5JxyTSo60Lt4NKX7QlLQtXopcup7bi0r914L7724me9jTks03d/XJfeOjB1jw4PJnj2jpFpSXiofVx2ZwqvvVfv8/k2iM9JElpw8n0S6DlIVkMvqod/3y4PX8Z1YI/DU9h/ywnHraxJSXToV9LbvunzPeqdE7t7MTnMjrr6+fElZTIfoelM+T8llz2l3bcK2Oae9UDwu6ef7bln3e25NLT0+jbw4OZmqs+Vbu2fIe1WxK8c4hY26UpAsEySoqjFJc5KjUYPfIMWnlc5862sKwgcbuQPH85BZs+e7jOplqoBJSAEtheAps80vb21n5KQAkoASWgBJSAEmi+BH7czqk31M8EeEyw6usq3eatMfN2l3mzq3NVWX1ZelXF0qp8b8yq5709ttf4uMft6b5395HFhXYid5lZSP6DBc+ZY5UdIBBzEHemkN69O516Dabf+Tdw/e33cv/fb+Vvf72Fm//8J/70p7/wpz//g3vvvJHfn3UUh/lns/iLT3n9i7VsrIjuwOB7Slf5ScJNWoskuh6dyQkjWnL9TS35619acvPNLfjrrS24akQmJx6QSHdZdEx2NmS3U1hKoOaclvzuxpbcKjr+/OcWNCQ3S5ubb27JTaenMrybC6/ot20nnswkDryoBSOvyOKG4320SxI75QefhjZT73bj65nF0ItbMkps/8e1mQzr7SUDKhd4bXcCiR0zOOu6Ftx4dSaXH+qhtei2TV9pY9suktul0OeKFlxzaQZXHeMl222xzf8Ab/onesjolcP5V7XkrhtzuGVYEoe2dGKZOtHdYJIgl52czH4Dsrnmz7lceHwih+Y4GuyilUpACTRXAg4cHg8tu6Rw8Mk5nH11S24Rf32L+NJbxKf+WXzIeYPSOLKDBGpSpG19mCQw4fQk0KZfNkMvb8lfbjF6Wjbos/8sPv2WW1vxp9/m8LvjfPQWP2X8p227yTkknWOvbcFN56VxxoEJlR9vV9/QW5RnJNGuby7X/aEl992Syy3np3FwrnOb/W2vj5a9M7nsjy0YeXoKx7Zx4HFuy107cKdIv4PSOfLsFlxx/aZ7lbkP3frHXK4bkc7hXT1kGr9Pc93iEIsQCcWJVL+QZW2LhYVFTG6VwcqPOAxG43K8rT5arwSUgBJoCgEqn+Wb1kNbKwEloASUgBJQAkpACRgC2/u21Lb6mUDX4TLABSImwCUZ5ru2zPE9cpIlUleqLq9+o6muNnt62bbYNGR/aUOV+2qdrI8fKvIHkU8tOEDyUsn/sK/Od7fOK7UH2f1u4MGXJ/PhpNG8etNgTu6WVMfCmgOrSz96nX4aVwxIp01wPd98uogV5WFZ0tmtFjeLwSTeU/c85Qe/7oqq0m3VS7P6mlSPWZ1L0y1TfR2rWzVU31BddX/JG9lMWjaQtEoJKAEl0FgCO8npGL9ppLHD7qx29ZlfX/nOGnff1+MGbwqpmW7S0uSpUyZsApmSNZBMUMsnC9DZtEhOIjvRJUGvBpprlRJQAkpgOwg4tqOPdlECSkAJ7NMEdHJKQAkogUYSqA4qNbJ5k5uZjyrsKr2uFTEfYSgZt8ruS5FeIrXTjgSIauv6tc53NdNfa147c9w3ZEnBrCdUiij+RuRhC8ybXKskNx9ZOF3KNO0oAUcCzsRMWrRpT4d2rWmTmURSvf97O4vUlq3p1D6J5EAxxQtXsaEsTNmO2qD9lYASUAJKQAkogV1KQJU3hYALvPKs43WQ7ImDw6rsbPZGKk9q7yTKaeOSpj7SfD5SvO7aLfRcCSgBJbDDBDTItcMIVYESUAJKQAkoASXQTAn03M551/wersasgT8p43QTuUXEpC6y+1CkvoDQCVK3s9Pu0nfYDgx0TFXf6oBg1ekOZ3v8xyBK0OtTmeWdsrjQV0QDXAJj96c40ZiF7fPgikRwFpRQHowR3P2G6IhKQAkoASWgBJSAEthFBJzg9pLoSyDRfJlbLE48bld+/KA8j9YxppTaMWnjwLY8JHu9JCW462inRUpACexhBPY6cxx7ncVqsBJQAkpACSgBJaAEfj0CNb9P64DtNKNtVT8TjDEfTVh12mBm3tJ6UFr0FjEpQ3Z/F6mZqr+Ly7z9VbN8bziuGUiq6y21xsyhY1Wj96vynZXtaR+DeLYFVk2RB/p+cn63yCp02zkEZE2maYosuSgOnE7JXV6shGQSPU486LZvE9DZKQEloASUgBJoTgQs5CEHb2Yq3tRE8IeJhmNEqGcznzsQriAcMW18JHk9JMnzUT2ttVgJKAElsN0EHNvdUzsqASWgBBpLQNspASWgBPYdAibY9HXVdK6sypuanV7VYXuCMSYodm9V//Or8upsZtWBedOr5ttiVcV7dGY+grHawHOrD5qYV/Mwb7nV7moCiqZsewOTpq9KcyJgxQlumM+Sj17hhScnMe7dhSwPUv8iDmHsYDH5y/MoilvEWmeS4nPia07MdK5KQAkoASWgBAwBlX2YgBscaWR1akV2VgL8vIz8daXkyYwtka2SFSKwehkbNwQot9uQk5VGbkadLbfqqgVKQAkogaYQ0CBXU2hpWyWgBJSAElACSkAJwDNVEMxH6zU1mGTeUjrP9Bd5QWR70ntVnTKq8upsmhxUB3Nul+O9KZng4bgqg6+TPEukKekaaVzN4w05rp2+qiow/KsOG8xqtqv59l6DnbRyXyIQp2L1Z8wf9w9uvvZu/vSPiUxdFiCv3v+qvJHStctZMDePIoeH9INakeVz4UU3JaAElIASUAJKQAnsKwQcWFYWLXt0pG2rBJyLvmHJ/GXMlyhXRaz2HOOEStew8JtvWbSsDH9id9q1zqRNeu12eq4EmgcBneWuJeDYtepVuxJQAkpACSgBJaAE9jkCb8iMloiYNEZ2jQ3ImHbPSHuTpsruXZHtSdUfd1i7b4EU3C9i0hDZmcCPZHtNuq/KUhOs+l/VcWMyE5Cq7mu+t8xwqN1vQlWBedvLXIeq03qzanbmOtWlr96OWrGvEHCR0aIT3Xr1oEXyQlb/+A4vjP+Eb1aF2fqTDINEl33Ldx/NZvLiDDxtDuS0/vvRPsmzr8DYnfPQsZSAElACSkAJKIE9moCHzJadaN06iSRmMeuTyYx991t+KKxltH8Byz+cxISXZzNruTw/HdSZVq2Tya3VTE+VgBJQAjuDgAa5dgZF1aEEdjsBHVAJKAEloAR+RQIm6DGyanzz0YBT5LizSEPJBFZMO/P2l3nbygRjGmrfUN0fqyrHVeU1swflZKqISU/I7maRvSWZj2Ks5mLedntMDDfcJKs3mQDXh1JrAmPmYySfleO6UvVbbqbdWGnQkN5TpP46EZMeMTuVZkogpzttjxjEace1opP7Jz577RlGP/4o/33+NV599VVee+11xr3yIuNG/5eH//0iL05ZxIpOJ9Kr/7GcfUg22V79U6uZ/uTotJWAElACO5mAqlMCexABywXtDqTT/j3ol1NCxYKpvPvCkzz79JM8/vw43nj9FV5//VmeeexJnnn+Ld74NkhJajeOGNqLHq2SaehFrpxzRiUboTHbgFGu1heMym5MU22jBJTAvk9A//La96+xzlAJKAEloASUQPMgsHtnOUuGu0DEJBO4MgGWe+Skn0jNZM5N+SIpNO1MgOt4OTYBHcm2SObtIRPYMW8bmX41AzHm2ARfZksPo0cyqt9eMsc1ZYScGHsk4wHZLRYxuk1ASA43J3NudBr7zLibK37Fgwdl7MdFTDKBJvNdXbVtr2ZhbJ4jDU3gysz3JDk2AUjJtkpLpeSvIiaZt9yMXsPZ6DJlRgwPw2KyORExdmzv23bSXdNeT8DTjqT9B3Pp+UM579A0+P4NJvzzj/x+5HlccMEFnHfeuZx/4SWcf/nN3PzIRN76yUGbCy7mlDOOZWAuaIxrr/8J0AkoASWgBJSAElACWxGwIPVAOh16LCOO7khvllA84ymeuO1afjPyfM4590LOPfdKrrrlUf759vcs5CD2O3YQV5xzCAfkJFLfVh4MYyda7xnZZqBLAlxZHRyvRDyOT3JGjmpZn04t38cJ6PSUQA0CGuSqAUMPlYASUAJKQAkoASXQBAKvStveIktETKDlVsk/EbFriDk35abevGFVX4BLupAmu+tEXhEx/fIlr9Zljk3wxQS4TKDsWKmrK1AmxZhAjwn43GtORMzbZuatLhMQqtZncnNudBr7tvUmmqjZbek3MpIJIJp51mV7NQvDSppiglFmvmbe5rw+eVIqqt8UM3oNZ6PLsDBieBgW0qxSp7HDHKs0WwIOnN62dDz5Ki66+W88ettILjksm06ytrMFkh6ncOT5t/LX22/h7xcfxsD9Ureo/rVP9pjxzW/ZTjDGrk9PfeVNGLM+FdVjVud1qayvb3XbeuurKhrSXa1jt+VVNu228XQgJaAEdhmBJv06N6nxLyY32K3Byl907PSj+satr3ynG7A3KTRQ4kQryigvriBeFsQfjmNK659FKhmd+jLwhr9y/S1XctGgA+hIrc3VAvexl3D+X2/kxusGc1onL5nuWm2qTn9em8/vn5uEZVn9KiXJ+UT2JaO6V1VvkeVePqpzVkeedlicLRX7YTueyrnk7kPkWJMSUALNmIAGuZrxxdepb0FAT5SAElACSkAJbA8BE2jqKh2Hiphgi3mjSA43J3Nuyk1QygRiTPvNlbUOzEftmeCOaW8CYjWrTSDNfDyhqe8mFeZNMsnqTSbgc5vUmmDOtZIbfSZoJIebk7HN6DT1e1pAxwQQzTzNfI2NZv6bDZcDMx8TxDPzM7ab+UrxNpN5U8z0MX3N/Gt2MOeGvblWRmfNOj1utgQ8uLL354ATTueSkZdz5VVXcsUVp3HySSdxwoD+nHzupZx35ZVcfc1lXHr+yZzcI5NWCfsaLBu7IkJgY4BVC8v48INSJr9bypQppbw7uZSZX5Tz49ow+UGbaENTt+IENlSwfHYp094rY/YPYQpiIKmhXlvVWaInWh5mzeelfDbLzwcLwxSGZCnO2qpprYIowYIKfvqklA/eKua9aX7mrolSGJa+VS2tWJRwfoBvPhIbZ5Yza2WUYtFtVek2Y4eKQqyYJfOeXMKMWQGWl9pUSP+qJnJUd7KIYwdDrPyyjE+nljFlbojlJVJW1dGybGKhCAXC+NuZJbz7XmklY8N5aynhvalS/5Gf+UtDFFTEGmZft0mbS+NFFaxa7GfqvBBLCuPYVTZtbqAHSmDfI7DnzMiOEg2E2LiqnHkflvKx+Jb3xL++924JU2c3zDVfAAAQAElEQVSWMfPHICvyo4Siv/iqOo2vCFO0vIwPp5UyY3YFCwviBMXBNunXWRrb0RiBNX7mflbK+x8EWCY+IVDngL8UWtjYoTAFP5Xx5QfFvCP+66M5QZYXim8SnZUtgxH8q/3M+riUd2SOW/s18Wkyb1Nu7i0fiH+btzzEOn8Mub1UqmjSzowrcwmt9fPtDwFm/BShNCIMTXmDimLE/CE2Li3jC7lfTJbrUG3TjI/9/LQmRGEwvkM+t8Hhf5VKszScQtaBx3HY6fKMc3wPjmqXhGsbtjjTOpB73OkMOfcSrrj8ci4ffioXHH8iA4cMZvDAEzjliiu44rKLufzyIQzp25mW8nzkFJ1yFWT/S1qyvoB/vT2Tt2cv2FxoY4+wHNyVdfHfe24ulINsCXzFY9zlwDFSTjcli1NtB3fkXjLq4E0FulcCSqA5EnA0x0nrnJWAElACSkAJKIHGENA2TSBgPtbuN9L+cBHz53O1mHNTvq2glHTDBGpelQPT3gTEqnWYvKuUm4/XM/WmnZw2KpmP6XtSWhp9mZIbXdVibDM6Tb1pJ9XbTNV9H9xmyx1vYOZp5mtsNPOvHtvkZj4miNdYu2taY/qYvmb+Rle1mHPDvjHXqqY+c2x4VOsx5ztdRLlVJeN3unJV2AgCKSR36UffK//BX54Yz9uTJjF12nTeHvssL904nJHHdaR9tqzeNELT3tXElsBLmDXzi5nz7lrG/WcpI85bzLChixg2bDFDRS6/YRX/fquQafODrCiqvXRVPVtTHmHDZxt56/bFnHXKCm77XwlzgyCpulEj8wj+NUVM/+NSrr9uNec/W8r3xfFt9y0vY8mMtTxy5WIuOmMJF1y9hic+C/KTBKk2dw4GKP1uLXePFBuvWs1vJwX4saim7jAFCwqY9JslXCNzP/fqtTz/bZhl21oBrhwggp1fxKSbl3PD6csZ+s8i3l4UkdAXsjxsGtiECsuZ98wK7rl6EUNPWcwpMsappy5mKxkqdactZdjFq7j/uXw+nB9gqd+uDLYZTU2TCMWfr+ONp1Zy6j8LeX1+mJgoMFdMMk1KQAnsSgKxGNE1ZSyZk8d741Zzz4iljJTfe+Nbh8rv+WmXr+Cyf29g7LQyFq6INPw7vr6YBW+t4KKzF3PhbRt5eq4E8bcjOhT1B1k/fRUP3bCUM85fyxvzIqzbJoMIJYuLmfHfpdx08SJOPX8Ff3yyiPcXRn7x8QVlrHx/Bb+7Ygmnyhy38mun/uLrhg5bxPmXLOeeF/J46+sAP62PE4lt04itGkQKylnx9gpu+7+1XPJcGYvLt+XZbOzCCtZ8m8fU55Zzw1WLGSbXwdg6dNgSLrx0FY++UcCMhUGWl0A0vtWQe2mBCWe1ptt5t3HVGHnGuXM4fzimBb5tzkaWlN05ZLbvy3Hn/p5b33iTF96fwnvvTGbye1OZ+L+7efTSfpzYJY009y/K5Hl284n5iMI/PPcOE778YXPZLweO8y1H/Knqjy6szC3rWctyXPRLm01HovP0uGX9r7LNpiLdbxcB7aQE9l4C4pH2XuPVciWgBJSAElACSkAJKAEloASUwK4nYGFZFg6HE6fThctVLU5cToeUW1LPPrHZlbMw+wBLPljPc7et5Po/b+SGf5Ty75cqWFcQkhZhYjGTh1gy288r/8rnrt+t4vZ7NvDc1yHWmSppVTvFInFC5THKJIxSXmFjXkwwI9Vut83zmE3YH8NfFqPU6GlwoVFWRgNFfPFCIU8/WMrrP8v5ASkMvjabM3t76JFW409i2yYuq5blpTHKSuOUhW1kqBrm2NixOCEZN0SEAolujX65kI+/D/6ykFujde1DOx6vtLssGCMeiBPaQrnolvGjUheQuSH6bWEcjYbYSuJhCAeJrS7nzScLuPO2DfzuwTzemReqtKPxTMPEVxbw/mvlvD0hQkQCZVGrttV6rgSUwE4jsPmXM05kSSFfPbeS625YzxU3FHDvv8t4c50ETwiLnwlJ8DtEeIkEsF8p4n93reP3t6/jxueK+WJdPe/MxsVfhWKUiv8qld/lCnGwUtR0022Ih2MYPxQoET9l9NShRZpVlYYp+CKfd57eyD9fCzHX9rLf4HQuOSOVfvsl4K1qhfi/WDhOmfhPCQ+JXwuLhOoUcXDkrwrw1pOFPHDjOu7823omSsBMYl3V2radx/2s/7aQV54N8dXXMSoERoO3CvNuVlkpHz+Xx6N3FPDQ6CCzfxJfK9fD+GAIsWFFOS8/Ij73no3c9WIR84tipte2bdkrWlhY8ozjMM835rnGshpptSXPP5Y8Bzlxmr41xSllDqkTXRZ1b1c89gZfLlpZd6WUWpbVr/I7ukaOamlycy7FdabKuiTHpDortVAJKIF9noBjn5+hTvBXI6ADKwEloASUgBJQAkpACSiBphDIHjlqQM7Iu3/5CJqmdNa2O4VA5UJUIEjhV0VMeSmP554r5K0vQ8wrc+PpkMbhR2bQ95hMjj46g2OOSadPLw8tAmGWf1nEO6Ol/avFfDA/RH4dq4kOp4Xb68CHA6/HQk6pHI8mbrJo5vI58CU6SEqwKvVQ12ZHKV9VxrdvFTL26VImfR0n1CGVgVflcPVVmQzq5q71/SAWlizueZM26fa5wdj4i2oLy+HALeOmIX9KB6OseFfm+2k5XxfbBGl4syyZv7HbJX1l/m6Zxy89LJB6Z4IDl9sJeGi3fzqHHJ3JMcLa8P5FpOyoNI46xEtbK8KiWSVMe76ACbMCzPPL8vEvq8+ip64kDYJh1s8pYcq4Il6bGubLJTK+sExMqKu9limBbRPQFo0gIL9mSJA/WljKV1PyeX50Ps9MKOfTeeD3+Oh5eDpH9s2s9K9Hi589sk8yvVtY2Mv9fPJOAU8+V8DL08uZnReX0Eut8Yz/cDtIFP+U5LPwiPOSolqNGnEqNlriozziqxKSLNyix1FHN7EKu7yCdd+J75dg/6uTAnwV8tLlxEwuuyabEYOT2D/TgXlHCLOJMQ63hVd8HA4Puful0fvwDLmfZGyabw0/d0zfDI7ok0gXK8oG46deKOSlD8r5alXMaNqGxAgXBFj4fiFvvV7Km+L3C4st0hMtZCrUu1WEKJhfxOQ3innj4zA/yVzaHyD3PPHBR4ltfY9KpU9PN561QRZMKuZVaffVyhh59SrUisYQuHFYP5I8CQ02tUygC8cykzfY0CZK3Ppfg220UgkogX2WQF33qn12sjoxJaAElIASUAK/MgEdXgns6wRulgnK6ilNEenSLFI/mWVTuJi2po90az7JwtERGJ098u/fabBLSPwqSRb6Fpcw6Z/5vPBGiC+CCex/Vjp/eKgNz77ehcnvdWPa+92YOlXyaZ15a1wrHr8rld/2SaBTYZDP/7eep94o5c0fo0TqCHTtvinZ2OsK+Grceu66toTR38Uo6pzMefe15trzJNCVKSu5O2CMbZn+MsE1Ab740M/YDwMUVJhf2x1QWtnVJhhw4M1K4up/dmT0+92ZJqzfF5kypRuVIvzff7czU15txRN3JXNZP+m4qoKPPynnjW9CBMz3zkhR/Umu8efrmPDIOn53W4BJ6+NUZJj5gGNnTKH+gbVGCTR7AtHCACsnrePxF8p47HMH7J/I8b/P4YFnO/Dm5K5Mndat0r++L/nkt9rz8uNZ3PtbH8M6SYDn8xIee6qQf03ws36bv+e7GLUdYNXsfMaMWsf9z1UwpcjHwefm8NtrM7lqoI+MuoYX/xIJ2iQelMIpd3fguTe7MvOD7pv8WqV/23Q8bXpnJr/ZltH3pnL94S7aRyJMHFfMe18GKoNK4nnr0i5lcWL5ZSyduIqH7izk9tFhvpdSJFjXsG+zKVseYK4Er6YvjrGhZSLDfpvDvc92ZJyxa2p3PpzcgdefyOavF7g5IDlCfEEFX/0YYUm+GUBlewkc2b09D116Cl1aZjWowgJvQw2kfiXY1+a98Lc3Gmr3K9TpkEpACewmAnJH3U0j6TBKQAkoASWgBJSAElACSkAJKIGtCGxdYGH3ltLR2RrsEgxbJoc7Eaf8FeeQVT6HHcVpg0WMnbPFia8sYe6MIp6dEWF1iyT6XtaCG6/M4ZJTUjmiZwI5GU58SQ5SUpwkJnpo2yONI0/KYeTvUzl7kIucYJhZ75QwYbqf5RU2YubOMa1JWiKEV+Uz6fEinnqknOllcVIOTmfYDTlcenwih7Z0NknbFo2FtwnjR42Ojk4OaBkn+F0ZM14s4pNlUcyXCW7RfjtObIHmcDhIy3HRMtkiUVgni6SmOqmUZAdJGR7SuqfSb3gmZ56SwrDUOIGlIWZ9HyI/wlabLUrDJeWs+GIjkx5cw19GFfHEJxECPd10z3TQziddZJVwi09QlCJNSkAJ7EQC8XLWzS3mNQkKfbbaSULfdK69sSU3XZrJ4CMS6Sq/82k+R6V/TU50ktU2iZ5HZjLsshxGnJ3CSTkxYp+W8tmEEvE3MTaIr2C3b+IEI+X8/E4Brz5VxIvTwixP8XHg0Ex+c2k6g/t4MQGuer2sdHd6LBKz3LRo5cLhdWzya6lOyTcdJ3oTyG6fTJ+Tshl+bjInHyKd5lWwYk6YlVHzYYZsscUlCFa2toR5E9fx5Kj13PRPPx/6IaW7m14p4HZT+dGzomWLfptOTGmEsjVhln0aZa3bQ1a/NM4+J53jD/fRKdVBWooDd2YSnQ5P54wrM7ngKA99ghG++THIvHV1OFwau9k47JgIIlHMfd3lqpdcY5Xude3OPvogbj69P91bZ2+X7bZtL5OreGfe83c+u10KtJMSUAL7BAHHPjGL5jIJnacSUAJKQAkoASWgBPZsAg+KeVYTRZo3izRLZtlUNqaPdGu+yWpksKs0fwXNQfyl+RSv/4lAxCLktgg6UqmQv+giVuJO+CGRJSIirPmijC+nBfik1E32gAwuuiaHEQNSODDbRd2juElpn8ZB56UzVBYjj5dF2ixZ/CtZF2RdwCawEyxrvAqZgwT+SheV8M3b+bz4dDnvrbJwtE1myDVZXHJxBn0lOGXiOWzvZpsxIJLrJuMQHycNTqBrJMTq90qY+EmA2Wvi26t5cz/zkpgt4wQDcWSddnP51gduElrLQvBhiRybZZFYHmNtXpTyuNhYq7EdixFYVcJX0/J55oUiJsyz8Msi8tDLZQH5IBcHuDf1idXqp6e/IgEdeh8jIL9ja8pY/GUJE2baBLKSOemiTP5woQSxDvSSmyjOfKsZW5CSSPaBmQwalsbFx7vpkxXHWRxh6boYRbvXwYJE+O3SAOu+Fh8igf1x74b40emlx+AMLpRA3bn9fHT0ic3SsqEkbppIIIbfbzfQzIUrN40D+/o48hBI8Uep2ChzDkFtPxXzh8j/oZCJ4/J5bkI5Mws8tD8hmTPOT+S4bItWDptoQ0MRoliCXIt/tAi39NG5bzL95Zq0rnFJKrv7Eml7TAaD+3o5KiPGsnkBflgcpryBWTRUZeMg5EiRe7klx3jvKgAAEABJREFUkkrI5aCsPIC/eANlRetoDs811XM8sUsy15+4v/yIWfMbYla7Tm6Vix0Wd+aNuWNM7To9VwJKoHkRqOGym9fEdbZKQAkoASWwbxDQWSgBJaAElMC+T8DaRrDr41dvpjnIhy/+jk/e+BtLihxsTO7LuoSDWZPQmwJXZ1l63NE/7WTZMCgLdh+F+G62LFIenMJxg5MZdrCbhMb8iCWk0ebwTM69Ipm/XJ7IiGMScIdswuHGdN5ZbaIEf87j4zEbuf+vFUzeYOPslsz5D7bhmjNSGbiDH1FYaWXlSqfMy+0ls3sKZ45M5rSj3eQGw7zxQgGTPvGzThrGRXZPsonGRMSupBQHWZlOkhxbj2xHYpT/UMbnP4d5OzmFk+5sy+NPtOWBS9I5vqOLFNFhesmCoclUlIAS2OkEYmxYUMH8b8PMx82Bx6UyQgJXbT2NGSiBdAlon3huMuf9JY2hFyXRyR3HG959nkaiDxAs4+eZeTz3gATL3wkzTwJcvc7P4fprMrl8oI/UxkylSW1s4hKdkrsT8XQnngwHKV4kNMQWW6xQglxzyxi/3mL5EVnc9nQHHv97S/40JImuiRYJEvi3TY/KnTmoIcbpSZBs4+oQc/PB1dFD2y4JZNZoYg4ts6uUBDI6uWnXBSJfl7NqbojFchkk9lZZ25Rd1PKw0b0fazyHsM7Tmw1yX/9x6XI+HPt7Pnr5D83iuabms1vigsewJGBlx+25DXHcXBe3f0Labxxz54uby/RACSiBZkvA0WxnrhNXAkpACSgBJaAE9noC2SPvGpUz8m5bRRnoz8AWPwN77e+EOKXRIvWm+oJdZYWraBaSv0LmuZqQrPhFnCmYN7jCjkSislBWL7TGVkSjRFb6+fqnCN9XuGhzVDK9enhoK/2dIttOLjI6p3D0ebkMH57JkEOT6JDqwLcr/+I0C5YOC6fXLD+GKP42jzFPFPG/Fyv4rAxy+2Rw2m+zufTEJA5p1bhZ0JhNxo3LypozxUNur0wGDU3klINiROeVMX2an7d/iFAi16gxqupqY9ZcLZlXYrJzG4vGYSqWlTJLAmtvr7KxshPo081DqsvwYMvN4cBKS6bPcVn8/voWXDo8jf7dvGRnOEl2W+xEOuimBJRAbQJxiFawdHaY+d/bBNp46djLyyFtxUc28pfPyvDR4ugchg3PYcSQVI7o6CazEW9N1bakaecWltOBBxuKS/ny+QKef7SE1z6NkpebyKGnZXLNpekMPMRLtihu1FRElSU+KsH4tzRLetWXIoRXF/PVe+V8+ClUdPXSokcC7Z1s9R8vbLebpNapnH1BLn+4JoczByTTM91NjgT+vU5wyJiSqHMzFRVRSvxxVtsOcnIT6NzCjceUb9XBkhIXaa1ctOxg4ciP4t8Qozgsl5emb7bcRyKWj7CVSETu5RFnMsFQiDJzry9YKff7ZvJsU/jLPC07XiL3v+LG0LQdVrGF1ai2jdGnbZSAEti7CTj2bvN31HrtrwSUgBJQAkpACSgBJaAElMDeRsDC7i02j84ZeffD6SNHpbsSfDQL8SRWzlPiH7JoF8WB+S4PEWQBVYDsUApEqVhZwfz8GCt9Lg7o5aNjlrNJKj0pCbTsnUbX/VPo2tZD61QLUdUkHU1qbP6atePEK0IULCzmk9fzeWpMgKmrIF8CUP2uyOLCizPol+vA2yTFjWgcs4W6k2hqKr0HpXDGWQl0JcKKz/y8/k4ZP2+MNUJJ3U0kHkU0EmPt0iA/rY6ydnWYNavCrKqWNRHWLg+w4utipr5ezDsfVjA32UOngxI5cX8PKbKAXFuz5XLi7ZrByae14P4R6Qzq5Nq0cB2xCUXNXGr32BfPdU5K4NciIP6gIsgqCYAvXymO6wAfrTq6aCXmWCKNSh4XtEyjZ9cUju7qo3trF6m7NMhlLLOx4lHKC/wsmVXAa08VM3ZqiHn5Tlr1TWf4hZmM6OejQxPssJwQKY9RuDzIzz+EKFgf+cW3Vfm4tesrWPx9KR9PzOfdaUG+2ZBAl+OS6d3bU8lMVNRAJjam+sjpk8MNl+byl5OS6CH3HvPmmT8YJyq3R9tMpUaPrQ5DcQKROMUSdMpKdtCyzo+OpGpz4JU2KZkWLvGdkUCcoAS57KrapmTGLMvcx41UfjdXFIfDicuTiCvBiE/y5iOLIm0QpHcLw/4i20wWHAn23S0uu2v4NhtrAyWgBPZ5AnJ33efnqBNUAkpACSiBphDQtkpACSgBJaAE9nwCH8mC0o0R4ncVjxlVHA0HaBYSMvOsIC6Tj1uuyiBLXFYM4xLu2uFLFoNQuSzyyQpTzOOgQ7aLtF36GtYOW4zDI8tbdoSyb9bz5ugCbv1fhB+LbUh04+qTyOEHe+gtC5E7PlJdGmScOMQjDtwdUzn4lEyuOMpJ5+VlfPlMAe/NDbNAFj5p8mbhTYoTLirn8d8v46LjF9L/+J8ZcMLPnFAtA36i/8AlDDxnPVfdFeTTjYmcf2drbrgklVM6WnicWw/qkIXTtA4+0rPdOz/gt/VwWqIElMAWBGyQgEuZ+KeKqIOM9m6y0p0kSxtLZI9MDgvLtnH5i/lmQj6P/rWEtxbEWIkTy+mmz+FJ9OntI7Upxlvg9loEfyhj8q3LueS0RRxz3E+/+LYqHzfguCUMOXUNl91ZzvtuH/tdn8uDV6Rzvvj0rYez8KS6yOzkIyXBgYQCadImczTXJhy2iUrHmIi5x0pWT7IxXWyzs2wics+sqLCJx+tp3kCx/FRgC8+4EctJ5X09HiNq7vVGdtezzR4wztySZN7J6yBBPuuYBpDVVdUnZnN37qX/OKuuSi1TAkqg+RBwNJ+p6kyVgBJQAkpACSiBfY1A/pg7R+WNucNSUQa7+mdA9e+enzHxUZeJNJSqg1tn5I+5498mwGUaH9BvJM1BDhxwNfsfcyEtk2zSK34kI7qcrMhSUmIbBIMtsgNJFuzislIUiVs4XA6yUxwkJsiKJHvgZsySBVhPXhj/52WMHV3GixMrmF8WI2jMDcgiYX6YHxaHWViwg1yMvnpEkGHHTaWXnG6pnHqWj34dwV4cYMLbJUz7LrTJHtOkCeJ0GZujFK31s2JxKYsXl20tS/wsXh4gPxBheQHEUpxkZDlJkXEMHsm2TFLodFs4nHKAbkpACex2AhI5iUbEP8jvYGK2i+Q9/D8RuBPihMpDvD+2mJdfLGPS/AhLJVAnM8COxfh+QQVzFgbxNwmkhVUZhYpQuq6cFUvL+HnR1v5tkZQtXRFgTUGEhXk2q92QneMiN6HuwSyHhVMCXBa1t61LareQKBOUxyiriFEMyCVim72MixaxrDihSFz6ig+uvBeIgiYkpx0lLbqarOgyMiLLSA8upG2LXA7sf6XIFc3iucY8u5V0uIAPQ0exIpTG9mwW1sEQvzt75N3nb09/7aMElMC+QcCxk6eh6pSAElACSkAJKAEloASUgBJQAjubQJ3BrepBep1wDc1BDu5/Gb0HXkeblDiZgeVkRxeRG1lPWmyNLMrJils1kO3NLUSPhdOy8EhAxOlkz9zEPjGShLUhol+U8eqbYT75ySIh0U1qqhOfFcM1v5zJE0t446Ny1oftXTgPo9vCSknkgOGpDBrkpZcVZd7kIiZNK+V7v01FE0ePxyzp4cST7CMtM4nMTF+lZGT42CSJVedekmRhN8Md4ecv/MyeE2SZDBYxJrFbNh1ECSiBxhIQvyUJhwnIeBy4nOzBm0WCR6I20RBTXhVfOjPCkgQXianuyo9I9LqilT7u1TeK+HJ9jJJGz8TGNq9K4RT/5iUt3Se+LLHKr/k255mZUpbuJT1ZImLhMEvn+vnk2wALC8Qmdu5m3GVM7hFBcZwVlgSrRL1ksm9MsolK8DIkfSVrTIct2jglpJYpAa6cyBqyIz/LfX0Zndq04uABV4hc2Syea4JtT+bBzytYXBTdgk1TT2yL/bF5OufiO/s1ta+2VwJKYN8g4Ng3pqGzUAJKQAnsyQTUNiWgBJSAElACSmA7CTQY3NpOnXt3t1hU1nGoFHBU5jbWjs/JFp2yfihLkERkta6swiYc2XG1u0aDGCsztzb/NRsntbOPgdfl8sijadw+0kMn4myYUMCUFwp4+usIywK7xpLNWk1EsFUWRw9N5ZJzLBI3Bvj8fT9jPqpgTeXYjb1GNsGAA3daEtc+3JEXPujBjOnd+UBkeg35YEY3pk/rwBuPZ3DDUTaOcQU8+c987h5fxtqQ4YNuSkAJ7EkExK9KIioBkbA/hgmM7Enm1W9LHFJdpJ6Yyi2P5PKv29O4uJP43A0B5rxXyh1Pl/D50kYGKMQ1RYI2Cd1TOOUfHRkzsRufftSdmr7NHH8wozvvv9eR8c9k8Y+BDg78uZRHblvHf14pYV4IJNVvbhNrjGd2JjpI9TpIF/vcIjLjbWqRZtLGgcflINlr4dx8PwJoiliVje3q+/kmxZVlzWH38DuzKA+FtzXVhRA/RBpJLvt6kgSRk3E4Hq6nWouVgBLYxwlstxvex7no9JSAElACSkAJKAEloAR2JQHVrQQaJqDBrXr4xOMxKj8mT9bFbCxsyZGcHd3cDnwpTlLd4AxLgKg0RnnYbppW86UkEhkrDsQo2eaaVdNU19U6GjWlTloekMbQCzK5+IIMhp+RzdlnpnL+0U5yCfPzB2W8+WoRs5eE2bUxO0uM8dD2sBT6n5nMkHbgWeBnysvFfLEoQlCukUOaNOYPcIlj4va46H5YMn17e+l1SCK9RQ49NJFN4qN3ryQO7ZPGSWdnMfzUFE7sKsy/L+ODiWX8sCFGqVijSQkogT2FgPzyJzpJS7VIccXxr49S4o9T+VJTo000/jhOoDhKoKRpPRs9RI2GdsyMZ+Ft6aPXKemMvCSLs4ZnctbZ6Zx/QRLHtQDnonI+G1/I1K8r+KGRDtYWv+3NcNOmdxLHHJfEfgf52OTXqv1bIr17+TjsqDROOC2TC4YnM+wgCXHM8fP1J+V8vCxK2c68v1gyaZ8TnwS5EuXQZc4lbyhJMAXLkvtv3CJBOiT5LImtsF2bbfRU9pSBJcXNDb7yvHns7jpvEMMO61n/ZG0m2Y74xXljRs2xLecIGybW35jJNta1DdRrlRJQAr8mgV08tmMX61f1SkAJKAEloASUgBJQAkpACSiBRhKIz7HhxgjxM/JrfOdWIztrsx0h4HGQ2iKBdsmSh2IsWxsm39/EhdRIlNhGP3PmB/jyxxCBiFzNHbFpG30jOHBleRlyTQ6XXZ3FOX0SSU9Oo/vR6VzzJy/H9XJDeYg5Lxcw7fMAXwdgF5sEWYl0PDaTi0/0cHgsxLLXC3nv0wq+yIsRh20uhEoTZM0TO25TLoFG8x0xpqxucUBqGj2HZHHRNR7290Uoknl+vzrOhkYuONetV0uVgBLYuQTkdzUlgVbtJCifauNfFiIvP4b5/TZ+gUZt4k/Fp6yc6+f7L8pZUh5v4vdhNWqQqkY20bAculx0GzG2IsEAABAASURBVJLBiMuy+es5GfRM95HRPYUB12Ry6rFejiSKNbeU6dP8vP11mLLGOFhLAlbSLlQm8y+ROckwdSdp6Euh84lpDDs7iROS40SWh/j4hzClld8NVnevJpcah+tz4JF7oMd0lgsi7tcc1SsmDmW+j9G2HLgTHBIgA/OfGNCtyQR6tMnhT6cdy8mH9tiqr/x0vIWLO/OfG/W1qcwffdu3jnj8Drk+b5jzmiJtp8Tj8bvzn7/jm5rleqwElEDzISB32uYzWZ2pElAC+wwBnYgSUAJKQAkoASWwDxIw/1NXg1u/0oX1OLFaezkwx0nHighzJVjy8/poZWCm0RYFwxT9UMCL967kD39ay00Ty/lqvawYYjVaRaMaGpVRm0hbL4mD0zn5xGSOau/CWd1ZAk0tjs3lsjN9nLufNC4IMnpMIf99sZgVYRtZDKtuuQvyBLxZyQy4MIkh/V20kZXid8YV8fr0MtYJh6jTkjW7nTusy+skp42TxGQJ4kXjlAVsQhrk2rmQVZsS2CECDrA8tDzARZtO4pPmVbBmUYRVckijtygUlfHVixu458a1nP3HjYz9MkhZo/s3rWE04sDp8zLwpHQGHJ1ISyfILERJAo5c8buXp3D+eR66yV1i8XMFvPVIHu8uj5O3sx1skpvUrAQZ38KW4Na6sjihJv7/CzG64SSBqkSXRbbcHWLiQyticfHW9XeJSZAubO4lSRbuZAtfQjWb+vtoTf0E9m/XQgJdxzGkd/fNjeIw3hF33pn37B3fbS6Ug40vjJpnO+J3QvxVOd2UbKY54txd8MKorzYV6F4JKIHmSMDRHCetc1YCSkAJKAEloASUwL5HQGekBJSAEtgRAk5IT+TAXm4ObBPDP9vP7G+DzAnKUlKj1EqfNQG+fNfPR1P8/CiLuOtCEDL/S75R/ZvYSBZS4+kuXB09dGjlImWL7m5cOakcOyyVM07xsn9KnNjsUqa+XcKUH8Ks3tUBII+HjCPSOXZIEid1sik1HyP4TinT5oRYIwu0cdcWxu74iSUqhIdlyc62CUsAMLqzF4FlCE1KQAlsLwHzS+qm5UESFDrAQY4/xKLZAWbMCVMiq/mN0loeJu+rEmZ9VMb0HyuYvzZGqfhYd6M6N71RPO7A5XLSvkMCLVOM/VRtcuzy0q5fGsefnsLQng488QBfvV/K2KllfLd6Fzkf8W9BUe2X4FLlJylWWbPDmblHpbrJyHTRJcGmeE2YZWsiBKz6NEcoWR1l7RKbYAs3SW1cZCfAznbrNLPtoA4t+dfIoWbWC23bnuUoj4/c+MJt80xBbSkcPWoB5Vxl2kndQqz4JRtfuONzOdakBJoZAZ1uTQKOmid6rASUgBJQAkpACSgBJaAElIASUALNkYAEudw+egzw0ecYi4TlEuSaVsZbH1ewISTBk4aQSGCFSBmLvylj/OsxNkY8dD4imfOO9tG9hVkp3Eb/hnQ3VCcrneZ/9gfrtM9N4qEZHHNqBlcc7qAbYQq/8/PSOzKvJbs6yiVz9qRzwIA0LrrUxX7uMMtlYfqF1/yYBeBAgtRDg28K0IQt7I+ybkUMv9/G4bZwOUA/OqsJALWpEtgtBByk9/Bx4GE+DvfEWPpVKa9OKGb++hjBbY4foWBxOTPf8PPFBpt4Jx/nnJdG3+4JeLfZdzsbSFBJggiEgrZ4zzp0JKbRtW8GF1/p5rDuDigMMemlAqZ/FWC1NJd4lOx3QiqNULQhxDpRGHBZeCSatFP9myU2ur20aO/hoFY2eRJA/PabClbKeJKksmaSkliAZXNCfPcNhLv4yO6WQBtpInEu2WvaEQK5acnSPX68FbBPznt9lF9O6k2m3rSD+PF5Y0atr7ehVigBJdBsCDiazUx1okpACTRIQCuVgBJQAkpACSgBJaAEmjsBF1mHpXH0KWmM6BYn8kkho+9bywMv5TPh+wpWldcVrKpgw5w8Jv9jI489VMrb62xSB6Qz6NwM+rV0kFsnUosEr4PUJJBUZ4udU+ijbe80zvpDBqcelkD7dUG+H7ORV98p4521NhIj2znD1KnFIrFLMgcOy+T8Q530DET4YlpYFqjjLJdAlOniMLs6xMQMLVnFTUp1kk5DW1wWlov4YUoBLz0X5rt8Fwk9E+jRzkmuWStsqKvWKQElsJsJSDQlM41OR2Vw6YVOOkQDzB6Tz40PrOcRCXb9uCpMaCuLYsQ3lLDg3XWMeSyPe9+O8n1qIl0GpTPiWC/7t9jSi1R6aNk53A684j8ykmTMrXRuKtjxvYW3TRL7ndWSy0/1Mbh9GL4v46VXi3nknQD50XpGqLTPwpPqIj2tIfukob+UhR8UM/G1ALOKISnHzYAeHtK8DfWjiZvRlUBq6wQ6Hgq+vHKWflDCxOl+fgqIDZu1ib8tlbIphUz4LMD7pQ5adE6gW2sXyZvb6MGOEsgbM2q9CWA1Ro9pZ9o3pq22UQJKYN8n4Nj3p6gzVAJKQAkoASWgBJTAdhHQTkpACSiBZkbAAok8dT0ynfOGJ3JIcpiCWUW88nwBTz8ngZRXipg8tZSZH/v58MNSPp5ZxNuvFDD2hXyefLKUd7+PEeqQxLGnpzF0YDLtE62t31aywEmctYsDfPyun3dnlPHJR2XMkHwr+WBT+UffB5mfFydac72xEVfGltEd6Yl0GJzBsFN89G8dI7DMz/sTSnhTFjBXbrGA2QiFTW2S4CXrgHSGnyxjd3UQXR+jBJuwc5Mia1O21d7lljbme9E+KuW9D/18/GEZH4nU5PPRx6XM+KCQV+XavPhSKa9/FyPcMpE+g1M4qJWT7K20aoESUAK/PoEEsrqmcsL5qQw51CKtoJxvXi3g6acLeP4l+X1+p4T3Zhr/WsZHH5fx/ttSNraA0U8U8NLkAN+GEmhzbDqnDU3lmPYu0ms5EfPJew4XlK8LsejjEt55t5TPP9nkR2v6j5rH739UzpfzwxRVBaVqqaTezZYaRwK+DhmcNDSFC/q7aSfB/HXTSnlzfAmfr4yKv5M2tZKxL5AXZtmsEqZMKq3Tvo9mljFdgklvjs1nzAuljJ8ZZX22j56HJ3FSdzfpnkZbWWv0+k5dpLbx0OO4BDpbUfyfl/HmCwW8PLaQN2f4+UD876yphUyUe+Dzz5cxcWGMjbkJ9D3Ux6Ht3PUp1XIloAT2PgJq8V5MwLEX266mKwEloASUgBJQAkpACSgBJaAElMBOJeAmqXUKx16VxcUXJXFKZ5viz8p5798b+dtvlnPW8CUMOWkRp5yyhJOGLOPckRu55T8VTNpgE+oi7a/NZeTJyRzfypJwDrU2C4fDxuOLMG9yHreduYizhi5m8MmLGSp5bTllyM+ccvIihv8jj3s/C+Gv/JTBxi9ubmrpBE8qfU9L4vSLPLRzOCj5rIQPXyxg5qoY69iVm/y5nZBI7zOSOfEkH32wSDRU7IbGtPAk2kTLynnm5uVcecoiTjplMSeL1ORz8klLGDpsJZfcXMLDH8RYgpujh6Zx2TkZ7JfiwIVuSkAJ7JEEkjxk98sV/5rGH09x4iuOsPi9Yh7621quPnsJZw4x/nUxJ5+0mOHnruKyW4r456Qoc0Iesk5J43eXpnH1CYmk2VvPzgS5XBIAKp9Xwlu3LeeSM5dwwuC6/etQ8S1GhgxfybX3FDLPH698k8wpajf5TjloKG1u5CKzbxpHnZHOSe2d5JSUs+bDYl6ZWcE36+JbapA+Lp9FdKmfKXet4Opz6rbv5CGLOfX0FVzwuyIeeCvMt0E33S7IYshpKRybY5Hk2FLtzjjztvFywIBUjumYQItomK9eKeDe363gwqGLGCb+d9DpKznv+gIefD3KyqiH7KNTOK+fj8Pb7AJjdsaEVIcSUAJKoJkRUG/czC64Tnc3EtChlIASUAJKQAkoASWgBJTA3kggwU1ip3QGXNCC39yWy01XJ3P6YRY9rBChUJBgsFrk3LboelIqp13bkj/8pSW/PzuVIzu4Kj++SdYzqbnFIzGCZVGKK6JSHCa8ha4gv+jddByKif5wkNI1UdbKAmy8alHXjslibGmMkuIYRQGbSK11VFFeKzlIOCCTI07N4qZzHLR3h1g+vZjb79vASx8GyJfWm1TY2GKjvyhGheguCdbWbROPxgmWxCguiVNSEd/2Rx46ZMm4XQa9ZfH0wlMggxjkyfxlPsEtXk2TyckEI4EY5SVST4R4JERoM+vgVnyCwRgZ3b0MviKLa+9szXXnpjKonYNEl0yo0ckmUh7DXyxjik2Vl6bRfbWhElACmwk0+sABiT66Dsjh7N+25t4/pvPb090c3yMqPjFU4/e8gmAoRriLl+NOy+RPf2jBP27I4fSjEumQDA6r1oDxOFHxCcXmd1n8RywcYkt/XcuHGP8bCkFpmOVro4g7MyF4sG1i4Rh+8XPh4jjBiJzXGmqr04RkOh6RzhU3JTKovRi2ws+bErR77sViPsm3K4NnopiYzKdU9LJN+8zcozh6+jjqzCyuu7Elt1+SxkkHJUg4f6vR6y2wxV+HxJ8Wiz8vDggfcbP1NnZ78HbJ4ozfZXLjZYmcd3QMdzjMLz44REhYtOqbwvDrcrjtqiyOaecSn16vRq1QAkpACSiB3UhA7q67cTQdSgkoASWgBJSAEmjWBHTySkAJKAElsDcQkEVKl4fsAzM44cIcrrkui99ekcHIC9IZcHQ6B/ZK59BD0zlo/3ROu1DKr83iN7/P5TKpP6arm4yq75zacqYOfLk+OhyaRv9jUtn/4DT69ElvUA414xySwVFH+TiytRN35V+vFu4kD22OSOHoY5IY0MNNpmfLkeo8cyXS9pBMLrwojRHnptDpIC8OWfz0y+JnhXSwRXC6cGcl0vu4FI7pl1i5gJmeYJmaKnHgyfDQ/pgUjj0qkb6d3SQ7raq6hjIfrQ9OZeilaZx8ahod+ibT+yDRk+bA9DaCHDk9LjK7J9OrbyoH9ErjEGFcH6NeB2dUXoOLL8vkut9n87sbsjj5CC8tnDRhk5EtF1kHJHPwsSkcKjZ1Sq9pUxNUaVMloASaQMBJQnYKPY/P5qqrs7nxt5lcNTKdQQPS2f/AdPocms4hB6Vz+GkZnHpZFldfJ7/jkl/eN4n9Mhw4qGPzJZAm0a9j+6fSY/806vMdm8sPzcCM0+OoFAYe6SVb/LbDqHU5SWydxEFSftSARDpmOkg05Q2KE2+bZI6U+8GZF2UwtFMSPRziVf0x8oI2EkIHn5tkaXN0vxS692zYvl4HpNNvUAYXXp7JVb/L4borMjn/MC9dmvQdYw4S0jy0PTqVvkcncZzcm1LdDU3CCSnJHH6m3Cd+n8XVl2Vw/pnp9BRbDpV7lbnf9R+SwUVXZPHbSzK59MRE2iZaDSnUOiWgBACFoAR2F4HKe9juGkzHUQJKQAkoASWgBJSAElACSkAJKIEtCOzBJ/LnostHu56ZHHdpO377SDcmTO7GxzO6MW1aNz76pBsvPNKO64ekc3zXBFqisTa0AAAQAElEQVTWu+BnFgLdtOrXgjPu68b4d7rxyYfdeP/9hmXajO5Mm96Nd0fl8re+HpIrFyjdJLVNZ/B/u/LEs+2ZcE0avTJkcZJGbIk+sgd14NbHujP7o258+3xbbj4lmTbS1SmCN5H0Pm34x8vdeeeFdjx9ehL7ywKvqdokCWQdnM3pz3Vn7ONteP6iFDp4rU1V29g7s6TtaZ34vxe7882kTnxwaybDuyfUWKx24MlMpve1nbjr+e7MFMbThXF9jGYIv2nTOjPqNy04uWcSPSQ4tUU8bhv2bKqWWbuS6fOnDtw2tgvTbsvkvP3dSOmmat0rASWwiwm4SGyXSsfjWjP8t114bUJ3PvlY/KL87k//qDtTX+jEi9fnctYJqbRt6W74LaZW6RxwRidefqMbn4pvrs93bC6XMd4X+fTdDjxzRya9k61K/Vayl1aDxSc80ZV3J7TmvN4JtKYxmxuychj21048O7s7M7/txmO3ZDG0tYNE0z0jlQ4ndeSpl7rx2SyZYwP+f8bM7rz9Wmf+fXUuF/RNpmtr93b4JTdp3TM59elujHmqLS9flkq3RnzOoSM5kewDcuk3ohP/fa4bs2Z2Y5rYau53b73akdsuyKR/Z9HtRDcloASUgBLYgwg49iBb1BQlsA0CWq0ElIASUAJKQAkoASWgBJTAbiVgWThdDhJ8ThJTXaRnuMjM/EXSUqXcI/UuC4dFg5sjwYE3ZWsdNfXVdZyR7CBZIjhGvW2D5XTgkXFT05ykS2BNzGPT52zR8GZZODxOkmUeWZlOsqR/kkfK2LTZUm+5Zax0JxlSl+axMLplyOoGOKTAa+pk/DSfReWLXJsbUP8mcJxeJylpLrIkKJcpi60elzSv7iu5JW3ciU6SpU1dHLYsc8p1kLaJwkLYi1lYoq7pycKdJHpkzsYmr+hqFMumD6Q9lEATCTSP5pY4EafxjfK7n25+D2v410o/JL/jXvF/Tlm9a/B33OHA5XVidGTV0LGl33CJ39hSjD9KEx9rfvUt8UOIHzR+Mkl8XIbY4xU/JUPTqE1s8CQ7ScuSMbKcpBo/J52N3bb4N6fHSZr4z8bYZ8ZOkbn7ZO4uZ6NG37KRbWH8tblXpMlc0hvrr838xaGae16q2FqTn2Gb7HWQINdMpoVuSkAJKAElsOcQUL+851wLtUQJKAEloASUQNMJaA8loASUgBJQAs2IgKw/1j1bq+7ippTWp2Jz+eaDWlrrK6/VrM7T6r7VeZ2NdnPhnmTLbp66DqcEmjWBXfi7vwtV133J6huwvvK6tWipEtjzCKhFSkAJ1ElAg1x1YtFCJaAElIASUAJKQAkoASWgBPZWAmq3ElACSkAJKAEloASUgBJQAkpACTQPAhrkah7Xub5ZarkSUAJKQAkoASWgBJSAElACSkAJKAElsO8T0BkqASWgBJSAElACSmCfJKBBrn3ysuqklIASUAJKYPsJaE8loASUgBJQAkpACSgBJaAElIASUAJKYN8noDNUAkpgXyCgQa594SrqHJSAElACSkAJKAEloASUwK4koLqVgBJQAkpACSgBJaAElIASUAJKQAnsgQQ0yLWTL4qqUwJKQAkoASWgBJSAElACSkAJKAEloAT2fQI6QyWgBJSAElACSkAJKIFfn4AGuX79a6AWKAEloAT2dQI6PyWgBJSAElACSkAJKAEloASUgBJQAkpg3yegM1QCSkAJ7HYCGuTa7ch1QCWgBJSAElACSkAJKAEloASUgBJQAkpACSgBJaAElIASUAJKQAkogR0lsOcHuXZ0htpfCSgBJaAElIASUAJKQAkoASWgBJSAEtjzCaiFSkAJKAEloASUgBJQAkqgiQQ0yNVEYNpcCSgBJbAnEFAblIASUAJKQAkoASWgBJSAElACSkAJKIF9n4DOUAkoASWgBBomoEGuhvlorRJQAkpACSgBJaAElMDeQUCtVAJKQAkoASWgBJSAElACSkAJKAEloAT2fQJbzFCDXFvg0BMloASUgBJQAkpACSgBJaAElIASUAL7CgGdhxJQAkpACSgBJaAElIAS2LcJaJBr376+OjsloAQaS0DbKQEloASUgBJQAkpACSgBJaAElIASUAL7PgGdoRJQAkpACexTBDTItU9dTp2MElACSkAJKAEloAR2HgHVpASUgBJQAkpACSgBJaAElIASUAJKQAns+wT25hlqkGtvvnpquxJQAkpACSgBJaAElIASUAJKQAnsTgI6lhJQAkpACSgBJaAElIASUAJ7EAENcu1BF0NNUQL7FgGdjRJQAkpACSgBJaAElIASUAJKQAkoASWw7xPQGSoBJaAElIAS+PUIaJDr12OvIysBJaAElIASUALNjYDOVwkoASWgBJSAElACSkAJKAEloASUgBLY9wnoDHcbAQ1y7TbUOpASUAJKQAkoASWgBJSAElACSkAJ1Cag50pACSgBJaAElIASUAJKQAkoge0loEGu7SWn/ZTA7iegIyoBJaAElIASUAJKQAkoASWgBJSAElAC+z4BnaESUAJKQAkoASXQSAIa5GokKG2mBJSAElACSkAJ7IkE1CYloASUgBJQAkpACSgBJaAElIASUAJKYN8noDNUAnUT0CBX3Vy0VAkoASWgBJSAElACSkAJKAElsHcSUKuVgBJQAkpACSgBJaAElIASUALNhIAGuZrJhdZp1k1AS5WAElACSkAJKAEloASUgBJQAkpACSiBfZ+AzlAJKAEloASUgBLYNwlokGvfvK46KyWgBJSAElAC20tA+ykBJaAElIASUAJKQAkoASWgBJSAEtg5BOydo0a17BICqlQJ7BMENMi1T1xGnYQSUAJKQAkoASWgBJSAElACWxGIx4hHgoQCpRQVFpCXl0d+fp7kBRQUllIWCBGKxolv1bF2gazOxKNEQ+WUlxaJjnzRsUlPXl4JJWUVBCMxotJMUu3Oeq4ElIASUAJKQAkogT2EgDypxCNEwgHKS4ooMs9GIpuekeT5qDRAWVCeebb9cFT3fOwY8VAZZX4/+f4wkbiMZ9XdVEuVgBJQAjuLgAa5dhZJ1bOJgO6VgBJQAkpACSgBJaAElMAeQiDuX8PGeZP5+PnbuO7SM+l7bH8GDhxI/35nccYFf+Pe1z5l5ooySrdlrx3GLvqJJTOe5Im7r2LQINEx4DhOOP40jh9wMzc/OIFJ3y9nRZlNeFu6tF4JKAElsK8Q0HkoASWw9xGw/UQLFrDg81d5+qarubbvcZwkz0YD+h/LoFPP5LRRz/OvaYtYWBjbvrmF1lM040Huf+QxTn3kG77Nr9g+PdpLCSgBJdAEAhrkagIsbaoElIASUAJKYHsIaB8loASUgBLYzQTsMkIbZvPJy2N4/uHHePy5lxn3zkwW/fQjc+fO48efP+aT91/mpWcf53+PjuO5cQv4uSRKpE4zyyha+AkfPPsoo58ezeix45kzZy4/LljI/B8+44cFr/LqC0/y9FNj+PdrX/LRTyWE6tSjhUpACSgBJaAElIAS+LUIxCGax/ovJ/PeS0/w2OPP8Owrb/DaooV8M28eC378iTlfzOSzl5/jhcef5MmnxjPx+42sCTXF3iLKln7KBy+/yduTv+KLpcUUh2XcpqjYB9rqFJSAEtj9BDTItfuZ64hKQAkoASWgBJSAElACSqC5E9il848VLGTlrLGM/b/HeGTsDN6a48fl9ZGYmFglPnyeQjbMeoOJ//4v/3jgNSYtyGNFtJZZtoS9At/z44ev8tS9T/D0hPn8kOfB6/tFT6IvSHDlTKY99z8effhNXp25mBWyniM9aynTUyWgBJSAElACSkAJ/EoEYsVE133Jh6+P5ol/P8szr89mfjgB7+ZnI3m28XnxFn7Nsvce5/G7/8W/xn/H9MUVjTPYDlOx/HPmffA2Y99cwMIlfrLTPCS4HI3rr62UgBJQAjtAQD3NDsDbPV11FCWgBJSAElACSkAJKAEloAQaRyAmzdaw4rMpvPOvl3l/aQrh7iO4+K6neOr1t3lv+jTemzKFD6a+zvhn7uLOcw+mS9oSihaO55lXP2X6d/lbvIUVjxax4ZN3+GTGF0wvySb1iEu44LbHeWL8ZCZO/YDp777F1HEP88Bv+jOwgw0LP+OH737km1U2odoBM7FMkxJQAkqgYQJaqwSUgBLYNQRCGxawYPKLvDblJz4v7smhZ/+Vmx99hbGT32fye1OY9sEUJk98nrH3juSKXtnkhObw1Zi3ePed2XzthwZDXfG1FH78FE/c9U9+f9frTA9A1OvBLDrr13HtmuupWpWAEtiSgPE3W5bomRJQAkpACSiBPZ2A2qcElIASUAJKoC4CdgyCi1n83bdM+jyPDW0Pp+dZF3HphedywbCBHHf0MRx37LEc1W8oJ597ASMuv4Dz+rehg3s5C2d+z5z56ykQvaJF9nHi0XxWfv4FPy4opCj7BA477TxGjDyfs08ewMB+R3F0/8H0O/V8Lhp5IReedgS9nT9TtvQHZv5USKl+PI8w1KQElIASUAJKQAn8ugRsGT5A6aof+H7SFL5Y4aW00xBOu+gCLrroTM4c0JcBxx3LMUcdy4BBZ3PmiJFcfP6JnNo9lfCKOcz7ej7f50Xw1/rPO3Y8TLhsHRt/msGnrz7LE0+8zOufL+PHUBKpLhnSa2FG3rST8x1J2lcJKAElsA0CGuTaBiCtVgJKQAkoASWgBJSAElACewMBtVEIxCU8lb+evOIYSx0d6HrqKZx8Rl9O7OjDK9VbpISOdBxyIRcOG8AlXVJIWL6O9SsKWC8rMpHKhhXEQxtYPXcZ6wuTcBwxjOOHHM7xnXwkVdZX7zLJPvw0hl1wOud3LcWb/xOfzF1JXnCTlupWmisBJaAElIASUAJK4NchUEZFUT4bFvlxtDmcniedymmDutMzubY1skzcqj99zz6DkVcdQfuUEko2rGbFugqC4S3bxkP5FC35kOnPPsDDox7iznFLWN3uME647GxObuuiiytMTJ6pJG3ZUc+UgBJQAruAgHivXaB1z1ap1ikBJaAElIASUAJKQAkoASWwLxJwJEBmX469/FaeePMZ/nvdQM7rmVLPTJ1Snk12u5a06ZCGq7gE/8YySoIQlxooJbp+OT8uL2WtlUJ27860y04msbKu9i6TpNwO9OjViqTSQtZ99D2LC4KioXY7PVcCSmA3E9DhlIASUALNnIAl808j+5CzOPXR8Tz3+B/57+UH083rxLxwJZVbJVdGLi3btqGFRx6KAkWsLw4RimwZroqVrKTwmzcZ932A6WmnctZt93HPqN9wy5l96JWZQFI8Sly6SNpKvxYoASWgBHY2AQ1y7Wyiqk8JKAElsFcSUKOVgBJQAkpACeztBGQZxXJiJ7al/UFHcdLwgQzYvyWdkxuaV1wWYKSfyyKWlIQr0YPPCRayRfzEivJYVuKm1JtN5y45ZPvqWw5KwOHNpFXPNqTYUQI/rGJ9SUiDXIJRkxJQAkpACSgBR9FSbAAAEABJREFUJfDrErBtL4kt9qPb4NMZckJvBnRP2/SfduQRqE7L7Dg2DuyYjwSnj2R5OHI6K5+ONje3Yw7i8VSyDhjAkWeP5PKrRnBR32Po1z2XbI8TV6WOzc31QAkoASWwSwlokGuX4lXlSkAJKAEloASUgBJQAnstATV8LyNgVdq7aV95uI1dTOqLKVq1nnVrAkQP7ErO/q3pmAAeqSESJhYKkm9n4khsSY/MZFLcTlNTpzjdyWS2yZKFIDe2v4JgME64zpZaqASUgBJQAkpACSiB3UfAqu/hqJ7yWGkeeWvXsS7chsTMzvTulEaKr6a9Eh1L7kzmoddzx03XM+bPgzihvQeLICXlYSJxu+qt+Jp99FgJKAElsOsI7JQg164zTzUrASWgBJSAElACSkAJKAEloAR2AQHbD8tn8vEnS5nyczI9jjyAPge0JleGqvwjSYJc4YpygjGbqOXE5bBw1LtKhGwOHE4RK4wdK6ciGCVs4mhSo0kJ7EsEdC5KQAkoASWwrxKQ4BWrWPzlTKa+9QWlbbvQ/ogD6d3KSYpzyzm7E9PI6NqDdq1yaSUPTi5ry3o9UwJKQAnsTgLihnbncDqWElACSqDZENCJKgEloASUgBJQAnssAZvw+oXMn/QmH8wrZWFyH048dj+O7pbB5j+QIiGC5X7K41GC2MRtW/YNTUjq47I4ZJnWZQQqIoT0Va6GgGmdElACSkAJKIF9hcC+MY9oIeFFM/hkxne8+y20OaYPR/fvSWcPm95y3zxLC4fbjTctkVqfYohuSkAJKIFfg8Dmv+F+jcF1TCWgBJSAElACSkAJKIHmREDnqgT2EAKRn1nz3Xu88PhEvg21oPWZIzinXzsOzaxhX1WQqygWw1/1BpdVo7ruQ6vyo3ridin+YIRQpO5WWqoElIASUAJKQAkogT2LQIhI/gI+HfsSEz4r59us8zn9zP6c0bcFiXuWoWqNElACew2B3WeoBrl2H2sdSQkoASWgBJSAElACSkAJKIFflYANkZ+Y+9KjPP/YeCZaJ9Bj2LncOOIIDsxJxF3TNqcbt8dDksOBt+odLulds0Wdx7ZosSwfXrcTl7POJlqoBLYkoGdKQAkoASWgBH4FAr8810So+OldPnrxae5/o5SVOf0476YLOa1PO3p6fgXDdEgloASUQBMJOJrYXpsrASWgBH41AjqwElACSkAJKAEloAS2n0CE8MZ5LJr2Oq+//D7vzAnjPuFKTj13GJf0SSejdkAqwYMvOZV0p5OkX1aBtjG8NLR9OEgl2efGm7CN5lqtBJSAElACSkAJ1ElAC3c9AcsMESnAv2ImH701gdfenM2X0UPoOuhUfnPFkfRp5cVt2qgoASWgBPZwAhrk2sMvkJqnBJSAElACSkAJKIEGCGiVElACjSVQ9Cnz3vgPd1zyD55Z2pX42Xdz3/UDOffQrFrfM1Gl0J2AJzEJt8OJ07axrMqloKrKujPTxLY90jYZr9dNgrvudlqqBJSAElACSkAJKIFfn0AR5Uve57W7/8ydj37LuML+XHrntdx0xbEcmYwGuH79C6QWKIHaBPS8HgKOesq1WAkoASWgBJSAElACSkAJKAElsPcT8C9lxczRPHLP//j7i98xL70fhw0/l8vOH0i/rhlku+qZojMBpyeRNGy8sQgVsRhxCXbV01qK40TDUeISFLMSffi8ThLQ7dchoKMqASWgBJSAElAC9ROoILb2S2Y/80/+9bcn+M+XULrfCZx2+XmcM6Anh7eUZ6D6O2uNElACSmCPI6BBrj3ukqhBSmA3EtChlIASUAJKQAkoASWwrxKIB4mVLOSnWZOY9Nwz/Of5L3lvfVu6Xn4z11xzOlcdlUVGQ38NJXhxJqfR1hcjOVzKug0llEoQq25cNrFQKYWrC/HbDpytM0hNduFDNyWgBJSAElACewgBNUMJEId4KcXLZvPle2MZ8+iLjB7/M4tbD2XA5Zdzy++Op28rD14lpQSUgBLYywg09GfdXjYVNVcJKAEloASUgBJQAjtOQDUoASWwLxAoh+Jv+eDJO7nv1ke5Y6xN5gk38Jd//Z17rjyGE7qlbXsBx5GOq1UHDmwXIi2wnK9nLWFpcageOKVEi5fzw4wfWRkAR+8utM7wkFlPay1WAkpACSgBJaAElMDuJ1BG0Wcv8bY8D13ylzcZHzuSA/74EM/cezU3DzuQnklgoZsSaF4EdLb7BgHHvjENnYUSUAJKQAkoASWgBJSAElACSmATgdjGH1j0/nheG7+Azza0ocOZI7n06gu57szeHJibTFKj/gpKwpncio4HtCAnqQj/lx/w2ac/MLs4TnjTMFX7IPEN3/LtrFlM+qGMDd4sOu3fjpaJbpxVLfaBTKegBJSAElACSkAJ7M0E4kVEVs3ivTen8sYHqyloeTzHXngZ1/7uAs4/rB2dU1y4tjE/exv1Wq0ElIAS+LUIOFxd+9gqykB/BnbWz4Dq2ZN/ln4tR6vjKgEloASUgBJQAruLQFwGKmDN/Fl88PJ43vnKlkWcoxhy5UD6H5RMTkUZJSUlFBcX1xJTVoY/ECYsKjYt4riwXNm0ObwXnTom4Fg8hVkT32PC5K/4blUhG8oqKC9aT+mSr/hs8tu8NWkWk/25WO270benBMYSXGKLJiWgBJSAEth3CejMlMDeQyC2cRGrPhzPuEnfMn1lCvudcDqnnnAQx7QJU1ZaQulWz0bFlc9KJWXllIVixOThSN/y2nuut1qqBJobgUb9H8bmBkXnqwSUgBJQAkpACexEAqpKCSgBJbC7CMRCsOYTvv7kU56YsYp8FlP801jG3nQulw4bxHHHD2TQoEEMHjy4hpzAwBNPYcCx13LTv95j6lobf3STwU5XJp36nshhh/SgBz/z86R/8+hfL+OK04cwdODxnDBkKAPPvporb3ucp6evINZiEEce258Ljsol3efYpET3WxGQdbKtyna0wK5SWpXtqLq9p3+zm/Dec2nUUiWwRxHYBb5iF6jc5cj2Rpt3HIqZ9QbWLficdx+fxJKVq6kI/MgPb9zOPVefySnHHc+ggYMYuMWzkTwnyfPSwOP6MuQ3d3LN2ytYWBjZcVNUQ/MgoLNUAr8CAf3L61eArkMqASWgBJSAElACSkAJKAElsPMJ2LEAgZ+/ZMG875hbHidGiHj5albP/4bvZn/F519+xezZs2vJd3zz7WfMnT+dj79eznK/TdisBxnzHD5ofwQHn3AqFww+ihO6O0nYuJAfvv2ab776kq9mf8vsOT/xU34KKQedSL/zT+esAQdxaBp4tvHfndmbtlCYYHGAVT+XMuv1Qt58roDnXxB5voDRLxby0oQSvv4pwNqyCCVVAcJ6pxePY/kD/PRZEePGFPDs26XM/DlMRb0dalWUVbB+vvQdW8Br08v5Zn2cChnTMrwl0mUFKlg5p4TxYtuLot/Y+YLYupVI/fNSP/59mdNPQVbmRwnFao3V4Kn5IYlSViDjzS3hq3cLeEVsGi06zVhjhNFbU0v5epnoLokRjDekTH7m8spZ9mUhL79QzPSvQqwXW2RaDXXaVGdJ37IQq78oZPIrhYyb4GdRUZzAptpN+/IQxYuKmTi+kGfELmNffTJa6seNL+bTHytYLnYHzDQ3adG9ElACezMB8ZExf4j8H4qY8pb4Xvldr88P1Ff+3DPS9+MKVgXBfGyvqBQiNqH1fn7+rJCxLxXw3OgC6utvyp+X+hcnFDNhdjkL10YIbL7hiqrGJLmHxDaWMffjAsbI/WfidyF+Kmm8o7IiYQKrS5ku/vClZxu21fjxV8Qfvj8nwI9ia0lF48dpzFR2Wxu5NxJexpqf5zHpi3wWmYuHn7K1C/l53td8+fmX8jwzu9azkZx/Lc863y/gyw8+Z9qSUgpDDd7IqqZjY8ejRAJ+CaRVUC431pgZv6pWMyWgBJTAriKwRZAro99wVJTBHvYzoD+T+nu5Qz8Du8p5ql4loASUgBJQAkpgzyMQj4coLCiiIiYRAocLRBISEmhYHLicyUB72rZIJdVt1fguLQusznQ67myufuAO/vrni7h4WC+8Ho+Ug9ORjNM6gMNOvYrLbryZB/4whLP6tCAJsNgXNgmg+MOs+6GEOZ/lMXncGh64ejnXXbGUkZcuY+TIpVx+yQou/u0a/vtyHlNml/H5wjAbyhpYCJQFSjYWMO3pVVxz2TKu/P1a7n+rlEWyaBpqDLINJfw4aRVXy/jX3V/A2AVRSsJV45mFtOJivnpjNTeMXMYll22y81Jpu5VI/UgZ/7rb1nD/KwVM+sjPgmVhWfaDxizjIQulJavK+GaW9H16NY/cvJTLLl7G5aLTjHXZFcu44a/CZUIRkz4PMH9FhEi9im0JzhYy69nlwnUV948pZYHAqFyH3CaTOBXry5jzzApuv3w5V924kQ9WxSmo2a+wjFUzVnHz9cu4Sq6dsa8+uVzsvvI3K3nwxXwmfFbO9yuiVESq+NbUqcdKYNcQUK27kEB4o5+lk1Yy6qZlXHnFMurzA1uXL61se8VV0vfhIr4pg/LNdsbwz8/ng6eWMfKSZVxxecN6R16+lEt+t5Lf/ncjY6eUMk8iLsXiGyVt1tjQQTwcofjr9Yy9fxmXXbKc658q4s0fIzTaSwUDFH23gfuuX87FVy6tnNfW8900h8vEX1523UpufyqPF98r4at5FWwMxmnUf0BoaBK7vU7oFBVSKkHOFfJMZBaCnZI3/Gwkz05uN/Ikha9dK9qnJeB1Wo2w3MJyJuBJzSA1LZWMRDduh9WIftpECSgBJbBjBBw71l17KwEloASUgBJQArufgI6oBJSAElACdRFwJGSS3e96Rt75IlOnvMf7IpMnT6ZhmcJ7702U9o/yoASpBrW2SDarOjUGcCVnk9PzGA499Xp+e+eTvCM6p06dypQpE3lv6tP8766ruHLgwfRunUiau0bHvfowTMn3G5n62HKuvH4DI39XyN//Xc47xWE2Vi7xmWU+IxKKWVfOq48UcfvV67jpylU8/FoJs9bHKlvVh8CWNa+4WZZcHmDeTD8vfFLB2sa8NmSDLcEsE8eMxW0kbTmE1NmyWhozupFgZ6UVxs66Je/rcib/N59/3LyGP/9jA//3VhmLZMVVhtlS7+YzUR7x8/3EDTwuQaw/3lLAqGcDjPshSsg2Y5iPczJ5lFXflfPK/Xn8/bcruemv6xj1ehnzC4xNm5X9cmDslkFNbUyG+KVi20fSlco5R20MF3O+RS/Ra8oMLypDeJvsox42/o1BJj1RyD2/WSOB3XW8LnNbbQzbQqmeKAElsDcSsMVpxkUa4wvq8hFFJXHMCz1buSnRGTeOptLv/uIH69LB2iDrxhXz39vX8ae/r+ee98r5UfzutnnKfaW8ggVfhFn2o3FKcVa9VcpX0/z8JKdm1G3rAHMPMf/fgkb4w1BekNnPF/G/v63jlr+u5Y7nipkhgblQYwbaU9pYsvSbfjiHnH0zT8qVcl8AABAASURBVMvzy6Sp7zNF8oafjeTZ6d135RlnCpMe+Rv/O7UD3TNqPRzVOb8kklofx6CHx/PfJ+/htat7cXCGp86WWtgUAtpWCSiBbREQT7etJlqvBJSAElACSkAJKAEloASUgBLYwwnIQr7l8OJteQDdDjmOwYMGMkhk4MCBNCyDGDjoBAYPOZI++7emtQ9cEoARdTUm7MThSSO5RTe6HnQkJ554ougfXNlv0KCjOeKgTnTKSiLRWaPL3nwYClEyt4hprxfw7Nhi3v0sxE95TpLbJtHvpGxOPj2X007LEcll+KmZnDokmUM7WTg3BFn+ZTETni/k9XfKWCCLlkHq2CwLZ4IDb+X7blHWSKDp3XElfLM0gp9tbNLXIRfI67XwJFi4HFRqoXqTesthiW4nWe1TOWBANqeKracPzxF7a0o2w4dnMWRAIkdkx7GX+fl8ciEvjS1k4tdBfqznbbS4P0jeV4W8+0YRr02u4OdiC0/3FI4YlMPQU3NEZ27lOMNPz+GUQckc2crGtbKcb94rZOzLRcz4PszqrVaHwdjsNPOS2SS4LWQKNHazHOCQPh6vMPVYOOXcosZmWVhOC7ep8PjocGQmJ56czRli46brmFNpszk+/fRsThmcwlEt4sSXC5M3i3lpquTLopVhwxpa9VAJKIG9jIBlWTjEaTqN00jw0rNfFicOzWFr/5iz2ScYv2DkVPFvg07I4owhiXT0wRZhC+NzxL8kuNxkdU6l37BchonfHS5i+m4hw6VuSCrHH+QgrTDAnGklvPZSCV8uDFMGDfsZO0RgbTkffREjL+ikbXsnrK9g+dcBvl4bQ245omHbyXJYOMUnpnnFHx4l/vCUuv2h8eNDT0rluB4OskqDLJlVwusvFvCqBNU+XRejog5fzh65WdieHLI7Hsyx5plosDz3mLwxMngIJx7Zi6Pk/p8m9+3KOGYDc7RtF67EFrQ6/HiOPPpQBnTPINPjpOEL24BCrVICSkAJNJKA3Ioa2VKb7TMEdCJKQAkoASWgBJSAElACSmCfI2Dt3BntZHU717hdqi1K6Wo/nz2znieeK2fifDf0SWLY77K5799tGfN6Z96Y0IWJb4lM7MJbb3Viwri2PPNYNqN+m8hZLWHDJ8W8/lgh7yyIsqqiYWMdyJ+kEhxb8koBUz4PMruw4faNqY2FbQkVOehxZg5X/6cjb4m9E8Tet2rIxCrbx73Yiv/9PZ2bzvJwQDzMoknFPPtmKe/ODRHeajDDppwvXypkwvQw30tQdeBVWYz6XztGj+vCmzLO5jHM8ettefHRTG67xMvhvggrJhcx+eMKZq2widtbKd+1BTJeJGiTfGAyg29vz+Mv17K3is2ECZ0Y/3Ibnv57Ktf3c9M5HpVgZzHTvqpgo1i416zpiq2aNhHQvRKoTSAYgKzuSVz0YEcef60LE6p+/9+qN++K8ZlTp3fkvlsyOTIVkmspjUUtolE3J1zckgfGd6m8T7xV6WfNfeIXmShjvPlaO8Y8klnpG49IiLDy1SI++SLIHD8N+8aCIAULynjve/Bnejj7HC/7Z8bwrwjy8bdh1heLo6tlV12nJlATDdnk9E7hlDs78PQrXbb032JjJYsJnRkvto7+TyZ3X5PIKV1s/F+UMOG1Ep77IMDa8r3HI+6sZxqJk9aFdHNZvfU7y4DNI+mBElACSmBLAvIXxZYFeqYElIASUAJKoBkS0CkrASWgBJSAEtgrCDjciZVvLzlkbc1hR3DKmp6j8uOhdpL5BSUsmlXAM5PCfBryknFyFveMas3t12Qz4LBEOiU7SES26gUrhwtnWiI9Dslm2Ihsrrs5kQEZcQI/BBj7YTlz1piPxpP2tVJcil0Siurc20XXlhYtAyHeHV/EGx+UYYIptZpv16kzwcLjc+JwbOpuFt+qBRkbXKS1TeWgE3IZcUsLrhmRxJC0CGvEjo/e9vNNCchaML9sEfzrQyz8MsYqPKQdk86ZZ2Uy5MhEumVYJDip3MwY5sCdlkSHQ7I498p0zjreTdtYkE9n+XlvXhC/XDfTZneLw2nh9sk1TNp0AY2tNQWceLOS2G9gLsPOT2bY0WLoggpWzwuzIgLh3W2wjqcElMDOJyC/1pZDfJbxBZUOHWr6gW0dU8dmAkdg4RK/60sAj4PKrbYuU+hOTaT9wVmcdmYyg/o58Ylnmbc4xLfLosTENtOmLgnnRVi1MMSyoIOE/RM5clgyA9s7SF4b5P0P/CzMlxtLXR3rKpNxtu0PHXhSEul4aDZDr23B1TdlMKKnReJ3ZXwyupjPl8bYsfuVjcOOiiAieRzcLmdd1mrZziegGpWAEtjHCDj2sfnodJSAElACSkAJKAEloASUgBLYKQT2HiV5q+bRHKRg/WI2LPuKkpBFRYKHgDMbv9NF0JEqF8sS2dEUpXS+n+8/9vPBCheJB6Zy9sgsrh6WypEdE8hMcZr3ruoYxInL46HFQWkcc346J5/k4/DOFu6SCBXlMWTdbqs+8Rg4LQdtDk+k74leTmxrs+7rUqZOKWXm8igFdXXaSkvDBbGITTgYZ9Pia31tnXiyk8SOTFlwTeWcvrLgurGCH74s59MVUYpD1NhihMti5K+BWI6X1kckc3QvH+3clizt1mi2+VDKkxPJOjqdwWdlceFx6fTdL4FWXlld3dxm9x6Y7+KJCpNAfd9/VmmaE2d6Mvv18dCrJyRXxAgVx/FLkGsnXJbdO2EdTQkoga0JWGC+mytSEadiG2/bbt257hITzBKtRMM2QfEVktXdsLJUDBDf2PKIJA47JIGucpfYuDHCz+uj1B3kMo4pyIr5Fcz+PEa8tYe2R6ZwYO9kjj/CTXtPhJWflLFgWYR1ot+0lqzhJCbYMlhE/GFFff6wUoOFI8lLRrcM+p+WwcXDPPR0hln7uZ9PfwqzpITt3uI4CTgyKXcmiGQTSPBRWFJK/tqf5D7zY7N4rqn97LbdMLWjElACzZ6Ao9kT2BkAVIcSUAJKQAkoASWgBJSAElACvxqBT16/leYgH798I5++eTfLih1sTD6GdQkHsTahN4WuTtj1hFkaf1FM+CLIkq9DzJttU5ruY9jpaVx3ZhKpjVbihhaZHDUik2uvTeGPh7nYL82iVPrbIjWTWVy0XA683TM48ow0LrlU2hJiyUw/o98r56cNEgWr2WGXH3vI6ZlI/7O9dM+R+ReF+WJhiMJaH0dlFnKdMs3UFi4yWrrwSSCNbW4pdDu9DXe/1423/tmCu05MJGVP/UtcFn43TSdOsFwWq+UyxLNc+LIcpHphTzWb3bnpWEpACewEAnJXSPeQlZ5AL9HmDNoUhGzMnUhOt0zmf0UUljDn4wDvfeCg5VHJHNovhc6piRwxxMMB+4uu7wMsmB/mh0IJtcnplgp2xpkTh4zX94xE+hzuxBeP8N2iEIvWNeHtsVpmxCwPee4elffx9Z6D2Zh0FAuXr2Tmq39i5rg/N4vnmk9qPb/VQqSnSkAJKIFGE3A0uqU2VAJKQAkoASXQBALaVAkoASWgBJTA7iIQKi+meUghoUAxUVkFjDk8xHATs9yyKOjaCahloS4vwPffhPlulRP3EUl0P8BDT/mLMaHR2i1wJNDlyAyOPS2bE49OpluOCx9bb+btKlsCc7bYn9Ejhd6npXN2bxdd1wf49LkCPvgmxFJ76367tKSFhxYHJNG3hYP00ghffR9iTZnA3jyoG1+2m3bdwbHEz4I3CnhjeinfF8Ro+GP8LBwS0PMkOvB5LDxyuSx+hU14OlwyfoqLdAk+1m9BmIolhcya4GfKhxDo4aNVzwQ6OiCh/k5aowSUwN5CoNIXOPClOkmvy0HvlnlYmFe+yisiLJHxYm6LFDd1B9LlphdbGeCHFRHmRV0ceEgivbr5SHS4aN3bx0E93HSJRfhubgUzFoaJWKJwVySfi4SeSfTqnEAvV4yFC0MsWBNB7p7bNZpcBsw9vFLM/dzhIRKNyvNMoUiRSPFeJTvjOWy7QGonJaAElIAQkMdU2WtSAkpACSgBJaAElIASUAJKYFcTUP27iIDD6aZ5SIIES9yYt4ksO44l4S3LRIsk32G0sohIQZAly6OsDDlpfXgibVu78NLUzSI520tup0Rat0sgI8mBR1RYIjVT5bms8MVD4Ej1kd4rgzNO9nF86xjlX5fy/nQ/0xdEqJA2Nfvt2mM37lwfvdo4aEmMVcvD5AXiNei6SWktC6on+uiZGCb6ZRFjxxYw5rVi3v4wwFffVLBoWYi1RVFKyqIEgnEk7VqTm6Dd4YRQcZS1c/18MSvAzz9UMGdOoErMcQXf/+Dny4+KmTSugHc/i7Ao6uWwQSkc0ctDtoylCwgCQZMS2MsJSGyIoATyl37j5/MvK/jx+wrmbvYFgSqfUCP/To7nVTBvVYS19X2hYKWvtuRebOFyg9uigc0m6g9S9GU5334XZr6EttKyXHTJduHYqp9NxB9m8edBFqyzKWjl5cCeHrpnG/UOaJ9Itx7ipxLjrF8Q4KuvA2wIVRpjGuxkkfHSvXRu7ebANJuStWHW5MXwyyjbM6KZqoW96V4udxpL7usOucE7nAnC0Yhb8uYlglKTElACSmC7CIiH3q5+u7iTqlcCSkAJKAEloASUgBJQAkpACTSOQDwepVlILEI8FqUyrmU5ZGlMRBbEkCUydnSL2djhOIU2RFKcHNzJQ9s0545qbUR/m0hUxvEkcehZyZx0mpeDJcD06dtFjJ1QwmKJckUaoWXnNHFgeV1ktXOQIQuYzrIYYRlc4nBV6h0ktUrmiBG5XHlZEkO7R/nu9SL+73crufjURZzY/2dG/nkNj75byIyZhXy7oJwf8+PEq3r/qpmsprp8FqGFZUy+fTmXDl9E3wE/M3Dgoioxxz9zwoAlnHz6Gq78e4AZPgnmXZ/DfZekcvYBCbvQfFWtBJTA7iTgTYKypX6evWEplw79meNO+JkTN/uCRVU+4Zf8xON+YtDJiznt4UKemhuu01S5dVSWO8Wdu+VIXI7s60mhctZ+s4GXHinltVcjlOHiwK4e+nR249qqY4jABj8fjQ2xcLUT3xE+urR30rJatctLbncvx/SG1OV+Vn/qZ06BTWF1/U7PXSTnOsltA+5QjFggTlDGqJ6/HDY6mT623L9tHJX3c+S+HpcbfLzyXi/3++bybFNjno2Gpw2VgBJQArUIOGqd66kSUAJKQAnsqQTULiWgBJSAElACSqBOAocOup7mIH1O+TOHnHANbVJsMgJzyY4uJifyE6mxtcLFFtmBFIpTtjHCmoBNuQR6urR2kZ1c35+LMaLlAb5/fj1jbl3Fn25eXSk3S14tf/rjav78p3WMmVLO9yUQbcA8O25WNZ3QMZ1DT0jlvBMsUvIDfPV+Ka9/FWRZeQOdd2DKW3d1YLmdpLZwkOyWMdfGCEqQLVSzoduFu30qR5/ZgstuaMmNF6UwYqCDPm3C+IXJZ+OLePahPO6/L49Rt67jduFw9f24mXUWAAAQAElEQVQbeOJDPz+V2bKQWVPZ7js2hB0OM16UYGmQosIA+cK4oCBATTFlRSUhyoJRlq6PSZAxjlt+DlIq+5r+KkpACeztBMxbnRAjUFJBkfgA83tf0w/UPi70l5O/NsCKFRFWb/ERrr+QcLpsnM4IX7ydzz//tEbuCWv46y2rqb4n3HzzGm6W87/8dRU3/mE9f72nmEffDvKD5ab7aRkMONLHwRngsH7RWXkUDlG6spwPf45RlO3lsJNSOaSTG4nTgQSIwEf7A5M4drCbXHeUNT8H+WhRhA3l7ILNGOciMcNBWiY48+KEC+NUyEhxkaYmpx0hM7q88j6eHfmZzMA8OrVuRZ+T/0ifk27k0EHN49nm0BrzRDcloASUwHYS0EfV7QSn3ZSAElACSkAJKAEloAR+fQJqgRIwBHoceS7NQbr3Gc5+x1xEy+Q46RXryIwsIytSSEpsvSz1SVDGwNheicpCnT9KaRgiLot08zGD7vqUxYgGJHj14nqev281/3poTaU8JHm1/Ov/1vLPf63jpWkB5peBqK9PGZteTTPVSbQ7NI3TL/LSt6WMMb+c8RNK+ernMBFTbcQyu10otgwgKG3hYEvALxqzZSm45nhS70ggs3smJ17UkltvzmHULZn84Zo0TjkklS65blzrIvz8fZivZpQyY9wGnv33Bu57Ip8JM/zMWxslKPpraqx9LCPULmryee0hzHk8ZtS4SW0pnDum0LVLCp071xJT1jGJDq0TSLQilR9t+MGscuZIwC9quqsoASWw1xOIVf4yu8hsnUy7Til0qe0Hap13bJNKl57JHNTDQ9cMRx3zt3C6EImy9MtCxv7L3BdWc/+Da6i+Jzz00GoekvMH7l/Lv58o4uUP4yz1eOgwKJUzr87k2F4JtAC5l7HltjbE2h8rmCNBK7/XIscdZ8OPQTasDrN0aYjlki9eGaNI7lkOp41/bZiPPylnifjaLRXtvDNbrLSNP5V7RDxsV34nl70d6p1yZ0uPriIrko+5n6cF19KuZS7dDzuD7oef1Syea2o/u20HRu2iBJRAMyNQ33TrujvV11bLlYASUAJKQAkoASWgBJSAElACSuBXJGBHg8RlNU0ScctZ+WaQjXPHLZLAli/ZSWYCJElEqqTcJrg5slS/eqvOKvNn5ibxeaw6Pn6qdiczm01lzhY+Og7JZsQJXo63QiwcXcCUDyv43C+xMNPEqDX5LpEY8XCEjT/KgmmBDNDGic9n4ZHDupOL1C5pdDy6FSdf0Yln3u7Ox5934cN32/HMwy14eFQao65KoGsowsrXCrjvNysZNbaUictiv8T16lIsUM3bDJLVVVt/mcEoPxzxOFu3kbqIRNd8B6Yw9N6OvDipG5/N7M6MGVvKRx91Z/rUjkx4Lov7hzjotaSUR25dy39eLmFukMqP5dpauZYoASWwNxEIScAorVsyVzzamRff686sj7f0A1v5hVn78cGUbrzzx0yukWBUnXMVH1NneV2FOQn0vjSDm/7Tlgf+3oo/Hu9jv3RHrZZGYZh1PweZ/2WIYqD4uzLev3UFFwxbxNHH/sQJJ/zMAMkHnr2WSx4IM3+dNCqIMO/FYr6ZH2S1nMZFdl4yNkUoXRllwyKbSKYDd5YDH1DbeilqRLKIy/3bvMxcfT+PxXeuxY0wQpsoASWgBPYJAtvnh/eJqesklIASUAJKQAkoASWgBJSAElACexcB245XBkhsy9htsSk3xzsoCQ68GW5aSLArORhnfVmM8ohdj1InrqQkDh7Zisv+1o6//LUtt4jcels7/ir5X69M4dTDnNLXIhoDi6ZsbhJapTJgWBInHeMkqyzIx++W8NoH5awXXYh9u+6PWJmvGFxeLIuXLgdJ7d2kJTpIrNd8C4fbgcvnIinNTau2btp0TqJ7n1QGnpLBKWfncuZFLbnjz+mMOMxF6toAs94s5b0ZAdbWWse0ZWgjlhWnQvgXS1AvVqsN9WyWEHY4pTLFiTPLRUaKVbnoKiVbJPPmgVsCmVmdvfQ80ENO6wQ6dNhS2rVNoFP3FA4ZkMkZp6cw/CgnaYsD/PBlgA8XRSkLb6FST5SAEtgLCZi3OhMSnbTq5qNnjwRayu99h1q+YIvzjuIn2ifQPstJhteqY8Y2MfHPsaiLLkdncckt7SrvCbff2nbTPcHcF6rklj+35Z6/teKmS7MkWJVGv95eshMtCfVQaxMHGAmw6LuQBOHiFAVkgHgY/8ZyVq/0s2y5nxUrREy+uoI1+RFCJkAUixJdFGDxighLAqJSfKvsq9LOyOIE/XECAQtPazdp2U5SRa1xwZI1PW3GKQeSzH2g6Uq0hxJQAkpACTgUgRJQAkpACSgBJaAElIAS2ExAD5SAEmieBBKcJGQn0DHDQY6sgC5dEmRtoSwqUsdmO3ElJnLgRS24+O623HdvG+4XuecfrblX8nv/msJlg6WNdA3VGyiTyjqTBZaXNv1T6H9aEv3TbNbMLuWtCcXMXhulOAIO85oTu2KLEyuLsjFgE0p0kdvBTaYsvlb/0WyHYwRKpH5jlJLyOPVPzU1aSx+tuqfR7WhhdGsOd/w5hdM7O/B/U87XErBbFrIprzEFh9PC5QLLilEmi7n5Emgzi8Y0YovHbKIVEPU5cGW76g1yYUE8ahP2xygp2cbKryeJtsemMXiYj35J0mdliE8XhvBLAA7dlIAS2LsJGF8gfiNYFqNUfMfOmEwsakmgy82Rp2Zz0/2tK+8Jf7+nzaZ7wr2/5Pc/2IZbr8/l4mNT6N3KhcTd6x4+Kvef1X6+nxPii3UWnqQEUnK8tGiRSIvcRHJripTl5kpdTgKpCeCyIyxZFGbOTzEqJFbGTtvEb4ajFIsPLRCHmtbGTW6Wi5Sdpl8VKQEloAR+BQL7yJCOfWQeOg0loASUgBJQAkpACSgBJaAElIAS2F4CDie0SqLXoW66JYeZ+1Ixs+cEMZ/+tJVKa6uSLQuiEnCpWljcVtMtO9Y4S0mna98MLr/MxYG+EGs+8jP6/QBz1kRweS0sCyxZb2RnboEwgRXlfLIuxlLbQdsWbtI9jsoRZEYUfbWO1+5exMATl/P3l/x8H5LSRtmQTJuDUjjtXBftE6OUr4ywoRh+WVt2kJzqJC3bQdxpE5RAlJGqgbeRxYiWR8lfGKdio415Wytm21Th30bfbVR7XfjSE8iVAJwtQbkN5RLs2imK0U0JKIF9jIBVNZ+Y+C/zwmejXGNVn7qyeCDCujnlfLMkxDK3h35/bse/xnXn4xnd+eCD7kyfXkOqzj+blMvjN/o4VDzgd9PLeHNaKavEnrr0b1dZVBzgKj8/rArzWamDNAlwtUxzUD337dKpnZSAElACSmCnEHDsFC2qRAkoASWwiYDulYASUAJKQAkoASWgBPZKAk5I8LHf4QkcuJ9NaEE5X37s56MlEUqbOp9gnEhAFgOln1noNCKHTUwu0jolcdRZqZzcy0m7wgpmvVrEezMqmLvBJhwD5079azZGaKno/iDA3CILR4sEjuqZQHaSxabNwmNHKF9XzvfzS5n2ZYCvV8ca+XGRDtwJFkkSfHIAYjpxOa7JxZHpIreVm44yXNnqMHN/ClG2CSENbyECeUEWLrcpTnSR3MlFhtuq8+MKG9ZTd60ldsYkmlgRsykP22J33e20VAkogWZJ4JdJi+8C8RHiK6IRqP9N11+61H8UJZAfZN7UED+ut4js5+OYgSkMPt5Hj/19HHCgj4MOqiEHeCvPOx+ZxgknJDGgB7hWVbDoswDLi23K6h+oaTXlQZbMCPDtwhjrxN8evJ+H7q1cTdOhrZWAElACSmCXEHDsEq2qVAkoASWgBJSAElACSqCKgGZKQAkogb2BgFmhTKBNbx8H9U2ghzfM4k9LGT++hG+XRyiKyvJl3JYlzLrnEq+sk+BWKMSqFRFWrYljYjROp4XDqGY7Np+HjCMzOX1IEqe1jVEyvZgpEwNMmhOnQhZR3Y1dW9zW+OZzAUN+5n7m5913Imxwu+kki6gnHuAha3OQy0FSJx/dD/bR1W2Tt6yCTz8PsLo0XslEpl/3BCVIZN7ZWr24gq8/i1PmdJLW3kVmEnhq9shKILedlyNSILqkgo8/KmPh+gihmm1qHcfNl3atDrD8ewm4bZRF5c4eOh7po7XHwlWr7RanloWkLYq2PpEQXH6IDatCrBbWoQQHKaJXLufWTbVECSiBvZOARSN8Ab/CFqJ0TYDPpkVZG06gxeGJHNrOQfY2LfHi65DI8YOddHeJ//whyLylUdbX50hl/pUqq/PKk613tnHwdoB1P5cxeYLoXGOR2M1H/4O99Gypy6pbE9MSJdDcCej8fw0C6o1/Deo6phJQAkpACSgBJaAElIASUAJKYI8jYGF1y+DAEzO5+njIXF3G+P9s4Oq71vGvl/P5blEFBXXaHKJwZRlzpmzg3f8s55YHS7lvfFyCXDYJTkjwsPVCKo3ZnOBO5tCTkzn5TA8HEmXVdxE+/iRW+ZaA22XVrUTiM6bC5XWQlOaknlamiUSUAqz/diNvP7iO/zxWwvMLwXNUKof3T+aQDEje1Er2oqV1Eh0OTGJYDxvH7GImPryOfzyfxytfB1hRVjWotPwlxaColEXTNzD2lSL+7yubwAFJHHJiEj0keJb6S0OZp4ckWZw98iCLliXl/DShgEdfKODNuUGKarbbfFzBxjkbefPfhTzzvwo+i1t06OnjpMN8ZCRYm1ttcSAmOoSZJ9lJWmo9bSo7xKG4WK5nMW+8HGBmGaS0SmDg/h7SvA31QzcloAT2BgKVvsCBz3xMqncPNLgsSMHyAB+uj1PRzkfvvin0SBd/vk1TxbfleOl9nJdObWwK1wd56aNyvlsV3bqnYeC28KY4SU9uyK9FqFhZyBdj1vPUfXk88kGEZbmJHDwsjcPbOWm7tWYtUQJKQAkogV+BgONXGFOHVAJKoAkEtKkSUAJKQAkoASWgBJSAEth9BHy03D+NYRemM/QIB63KAyyaUMToJ/J5/PF8HhN5SgI248YVMm5cEa+/ms8rz+bzeGV9AU+PlsDI/BglLXwceWIGJx7upWsSOK3tnYETz36p9B6YymlHOUh3xPGXSBAGsOr5a9bhAlv+bfiujJnGvlcLGf9aEa9KvkmKxPZCXns9n2cey+exJwp54rkypi+yCXZP4ZThaZx0lK/yrQGLGpvDS6ueKQw7M4ljWsewfihlwosFPCk6nng8jzEvFfL660WV44wz443O5+nHCvjfo8WMmxlmRZqXQwemcPKxPnJlcbWGZjlMIKlVIked5uOIzpC8ws8Msffpx/J4/KlCXnhZWBudUvb6G3mMluvw+JMFPPliOR8sB+/+qfQ/LokTu7rwOdl6k4k43eBfG2LB5ELGPlfIW29ssnUTk8JKu18T+19+IY8n/lfAY8/K/L6MUdo+id7HJDGkm5s0jyjaWruWKAElsJMI7A41rgQo3RDii/EFjH2hiDerfEtNVd72nQAAEABJREFUX1DX8cvi4yZO9/PVGvEL5ou3domxMQI/VPDjl0EWhF203N/HQPHHuYmOxo2W4qZFryT69HTR0Qoz/6My5v8UogRzX5BdVXJIwL9sZZDv3ynkxTG1/eEm3/jaGwW8+Fxe5X3vf08U89r0MMvTffQalMZ5Q1PokuFAPWIVUM2UgBJQAr8yAcevPL4OrwSUgBJQAkpACSiBphLQ9kpACSgBJbALCbjSE+l6bkuu+k0GfzzVRUY0ytrPy3nmP3nc+ZsVXHPhEs4/f6nIEs69YDkXXrmeOx4o4um3g7z7kwtHzyQG3pDFHY+25rJhyfT0gqwnbmGxvcXZNk6sZHIPzOCCyzwccbjjl8b1KHFKAMkmzqIp+Tx/i9h3wVLOPm8JF0i+SZaI7Us579zlXPX7PP7+XJD3llsgwbSTRmZz/fAUBrevK1LkJqVDCn0vy+LCC5M4qRsE51Qwc3QeD/5lFZddvJRzz11SOc75ZrzLV3P134r4z8QoP4a9dDg1nYuHJjO0h5uEX2ZRdeTAk+bj4PPSGTIsiePNm1YLK/jwqY3cds1SLh0hrI1OmcO556zg8t9s5O6ng7y/EcLdxZbrczh1YCK9E9mKddUAuLwW8ZV+PnhwFTdesZQzzllSaesmJksrj88T+0dcuprrbi/h6Y9iLHJ5OOjCLIackszR6RJMs6q1aa4ElMDeSsAjfiK0zs+4O1bwh0uXcFaVb6npC+o6HnHxEq69YwOPfx1hdXk9DniHoJj/wCABrs8CfPlhlCLjE3slMmR/F14XjdvcLqx2KRzTx8sJrUXf12X8OD/E9xXiK40GB1jix1xyX8pb7mf6fau44bLa/nCTbzzvnGVccsU6/vygn5e+irPM6+XQc7K58sJ0Ljs0AfP9h+imBJTA7iCgYyiBbRIQ977NNtpACSgBJaAEdpxAZ1Fxs8gUEfMXQbUUyrkpu0byLJGmpFOk8WMii0Wq9Zl8tpybcjOmHG4zmXHPl1avitSny4wl1Y1KZmxjR6Ma72CjftL/HhEzZzNmtZh5mPmYeUn1NpO5NqavuRbbbFzVoLqP6VdVVJmZ8+0Ro69SwXbuTP/6xt2Rn7PtNEe7KQEloASUwO4lsDNHkz8TE3y0P7Yl59zYgRf+k8tDf0/lios9HOON4sX8F/6IDGjEfAyUTY/+iZzzp1z+cH97nrqrDQ9ekskx/8/efQBGUW1hAP530xsJKYTeEnoVBBRBQaQJSLGXp4iIYkFFeu+IFRuKoGBvgKBSFDsqvRfpvRNIQkJ6dt85m0zYhN00CKT8eXN37szc+s3MRva82YS5obSHFMu0yK+qVAsSYuUDTAmenY+3IjE1UwGHG26BngjvHIiuN3qgtYwBSMGp6FTEyRD0z6VkVLJYkBSfikg5boEczDalwKOiG258uDT6DCqHscPKYMh9pVCvjAvMGQ1mybi6wbNiANo8VBbPTSiH0QMD0L+rK9pUydqXGkndpt7o/nAwJo8si1efD0a7Oh4oBSc/Lq4whwaibZ/yGDmrHCaM9sMDLcyo6WgOrmY0vNMf9w8tjxFjy2FwNx80K+/quGExSRXkqCg9V5qyjjXrthUBN/qgQ58QDBsl43jYHx3quDlum3spQIEiI2CV996U+BScz3gvyM37Qeb3h1MRKYhKsCJF4kfGxK3JqUiISUEKUhEr7+naqnEsT2ur1DwZg7W/x+GXHVZYJGpfsbY7wqSR3L8DyfugpzfqXOeOenUssJ6Ttv69gB82JCFOmtc3d0uyBTGRqfLOmiwt55SAOt1K4c5nQtPeD58sjU4NPSBxQpikNhcKUIACFCgcAubCMQyOggIlW4CzL9YCQTK7GZL2SZomqaMk+6W0bOi+92W9R9J9knJaNHilwZjFUrC/JP3vflllLNdLTvdrv5LNdtHAiPb7pZS6V5KztrQvDShJEadLIzmiwSbtW7IFumhfarBCehkhSecsq4xF56Hz0XlpwEvLZxwsgRn762y1zL+kewgBFwpQgAIUyF7ADDd/T1RuEoiuDwahb99gPPZY2rpvl2C07xiMDpLa3RqMLl31mKS+QejTOxD/a++H6yq6I8DRp5ImM+DrjdotA9CzS2m0q+eOan65+KjQ7AqXSv5o1SGtj+7tA9GttQ+ahJrt/h/+0o6XFyo19EcPOd65nYyxUzA6OUgdOgTjNhl738eCYST9+qkWFV3hY0Lm77WSzYuLHHSVuYX744Y7gvDQIzJvaeMx8bmrRzDaSp+dxKWDrG+X/X1kvx7rfXcAetX3QEVvqX+xsSw5OebijtI1S6HFPUF4oHdQmvk9wbi7czBulTHrXG5tE4yHxPqxPno+gnBv91JoUsEVfi5ZmjM2vT0QEB6Art0D0eqWIPHQ5NjltrbB6PFAWrt9Hw/G/+4NQJc67qjgIWMz2uOaAhS4LIFrVdnF1wNBdUujfbdAtG6j7wOaHL8X6HuNfeoo72vtbgnGAxLwubmKCwI8jFmY4BHqi5o3BaJLR3mPbuCOYHm7MEsySuR6bZFKVlcZYylc3ykI99xdCjfWcoNnrhswCrohuK4fmss8u3cKwM31PFDGBTBb5birG7wr+OHWHqXR5eYgdJR+Ojr4HaFzv1Xea+99VH9HpL0n6vthJ3kfL+9lAn8oQAEKUKBwCZgL13A4GgpQgALFSiBIZqOBGCPo85Nsd5EULEn/y1iTBmPul20NgpWWtQZlsgtOaZvrpJwGxvTvkD8peW1D2zJSa9k3VNJ+Sc4WbUfHpoE37VfHpuNoLBWMdnStben+r2W/s6W6HNAxb5L19ZIKetEAze/SiRrICu/Ji45Tx2sknYcaqJH66NhyE0CUpi57McaQdW00rOPKeky3XzYKXOZaz6W2Z5+yeqifnrfL7KpAq7NxClCAAhQoLAKe3vAPLY0bWpfFI9OrY/rCGljyYzgWS1r2UxgWflcFAx8MQfuaPqgX4pL9/7vdxQUIDcYdA6ti7sKqmHiPL9qWz80/S/XXmheqdCyLh9+pgXlLwjF3dAj6NHRFaSMAo5+qBgWi5YOVMEeOf79MxvhDOH5wkBYvDsdSGfubo8uhd6tSuKGWBwLt/+aLdpetv4zZ1RMVa/ujyR3l8cDwMHz5bTh+lj5/EJfFy2pg0czK+KBfCLq08kVokKs+QJBtixcPaueeCKkShDaPVcLAz8Pxxffh+EnGrHP5aXk45rxTCc90Ko02YR4oZ4vKXax9SS6kFKp0qIwZc8Lw+y/hDj20XU1Lfw7Htx9XxUu9Q3BnCx9UK+N6SXPcQQEKFE0B91A/1LizKl7+IBy/yfuI3vO5TT/K+9qyX2pg7stl8VwLd1TyNaUjuMCvUSi6DKyOhT9WxtAHfFFb3jZkST+eh5WLG1BW3numVMMHP1TF54/7o1t12ZeHJtKKmmCuEoybelfHPHn/nz+xDF6QMftrU24+CGpWDhPmyHh/rYEf5bgmRw76XvvZrMp4ToJlHRp6oyrfD8EfChSgAJumwGUJmC+rNitTgAIUoIAzASOIpEEfDbRooKiTFF4i6awkY9FA1FeyES5pqCRdNCimX1+o+axpouwoLUnbrCHrmZK0DVllLH9LTgMmT8na2aIBLg0SaTvG2HQcm7NU0LZ0/32yX/Oyylg0SKLHNECnY9YD2p6uCyo1koY1QKMG2m9j2dZ5Zh2bzkMN1MgI0GkAUetLlRK3GB5t02eufoPS81xRgAIUoECREbh2AzXJ55kmCSKZXUxwcTXBNUtykX9ZymFoOeT0I22Z09vRermqk96mMQZb/y6A9qmH9P+gb6y1jKMx2upkHbeMwyxj1zGYtIE8Jls9GYTO55L2pW2dnxzOnUuWvrVts1R2OBdp2yzjlsPIzbhtJlLnkjFm8TCOX864s0yDmxSgQGERkDeLvL4XGO8JGWt5HzHed4z3XX0TMt4D9b1Dusn/jKWytmV730t/j8tXY9KOztU27qy/K+TN1UXmYTvm5D0w45iU0znZ5ixt5mssrEQBClCAAgUuIL8yCrwPdkCBqy/AHilw7QUGyhA0wCUrPCQvGgySVbaLBmWmpJfQry/UIFL6ZsaqQ3pOn16yD5al787VarKUMsZ2h+RzMzYpdslSXvbcK0kXDTjpU2ov6UYBptnStgZoNJimFhq8kV1OFzXSAJ0+/aaF5utLCU7qpdeOEqiLrpkoQAEKUIACRV7A+OzRWBf5CXECFKBA7gVY8poIFMX326I45mtyctkpBShAgSImwCBXETthHC4FKFAkBDQ4NSJ9pBq00qe30jdzXI2UEhowkhUcPWmjX72nx6L1JR/Jfmz65FjWJ6Dy2qQGj/RJMH0SLS/zzGs/Wl6DMkZwTgOHWZ9g0zLOkhGMUz9tx1m5Yr0/fXJ/pa81WJie5YoCFKAABShAAQpQgAIUoAAFKECB4iLAeVCgJAkwyFWSzjbnSgEKXC2B9nYdvW6Xz232lfSC+hWA+rWH6Zu2lQaVNNNPX/KRjMCZBtL0ybF8NJFRRQNkzWQrv0+CSdU8LT3SS6tBXgNqGhAzvrbwxfR2SurqaEmdOOdNAQpQwIEAd1GAAhSgAAUoQAEKUIACFKBAERZgkKsIn7yrO3T2RgEK5EGgZ3pZDaro1+Wlb+Z6tdyuZB27vGZf0xdJ+kSSBpeyBsHkULaL8RSTji3bgoXwoPE0ln5lYX6GtzC9kvE0WPpmiVvVK3Ez5oQpQAEKUIACFKAABfIgwKIUoAAFKEABClCg6AgwyFV0zhVHSgEKFB2BjulD3ZC+zutKnzoy6rQ0MulrDWwZf1NJgz57ZL8RuJJstksjOWp8Rd1SyRelpZXdYLfb5fOStX+Cyb69vLSRuWzR3DKCsPpEXNGcAUdNAQpQgAIUoAAFKEABClCAAhS4mgLsiwIUKLQCDHIV2lPDgVGAAsVAYNtlzCG7AMRT0q7+PS1ZQYNWX0pmr6Scgl1+UsZYjhuZIrj+L59jzm+9fHZXKKvpNWIEYccWyhFyUBSgQJEX4AQoQAEKUIACFKAABShAAQpQgAJXS4BBrqslfWk/3EMBChR/gfOXMcWcvuZQ/56WfmWh8VSX5o1gl7OnlErZjcf+aTG73UUim5ONs0nkt56z9orSfr0mZsiA9RqRFfS6yevfNdN6TBSgAAUoQAEKUIACeRdgDQpQgAIUoAAFKECBAhJgkKuAYNksBShAARGwDyrJ5hVfNFClT3VpgOun9NY1v0LykyVlXS4n6Ja1rQLazlWzef07ZLlqtBgV0ie1rDIf+6TXRH/Zp8sUedHrRlZcKEABClCAAhSgAAUoQAEKUIAC10KAfVKAAhS4MgIMcl0ZR7ZCAQpQwJFAfUc7c7lPAxVaNFpfckga7OokZVpLMr7mcITkh0hytuiTPc6OFfb9dfI5QPs5x+SzDUfVDHNHxwrLvn0yEH16S6+RkZLnQgEKFCUBjpUCFKAABShAAQpQgAIUoAAFKEABhwLFKsjlcIbcSQEKUKLb7GgAABAASURBVODqCxhBjyb57Lq6Xb1Vdvmcsn9LgWaSvpakyzR5sW/L/u9wVZRjRWmx/3ta9fI5cGPOkVJ/s6QrtRS2r0HUp/pMMjn7FC7b+vSWXiOS5UIBClCAAhSgAAWKtgBHTwEKUIACFKAABShAARVgkEsVmChAAQpcWYGf05u7V9b5+Wq99lJPl/wGY57WyunJaEs39YkvfaJH8731pQglDSQZwcO++Rx3j/R6xvlJ37StjCfmmtu2+EIBClCAAhSgAAUoQAEKUIACFChaAhwtBShAgRIpwCBXiTztnDQFKFDAAt/Ytf+YXT43WQ2KDU4vqF8vl57N00oDQvo0j1by1xe79EF6Xr8O0f7r+9J3F+rV7PTRXS/rvI69kdTRoKOs8Im+ZEnb07dLy9r+6TfZdLoYT+qtd1qCByhAgUIqwGFRgAIUoAAFKEABClCAAhSgAAUoUBwEsg9yFYcZcg4UoAAFrr6AfhWe/VcGaoAlt6OYKAXDJOlTXK/LOr+Lfj2do7ofyk5tW1aYC0CDarIqEss8GaXxJFpexq5zNAJkGvxbIu1kXfRr/AyXu7IedLCtgTAjaLbUwXHuogAFKEABClCAAkVLgKOlAAUoQAEKUIACFKBAERRgkKsInjQOmQIUuLYCuexdvzLQCJr8LnVy8+TRDCnXX5Iu+veT9Ikszec13S4VNFAmK2hQR9dG0jbvSN/QMsskn5cgnBS/ZouO3fiaRWPsGmzKbkAa4NI56tNfej6GZlPYeHJO/5aZGjorqm3qudLj+hWKGiDTPBMFKEABClCAAhSgAAUoQAEKFCMBToUCFKAABQq/AINchf8ccYQUoEDRFNCATFsZugZW9CvwVkheAyMaPNEgiWzaFg0wPSG5vZKMANf9kv9KkqNlrewcIkmDZlpXshmLbuuxxel79GkyfaosfTNjpUEZ7UN3aPBnk2QcjU3Hqf3o+HQ8mpei13TJOnYNMk2WEWUdm27r/j1yTOeo50HPhyMPKWJb9Mk540kxNVQTNbUdlBf1uE/WGjTTr3vUNvP798GkGS4UKFYCnAwFKEABClCAAhSgAAUoQAEKUIACxV+g0M2QQa5Cd0o4IApQoBgJaEClhszHeJpKg1gaPImQfdb0pAGm9yWvTyZpgKWL5DWgJCuHiwZs9EkjDZppXaMdXeu2HtOK+lSSPk2meUdJ+2gtB7RPWcHR2HSc2o+Oz/hqPi17rZOOvbEMQseuAcQRktdxqoGRdFv363H1zynAJU1AA5N3SkYDZ7Kymaip0aZ6fCkH9BxogCs3bUpxLhSgAAUoQAEKlEwBzpoCFKAABShAAQpQgAIUKGgBBrkKWpjtU4ACOQsU7xIaOOkkU9SgzBRZa8BFVhmLBmr0iSt9skr/jpajvxeVUVgy2o5+5Z62o3VlV8ai+7QPLZObrzvUp6K0Tw2saVDMCO4YDWogx2hTy2h549i1XmsAMbux61x0ThrIU38tn5sxa7lmUlDPh54XNZBN26J59XhStjR4qWUly4UCFKAABShAAQpQgAIUoAAFciXAQhSgAAUoQIErLMAg1xUGZXMUoAAFnAhoQGSkHNOAi0nWRtJAjX4Fnj6dJLtzXLSdl6WUtqN1jXZ0rfu0Dy0jRXK9aGBNg2Ia3NF2jBQoLRhtahnZzHHRsRn1cyx8BQrouByNXeei+/MbmNPzoedFDYz5aF49Zsq4NXgpqzwtRjtqlKeKuSys7WofOsZcVmGxwizAsVGAAhSgAAUoQAEKUIACFKAABShQ/AU4w8sTYJDr8vxYmwIUoAAFKECBqywQ3Htcm5DeE3pf5W7ZHQUoQAEKXHsBjoACFKAABShAAQpQgAIUoEAmAQa5MnFwgwLFRYDzoAAFKFB8BUwwVwUwJ7j3xI0MdokEFwpQgAIUoAAFKECBEizAqVOAAhSgAAVKtoC5ZE+fs6cABShAgass0Er6s+YxaR2pUiKWZTLLvPhoealSMhcTrPr353If7CqZTJw1BShAAQpQgAIUoAAFKEABClCgZAlwtiVKgEGuEnW6OVkKUIACFKBA8RNgsKv4nVPOiAIUuHoC7IkCFKAABShAAQpQgAIUoEBRFmCQqyifPY79agqwLwpQ4MoI/C3NmPKYtI5UKRFLJ5llXny0vFThogIMdqkCEwUoQAEKUIACFKDAZQqwOgUoQAEKUIACRUiAQa4idLI4VApQIH8CnpVroXSr7gjpPcHKRANeA1fyGrg2bck7wRxJThcGu5zS8AAFKEABClCAAhSgAAUoQAEKUCAfAqxCgcIrwCBX4T03HBkFKEABClCAApchYAS7JLD5RkDvcQGX0RSrUoACFMi9AEtSgAIUoAAFKEABClCAAhSgwFUTYJDrqlGzo6wC3KYABShAAQoUsMAfVuCFZFjGR80dF1XAfbF5ClCAAhSgAAUoQAEnAtxNAQpQgAIUoAAFCkqAQa6CkmW7FKBAoRFIOLwLkX8vwpm5Y0xMNCjk1wCv0Vzcp/Lm8qik7BYjuNUzYu6Y6QxwZUfFYxSgAAUoQAEKUIACFKAABShwDQTYJQUocIUEGOS6QpBshgIUoAAFKECBay7A4NY1PwUcAAUKQoBtUoACFKAABShAAQpQgAIUoAAFHAswyOXYpWju5agpQAEKUIACJVOAwa2Sed45awpQgAIUoEDJFeDMKUABClCAAhSgAAVsAgxy2Rj4QgEKUIACxVWA8yrWAgxuFevTy8lRgAIUoAAFKEABClCAAhTIvQBLUoACJVOAQa6Sed45awpQgAIUoEARFrBssgIvJMPCv7lVhM8ih35NBdg5BShAAQpQgAIUoAAFKEABClCgWAgwyJXtaeRBClCAAhSgAAUKm8CZueM2RcwdMz1q7riowjY2jocCFKAABShAgaIqwHFTgAIUoAAFKEABChRFAQa5iuJZ45gpQAEKXEsB9k0BClCAAhSgAAUoQAEKUIACFKBA8RfgDClAAQoUAQEGuYrASeIQKUABClCAAhSgAAUKtwBHRwEKUIACFKAABShAAQpQgAIUoMDVF7jaQa6rP0P2SAEKUIACFKAABShAAQpQgAIUoMDVFmB/FKAABShAAQpQgAIUKHABBrkKnJgdUIACFMhJgMcpQAEKUIACFKAABShAAQpQgAIUKP4CnCEFKEABClxpAQa5rrRoIWvvhpqVMaNfD/wxoR82vf4cTs8ZnZEOzRyGVS89jU8G3Isezetd1sgrBvlj6kOdHPaz6+1Btv16PL+dZDcP+/Z1HPnpQ+upkfrkpz7rUIACFKAABShwhQXYHAUoQAEKUIACFKAABShAAQpQgALFX+AyZ8gg12UCFtbqGhRaOqoPvh/+CO66sQHqVgpF+dKlMg3Xy90N1UMD0em6mvigfy9bwCs/wS4Nkv0zpT8ea9fMYT+lfb1s+/W4BtU0oJRpINls6Dw0+JTdPOzb13FoUC+bJi85pHP+cWRv2xgvOcgdFKAABShAAQpQgAIUoAAFCokAh0EBClCAAhSgAAUoQAEKZBZgkCuzR7HY0iemvn7xATQNq5Cn+WjAS4NduQ0SabBKg1YaJNOAWW460z6mPNgpN0VtT5hpcEsDdLmqIIV0HBrUe7x9c9nKftHxa4BO55w1AJh9TR4tAgIcIgUoQAEKUIACFKAABShAAQpQgALFX4AzpAAFKECBEi7AIFcxuwA0aKNPTGmwx5ja8cjzmLdyK/q9twBlHp2Yke6Y+jE+/HUtdhw5ZRS1rTVIpE+B2TayefnsuXttT4IZRfafOmdrT9u172fkFz/Z+o+MjTeK5rjW/jV4Zl9Qx6njdTaP9fuO2Rd3mjeCW/rUV9Y+nFbiAQpQgAIUoECRF+AEKEABClCAAhSgAAUoQAEKUIACFCj+AiVrhgxyFaPzrU9w2Qdt4pOS8dr3K9B44Jt46oOFWLhme6bZrtp9GMM/W4Y2Yz6ABqY0GGYU0KfAsnuiS5+Usn/CSoNoNwx719aetmu0o+tZy9fY+q/17Ku2IFhsQqLudpo0wKX9GwU0eKbj03HqeJ3No/Okj9Bk0FtwFuzSrz7Uto3glhEIVCejL64pQAEKUIACFKAABShAgRIkwKlSgAIUoAAFKEABClCAAkVagEGuIn36Lg5eAzgPtG6csUMDN899+AOmffdHxr7sMhqY0mCYPi1llNMnuno0r2dsZlr3alE/Y1uDUBpEy9iRTUaDVNmV1SfR7ANcGrDS4JmOL5tmMw4dPRsNDXZpYC1jZ3qmQZWytq9wNIJbulsDe+qkeabsBXiUAhSgAAUoQAEKUIACFKAABShAgeIvwBlSgAIUoAAFipIAg1xF6WxlM9bpfbrBCN4YAa6sTzxlUz3j0ENvfg37rxUc1qtNxjH7TGlfr4zN37fty8hfTkYDdfZPommASwNWl9Oms7pqpF99qIG9/Dg5a5f7KUABClCgRAlwshSgAAUoQAEKUIACFKAABShAAQoUfwHOsBALMMhViE9OboemT1tVDw3MKL54/c5Lvpow42AOGX0S6tXv/8oope1q+xk7HGT0SS4Hu/O8a+w9t2XU0UBbQQS49MktDW5VeeIl21crZnTIDAUoQAEKUIACFKAABShwBQTYBAUoQAEKUIACFKAABShAgasnwCDX1bMusJ7+d8t1GW1rcCi7rwPMKJhNRr/qT4NBRhH79o199utOjWvab+Yrr09x2X9NoX2gLV8NOqik89Int/QrEx0cvvq72CMFKEABClCAAhSgAAUoQAEKUIACxV+AM6QABShAAQpQoMAEGOQqMNqr13D9ymUzOvt1696M/OVk/t15KKN6WLmgjLyROXY22sji+vCKqBjkn7Gdn8zDbZpkVNNAnQakMnYwQwEKUIACJUaAE6UABShAAQpQgAIUoAAFKEABClCg+AtwhhS4UgIMcl0pyWvUjgaX7P8+1s+b9lyRkdi3U750qUvafGXRX9C/a6UH9G+B/TiyN3L6WkMt6yw1qV4h49DqPUcy8sxQgAIUoAAFKEABClCghAtw+hSgAAUoQAEKUIACFKAABSjgRIBBLicwRWV35ya1Mg114Zrtmbbzu5G1ncfbN8/U1Krdh/HFik0Z+zQQ9kH/XvhkwL35eqpL//aX0diK/w4Y2TyuWZwChVqguoxuiKRlkqx26Zzkdd8Tsr70sUnZmc1yuxybIUkf4bRvc63s0/3ap2RzXLTf+6TUV5KctaV9yeFcLdq3jidXhS+zUCupP1mSzln7NJLOQ+ej85LDOS56brSunoscC6cXMOpovfRdtpVu5ydpe7YG8vmi9Y1+1SO3zaihUU/zua3HchSgAAUoQAEKUIACFLhGAuyWAhSgAAUoQAEKpAkwyJXmUGRfA329M8a+/5R+Vp6xedkZ/drA7BrRv2314a9rM57o0rKdrquJf6b0z3ewS9tYumGXrpgoUFwENICkQZ99MqFpkjpKsl9Ky4bue1/W+ihmboIyGrzSYMxiqdNfUpgk++V62dCbfEW9AAAQAElEQVT92q9ks100MKL9fiml7pXkrC3tK6cASCOpr8EV7VuyBbpoX2qwQnoZIUnnLKuMReeh89F5acBLy2ccLAEZ9dBzC5SAyXKKFKAABShAAQpQgAIUoAAFKECBEi9AAAqUUAEGuYr4ia9XKbTAZhB5IT7HtjXQ9dyHP8A+wKZfX2gEu2b065FjG1mfEjtq9/e+cqzMAhQo3AIa4NJAjBH0+UmG20VSsCRTetJgzP2S1yCYBrw0KJNdcErbXCflNTAWKesnJWkbRnu6bi37hkraL8nZou3o2DTwpv3q2HQcjaWCtmEkbUv3fy37nS0adNMx6+OdGlxxVu5K7deA1e/SmBrICu/Ji47TGLOudR5qoEbqo2PLTQBRmrrsRft3lIyGdVyOjr9sFLhC62HSjp4bWXGhAAUoQAF7geKZ118txXNmnBUFKEABClCgeArwd3fxPK+cFQUocLUFGOS62uJFq79cjVa/2vCGYe8i61NdGuy668YG2PX2IGQNZOWqYRaiQNEWMIJIGvTRQIsGijrJlJZIOivJWDQQpV+rFy47NPghK2hQTL++UPNZ00TZoUEpbbOG5GdK0jZklbH8LTkNmDwla2eLBrg0SKTtGGPTcWzOUkHb0v0aINK8/WENoOgxDdDpmPWYtqfrgkpGgEsNtF8NZuk8s45N56EGamQE6DSAqPULamyFpV0Ngup5UCMNPhaWcXEcFKAABShQEAJWwOTiZkvgDwUoQIH8C7AmBShwFQVcPP0Bk3wsK7/HwR8KUIACFLgsAXk3vaz6rFyMBUr7eOVpdvpU100j3sOyjbth/1WHpX29MPmBjpg/+KE8tcfCFCjiAgNl/BrgkhX04tdgkOazSxqUmZJeQL++UINI6ZsZqw7pOX16yT5Ylr47Vyv9G1bG2O6QGrkZmxS7ZCkve/QrAWUFDTh1kcxLkgpymS2Nl5akQRy10GCWbDpd1EgDdBr40ULz9eXyUqGvrXM2zoMGMnX+hX7QHCAFKEABCuRPwOQKJJ0/hnPbvkH07iWI3LGAiQa8BngN8BrgNcBroBBfA+f3/iS/t7+FJSkW+ns8f/8FwFpXR4C9UIACRUGAQa6icJayGeOK/w5kHK0eGpiRvxIZDU4Z7Ww9dNLIZrvWrxp8+K2vUevZVzFv5dZMf6+rdd1qWDqqzyX1Zy1fk2lfj+b1Mm1zgwJFUECDUyPSx61BK316K30zx9VIKaEBI1lhkL5kSfrVe7orWl/ykezHpk+OZX0CKq9NavBInwTTJ9HyMs+89qPlNVhjBOc0cJj1CTYt4ywZwTj103aclSsu+zVgqudG56NPc+mThZpnogAFKFAwAmz1mgm4uLsj/tRWHJj3EPZ+0QP7v7mPiQa8BngN8BrgNcBroBBfA3s+64YjS55HStxZmN3cr9l/Q7BjClCAAsVFgEGuq3wmr3R3Z6IvZGryhpqVM23ndyNroGnV7sN5buqpDxZCn+xav+9YRt2mYRXwyQDjs+aM3ZmCYS1qVrp4gDkKFE2B9nbDft0un9vsK+kF9SsAswYnjMBFv/QyeV0ZgTMNpGkgJK/17ctrgKyZ7PhK0tVYjD/ypwZL8tihBsSMry18MY91i2rxvukD1yff3k3Pc0UBClCAAsVOwASrNRWWlGQmGvAaKGTXAO9Lvi/xGuA14PQaSE2G/AKX/yrh3+USBC4UoAAFLkuAQa7L4rv2lfXvYcUnyS/G9KE83KZJeu7yVh0a65+xSWtj/6lzaZl8vOqTXZ0nfYQVOy4+cXZLvWqoGOSfqbUTkTEZ242r6jegZWwyQ4GiKNAzfdAaVNGvjkvfzPVquV3JOnZ5zb6mL5L0iSQNLmUNgsmhbBfjKSYdW7YFr+LB3HZlRMj1KwtzW8e+3ML0DeNpsPTNYrvSr3LUp/V0gmrXSjNMFKAABShQxAWsVlhTk2CRfwJYUmSdkijbqYB+RsZEB14DvAZ4DfAa4DVQNK4BABYJdFnk97glJcX2e92qv9xlfzFfOD0KUIACV1yAQa4rTnr1G9xx5HRGp+0a6DeGZWzmO9OydpWMuhv2X3wSK2NnHjN3vvJZxt/p8nJ3w4M3X5epBfs+6lYqc0kQLFNhblCg8At0TB/ihvR1Xlf61JFRp6WRSV9rYEv/HpduauBij2SMwJVks10ayVF9qkdWWKovRSjZB2i253PcR+3q2bdnt7vYZfVpPX3yTSc2V17yGhSVKlwoQIFrI8BeKeBEwPbhpQtM8i85k9kkayY68BrgNcBrgNcAr4EifQ2YIL/PJZnklzv4QwEKUIACeRUo+u+eeZ1xMSz/x/aLn4fr39Ga+lCny5rl4+2bo3zpUhltTJn/e0b+cjKRF+IzqterFJqR18wnf1yMBWgQ7M0+3XQ3EwWKusC2y5iAEZhw1MRTstN4QkeDVl/K9l5JOQW7/KSMsRw3MkVw/V8+x5zfevnsrtBUM762UJ/+G1hoRsWBUIACFKBAvgRMLh4of8tIhN//Iar1+oSJBiXrGuD55vnmNcBroDheA3d9irD7PkRQ44fz9d8GrEQBClCgpAswyFUMroBp3/2B45HnM2byQOvG+X4SSr9GcNAdN2e0pX9PS79yMGNHAWX0b35pX0bzretWgwbbjG2uKVBEBS7emHmfQE5fc6hP6GjQwniqS/NGsKuVk+4uRq+Bi9FxJ4UL8e6cbJwNPb/1nLVXVPbr1xZOSR/sCFm3ksSFAhSgAAWKpIAVJrMrSoV3QHCTPghq9BATDXgN8BrgNcBrgNdAMbgG9Pe6TwX9k9fWPP8XCitQgAIUKOkCDHIVkyvg3aUrM2aiT0L9OLJ3ngNdGuDSevo0mDamf+vr8ffma/aStHRUn0v25bSjtI9XRpHtR05l5I2M9qV9Gtuj7roVPZrXMza5pkBRFLAPKhXE+DVQ9ZQ0rAGun2Sti+ZXSGaypKzL5QTdsrZ1LbeDrmXnRbTv12Xc+yTp8oa+MFGgBApwyhQoBgKmYjAHToECFKAABShAAecC/F3v3IZHKEABCjgWcBDkclyQewu3wKzla7Bs4+6MQerXDf467vFcPw2lT01pgEvrGY3MWLYKzp7iahpWAZtefy7X7WtQzAieafuf/7VRV5mS9qV9Gjs1WPdB/174ZMC9xq4c1zfUrAztS+eTY2EWoEDBC9S/jC46pteNTl9nt9Jgl35PaWspZHzNoT6xM0S2nS1F+WmeOs4mlcN++znH5FA2L4cN87zUudpl9Sm23umdXi/r7K4NOcyFAhSgAAUoQIGSIcBZUoACFKAABShAAQpQoGgLMMhVtM9fptE//NbXsP/KPw0qTX6gI1a99DT073RlfSpKt3W/Htdy9gGuD39dC/0axEwdZNnQ8lpv19uDMKNfj0sCXvbta1DMqK7BOA1oGdv2a+1T+7bf1+m6mtA+5g9+yNaHPnFmf1wDWtr/HxP64fvhj8C+L/tyzFPgsgTyVtkIejTJW7WM0tUzcsAqu3xO2b+lgH6/wdey1mWavNi3Zf93uCrKsaK02P89rfw+4mnMOVImrl/hJ6srsmgA6Yo0VMCN6PVhfG1h1mujgLtm8xSgAAUoQAEKUIACFKAABYqIAIdJAQpQgAJFSoBBriJ1unIebOdJH2V6oktrVA8NxGPtmkGfijo9ZzSMpNu6X49rOU36dYEaZBr+2TLdzFXSYNpdNzaABryMtnXtqH0NwmkwLruGtW8dg47FKKd96N/p0j42vDogYw7aj+7T/utWCjWKc02Bay3wc/oA9DHE/Hy1Xvv0+vkNxjydXl9XRlua1ye+jK+sM57q0f1FIWkgyQge9s3ngHuk1zPOT/qmbWU8MdfctlV8X+y/tnBG8Z0mZ3a1BNgPBShAAQpQgAIUoAAFKEABClCAAsVfoDDPkEGuwnx28jk2DSKN/OIn7D91Lk8taADq3te+gAaZcqqo7R+PzP2f99GAlT7BpUG4nNrW4zoGHYuOSbdzmyJj46EBMv36xtzWYTkKFIDAN3ZtPmaXz01Wg2KD0wu+l77O60oDQj+lV/JPXxurD9Iz+nWI9l/fl767UK9mp49Ov24vr2NvJHU16CgrfKIvWdL29O3SsrZ/+k02nS7Gk3rrnZYofAf02jACnHoNPCFD1Ce8ZMWFAhSgAAUoQIErIMAmKEABClCAAhSgAAUoQIGrKMAg11XEvppdaZDnhmHvot97C2xPdmnASwNN9mPQgNCOI6cwb+VW3DH1Y2gAatXuw/ZFnOa1/cYD38zUvrZnX0H71CCVBp1uGvEeNPhmfzynvI5Fx6Rj0zHqWLP2oXPSflbsOIDXvl+BWs++mqsgXU598/jVECjWfehX4dl/ZaAGWHI74YlSMEySPsWlT91INl9LuJNaH8p+bVtWmAtAg2qyKhLLPBml8SRaXsauczQCZBr8WyLtZF000GO43JX1oINtDYQZQbOlDo4X5l06VyOAOlUGqnORFRcKUIACFKAABShAAQpQgAIFIcA2KUABClCAAgUnwCBXwdkWipYXrtluCy5pwKvKEy+hzKMTM5IGhNqM+QBPfbAQGlDKz4Dt29f27NvXPjVIpU9lOfsbXLnpU8emY9SxZu1D56T93PnKZzn+DbHs+rIfd3bleIwCeRDQrww0gia/S73cPHmkXx/XX8rq8pS86FM3ssrzcrvU0ECZrKBBHV0bSdu8I31DyyyTfF6CcFL8mi06duMpJGPsOQVoNMClc9Snv/R8DM1m9EbgR/9elRo6K6pt6rnS4/oViho00nxRSqNlsOqhT64Zf6dLdnG55gIcAAUoQAEKUIACFKAABShAAQpQgALFX4AzvGICDHJdMUo2RAEKUCCTgAZk2soeI5CwQvIaGNHgiQZJZNO2aIBJvzJur2wZAa77Jf+VJEfLWtk5RJIGzbSuZDMW3dZji9P36NNk+lRZ+mbGSoMy2ofu0ODPJsk4GpuOU/vR8el4NC9Fr+mSdewaZJosI8o6Nt3W/XvkmM5Rz4OeD0ceUsS26JNzxpNiaqgmamo7KC/qcZ+sNWimX/Wnbeb374NJM9d00evzofQRGE+kpW9yRQEKUIACFChcAhwNBShAAQpQgAIUoAAFKEABZwIMcjmT4X4KFD0BjrjwCWhApYYMy3iaSoNYGjyJkH3W9KQBpvclr08maYCli+Q1oCQrh4sGbPRJIw2aaV2jHV3rth7TivpUkj5NpnlHSftoLQe0T1nB0dh0nNqPjq8wBUJ07I1l0Dp2fRJphOR1nGpgJN3W/Xpc/XMKcEkT0MDPnZLRwJmsbCZqarSpHl/KAT0HGuDKTZtSvNAu+rWNGggttAPkwChAAQpQgAIUoAAFKEABhwLcSQEKUIACFKBAugCDXOkQXFGAAhQoIAENnHSStjUoo18LpwEX2cxYNFCjgQZ9skr/jpYGHjIOOshoO/qVe9qO1rUvovu0Dy2Tm6871KeitE8NrGlQzAjuGG1qIMdoU8toeePYtV5rADG7setcqJ8sIQAAEABJREFUdE4ayFN/LZ+bMWu5ZlJQz4eeFzWQTduiefV4UrY0eKllJVukFw2E6ryK9CSyHzyPUoACFKAABShAAQpQgAIUoAAFKFD8BTjDkirAIFdJPfOcNwUocLUFNCAyUjrVgItJ1kbSQI1+BZ4+nSS7c1y0nZellLajdY12dK37tA8tI0VyvWhgTYNiGtzRdowUKC0YbWoZ2cxx0bEZ9XMsfAUK6LgcjV3novvzG5jT86HnRQ2M+WhePWbKuDV4Kas8LUY7apSnirksrO1qHzrGXFaxPb2m89J6mvLrldv+rki54N7j2oT0nmD8fbYr0iYboQAFKFCiBDhZClCAAhSgAAUoQAEKUIACxUSAQa5iciI5jYIRYKsUoAAFKFD4BEwwVwUwJ7j3xI0MdokEFwpQgAIUoAAFKECByxZgAxSgAAUoQAEKFE0Bc9EcNkdNAQpQgAIUoMA1Eig03Zpg1a/mZLCr0JwRDoQCFKAABShAAQpQgAIUoAAFipEAp0KBIiHAIFeROE0cJAUoQIFiI9BKZmLNY9I6UqVELMtklnnx0fJSpWQvDHaV7PPP2VOgcAhwFBSgAAUoQAEKUIACFKAABShwLQQY5LoW6iW5T86dAhSgAAUoUEACDHYVECybpQAFKEABClCAAvkRYB0KUIACFKAABShwFQQY5LoKyOyCAhS4tgKelWuhdKvuCOk9wcp0zQ1WyDnQc5GXpHWK9bkTE2N+HSWfFxstb9QtMWt5R5kjyenCYJdTGh6gAAUoQAEKUIACFKAABShAgWsowK4pQIErL8Ag15U3ZYsUoAAFKEABChQCASPYJYHDNwJ6jwsoBEPiEChAgdwLsCQFKEABClCAAhSgAAUoQAEKUCBHAQa5ciQq7AU4PgpQgAIUoAAFnAj8YQVeSIZlfNTccVFOynA3BShAAQpQgAIUKCICHCYFKEABClCAAhSgQFYBBrmyinCbAhQodgIJh3ch8u9FODN3jImphBjwXBfra13epB6VlN1iBLd6RswdM50BruyoeIwCFKAABShAAQpQgAIUoEARFuDQKUCBEi/AIFeJvwQIQAEKUIACFCg2AgxuFZtTyYkUhADbpAAFKEABClCAAhSgAAUoQAEKFDcBBrkuPaPcQwEKUIACFKBA0RJgcKtonS+OlgIUoAAFKFBYBDgOClCAAhSgAAUoQIEiLsAgVxE/gRw+BShAgasjwF4oUCgFGNwqlKeFg6IABShAAQpQgAIUoAAFiq4AR04BClCgaAkwyFW0zhdHSwEKUIACFKAALJuswAvJsPBvbvFquLYC7J0CFKAABShAAQpQgAIUoAAFKECBaypwVYJc13SG7JwCFKAABShAgWIlcGbuuE0Rc8dMj5o7LqpYTYyToQAFKEABChQDAU6BAhSgAAUoQAEKUIACV1OAQa6rqc2+KEABClwUYI4CFKAABShAAQpQgAIUoAAFKECB4i/AGVKAAhSgQAEKMMhVgLhsmgIUoAAFKEABClAgLwIsSwEKUIACFKAABShAAQpQgAIUoEDxF7hyM2SQ68pZsiUKUIACFKAABShAAQpQgAIUoMCVFWBrFKAABShAAQpQgAIUoIBTAQa5nNLwAAUoUNQEOF4KUIACFKAABShAAQpQgAIUoAAFir8AZ0gBClCAAhQwBBjkMiS4pgAFKEABClCAAsVPgDOiAAUoQAEKUIACFKAABShAAQpQoPgLlNgZMshVYk89J04BClCAAhSgAAUoQAEKUKAkCnDOFKAABShAAQpQgAIUoEBxEWCQq7icSc6DAgUhwDYpQAEKUIACFKAABShAAQpQgAIUKP4CnCEFKEABClCgiAowyFVETxyHTQEKUIACFKDAtRFgrxSgAAUoQAEKUIACFKAABShAAQoUfwHOsGgIMMhVNM4TR0kBClCAAhSgAAUoQAEKUKCwCnBcFKAABShAAQpQgAIUoAAFrokAg1zXhJ2dllwBzpwCFKAABShAAQpQgAIUoAAFKECB4i/AGVKAAhSgAAUocDUEGOS6GsrsgwIUoAAFKEAB5wI8QgEKUIACFKAABShAAQpQgAIUoEDxF+AMKVAAAgxyFQAqm6QABShAAQpQgAIUoAAFKHA5AqxLAQpQgAIUoAAFKEABClCAAjkLMMiVsxFLFG4Bjo4CFKAABShAAQpQgAIUoAAFKECB4i+Q6xlac12SBSlAAQpQgAIUKOoCDHIV9TPI8VOAAhSgAAUuEeAOClCAAhSgAAUoQAEKUIACFKAABYq/AGdIAQowyMVrgAIUoAAFKEABClCAAhQo/gLFdoYpiDu5AVs/n4ApYz/E6Pc3YndcCpLyOt+4E4jZ/DVmvjoKj/Z5Ek/1H4Zxn/yGBXvjkZiSu2ciks7+hwNLX8Mb4wdIG0Okjc/wxa8HcNACpNrGY0Fy7H7s+e5lzJj0Fl54+V+sORGHeNux7F7O4fzupVg44SkM6jsUT42dhx92nsMpqWJNOIIDP76Njyc9jyefehpPPf0MnnnGQerfD/0HjUb/t37EF3/sxaEzCUiR+s6X80g9uxa/vjoRL/d53NbmU5e0+7TsfxpP9huCQcNm4KOfNmHDyTjEOW/U6RHLkb+wdflHeGHuKny1KQLJTksaB0Q0ei8O/v0Z5r07Cs8NeFbG8TieGjgcT7yxEHN/2YX9Jy8gwSjucJ2E1Kg92P/Xp/jm7ZEX23hxBJ6cvgifrJBzFy39OKxr7EyGNXI39v3xMb56awSeffYZ2zj6DxqF/m/+gM9/34ODp+McXo/WlPOI3vQVfpgpZeXc6flzeO5s7mL9dH/0e24ahk77ET+tP4AjsUlOnGRMqYfw35ev45OBj2GAjsnZdWFr+xk5j5qekvUA9Os7AVNmLMfvx5IQZ43C+V0/Y+m0FzH0iakYPu1XrIlIQYwx/RzXMsZ9y/D7nKl46vHRGPvJv1h2IBEpck/kWDVLgZSIrTj655t45ZvlmP7nCcRarFlK2G2e34WTKz/FlEEjMeSVr/HxtvM4m5BNebuqRtZ6ZgP2/vIehj8/HqPeXozF+xNx3tkbS9w5RO9Zje2/zMabU0fg8SeeFEu9N4bKvfGu3BsbsPpoLM7ldDnpXWk9it0L3sEXL/bF87k8d08/2Q/PDngOAz/9E1/vjLO935hwEmc2fo8vXxiAwf1ewah3/sHGc8m4YEwwm3Xy2e049MubeGnYexg17Q+sP5eXc+6o4Wic37cK/8yehhkDH8dzzz6Nfv2ex8Bhr+D17/7F8l0RkLcORxXt9iUjVe75/Svknn9n5MX7deBwPKn3/F/7cSAqR2C79pilAAUoQAEKFB8BBrmKz7m8YjNhQxSgAAUoQAEKUIACFKBAURFIRULEDuz+YQZmvjMfb38jgab4VCcf/mczp/jTuLBrGb6Z8ybmzpmJ996fhqlzl+Or9WdwLjmnT+T1w/MkxB7dgM1fTccHr7wtbbwmbfyAxauO4bhUT/s83orkC0dx+JcP8eXMzzD9w43YGhGPbAMxllhc2LMCqxZ+jNmvv4eZHy/F96sO4EBkkszRCkviSRz58zMsev9NzHxvBt6b8S7efddBen8W3n9tCt5/fTZmzP0WC3/6C3/sO4vjiTp2Ry6xSI3chlVz38fsObNtbb53SbszZP8MzJz1Cl6bNh1vf/QlPv/hH/y24QxOXkiFs5Yz96Y4J3Dk34VY+slsTJ+3Act2R8ncMpe6uCWtWs4j8uAG/LN0Ab77eAZmvjEFb739joxjNt574yV88NoHMpZ5WLDkH6zcfxYnky/WTstJGxKKO394KzZIG99/8i5mTrdr4/WpmClO736yCN//uhbrjp/HpZ+dSxup0Ti7bx1WLJ6HBR+/g/ek3jvvSFuzZqdbz8I7c+Zj4bKVWHUoCqdT0no3Xi0psYj5byn++GY63pdzp+fP4bl7912b87sz3sest17By69+iI++nI9FKzZh5dEExGRpFxooST2BfUs+xqI3PsLbOqYZ2kZO6T3p523M+vAtzPhUrrmTKRJISkVq1F4c+vtbfPXBu3jzjW+wYP0pHIg1ZpHdOhWWCwex+5fPMW/me3hv9hL8uPEojsTJdZvLq8O+9fjj27Bv2SdY8Odm/LQvDslW+6NZ8ilnEHNwBb5/+zW89e5XmPX3MRyOTc5SKG3T8Wsq4g6txJbvZ+GVNz/DrEWbsO28FfGZ+rTAkhSJqBObseb3pfjxm8/k/eNtvP7yVMz+YKZYzpBr8mW5N96U6+ALfLpgOZb+sQu7j8ciLiVTQ3ZD0JN5CoeWf4nFr3+IN3N57mbMlGvt7bfwxndr8OO+BMhdJW1G4Nx/v2PJdBmT3KMvzVyIBVtP42C2bzhSTZYUOecn/v0Us974Em/NXott0Sm5Co5J1SxLCiyx+3Bowy9Y+t3n+OTtlzH9jdl4650ZmDXrTbwxTd47Zn6KD79ajsW/78C+s/EO7n2rtBmHmCPbbPfrD7b7dSrs7/mZr8v8P14o9+sarD0WjUvvV2mCCwUoQAEKUKAYCzDIVYxPLqdGAQpQgAJXTIANUYACFKAABQqpgAkmsxtcvf3g6+cFP2/Jm/IxVJMLTG6e8Pb1y6icdPAIdqw/iGNJ8mF9xl5nmVOIOrIfW+TD9IQLWiZAXrzg5eEKF8kZi0n6cfH0lX584OHjBjezCSbj4CXr87Ce/gtL3nkNb778PRYn3oamTw3FlDf64f7GZVBRAgUpVjPMHj7SXm7+aSsffR9ahH8+HoFRwwfhiSk/4uuVJxAj/erHyLKyW8w2Vw/x8LXb6zy7B5u+eRWvDxqP5wZ/ju//i8BR54UvHrGcQ8LuJfhp/m/4dsE+wGqCv7hcLJAlZ5VAxb6l+PvTqXi6/3iMnr0Sv+zLMvpjS7HhyykYP2oixr33F5Zujsj8tJw1FYhcgy2LPsBLz0zEyx+uxm/7s/Rz5EesmT0eE4aNw7BP1uPn3bGZC1gSYN3zPX79aAr6PzUR4+euw1+H7IvImA7/gFWfTsK4UVMw4YN/8Mv2c0i0K2IymWBy84KnT+6E06qeBSIW4ps3hmHE2Hcw+pPN2BnpKGrhAlcvX3i5I5vrC05+3OHmaoKL2SSBpCCUbtAOvV7og54NLQg8/Su+XrAWq3efg8wQ2f6kHEf83l8w7+Pf8Ms2N/h1fxIP92qJu+p52q77bOtmOqg9RSP6bAyO/ueOZlWrokPTSvCT8WUqZr8RWA3B9a5H1xpuqBxzDFtX7sXB8wlIsS/jNC/3CSJwYu8e7Nt4CmaPJqhTrxFuqOUJXw+7SpYzOLPpByx8+Xm8OOgF9BnzLl76YgsOR9mVsWX3YOPX0/HuiwMwsO9wjP3wHyzbeT7zNWkrpy8meXGRc+cDLy/ATbbytLia5bwZNVxgdveGvgeVwRmknlmGj5ZsxT+7zhsFnK5NZle4yPuKr58P/HzlejAjH9eR3M7W09i/aAY+HzsET42biQ+2nMMe2P+cwfGf3sfX48Zh5D0E/7IAABAASURBVAvvYcYfB7ExUs+3XRnb/boW236chWnPyP06e9Wl9/zRJVj/0QRMHDoWwz5eh6W79F3Nrg1mKUCBvAqwPAUoUMQE5Fd1ERsxh0sBClCAAhSgAAUoQAEKFAIBDqHwCJhgMplgNpthlrUJ+fmRD1alrsUSLJWDUL9uJZgvROPU2m3YfyYRkbLX6WKVD8Vj9+HYgRNYcTAAZj83+Ab4S3H556ZV2pVcxiJ9mEymtLGaTTDB2U80onYsx6Lpb+IjCf6sTWmMVo/1xv333YpOdf0R4iVtS1Vt3oQUJLtWBcp0RdcnhmLEtKmYOHFi5jRpMiaOHY4xz9yLe28sh9D4Hdj/w3v4cN4SzFofjUiHj8WYYE1JhItrMAI79ceDL47BtKmTMrcr/UyeOhZjh/XFk+3DEJZ6EPtXLcfyVfuw5ViyjDCbJfEQjv31HT6d/BG+WrYZG+JSbYWdB/5SYU08iG0/fIdffliFzSlVEXTz/bhvwEiMHT8Bkyfr2MZj0oRhGPzwzehcNR4HFv+OP37egs3yub7xFI7VGoeYXauwZfVG/HnOA9Yq7dD2oecxcNwETJgqdmNexPB+7XFb5USY9qzEyoVrsGbTcZyS0aWNMAWpcfuwecF8/LJ0PXZYw1G23UN48PlRGD9BxjEpfRzjh2DQgzfi1vIx2LXoN/z563ZslQBopofnTKlISdZrrgVu6PUMnpkwFRMmTMSkiVnOn25Pkn0jB+DFR9qjXbgrrHvXYs2ixfh96ynsy/Q1emlXlSk1CamlPIGGd6Pd40Mx/iUJtmk7TtN46XsSxowchWH926NNeTeUMsukvSujTNPO6NrjerSpk4SDyxfhpz+3YoUEc9I8pMwlSyJi96zBqvmLsGS7B6LLt8Zd97dFq3rlUFrKpo1QMrlaLFLqCM7si8D6Nb7wdvFH1bLucJG9zpcy8CnfCG27NkatUBPOr96C/UfO286h8zrGEcFMPoQDW49iy24g9JYb0aRlHTTwAryNIskS4Fr5PX7+6mPM+vYP/H3SHSm1O+KWBwfg+WFjMMV2LU7E5CmjxbM/nri7FW4KioX14A/4+eN3MeuLJfhy23lEOLxFREfOncXHFZZ6PdGq92CMe2kyJjg9bxMxYewYTJR7fOqDN+Oe2j7pNvLeYzLDZHZJ2z61D8cXLMfa1XuxOwXpT3sZE8q6ljGYTDDLe5QmE/R/yNuP5TSSDvyDxT/+je9XRyGp8s1off+zeHbkJLlPxEbvkwmjMGHE43ikbRDCLOuwdPlaLFt/FNHSk4xeXgGrNR6xu1dj6+r1+OOsO1Ir3YpbHnoOL4ydgAkvTcXEMYMw/IkOaF81BeZ9cr8uWoPVG4/jpNROlcSFAhSgAAUoUBIEzCVhktd8jhwABShAAQpQgAIUoAAFKECBQi2Q9pFqSnIgvP1r48bWN6C2VyLMOzdj+8HzOBGfzeD16aKDO3DwcATWuTZESK1wNKipH+UDqZa0drOpfckha/J5xO//A6u+/wYfvr8c/0ZXR3CnPnjyue7oJQGqMhk1rDDBClhSkGiuDPcKd+Ke58di/JBhGDVqVOY0cgRGjZuC8RNHYMQLffC/22qiUuxqbP95MWYu2Iq95xIyWr2YscKalABTmTAEd30OfUeMx5BhIzO3K/2MGDYO46aMwYSBj+Dhm8ugqnUH1q/dhfU7z176tIolVYZ7AfExB7Dnn8VYOm8+Pp23CVtiAIu/ByAfqpsuDiBL7hySIzbj9x9WY9UOK7xvewR3vTAaoyWgMG7MaIwYoWMbg5Gjp+Lll57BoLvrImT3Ouz6eyP+PSSBraS05izJETi4dg127I3EWb8OuPG+Z/H8yAkYP3Y0Rg8Tu/GTMGnsAAy47wbcUiYVceu3YOe2Q9gvAYm0JiKQeHozfpEP09fuc4OvnJv7Bo7F2CkTMWb0aIwYmT6OMdPwytT+eL57OAK2r8KOf7dg5eEExKWkjSPtNQUpSYEwubbCrQ8NwYujh2H06FEYKa6XnkM5pxoYGPEcBvbugFtCLsCyYRl+33gEG4/LdZDW4MVXCVCm+JSFtfGD6P7sWIwZOhyjHbWbsW8MRo8eifGTnsITD7RC81BX+Jm1OYnu+DfGTd06oHPbygg4sByrfl6B7/4+gTNxDsIIEnSFZR/2rZMAx4J12OvdFFXa9cD/OoahVqCLNpi3pEHks/tx7Mg5rDxTASYPf5QLgF752bTjBrdSYbiu681oEO4H990bsUeCZAck2JlNpbRDKXHAsZ34779IbD1bBrXaN8X1zSsjUI6mXZvRSDyzFf98vwDf/bAS/54NROANvXDPM8MweOxkTJ46HsNt1+IojBgu19Wk8Zgw8kW8+Gh7dA93g8u+H/HbvG8xe95mbD0W6zjYpOfOKwipDe5Fp/6jMXboCGR37kaPG49Rco8P694Mt1fzgO20qZBGwSW5ytjh7gXXvb/iv7/W4MetMTiXKdqqBa5wOncIZzcsx4+rorDV0gTtHnkez4+ahMmTRsp9IjYj5T4ZPVHu35fx0pD2uLdFPPb+sw5/r9yHQ3KjyWIbkDXlLA6uW4sdu8/K/doeLe6V+3WEuI4bjdFDh2GU3K+Txz6HAfffiDZlLYjfsAW7thyEBn6NNmwN8YUCFKAABShQjAXSfvcX4wlyahSgAAUoUDgFOCoKUIACFKAABQqfgCXVDDfvQJSrUxeNQxJQ+cI2rNtzAvsjMkUmYP9jtcbi+H+bsS/iPKIat0K9G2uheU1fKWJCnoNc1gjEHlqG716egrff+AlLEtuheb+nMXTUXehU2Qch0qqjxaQflVsSkZgQD/mI3lGRtH3+tdGgZ3/0HjQM43rWRKPIgzgybzlW7o3GQX1gJq2U3asJsKTCIsGuxMzRGbsykjWFIuS2Xri9WzPcUzcZZ/cdwba9ZxAphy42a4El5jjObF6Kvz6egOcGvYXB3+zH+a7d0axRJbT2liiSdJdysYLUtlvOH0fMjjX4aZcrDvregJ739kSvFuGoq9R2xWzZstVRqWF9tCgVAbfIg9hyKBoXbJ94x8Eae0A+6N+Gg+fcEXD3Xejc8wZ0qO0HH1tFffGEufwtuKnr7ejeqz48cRSnjh7F4dPQ8A0QcxTR29diyW4PnAxsiTvv64Hu11dFDS+tmyVVqIHKDeqiufdJ4OxhbDl8HvHJ9hOUCeu5QzKSE+MvDQpmaQ7wg1eV5uhw193o3qIS6qbswY6DR7H9lEQJs5Y1mWDSAJEETJISsr0qstZ0sO0BrzrNUP/Gxrgt6Dhi/1iGxXOX49/TiTiXtbRFzuPe1di86j/8sKM0KnXqhK73tkKzUiY4OlVZq1+yLUFcHN2PA6mJWNekCfxrlkG4ByDTQ3Y/JhcveFdviDrlfFDXuh079x/BtmOJ2VWxHbMmyH28ZyO2nEzFHvd6aBhWDjXLuNmO2V7keorY+DPmLfkPK8/WQf17X8KEoc9iSu+WaFnV5+LTXrbC+hKM4Lrt0eW5YRjy1hj061gZVU9sxIbZX2PpmsPY7OjUyORMEpxCahKS5J62v2K0xdwmq8UCTb7X34Ca3dugV6ltOLt6CT74dCW2RybKVZfblvJazoqYU3JtrlyFnVGV4F27C+65uzVuqF1KruCsbQUgtHodNGwYjlJHjiFy1xEcigLSYnCxsFw4gJ0rtmH/GRcE3HUnOvW6AZ3qlLK7ljxgKnczWna5HT16NRT/Yzh17CiOnAKSHMVgs3bPbQpcJQF2QwEKUKAgBRjkKkhdtk0BClCAAhSgAAUoQIHcC7AkBa65gNVihcnTD57V6qJBbV/UCjiNrZsO4r/DUbA6HF0yrEknsHf1Ppw8noxyNzRGvbAyqOplsj1NIc0hpx+TUSDlEI78sxBfvz4LsxccwubUemj+yCO456426Fw/AEEeGSWNGnZrK6wS0LCkpiDbz3VN7jC5VkCVhq3R9c5OuLmiC/wPrMX63aew56xdc0ZWu9QP2yXQlSptG7vt12ku7oBrZVSsEIiqARbESWDifKZgjtSwpsIUsQlbV/6BN77Yi93W2mjU7R481KcrOjWpjOouyVrI+fhdA+FRviW69H8Gzwzqjd43VUP9ULvgg9TOWEx+8ArwQ7BbBBIunMbeiDikPXQUB0v0KRw4kIrzqaGofX1d1KoWIoEsQKd68ST7IbBOYzS8vj7quJ1B4ukj2H4kFnEaKPMIgVfl1ug+4Dk8+8L/8PCNVVAnxBUOf8yl4O3vgxDXM7gQe1oCoXFITEkTyyhvgnRrgUWNM3Zmk5H+XatVRaUQX/jjPKIvxCEqwUkQVs+duFtSU22uWXrOphMHh3xqo0qj1rinewOEu+/F3r8W4Mufd2K9XPcXS6fAGrMLaxYswO/rT+B4WAfc0qEZbm8WDF/zxVJ5yVmtCTh36IAEbxMRfFM9VKkQgGBpQNjkNZvFRa7JsrUQFh6EJmUisH/XQWzcLechmyp6KDn+NA6v3YRTqZ5wua45GlcvjSo+ekRTKmKP/ofdf/6NdVFlYKnXCXfffzs6taiBal5u8HFzNCoTzG6ecC/bBDVu7oa77+uA22q5wOvYL/h93U6s2B8Hx0EsOVu2c5cCJ2cXOf7IewIkWYPrILTJrRK0rYuqpv3YveQ7fL/6MLaeRwH9WOESUAPlWj6EJwc+isFPtkerav4o6+QaMPn6IyDAF27xZxAXeQ5nYixIe/uIgzX6pNyvKYhODkWt6+uhdvUQB/erLwJrN0KDZg1Qxz0CyacPY9uR83K/imEBzZDNUoACFKAABQqTgJNfsYVpiI7Gwn0UoAAFKEABClCAAhSgAAUocMUFJDhjdfNCanA4al5XAXXDgKMbd2PXnlM4IZ2lSsq8RCM1aj+2rotGRIQvmrcIQ3iQD3yT0j6WzvEjVn1iQxtMjED05qX4/bOP8d578uH32doI6NQHA4b0Qs8WZVFGy1zJ5BaCMm3bo3njYNQy7cb2PUex+3is4x5kjJBkMjn6AB9I26vRn9M4ffo8TsW5wSu0NALVAcDFf3SLRsxhHDsRhb/O1EOTXk9j9IQX8Xzn69Gyij985AN9k5TXuIysLl28K8G3fk/0H/0cRg/qjtsqucL/YuNZyiciKf4CYq1JiJMP+ZMsEkjSxnEBKZFncfS8P5Jcy6NuBX8EuNoOpNW3yyKgHIIrVEVD92iYI09gx7FIxGkwyb0KAhrdiefGP48RA27HreXN8LWvl9ZS+muCbRwx1kTESShDP7iXoaQfs1+ZxFGT/T4jn2WddA6CiFOR8YgzecPX0wO+7i5ZCqVvmnRtgskkSbImSflfxKrajej8yJ1o18IdpSL/xA/f/o5f1xxChDRqm1fyIZzb/QcWfPMv1p3yRuWed6PjDdXR1EcK5HOxpETh8O5jSI1LQbOmVVG1dG4bExNzJVSsUxnNrvNGzN4D2LVFrj+5DDWc6ng4UYiN2I+N/x5AnE8wanRojroVfRBiK6wzPI1T+3bq5m3BAAAQAElEQVRg/YrdOBfaHDU6dsbdt1ZAFS9bgZxfvMPQqMsd6NQuHI3Me7Bj806s3nYKju88k7Rnsp07s+TytdhuJiuSLCHwLt8MN/3vXrRt4InQg7/gxx/X4reNJxGfr4ZzqmSGd4VmqHfnEIwc/SCGPFQPlU2wey/IUj8hAfFxcbC6yTusm1UCvnKSTFLGEme7X4+dL4VEV3k/Lu+PADezHEhftEx6Fv5l0+5Xj2i4RJ2Q+zUKF/gol6HDNQUoQAEKFHMBu9+OxXymnB4FKECB4i7A+VGAAhSgAAUoQIHLFrDCanGDFWVQoV5thNcrC5f/duDY9sPYdwFIls9eM3URfxrx+7fj7yOBOGqqi5a1Q1HO3wOpqfqBeKaSmTe0HZMZLvp3cnAG53fMw0eTZmHGzM3Yjoa47qEH8EDfzritojeC7T/IxRX6MbkDpaugSgUP1Ch1Crv3HsF/x6NxyZe5yYfkJrMrzF5+8JV5Oe095RiO/TEfCxZtwlebfFEjPAw31ApFqUwVzEj2a4oWXXpjztzBGP5oK7Sq4ANX0bakWOQVtoQrMd/zpxF76gQ2JpaDKagaWlYLQoCnDCbhPOLPncSRZBOi3H0R4O0Od/sglxTJWFzd5fy4wg9RSErU4F0KNEiFvPxEnUL0qVPYkFwRHsFVcWPVIPi5udi1IBeC1SxT9oCnTynpy+6Qw2wEonb9ggXvz8Y3v+zEVoShZuUKqF3G99LScu6sJhfA3Qdefv7OAwyX1nS+xycUvs16oGun1ri3tgmJ/8zHT0v/wYKdiXLtJCN5199Y/dV8zD9UB8l1e+DJh5qiYQUHY3PeQ5Yj52G5cBg7/47C6f9MqBQk16GnW5YyzjbNciAIoTUaoHGb61Du2BHErd+F3WeskFtZjjlYorfh+Ma1+GSVJ2L8aqJd61qoKNeIraQ1BYjbh8M7jmDlFheE1KmDZs1roJoMx9VWIBcvJikcUg/hjerilnql4LrnBI5vPYGTUlVal9f0xXbuZPxu3vD09Zd7JH1/LlZyRV1SypqSCpN3MHyvvwOdb78e99aJw+FvF2LZwtX4K0Km5ajSJa0U1A4LYs4ew8lDx5DgWgmlQyuhWnkXeMr0ERdju1+PJpkQ6eaDAB83eLg4eYOw3a9ucg9FI0nu85Nxcj3m5lHagpoW2y14AfZAAQpQgAIZAvprM2ODGQpQgAIUoAAFKEABChQnAc6FAhTIq4AVVqsJVosXAqvVQvVaVVEtdheiDuzDxiNJ0Ad5YPdjlQ9nT+zcgv9cyyKuSj00quyLQG9zzn+Ly0U/Fk8FLuzC3g1LsfD9L/Hd0g1YJx/Rmprdic692uDOm8ojxN2usyuadZHWghBcMRAVK7gh7sApnD4SiUjZezE8Z4LJ1QOWc0cQ9ednmD/rA3z52ceYM2dOepor67n4ZM67mDn9A7w981f8fdwf3i3uQPdbaqNVmJ+0ZrdIwMUUWBNV6zdH95vCcF1FL3jYQi8WCQpacSU/Z089thcHt+7EzqRK8CwbjuvDJIDkIWOJj0N8dCROJ7sgTgII/t5ucFcKOXTp4gNXCQ6VLZ0KT1M8YmISkGS5qHNp+ax7rEg5sgsHt+/BrpRq8CsfhqZi4uVuX84Frm7nYU3diNU/zhHLz8R0Dj6eaxinr+fOxdyPP8KsN6fjrRlz8P4X/2BNZGn4Ne+EWxtXxnXlHEzCxR2u8REw7VyM3794Dx9+8amt7bkZ5y+97fTtj2bPwpxPPsVn/+zB2pOJ9oO0ywuiVx00ubU9unRshPqJm3Fw7Wp8/8dOHD2xEWv+Xot5iw8jtkYbXNfhNnSVQE45d7vqec5GIfXsYWw4VAonEiqgrtxf/j55a8SjklxzLa5HU/fj8D65HesOxiDS4eNLFqQe2SHnawfWRcp1ExqO5vVLo5RH+sdGVrlCL5zFubNx2B/njzLly6NG5UB45mk42lYZBFasiBo1SsPzTASi5d47KeNJsG9Hzp1LYhTMe5bhn29mYtYXn0hgeA4yn7uP5HzOxYcffI6vl6zCP0fiEZ1klYCpfUNpeatF3mvMnjCVqoUGbdqiS5cGqBmzErtW/IbPfzuEoxfkeFrRq/xqlf5O4djO7di6cT+SKldH2VpVES7n2EuOQP9Ond6vKWZccPeGvwQc3V31gKPkjbT71QJvczxiYxORmKrtOyrLfRSgAAUoQIHiJaD/haEzYqIABShAAQpQgAIUoAAFKEABCkA/y7ZazfAqUx0Vq8sH3aWOI/H0Xvz73xnEJBofBuuHp8mIPHEIuzfvRGSl8vBrWgvhQWb4uVklyJUNpMkEszkZlsSTOLn1Ryz77HO8/cFfWJMIpFYPQ3C7m9GiXnnUckMB/ug/hb3gFRqCgIpB8Dweg6STsTgvPRozlCzMHl6wJhzD6a/H483BT+CB//VGnz590tOjsn4Uj/R5Bk8OfgnTvtqGg771cctjD6Fnq6po5K8t2CcT3EpLUKBUKbvAQHrQyGRf7nLyOvoT2Ld1K9atOoDYgNooX7Mm6lcyw0ubTUqSz83jEZPqgmRXT/h6ucLVRQ84Sr5wCwhEhVA3+LkmIeF8PBJy/aG5juMY9mzaivXrjiI+uB4q1giHnFZ4uBh96aTd4OZxBrD+iuWzR2F0n/+JaR/0ftQwTl8/+ige7f0Y+j0/GWPf/xnLD3vCrf6taPfAXbj9+vKo4220abd284RbTCzMq2di/uTn0ffBh21tP5px/tLbTt9+7PF+6CN9PPbhH/hixwW7hrJm3eDT+BY0694Fd9QHfE9twz+Lf8bK5d9hwR978cOBimjSox26d2uIMJmrLMj3T8xZJBw/hC0u1RFZrh4aVfVGafc8tuZdAaVrNcbNNc4j2Cr38fYTOH0+2UEjMTi+bw/27T6BxNB6qBBeDbXLAK7m9KJWuVYTLiA2BThnDkSgvx9CJEiafjSXKz3nHnD3LQX/8v5wT4pBYkQkzsVYkGTfgpw71wsJcFv3EZa8MhD9HnwEfeSayHzuHpPz+Sj6PtEXAyZ+jFkbonDC6WmzSiAVSEkUvLBWaNqzG+5sGgOXI6sw76uV2HQiBnH2/V+tvCUWOLsZ29bvxKpd8fBvVhM1G1dCJenfxp6SjKT4hLT71cUTPp6uyPQgpJS7uPjC1Xa/usLPLQkJ0XFyv8o5u1iAOQpQgAIUoECxFTAX25lxYhSgAAUuW4ANUIACFKAABShAgRIoYItyWZBaSgJX1arjpkYmuMQew9qV+3AkPglpPxrkOo2IfYew/c8zCJEgV4PrqqCcfIbtYbHC+UerUsDkBo+k7UjcMwczps7C+1+swCYAEuMC9h9AxPzFWLP5GHZqnET2F+giATdb+zJmSNJx68xs+/TFOK75HNMpnIk9hzPx8UhMMjl8oiTHJi63gPUckjbNw6JvtuLzVaFo9r9OuOOOBqhtAty17UyT0x05JRPMZhPi4hJx9mwMYlNzeVJSTyN+3bf49qv/MG9TebTqezu6dKqDmkgfh6zTFhNMply2qRXcKwIN78fdgyZh/Oh+GHpPPdQK9IRJj12SZK8FTo7B8Y81GUmxCbiQLBUdl0jfWxXBtdrgvr5d0brSGUQtfQNTxr+Hz7YmwXzb/ejZrjbaVndNL3sZq6gziDh5EJENKsPz+poI9wb88tycP1xKVUWDlsHwCYzHqn/3Yu/ZC1meHNS77xgOrTuIgzsSULVdEzRsUgXVpS83SbbFIoHp08dx8tx5HDf5wMPbC/5etiN5fHGFu6cXfEt7w0WuLWuqRW+9LG3IuZNrVV6z7He0mYCzURcQm2RBqr53OSpi2ycN2o5XgH/1m3H3Y13RpmoKUv9agJ9XH8a6KFsh24uUtK0L+sUavQdbvvoI325Nxr+V78MD3ZqjR+MQZP2gLi/jMYlpvNyvEXK/XkjJw71V0JMtEu1zkBSgAAUoUFQFsv7uLKrz4LgpQAEKUIACFKAABa6GAPugAAVKgIB+pGpFijkA3iFV0PiG8ihluYAjq/ficFQSolXAmgIk7MPhfaexelcAKlWqhCa1QyCfwcNssWT5AF0rGEk+tja5wNVyWuofxL4dh3DglAc8q1+HJo2rITwoGQl7lmDx0hVYtPoMzkk3Rs0rvzbBJI3qh8Lwc4fZ2xXusm2WZCzWlCQp4wmf+m3RouMduPvOXujZs2em1KtXd3Tv1gntb2yKRj5Hcfavb/Htkk34bW8cko2GrsY65QROb/gVX89egl92uSCxfgfc0b0p2jYKgqfRv55aIy9nyfaZf8a2g4wCSTmN9ZlMJrFwUCbrruSjOL52Ob6ctRS/H/SCpWEH9OreGK3rl7b5Xiyug0lFSnIp2VUNVa+7Fe163mmz7dWrF3r16IaenW/GTfXKoWIpOTPmsvBt3gW3P9IbfR69B/d2vA6Ny3rBR0+YNiWtZFpSk5EqQRhLpWaodfPt6HHXnba2s54/Y7t7187odc/9uL9tXbSskCGWqcmLGya4BdVEg6690FHuj6auJ7Brfwyi3cPR+s4OaFmrDEIvFs5nLhXRJ4/i4PZ9MJXzR1B4KILz1ZILzB5lENayAaoE+8D6zzYcPxKFk/ZtWeOAM7uwbccF7DxdFo1uqosGtdLuZ5NdOZPZDLPJBLNcE5DkiB25+ZGKVqkPD3eYvdzh4Qpp066inDuLB5BaoQmq39QZ3R2eu+7o0aMXunZ+EL173Yxbq/ogwMNk10jWrHZqse108a+GOh1vxy3XBaPuhbX4Z/Eq/PLvMRhxLhcTLvmR2pfsy25H9uVTkHpqJTb9vBCz5+3Bf6Y6qNv9XnRvVg3XBWbtPK2ltFdVd9ar1jNl3KN6njI2nFXhfgpQgAIUoEBOAkXkuLmIjJPDpAAFKEABClCAAhSgAAUoQIGrIpD2car+GRuTT3lUv7EBynuYYd62F8dOxeOcjsEi4ZtD27D3UCxWJTdC5YqV0aiiSY8gx2+0k8iKFfKptq20D4IbdkSrBwZj2IuP4Mm7wxCKHdi07Ad8Nf9PrD2RgOi04dhKX9kXKywpqbDIh/bWUF+4BXjCSzowSUpb5HhiHEyh9VCu96sYM/NrfDNvPhYsWJApzZ//HeZ9Mxtz3uyPx2qdh+uyN/Hy9IV47+e9tkBCalpjBfwajwvbluLfbz7FxA8O4nDZ69Ft2EPo2TgUYW52XevkZL66stvrJCvwErDUh7e8vD0RFOQLHxcXJ2WN3bGI2fwD/vzyc0ycfRQR1Vui+9AH0L1+MKq6GmXs18lIStTvxOuCOwe9g+kL5tls58+fj/nzv8KCj1/FS093Qtdm1eEa1BJNmt2KB+9ogZY1A1HKfigm+zbT8ynxSParBEurF/DYtDmY9+08zM9y7uzP5cIflmD+11/gi/7t0Lu+b3oj2axcpEy123DLrTfhf+1qwA9t0bhuK9zXqSYq+NgPLps2nB6yyJGzOHPkCHavOoYgVzcJUPlm3DVyME+L2cUPIde1QqPQsmi63aXy8AAAEABJREFUcxPOSnB6T5xdwCQ+Col7tmDDCU/sdLsOzRtURs2y9heOdGd2h6lMeZQNLIXy1gtIuBCPaGlDjuRxSUFS/AXERsYjxccL7oE+8PU0Z56bnLsUnxAk3/gsHpg4G9/IubM/V2n5hfjuu/n4YclnmD25L55qFiDuJmT7Yxw2ewBVm6Npy9roXC8OR5Yuwc+L/sU/ERZckAZcjXKSNxYHu4xDDtfOyycBSQewbeln+Hb2N5i5PRwhTW7H8D6t0USCtlnUpW0TTLZXecl2scoJtdj+vl/a/eoHX1eXbGvwIAUoQAEKUKC4CJiLy0Q4DwpQoEgIcJAUoAAFKEABClCAAkVCwAoNcsEzAKG1G6NOkBuqxezBqZMxiJDPaGGNwdn/NmPf+RicrHsdKoSFoJpb2sSsFvmwNS3r4FWOmaxITXSXY1VR/ZbHcU/fvnih921o1+0edOnaDU93rI7S5//CpsWfY/q3W7D+aIKUvdJLijQYgXOHjuHgrtOId3OFi48H5KPvzE+USEAOZheY3Dzh4eUpdRwtJrh6VkCF6zri1h6d0a1jGDwPrseeVRux4aQVMRqvcFTtiu07jcRNH2PWq1/hla8i4N2tD+5+vCf63FIB5X1cM/ciwRIPLy/4ubjCR2bq6mKCxLwyl8nYikFy1FkcPZGM88nu8PT3hqeLOePoJRnLccStnYt3p32LNxfFoPRd/XDfY93wSKtyCPV0uaR42g65HqwyBrjBzd0TmYTN3kBIA7To1Rv/e7QHHqmyG+d//AQzxn2OrzefwaHktBacvsq5s5pkvC4etq/H0xGYnBbOzwFpGwEoXSYQ5Sv7w8UcAHc3X/iXAly1M1zOj1405xF7xgVnD1RGvXIVUL+qNJzfJs1yv5VvhDAJNraqsQNHzx7BJgE0PJJjT+PwtnXY6+qJqHoNULOyD7LGuGwXioeXBDqtCLScxbnoGJy+oG8GeRmUnG8kIDEmGlHHIhFXqhRcy5ZGoJx4GeHFhqSYce7cPL2R6djFUpeRc5O61VCz5a3oen9rNE5aiUO/focPvtuJvXFWmBz8rTGz1EDsARz7eSpeG/owOnftjh49e8L21KGse3TtjLuGvIKBy45iX7S+v2gFB+ncFmyeMxWvz96Izw/Vx+0DHsXjD7TGLeVc4Zv1utH71dsbfmY3uV9Nco2ZbKcBDn8u3q/Rcr96+Htnf786bOOK72SDFKAABShAgasiYL4qvbATClCAAhSgAAUoQAEnAtxNAQpQoHAKWPVzdg00VK6POtU8UN//EPYcPoMDZyTolHQG+9btxin5MDfghvqoWtEfZdKnodXSsw5WVsCaimRTCMxBzdG6x53o0aMNbpMgWaB/HdRudivuvrcDOlRJhuv+v/HT/J+xfM1+7JfPjK/sE1ESIYk/jpOHI3DoaCp8ggMQEuQDHxmxSVLGohEgSyqsyQlIjE/I2O0w4xqKSs1a4qZbm6Bq6jHEHtyDrUficSHRYekrsDMFqfKh+74VP+HLOcvw44ZEnA29Abc/0gu9OjZCHT8z9KN82P9IkMLLPxBlXC3wTY7D+fgUJDuFjUNKjAQxo12RaPVCKV8PeEhQzL65tHyylNuH3X8swxdzf8KSLRbEVLwJ3R7thR631UNNHxOyfnaPjB/RlqCnFclITkpAQsZ+I+MJt9Cb0LxdR/yvQwjKnV2Hfz//FJ989S9+2xKBOKOYo7WcO5NexKmJSEqIh05Trj5HJS9jnxku7q5w93WHyewKK0zyP7nEL6NFW1W5R5BwFCfOWLDzQk1ULBuKGuVsR/L5oh/9VEaFGmXRpEUyjpw6jnU7zkCfWoLYx0WcwM6VR4DAUIS3aYTqge4olbUnDRj6lkFwGV+E+53HqaNHsevQWSfnwCoIiUiUiytebrWLTcl+nELE4ePYtTsebuVDUT68LEJcAPeLhaCIxrlLTohDEgrixxWeYc3QoMPt6NbcDYHRm/Dztz/jr+0ncPACYDZBkgnGjwoiPgJR25bgp3mfYtni77Fo4UJ89913+E7WixYvw/xvl+HrbZE4E69Xm1EzfW2JxoVDf+KfJQsx98fNWBdfCSE39cDDD7ZB58bBl3prNXcvePmXRhk3i9yv8YiJz+l+PY+Tdveru05C22GiAAUoQIFCJMChFISA7fd0QTTMNilAAQpQgAIUoAAFKEABClCgCAvYolUegE8YajbwQ8PaEdi49xC27tuPCzGHsOWfCMRFeaH5TeGoXto7Y6LWjJyTjDUFKV7V4FGlLdrcWhtNK7ki4x+mZeqgRvf78WDHG9E9KA7Wld9iyY9/Y/6qCESn5tiykw4d7E5JgPXkIRw5mYTjKeVRp1Zl1KkQYHuSy0Hp3O/yLi1xgkqo4J0El4RIHDt7AQnJV3DcGSORqF/iYexfPgufvv4+nnwrClEN78ETrwzC0+2roLF/RsHMGU8/eAWForJHPLzjTuPAqVjEJDgZX1IiUhKTcN4UAHcvf5T1cYPbJR+aJwPxB7BnyXv48NXZ6D/jAlJufAhPTXseT7WtgHq+mbvP35YLXIMb4pZ+fdGjU1XUxRr8/f43+O77DVgbC2Qb6Mpfh3moZYU+uWjRa9MqjpJkyUN9J0VTJKxzYCt2R0RjhV8NeIT4oZzJSdlc7dbKXggoVxXhN9TC6SNnsW3DQRy33eOnEXPsGDb84YKwCjVxd9cGqOzuemmrJhdIVAiV6lZGy0ZWROzcgXWrdmFfAiCjzVzeKnsSj+PI0ePYti8aKUJjK2CViO/Jzdi1cT9W/OeO8rXD0LRhBYTaDl6DF1N5eIe1xT19O6NdXSDh9y/x3S9bsXxXLCwSaXPJeGOCBDBlfBLIdPEqhVIBvrLhYAnwQ2kvF7hmvU8sUUg6+g9+mTkFb7z5BaZH3Ii6jzyJVybehY6VvODsdoWXn9yvZaH3q0+83q8xEpg2MLP0n5yE1MRk2/3q5umPcnK/ujsMSmepx00KUIACFKBAMRCw+5VdDGbDKVCgBApwyhSgAAUoQAEKUIACFCg4ARdpugwqyIfRNRqWxbmNh7H/nw3Yc3Avfj0QiEhTOG6qXxYhfq5SLjeLfECri0nKu3jC08sN7pmq+cElsAFa3tkLd/Roiiam7Tj03Xws/OhnrDiWhChcoZ+UCBxe8RvWbY3EHksNNKhREbXK+1x+44mxiIk8hYhkC+LNbvB0dUHWz7svv5MYxOz9GUvfHIux0//GtwcrouXTj6LPY51wZ7NKqOAlts46cfOBa+kgVCwVCdfkI9hyJBKRMtaM4nJuMvJx0Yg9dwaHk71g9Q5ApdK+yPwkVzSi/luM798YhzFvrcGPp6qhzXOPoc+jt6FH0woI9dBrJ6O1y8u4BgBVWqGVBj9bBAGxa7F63Xr8siUK5yWecnmNX15te7LLa+li7dSUKJzcugFHEiIR27Q6ggO9EYzL/3ELrYKK1zXH9XKNlvvvP+yLSEXihf04ffQElp8Lh0uZqmha012uW5ODzsyyLxihYXXR5JbaCDm1BnuW/ogvfjoMffJJDl5cks7DcuB3LJ0xEi/0exx3jvkSs1dsx95DW/D3vG+x5J8D2ODaGPUahKNZDX8JJ12serVzLt5lUe22Hmjfrj46lN6H/77/BQu/34StEo+LkcCeESey6MD8qqDcrQPxzPiZmDlrNj786CN8ZEsf4sNZMzFnwnOY3K48qtm/Hybuwv6fZuPNZ8fijV9isbdyd/Tvez8ev70pWlT0hLerI2vtTJKrN1z0fvWPgkfyYblfo3Au2TYSOSiL/cUn9+uFs6dxONkz7X4N9IWnyxW8B6U7LhSgAAUoQIHCKqD/lVJYx8ZxUYACFKAABShAgfwIsA4FKECBEipgtn1lmqu7e5bA0eVyeCKwak1UrReGoMObcfAnCWwsW4sVcRWQUqEumlbxQ4BXbvsw2QqaIB/UWpKRnJSKFNse+5fSCGrRAa27d0KPG/zhF70Waxctwvyl27D+cILWtC+cnjfBJIEzV1c3uKXvcbhKiUNy3D7sWfcnfvx+Fdaf84Kp3o1oVjMU4YEOauiHyPo1bS6ucHVzd1DAbpc1BhE7t2Dzmm04Eu8Ht9LlUCXUC17uJrtCl5lNvYDkQ/9i7Y8L8Omc5fjtcBA8r++Bpwbfi/+1D0Nl75za94G5VFlUD/dAgFsE9qzegh17TiFWqlklwRiqNRqROzZhy9r/sD9Z+gipgBrl5UNzN7OWAlLOI3H/Cqz6fgE+m/sb/jxZFv4te+LZIffggVuqooJnWrEr96r9VkbNm25B53taonHIWcTuWovfF2/AzhOxSHbWkUkmZHaFi1wX+nG/bDkrWaj2pyafx9GdR5BoTUXlFtUQKjeYClz2IH3KISDserQJjEHNpD3YfCQKB7fvwJlTJ3GoynXwr1IJNb2QTWDWDO+KdVHjlra4KTQK3hJs/e6r77Dor63YEZ2AjICjvAeZ5b4xXziCiF2/4/svv8AXn32KeQsX4bOv12PDWX8EtOmIVo2qoGHQZc/qMhvwBMq2RLO2rfHArWXgvXsVNiz5Hb/8F4nTF1Lh5mKytS/vWIB7IPxrtUObrg+gX18N6D6KRx/V1Ad9+vZD725t0b12AIK89GylwhJ3FIf/WoQlXyzAnO/341BASzS9+3EMfuAmdAgvBW9by9m9eNvu12phngjwOIu9a7Zgx+6Tl96vOI/I/zZj89od2J8UCPfgCqhRzheebmljB38oQAEKFG8Bzo4C0N+8ZKAABShAAQpQgAIUoAAFKECBIi5g1QiF2QWu8sGm2yVzucwdoeGoHBaGlvgDh/78ClPeWIJjgeXh36w2aoYAPrjCP+YwVLquIx7q3wM3NTAj+dxyfD5pLuYt3YotKUBaUMNk16nk9akLN7dsglxxiDuyFuu+mo6PXn0N4xadwN5KTdCqb1fcXNMflUx2zWVkrYAESky2IFd2/3yORvSuX/HXwu8x/5uNOJdUDZWq18F1YV7w9cAV+omH5cIO/D13Bj5552d8t6cJWvTuj1Hj78edVTzhl6tefGH2rYY6tzREtaAUnJ83D0vn/4OlW88hCsZPLJIO/4rfvv0Gn3/2L44iHKFhNdGomqt8aA75iZMY1zb8OettzJ3xJ74/2BxtnngaI0ffhTvKuyHnD+5h+xFZ2zovL65hN6Buh17o2zIYdY5vxIaPvsHiDcexNQ6X/litsEJOql4Xrm6XHs/lHmsuy125YhLITYnFmSOuCDKHoF2jSih7xS6i0kDp2mjWxoSKdY7h3117sfqfjTgbfQ6VujdF7QblUVEm4iLJ6VIqHEE39MDDPRvhtrJ7sGveSIx75W2M+GgF/toThfMaDTL5A7V74+mXp2PR7KcxoNRanPp0GsaOnIGZf/sgtXYX9BneCx3rl0F5px1drQNyjaA0yja8Ge1790S7skfgcnAFFizYgXPnY+HunqahpfI0osSjiNv9PT6ePAtvfX0Mu24ajIee748J98Rex8sAABAASURBVNVFNa/ctuQLk0811L65IcLKWHB+/jwsm/c3Fm8+i8iMJi4g+fBv+GPe1/j8039w2BKGMmG10Ki6G7xziMuDPxSgAAUoQIFiIpDdf6UXkylyGhTIowCLU4ACFKAABShAAQpQoCgJmPSfdWZ4pWzGyY0z8cbA5zFg2BAMfvFFvJg1DXwOLw4aiqdHfItZP+zDcZmnfiYtq+wXr3Lwq1ILN9Zys/39nMRowL1eddSoV8n2obhr9rXzddS1TC1UufVBPHj3zehRMxWWo9/ju6W/4+s/IhBtG7QZJvkfzG5wtxxE0pEv8MnkwRg4fCgGybw1GfMfNGQwXnj2ebwwdCLGvf4JPvvzACJCbkHT9u3xUKeaqOzvKBIlrbt7wXpyN87Mn4q3RjyP4UMHZzEdhMFDBuKFAS/ghRHT8PInq/HrqQCU73ALbrq1IepLxOeKBQCTI5BwaD1+W7UTf+w7goTUPdj55yf45tURGC7zGzZ4UJaxDcSLzw/AM1M+xOiFu7E7Ou17/cyuQajatDnq1QxEmYTlWPXVG3h1zCAMeeFFvDhsKF58TuYy7DW8+sVG/HMuGJW7tsWNreqgrsSJPPVMJp3ChQPrsXzlLvx9+DASk3dh+68f4ctpTsYxUMbxwgA8/dLHmPDjPhyIlSiltGNKT7LKw1IW/pUao227xqhfJQ7xJ3/FN4vW4ef1Z5GY0Up6WMrVE26xx2Fa9yG+mTYYA+WeeHHQi7Zrw7guHK0HDngag1+dhWkrjmNfdIpeYRktX53MOaScPopN60oh+mw51K1aCqW8VetK9G6C2TUQ4Y3CEBSUhK2/LcL33x3C1n2BaNaiBmpVLp2L+XrAzS8cTXs9iF73dULXSheQsH4RFr0zES/JPfL8089hyNChGDR0JEZPnon3vvkDq/edwt54IClO3jhwDKejzuF8TDKs6QEkXMsfo2//qijTuDVuub4MastNm5iQLEdSYZYgt2TyvCSfPYSDa2XuB49hT/Ipef/6HSs+fx2vjRqJIXKvDpZr8eL1J/fIwEF4/tnRmDxrCb7bFYeo9Ava5BKIKnq/1g5BaMIvWPPNdLw2drDcr1In/X59ftireOXzDVhxNhCVusj92rou6rkDnnkeNStQgAIUoAAFiqaAuWgOm6OmAAUoQAEKUOBqCrAvClCAAhQozAJmWC0WuCXtROKhxZg34028Pe0VvPr663g9a3rjLbz+2suYMfU7zFmyHydlWimSAAkMSBupqalITbXAIpuy2I6kvfjDLaQS6tYPRcVg+fTUrQoaNaqOeuFB8EorcPHVapHxSFAKFlikoUzt6NM1Fu0jFSmp+qTNxWqX5Ey+MJe/BZ26d8ejdzZGtYDDOLXmZ8z/+jf8uzcSF7SC/IvWajXDNfkQcPZX/PbF+5jx0st4TeatyZj/a6+8iunvzMIH367A8l3JSAyWIEmv+3F3l5boHOYJPxc4+JGRSwAtxRqFqD8/w6LZb+Kll1/NYvoaXn3lDUx/ew7mfLceq6OC4VW/Izo/cAtuu6kqgqTVnMMTVkBMLGIvYBB+PRtSM8sSfRKRO9dhzf6zkNnKwb3Y/fvn+OqNqZgm85v26mtZxvYGXn/zbbz76ieY9ONe7I02PjX3gnfNG9GwZQu0r+gG34iVWLNwDmZPl+tl2st4/a3ZmPHVKqw6HQzf69rLXFqh9fUVUEp6tM0l8hjOyjhWHYjCMdkH7MaOnz/B569PxUuOxvGGjGP625jx+heYunQ/Dl3Q4AFga8uaKlNPBVIcXCtw/OPiXQE1b7kVLVpVQhW3Azj886/46dfN2BZvRYKtirYs15bZFSYNpOxcgn+/eh9vyD3x+muv264N47pwtH7j7Rl49c05eOOfkzggQS5bk9m9pF/vKXLiUi3Sb3Zlc3Ms9iiiD/yHf4+F4IS1IqqVcYGXa24q5raMJ7xrNEJooC/cNy3B3+sTsCmqBprVCkGVYLXLTTu+8K53O26+pw+evP92dK7ugVInVmHz4o8x5/238MrLcg++PAWTXnoPb372J1Ynl4ZHSFmUCy2LMv6A2/ktWPfDYiz9bTu2nYrHhRR7N8nL/ZCq94O8Rwgp8vcj7ci5sUjb+p4mTcHxjWW07g+XkPpo0f4GtG5dDhLnkgMpSJZrU1rKvqqUvLjI/YxERB/fj10rVmP/Bb0q5d479DP+/OJdvDF5Cl6Re/VVuRYvXn9v4PU3XsOb70zCK3N/xg97JciVpO0AJpMXvMNboMGNN6B9JXeUOrsKaxfNwYfTpY7tfp2FGV/+i5UnA+HTKO1+vbl5RQgzTOAPBShAgfwJsBYFipqAuagNmOOlAAUoQAEKUIACFKAABShQCAQKzRCslhSkJsUj3tFXtjkdpRlms91HoPJhsDU1CQnxCYiPT0SyfCIs8Si72u4wu/gioKwnzJ5lgORwNKxcHrUreNiV0ax8HJyajOTEtA92E5NTYdHdRpKgRmpygq2f5PgUiW1IeeOYw7UL3Oq1w/XdHsQL7cNQI3oF9nz1OiZ9shY/7o+ExRWwpCQgMd5h5cw7zX4wt30cd7/wJqZPfRWzht+Ou1uUhW/mUulbMi5rCpIT4pCbpoFyqNLtKTw86WVMnT4KI2+viZvLpjeV48oq5y8RSXoCE1KQJMESR1USok7g8K4tOB511tFh5/vMWc61yQXwvx4Nuj2Ooe+Ow7Anb0bn2m529QU1rBdaPz4QI0c+jn5tKqNB8MXD8WeP4YiOIzr64s7c5GQcLibTxQ/e5QKzpiQhKUGvFVlLMCHTteKsTTc/uDbsgjYdbkPfFv5wObEU635ehk//PoPjMVrJJC8WpMpFkZgWT5PtPC4uZujtIcPNuWL6/ReHRCQkpkBuHaSFJ3Ku6qhEytE9OLBzPf6uFoRTdSqgskRbvBwVzO8+k3wMVLEhwitUQi/zIVwIDsGuKvUQFuqOXMe4bH17o1TNtmj74nS89Pqb+HjKCxjVuxnCJShnO5zxUgFVOz2GewaMxfjRQzD1xU5oG7Ifm2YNwTMPjceLU5fh73OpOJ9RXs9dApLi5A1NPPW9KONQnjJW6HtaopyM+IQkJEiwS7LZtmAyl0F4lx5o27E12nhq0VhEx6XI+xTycE61l0hEH5Ug12+HERmh29pWbpJcd2aT7R4xGcXT79e6XfpiyLvjMLz/Leiij1Uax+ECVO+Fmx4biBGj+qFf2ypoGJJxkBkKUIACFKBAiRCQ/7opEfPkJK+pADunAAUoQAEKUIACFKAABQpGwAXeZeqj7t2D8fToMRgyfCRGjRqVTRqOUaPHYfDEu9GvWxjKy6DkI1LAuxx86/fEE4OfxsRhd6F9dR+EuMtBu8XFqwIq3fYEHho2AmMm9Mb9LSqiho9dAVvWAz41u6D1g89g9Kh78EC7aqhsBuRzWzlqhqtvVYR1fQ59Bz2B8c83R9NQb+T4Ab5LeZSpexu69B2O4aOHYejz9+Du5hVR3ccdru4VULXjE7h/sHz4O3IURkhyNP+Rw4dizJTxmPLs//D4A13Rvm1zNK/gjzKucPLjB5fA63DLM4Px/KAh0DZHOnEdMUw+vJ8yGiP6P4jHet2K9i1roVqQF9yctJx5t+qXQZXOfdFr1ESMfvRG9KxT2mFdc0ANlGvZB/2HjsegoSNsYxrtZEw63lGjRmLUiKEYMvIxTOpRE7UCPNK7NsnaAz7laqFe227o/L/n8PTQyRg7ZjSGDx2CERMnY/jwfni+dxd0uqUh6gZ7wV9qGItLUB1UvPlxPDdyHAbJtaBj0JTWp6NrT8cxDIOHP4Kxcs1V802XcfVDqQb3oNsTT2P0mB7o2iQUuYsL6kmrgKo39ELP58Zg6shnMOSh1mhV3hN+egiuMLlUQq07n8b94wdjzOhRGJ6t0yibpTH+kUOlzqB+GHZzeYT5uxrTdrI2waPiTajf7RlMGPMQnrqvAWoIsyxOyudid0BdlL/+Trw4oCN6dwm3mehVkouauSyi5788ytXrhDv7D8XoYQ/h2XsaIdzHFR65bCGjmNkX3oE1UP/GtmjX/X706j0Qw8dMwZBhw22maffGSIzodx8e6dUFnbvegc53P4qHH30IA+5vg5vLuyHQEoM4kwlp8Uj1Lo/wns/g3lFjMep/16NjeCkN42R0mftMKIIbdcFdY0dLIPcOPN7QH75u5uyrm+RNr3Rj1O/QB09OGIVJg57FkKdvxHWlXXP5N++0efX1RkCNm3HjM8MweJS8Z40abfMwrrFL13KPjBqDEUMnYdTjXdCrltTPdDLc4VO2Juq16YZOcr8+NWRyxv06csJkDBsh9+ujXdFZ7td6IVJXh8FEAQpQgAIUKEEC5hI0V06VAhSgAAUoUHgEOBIKUIACFKDAlRCwusAzpC5q9xiAvoPHY9qUSZg4cWI2aQomThiLl0d1x8OdqqV9gG61Al5l4VunG3oPeByjBt6BtlV9EJIeizCG6eIRgpDmD+LOp/tj/OiuaFcnECEm46ixdod3WAfceHc/TJjYA3fdXBkV5V+dLnLYajXBzacyqnZ8Eg8/+yjGPHk9GpXxgqd0L4ezWcxw9a+O6h0ew6PDxuOliQMx+I66aBbqA1e3sqh8a2/c+exYTJk0EZMlOZr/pCkvYfzQFzC0Zwvc1rgcQoI8IMOC8x9fuJRuhJv6DcCTr0yDtjnJievkqeMwZnh/9OvcDDeHlYZMyXmzlxxxkT0hqHzbw+g2aBQmPNgcXWr5Iwu9lAHcg+ug6q1P4qmBY/DKS5NtY5rgZEw63okTJ2Hi5Jcw7YWHMPz2MISVcs/yOIobzH5VUbl5L3TpPRjjxk/AlJemYfKoIZjyWHv0alkdlYK94Wnr/eKLe2hDhN32FAYMHotXpk6W8zzRltL6nGgbV+a8jmMqXn7uPgzuWA2VJZgCqxUmCXL51euJTr37YsL4LujUMAShF7vJIWeGV6XmqHfXcxg8aQRGP9UNd9UrhRAvmaLcE3CpgPDufXHnmJcxfsJETMnWaWKmMU96Seo88zAG3FgWVUu5wprtSEzwqHAD6nTuhxHj70HfXnUR7iHnKts62R90LXsdqrd+CKMevAmPpD9peMltln0TuTjqBd+qN6Dpo8MwpP8deKF9JYS4XEYvngHwq9YYNVrdhz5PD8G0qfI+I+bGvfF4p6ZoXbcSKlYJQ7nabXHb/57HhGmjMf7pDrj7pvII9XGR0KQO2wUwlUW1ro/jzkHDMPG+69Cumh9csj8JcPRjRRkEN+iA7uMm4IU+t+Ph+qXg42rK4XzK9YNABNXtiK6DJ2LkK0/ghcebo0GAK3wcdeJwn0kaKYWgereh7bCpGDhxqrxnTch0jWW+P/T6k3tk4nhMfmk4Bj58G7qEe8PfPetYXeV+rYJKzXri9kcGw7hfJ40eiqmPdcBdN1VH5RCfS+5Xh0PkTgpQ4OoLsEcKUKBABcwF2jobpwAFKEABClCAAhSgAAUokEsBFsuHgHyemo8P4tVoAAAFUElEQVRamauYrkQjmZt0tOW0m6vTvaMhlbx9hcXa6cVw+afkSjddWMguX6YQtWDyg2v5Rmh+zx24rdMNaOyJ7J+UysdJcFbF2X5DJ6fjRrls11ekEdi+thD8oQAFKEABClAgRwEGuXIkKpQFOCgKUIACFKAABShAAQpQgAIUoAAFir9AMZyhRIFcPOEdWBql/H3hLZ9MuRTDWXJKFKAABShAAQpcHQH5T4mr0xF7oQAFKEABChSsAFunAAUoQAEKUIACFKAABShAAQpQoPgLcIYUoAAFLgpkCnJF/r0ITDTgNcBroDhdAxff7pijAAUoQAEKlEABTpkCFKAABShAAQpQgAIUoAAFKFCMBTIFuYrxPHOcGgtQgAIUoAAFKEABClCAAhSgAAUoUPwFOEMKUIACFKAABShAgeIjwCBX8TmXnAkFKECBKy3A9ihAAQpQgAIUoAAFKEABClCAAhQo/gKcIQUoQIEiK2BO2bvexEQDXgO8BkrCNVBk36k5cApQgAIUKEQCHAoFKEABClCAAhSgAAUoQAEKUIAChUWg4J7kKiwz5DgoQAEKUIACFKAABShAAQpQgAIUKDgBtkwBClCAAhSgAAUoQIFrJMAg1zWCZ7cUoEDJFOCsKUABClCAAhSgAAUoQAEKUIACFCj+ApwhBShAAQpcHQEGua6OM3uhAAUoQAEKUIACFHAswL0UoAAFKEABClCAAhSgAAUoQAEKFH+BApkhg1wFwspGKUABClCAAhSgAAUoQAEKUIAC+RVgPQpQgAIUoAAFKEABClAgNwIMcuVGiWUoQIHCK8CRUYACFKAABShAAQpQgAIUoAAFKFD8BThDClCAAhSggAMBBrkcoHAXBShAAQpQgAIUKMoCHDsFKEABClCAAhSgAAUoQAEKUIACxV+AMwQY5OJVQAEKUIACFKAABShAAQpQgALFXYDzowAFKEABClCAAhSgAAWKoQCDXMXwpHJKFLg8AdamAAUoQAEKUIACFKAABShAAQpQoPgLcIYUoAAFKECBoi/AIFfRP4ecAQUoQAEKUIACBS3A9ilAAQpQgAIUoAAFKEABClCAAhQo/gKcYZETYJCryJ0yDpgCFKAABShAAQpQgAIUoMC1F+AIKEABClCAAhSgAAUoQAEKXGsBBrmu9Rlg/yVBgHOkAAUoQAEKUIACFKAABShAAQpQoPgLcIYUoAAFKEABClxlAQa5rjI4u6MABShAAQpQQAWYKEABClCAAhSgAAUoQAEKUIACFCj+ApwhBQpWgEGugvVl6xSgAAUoQAEKUIACFKAABXInwFIUoAAFKEABClCAAhSgAAUokCcBBrnyxMXChUWA46AABShAAQpQgAIUoAAFKEABClCg+AtwhhSgAAUoQAEKUCA7AQa5stPhMQpQgAIUoEDREeBIKUABClCAAhSgAAUoQAEKUIACFCj+ApwhBShgJ8Aglx0GsxSgAAUoQAEKUIACFKBAcRLgXChAAQpQgAIUoAAFKEABClCgOAswyFWcz25e5sayFKAABShAAQpQgAIUoAAFKEABChR/Ac6QAhSgAAUoQAEKFCMBBrmK0cnkVChAAQpQ4MoKsDUKUIACFKAABShAAQpQgAIUoAAFir8AZ0gBChRdAQa5iu6548gpQAEKUIACFKAABShwtQXYHwUoQAEKUIACFKAABShAAQpQoNAIMMhVYKeCDVOAAhSgAAUoQAEKUIACFKAABShQ/AU4QwpQgAIUoAAFKECBayXAINe1kme/FKAABUqiAOdMAQpQgAIUoAAFKEABClCAAhSgQPEX4AwpQAEKXCWB/wMAAP//2v+0owAAAAZJREFUAwAncBKNNIsb9wAAAABJRU5ErkJggg==" alt="image.png" width="709" height="275" /&gt;&lt;/p&gt;
&lt;ul dir="ltr"&gt;
&lt;li&gt;&lt;strong&gt;Inputs&lt;/strong&gt;: For both input pairs (HOST clock and OSC clock), the &amp;quot;_N&amp;quot; net is connected to the positive input pin (CLKIN0/CLKIN1) and the &amp;quot;_P&amp;quot; net is connected to the negative input pin (CLKINB0/CLKINB1).&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Output&lt;/strong&gt;: The positive output pin is connected to the &amp;quot;PCIE_CLK_N&amp;quot; net and the negative output pin is connected to the &amp;quot;PCIE_CLK_P&amp;quot; net.&lt;/li&gt;
&lt;/ul&gt;
&lt;p dir="ltr"&gt;As a result, the overall polarity from each clock source to the final PCIE_CLK_P/N nets is preserved.&lt;/p&gt;
&lt;p dir="ltr"&gt;&lt;strong&gt;Questions:&lt;/strong&gt;&lt;/p&gt;
&lt;ol dir="ltr"&gt;
&lt;li&gt;Is it acceptable to swap P/N on both the inputs and the outputs of LMKDB1202 as shown in the schematic?&lt;/li&gt;
&lt;li&gt;Does this P/N swap have any impact on device performance (such as additive jitter, skew, or mux switching behavior) or on PCIe reference clock compliance?&lt;/li&gt;
&lt;li&gt;Are there any restrictions or recommendations regarding clock polarity for this device, for example, whether the polarity must be preserved end-to-end?&lt;/li&gt;
&lt;/ol&gt;
&lt;p dir="ltr"&gt;Thank you for your help.&lt;/p&gt;</description></item><item><title>LMKDB1104: Slew rate measurement faster than spec</title><link>https://e2e.ti.com/thread/1686316?ContentTypeID=0</link><pubDate>Wed, 30 Sep 2026 17:41:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b681cd08-5b26-42c8-a72d-a3d25c1bb29e</guid><dc:creator>Oliver Lin</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1686316?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1686316/lmkdb1104-slew-rate-measurement-faster-than-spec/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMKDB1104&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;My customer has encountered an issue that our clock buffer is faster than DS listed.&lt;/p&gt;
&lt;p&gt;We tried pin mode that can lower the slew rate, but PCIE spec is 4V/ns,&lt;/p&gt;
&lt;p&gt;SLEWRATE_SEL = High: Slew Rate is 4.7&amp;ndash;4.8 V/ns&lt;/p&gt;
&lt;p&gt;SLEWRATE_SEL = Low: Slew Rate is 3.9&amp;ndash;4.1 V/ns&lt;/p&gt;
&lt;p&gt;It is measured at the end point connection. Is that normal to measure slew rate around 4.7~4.8V/ns. And the trace is around 10 inch.&lt;/p&gt;
&lt;p&gt;My understanding the parasitics are going to lower the slew rate, but we are seeing the slew rate is faster than DS listed.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/LMKDB1104-slew-rate.png" alt="LMKDB1104 slew rate.png" data-temp-id="LMKDB1104 slew rate.png-330857" /&gt;&lt;/p&gt;</description></item><item><title>RE: LMKDB1104: Slew rate measurement faster than spec</title><link>https://e2e.ti.com/thread/6503096?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 18:41:45 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ef4e8f9b-a52b-46b0-afd5-085be6d0c562</guid><dc:creator>Oliver Lin</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6503096?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1686316/lmkdb1104-slew-rate-measurement-faster-than-spec/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Michael,&lt;/p&gt;
&lt;p&gt;Thanks for the clarification, Got other questions&lt;/p&gt;
&lt;p&gt;Is there any further steps to take to modify SLEWRATE_CTRL_MODE register? Customer reports to me that write 0x1B and readback with 0x0B.&lt;/p&gt;
&lt;p&gt;Any pin or register I need to take care?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AM62P: DDR configuration of 4 GB RAM with TI AM62P5</title><link>https://e2e.ti.com/thread/1687385?ContentTypeID=0</link><pubDate>Tue, 06 Oct 2026 12:30:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9028cc31-f3af-4447-9354-2e315af335f6</guid><dc:creator>Roshan Mohammed</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1687385?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687385/am62p-ddr-configuration-of-4-gb-ram-with-ti-am62p5/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; AM62P&lt;/p&gt;&lt;p&gt;Hi,&lt;br /&gt;&lt;br /&gt;I have generated the DDR file for the 4GB Micron MT53E1G32D2FW-046 AAT:C. PFA file.&lt;br /&gt;I choose the 8GB RAM as the reference design and reduced the number of Rank to 1 to change to 4 GB and generated the DDR configuration. Please find the below&amp;nbsp;&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/2055.image.png" alt="image.png" data-temp-id="image.png-69512" /&gt;&lt;/p&gt;
&lt;p&gt;I changed the dts file to the below:&lt;br /&gt;&lt;br /&gt;memory@80000000 {&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; /* 4G RAM */&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; reg = &amp;lt;0x00000000 0x80000000 0x00000000 0x80000000&amp;gt;,&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;0x00000008 0x80000000 0x00000000 0x80000000&amp;gt;;&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; device_type = &amp;quot;memory&amp;quot;;&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; bootph-pre-ram;&lt;br /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; };&lt;br /&gt;&lt;br /&gt;After flashing, it started booting and the bdinfo is below:&lt;br /&gt;=&amp;gt; bdinfo &amp;nbsp;&amp;nbsp;&lt;br /&gt;boot_params = 0x0000000000000000&lt;br /&gt;DRAM bank &amp;nbsp; = 0x0000000000000000&lt;br /&gt;-&amp;gt; start &amp;nbsp; &amp;nbsp;= 0x0000000080000000&lt;br /&gt;-&amp;gt; size &amp;nbsp; &amp;nbsp; = 0x0000000080000000&lt;br /&gt;DRAM bank &amp;nbsp; = 0x0000000000000001&lt;br /&gt;-&amp;gt; start &amp;nbsp; &amp;nbsp;= 0x0000000880000000&lt;br /&gt;-&amp;gt; size &amp;nbsp; &amp;nbsp; = 0x0000000080000000&lt;br /&gt;flashstart &amp;nbsp;= 0x0000000000000000&lt;br /&gt;flashsize &amp;nbsp; = 0x0000000000000000&lt;br /&gt;flashoffset = 0x0000000000000000&lt;br /&gt;baudrate &amp;nbsp; &amp;nbsp;= 115200 bps&lt;br /&gt;relocaddr &amp;nbsp; = 0x00000000ffe75000&lt;br /&gt;reloc off &amp;nbsp; = 0x000000007f675000&lt;br /&gt;Build &amp;nbsp; &amp;nbsp; &amp;nbsp; = 64-bit&lt;br /&gt;current eth = ethernet@8000000port@1&lt;br /&gt;ethaddr &amp;nbsp; &amp;nbsp; = 44:88:be:dd:e2:77&lt;br /&gt;IP addr &amp;nbsp; &amp;nbsp; = &amp;lt;NULL&amp;gt;&lt;br /&gt;fdt_blob &amp;nbsp; &amp;nbsp;= 0x00000000f7e3fcf0&lt;br /&gt;multi_dtb_fit= 0x0000000000000000&lt;br /&gt;lmb_dump_all:&lt;br /&gt;&amp;nbsp;memory.count = 0x2&lt;br /&gt;&amp;nbsp;memory[0] &amp;nbsp; &amp;nbsp;[0x80000000-0xffffffff], 0x80000000 bytes, flags: none&lt;br /&gt;&amp;nbsp;memory[1] &amp;nbsp; &amp;nbsp;[0x880000000-0x8ffffffff], 0x80000000 bytes, flags: none&lt;br /&gt;&amp;nbsp;reserved.count = 0x5&lt;br /&gt;&amp;nbsp;reserved[0] &amp;nbsp; &amp;nbsp;[0x9b500000-0x9e6fffff], 0x3200000 bytes, flags: no-map&lt;br /&gt;&amp;nbsp;reserved[1] &amp;nbsp; &amp;nbsp;[0x9e780000-0x9fffffff], 0x1880000 bytes, flags: no-map&lt;br /&gt;&amp;nbsp;reserved[2] &amp;nbsp; &amp;nbsp;[0xf6e0d000-0xf6e3dfff], 0x31000 bytes, flags: no-notify, no-overwrite&lt;br /&gt;&amp;nbsp;reserved[3] &amp;nbsp; &amp;nbsp;[0xf6e3eff0-0xffffffff], 0x91c1010 bytes, flags: no-overwrite&lt;br /&gt;&amp;nbsp;reserved[4] &amp;nbsp; &amp;nbsp;[0x880000000-0x8ffffffff], 0x80000000 bytes, flags: no-overwrite&lt;br /&gt;devicetree &amp;nbsp;= separate&lt;br /&gt;serial addr = 0x0000000002800000&lt;br /&gt;&amp;nbsp;width &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0x0000000000000000&lt;br /&gt;&amp;nbsp;shift &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0x0000000000000002&lt;br /&gt;&amp;nbsp;offset &amp;nbsp; &amp;nbsp; = 0x0000000000000000&lt;br /&gt;&amp;nbsp;clock &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0x0000000002dc6c00&lt;br /&gt;arch_number = 0x0000000000000000&lt;br /&gt;TLB addr &amp;nbsp; &amp;nbsp;= 0x00000000ffff0000&lt;br /&gt;irq_sp &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0x00000000f7e3eff0&lt;br /&gt;sp start &amp;nbsp; &amp;nbsp;= 0x00000000f7e3eff0&lt;br /&gt;Early malloc usage: 3b48 / 8000&lt;br /&gt;&lt;br /&gt;I have enabled the mtest and done the memory test by using the below commands.&lt;br /&gt;&lt;br /&gt;mtest commands are below:&lt;br /&gt;&lt;br /&gt;mtest 0x82000000 0x9b000000 0 1&lt;br /&gt;mtest 0xa0000000 0xf6000000 0 1&lt;br /&gt;mtest 0x880000000 0x8ffffff00 0 1&lt;br /&gt;&lt;br /&gt;Everything passed, Could you please verify this changes are correct and valid?&lt;br /&gt;&lt;br /&gt;Is there any changes to be done in any of the steps which I followed&lt;br /&gt;&lt;br /&gt;Regards&lt;/p&gt;
&lt;p&gt;Roshan&lt;/p&gt;</description></item><item><title>RE: LMK03328: LMK03328 deterministic phase relationship between reference-bypass 27 MHz and PLL-generated 74.25 MHz outputs</title><link>https://e2e.ti.com/thread/6502638?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 10:07:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:747740cd-e3aa-431f-b8d4-4e6c9acc882d</guid><dc:creator>Kyohei</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6502638?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1685447/lmk03328-lmk03328-deterministic-phase-relationship-between-reference-bypass-27-mhz-and-pll-generated-74-25-mhz-outputs/rss?ContentTypeId=0</wfw:commentRss><description>&lt;div&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;Hi Jaryd-san,&lt;/div&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;Could you also please check my previous follow-up questions?&lt;/div&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;In addition, the customer is considering a configuration where the &lt;strong&gt;27-MHz bypass output may not be used&lt;/strong&gt;.&lt;/div&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;In that case, the configuration would be:&lt;/div&gt;
&lt;ul&gt;
&lt;li class="___ccc16d0 fje8fi8 f1ng9h0j f1bwykku f18jd3zf"&gt;Reference input: 27 MHz&lt;/li&gt;
&lt;li class="___ccc16d0 fje8fi8 f1ng9h0j f1bwykku f18jd3zf"&gt;Outputs: two 74.25-MHz clocks generated from the same 27-MHz reference&lt;/li&gt;
&lt;/ul&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;Could you please clarify the following?&lt;/div&gt;
&lt;ol&gt;
&lt;li class="___ccc16d0 fje8fi8 f1ng9h0j f1bwykku f18jd3zf"&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;What is the phase relationship between the two 74.25-MHz outputs?&lt;br /&gt; With the same PLL/divider settings and output synchronization, is their relative phase deterministic, including across power cycles?&lt;/div&gt;
&lt;/li&gt;
&lt;li class="___ccc16d0 fje8fi8 f1ng9h0j f1bwykku f18jd3zf"&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;What is the phase relationship between the 27-MHz reference input and the 74.25-MHz PLL outputs?&lt;br /&gt; Is this phase relationship deterministic, and is it repeatable across power cycles?&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;Thank you for your support.&lt;/div&gt;
&lt;div class="paragraph-in-scc-markdown-text ___1ngh792 ftgm304 f1iaxwol"&gt;Best regards,&lt;br /&gt; Kyohei&lt;/div&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMX2572LP: Oscin Configuration</title><link>https://e2e.ti.com/thread/6502556?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 08:34:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:647f7c91-a1f9-4c82-a2e4-3dfa0e9a3a88</guid><dc:creator>Peter heng</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6502556?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1686686/lmx2572lp-oscin-configuration/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;thank you for providing the confirmation. i believe the 50ohm is needed only when i have a clock source of 50ohm impedance. i guess usually the Oscin impedance will be high and hence a shunt connected R25=51 is needed to lower the impedance.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMX2572LP: Oscin Configuration</title><link>https://e2e.ti.com/thread/1686686?ContentTypeID=0</link><pubDate>Fri, 02 Oct 2026 03:58:31 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7078544e-f6ff-4611-9b52-530e0e1601e1</guid><dc:creator>Peter heng</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1686686?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1686686/lmx2572lp-oscin-configuration/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMX2572LP&lt;/p&gt;&lt;p&gt;hello,i found the reference circuit of the LMX2572LP from the EVM schematic. i plan to use cmos oscillator SXO32C3B481-100.000M(Suntsu) parts. therefore i would like to know do i need to have R35=51ohm connected before the oscillator as shown below.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/8081.image.png" alt="image.png" width="706" height="285" data-temp-id="image.png-67780" /&gt;&lt;/p&gt;
&lt;p&gt;Pls feel free to provide any other alternative Oscin type with better performance.&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>LMK04610: oscillator for the LMK04610 CLKin</title><link>https://e2e.ti.com/thread/1687316?ContentTypeID=0</link><pubDate>Tue, 06 Oct 2026 08:26:42 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2a4e9c34-dd79-4a86-aadb-e0b7ff4f5b84</guid><dc:creator>Satoshi Ishizaki</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1687316?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1687316/lmk04610-oscillator-for-the-lmk04610-clkin/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK04610&lt;/p&gt;&lt;p&gt;hello&lt;/p&gt;
&lt;p&gt;I have a question concerning the input clock for the LMK04610.&lt;/p&gt;
&lt;p&gt;Please provide the recommended specifications for the oscillator in the following configuration:&lt;br /&gt;&amp;nbsp; &amp;nbsp;1.Phase jitter&lt;br /&gt;&amp;nbsp; &amp;nbsp;2.Rise/fall time&lt;br /&gt;&amp;nbsp; &amp;nbsp;3.recommended to use an oscillator with an integrated PLL or one without?&lt;/p&gt;
&lt;p&gt;Oscillator(100 MHz LVPECL) -&amp;gt; LMK04610 CLKin -&amp;gt; LMK04610 CLKout -&amp;gt; LMX2820 OSCin -&amp;gt; LMX2820 RFout -&amp;gt; 10.4 GHz&lt;/p&gt;
&lt;p&gt;Satoshi .I&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;</description></item><item><title>LMK05318B-Q1: source code of Matlab DLL configuration files under NDA</title><link>https://e2e.ti.com/thread/1682322?ContentTypeID=0</link><pubDate>Tue, 15 Sep 2026 09:48:23 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e145663c-065f-4b81-8392-d220495ab6f1</guid><dc:creator>Andrea Pastega</dc:creator><slash:comments>7</slash:comments><comments>https://e2e.ti.com/thread/1682322?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1682322/lmk05318b-q1-source-code-of-matlab-dll-configuration-files-under-nda/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK05318B-Q1&lt;/p&gt;&lt;p&gt;Hello,&lt;br /&gt;several months ago I started to develop a software configuration library for LMK05318B.&amp;nbsp;&lt;br /&gt;As TI only supplies the TICS PC software for the generation of a specific configuration EPROM image,&lt;br /&gt;while we need to be able to customize the configuration of the clock generation onboard of our devices, based on low power SoC running linux, I analyzed TICS functions to understand how to implement the configuration library.&lt;br /&gt;I also requested technical support several times using TI wiki.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;TICS implements most of the configuration using Python files, which are included in the installation path, so it was possible to understand how most the chip configuration works.&lt;br /&gt;The parts related to the DLL bandwidth however uses Matlab compiled executables, so it&amp;#39;s not possible to access to the source code directly. &lt;br /&gt;Given our need to be able to change the configuration, the technical support agreed to supply us the Matlab source code &amp;quot;as-is&amp;quot;, under NDA.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We started the NDA sign procedure between the TI&amp;#39;s and our legal offices, the signed NDA was sent to Eliraz Aran, our assigned TI FAE, in the end of July. She forwarded the signed NDA to TI legal office.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Today I tried to contact Eliraz Aran to finally ask about the LMK05318B Matlab source code, however the email came back with a &amp;quot;non-existant recipient&amp;quot; error, so I don&amp;#39;t have a TI direct contact to ask for it at the moment...&lt;/p&gt;
&lt;p&gt;How may we proceed?&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;Best Regards&lt;/p&gt;
&lt;p&gt;Andrea Pastega&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: LMK05318B-Q1: source code of Matlab DLL configuration files under NDA</title><link>https://e2e.ti.com/thread/6502496?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 07:18:24 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0f3bd834-609b-438f-bbcd-096d158a55e9</guid><dc:creator>Andrea Pastega</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6502496?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1682322/lmk05318b-q1-source-code-of-matlab-dll-configuration-files-under-nda/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Jaryd,&lt;br /&gt;thanks for the effort!&lt;br /&gt;I didn&amp;#39;t receive any email at the moment...&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;Andrea&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMK05318B: Unexpected 1PPS Phase Offset Between PRIREF and OUT7</title><link>https://e2e.ti.com/thread/1677428?ContentTypeID=0</link><pubDate>Fri, 28 Aug 2026 07:08:50 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:45cd7861-7524-40c2-b84f-28654b1effc5</guid><dc:creator>Serizawa Toshitaka</dc:creator><slash:comments>21</slash:comments><comments>https://e2e.ti.com/thread/1677428?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1677428/lmk05318b-unexpected-1pps-phase-offset-between-priref-and-out7/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK05318B&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;Please provide guidance on the following functionality:&lt;br /&gt;&lt;strong&gt;LMK05318B Data Sheet&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;Section 8.3.16: 1PPS Input-to-Output Phase Alignment (PRIREF-to-OUT7 SYNC)&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;As an initial step, we configure the device as follows:&lt;br /&gt;&amp;nbsp;- R252[7] DPLL_REF_SYNC_OUT7_EN = 0b1&lt;br /&gt;&amp;nbsp;- R340 to R345 DPLL_REF_SYNC_PH_OFFSET = 0x0&lt;/p&gt;
&lt;p&gt;We then perform a PLL reset using the following sequence:&lt;br /&gt;&amp;nbsp;- R12[7] RESET_SW = 0b1&lt;br /&gt;&amp;nbsp;- Wait 1 second&lt;br /&gt;&amp;nbsp;- R12[7] RESET_SW = 0b0&lt;/p&gt;
&lt;p&gt;We expect the OUT7 1PPS signal to be aligned with the PRIREF 1PPS signal within a few nanoseconds. However, the phase difference between PRIREF 1PPS and OUT7 1PPS is approximately&amp;nbsp;&lt;strong&gt;-200 &amp;micro;s to -500 &amp;micro;s.&lt;/strong&gt;&lt;br /&gt;Immediately after the software reset is released, the first pulse has a phase difference of within &lt;strong&gt;+10 ns.&lt;/strong&gt; However, it appears that the phase difference becomes significantly larger at some point afterward.&lt;br /&gt;The phase difference changes to either approximately &lt;strong&gt;-200 &amp;micro;s&lt;/strong&gt; or &lt;strong&gt;-500 &amp;micro;s&lt;/strong&gt; each time a software reset is performed. Once it settles, however, it remains fixed at either -200 &amp;micro;s or -500 &amp;micro;s; it does not continuously vary between these values.&lt;br /&gt;This behavior appears to indicate that the PLL locks after adjusting some kind of offset phase.&lt;br /&gt;Could you please explain why the device behaves this way?&lt;br /&gt;Also, please advise us which parameters need to be configured in order to achieve the expected phase alignment.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br /&gt;T.Serizawa&lt;/p&gt;</description></item><item><title>RE: LMK05318B: Unexpected 1PPS Phase Offset Between PRIREF and OUT7</title><link>https://e2e.ti.com/thread/6502417?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 05:56:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:baa23495-ffd7-4984-99a1-0792755decaf</guid><dc:creator>hidetaka hayakawa</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6502417?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1677428/lmk05318b-unexpected-1pps-phase-offset-between-priref-and-out7/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;We would greatly appreciate it if you could conduct the experiment and share the results with us.&lt;/p&gt;
&lt;p&gt;As additional information, we checked whether any noticeable frequency drift occurred on the 19.2 MHz clock during the software reset, but no noticeable frequency drift was observed.&lt;/p&gt;
&lt;p&gt;We have attached the captured XO waveform (GREEN) during the software reset. BLUE and RED similarly represent PRIREF and OUT7, respectively.&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/sample.mp4"&gt;e2e.ti.com/.../sample.mp4&lt;/a&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMK05318B: Unexpected 1PPS Phase Offset Between PRIREF and OUT7</title><link>https://e2e.ti.com/thread/6502363?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 05:06:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:22688bd1-f048-45d0-937e-dc52d9d8e8d9</guid><dc:creator>Octo Halsema</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6502363?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1677428/lmk05318b-unexpected-1pps-phase-offset-between-priref-and-out7/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi &lt;span&gt;hidetaka&lt;/span&gt;,&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Interesting result.&lt;br /&gt;The oscillator startup time of SIT5501AI is typically 2.5 ms and&amp;nbsp;Time to Rated Frequency Stability is &amp;lt;1.6 seconds.&lt;br /&gt;So there is no warmup problem expected that causes the phase offset.&lt;br /&gt;Somehow the ZDM condition is not met. I will do lab experiment today.&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMKDB1104: Slew rate measurement faster than spec</title><link>https://e2e.ti.com/thread/6502234?ContentTypeID=1</link><pubDate>Tue, 06 Oct 2026 00:06:08 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:47f6749a-b082-463c-b9e9-1fe56eb0232f</guid><dc:creator>Michael Srinivasan</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6502234?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1686316/lmkdb1104-slew-rate-measurement-faster-than-spec/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Oliver,&lt;/p&gt;
&lt;p&gt;I just confirmed with design, this is incorrect. You can both read and write.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Michael&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMK01801BEVAL: Having Trouble with Signal</title><link>https://e2e.ti.com/thread/1686932?ContentTypeID=0</link><pubDate>Mon, 05 Oct 2026 01:49:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e225aa85-57bb-4452-bfd1-5c1afa985050</guid><dc:creator>Qi Liu</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1686932?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1686932/lmk01801beval-having-trouble-with-signal/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK01801BEVAL&lt;/p&gt;
&lt;p&gt;Hi, Ive got this board and I&amp;#39;m just having trouble downsampling my 1 ghz sinusodal (+-400mv) signal going into Clk in 1 to any output on clk out 12 (attempting at 10MHZ). Im wondering if therees any specifications that I am missing. When I have the EN PN cntr in and everythign set to U wire I do get a TTL signal but one that is not correct. When I pull it i get no output and continue to get no output after ptogramming&lt;/p&gt;
&lt;p&gt;&lt;img alt="image.png" src="https://support.ti.com/sys_attachment.do?sys_id=dc87156f2bab0f108308fc6dd391bf1f" /&gt;&lt;/p&gt;
&lt;p&gt;Best Regards,&lt;/p&gt;
&lt;p&gt;Jeremy&lt;/p&gt;</description></item><item><title>RE: LMK01801BEVAL: Having Trouble with Signal</title><link>https://e2e.ti.com/thread/6502214?ContentTypeID=1</link><pubDate>Mon, 05 Oct 2026 23:39:23 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:26d3e33a-37a3-4dbe-8f29-ca5d825ad058</guid><dc:creator>Michael Srinivasan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6502214?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1686932/lmk01801beval-having-trouble-with-signal/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Jeremy,&lt;/p&gt;
&lt;p&gt;Can you reattach the image you shared? I am not able to see it.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Furthermore, can you share how you are configuring your input? You must bias the unused terminal of the input to the midpoint of swing range. You must also make sure you do not violate the VIH and VIL constraints in the datasheet.&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/48/pastedimage1791243365083v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;You shared that your signal is 800mVpp, which is acceptable. It does need to be biased in such a way such that the low end of its swing is 0.0V or greater (this requires a bias of 400mV or more). The unused pin should be biased to that exact same voltage.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Michael&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMX1205: LMX1205 SYSREFREQ_VCM Register Setting, SYSREFREQ Bias Requirement, and CLKIN Bias Network Necessity</title><link>https://e2e.ti.com/thread/6502207?ContentTypeID=1</link><pubDate>Mon, 05 Oct 2026 23:29:56 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:378e0c7d-7687-4b79-bd40-c8f8c6acf57c</guid><dc:creator>Noel Fung</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6502207?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1680002/lmx1205-lmx1205-sysrefreq_vcm-register-setting-sysrefreq-bias-requirement-and-clkin-bias-network-necessity/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi There,&lt;/p&gt;
&lt;p&gt;When SYSREFREQ_VCM = 0, 1, or 2, internal bias voltage will be setup. SYSREFREQ_VCM_OFFSET defines the offset voltage between SYSREFREQ p and N pin.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;If SYSREFREQ input is DC-coupled, SYSREFREQ_VCM should be set to 0x3, i.e. no internal bias. Care must be taken that the acceptable Vcm is 1.0V to 2V.&lt;/p&gt;
&lt;p&gt;CLKin pins have internal bias, both pin has the same bias voltage. Since CLKin is AC-coupled, if there is no input clock signal, CLKout may be chattering. The external bias network is used to setup an offset voltage between the pins so that CLKout would not chattering even if there is no input clock signal. This network is optional.&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMX1205: LMX1205 SYSREFREQ_VCM Register Setting, SYSREFREQ Bias Requirement, and CLKIN Bias Network Necessity</title><link>https://e2e.ti.com/thread/1680002?ContentTypeID=0</link><pubDate>Mon, 07 Sep 2026 12:29:45 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c03425fb-f975-4ee7-8197-7dcfac4a2e5b</guid><dc:creator>Hori Shota</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1680002?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1680002/lmx1205-lmx1205-sysrefreq_vcm-register-setting-sysrefreq-bias-requirement-and-clkin-bias-network-necessity/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMX1205&lt;/p&gt;&lt;div&gt;
&lt;div&gt;Hi team,&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;I have several questions regarding the LMX1205 input biasing recommendations.&lt;/div&gt;
&lt;div&gt;&lt;strong&gt;Q1: About SYSREFREQ_VCM (Table 6-15 in the LMX1205 datasheet)&lt;/strong&gt;&lt;/div&gt;
&lt;div&gt;My understanding is that SYSREFREQ_VCM does not provide an internal VCM bias. Instead, it is a register setting used to match the common-mode voltage (VCM) present at the SYSREFREQ input pin.&lt;/div&gt;
&lt;div&gt;Is this understanding correct?&lt;/div&gt;
&lt;div&gt;&lt;img src="data:image/png;base64,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" alt=" " width="477" height="134" /&gt;&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;&lt;strong&gt;Q2: SYSREFREQ input biasing&lt;/strong&gt;&lt;/div&gt;
&lt;div&gt;For the SYSREFREQ pin, is an external circuit to bias the input to a specific VCM required?&lt;/div&gt;
&lt;div&gt;In the LMX1204 datasheet, a recommended SYSREFREQ biasing circuit is shown. However, I could not find a similar recommendation in the LMX1205 datasheet.&lt;/div&gt;
&lt;div&gt;Can the SYSREFREQ pin of the LMX1205 be connected without a dedicated VCM bias network, or is external biasing still required?&lt;/div&gt;
&lt;div&gt;&lt;img 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" alt=" " width="303" height="217" /&gt;&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;&lt;strong&gt;Q3: CLKIN bias network&lt;/strong&gt;&lt;/div&gt;
&lt;div&gt;The LMX1205 datasheet recommends a bias network for the CLKIN input. However, I do not see this circuit implemented in the LMX1205 EVM schematic.&lt;/div&gt;
&lt;div&gt;Could you please clarify whether the CLKIN bias network is required for normal operation? If not, under what conditions can it be omitted?&lt;/div&gt;
&lt;div&gt;&lt;img 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" alt=" " width="289" height="211" /&gt;&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;Best Regards,&lt;/div&gt;
&lt;div&gt;Shota&lt;/div&gt;
&lt;/div&gt;</description></item></channel></rss>