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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>Amplifiers forum - Recent Threads</title><link>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Tue, 21 Jul 2026 04:57:34 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum" /><item><title>OPA2348-Q1: OPA2348 shorted</title><link>https://e2e.ti.com/thread/1666000?ContentTypeID=0</link><pubDate>Tue, 21 Jul 2026 04:57:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e6ff1054-0cda-4b46-8f4c-eaa58eb85f5e</guid><dc:creator>Donghyun. Kim</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1666000?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1666000/opa2348-q1-opa2348-shorted/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; OPA2348-Q1&lt;/p&gt;&lt;p&gt;Dear TI Technical Support,&lt;/p&gt;
&lt;p&gt;We are currently using the OPA2348-Q1 in a 48 V PTC heater system.&lt;/p&gt;
&lt;p&gt;We have encountered an issue where the OPA2348-Q1 appears to fail by becoming short-circuited, and we are investigating the root cause.&lt;/p&gt;
&lt;p&gt;We would like to ask for your technical opinion regarding the following scenario:&lt;/p&gt;
&lt;p&gt;The input voltage to the OPA2348-Q1 is present under normal operating conditions.&lt;br /&gt;While the input voltage is still applied, the input Voltage(V+) connection is suddenly disconnected (open-circuit).&lt;/p&gt;
&lt;p&gt;Could this condition potentially cause damage or a short-circuit failure of the OPA2348-Q1?&lt;/p&gt;
&lt;p&gt;If so, could you please explain the possible failure mechanism and any conditions under which this could occur? Additionally, if there are any application notes or design recommendations to prevent such failures, we would greatly appreciate your guidance.&lt;/p&gt;
&lt;p&gt;Thank you for your support, and we look forward to your response.&lt;/p&gt;</description></item><item><title>TAS5760M-Q1: TAS5760M-Q1 Open load detection</title><link>https://e2e.ti.com/thread/1657983?ContentTypeID=0</link><pubDate>Wed, 24 Jun 2026 05:14:55 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:57e6ddd3-75df-4b61-b289-a557809a711f</guid><dc:creator>CHITHRAJ S</dc:creator><slash:comments>17</slash:comments><comments>https://e2e.ti.com/thread/1657983?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1657983/tas5760m-q1-tas5760m-q1-open-load-detection/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TAS5760M-Q1&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I would like to know whether the TAS5760M-Q1 provides any built-in mechanism to detect if one of the speakers is disconnected (open-load condition).&lt;/p&gt;
&lt;p&gt;I need to implement an open-load detection feature in my application. If the amplifier does not support this functionality internally, I plan to implement an external open-load detection circuit.&lt;/p&gt;
&lt;p&gt;Could you please confirm whether the TAS5760M-Q1 supports speaker open-load detection or any fault indication for a disconnected speaker? If so, kindly share the relevant details or recommended implementation.&lt;/p&gt;</description></item><item><title>RE: TAS5760M-Q1: TAS5760M-Q1 Open load detection</title><link>https://e2e.ti.com/thread/6423108?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 04:44:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b824246b-3316-4aba-893e-ee735ad8b353</guid><dc:creator>CHITHRAJ S</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6423108?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1657983/tas5760m-q1-tas5760m-q1-open-load-detection/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;Could you please confirm whether the total shutdown current of the amplifier can be achieved at &amp;lt;10 &amp;micro;A with PVDD and DVDD in shutdown?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AMC3311: AMC3311 CTI (Comparative Tracking Index) Evidence and Supporting Documentation for Reinforced Isolation</title><link>https://e2e.ti.com/thread/1665986?ContentTypeID=0</link><pubDate>Tue, 21 Jul 2026 03:39:42 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d4c08b6c-e5ac-45fb-80e5-e05ec8db0051</guid><dc:creator>Hori Shota</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1665986?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1665986/amc3311-amc3311-cti-comparative-tracking-index-evidence-and-supporting-documentation-for-reinforced-isolation/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; AMC3311&lt;/p&gt;&lt;p&gt;&amp;nbsp;&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;Our customer is currently undergoing a safety certification review for an RF power supply that uses AMC3311.&lt;/div&gt;
&lt;div&gt;As part of the review, reinforced isolation is required between the primary side and secondary side of the AMC3311. The customer is paying particular attention to the CTI (Comparative Tracking Index) value and understands that AMC3311 has a CTI of 600.&lt;/div&gt;
&lt;div&gt;However, the AMC3311 certification documents available to us do not explicitly state the CTI value.&lt;/div&gt;
&lt;div&gt;The customer would like to confirm the following:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;Can TI confirm that the insulation material used in AMC3311 has a CTI &amp;ge; 600?&lt;/li&gt;
&lt;li&gt;Is there any official document, test report, certification report, or other supporting evidence that specifies the CTI value?&lt;/li&gt;
&lt;li&gt;If the CTI value is not included in the certification certificate, could you share another document that can be used during the customer&amp;#39;s safety review process?&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;Any supporting documentation or equivalent evidence would be greatly appreciated.&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;Best Regards,&lt;br /&gt;Shota&lt;/div&gt;
&lt;/div&gt;</description></item><item><title>OPA4325: Differential Input Voltage and Output Current (Source/Sink) specifications</title><link>https://e2e.ti.com/thread/1665985?ContentTypeID=0</link><pubDate>Tue, 21 Jul 2026 03:39:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:71507c21-63a6-4070-8601-e9b47ec94032</guid><dc:creator>Shuhei Goto</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1665985?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1665985/opa4325-differential-input-voltage-and-output-current-source-sink-specifications/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; OPA4325&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;I have questions regarding the following specifications for OPA325/OPA2325/OPA4325&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;[Differential InputVoltage]&lt;br /&gt;What is the maximum allowable differential input voltage? Is there any condition or duration limit that should be considered?&lt;/li&gt;
&lt;li&gt;[Output Current (Source/Sink)]&lt;br /&gt;What are the typical and maximum output source/sink current values for these devices?&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Best regards,&lt;br /&gt;Goto&lt;/p&gt;</description></item><item><title>RE: THS4551: Gain Verification</title><link>https://e2e.ti.com/thread/6423059?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 03:39:33 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8478998d-7b37-48fa-8c5c-823cddd196eb</guid><dc:creator>Evan Kirkbride</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6423059?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1651642/ths4551-gain-verification/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Nishant,&lt;/p&gt;
&lt;p&gt;Apologies for the delay, I was out of office for a week.&lt;/p&gt;
&lt;p&gt;On the general design considerations:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Thanks for the extra information on your input signals. I forgot that we were looking at square waves earlier. A 10MHz square wave worst case would need more bandwidth than the 10MHz filter scheme I proposed earlier as an example. You&amp;#39;ll have to tweak what I do as needed.&lt;/li&gt;
&lt;li&gt;80V/us on a 2.8V step --&amp;gt; 35ns rise time --&amp;gt; 0.35/35ns ~=10MHz at least required, however since it is a&lt;span&gt;&amp;nbsp;10MHz square wave&lt;/span&gt;&amp;nbsp;you&amp;#39;ll want the harmonics to make&amp;nbsp;a periodic edge clean.&lt;/li&gt;
&lt;li&gt;16pF + 22pF only has ~9MHz of bandwidth. After playing around with values, I found that&amp;nbsp;only having 2pF in the feedback and 1pF in-between the inputs gave the cleanest response in the time domain, no gain peaking with 60 degrees phase margin.&lt;br /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/14/pastedimage1784604794675v5.png" alt=" " /&gt;&lt;br /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/14/pastedimage1784604854493v6.png" alt=" " /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/THS4551_5F00_newlynew_5F00_schematic.TSC"&gt;e2e.ti.com/.../THS4551_5F00_newlynew_5F00_schematic.TSC&lt;/a&gt;&lt;br /&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/THS4551-newlynew-Stability-Eval.TSC"&gt;e2e.ti.com/.../THS4551-newlynew-Stability-Eval.TSC&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;It&amp;#39;s worth noting that a 30MSPS ADC may not&amp;nbsp;see a 10MHz square wave very cleanly. You&amp;#39;ll may want to consider&amp;nbsp;10X the fundamental frequency for bandwidth so 100MSPS at least in this case. If you end up going that way, you may want to consider the THS4541 as an ADC driver instead which is luckily pin-to-pin compatible with the THS4551 in RGT package.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;On the board implementation and debug:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Probing IN+ and IN- pins directly is possible. However most probes introduce like ~10pF of capacitance which is going to change your results and stability conditions just from probing. It&amp;#39;s ok to quickly double check things but just know your signals at that time will not look as good.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;The 49.9ohm termination resistor could help you in your case since your signals are so fast, and it seems like you are using the coax cables and/or bringing different PCBs together. I would recommend a place holder before the Rg resistors to ground like R6/R7 below. With a 50ohm source you&amp;#39;ll need to add a resistor the equivalent of the termination in parallel with 50ohms so ~25ohms.&amp;nbsp;&lt;br /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/14/pastedimage1784604153496v3.png" alt=" " /&gt;&lt;/li&gt;
&lt;li&gt;With your 0ohm placeholders on the outputs, and the implementation of the FB pins, I think the schematic looks good other than the termination resistors on the Rg resistors.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;On the TINA questions:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;I&amp;#39;m not able to replicate your issues with converging on your TINA files. They run fine for me and the results look ok.&amp;nbsp;
&lt;ul&gt;
&lt;li&gt;It&amp;#39;s worth noting on your piecewise linear inputs, your rise times are 10us &amp;gt;&amp;gt; 35ns needed for 80V/us.&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;THD isn&amp;#39;t modeled in TINA unfortunately.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;For noise, you can get the total integrated noise at each frequency by checking the Total Noise checkbox when running a noise analysis.&amp;nbsp;&lt;br /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/14/pastedimage1784604513759v4.png" alt=" " /&gt;&lt;/li&gt;
&lt;li&gt;Gain margin can be looked at the same time as phase margin.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;The THS4551 model was made before we started accurately adding Zo so the output loading doesn&amp;#39;t affect the model much.&lt;/li&gt;
&lt;li&gt;A manual break is better for stability analysis.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Hope this helps.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Evan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>THS4551: Gain Verification</title><link>https://e2e.ti.com/thread/1651642?ContentTypeID=0</link><pubDate>Tue, 02 Jun 2026 19:58:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:5aa093d4-33f2-46a3-9442-3bb0b88d4f57</guid><dc:creator>Nishant  Gupta</dc:creator><slash:comments>21</slash:comments><comments>https://e2e.ti.com/thread/1651642?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1651642/ths4551-gain-verification/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; THS4551&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/2566adc4_2D00_6774_2D00_4929_2D00_909c_2D00_561e5d2421d8.png" alt="2566adc4-6774-4929-909c-561e5d2421d8.png" data-temp-id="2566adc4-6774-4929-909c-561e5d2421d8.png-35529" /&gt;&lt;/p&gt;
&lt;p&gt;I am using the THS4551IRGTT (16-pin VQFN package) as a fully differential amplifier to drive an AD9257 ADC. The ADC operates with AVDD = 1.8 V and provides a VCM of 0.9 V (AVDD/2), which is connected to the THS4551 VOCM pin. The THS4551 is powered from a single 5.4 V supply.&lt;/p&gt;
&lt;p&gt;My resistor values are R1 = R3 = R4 = R6 = 1.2 kOhm and R2 = R5 = 3.3 Ohm in a single-ended to differential configuration. The input signal is a single-ended analog signal with a maximum amplitude of 2.8 V peak. I would like to keep the THS4551 differential output below 1.8 Vpp to avoid overdriving the AD9257 inputs.&lt;/p&gt;
&lt;p&gt;Could you please confirm whether this resistor configuration is appropriate, or whether the THS4551 output will saturate with this input signal level?&lt;/p&gt;
&lt;p&gt;I would also like to understand the role of the FB+ and FB- pins in this configuration and how they affect gain setting and FDA operation.&lt;/p&gt;
&lt;p&gt;In addition, I would appreciate guidance on how to verify the design using TINA-TI or PSpice. Which simulations should be performed to confirm that the output common-mode voltage remains at 0.9 V, the amplifier operates linearly without clipping, and the differential output swing remains within the ADC input range?&lt;/p&gt;
&lt;p&gt;Is transient analysis of OUT+, OUT-, and the differential output (OUT+ minus OUT-) sufficient, or are there other recommended simulations or measurements?&lt;/p&gt;
&lt;p&gt;Finally, is it practical to validate this design on hardware using an evaluation board or prototype setup before committing to a PCB design?&lt;/p&gt;</description></item><item><title>OPA454: OPA454 status flag voltage</title><link>https://e2e.ti.com/thread/1665148?ContentTypeID=0</link><pubDate>Thu, 16 Jul 2026 20:00:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:22754033-d50a-434d-ab1d-11cf61c30ee2</guid><dc:creator>Ross McEwan</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1665148?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1665148/opa454-opa454-status-flag-voltage/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; OPA454&lt;/p&gt;&lt;p&gt;FIrst, I understand from other forum posts that the status flag is actually high when asserted contrary to data sheet section 6.&lt;/p&gt;
&lt;p&gt;Section 7.5 of the data sheet specifies that in normal operation (i.e. negated) the status flag is a maximum of 2V above E/D COM. Later, in section 7.6, figure 24 shows how the voltage varies with temperature and pull-up resistor. These voltages do not make sense for either the negated or asserted state. If they are for the negated state they should not exceed the 2V from the table in section 7.5 (or section 7.5 should specifiy a pull-up resistance). If they are for the asserted state they are suspiciously low.&lt;/p&gt;
&lt;p&gt;Also, the annotated pull-up resistors and currents in figure 24 seem wrong. If 50kohm gives 2mA, then 100kohm should not give 100uA.&lt;/p&gt;
&lt;p&gt;I&amp;#39;m trying to interface eight &amp;plusmn;12V powered OPA454s to 2.5V CMOS logic. It would be nice if this could be done with a standard level translator IC, but the specified 2V maximum in the negated state makes that impossible to do reliably unless I know more about how it&amp;#39;s driven.&lt;/p&gt;
&lt;p&gt;How exactly is the status flag pin driven in each state. It&amp;#39;s a transistor to E/D COM when negated, but what is the resistance (or current) of this transistor? Presumably there is no strong drive when asserted, but is there a weak pull in either direction?&lt;/p&gt;
&lt;p&gt;Thanks.&lt;/p&gt;</description></item><item><title>RE: OPA454: OPA454 status flag voltage</title><link>https://e2e.ti.com/thread/6423056?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 03:35:07 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:93230f09-2e09-492a-97f7-8a57286480e3</guid><dc:creator>Ross McEwan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6423056?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1665148/opa454-opa454-status-flag-voltage/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Your simulated circuit is almost exactly what I want to do, and I am confident a slight modification of it will work in my application.&lt;/p&gt;
&lt;p&gt;I think my confusion was coming from the fact the data sheet specifies (on page six) output voltages for the flag pin when these are heavily dependent on the pull-up resistor and voltage. For example it specifies a minimum asserted voltage of (V+)-2.5V, which in the simulated circuit would be +50V-2.5V=+47.5V, but the simulation is obviously nowhere near that since the pull is to only +5V.&lt;/p&gt;
&lt;p&gt;Thanks again for the very quick answer.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: TAS2573EVM-DOC-CERT: TAS2573 EVM no sound</title><link>https://e2e.ti.com/thread/6423031?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 03:06:37 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:caa1dda1-8b63-465c-8478-766ae1b4009f</guid><dc:creator>zhou zhanshi</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6423031?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664024/tas2573evm-doc-cert-tas2573-evm-no-sound/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Wenbi:&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp;OK&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAS2573EVM-DOC-CERT: TAS2573 EVM no sound</title><link>https://e2e.ti.com/thread/1664024?ContentTypeID=0</link><pubDate>Tue, 14 Jul 2026 09:17:18 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:29e7655b-990f-4434-a1f4-9309f706a28d</guid><dc:creator>zhou zhanshi</dc:creator><slash:comments>21</slash:comments><comments>https://e2e.ti.com/thread/1664024?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664024/tas2573evm-doc-cert-tas2573-evm-no-sound/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TAS2573EVM-DOC-CERT&lt;/p&gt;&lt;p&gt;My hand&amp;#39;s tas2573 EVM based on the TAS2573 PPC3 setup,the spk no sound.please help check it.&lt;/p&gt;</description></item><item><title>RE: TAS2573EVM-DOC-CERT: TAS2573 EVM no sound</title><link>https://e2e.ti.com/thread/6422999?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 02:27:55 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b64aba6b-fa38-4677-beb5-3bea485e8c9e</guid><dc:creator>Wenbin Li1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6422999?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664024/tas2573evm-doc-cert-tas2573-evm-no-sound/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Zhanshi,&lt;/p&gt;
&lt;p&gt;get it.&lt;/p&gt;
&lt;p&gt;in this case, we can close this thread currently. if you still meet new issue on new EVM. we an have another thread.&lt;/p&gt;
&lt;p&gt;Br,&lt;/p&gt;
&lt;p&gt;Wenbin&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: TAS2573EVM-DOC-CERT: TAS2573 EVM no sound</title><link>https://e2e.ti.com/thread/6422991?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 02:19:20 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:630b9dbe-e569-4b5b-9af4-b64da536dfb3</guid><dc:creator>zhou zhanshi</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6422991?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664024/tas2573evm-doc-cert-tas2573-evm-no-sound/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi&lt;span style="font-family:inherit;"&gt;Wenbin:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; I have tried to use the U2 to do it,but still can&amp;#39;t run and has the sound.The cfg file is load in the EVM maybe only support one&amp;nbsp; U1 amplifier.I have ask the new EVM.wait the new EVM come on,I will keep continue to check it.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: TAS2573EVM-DOC-CERT: TAS2573 EVM no sound</title><link>https://e2e.ti.com/thread/6422988?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 02:14:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9463be2a-318c-42af-9447-d59ca82f365e</guid><dc:creator>Wenbin Li1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6422988?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664024/tas2573evm-doc-cert-tas2573-evm-no-sound/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Zhanshan,&lt;/p&gt;
&lt;p&gt;in this case, is it possible to use U2(tas2573) to do some test? if not, maybe you need a new EVM board.&lt;/p&gt;
&lt;p&gt;Br,&lt;/p&gt;
&lt;p&gt;Wenbin&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMC7101: voltage value is greater than 1.04V</title><link>https://e2e.ti.com/thread/6422978?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 02:03:40 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:515cf90d-7b1f-4f82-bdcc-5da7cbebccbe</guid><dc:creator>mao  xiao jie</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6422978?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664749/lmc7101-voltage-value-is-greater-than-1-04v/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;hello Ales,please help to confirm my below question again :&lt;/p&gt;
&lt;p&gt;1.may i know what is the first change date code for&amp;nbsp;&lt;span&gt;LMC7101 serial caused by&amp;nbsp;20250129002.1&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;2.I noticed that in the changed materials, there will be a slash in the middle of A00B to distinguish between 0 and O. Are all the changed materials like this?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;3.Are all materials with a slash in the middle of A00B considered the revised versions? If there is no slash in the middle of 0, it indicates that they are not affected by&amp;nbsp;20250129002.1&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;4.Will all the changed materials have the problem of excessive voltage? Could you please provide the daily test data and reliability test reports from TI?&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMC7101: voltage value is greater than 1.04V</title><link>https://e2e.ti.com/thread/1664749?ContentTypeID=0</link><pubDate>Thu, 16 Jul 2026 02:28:20 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a603af86-fb8a-4328-8732-b3cc8c284160</guid><dc:creator>mao  xiao jie</dc:creator><slash:comments>6</slash:comments><comments>https://e2e.ti.com/thread/1664749?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664749/lmc7101-voltage-value-is-greater-than-1-04v/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMC7101&lt;/p&gt;&lt;p&gt;1.voltage spec :0.56~1.04 V,actual test is 1.477V and 1.475V , failure rate :100%,DC is 2618 and 2619 need to confirm the root cause,and if it can impact the function for LMC7101 serial&amp;nbsp;&lt;/p&gt;
&lt;p&gt;2.DC 2618 and 2619 made in cheng du ,related the PCN of 20250129002.1 ,There is a slash in the middle of body mark A008 to distinguish 0 from O. Are all the products produced from Chengdu like this with the body mark, or starting from the 2618 cycle, A00B will always have a slash?&lt;/p&gt;
&lt;p&gt;3.what is the spec of voltage for LMC7101 serial&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: OPA627: remove the trim pin in OPA627AU</title><link>https://e2e.ti.com/thread/6422929?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 01:08:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1a8b7fec-7af1-48a7-b12e-529342d0c7df</guid><dc:creator>Chen Alex1</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6422929?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664647/opa627-remove-the-trim-pin-in-opa627au/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;hi&amp;nbsp;&lt;span&gt;Carrie&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;we design the ICT for PCB test, we use many&amp;nbsp;&lt;span&gt;&amp;nbsp;OPA627 in one board,&amp;nbsp; need the trim pin to adjust the offset to lowest&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;if others device have trim pin, and spec same as OPA627&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;thanks&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;if no solution, we will change solution to others brand,thanks&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>OPA627: remove the trim pin in OPA627AU</title><link>https://e2e.ti.com/thread/1664647?ContentTypeID=0</link><pubDate>Wed, 15 Jul 2026 15:36:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8d880d31-c061-4eec-a919-49fd952e09f9</guid><dc:creator>Chen Alex1</dc:creator><slash:comments>7</slash:comments><comments>https://e2e.ti.com/thread/1664647?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1664647/opa627-remove-the-trim-pin-in-opa627au/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; OPA627&lt;/p&gt;&lt;p&gt;HI sir&lt;/p&gt;
&lt;p&gt;we used the&amp;nbsp;OPA627AU in many product, we need the trim pin to adjust the offset lowest in the system&lt;/p&gt;
&lt;p&gt;also,OPA627AU have laser-trim , but still out of our system spec,&lt;/p&gt;
&lt;p&gt;may i known ,which PCN Show removed the trim pin?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: OPA454: OPA454 status flag voltage</title><link>https://e2e.ti.com/thread/6422911?ContentTypeID=1</link><pubDate>Tue, 21 Jul 2026 00:25:33 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d17dd337-fa1e-40e4-8aac-c5635a94e55b</guid><dc:creator>Carrie</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6422911?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1665148/opa454-opa454-status-flag-voltage/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ross,&lt;/p&gt;
&lt;p&gt;I believe that Figure 24 is incorrect, thank you for pointing this out.&lt;/p&gt;
&lt;p&gt;Below is the general statement on how to use the Status Flag pin.&lt;/p&gt;
&lt;p&gt;The OPA454 features an status flag (Status Flag pin) that indicates two fault conditions (see below):&lt;/p&gt;
&lt;p style="padding-left:30px;"&gt;1. Overcurrent Protection: activates when output current exceeds&amp;nbsp;the current limit (~150mA).&amp;nbsp;In an output short-to-ground fault condition, the overcurrent flag asserts, which pulls the flag pin high.&lt;/p&gt;
&lt;p style="padding-left:30px;"&gt;2. Thermal Protection: When the junction temperature reaches approximately 150&amp;deg;C, the op amp output stage&amp;nbsp;is in a high-impedance state&amp;nbsp;and the status flag (Status Flag pin) is asserted, which pulls the flag pin high. When the junction temperature cools to a safe operating temperature, approximately 130&amp;deg;C, the output stage is enabled, and the op amp resumes normal operation.&lt;/p&gt;
&lt;p style="padding-left:30px;"&gt;This flag is an open-drain output compatible with standard low-voltage logic circuitry, such as a microcontroller (MCU). Choose the pull up resistor (&lt;span&gt;R&lt;/span&gt;&lt;sub&gt;P&lt;/sub&gt;) value such that the pull up current (I&lt;sub&gt;P&lt;/sub&gt;) &amp;gt; 50&lt;span&gt;&amp;mu;&lt;/span&gt;A. For example, if using &amp;plusmn;50V supplies, set R&lt;sub&gt;P&lt;/sub&gt; = 1M&amp;Omega; such that I&lt;sub&gt;P&lt;/sub&gt; = 50&amp;mu;A.&lt;/p&gt;
&lt;p&gt;In the datasheet curves, the status flag pin was connected to V+ through a pull up resistor. However, the status flag pin can be pulled up to a separate external voltage if more convenient for application demands.&lt;/p&gt;
&lt;p&gt;In Figures 47-49, you can see that as I&lt;sub&gt;OUT&lt;/sub&gt; reaches current limit (~150mA), the status flag moves from 0V to ~50V.&amp;nbsp;&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/14/pastedimage1784590502470v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;This behavior is also modeled correctly in the SPICE model. I have attached a quick simulation of the OPA454 with a current pulse output at 5mA and 1A. I set the status flag pull up voltage to 5V, and used a pull of resistor value of 10k&lt;span&gt;&amp;Omega;&lt;/span&gt;. You can see the status flag is low at the low current pulse, but gets activated high at the 1A pulse.&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/14/pastedimage1784593384639v2.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;Please let me know if you have further questions.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br /&gt;Carrie&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/opa454_5F00_status_5F00_flag_5F00_behavior.TSC"&gt;e2e.ti.com/.../opa454_5F00_status_5F00_flag_5F00_behavior.TSC&lt;/a&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>OPA211-HT: Forum ignored my message of "my issue not resolved"</title><link>https://e2e.ti.com/thread/1662862?ContentTypeID=0</link><pubDate>Thu, 09 Jul 2026 15:18:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9411c0e5-ada4-4d34-a597-74ff4cb1ef94</guid><dc:creator>nader niakan</dc:creator><slash:comments>23</slash:comments><comments>https://e2e.ti.com/thread/1662862?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1662862/opa211-ht-forum-ignored-my-message-of-my-issue-not-resolved/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; OPA211-HT&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;During testing Vos and IB for my newly purchased op amps (OPA211-HT &amp;amp; OPA2333-hT), I observed that my measurments were way above the datasheet parameter values. I discussed that at the Forum and I tried to make my circuits per their recommendation. But, still did not reach the datasheet values. After going a few times bach &amp;amp; forth, I think Forum gave up on me and left my issue unresolved. I notified them twice about my issue left off unresolved, but they chose to ignore my messages !!&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I wonder if a higher authority can call me at 805-304-9109 and discuss the matter with me ? We are working on an important high temperature sensor project and that is why I have selected these two op amps, among many other high temperature op amps in the market. Thank You&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: OPA211-HT: Forum ignored my message of "my issue not resolved"</title><link>https://e2e.ti.com/thread/6422868?ContentTypeID=1</link><pubDate>Mon, 20 Jul 2026 23:17:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b0e299a4-c780-4fb2-9bdc-caecaff5229b</guid><dc:creator>Chris Featherstone</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6422868?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1662862/opa211-ht-forum-ignored-my-message-of-my-issue-not-resolved/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Nader,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p dir="auto"&gt;The device appears to be unstable within your current test configuration, which is likely caused by parasitic capacitance from the long output cables. This capacitance can destabilize the op-amp, leading to the increased &lt;span class="katex"&gt;&lt;span class="katex-html"&gt;&lt;span class="base"&gt;&lt;span class="strut"&gt;&lt;/span&gt;&lt;span class="mord"&gt;&lt;span class="mord mathnormal"&gt;I&lt;/span&gt;&lt;span class="msupsub"&gt;&lt;span class="vlist-t vlist-t2"&gt;&lt;span class="vlist-r"&gt;&lt;span class="vlist"&gt;&lt;span&gt;&lt;span class="pstrut"&gt;&lt;/span&gt;&lt;span class="sizing reset-size6 size3 mtight"&gt;&lt;span class="mord mathnormal mtight"&gt;q&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="vlist-s"&gt;​&lt;/span&gt;&lt;/span&gt;&lt;span class="vlist-r"&gt;&lt;span class="vlist"&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; you are observing.&lt;/p&gt;
&lt;p dir="auto"&gt;To demonstrate this, I have included an example below using an extreme case. Note that when the device is unstable, both the &lt;span class="katex"&gt;&lt;span class="katex-html"&gt;&lt;span class="base"&gt;&lt;span class="strut"&gt;&lt;/span&gt;&lt;span class="mord"&gt;&lt;span class="mord mathnormal"&gt;I&lt;/span&gt;&lt;span class="msupsub"&gt;&lt;span class="vlist-t vlist-t2"&gt;&lt;span class="vlist-r"&gt;&lt;span class="vlist"&gt;&lt;span&gt;&lt;span class="pstrut"&gt;&lt;/span&gt;&lt;span class="sizing reset-size6 size3 mtight"&gt;&lt;span class="mord mathnormal mtight"&gt;q&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="vlist-s"&gt;​&lt;/span&gt;&lt;/span&gt;&lt;span class="vlist-r"&gt;&lt;span class="vlist"&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; and the output voltage show unexpected results. However, by adding a 100 &lt;span class="katex"&gt;&lt;span class="katex-html"&gt;&lt;span class="base"&gt;&lt;span class="strut"&gt;&lt;/span&gt;&lt;span class="mord"&gt;&amp;Omega;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; isolation resistor between the output and the cable, the oscillation is eliminated.&lt;/p&gt;
&lt;p dir="auto"&gt;The 11mA &lt;span class="katex"&gt;&lt;span class="katex-html"&gt;&lt;span class="base"&gt;&lt;span class="strut"&gt;&lt;/span&gt;&lt;span class="mord"&gt;&lt;span class="mord mathnormal"&gt;I&lt;/span&gt;&lt;span class="msupsub"&gt;&lt;span class="vlist-t vlist-t2"&gt;&lt;span class="vlist-r"&gt;&lt;span class="vlist"&gt;&lt;span&gt;&lt;span class="pstrut"&gt;&lt;/span&gt;&lt;span class="sizing reset-size6 size3 mtight"&gt;&lt;span class="mord mathnormal mtight"&gt;q&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="vlist-s"&gt;​&lt;/span&gt;&lt;/span&gt;&lt;span class="vlist-r"&gt;&lt;span class="vlist"&gt;&lt;span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; measurement you are seeing is likely the average value captured by your DC meter during oscillation. To confirm this is the root cause, please try shortening the output cables or adding a series isolation resistor to decouple the output from the cable&amp;#39;s parasitic capacitance.&lt;/p&gt;
&lt;p&gt;&lt;img style="height:539px;max-height:539px;max-width:766px;" height="489" src="https://e2e.ti.com/resized-image/__size/1532x1078/__key/communityserver-discussions-components-files/14/pastedimage1784589225147v1.png" width="765" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Best Regards,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Chris Featherstone&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMC6482: DAC output is not zeroing with Opamp circuit with follower circuit . 200 to 300mV output is coming without DAC out put ON also.</title><link>https://e2e.ti.com/thread/6422860?ContentTypeID=1</link><pubDate>Mon, 20 Jul 2026 23:07:29 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b348bc48-39c3-4ff9-a7a0-dbb7a8f0abbd</guid><dc:creator>Alex Curtis</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6422860?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1663965/lmc6482-dac-output-is-not-zeroing-with-opamp-circuit-with-follower-circuit-200-to-300mv-output-is-coming-without-dac-out-put-on-also/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Rama,&lt;/p&gt;
&lt;p&gt;To clarify the design goals of the circuit, could you provide the input voltage range of the first stage, and the corresponding output voltage range of the second stage?&amp;nbsp;What is the purpose of the overall circuit, and &lt;strong&gt;why is the offset adjustment needed&lt;/strong&gt;?&amp;nbsp;&lt;/p&gt;
&lt;p&gt;With the adjustment set to 0V, where the +/-2.5V supplies are connected as shown in your circuit and assuming perfectly matched resistors, in order for the output voltage to be -200mV, either the voltage on the input is negative (not 0V), or the input offset voltage of the first stage is negative.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Due to the high gain of the first stage, if the input offset voltage of the first amplifier is -3mV and the input signal is 0V, the output voltage of the first stage would be will be approximately -63mV. See below:&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/14/pastedimage1784587625447v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;This would be amplified by the second stage. If the input offset voltage of the second amplifier is also -3mV, the output of the second amplifier would be approximately -263mV with the adjustment voltage set to 0V, as shown below:&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/14/pastedimage1784587886437v5.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;Also, even if the input to the second stage is 0V and the +/-2.5V supplies are connected, if the 10k+10k resistors aren&amp;#39;t well matched on both the +2.5V and -2.5V legs, then the adjustment voltage will not be exactly 0V, even if the input offset voltage of the second stage is 0V. For example, if the top resistors are both 9.5k instead of 10k, and the bottom resistors are 10.5k (5% tolerance), this will result in -3.72mV at the output.&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/14/pastedimage1784588586575v6.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;To summarize, the high gain of stage 1 is likely why you are measuring approximately -200mV at the output with 0V applied. Additionally, there will be error on the output from the matching of the adjustment resistors.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Best,&lt;/p&gt;
&lt;p&gt;Alex Curtis&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMC6482: DAC output is not zeroing with Opamp circuit with follower circuit . 200 to 300mV output is coming without DAC out put ON also.</title><link>https://e2e.ti.com/thread/1663965?ContentTypeID=0</link><pubDate>Tue, 14 Jul 2026 07:36:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3490ee11-c124-4117-acac-94f87a22ca8d</guid><dc:creator>RAMA KRISHNA</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1663965?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1663965/lmc6482-dac-output-is-not-zeroing-with-opamp-circuit-with-follower-circuit-200-to-300mv-output-is-coming-without-dac-out-put-on-also/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMC6482&lt;/p&gt;&lt;p&gt;For these DAC out put nullfying ,&lt;/p&gt;
&lt;p&gt;Now we want with Non Inverting OP Amp circuit with OFFSET Adjustment with Dual Opamp of LMC6482 circuit diagram.&lt;/p&gt;
&lt;p&gt;Please share the circuit with OFFset Adjustiment circuit with Non inverting Opamp with LMC6482.&lt;/p&gt;</description></item><item><title>TINA-TI_ENGLISH: [LS ELECTRIC] Inquiry of TINA Simulation</title><link>https://e2e.ti.com/thread/1665713?ContentTypeID=0</link><pubDate>Mon, 20 Jul 2026 08:59:59 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1af1841a-858b-4300-86e6-1afa483d811d</guid><dc:creator>Tommy Seol</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1665713?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1665713/tina-ti_english-ls-electric-inquiry-of-tina-simulation/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TINA-TI_ENGLISH&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;div style="list-style-type:revert;"&gt;My customer, LS ELECTRIC is trying to use the AMC1301 to divide a &amp;plusmn;10V voltage by a factor of 1/40, receive it as a differential input, and then feed it into a DSP.&lt;/div&gt;
&lt;div style="list-style-type:revert;"&gt;Customer performed a TINA simulation, but the results turned out differently from what they expected, so they have the following questions:&lt;/div&gt;
&lt;ol style="list-style-type:revert;"&gt;
&lt;li&gt;In TINA simulation, can different results occur when using different SPICE models?&lt;/li&gt;
&lt;li&gt;There is no model available for the TLV9054 &amp;mdash; do I need to input it separately?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;lt;Input Condition&amp;gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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" width="414" height="239" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&amp;lt;Circuit configuration and output&amp;gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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89ms+7ZXIeIiIiIBp+eNiMoFIoeX6cn2LRARERERERERERE1M/1tFlBbo6IiIiICD1sZPBke3KdrrBpgYiIiIiIiIiIiKif6kmzgpxMbzhXt0NERERE/nqrSaA7cm6nN08jwaYFIiIiIiIiIiIion5GbrNCV/WuahR8fH6IiGgo+aE7talvdfX8dFVDLzUvKB0OBwoLC2EymaQ1P3a7nbkA+iJXUFDQ73Nms1la8tPfczabjbkA+iKXn58vO2exWKQlP/09Z7VamQugL3JHjhwJWs5qtUpLfno7Z7FYgpbLz89nTqKvcjabTVry099zZrNZdq6goIA5ib7K2e12aclPf8+ZTKZ+nyssLGROoq9yDodDWvLT33Otra0oKipiTiLYOafTKS356e+5lpaWoOWKi4uZkwh2zuVySUt+gpUzGo2yc0ePHmWunSiKEEVR1uPnyXnm57muZ/LNGQyGTnO+U3/PNTc39/tcSUmJrNyxY8fgdrv9nlMpg8FwTnKBlk/u/Qhmzu12d6gNpFxTU5PsnOd5k9aY6/2cIAgdagMpp9frg5YrLS1lrp/lutPU1ISysjLpcAe9kfNdvsbGRpSWlnZYbunU2NiIsrKyDuPSibnAk5wcAOj1+g65QM+dJyflm/e93e74zk+1bNmyx9xuN7RaLdRqtTTrpyc5nU434HMulysoObnL15s5URSZC4C5wHqSEwShRzmVSiUte/X3HNpfb1FRUUMi51kPgpETBCFoue7Wg8GU87zOg5GT83wMlpzc56O/50RRlJWTOz/mOmIuME8uKioKSqVSWvYaTDmx/fU2kHNC+8aVoZKT+7gwFxhzgYntG4XOdU4QBIC5DoKd02q1/TLnWa/k5DzrfVffzBrsOc/j1V3OU/P9XWj/3NTd/AAgMjKyw/x8eZ7f7nJutxsKheKc5wRB6Pc5yHj8BkJOoVBAq9UGzHnWp57MD32Q02q10pIf5gLrSc6z3ndFbs73dd4V5gKTm5P7fAzVnNz1vj/nlEqlrPvbn3Nut5u5AM5lTuHzd9b3/cV3PFBOqVR2up56sr6vS+n8fHnWF61Wy9NDEBEREREREREREQVLZ5tnA413NyatSy93Rm6OutafHsf+tCxERDRwdLWDub8byMvel+Q+LtKc72VprbMxnMW4B5sWiIiIiIiI+g0BFosZRocTZqHtH7rIiCjEalQIVYpwuRxoNZthEAC3CEAVgvCQMKSHS49qJUIU3TCZTDC4BNhFAEoVlJoIDA9XQ6OU/qPof7tQKABNBFLCNNCqO/9mLBH1JQHm9telRQAUCiW0EVGI0SgRKnlZuh0WtLoVcKlCkRDS8TUrigJs1hboHQJsAqBWa6AN1yFODXR4OwBgt5lgsDvQ6u76dono7HW1SbazmnS8s2aFzn4PdPls9dZ8gmEgLzsREREFR3c73PuzzpZdOt5Zk0Jnvwe67NHZOLqosWmBiIiIiIioXxABGLFx60asKjyOb0yARhOKay69A7/NjsNknRU1tcfx4Tdf4T/NgN4FICEHsy+YjrUzh0nm5YTDqcfHX3yGV6uNyLcBiEyCLusSbL1kJDIjNT7Z7293ZeFxrDMBUGmA0ZfizRnZuCFd55MlonNDAGDE+s0b8ObRCmw0AWGhkbjmsjvwu8wojJccibOuZDM+agpDbcyFePKCjq9Zh92MfdvfxuNlLchtAYalZOK6S27Cn0YAMdKeJwCHcz/BKwVl+KAeCA/T4upL78C9mTqMC3wEUCLqoa42x3ZW66wRIdDv0rFA4/3ZQFlOIiIios50tmO+v/Esp0KhCNicEGisq999dTbuIa2zaYGIiIiIiCjoXHC5jNi8fRPW2RIRF5+KWUkKOF112LjHhFETJ2JSrAXN1SV4sDoGD41LQVKYE2VVp1Cmd2LUtGvxs5Tvdz7aTQ2oLN+JX56IwRUjkjA1XoWG5nrsLCjDsItuxE9GROO8iLas6HaivnwLlp1QQB2RgOtHaOF0teC7vAJEZs3C3OwsXBLjt7BE1KdcsNubsHnHJqxzpCE1MQUzEkTYHXX4do8JOdOm4pLMFIwNAyC6AFMZ/rt5D761pyFr7Ew8Py7Kf3bWJuhri/DTYhFXDUvAuGgnahuMyD0aih/fOBETI0MR68m6nUDdIfy+xIaQsChckRoKm6MBG3crMPPSC3BxRjykLVJEJJ+czbCBMtImBOnvgX5Kx6S//1C9OS+Sj487ERH1J9KdznRu9ObjHqj5QKn8/hB70uaFQHnp712NBeLJqR577LHHpEUiIiIiIiI6h9xWOEyVePtQE3Tp2bj8vEzMSY3DyGgd3JYWRMckIik8HPEREYhJHo3rR6XggvhYJDiaYTI2YotyNC6LV0Gnbv+HUBQhigqoE0Zhwch0TEuOR5rajZD6o9iqzsKY6HCMDP/+n1DB7YIiOh1Thw/HpelJyIjSIqK+CEfEJISEKJHgrsW75dU4UVSEr8rL8WWdCSdcYZgaG/b9fSCi3uG2wNJSiVWHmhGfMQbzckZhdkochkdp4ba0Ijo2CSnaSMRp3HA6W3Dg8BHsqW9GTUgikhLSsTApVDJDAQDg0A3HwhGpmJIcCqXFjLyDDUiZnIH0UA38DqAguGANT8GUtHTMSdMhOcyOPbvPQDc6GWnRLrQ2VWN1eTVOFhfjy/JyrK03o0oIw6QYvh8QdUbujuZAuc6aDqRNCYLQ9lqXjkt/dsbT6CB36k+kyzaYJyIiov5E+ndqME/9iXTZupu60lndd1zasNBZs0KgJoVAY4EoFAoeaYGIiIiIiCjo7M0w1x3A9XsjcfvUHFw7Oh669n8S9ZYGuAQdIkPCofPbF2nFidJibD9+BgdGz8GjoyKQFOBc9m0caKyvws6de7A183L8bFQCpkX5niLClwsuZwt2bN6MbTFjMS41BKOsp/CHPUbMjBTQpLSi1BGNpLgcvHTFGCQAUElnQURnz9YIfe1hXL9Xi3t+dB6uGBELLQBBFKA3N8AtRkMbEoYwRQsaG8rw2r56aJT1OBmZgajUSR2PtODDZjyDo83V2FPTitLKGNx47ViMjwxBtDQIwGFpRnVTNXY11iG3UItLLzkPFye04MTJMjyc24KLIwU0KKw45ojFyMQcPD8/B/F8PyDy05PNroGyvmPS3z2XAzUr+P4e6Gdv6M159WdD5X4ONXxeiain5O54peAaKs9Tb95PaSOC70/pmOcIDNLxXmtcYNMCERERERFRkFka0FqxC1NPjMZjEzJw2/DOdzq2caLFVIWth2tx+EwILr9xGiYDCJfGAAAuWGwNKDxRidVbTZj304sxLSYCSdIYAMANh7MFdU0n8cbXzcieNRYzh7vQXFqK+7614u7/m4s5sS0o3HMC28pdmPHTOZijAiKlsyGis2euQ/3JfZh6chRenJKBn6TppAlAdKG54RTyCvbiHe2luN51AMfdUTgd13XTQkPZdqwoLMM3lhhcNuly3JkRhWFhSoQG6Hcyni7EhsIDePykA5dMXoSfZSZhoqYWR8rK8dh2J+5eMgezo5pxYMdx7KtRYMZNszBHBfB4C0Rnt0M00HUCNRt01rDgmxVFEc3NzTAYDDCbzXA4HN5sZwLdPvU/fJ6IiGggk7vzmnpXd4+7UqlESEgIIiMjERMTg9jY2A5NC9Lffcc8474/fQUaC4RNC0RERERERMHWo6YFAUAl3v7yCMoVSRh/8TRcn6CGCkDgfwNr8d2+o/j2qAXDFi7ErYlqxKsVnWSbUXaqDK98chTJV16Na0bGYgxO49DJE7h/jwqP3TgZE6OdOHa4EDuONyHi0qtxazQQza9WE/UeOU0L1irsP3EKTx1U4E8/noKkyq34qim826YF0e2CXXCjtu4kDhzeiNzRd+IXI3QY53d+iPas4IbT7YbRasLB3auRm7gAU5JCEG04hb8f1GDZDZMxTmtDYV4+9lSbEDVnEW6JBrQBGiCIhoqz3cwa6HrSRgXPT99JOgYAFosFlZWVUKlUiIiIQHh4OCIjIxESEuKdHxERERGRh9PphNlshsVigcVigdvtxogRIxAREQFIGhU8l9He7CAdk/4e6HJnlA6HA4WFhTCZTNKaH7vdzlwAfZErKCjo9zmz2Swt+envOZvNxlwAfZHLz8+XnbNYLNKSn/6es1qtzAXQF7kjR44ELWe1WqUlP72ds1gsQcvl5+czJ9FXOZvNJi356e85s9ksO1dQUMCcRF/l7Ha7tOSnv+dMJlO/zxUWFvZeziGg+IwFw5sNEJwOGKWBdqaWJuTt3YhH1uSiPGokpky6AHNj1FBLGhZMJhMKC47Ars/HW5sP49umEOT8aAauS9AgRvV9w4Lf8lkqsfnAYbx6oAmp8xfgmuHRyAhVQgnALThgsddDIbqhQNv1FQoRggj47maRfX97mHM4HNKSn/6ea21tRVFREXMSwc45nU5pyU/QcnY3jtWZkdFshNPpRIs0AKDV0IwT1aXYcfog/vjJGty54yhePXwE6w/vwEPFLTA4v/9GdUtLi/d2FSo1wjShSAgPQ1pEGE4YTGhpXx7fHAAolCqEaEIQGxaGEdpw6K121FvtcAt2WOwNUEBoez9QtL0fuCX7XFtaWlBcXNzt/WUusJ7mXC6XtOQnWDmj0Sg7d/To0QGdE0VRVg4y5udpQPDNSZsUfH83Go0oKSlBTU0NSkpKEB8fj6ysLKSlpSE2NpYNC0RERETUKY1Gg5iYGKSlpSErKwvx8fEoKSnBmTNnOjTNNjU1oaysDAjwudRDFEXo9Xq/XGd8c6ply5Y95na7odVqoVarpVk/PcnpdDrmJOTmBEE45zlRFGUtH3OBMReYKIqy1z9PTqXq/Gt6/T0Hn9fbUMh51oOoqKhznhMEIWg5OY/LYMl5XufnOteT52Ow5OQ+Lv05J4qirJzc+THXEXOBiT7rn+fceoH0+xwEuOBCQ1UFGkKiERIZjdHhbjhdDdi05yC2GQArnFAYa/DuvhqoRozCtJxMTEmKQapGOjdAdFlgbzmFr4oNOK2JQeaoDMwckYxRIYDSp7tBFEWIghs6jREbi2pwyKBAwsgMXJY1AjnhSoQrAbhacNrQhI3VCswbn4GUMBH6M/WobLZCnXEexocBYe13Te79FQRhSOXkPi5DNRcVFdVrOQCybhf9OifABQcaq06iPiwWkZE6ZIS7YXfU4dvdB7CtRQWHOhwjo3RISUjC2IR4DFOY4VJrERmfgWszUnGeTg1N+4tdtLWgtaEMrzZHICE8FEmhaljNTaisOYZi7XjMSIhAepiybfkEF3TOWvzvtB31LjUytSFwuxyoOXUIJSEZGKbTINrZgu21Sswbl4GkEDfqa+tQ3eKAZmQ2xocBIe3vMT1dD7rLCe2HtmfOnyen1Wr7Zc6z3svJedaDrr6J1Rc5tD/OPyTnqXeX8+hJThRFREZGQqFQeC/71sT2/7X0ej1EUURWVhaiojo/4goRERERUVciIiIQFxeHxsZGOBwOaLXfH5rP7XZDpVIhMvL7E4V6Pp/6fq4VBAFKpdJ73c4+8/rmeHoIIiIiIiKioHPD5W7Brn2b8GlDFDS6BExNUsDlbsDWQwboRk3A7CQnwuqLcN8uOy67bBzGakMRA0ATEoH4uHRMjw1BhKrtn0CHpQGV5VuxdKMZaWNHY/KwOKQBUCiViIkdgYlxCoitVtSbRCSOiAFObsbj2xpQFZ6Ai8cPR2b7UumiU5ATZkJLQyXu36vG4zdMwoRoF44dLsCOE3qEzrkGt8UAMZ33lRBRj7ngcBiwa98mfNIUD210PCYmiLA7294PYrOn4OoxI3BZYqj3GrVF6/G+vpPTQ9gMaK47hqUFrZiSGIOMyDDYrK3QN9VCd94VWJgCaFrN0FsUSBoejYSGIvy1uBk2ZRimxesguF2oqy1D2MiLMT3ODXv9Kfz9UAj+dsMkjI20o/DAEeypbkXE7Cvx0xieHoKGph+6edX3+r6/e5pDOmtW8EwWiwXHjh3DBRdcgNDQ798biIiIiIjOlt1uR3FxMc477zxERERA4XOaCM8En9NH+P4ubVKQXg5E9dhjjz0mHSQiIiIiIqJzSQmlMhQZw6PReuokdpcUY3VFFXZWtyD8vEvx/8aNwFihDgcqSrDDZkf56SrsqajAlooK7G1oQW3YSMyOD4VO3fZPYGtrMwqO5uE7iwOlDXXIa89uq6zGSc0wXBBjh/5UDXaUGBCakwx9yX7sbjYg39CEw+3ZLRUVKHHHICEiFMPUThQ0h2BWdjISQ0W0NhvRZBUQMXwUxoQBod3/70lEsimhUoVi1MgYGI6XY8exo1hTUYXdtRZEnn85fj1uGGbF+x/q3WasxSl3GMTIJMyW1KAOgyoiDqPqd+OT0hNYXVqBIyZAM/py/G50JFJDm5BXVIU9x1sQOWYYkrUpSDcU4/CJIrxSXIGdp+thGn4Zbh2djKlaGxrMVpQYQzErKwnxGgEtTQYYHApo0zMwJhTQ8P2AhpjebFjwHfNtUpCOS6cTJ04gJSWFR1ggIiIiol6jVquhVqtx5swZxMfHS8tAgIYFD1EUOzQqSC9L8UgLRERERERE/YYAh9MFhyDC3T6iUmkQplJCKbrhdLtg+/5U9UD7P30qlQbhSoX31A+iKMDlcsImAJJ4+/wACCJcbhHqEDXgcsDuFiE9s7ZSqUaoUgGVQoDNpUCYRgmlAhDcAlyCAIVaA40C6PrfTiI6O52/H7T3J3mJggsOARAVKoS1H3FFkoDL5YDNDbh93jciVAooIMDlEuASFVBrVFADcLudsLsFONu3GHlvFwLcggCbW4EwjQpKhQjB7YZLABRqNd8PaMjpjc2q0nn4Hl3B81PaxOA7NTU1obGxETk5OX7zISIiIiLqDaWlpUhISEBcXJzfkRQ6O7qCdNyDTQtEREREREREREREvag3Nqn6zkPamCD9GWgSBAEVFRUIDQ1Fenq6d15ERERERL2lpqYGdrsdGRkZUCqVHRoXOmtY6OpnIDzTIBEREREREREREZFMvdGw4Kur+fk2M3gIggBBECCKIkwmEyIjI/3qRERERES9JSIiAiaTyds06zkymEegz6tS3dXBIy0QERERERERERERda+3N6MG2uAr/SmdPM0Knt8PHz6MCRMmQKPR+M0rkAMHDmDcuHGIj4+HXq9HYWEhAGDcuHFobW3FqVOnpFfp0pQpU6RDRERERDTIOBwO5OfnY+LEiR2OtCC9jG5OC6FUdn48BTYtEBEREREREREREXWhtzehSr+RJv09UOOCp2HBt3Hh4MGDmD59uve6XTlw4AA+++wzRERE4LLLLsPIkSPxxz/+ETNnzsT48eOh0+mgVquRlZWF5cuXIzc31+/6jzzyCDIyMlBfXw+waYGIiIhoyNi/fz8mT54csFnB93d007QQqO7ReTsDERERERERERER0RDX1w0LvgI1L/ieDkLazNBTubm5WL16NT766COUl5djxIgRCA0NhdvthsViwcmTJ1FYWIjc3FyEhOzGggXfT5mZ7yA19RiSkpKksyUiIiKiQS7QZ1HpZ1XfbFcC1ZUOhwOFhYUwmUzSmh+73c5cAH2RKygo6Pc5s9ksLfnp7zmbzcZcAH2Ry8/Pl52zWCzSkp/+nrNarcwF0Be5I0eOBC1ntVqlJT+9nbNYLEHL5efnMyfRVzmbzSYt+envObPZLDtXUFDAnERf5ex2u7Tkp7/nTCZTv88VFhae89zhM4dxzeprUNNSIy35kZuTe7vBzjkcDmnJT3/Ptba2oqioiDmJYOecTqe05Ke/5/bV7MONH96IBkuDtORHbq6lpUXW7ba0tKC4uJg5iWDnXC6XtOQnWDmj0Sg7d/To0SGRE0VRVg4ADAZDwJx0Y7Fcu3fvRlNTk/dUEJWVlbjuuuswZcoUxMTEwO12o6WlBWfOnIHNZsPcucCyZd9POTmrUV//IQ4dOoTdu3dLZ09EREREg5TnM2dTUxPKy8ulZUDy2VSv13ea8xBFEXq9HmVlZUDbqSOUiI2NhVqtlmb9qFSqHuW6O48ac4GpVCrExcWd85xnPZCb62496O+5nq7PzPnrSS4uLm7I5NRq9ZDK9WQ96O2c3OXri5xKpZKW/PR2zvN8BCMXGxsblJyc52Ow5eQ+LoMhJ3c9YK6jnua6OkccBkBOo9HIzslZ//oiJ+f56O1cs60Z209th8XVdbOd3Jzc2+3t3FBcn2NiYpiT8OS6Ww96kpOzXnlycpavP+f0Fj12Vu6E3dV184/cXEhIiKzbDQkJkfX89naup+vVUMsFOryqr2DlPM+vnFx0dHS397cvcnIe5/6ek+v555/HiRMnkJOTg/nz5+PCCy9ESEiItx4ZGYkLLrgAV1xxBZKTk/2u67F69WosXrwYzz//vLRERERERINcaGgodDqddLiDnuSioqIAAAqxJ+24REREREREFDRbKrbgJ2t+gryleciOy5aWveTmiGjg+qbsGyz5YgnyluZhWNQwadlLbo6IOtebm099j5LQ1bjYfqhdzzfWfCfPuCAIOHToEC666CK/eXVmw4YNePrpp5Gfn49rr70Wq1atQkFBgfcINc3NzSgpKYFGo8HKlStx883FWLbMfx5/+xvw1VdT8cADD2DhwoX+xU5s2LABNTX+R39asmSJ3+WzkZubi4KCAsycORNjxozBjh07oNfr8ZOf/AQAsGbNGmRmZmLatGnSqw4JO3bsQE1NDW699VZpCQCwcuVKjB8/HgD8Hsdzpba2FuvWrcOiRYuQmpoqLRMREXVQUlKC/fv3w+12S0t+VCoVpk+ffk7/rvW2Dz74ANOnT8eoUaOkJT8nT55Ebm4ubr75ZmmpV+3btw+TJ0+GQqGAQqGAUqn0/i6dPA23nsZlaQOz72Xf33unTZeIiIiIiIiIiIiI+q2EhASEhITgvPPOw/Dhw7FmzRosW7YMlvbTJZ44cQIGgwHvvvsuKisrpVfH3/8OFBSMx7x585CQkCAtB7RmzRpYrVYsWbLEO40fPx4rV65ESUmJNN4j06ZNw5IlSwb0Dom+lJWVBYvFEvBxzs3NRUREBKZNmyb7ceyN54yIiOiH2L9/P8aPH48rrriiy2n8+PHYv3+/9OoDyvTp07Fz1y6cPHlSWvI6efIkdu7aNWgaNNm0QERERERERERERBSA9IgIZ8tzlAQ5PEdSCMQz7nsUhp4YN24cpkyZgtTUVDidTmg0GnzzzTfYunUr3G43Ro8ejenTp+OSSy4BMBdbt34/VVfPxfDhl2Py5MnS2Qa0YcMGhIWFeY984DFt2jSMHz8ehw8f9hun3pWamoq4uDicOnVKWkJNTQ3S09Olw0RERP2a2+1GSkoKUlNTu5xSUlK6PRpDfzdq1CjM+tGPOm1c8DQszPrRj7o9GkNv8BzlSxAE7+XOeDJy+M5H9dhjjz3mVyUiIiIiIqJ+qcJQgTWFa7B0ylLEh8dLy15yc0Q0cJU1leGLY19g6ZSliAptOwdoIHJzRNR/dLUR2FPz/Dxz5gyGDZN36pfa2lpERUUhPj4e8fHxyMjIQFJSEgoKCuByuXD++ecjMzMT48ePx7Bhw6BSZaK+/gLvlJx8Ac4//3wkJSUBANLS0qQ34Wf79u2YNGlSwKMypKenY//+/QgPD/fWV65ciUOHDuHQoUOor69HVlaWN79mzRrs37/fW580aRJqa2vx0UcfISUlBTqdDpWVlbBard4jBhQWFiIuLs5v57zvbXjm46uny9BZzbNMaD+qwY4dO6BWq/Hll18GzHhyGzZs8NZ9H5uz1draitOnT2PcuHHesdraWhQUFGDMmDFISEjo8Dju2LEDhw4dwqlTp7B9+3ZUVFRgz549AICqqirvsh8+fBiHDh3yO0KD5756bs8z70CPqclkQnl5ObKzs2Wd85qIiOjw4cPIysrq9u+G52+M9O/8QBMbG4sonQ47d+1ClE6H2NhYIAgNCwBQXV2N1NTUbk8N4XtKCDmnh/C9zCMtEBEREREREREREQ1ydrsdKSkpyMnJQUpKCgRBwKhRo/B///d/uOGGG5CSkgK73Q673Y7o6BRkZOQgJ8d/io6OhsViR2OjXTp7P57TCHR1yoG4uDg0NDQA7Tv9x48f7z2FREREhDe3Zs0axMbGemvZ2dk+c5GntrYWK1eu9LuN7OxsrFy50ps522VYuXIl0tPT/U5/sW7dOtTW1nozntM0+F5/3bp13npubi4KCgq89ZkzZ2L37t1+8zgbw4YN63CKiOrqakRERHT53DQ1NSEiIgJLlizBddddhyVLlgAAZs6ciSVLliA1NVV6lYDy8/OxaNEi7/2qqalBbm6uNEZERESdkB5xIRgNC+cKmxaIiIiIiIiIiIiIBrkDBw7Inp566gBWrOg4fuDAAXz66QH88pcHpLPvwHenf3csFovftyZnz54NtO/MB4CFCxd2qPVEfn4+0tPT/c75PHv2bERERHhv42yWYceOHYiLi/NbpmnTpiEuLg7l5eXeMQB+p8mQ3vbx48cxc+ZMb33MmDEB59FTgU4RIefUEBEREWf1OEstXLjQr8EhPT0dNpvNL0NERD/cqlWrejTRwOLbuDBYGxbApgUiIiIiIqI+0twMVFcDggCcOgW0tkoTA0NzM1BT03Y/KioG7v0gCqamJuD0acDtBk6eBEwmaWJgkN4Ps1maIKJ+zOFwYMaMGXA4bkBx8Q249IZLsfaGtRh+w3Dv2A03tE2RkYkYOTIHw2fMwKeiiNTRo7EvNBQHHA6YzQ7o9Q7p7DuwWCzSoU5lZ2dj9+7d+Pzzz/3Gm5qaut3BLofVakVcXJx0GLGxsd6d6GezDBaLBfHxHU/FFR8f73f/AzVwhIWFeW/bYrFg9+7dWLlypXdqamqSXsVrzZo1flnfIylIpaeno7m5GWg/4kRTU5PfaS8CCQsLkw6dtQ0bNniXs6ampkfrBRERybN48eIeTUT9EZsWiIiIiIiI+sK77wK//CVgsQDXXw9s2CBNDAzvvAPcfXfbTtbrrgM2bpQmiKg7b74J/O53bTv9r7oK2LZNmhgYXn8d+P3vgcZG4MorB+79IBrCtm9PB5CDrKwcfLx2BApTT+GbA9HesbVrc5CamgOtNhIJCfGYfuGFuP5HP0JaSgrmTZmC2RMnIjk5STrbDqKjowGf00QE0tTUhMTERKD9yAOeUxCsXLkSO3bskKT7XjCWwbc5wPc0Cp6ps6Md3HrrrX65rk71MG3aNO8pIsrLyxEXFyf79A4/lOf0G57l7Kz5g4iIiDrne0oI31NFDDYKu90ulpaWIiMjA1qtVlr3stvtKCsrG1K50tJSjBo1ijkfntzo0aMRGRkpLXvJzdlsNpSVlQ2pXGlpKTIzM5nz4cllZWUF7Dz36O85q9WKsrKyIZUrLS1Fdnb2kMrl5OQgPDxcWvbq7ZzFYkFZWdmQypWXlyM7O3tI5XJycrr8Jkt/z5nNZhw/fpw5CbPZjBMnTiA7O3tI5XJychAaGiote8nNlR85gpf+8Afp8MBSWQno9XBPHo/y1ANwTMgAkpKlqR5ptjXjRPMJ5C3NQ3Zc5+dz3lKxBQveWYApaVMQoe7875ssVZWILGrC6JpxQF4eMHo0kNT9zor+KlyrxZ9ffRUJaWnSkpfJZEJFRQVycnIQEhIiLXvJzbW2tuLUqVNDKldZWYns7Oxzmju6fz9efeAB6XD/UFEBGI1wTTof5al5cE7MARISpKke0Vv1qDPVIW9pHoZFDZOWvb4p+wbXfXAdpqZNRaiq8/ddWSoqoCtuQUbNmLb3g5wffj+CKSouDn9+7TVEB/iWtEdLSwuqq6uRnZ0NjUYjLXsFO5eTkwO1Wi0texmNRtTU1DAnIScniqKsHLqZnyiKHXLZ2dnenKcuiiIEQQAAGAwGnD59GpmZmVCpVN6aKIpwu90QRRGHDh3CjBkzvPPuyvPPP4/y8ttw5ZU5yMwEHnmhCTuu+yMu3PFr/P5H05GZCbzwQluP4gsvrMbcuTH4/e8nwmAwQK/Xo7U1Cg5HC/btK8fy5afQ2von6U342bBhA6xWq99pETx27NiBmpoa3HrrrdIScnNzUVBQgCVLlmDHjh3Q6/UB51FbW4t169Zh0aJFSE1N7ZBds2YNMjMzMW3aNGxobx71PcWDNONL7jJ0Vvv8888RHx+P2bNn+83L18qVKzFz5kyMGTOm0+XoLZ77b7VaO5wmo7vH0cN3edH+GB0/ftzvOfR9XktKSnD48GG/+ueff47w8HAsXLiww+0SERF1Z9WqVbjiiiu6/btRW1uL9evXD4qjSvg2LHhOCRForK/t3bsXkyZNQnNzM1paWpCVlQWlUgmFQtFhAoDm5mYYDAZkZWV5xzx8L+v1ejQ3NyM7OxsKp9Mp1tXVIT4+vsuNkC6XCz3JJSQkdLkRkrnAgpVzOp2oq6tDYmIicz6YC6yvcklJSV1uhGQusGDlHA4H6urqkJyczJwP5gLrSa6+vh7JycldbpxlLrBg5ex2OxoaGpiTYC4wubnD27bhjwsW4MZ770Vs+zfwBpzt24GjRyHcdScatr4I54/nAxMnSlM9crzpOFYXrpbVtHDle1fidxf9DgkRP3CH4rZtCNt3DAlTbgf+/W/giiuACROkqQGhurwc3334Id7Iy0N6Zqa07GWz2aDX65GcnNxhp5Mv5gLraS4lJQUqlUpa9pKb27d+PR698UbceO+90MXESMvBtXkzUFEB4Re3on7rv+G6+cfA2LHSVI+UNJbg69KvZTUt3PLxLbj3onsRHdb2zeeztmkTwo5UIWHsjcCLL7bt2bzgAmlqQKg4ehT71q/HG3l5XTYxWa1WNDc3Izk5ucv1j7nAeppLSUmBUtn5gWH7ImcwGJCcnNxpThRFWTl0Mz/fpgXfx8WTC9S0YLFYYDAYkJiYCIVC0StNC7ctvA05I3KAMOC0041pixrx6l+icc3stu29dQ3AojuAo8dW42c/c+PKa6NwsKgIs6dMwXPPlkKl0iM+Hli9Gt02LaB9R3dcXJzfDvAdO3agrKzMb2f1hg0bvA0F0p3hK1euRHZ2tveoAzt27MDs2bM77PSW7mz3bQTwZMePH+/dYS9tnDibZQhUkzYpeC6np6d75y9t6OjuMfmhPMuA9iM6+O7s6e5x9JA2VkgfU8/liIgIb9PC7t27vfOVPg7S2yUiIurOUGta6Ko5oataX/A0LVgsFthsNu/nWGnDgqchwWKxwGKxIDk5ucumBZPJ9H1O9P3ETERERERE1A8c3rYN9111Fd7My8OILg5326999RVw8CBw//3Agw8CN90EzJwpTfXIloot+Mman8hqWpCTk+Wrr4DDh4E//hF46CHglluAiy+WpgaEvE2b8OhNN3XbtEAD07716/HE7bfj9dxcpIwcKS0H12efAceOAb/+ddvr6M47galTpake+absGyz5YomspgU5OVk+/RQoLweWLgUefhhYvPgH349g2f3VV3h26dJumxaIemPTaaB5SMc8lz1NCZ4xz+QZFwTB7/fDhw/3rGlhw23IOZUDzAdOv1mHaY2L8Oq9z+CaHfMBAO5EoPFt4Bf3rcZFFyVh+q0puOfLL/HPKVNQfqQUzc16VFTIb1pA+7frm5qavJc9O7V9eU4j4BHoqAQeniYI6U5v6c72znaye0iX42yWIVANkut6GiDS09NRVlYGBLht+DQuePg2OfSGQA0k6EHTgu/ySRsR0H6fMjMz/Zo9NmzYgJqaGqD9/niwaYGIiM7G//73P4wfPx4pKSnSkp8zZ86goKAAt99+u7Q0YMhpSpCT6S2epgVPY4JSqfROgZoWPBkP30YFaRODB5sWiIiIiIio3xkUTQt9QG4zgtzcUMOmhcGtXzct9AG5zQhyc0MNmxZIrt7YdBpoHtKxc9a0kHkbcr7JAUzA6S9PYxqm4dX9r+KaumuAXABvAsgFrr17NaZMScXdf56GvMpKROr1ePnFwxAEPUJCeta0MNRJj9pAREREZ6ekpAT79++H2+2WlvyoVCpMnz7de0qjgejDDz/EtGnTum1GOHnyJPbv349bbrlFWupV56JpofPjmRERERERERERERHR4DEdwFIAt0nGrgHwc8B9rxvVxmpYLFYYDEY0VVZCW18PhduN2FhAp/O5HhEREdE5NGbMGNx+++1YvHhxl9Ptt98+oBsWAODmm2/utmEBAEaNGtXnDQvnCpsWiIiIiIiIiIiIiAa5Y8eALVtqsLa1FGu1pdi4thK2tSORu9aItWtLsfZYKb7MLsGarw+ipsaAgoLTeOedfVi5che2bz8DhcIBux2wWkMwc2a8dPZERERERGeNTQtEREREREREREREg9zq1cDdd2/HtdeuxrXXrsad125A07UL8fdrj3vHrr/+Y9x33yGUlLRi8+Z6LF9+Cv/7nxN//WsJXnutFatXA/X1Ojz11Hjp7KkT06ZN46khiIiIiLrBpgUiIiIiIiIiIiKiQa619U+9Mm3YcCemTJkinT0RERER0Vlj0wIRERHRDyICcKPVZEBVcxPKmjyTEY0ONxwiANEFh8OC6iYjmjxjEOFyO2AwGmFwuuFw2mE0G32u34SyJgOqTVa0Cp7bEmCxmlBr8Mm02tDi8gaIiIiIiIiIiIiIiAYUNi0QERER/SBuCEIz1m36CHe+vQJTV6zA1BWrMP2NT/HvU0YcdwCwN+L48T1Y8sZneM0zBjv0+kq8/+lneL/aiOOnj+LDHZ+3X98zvYe7vjuMb1s9t9WCvXnf4v732uuvv4Gp6wuwttbkt0RERERERERERERERAOF0uFwoLCwECZT1xu77Xb7kMsVFBQwJ+HJmc1macmP3JzNZhtyufz8fOYkPDmLxSIt+envOavVOuRyR44cGXI5q9UqLfnp7ZzFYhlyufz8/AGUc6CpuQqffPUF1oWMw/Vzr8fnt96K96+8HH9NtmPT9gP46lQdKiBAEGww2erwv5IqFDW1vS/a3S5UtBhhdgkQRDccEYkYNmYuPr/11rbp2sm4MtyMb9btxgdHDqM0fyc+N2sRPnYBPr/1Rnx20wL8VihGec1pfNf8/fLZbDa/5Zbq7ZzZbGYuALPZjIKCgiGXs9vt0pIfuTm5TCaTrPkNllxvM5lMKCws7PZ2g51zOBzSkh+5Obnkzk9urrW1dcjlioqKznlOLrnz66uc0+mUlvzIzfW2lpYWWbcbzFxxcXGv5eSSO79g51wul7Tkx2g0MhdAdzlRFAEZOY9AOc88fBmNRhw9etSbE0XRO3mIogij0YiSkhLvehBoXkRERERE54IoimhqasLx48e9lwN9hgUAvV6PsrKybj+/enIAoFq2bNljbrcbOp0OarVamvUz1HKCIDAXgCAI0Gq1vZITRTFoOTnrQV/k5DzOwc5FRUVBpVJJy159ldPpdAM6B5/XEXP+ejMntv8RDEZO7vL1dk7u8vVFTs7rt7dzQg/eN4Kes+pRUXMCjxdaMXnCZFw5ehimJ8UhIzoKw3XhaK6vQWh8PBK0GoSYmrG2UoW0MCuGxccgVhcJjc2AgpJTCMsehyylERVmEcc0w/HExAyMionBqGgtlJYm1NZV4nT8GEyKCUdU3DBMGjYCl6UnIiM6CuENxSgU4iBGxGNKlFL2etWbOch8/aKXcz1dn4ORk3s/ejsnd/n6KqdUdn5AN7m5M6dOYeP77+PHS5ciOiFBWvaSO7/BklMr1EiLSsOMYTMQrg6Xlr3k5uTe7mDJnT5xAls++gjXLl2KqLg4adlLEARZ85Obk7t8fZEDAK1W269zcu9Hd7ma8nJs/+wzXLt0KbQxMdKyl9z59fecWqnGsOhhmJ4+HaGqUGnZS25O7u0GMyfKXO/l5KpKS7Fr7Vpcu3QpInQ6adlLENpOw9Xd/IKdk/t6k5NTKBRBy+l0OigUCmnZazDl0P78yslFRkZCoVB4L/v+PHPmDIYNG+Z3PSIiIiKi3lRdXY2UlBSIogiVSgWtVguFQtFhAgCFQgFBEKBUKv1yHr6/C4IAlUrV9nlX9HzKJSIiIqIecTaWYV9ZIW48NRofXpGDaTHh8OwaFEURpUX7cSZ6OBJ0AOrL8cstIn6a2YCW+PORnZqOmYp6fPDFVuDyGzBfVYGtp1vxrmMU9swd6b2N2lMHsau0EJ8l3YLlOSEYEe75UOeGILRix+bvsF2bjazR2bgtOcx7PaKB7vC2bbjvqqvwZl4eRowZIy0TnZW8TZvw6E034Y28PKRnZkrLNMDtW78eT9x+O17PzUXKyO//lhIFsvurr/Ds0qV4Iy8PCWlp0jIR4NMc8EN0Ng/fcbG92cb3d9/Lnia5QD8PHz6MGTNmeOdFRERERNTb9u7di4kTJ0KpVEKhUHT6E+1NCdImhs6aFnx13uJMRERERF2yOBwwO53ITk9HmkaDcAAupw2G1iaUNzdDmZaNzLh4jGg/yI1CocCYzOFw2myoqm2Aqe2LcV2K0IRCFxqGqpZWOAR3+6gAp8uEuqYT2H46BiOi4zCNDQtERERERERERERENACxaYGIiIioF9XWFOO9b1Zg6oq2aenuY9jQ5KkqAN35uCTEhER7Jb5t9b+ufC2oqS/DMysPQTN1HCZlpGK0NEJERERERERERERENACwaYGIiIjoLEWGhkIbEoLiU6dQ6XDCAiAxORvXzr0Vn91yM57IicAF4W44fY+ooFAhZ3gcQsNU2FdW61MIzOSwwWizYFRMNEJUKsBahe2HDuPF3fVIvmIRrhoRi8wwJT/UEREREREREREREdGAxO3bRERERGdJHRmDxPhEzDYXYFNlE0pbXQgL12F4cjrmjoxAlFMJhUN6LSAyZhhGhIUi3liOta1AS2enibA3oEJvwuHmGExPVyPCVYPNhVXY16DEiOxsLMxOQ1akBpH8REdEREREREREREREAxQ3cRMRERGdrbBoJCWNxNLMKDjqj+O7owVYXViI1YUFWFOUj3ykI14Xi5Fh319FAQAhsRgdrcP0aCcKLYBNaB93tKKx/kT7PAqxuqAI2xpdsMXmYFasCGv9UXxZfBzf1beiRWXHseOF+Ly4EF9VNqDE5Pr+RogGCYVCIR0i+sEUCgXXrUGOzy/JIYoi1xUaVERR5MSJEydOnDhx4sSp16c9e/ZIP3r2CYUoiqJ0kIiIiIjkE0UBB/d+iP+WN2KXsW1MoVBiwY9uxp2ZCZgcUo+y06ewbL8C9y4ci7Ex4dDa61FWeQx/3XgaMxctxCJNDfaVFeHxonqfOWsxJWc8fnbxFFypFXBw7wf4b5keu1p8IgBGjJ6Bn469AItHRvgXiAaww9u24f6rr8YbubkYMWaMtEx0VvI2bcJfb74Zb+TlIW30aGmZBrh969fjidtvxxt5eUgeMUJaJvKza+1a/OPuu/F6bi4S0tKkZSKgvRHgh+jq+r41Qfj+0Gu+G4g9NUEQvGOe3z0/Dx06hBkzZvjNg4iIiIiot+zbtw9KpRITJ06EQqGAUqn0++n5XalsO1aC75dFPD89Nd8xKTYtEBEREfUCt8sBuyDC5fPJSqMOQYhSAZWibaOi1QWEapRQKRRQQIQguGF1ClBrNNBAgEtww+b2/WimgEqlQohKBY0i8G0AgFKpRohKiRBl4A98RAMRmxaoL7BpYXBj0wL1BJsWSI4futm0q+uzaYGIiIiIBoJz1bSgdDgcKCwshMlkktb82O32IZcrKChgTsKTM5vN0pIfuTmbzTbkcvn5+cxJeHIWi0Va8hOsnNVqZS4Aq9WKI0eODLmc1WqVlvzIzVksFuYCsFgsyM/PH5A5lToEESGhiAoNhdrtRsWxY4DDBpUCABRQKlWIDFFBrVC0nQoCCthsDhw/VgLRYYdSqUKIOgRRoW3zaJtCEKlWwWltu12nS/Dehu+k1agQolR4l89ms0kXz09v58xm85DLFRQUMCfhydntdmnJj9ycXCaTSdb8BkKusLBwyOUcDoe05Ke3c3LJnV9raytzAbS2tqKoqOic5+SSO7+e5pxOp7TkR26upaWFuQBaWlpQXFzcazm55M6vr3IuV9enAJObMxqNzAXQF7mjR4/2au7YsWPd5oiIiIiIzoWmpiYcP35cOtyBXq9HeXm5dLgDvV6PsrIyoK2xQYnY2FhoNBppzo9KpRpyubi4OOYkPDm1Wi0t+RkIudjY2KDk5C5fMHNy14PezsldvnOdU6vVzAWgVqsRHx/fazmVStXvc3FxcVCpVNKSH7k5z+MsJxcfHx+0XHePS1/k5K5/gykn5/nozzmNRhOUnNzl64tcbGxsUHJyl28w5OSSu74MhJyc9WCw5Xw77QORm/O8jrrLySV3fnKXL5i5uLi4oOR6sh70Vk4uufPraU7u49JdLiQkhLkAQkJCEBMT02s5uTQajaz59VWus28hecjNeR7n/p7r7nEZCDk5z29PctHR0d3miIiIiIjOhdDQUERFRUmHOwgNDUV0dLR0uAPfHE8PQURERERE/Q5PD0F9gaeHGNx4egjqCZ4eguT4oZtNu7o+Tw9BRERERAPBOTs9hHSAiIiIiIiIiIiIiIiIiIiI6Fxg0wIRERERERERERERERERee3cuRPLly8POL300kswmUzSq3h5rttdjoaGxsZGPPfcc1i+fDlyc3P9au+88w6WL1+OtWvX+o33VENDA5599lksX74cBw4ckJb7lfXr12P58uVYtWqVtDSksWmBiIiIiIiIiIiIiIiIiLzq6+uRn5+P3Nxc/Pvf/8YzzzyDTz75BPn5+SguLobT6ZRexauurg75+fk4evQoXC6XtExDjF6vx/PPP49nnnkGeXl5frX33nsPzzzzDL7++mu/8Z6y2WwoKChAfn4+GhsbpeU+UV1djXXr1mHdunUwGo3Scqc2bNiAZ555Bm+99VaXpxMbati0QEREREREREREROTjh25A7ur6vrXOfvdcDlT3/BQEwVsjIiLqbddffz1Wr16NV155BbGxsQCAG264ocNYIJ7cyy+/jJiYGGmZqNcNHz4c77zzDlavXo2FCxdKy31iy5YtuO2223DbbbehvLxcWh5URFH0fvaUfmb1jAUa9wj0mVaKTQtEREREREREREREREREREQUFAqxs3YGIiIiIiKiIDm8bRvuv/pqvJGbixFjxkjLA5soQHDbUGeyw+IW4PaMKxSAJgKp4SHQqZUQBRccNhNO2wU4BRFQhSAiNBzDwtX+8/PjgsXqhMUJRESFI8zTqe52wOKwodrSdvjOiHAdYkJDoFUKENx21FmAyPAQRGpUUElnOYjkbdqEv958M97Iy0Pa6NHSMg1w+9avxxO334438vKQPGKEtNw/iW643XbUtdpgFUTJ+0Ek0sI10KqVcLucsFhbUO8E3CIQFhKOqPAIxHT1dgAXzFYnbC4gXBeOcAAKtL0fmO021Fjb3g8iw3WIDg2BVumG2+1AnQXQhYcgYpC/H+xauxb/uPtuvJ6bi4S0NGmZqNNvgMnV1fWl3zSTHkHBM+b5Rpv0d89Pt9uNI0eOYMaMGTzqAhERyXLs2DE0NTVJhzsYM2aM90gKdXV1mDt3Lmpra/GXv/wFDz74oF/2448/xocffui9/Je//AUnTpzARx99hLi4OCxfvhyxsbH48MMP8fHHH/tdFwCmTp2K+++/HwDw9NNP4+DBg9IIbrnlFtxwww3Q6/V48MEHYTAYvLWEhAQsX74c0dHR+OCDD/DJJ594aw899BDi4+NRXV3tHaOuJSQkIDs7WzrcQWNjI8rKyqTDHSQmJsLtdmPOnDmw2WxYvnw5fvWrX3nrV1xxBfbu3Ytbb70Vr776qnd81apVWLdunfcyACxevBiLFi1CVVUVHnjgAe8pSubOnYurr74aDzzwAFwuF5YsWYKwsDC8/PLLftcHgJEjR+Lpp5+GSqXCm2++iQ0bNvjV77rrLixcuBCnTp3CAw88ALfb+1+a11NPPYWsrCy88847uOeeewAAF110Ef70pz9hwYIFqKiowAMPPOD3+WzUqFF4+umnoVAo8Ic//AGrVq3ChAkTsHXrVhQWFsJkMvncQv+g0+kwbtw47Nu3DwqFAhMmTIBKpYJCoYBSqYRSqYRCofBO0ssA/H56fvcd96V67LHHHpMOEhERERERBdOZU6ew8f33ce3SpYhOSJCWBzZXC6yNh/DHjzfg77v24t8HDmDFgQNYcTgfK5q0GBerwwVRobC11KH00Be4cf1uPLcvFysqDMh3x+Bnw6Okc/RRhx0Hj+GT/bVQjh+OFAAaADCexJ78rZj76WasOHAAhUhGbFQixoS0wKI/gt9vrIVCF4m02AhESGc5iJw+cQJbPvoI1y5dCl0XhzKlgammvBzbP/sM1y5dCm10tLTcP7mMaKk7iN99uA5P7NmPFz3vB0eKsKJJhykJOuRoQ9DUUIFNW/+H2787gH/lHsCuVjVU0SMxtau3A5zBlv0l+PJgA9RjhyEFgBoAmo9jy5GtmP/5d1hx4ABKVOlIiIpHttoIY0M+7v22FmFxOqRFtzU6DFZVpaXY/dVXuHbpUkTodNIyUb8hbXCQ/qyrq8OwYcO6bJIgIiLyOH78OAAgNTUVOp2u0yk6OhoajQYAYDab8dZbb8FkMmHWrFmYPXu23zzXrl2Lt99+G3V1dZg3bx4uuugi7Nq1C2+//TYaGxtx++2345tvvsHbb7+NmpoazJ8/H2lpadi5cydyc3Oh1WqxcOFCvPbaa3j//fcRERGBGTNmQKfT4csvv0RJSQnGjx+PxMREvPzyy/j4448xYcIEjBs3DiaTCd988w3MZjNGjhyJbdu24Z133kFDQwPmz5+Piy66CDExMdBoNB3uI6eOU2trK0RRxMiRIwPurPel1+tRVVWFkSNHIioqqsO8PFNUVBSsViveeustuFwuiKKI48ePY8eOHdixYwd27dqFlpYWjBs3DldffTUA4H//+x/eeecdGI1GXHrppUhLS8OmTZtQWVmJiIgIaLVa/PWvf0VpaSkyMzMxd+5cREREeMemT5+O8847D2azGWlpaUhLS0NBQQF27twJu92OO+64A++++y7+97//wWQyYe7cuUhLS8PGjRtRVVWFyMhIhIeH469//SvKyspw/PhxaLVanH/++fjkk09gtVqRkpKChoYGb2PF/Pnz8aMf/QgpKSmw2+1oaGjw3nZ9fT22bNmC1tZWZGVlYdeuXTh8+DBSUlJw5513QhAEhIeHd3jsgjnZ7Xa0trbivPPOw6lTp6BQKJCSktKhMaGrCT1sWlDY7XaxtLQUGRkZ0Gq10rqX3W5HWVlZUHKlpaUYNWoUcz6CnRs9ejQiIyOlZS+5OZvNhrKysqDkPG9mzH1vqOaysrIQEdH55nmr1YqysjJZudLSUmRnZzPnY7DlcnJyEB7e+eZbuTmLxYKysjLmJAZzrrihGL/55jfSaEAqpQorrl6B0bFt3wK2WCwoLy9HTk4OwsLCpHEvs9mM48ePMycxmHInTpxAdnZ2v87l5OQgNDRUWvaSm5N7pAWTyYSTJ092O79+lXMaYG48giUbWnF+9jBMSo+BymTAsbJ87K/SYOqsmViYGYGQxgq8sK8Z0ydlID3charKUyiuaULs8Avx2yk5iA/3vV0BwBl8vS0X7x4x4JQ6CYtnD8PNOTmIDm1F3uGj2FDciMaxE3A5SrGpVIO4YaOx6IJIuI9sw/LyBNx0yThckZWIQC0iJpMJFRUVyM7O7vb+9iSXk5ODkJAQadlLbq61tRWnTp3qNif3SAty58dcYMHKyT3SQmtrKyorK5Gdnd3l/Hqay8nJ8W7YDSRgztGE5voCLF7fiqnjRuDClCgoWptQUlaI/ZUaXHzZbCxMEdBUXY77i2y4Y3o2MkKdaKxpRI3ejrhhabhtXA60Ib636wZwBl98tw/vFphQF5qExbOH46acHGg1BuzNK8KmciMM54/F5SjDVyUhSB+dhfmZIbDl78Ty4wm48/ILMS8jHnE+c/VoaWlBVVVVt/e3v+fkHmmhpaUF1dXVyM7O7nJ+fZXLycmBWt35ITXk5oxGI2pqapiT6Crn2wTQVc6Xb06l6vxYJQaDwS8XqBlBFEUYjUZUV1cjMzMTKpWqV4+0YLfb0dzcLB0mIqIBRqlUIjk5GejmKD8e+/btQ2JiIiZOnAiXyyUte9ntdu9O6+6OtPDMM89g+fLlSE5OxrZt25CSkoKnn34aTz/9NFJSUrBt2zb87ne/w4YNG7Bo0SKsXr0aaD96gmfshRdewJw5c1BfX4+HHnoI999/P06fPo25c+eivr4eDz/8MMaOHYuf/vSnQPvRHCZOnIi8vDw8//zzQPsRH/bu3Yt//OMfGDZsGLZs2YLExERoNJouP3fR9w4dOgSbzYZZs2bBZDJ1uU5VVVWhvLwcV199NRQKRaefRdxuN/Lz871HWjj//PORkZHhre/duxfNzc1+R1pYuHAh9u3bh9tuuw2vvPJKh7Hf/e53mDt3Lux2O5599lksXboUxcXFmDt3LhwOh3fMY8+ePfjnP/+J4uJiXHXVVXjqqaewcOFC5OXl4ec//zn+85//AADmzZvnHbv77rsxd+5cuFwujB07FnfccQcuvvhizJ07F263Gy+88AI0Go33SAubN2/GlClTgPbP6Lt27fLe/nfffYfXX3/d+/s777zjd6SF8PBwKJVKb74/KCsrw8mTJ3HVVVfh22+/haL9SAtGoxFGoxFZWVkdGhh8L+v1ehgMBmS3H7Wjs6aFxsZGNDc3Izs7Gwqn0ynW1dUhISGhy41KLpcLzHXEXGByc06nE/X19UHJ1dXVITExkTkfnlxSUlKXG+WYC4y5wOTmHA4H6uvr+3Wurq4OycnJ5zwnd/n6IpecnNzlh3rmAguUq22txXsF7/nlKo2VeDn3Zdw7416kalO94yqlCj+/8OdIjEgEOplfIEMtZ2/vWh5KucbGRiQlJfXrXHJycpcb8+Xm5DYtyJ1fv8o5DTA35mPJZuCaGWNwRVYSdHYLTp+uwJZd21CdNRfjEpSIbT6BJ89k4d+XjkS2FmhuqMXxM3row5Nx6YhkaEM8t+uG223GofyjOGrTY0+FHfWtOtx41fm4MjkZUe5KfHbgFDZWaXDjtTMxA6ewemMxTkemYOLEkTivai8eOKzF9bPGYnqMGdW1tdiiysK9WXFICGnb4RLwfgQQrJzNZoNer+82J7dpQe78BkKuqakJSUlJQcklJyd3udOut3Nymxbkzu+c5BxNaG4oxOLNwG2zx2L+qHhE2MyoqTmBLbu2oeb8KzBJa4Gor8DjLRfgvUszkBkuoKrkEDaXVWJXzCQ8Pz0D8aHfvx84nK04lH8UxxzN2HncDqM9CjcuOh9XJScjwnkSH+yvxK76cFx/1TTMwCm8ta4Y+vjhmHhBKkZW5+LBw1r84tLxmBhhxKm6euxRt70fRGvaNqIFvB8B9Pec3KYFq9WK5ubmbuc3EHIGgwFJSUn9OpecnNzlBttzmfPdSN9VzpdvLtC3xzwsFotfrrOmBYvFgubmZiQmJnp3BvRW08KZM2ewd+9e6TAREQ0gKpUKUVFRmDdvHtC+HbY7nqaF8ePHw2w2S8sB1fXDpoW4uLgO+zpWrFiBbdu2dWhaIPkKCwvhdrt73LRgt9vh6qIJ5tixYz06PURvNS24XC40NDTgtttuw8mTJ/Hzn/8cTz75JCBpUOiuaeH555/HXXfdhYKCgm6bFiwWC/bu3Ysbb7wRcXFx0Gg0sFgsMBqNQCdNC119bgyWkydPoqampkPTgs1mg9Vq9X4u7qxpwWw2w2q1IikpCeiiacFkMsFisSApKQlKtVqN9PT0Di9uKeYCYy4wuTmNRhO03LBhw5iT8OS62pEJ5jrFXGBycyEhIf0+N3z48KDk5C5fX+Q0XeygBHOdCpRL1aXizzP/7Df9dPxPoVQocceEO/zG/zDjD96Ghc7mF8hQy4WGhg65XHp6er/PqbvYkYke5OSSO7/+nwtB+rAkaMPa/mkztJrQ1KKHNkaJ4uNl+KqwFN8ZFLCljME1Wek+DQttRFGE2RqK7NHDMX1kEsaEhSI+PR0qtRowm6EXVWiKTsC4cAVCw5MwOtqNKKUFzQ410pKjoFYrAasex+trse2MAadtLriF7zdOyL8fwcmFhYXJyskld34DIZeWlha0XFc7KNEHObnkzi94uVCkpSchMlQBQIRLaNt5GaLWQA1AAQXUKjdEDdCoiYMbvjtQ23d0WsNwXtYIXDQ8AeeFhyM+LQ1KlQowm9CoUMMYE4+x4SpowpORFe1CpMKKFpcGaYlRUCmVgKURpfW12H7GiFq7C26fjZXy70f/zskVHh4ua34DIZeamtrvc101BGCI5jyH4SUiIpJKTEzEggULEN7F0UAHq2eeeQZbt271my666CJpjIa4EydOYP78+SgqKsK9996Lv/zlL9JIr/v666/xf//3fxAEAa+++iq2bt2K++67TxobsCIjI2U1A2m1Wtk5T2MDP/ESERERERGdcyIg2FDfYsRxvR6l+jM4pj+Ovfo4hKnDoVPZ0WJqQpi1Emv27cbTW7fi4V25eLG4Cg0OwO33ZQcV1OpozJk5ETOS49Hh+8I2K5ohoiEyAklQQIVIxIY7oVDa0GhB27K4bWioKUW+WQPXiFl4c3IqksO63jFNRL1EFAGXFfUtBpTr9SjV1+KY/iT26BOg1YRhVJwOUWHhMNaV44C+AUX6Ohyp1+NYk1U6JwBqhIbE4tJZk3BRYgxSpGWrFXoooI+IQCIUUEGLuAg7oLBDb0X7+4EV9dUlOGINhzrjR3hlYgri2o+6QkRERET9Q0ZGBqZMmYKwsLB++S3tvhYTE4Pk5GRUVlbinnvuwT333IPi4mJpjIawrVu34ve//z1Onz6NZcuW4cYbb0RUVJQ01uusViuampqA9iOCJCcnQ6fTSWMUAJsWiIiIiIiIzjVRAAwFeGH9R5i3YgWmrngHs/+3HTtHTMSFw1MwKQxosAEbakJw1/W34MulS/HlRSm41paHf1QCTZ0fdbHnRDdgKMDzeU04aAzFldlaaYKI+pLoAgz5WP71B7h8xQpMXfEuLlu9G/tGT8Xk9ERcmJyBC4aNxH2he3Hfmrcwa8WXWF5UizN9seFLcAKGfDy134AScxgWZkZKE0QkQ1eHUvbVVc5ziohAuqoREdHgN2rUKJx33nlISEiQlvqtm2++GbNmzUJZWRmeeuopPPXUUygvL/fWdTod7r33XmRlZWH79u146qmn8NJLL/mdwiInJwf33HMPIiMj8cEHH+Cpp57Cyy+/jL179+L8888/Jzuk6dy4/fbbMXXqVBQUFHjXl+rqaixYsADXXHONNB7Q6dOnsXv3bgiCgJKSErz77rt46qmn8MYbb0AQBNx5552YMmUKjhw54r2N06dPY+HChbjqqqukswtowoQJuOuuu6BQKPDWW2/h4MGDmDhxot/YU089hXXr1kmvOmD5fgaVfh6VXpbqrq4Qu0sQERERUZ/YW70Xl6y6BHlL83Bh8oXSMtGQdnjbNtx/9dV4IzcXI8aMkZYHNqcB5sYjWLKhFednD8OkdBVazlThk+8qkXXtjbh9VBx0p/dic+lRbEy6EcvH6zAyTImmyoPYeaIcb0VegZfHa5EeFqgH/TS+3X0S28sFzLl9NmYCiDQUYlVREza3JOC5RecjESZs27IVhYhFwvnj8GPxCJasb0VKmAGa1AzEDp+ERwbpjsq8TZvw15tvxht5eUgbPVpapgFu3/r1eOL22/FGXh6SR4yQlvsnRxOa6wuweH0rpo4bgQtTAH1NJb7cWYusa2/E4pHRuCBCCafDimZDHcpsgFNQo+VMAcqNRhwfcQP+nqVGnCbQt+uq8fW2k9hXo8Lcn87ETABhzfl4tdCA/dYkPLngPCTBhE2bNuFoSCrScnIwz1WAJetbMUprgCI1EykjLsT9owbn+8GutWvxj7vvxuu5uUhI63CMGqJuN6p2pbvreupd/RQEwduc4Jk8Y26323v5yJEjmDFjBgRB8LmF7p05cwZ79+71GwsPDx9QO8CIiIYil8uFCRMmIDk52W/cYrHA6XT6jQWyb98+JCYmYvz48X4NAV0xGAx45JFH0NTUhOuvvx433nijX/3TTz/Fxx9/jJiYGDz55JOIjY3FJ598gk8++QSxsbF48sknERMTg48//hiffvqp93p5eXmor6/HokWLsHr1agDAc889h0OHDgEAbDYbdu3aBbvdjocffhj33Xcfmpqa8PDDD8NoNHrnEx8fjyeffBJRUVH48MMP8fnnnyMhIQFPPPEEGxl6qLCwEG63G7NmzYLJZOryM01VVRXKy8tx9dVXw263w+Xq/NsVNTU1ePjhh+FwOPCLX/wCixYt8tb+9re/4dixY5g9ezZ+9atfecfffvttbNiwwXsZAO644w4sXLgQVVVVeOSRR+B0Ov3GHn74YbhcLtxxxx0IDw/Hq6++6nd9ABgxYgSefPJJqFQqrFq1Chs3bvSrL168GPPnz0dlZSUefvhhuN1u79ipU6fw8MMPQxAELFmyBPPmzQs4VlFRgYcffjjg4/fEE09gy5Yt2Lx5MzIyMvDkk0/2y6OlnDx5EjU1Nbjqqqvw7bffQqFQYMKECVAqld5JoVB4f3om38sAuv3pi00LREREREHCpgWizg3+poV8LNkMXDNjDK7IioKq+TT25BVgvW045k4ejfGoxNGT5Xgas7FmShxGhKtw+mQudp4ox5cJ1+G5MaFIDe34D17ApgXHSXyRdxLfnlLh6mtn4RKcwP82lqJOl4rZF43GRa1ty3J5jgtOh4ByYzxuvnQSJoUB4YH6IgYwNi0MbgO2aaGhEIs3A7fNHov5oyIgNNZgz6FirLcOxxXTMjEjyobGJgM+MMXh91lxiHE3YOPBQmyrc2DUpYtwSxSgDfhaDdC04DiBj/aexM4zobjyqhm4BCfw+rpjMCaMwOypw3GhoRBLNgM/HueE0SyiypKImy6ZgEnhQMC3nAGMTQvUnR+yybS76wZqUpD+DEbTwvDhw3HZZZf5jRERUf8hiiJMJhPCwsKg0Wj8an3ZtNAbmpqaYLPZ/MZ+9atf4eDBg7j22mvx4osvoqGhwe/v2ZkzZ3DTTTcBAO677z7cfffdPtemvtBXTQs08ASjaSHgv7VERERERER0roQhNioFl03JRFTjMew4XoEiZwSSE9OQ0lqC9SWFWF1YiK9rTTitTsKCpDBEqjr+c9epkBiMigrDKGUjPs4vxJr8YhS4IxEalYiM0O9jkXHDMDYmAsOs1Xi7vBG1Tje4yYHoXAtHQkwK5k4YBW19MbYcP4V9jUbUtTZif+lhfFxUgNUFh7BFL8CszcSMGCC0J1t2QmKQFRWCdEWD9/2gSIxCeHQCRoR8H4uMH4HxUaFINtfg3eONqHcJfD8gIiIiorP2wAMPYO7cuX7Tnj17sHjxYjz11FNobGzE9ddf71e/6aab0NzcjKeffhq/+MUvpLMkokGmJ//aEhEREVFvMRiAqioAInDqFNDSIk0Q0WClUEGpDkdqVDh0GjVUAKCKgCYqBz/OdqGx8QxyDaFISRuNJ2OrsObAbjy2dSv+VyugJWU6bk8FotTSmXqoEREejviocER4/+GLxYXD0jBrtAo7D+zAsweqYElOx+TM4chUKNuWRReOqJAETByWhllZWuSWVaLO6YJdOnsi6l0KFVTqcKRFhUOnUba9ZtVahMVk4focJ2rqanGwJQIpSen4dUgJ3ti7A4/tK8dRTRQmj8/BWAD+37HzpUZkRDjidWEIB9DW6hSHSSPTMX04sP3ATjx9oBquYSMwOSMdoxUqqDSeZUnElJHpmD4qHHnHq1HvdKH77+0REREREQX2q1/9Cv/973/9pvfeew933nknoqOjERMTg+XLl/vVX331VXzwwQe49NJLERk5OE9ZRkTf4+khiIiIiILh9dex9x+/xyW3WpD3biQu/NurwM9/Lk0RDVmD+vQQECGKAmwuQK1SQq1UtO9MBNwuB+xi22H2QpQKQHDB6hYhAFAolFCrVAhTdnWUBREutwC3AKg0Kqg8OypFAW7BDYu77d8/lVKNEJUSaoVkWRRth5q2CgqEq1VQKjw7OgcHnh5icBuQp4fweT/QqJRQed8PRLhdTp/3A8DtdsEuACIAlVIFtUqFkC5foN+/H6jb3w/ahgW4BDes7e8HapUaGqX/+4FGpYRKIcItCLAN0vcDnh6CuvNDNpl2d91Ap4OQ/uTpIYiISGognx6CBgaeHoI8gnJ6CIfDgcLCQphMJmnNj91uD1quoKCAOYlg57r7YyY3Z7PZgpbLz89nTmKo5iwWi7Tkx2q1ys4dOXKEOYnBlrNardKSH7k5i8XCXABDKnfllbjg/uew8T01Mv/2IjBvnjThZbFYkJ+fD5vk3H9SZrOZuQAGU66goKDf5+z2rr+bLzcnl8lkkjW//pVTQKFQIVyjgqZ9B6Un53KLiNCoEaZSQqlQQKnSIDIkBLqQEGg1args3T1+CqhVKjjtVhwtKIDDk1MooVJpoGufV4RaCbUCMJnMKCo6CqXgalsWhRIqlRpajQoqnx2UJpMJhYWFXdxum57mHA6HtORHbq61tVVWTi6582MusGDl5GptbUVRUVG38+tprruNxIFz378feBqYWlpaUFRUDEFU+LwfKKFRh0DrfQ2rYGttCTA/X23vB3arGSW+OYUSap/3g3BV2/tBS0sriotLoIbQtiwKJdQB3g/alq+r223T33NytbS0oLi4uNv59VWuu42/cnNGo5G5APp7rqWlBSUlJd3miIiIiIjOhaamJpw4cUI63EFjYyPKy8ulwx00NjairKwMAKBUKpWIjY3t0JUlpVKpgpaLi4tjTiLYObW60+PRAgMkFx8fP6Rych+XnqwHgyXX3eOiVqtl5+Q8H8wF1pP1OZg5lcr7HbWA5OY8j0t/z3X3uDAXmKxcRQWaD+zE11kCWvZuaz9VRGDq9veh7p43jUYzpHKex3ko5eQ+LoMhJ5fc9YW5wDQaDWJjY4OWUyq7PmNhb+fk8jx+3c2PucB6sv71Zk6unq6ncnNyHhc5uZCQEOYC6O2cXHKft77KBfoGki+5Oc/j0t9z3T0uQy2n0WgQExPTbY6IiKivuFwuGI3GQTlZLBYofb41PtgmURTR0tLC5kfqVaGhoYiKipIOdxAWFobo6GjpcAe+OZ4egoiIiCgYNm7E3jX/wCXDNyGv8gpceMf9wJw50hTRkDW4Tw9BwcLTQwxuA/P0EBQsPD0EdeWHbi7t7vqe0z34Xvb92dWpIQRB8E6iKOIITw9BRDRkBOP0EOXl5fjggw+kw4PCuHHj8Itf/EI6PGg0NjbipZdewo033oiRI0dKywEV8vQQ1M739BAbNmyAUqnEhAkTvKeA8EzSU0J4JmV7021np4Pw1H2xaYGIiIgoSPZW78Ulqy5B3tI8XJh8obRMNKSxaYH6ApsWBjc2LVBPsGmBuvJDN5d2d302LRAR0dkIRtNCSUkJ3nvvPYwcObLrI4oOMKmpqRg7dizGjh0LtJ+SqbvTwg0kBoMBRUVF+O6773DnnXditMz/f9m0QB5sWiAiIiIaQti0QNQ5Ni1QX2DTwuDGpgXqCTYtUFd+6ObS7q7PpgUiIjobwWpaeP/99zFu3DiMGTMGkZGREAQBGo0GDocDarXa+/dpII1ptVrExcUhPj4eaD8qgdPpHDSNGadPn8bevXtRWFiIJUuWsGmBeiwYTQsdR4iIiIiIiCho/r7973gl7xXpcAePb3tcdu7VvFelw0Q0ADy65VGsPLRSOtyB3Nwj3z2CVYdXSYeJiIiIiLo1fPhw79EJLrjgAu/vgcY8v/fXsYSEBOndg1qtRkhIyKCYBkvzBQ0tbFogIiIiIiLqB2wuG57e+TTeL3gfJ5pPSMte3lxh7+SIqP8xOUz4+/a/Y03hGlQYKqRlr1ZHa89yRV3niIh6zg2XqRX2ZiMcLsD7fUzBDpelFebGVrgdrbDWn0FrVRVafKbWZjMcjvYjRAhuCKYG2K0O9OSLmqLLDrdJD6tVgFtww2Vqgd3Qtixe7cti0ZvhFsXvl7FbAuwmO1oNNpj97psLNosdjXoHnKLPeCdEQYDLZEaL1Q2bzQmbxQ69WYAoAnA7YWoyo77O8v1YN/zm5xLhtDnQqreg1Qm4PdcX3XDZ7aivt8PmFNCz43AQEQXmcDggiiLUajXsdjtCQ0PhcrkCjqG9CcB3TKFQ9Juxnh4VwO12o7a2FjU1NaipqUFTU5M0Qj+A0Wj0PrbSqa6uznvEB4PB0GGsrzidTu8ymM1mmM3mDstWU1OD+vp66VU7XJfkYdMCERERERH1K6dKSpC3eTPcLhd2f/01zlQMjR1sDrcDKw+tRFx4HMLUYdh8crM0AvjkEsITZOdC1aGd5oaKiuJiHPzuOzgdDuz68kvUVVZKIzSAnSwqwqGtW+Gw27Hziy9QX1UljQwoFqcFrx94HWm6NCgVSmyt2CqNAO25FQdWyM6l69KhgALbKrZJI0PKiYICHN6+HXarFTs+/xwNNTXSCBHJ1oDaz97Coef+g6JawOVuHzbm4/TGNfj6D2tQf2wNtv6/G/HO1KlY4TOtWb4Wx4pbAACCuRHGT+9F3uZCVFT73UCXnFV5qPvofmzfaUazoQGnP16FQ8+/guJawOXZU284gur1a/D1A2vRaHFC/m4qEw5/mIs1L+zDV2cAp3d+p7H/m0O478FilFvdsEuuJeVqNaHm4y/w5ncN2LerHPs2HsZDX7fA7hKB+jKsefxLLPnFhu/HuuFqaUX1h5/jje8asb/WilN7SrDm/m+x5oQLDZ6FMTfj9MFDuPuXh7CrzAyTZB5ERGcjLCwMCoUCTqcT4eHhsFqt0Gg0AcfQvuPWd0wUxS7HLBbLORsLCQmR3r0unTlzBtdeey3mzp2LuXPnYtmyZdII/QAvvfSS97GVTosXL4bD4fDLLV68WNbpUH6I48eP4/LLL8fcuXPx+eef45tvvumwbHPnzsX//d//we32fABqU1ZWhksvvRRz587Fl19+6VejzrFpgYiIiIiI+g19bS3Wv/023v773+Gw2fDfP/8ZWz/+GIYAnev9XlMTUFUFCAJw8iTQ0rZRPhCL04LjzceRHpWOh2Y/hOjQaDy5/Ulp7KxzUaFReGrHU9KYPNL70doqTfR7jadP4+tVq/DO8uWwmc148Q9/wPbPPoOhoUEapQGo8fRpfPXGG3jvmWdgaWnBv373O+z44gsYGxul0eDR64HqasDtBk6cAEyd7z4yO8yoMFRgRPQIPHrJo1ApVXhu93PS2Fnl/jrnr1AqlAFzsuj1QE0N4HIBx493eT/6q4aaGny5YgXW/OMfaG1uxgu/+Q12r10Lo14vjRKRLLHQJSuh0TWi4mAd3O2dAvbKMtiaaxA6ZxZ0KjfcWVch+7fL8ZO33vJOC+6YhZGjImE5vgvlL/0UX/9rE2rKDZBs9++UYfcqFPz7j9j45gGYWlwQhBjoUpRQRzai4lA9hPZlsVWWwt5yBmGzZ0OrVkMlnVGnIpCSooA6wowdh0xwtR/GoOVUI0wmC2Jmj0KSWgn/s8oHIIpwW60w2wQ4kodh7PQc/OpHkdCoFdAX1cCdOQzTbp/hHeuK/thJfPviZ/h//6rG4QoHHO5QRMdokDrcgs15LWhubXvwrA2t0Jefge7yLCTEhiNCOiMiorPQkyMtvPfee3jiiScCHvHg9OnTuOuuu7B7926/oyCEhYV1ODJCZ2OPP/44Pvnkk25znY31ZIf33r178cgjj2DZsmV45ZVX8Morr2D8+PH4zW9+A9MA/DzcH91000145ZVX8NBDD8FgMKChoQHXXHMNXnnlFTz66KPeRpibb77ZO6bu41NguFwuNDY2oqGhATabDTabDQ0NDWhoaMAf//hHvPLKK7jxxhtx6NAh3HLLLSgvL/ded/jw4Xj55ZfxyiuvYPbs2X7zpc6xaYGIiIiIiPqNNx59FB/8859+Y68/+ig++Ne//MYGhHffBX75S8BiAW64Afj2W2nC68DpA7jq/avw7yv+jQWZC6RlL7m5vNN5snKyvPMO8Ktfte2cvO46YONGaaLfe+3BB/HJSy91O0YD08v33YfPXnnFb+yV++/HZy+/7DcWVG++Cdx7b1sT0FVXAVsDHxEBAHZV7cKtH9+KN3/8JuZmzJWWvXZV7cJPP/kpVv14lezcnJFzpOWeeeMN4Pe/b2teuPJKYNvAO2LDf/74R3y5YoXf2EsBxohIrlBEXpCD6MxhEHYXwepwwY1WtJywwtoQjtRLhyE0RAlFYjbip8xB1qJF3mnk2GGIijbCLTpgV05D0ogYhIZ7dkCY4GwtwbH/7YW+2oCOu5aq4RCjgIhxSBquhVKpABAG7dgcRI9Kg7CnCBaXG260oOW4BVZ9OFLmpCNUo+zBBnE1ksYnIC1DB9feOjS5RDhhQ81xJ1qbNJgwJwo6tRUlXx3Ayme34NHl+/H8BzU44xTghAFF6wuw6tEt+Psze/HhITcazAAsFhgaW1B6xgpBX4kNX53G1u8acbreAjFSCaARu9ZWoaCgJcDREUywi25YVWmYmBECbZgSgArRI6IxamYysPMMjAY7bHCgqc6OiiIVpsyLRWKsGn27W4eIhgqlsu0dVBAEqFQquN3uTscqKiqQn5/vNyaKIgRBgMvlwvbt29HU1OQdC5Traiw3NxdlZWXd5job8yy3HPX19Thw4ABmzpyJefPmYd68eZg7dy4mTpzY5zvOh4rzzjsP8+bNw8UXX+x9buSOBcP06dMxb948/PSnP8Wtt96KzZs341//+hcOHDgAANDpdN51ZdiwYdKrUycUdrtdLC0tRUZGBrRarbTuZbfbUVZWFpRcaWkpRo0axZyPYOdGjx6NyMhIadlLbs5ms6GsrCwoudLSUmRmZjLnY6jmsrKyEBHRec+51WpFWVmZrFxpaSmys7OZ8zHYcjk5OQgPD5eWveTmLBYLysrKmJMYKrlndz2LdeXr0GJvwaEzhzAldQq0IVr8ZMxPcO9F90rjsFgsKC8vR05ODsLCwqRlL7PZjOPHjzMnMZhyJ06cQHZ2dr/O5eTkIDQ0VFr26i73+M9/jo3vvScdRtKwYUjPypIO929VVYBeD/ek8ShPy4NjwiggKUmaAgAYbAacaD6BvKV5yI7LRlVLFTaf2IyPij/Ca1e/hmFRbf/kbqnYgp+s+Um3ue9OfofrPrju+5yxCptObsInxZ/g1atf9eYO1R7CH7/9o9+ydFBVhUlFejxZPQ7PHTiAxlGd34/+6mRRUcCjKvzsL3/B3U8/LR1Ga2srTp06hZycnC4PG8pcYOc69/ANN2D7p59Kh5E8ciTSRo2SDgfHqVOA0QjXpDEoTz0A58RsICFBmgIA6K161JnqkLc0D8OjhuOU4RS+PfEt1pWtw6tXv4qkyLbX3zdl32DJF0uQtzQPw6KG+eVeu+Y1JEYk9ii3t3ovHtz8oN+ydFBRAd3RVmRUnQccOABkd34/+qsTBQUBj6qw+LHHsCTAYX5bWlpQXV2N7Oxs7ze8AumrXE5OTpcbw+XmPOcJZs5fZznpOZI7y0kZjUZZz0dzczNOnz6N7OxsqNVq7+2Joug3eW43MzMTCoXCu9PF81MQBBw5cgQXX3wxBMFz7gJ5zpw5g7179/qNDR8+HJdddpnfmDynUb87D0WvFGL4s/ciPaoCle/noeFMGDIfvBLJVaux7sU6qLUJGDk5BYAaQBrif5SD6KRWuA02NBWHI+TwXShMWoa0SRfhvEwD7M1lKPhPA9JvnYb47ET4/wUoh7FGB0tRMdzl/8XBESsxY0YUkhJqULcjD0ffPIrhz9yLNO1xnHo3D3p9JDIfuglJPf4WnxFF26vw9apGTH92FiZFNGLn/6pw0hiGuX/KwYjqMrz7Whnyyq1oFEMRmhyPH/92OmaHlmH36mps2GKCSeeGzt4IzfXX46ZhzUCrEStN2Vg5vwmvP7gTXxwLQ9zlE/CbP12AWQl1+Pp1M+IviMe4WfGI8VsWA5qaBFQWKxB56BOsSb8KF09OxbwMCxqravHaPaWY8MhFmHy+iDPbavDNFyYsfGkGzg9RovOtvUQ0kIiiCJPJhLCwsA6fIywWi6yjB+zbtw+JiYkYP348zGaztNxBSUkJ3n//fYwbNw7z589HamoqBEGAWq2G0+n0/h2Tjj3xxBNYt24d/va3v+Hiiy9GZGQkBEHAmTNnsHnzZtx3331YtWoVFi5cCLH9SA2e63r+1nU1dv3112P69Ol48MEHu8x1NmY2myEIAuLj4wEAjY2NEEUx4P8bX375JR555BFs3boVcXFx0rJXbW2td6c1AIwZMwZZWVmwWCzYsWMHpkyZgoT2z86+Yw0NDTh+/DgiIiIwe/ZsaDQaHD16FMePH/fOa8aMGd7rms1m7Ny50/t8p6WlYfLkyd4sAFRXV2Pnzp0oLCzEkiVLMHr0aL96ZwoLC+F2uzFr1iyYTKYOn4l8VVVVoby8HFdffTXsdjtcLvknYOpMSUkJ5syZA7vdjmeeeQa//OUv/epFRUU4efIkdDodZs+ejT179qC5udkv48uT8zQ4VFVV4ciRI36Z4cOHY8KECX5jVVVVWLt2LR599FFcfPHF+P3vf4/a2lrcc889AIDNmzdjypQpAICCggLMnTsXbrcbL7zwApYsWQKj0YidO3dCFEWMHz8eCoUC+fn5AIBZs2YhJiYGlZWV3rHZs2cjOjraZwmC7+TJk6ipqcFVV12FDRs2QKFQYMKECTAajTAajcjMzPQ2ACmVSigUCr+pqakJBoMB2dnZAACFwv9oUp5cY2MjmpubkZ2dDYXT6RTr6uqQkJAQcKOhh8vlAnMdMReY3JzT6UR9fT1zEn2Rq6urQ2JioqxcUlJSwD/OHswFxlxgcnMOhwP19fXMSQQ7l5yc3OGfIF/MBSbN7arahc+Ofuatx4TFIFzTsZnB4rTAaDN6L98y9hZMS5/WcX6Vu/BZyffz80gNT8Uto27p8fJ1pr/n7HY7GhsbkZSUxJyPYOeSk5Oh7mIjfXe5zpoWJs6Zgx9dc410uH/btg0oLob4/5ag/rt/wfXjhcCkidKUV6gqFD+78GeIDYsFAjQobK3Yim+Pf4s0XdpZ5b47+R2u/+B65C7N9cvFR7RtpOnU1q0Ysa8EP5l2J77917/QumgRIPmHvr/b8M47KJdsmEAXTQs2mw1NTU1ISkoKuJ56MBeYJ5ecnAyVqvODcPdWrrOmhamXX46LFi2SDgfHpk1ARQWEX9yK+u/+Bfct1wHjxkpTXhGaCPz8wp9DF6IDfBoPcpfmYnjUcGw8sRFbK7ZieNRw/OzCn3XIeRoUOst9XfY17vrirg65uPDON8ICADZuRNiRSsSPvxn417+A668HxnZ+P/qjr1euREVxsXS406YFq9UKg8GApKSkgOufB3OB9TSXnJzc5bfmzlVOuoG+s5yU1WpFc3Nztzmz2ew3P8/teZoVPJPFYoHBYEBiYqJ3rH82LQDmgh2o+uAlnPnxyxgXtgknDrhgFCZi/u0jgarV+PruVTh5qBKucDWASABX4KJ3foUxl2QjFoC7pRaG1XchP97TtCC9hcDs5VvQ8K1v0wJgOrwV1Z++hjM/fhnjQ9ahPFeESTURl99xdu9X9YdO4OBnucj/8Y9xY0gx1ucCjeo0PHBNOCre+QT/Us/EpbMycGXEaRRs2o+HzZfgHnEP9GlZUI6fgFuSm7DvmTewedItmBPf0ta0YBuLlbfFoOmLtfjGkQHl2Atxl8yPV46mZlSt/gTvp3qaFgBLnQF5z3+G/AULMS3ZhObyZqw5lorX/jQcoZquTzlBRAOHGOSmhTlz5mDEiBFQqVSw2+0IDw+H3W6HUqnsMPbEE09g+fLlSEtLQ25uLmJiYqBSqbB+/Xr85Cc/AQB8+OGHuPbaa6FUKmGxWNDa2gqz2QyVSoXIyEjodDrv/EwmE0wmE2w2GyIjI7F48WJceumleOCBB7q9rkqlglKp9Fs+s9kMpVIpq2lh48aNePrpp/HSSy8hKioKABAeHu69LtobF9etW4cnnnjCO7ZkyRLccccdaG1txdy5c/HWW29h7ty2I6RVVFR4x7Zu3YrXXnsNEydOxIcffgibzYaXX34ZH330kXdeTz/9NObMmQOVSoXCwkLcc8893udvzpw5ePTRR5GUlOT9/DFYmxb+8pe/4LXXXsP555+PrVu34pprrsH+/fsRGRkJrVaL+vp6iKKImJgY7/P74YcfIj09HRaLBe+++y7+9re/ITk5GQBgMBgwf/58PP3000hKSvLuWH/33Xfx29/+FgCwadMmTJ06Fe+8847spoX8/HzMnTsXgiDghRdegEqlwr33tn1R7bvvvsPkyZPx9ttve8e2bNmCSZMmoT/prGnBarXCbrcjMTGxy6YFs9kMm82GpPYvvXTWtGAymWCxWNoef7GrNY6IiIiIzoooilh/fD2arc04ZTyFwvpCb23p5KWYk9Hx8MwbT2zEW4ff8l6ekDwBw6KGISEiwe/w7t8e/xZvH3nbe3lv9V6caD6Bi4ddjN137faOEw1En/73v/h65UqUHjzoHRs3cyau+9WvsODnP/fL9ntffw0cOgT8+c/Aww8DN94IXHyxNNWp4oZiPLPrGcwaMQsLRi/AR8Uf4Zuyb/DdHd91nstcgA+LPsT68vXYfPtmv1xRQxGe3fVst7kOvvoKOHIE+MMfgEceAW6+GZgxQ5rq1z5+8UV8s2oVyg4f9o5dOGsWrvvNbzDv1lv9sjTwfPivf2HdW2/5NaZMmD0b1//2t7js5pv9skHz2WdAWRlw991t7wd33AFMnSpNderwmcP4975/Y/aI2ViQuQCrDq/C3uq9+PqnX3eZW3loJfbV7JOV21+zH1/99Cu/XAeffQaUlwP/7/+1vR8sXgy0b6wbKNb84x9Y97//4URBgXds4pw5uPGeezDnhhv8sjR0/ZDNpXKuK20w6KxpwXdyu93eZgXPz/7UtCDWHkTL7nfxZeNdmCq8BrNuKpw5P8XFk61tTQvvhCEh53yMvzwDgAJAKDTREVCFqKDs5aYF8XQejHvW4MvGuzBd+C9ao2bAnXMrZkzrvOGuK0JNNSr3HsE9jdPwK2EPTkeNhPu8C/GLEa3Y+8wnKLliAaZOTsc0dQNOFR3D//swATc5jiBs9vmInzsB88MMOPXuR1iTdhVmROj7pGlBbG2Fc9sm/LluAsY5TiElHMgdfgkenatCSOf9QkQ0wIhBblpYuHAhkpOT4Xa7ERYWBovFgtDQUAiC0GHsySefxN/+9jekpKRg+/btyMjIgNvtxhdffIFb2/8H+/LLLzF//nwIggCDwYAFCxagrq4OALBo0SKsWrUKFosFYWFheP755/HCCy9AFEUoFAoYjUbcd999eOihh9DU1IQFCxagof3oeldddRXefPNN73XdbjcEQUBoaKh3zGKxwOVyyWpacDgcOHbsGO68804YjW1fNrriiivwn//8x5v5xz/+gdLSUjz11FPesZdffhkNDQ3405/+1G3TQmlpKf773/8iJiYGt99+O6ZMmYKf+2wD+e1vf4vLLrsM6enpeO655/D22297jzK9ceNGvPnmm/j888+9R1Ifak0LN9xwA+666y78+Mc/htPpxLJlyxAZGYkHH3wQMTEx+Pjjj/Hll1/i9ddfx7Bhw/D5559DrVbjsccew8cff4ypU6d6x8CmBaCLpgXfJoWumhZ8J3TRtOCr85ZfIiIiIjorNpcNRxuP4t/7/o3Htz0Op9uJ965/zzsFalgAgPmj5/vlDDYDHt/2OP6b+1+U6kthd9sBAAsyF+DNa9/EX+f8FX+d81dckXWF91DRRAPd9b/5DW645x4kDR8OhVKJ1FGj8PMHHhh4DQtA23nrH3kECAsDnn++Rw0LAHBB4gV4adFLeG7Xc/jk6Cdwi24Mjx4ujfnlPj36KdyCG8OjOubGJo7Fi4te7DbXwdVXt+1kjYgAXnhhwDUsAMCNv/sdrvvNb5A0fDiUKhXSRo/GLx56iA0Lg8TNv/89fnL33UgcNsz7/N7x6KP9p2EBAK67Drj/fiAqCnjppR41LADAxJSJeHre03hs62P48tiXAIB0Xbo05s0t27qs57mojrkOrrsOuO8+ICYG+M9/BlzDAgDc+uc/49qlS5GYng6VWo30zEwsXraMDQtEP5AiPgGa8eOg3fM1KjfZ4RCikTjGp0kgJAKaqDhEJCYiIjEBEYk6aNobFnqbIj4B6gvOh3bnWpza5IQT0Ug87+waFgBAmRCB8PMTkbyjGLs3uWFXhGHMeUqo1EBSKnC8yooz9Q7YDBboyxogJmsRm66GSwSaDYDbJaC+thVO+w/fmdMZRYQGITNGIqG0GqWbWnGyIRxTJqug6osHmIiGLIfDAbH9NAs2mw2hoaFwuVwBx5xOJ6ZOnYpnn30Wf/7zn7F79268++672LhxI1asWIHY2Fg4HA4oFAocOnQIv/vd7/D444/jjTfewMqVKzFjxgzccccdsNvt+Nvf/gaHw4FVq1ZhxYoVePvttzFhwgRoNBocPHgQf/jDH/Dkk096rztt2jQsXrzYuyNdoVBArVbDbrcjLCzMu3xyhYSEIDs7G//85z/x6quv4tVXX8WFF16IX//61zCZTED7UZTsdjsSEhK8kyAIaG1tlc4uoNDQUMTGxkKhUKClpQUKhcJvXvfffz8WLlwIu92OY8eO4d5778Uvf/lL/PKXv8R///tfNDc3d9lgMNiFhoYiJibGuxPcc+QFt9sNvV4Pl8vlPVpHdXU1fv3rX+OXv/wltm7dCpvNBoPB4H383njjDbz88svIyMjAhx9+6D29wQ8xb948PPfcc1AoFHjggQdwww034NVXX8Xo0aPx8ccfIzNTZrfmIMePLURERES9rKC+AD9a+SM8Pvdx5C3Nw19m/UUakWXZnGXIW5qHP178R8x4YwbK9GXeWkF9AaaumIqpK6ZiUsok/OVHZ3cbRP3Rgp/9DPevWIGw8HA88fHHmNFfDu8eRA9/9zD0Fj1evfpVacnPQ5sfQrOtGa9c/Yq05EdubjBZdPvt+ON//4sInQ7Lv/gC0+bPl0ZoALtqyRL84aWXoIuNxbNff43Jl14qjQwaf/r2T3C6nXhx0YvSkp8/ffsnuEW37Ny/r/i3tDRoXbt0Ke755z8Rk5iIf6xbhwmzZ0sjRNRTIfFQxY1FKr5BvRgNd0QqktuOoH2WTHC2luDY23uhrzZA/q4lAKEJUMedj1SsRZ0YAyEiFUk/ZFlCIxEal4QpKMdBMQKOCC3G6AB1RAiGXXY+kiuOY9uKbVj24jG8UxCJRZfEYOyCYQg53YD9L3yHJ57dhy9LFNBbuztNgxtAI3aurUJ+fgvadoPJpNIACSNxvroOtaKAkyGxmBILKLu7SSKiHvCcekAQBKhUKrjd7k7HlEolkpOTMXv2bOzfvx9NTU2oqKjAmTNnMG/ePISGhkLZfoqkM2fOYM+ePZgyZQquuOIKzJ8/H0lJSdi6dSssFgvy8vIgCAIuv/xyXHnllbj00ksRFxcHURRRW1uLb7/9Ftu3b8euXbuwa9cubN26FVu3boXVavXeRqDl64mwsDBccsklmDdvHubNm4fk5GTs2rWrR80PP8TkyZMxcuRIoP3UFNOmTcPMmTMxc+ZMXHfddfj1r3/d5anB6XsRERGYMWMGZs6cicWLF+PRRx/F0qVLvacyKykpQXFxMbRaLS677DJER0dLZ9Fj6enpmD59OgBg//792Lx5M44ePQqdTofLL7/ce9qRoa5nr0oiIiIi6tLnJZ/jxX0v4vNbP8cFiRdAG6JFqOrs/mkIVYdCG6LFpJRJ+Pjmj/HE9iewvnw9Piv5DC/uexFrb1uLtbetxdU5VyNE1fHwdUQDlVqjQWh4OKBQICwiAqr2w/MNRZGaSLxz/TuYOXwmRIgIV4dLI4A0J/7w3GCkDglBaHg4FFyvBiV1SAhCwsIG9fMbGxaLD276AFPT2o7SEKYOk0aA9tyHN32IKaltR0H4obnBSOO7vkRGDsr1hejci4Q6LBMj5mYgef40xI8eAR0AKNRARAZSctIRk9J2GOtAFJowhIy6GInpcdBGAoALgqsVrZVNcFid6Oy7o6rIRISPugipKRp8v69GC3V4JkZemoHk+dORkDG8bVnOWijCwxMw87I4jJk/HKP+P3v3HR5Hde9//L19tept1avV3KuMDcaVbgdMTehgwCkkISE3JIF7gRDIvSmEFMgvMb0GMCUQejG4gYtkW9Wy1Syrt5W0u9pefn9IWq9GkrXCtop9Xs8zj61zPufsrLSSVjPfOZMeThyg0GqIWDCLc1OVBJu6qOoAW8I0rlwUTFb+NKbFaonsbKe6vheyp5OdHIw+Lgx9UjT5qSoUMtAmxZOeEkZ6OIAXsNPZbMVodDLSugxytZrgzHRyE7XodQOtCiCaufnRzD4/kYxZsaT034hDEAThZBlYAt7r9SKXy/F4PL4l3odro/8E8cUXX0xjYyNKpZKlS5f6Cgb8Cx4G/h0Y59828K//Ywy0eTwenE4nhw8fpqKigoMHD+J0OlmzZg1KpdI330j7F4jm5ma2bNmCw+GQdn0jTU1NbNmyZUwFD7t27aK6uhqAiIgIfvSjH/Gzn/2Mn/3sZ1x77bVkZmaOuRDjTBUbG8tPf/pTfvazn3HhhReSm5tLeno6MpmMnTt3UldXR0pKCsuXLx/1dVJfX8+2bdvwer0sW7bMV1gynPDwcNatW0dERAQAqampnCuKpwcRr2BBEARBEIST5LWy19jXvI9Lsi5hRdoKQtQKDn9exPO//YT/enAn97zZRnPP8IeemgvKeOvxT/ive7dxzxO1lHc4sPX3hWnCWJm+kkuyL2Fn/U72N+/nkqxLWJm+kpXpK4kPiZfMJgjC6UIhV3BW0lncvfRu1uWsk3b7BJpTypUB5QRBmHzUCjVLk5fyX2f/FxdmXSjt9hnI/fycn3PhtBPPCYIgBEoREkPiLc9xwfevZsaC/r9RFEEQdwELr1hK5kDbMORBkYRe8D/MWppNUjxABJrIfBb9zyUkZMcyUom2MmEW0Rf/nPxFQYT7VSYow+JI3PAiF37/SvLmx/kP+UY04SHM3XAFf/r+TNbPG3ggORDK0tvP46Gnvs1bz1/IP36WRbpGjppYlt68jF+/9W1effUqfve7i/jJhVHMXZDG3HOmc/fKENRKGdFLF3P+uemsSQdQAklctjGHZcui6TulMZQyJJj4i8/jmiWRzJHcJTBn/Wp++f3F3LUmanCHIAjCSeB/ewi73T7k9hD+bS6XC4/Hg06n48knn+Sjjz5CJpNxzz33YLP1HfEauD2EWq1GJpP5xkrb5HI5KpVq0GMMtKnVamJiYnj66ad59dVXef3113n++ef51a9+RUxMzJDbQ/jvX6BKS0t55JFHqKqqoqGhgYaGBqxWK/Hx8b5CgfDwcIKCgnz9DQ0NyOVyoqKiUCqVJCYmYjKZaGho4Msvv+T3v/89VqtV+lDQf1Ld4/EMmuvxxx9n69at6HQ6YmJiaG5u9vV98cUX/PGPf/R9XoXhRUZGEhkZidPppLGxkYaGBp544gm++93v8pe//AW3280DDzzAp59+yooVK/jtb3/rW31Bqq2tjYaGBt5++20efPBBEhMT+d///V/WrFkjjfqkp6fz4osvkpmZCcCqVat4+OGHRy2MOJOIogVBEARBEIST5JPqTzBYDVw7+9r+Fg89lXVsf6uARx8r4LFNRyjvdGCRjAMzh784yJt/+5q/bDrAi1+b6LR4Bl1NJJfJuWnuTTQaG+mydfk9Rp+c6BzOnyaWOheE09Xa7LWsSFshbR5ibfZalqctlzYPEWhOEITJ57Lcyzgn5Rxp8xCX5V7G2SlnS5uHCDQnCIIgCIIgnNm0/StVOZ1OdDodVqsVlUo1bJtarUahUBAUFITFYsHtduNwOHA6nQQHByOTydBqtXi9Xmw2Gx6PB4vFgkqlGtLmdrux2+04nc5B89ntdl+ut7fXN/bTTz/l6quvpqGhwdfmP3Zg/wK1YsUK/vznP3PjjTeycuVKVq5cyZYtW3j11Vd9y/pv3LiR1atX+/pXrlxJSEgIv/71r0lISOC9997jlVdeYeXKlWzdupV//etfhIYOvw7Qo48+Sk9Pz6C5brjhBq699lpWrVrF73//e6655hpf344dO3jppZcIDh55RSMB7rrrLn75y19SU1PDmjVrWLlyJW+//TYXX3wxTz/9NMoxrL72/e9/n5UrV/L73/+erKwstmzZwvTp06UxYYxkXq93pNW1BEEQBEEQhAB48VLXXccfv/oj+mA996+439fXuW0Hm/65j1+/YsWlSuf/tl/IlQsjyPC9D/aCtZL/t/ErnnrpKNWZiZxz35U8vj6MjKih1bz3fn4vdredu866i9TwVGm3IJw2Dmzdyj3r1vHU3r2k5uVJuwXhGyn47DPuv+YaniooILH/6gbh9LH7o494+KabeKqggLhU8TtSOL6d//kPf/ze93hy715iEhOl3cIZ7EQOlQYy1uv1DskNtPn3+X/sdrt9/x9YHtvj8eB2uykuLmbp0qW+pbID1dLSwq5duwa1paSksHr16kFtgiAIwuTh9Xoxm81otVpUKtWgPovFEtDtBnbv3k1sbCyzZ8+mt7dX2j1ERUUFr7zyCrNmzWLVqlUkJycjl8txuVyoVCrfSgbStocffpj9+/fzxhtvoFKp2LNnDxEREWRnZ1NXV8fy5ct5/PHHWbduHe3t7WzZsoU33ngDu90O/UvnX3755axYsYL9+/fz3nvvsW/fPuRyOW63mwMHDvDDH/6QDRs28MUXX/DGG2/4VoJIS0vj8ssvZ/ny5cjlct9tLfz3r7e3F5lMRnR0NAAdHR14vd4RixlsNht79uzx3SIiLi6O2bNnD8q0tbVRXFzs+zgrK4v09HTfx/v27cNgMBAXF0dWVhZ79uxh9uzZGAwGrFbroPmqqqo4cuSI7+MFCxYQFdW3io7VamX37t2+1SLi4+OZNWuWLwvQ0NDAjh07KC0tZcOGDb6r+0dTWlqK2+1m2bJlmM3mIe9Z/NXX11NVVcW6deuw2+1jWr1iJL29vezZswe3201ubi4pKSmD+g8dOkR9fT0hISEsXryYffv20d3dTWJiIqmpqezZswePx0Nubi5KpZKysjIA8vPzCQ8Pp6mpifLy8kFzJiYmMmPGDAD27t1LT0/PoLYBw40FCA0NZfHixYNWTDCZTOzZswev18v06dNJSkry9e3Zswej0UhSUtKkLnSora2lsbGRtWvX8vHHHyOTyZgzZw4KhcL3PTXwr0wmQ6FQ+P4/sOF3GxjpihIDH/u3i6IFQRAEQRCEE+TyuFj+7HI2zN/AjXNvRKPw3UwVb8sh3vh7IQ/+ppIKpYqrH7+du9bpWTrwXtXrgV1fcseDZTz7iZWkuVnc9drl3JguI/bYND52l51NhZt4u+Jttty8RdotCKcNUbQgnAqiaOH0JooWhLEQRQvCSE7kUGkgY/0LE6Rt/n3+H09U0UJXVxfd3d2DMoIgCMKpo9frj3u1vHeCixbWrFlDYv/7JplMhtfr9f0rbdu2bRstLS1cc801Q3Jms5lnnnmGSy65hKysLF/b008/7Ss8yMzM5Oqrr/aN3bp1K1999RUqlQq73Y5KpeLcc89lyZIlmEwmnn76aZxOJx6Ph6ysLK666qohj+u/f729vXi93oCLFqaaqVq0IEweE1G0oLj33nsfLC8vJzg4+LjfjHa7nYMHD4qchMgNL9CczWYjkNffQC4kJETk/JxpOavVysGDBwPKlZeXExoaGlAuLCxsyJs8fyI3vDMxV1ZWRnh4+EnJWSyWgHPl5eUiJzHZch6vhyf2PsGS5CXkJ+YPGiPTyDA1ddNc3MCBLmiLS+TsvBBmJfb9fPJ6vJS+s513trVzyBlJyllZ/OjmFJLVoBrmlmZKuZK9TXvZ17KP2xfcPqivt7eXioqKUV/PA7nw8PDjLn0mcsM703Jms5lDhw4FnIuIiDgpuZa6Oj595RUu3biR8JgYabdPoPOJ3PAmOhcZGTniPSIZQ85kMnH48OFRc001NXyxeTOXbtxIaGSktNvHZDJRWVlJRETEcecTueFNVK6xqoptb7/NpRs3EhIeLu32CXQ+o9EYcK6qqmrU15/IDW+icvWHD/PVe+9x6caN6EZYmpcxzDeWXHV1dUCvq+rqaiIjI30H+oYTaK6np4eamhqRk5jIXG1t7ag5o9FIbW0t4eHhvtzAyQNvfxFDa2srKSkpxz2pMByz2UxDQ8OgtvDwcDIyMnwft7a2cvToUXp6eoZsJpMJef9VtU6nc9y3jo4O39Wu0r7x2mw2G21tbQB4PJ4h/eO5TbZ9aW1tRSaT4Xa7h/SP12Yymejq6kKhUAzpG+9tsu1Ld3f3pNgXo9FIT0/PhO/LwFXusv5bHEzk5vV6USgUxz2m7XA4UCqVQ95HOPtP2I+msbGR4OBg4uLicAZQ5NDR0UFZWRl5eXmkpKSgUqlwOp3I5XLf523gd4F/W1JSEjk5OcPmtFotc+bMITo6elDb3LlzWbZsGWeddRbZ2dlD5jvrrLNYtmwZixYtYtmyZcTHx+Psv+3DwNglS5YMGTvc/g2cYNfpdNB/FX13dze9vb2YTKYpvxkMBtrb22lra2P+/PlEHufvX39tbW14vV5SU1N9v2dHYjQaMRgM5OTk4Ha7A3r9CVNHd3c3JpOJnJwcqqurkclkxMXF0dPTQ0tLC1FRUYMKFOTyYwUMMpkMg8FAU1OTrzDIvzjB/+POzk4aGxuJjo5G5nQ6va2trcTExKDRDHM5Xz+Xy4XIDSVywws053Q6aWtrEzmJU5FrbW0lNjY2oJxerz/uGyORG57IDS/QnMPhoK2tTeQkJjoXFxd33JPfItfH5XGxaNMifnzWj9kwf8OgMeCgfmsRb/31S37ythWyF/LI7xZy2/p44nDicXXywnfe4IktndRnTefiO1by2B16QoGRDmM/vudxXi55ma9v+3pQ+7H9C6N7aw2t7Qq807OYPS9oUM7a0UndJ1/Q3D2d9FWpJE0PZbhXw0jP9xgjncUmmkscqFeoSIuLQzNsrs/o8/UJNGe32+no6ECv14ucn4nOxcXFHfdkdaC5QFdaCHQ+kRve6ZKz2Wx0dnaOmgt0pQWbzYbBYECv1x93PpEb3kAuLi5uyMFUfyc7F+hKC4HOJ3LDO11yga60YLVa6e7uRq/XH3c+kRveWHNxcXHHPYk/HrnhTv4PlxuOxWIZNef1eofkBgoQBjZpLjo6Gln/1aHjudJCQ0MDR48exTnMSS2NRsPChQuP+/7wVBoo1h644nci2Gw2SktLycnJIaz/nuYTxWq1UlpaSl5e3oj3SB8vFouF0tJSZsyYQUhIiLR73LS1tdHa2jpk+faJ0NraSnt7+5Dl2ydCS0sLnZ2dzJw5U9o17pqbm+nq6hqyBPt4q6ysRKPRkHqc94/jpaysDJ1ON6iAzJ93AlZaqKmp4cMPP+Saa64h+DirQExFWq2W8PBwenp62LZtG62trdLIlGa32zl8+LBYaUH4RkZaacFms2G324mNjR1UqKCQrLTQ29uL1WolLi4OjlO00Nvbi8ViQa/Xi9tDCIIgCIIgnIhOSycfVX/EjqM7+M7M77AifYU0gqWqkh2vb+f6+xroJo7r/7SaOzZkc06QGVdLKd+/6CveP+gm5duL+O5vVrEhWzrDYJ9Uf8I7h97h3NRzuSjrIiK0EZJEL83PbaV4rxNDziKuuCsJNdD3VtCN7Ugj9X/5N9utS5l3Uw4zzg5HK5khILajHH6jhartas765zzCgZFPYQnC2ARatCAIYxFo0YIwNQVatCAIjKFoQTjznMih0kDG+hcmSNukRQsD20TdHsLtdtPR0UFFRcWgHJOgaMHlciHvv0/5RPF6vbhcLpRK5ZAD8eNN7MtQHo8Hj8dz3ELL8SL2ZXiTZV/cbjfAcYvrxstkLFoYOBmp1Won9Hv6VJDJZHR3d/PXv/6Vrq6uMf8unQpcLhd33HGHKFoQxmykogXFKbw9hChaEARBEARBOAG7G3ez7JllFGwsYG7cXGl3H1MrFV8c4Mff2cUuO+R9dy3fu30et6T1YPzkY8791VFK2xO4/AcLuf8Ps5gnHT+MXQ27WP7scgo2FjAnbo60Gw6XsP/tJg5URXHh3/OJVfbfbsLTS09xFXt/9DmuH93I7BWxJEbYcfRYMHf1/XEmD9OhDdcQFAQ47Zg6QBWuQh2sALsTe6sFYoLh6EHK32yiojSMJb+fT2I0eHo9uK0u8LhwOoCQYEIi1WiCJu5gojA1iaIF4VQQRQunN1G0IIyFKFoQRnIih0oDGetfmCBt8+/z/3iiihbwWxbcX1hYGJmZmYSGhk5o0YAgCMLpZjIXLZyunE4ntbW1vuKV01FSUpLvNhijEUULE89sNlNcXCxtPimmTZvmW/lgNKJoQRAEQRAEYYoJqGjBa6W5tIoXbnuLv5RB21ln8YPvLuA3i5189ftnuHOzh9rp+Xz/uwv42w3xI94Wwt+oRQseI41vlFP5XiuqBy9jXjIEqwFjM61fV/Gf37pZ8WQ+ydnByErLqXlpG+/8vQuAsKtXsuDWOSzN9+A5Wsy/H4aM67PJuTAMT1k9xXfvgP9eCR8XUL/5EJXt4agXL+CK++DIJ2bav2pGbm6m9pAcvrWGdT/MYfZZE7tcqjD1iKIF4VQQRQunN1G0IIyFKFoQRnIih0oDGetfmCBt8+/z/3giixasVivNzc00NTX5TujExMRMiqXlBUEQTjeTsWjBbDZz9OhRabMwBWg0GvLy8nC73QG/TzjVRQtHjhzBYrFImwU/druduro68vLyAi42GY3X62Xr1q0sWbKEmTNnBvSzQhQtCIIgCIIgTDEBFS3gwVzfRNETb3HLs0aq7Glc9YNcbrtKwZfr3uPZDki85WK+e/s8vrdYLR08rFGLFnBj2lVK9fsH2aE7h+/cFk+MXoWpoIiaD4rZ7VrB+jsTiFG3UPtyNWX/6SXy3pnE00L9M5244pLI/FEmmb0HeON+yLwll+mXhOEuOcqBO7fCQ+tJUdTT9mEjFQfDWPDAXDJ0lex+qI52ezgpG6aRqDFR+VQR8uVnkX5RHlnp0n0UhJGJogXhVBBFC6c3UbQgjIUoWhCGcyKHSQMZ61+Q4G/gRIK0aMG/QMG/aGGgiMHj8VBUVMTZZ58d8MmIAYEWLdB/8Hzfvn04HA50Oh3x8fGkpKRIY+Oqp6cHlUp10g7mfxNut5vu7m7CwsKGnDwcb263m66uLsLDwyd8X1wuF93d3RO+LzabDZvNRkSE9HaK428y7YvVasVut0+afXE4HISHh0u7xpXJZEIulxMcHCztGneTsWihtbWVnTt3YjQax/y7Rpg4YWFhZGVlcc455wRcUMA4FC1s376d+vp6bDabtEvop9VqSU9P5+yzz0an0wX0eT0ep9OJwWDg+eef57zzziM/Px+r1SqNDSEtWgCYO3eur1DBv3hhoIDB/2NpUYJ0da5BxQoDGb9+QRAEQRAE4ZSQow3TkbsimYxgFSE9bTTtq2bLR0180AxGZwwzs8OZPi2wgoXAKAiaFkXUnFi0b9TS3ePAhhFjlZWuAyFMuzwWXZgCuaELo81NV1oKs1akk7liOinZTlR00t4qndOfEl1CCMEpEej0ESTODUerVSAPDiYkK56UczNIX55FzgwvTrMFQ5tDOoEgCIIgCIIgCFOATCZDo9Egl8vR6/UTXrAAUFdXR0dHh7R5XDkcDg4ePBjQSb9TzW63c/DgwUlx9ardbqe8vDygEyKngsPhwGaz0dbWRlVVFTabbcJPtBoMBmpqaqTNE8JgMFBbWyttnhCdnZ2TYl/q6+tpbT3uAZAzntvtpra2lpaWFgwGg9hO8tbR0UFbW9tJ244ePYrVaiU3N3fIieLJoL29naNHjw75PIitb3M4HMyePZugoCDMZjMGg4Gurq5vvDU2NrJ161bMZrP0SzHpiJUWBEEQBEEQTkBgKy0ATgvutkP86poveWOfEWdMCPHxwRQUtkHyPH79WD4brkwgWTpuBKOvtADQS8/+Ogqu24PuyctIT2yj4+0mKneHsvT1RcQAquJC9mw3UWLO4LZfpAHQ/Nw71LaqcSw+h+UJ/istBOPcf4S913+F+q9XkZfeTvunrRw8EMbqf8whvH4/25/oxR2XSP7dWYS53XS/8ia7OjMJnTedZSsn/qoFYeoQKy0Ip4JYaeH0JlZaEMZCrLQgDOdEDpMGMnaqrrTg7b9FRXl5OeHh4aSl9f3dMJGKi4uJiIggdQJ/3lutVgoLC5k1a9aEX7VusVgoLCxkzpw5E37Vem9vL4WFhcybN4+wsPG/TWBxcTFmsxmPx4PH40GpVDJnzhxCQkKk0XHT1NRES0sLCxYskHaNu8bGRtra2pg/f760a9w1NDTQ0dHBvHnzpF3jqry8HK1WS+Yk+Ptgsq60sG3bNkpLS7n++uuZMWOGNCKcIKPReFJPKG/btg2r1cpVV12FXq/HarUGfLX+eKy0sG/fPhITE7n22mul3UJ/kZDRaESv19Pb24vD4UCj0UhjAevu7mbr1q2Ulpayfv16sdKCIAiCMBV4sDusdPR0c9TixuEZ+obEZTfRbDLTZO7FbDVyqLPTbzNQ3W2iyw0uL+Cy09PbI8l0cdRkwTjkWIoHp8tOa6cZo8vN6G+vR+PF7XbQ1d1JQ68Ds2voc3E7rHSaTRwxWnA4zBzpMkj2tZt2hxu7F/A4sR3n+bq99H/+LLR3+WV6emm1j/5mTZjagpRB5ETn0GJqocfeI+0+RqVGFpfKktlBJEbLaGgwU1DQCjIZoauSmJYaEnDBQretm7beNnKic9Aoj/emNRhNdATpl3fSWWGk6Z2jtButWFclkgCoAJRy5G4vcrMTB+DFicsKHoccxcDfv3Y3XpcXj8eB22SiuwrcIy2c4HDhtrtxuryAG2evC7wy5IrB9y0TBEEQBEEQBGFqkMlkKJXKQQeXBWGySk9PZ/r06SQkJKDVasnLy0Or1UpjgiB8AxqNhuDgYLGd5E2n0xEREUFKSsoJb21tbRgMBumXbtJRKpVDPg9i69uG+53lXwggLQr4+c9/zueffz6kzz8zVYiiBUEQBKGflerafWx673U27OuixuKWBmit+IL//uRLfrl1F9tKPmLxk5tYtGlge4FLXv+cl7u8GNxA5yH+vePffv2bWLTpZW79bB8fmWBwGYGJ1o5D/PbJLXzcbuLEF2SzY+iu5V9vbuInu2r4ssMuDWCo38czWz/h2x/upf7IFr792gt++/kMiza9yWM1XVTZAVMTFcUfSp7LC6zdvIVXuul7vlipqtnHY6/7Zf69g99WdEofWjjNzNTPZOeGndz/5f28e+hdabcfJTJ5BAuWRhGXeKzQQC6DNYuSSIsP/KqP18pe409f/4ldt+8iOypb2j2INjaEtGsXYN1SQuW/m7F7Q8m7OOFYIEqHtsuJ5ssm6vDioIn2Qi+m6mBC4uj7Zq00YelyYDXZcLUZ6QKG/oTo19CO8VAHTa1uvJ5uGr424LUr0EUFSZOCIAiCIAiCIAjfSHx8/ISvbqBSqUhPTx/25MJ4m0z7olarycjIOKGrQk9EWFgYkZGRxMXFkZqaSlRUFEqlUhobV2FhYSROklV9JtO+hIeHk5Dgd3xiguj1eqKioqTNgjCu5HI5Go3mhE8yG41GbDabtFk4DTU1NfGb3/yGd999l3/+85+8//770siUI3c4HJSUlIy69Ijdbhe5YYjc8ALN2Ww235JdxzOQG225IpEb3umSs1qtAeeKiooCzo12v78zJ6clLTKGxYkh7Cv/miMWM8c+g26gh6LGdsJCIlmQkEiUTI5Zl8QfL/4W7113He9dtYqHZ+v47N/b+arLRJvXjVMXS0TaEh6eMYPX16/nvcsXcXmojc+27GO3l/75DRQfLuGv737FG/Z2OrxOhizE4Gf05wGgRi0PJU0XTHVTC5VGE92D+s1Ut3dgcSmZm5xGW3U7xvCZfHfVpX3P5duX8t7aJDr2lbK9tplarwe3TI45OJE/XTLwfFfym1lBfPLWNr7qNnO44RDbW3v4MnIJj8yYweb15/HruF6CWyp4qWXQg0P/km0HDhwYdSkmi8VCUVGRyElMppxCpiBEHYLdZcfpPv46ITKZnIQFSeTGh9L3Z7kGmTyT/HkaEvSB/1HidDuxu+2EqEOQy47VoPb29lJcXDz4eWg0yNMzSJA10+tUYQ+JJjLcQnFxcd8fMVEpJC2LYVpOFZ+tfJ5XVn5IpS6e6GtnkxQFxQYP6UvraXnpQ965cRsfv24mfAYoNEBkMBp3L85P9vDO7Z/S1GDCkRCErf4I1T9/kRcueJevbHnEzE0gK0Pm27/R/ngSueFNVM5sNlNSUhJwzm4fWijmL9BcoAKdT+SGN9E5h2OkZVv6BJozmUwB5QJlMpkoLS0ddT6RG95E5QIV6HxGozHgXFlZ2ajL8Yrc8CYqF6hA5xtLrry8PODcaMvsBprr6ekRuWFMZO7gwYOj5oxGIxUVFaPmzkR6vX5Cbj3gT6lUkpycPCkKBVQqFSkpKRNWKOBvsuxLSEgI8fHx0uYJMZn2JTQ0lLi4OGnzhJgs+xITEzPhRVCCQP/tP+x2+wltY71d1GRRVFTEm2++6ds6O8WFgMdTV1fH5s2b+dOf/kRbWxuffvopTz/9NNu2bZNGT7quri5qamqkzUN0dnZSVVUlbR6io6ODyspK6CvekRMdHT3k/jdSCoViwnJRUVEiJ3G65JRKZUCvg4HcaFWxA6+r0yU32uflTMuN9fUSaG60r8eZk1MQHB5DZmo6Kx1tNFqctA8cR/M4obeBAksUiVF6zo4PQqNQQ1QmC1LSWZGWxorMLJalJjHPW0qFwUqTFVBpCY9K4vKFC1kzbRorpuWxVB9EkqOK7W1eTE4rlTUt1HRaCUmPI02mQT3KIkCjPw8AOTpdOHMXLeJcRTcui4k6/3Mn1lYO9WpwBcVzaUYYKWEa1CFRZMcl9T2X9AxWZM9ioaYRg8nAYROg1EDUtGPPNyObc1KTmOct4aDBikGhZ356HncsnM0VCxeyeloeF8XpiJVbKDQMPRGuVCqJiYlBoVBIuwYJ7PmK3EgmKjciGWjSs1i/8Vx+8+gFPProefzxD2exdrqOuJNwPEelUg3dP7kKWbCe7Bvyyf/xAmatSSQ2uC+nUChArSN0TirTbpzPvEtzybt0LjOvnEbGonAiQrXEpE4j85azmH3dHGatzWPGFbNYeO9SsnN0hIZGErssl/l3z2fmymRCQ1QognSE5iSSdlEeuZfNYuGNs8iYG0GI7tj+jfa6n+y5gdfBZM+N9joNNKdSqQK6OmkgN9r+BZoLVKDzidzwAn3dn6qc9J6GUoHm1Gp1QLlAqdVqoqKiRp1v4PMscoON5fV3MnOBCnS+gddBILnIyMhRPy+nUy6Q18FkzwUq0PkCzalUqoA+zwO50a62CzQ38PWd7LnRPi+nUy4iImLUnEqlCignCIIgCBOpu7ubtrY2abMgBKSlpYUXX3yR//qv//JtX3/9NUajURoVAIPBwJtvvskDDzwwqH3Lli386le/4ujRo6MW3p8ItVodUOGoRqMhPDxc2jyEVqv15WRer3fojb4FQRCEM5ST7q5mPvv4Q7ZlXcBl05JYE6nGaeumveYzflmZwpoZWVwea6L6SDmLajLZtSqd/Mi+qwp6ja0c2PE8r8V+h2/p2qgzGfm7JZOCVenI+49RtRwt4uuKfbymv5ZHclzYjjbT6e3FEQFvPFnD8ttXsSwxktTBO/YNuAELn338IV/qssjMms6GhL7l6dtrPuPxKjWyiEx+NCeE6CNbyK/N4Pa8DL6bcayy+sCO5/mPbCZxYeEsdFeyqCaTgtXpLIzoe77mnpa+56u/jvWZiayJ9j+g3UtR4V62d8vomZbPfek6vz7hdOP2uvmfLf9DuDac1RmryU/Ml0ZOml0Nu9hSuwWH28GDKx+Udk8crwfq9/PFE7244xLJvzuL0d+WCsLIDmzdyj3r1vHU3r2k5uVJuwXhGyn47DPuv+YaniooIDEzU9otTHG7P/qIh2+6iacKCohLPfF3k8Lpbed//sMfv/c9nty7l5hJsky2MPFO5DBpIGMHMtLswFWRXq93UMbj8Qz6d+D/brfb9/+ioiLOPvvsMV9Z2dLSwq5duwa1paSksHr16kFt/kpKSggLCyMtLU3aJQiCIJwEZWVl6HQ6MjIypF3Q/7vBbDaj1WpRSS7Ys1gso67kBLB7925iY2OZPXv2qCsVA7S2trJt2zZKS0vZsGEDc+bMkUb4wx/+wP79+3nllVekXUIAenp6cLlcREZGYjabh7xPGIsdO3awb98+IiMjueqqq9Dr9Vit1oBXbSotLcXtdrNs2bJR96W+vp6qqirWrVuH3W4P6DG2b9/Ovn37SE1N5ZZbbgFg7dq1nHfeedx0002+3LXXXsvVV1/NHXfc4Tf6zOBwOGhra0Ov19Pb24vD4Ri0qtO9997L888/P+z3r1KpJCIignfeeYeZM2dC/8oIW7dupbS0lPXr15Ofnz/qasMAtbW1NDY2snbtWj7++GMA5s6di1wuRyaToVAofP+XyWTI5fJBHw8ULQ/8Ky3C9S9q9mX8+gVBEIQzngqdJoTFWTr217dyuNOEHQ+9VjM7i6tRREegDw9hpDo6pVxBXEg4BqudXsfwb5J1ajVh2iDqjSYcbi0z87JZPj2dHGnwhCmAUGalBNNq6mZfQydWvICDosp6zAolMfoooqXD/EQHh2Bze+gaYUl0lUJBfGg4nVYbZt/z7XuMzp6jFLbKccpiuVgULJz2FDIFv13zWw53Hub5A89Lu0+qTYWbaDY3T66CBehbRkKlRRcbhC5qtDVTBEEQBEEQBOH0cbwD+gNGypys9jNNbW0t7e3t0uZxZbfbKSsrwzzKbW/Hg91up7S0dNgTGOPNZrNRUlIyym09Tz2DweBbbnqiBbpE9njo7Oykurpa2jwhOjo6JsW+HD16lObmZmmzMAYWiwWTySRtHtX999/PSy+9JG0WzjAPPvggV155JdHR0b7NYrEEdGL9THTzzTfz4osv8tZbbw3ZXn/9dZ588klSx6GIf7j3pNICXGnfaMTxZEEQBGEQdZCO5PkLucDQjbfHSDUmTPZOtlZNY1VaLNNjT8Ia9uMoLm86yzwyEto6KMIBHKGwXk9meDznpvatvHBy2YEjPPNWEfXB0cxamMdcaUQQTkcyGcRPZ9GPF3DW9cmESPsFQRAEQRAEQRBOEpPJNOEnMzweD11dXQFdWXqqud1usS8Sdrt90iwtPpn2xWazTap9+SYnuk82s9k84T9PprIXXngBr9fL4sWL+d///d8xvb72798/KQpXhImVn58/4kn2ffv2ce+99/q2r776alDb0aNHpUNOK+3t7Rw+fJjy8nLf5na7iY+PH3GLi4ujvr7el6+trZVOO2mJogVBEARhMJkauSKdRYlt9Dp72FfZSeWRGv6dlkFakIaE49yK1Ol202jsIlanJVSjlnYD0Ouw023tJTMiHI3y+PcHPhlk8kTyYmyEadr4utZCQ9E+PomIRBkeRtbAPStG0GY2EqSUE6MbvrjB4XbT0NOFXhdEmEYNjk6O1hVx53P76J2+gOUzMsgPkXPqn6Uw0dweN7e9exsfVH7A2xVv84P3fyCNnDCXx8WGdzYwJ24Od511l7R7cpDJUagVKFRyjv/dJQiCIAiCIAiCIAgnX3d3N+3t7ZjNZlwuF+3t7RNeQCEIp7M33ngDgPnz5/O3v/1t0Oozzc3NvP/++9j8VrGVtpWXl/PVV1/5+nfu3Mkbb7zBG2+8MWTsmaaxsZF33nnnuNtkWcXlZDEajbz99tvMnj2brKwsSkpKeOKJJ6ioqKCyspKtW7eyZcsWKisrqays5IMPPjjtPgdSbrcbu93+jTeZTEZqauqQW8pMRqJoQRAEQZCQAzrmTtPjtXWzq7yG/W128mdnkKjTMOI6Cy4TPcYW3j0aRVKElrjgYX7F2Duo6zSxtzOCxUkqQlTjcVpTS1ZyNNFBbvaVVvDh4W5SUuJIjwolWBod4LFDbw3bmoKQK4PJjBim7MBlpKenhXePRpMSoUWv7KT0SB1vlJqIyZ3B8pwUZkfqGG6ocHo52nOUez67h5zoHH5+9s/52dKfkRqeys8//TlNpiZp/Bup66njF5/9gtyYXM6fdj5ZUVnSiCAIgiAIgiAIwhlDrVajVCqlzeNKJpOh1WqH3KN5Ioh9OaahoYGamhoMBgMANTU12O12aWxcKRQKNJoRj6iNK6VSOan2Ra0e/qKn8TQZfp5MRW63m6NHjxIaGkpERAQ6nY7ExESampp8t4cpKChg48aNdHV1+cbt3buX7373u762Tz/9lOeee8433+OPP84999zDPffcw0MPPUR5efmE325mopSWlnLvvfdy6623cvPNNw/Z7rnnHnbs2CEdNmWZzWYKCwv51a9+xe23384ll1wCQGpqKq+88gqbN2+mpaWF0tJSNm/ezObNm3nxxRf58MMPpVOdNrKysli2bNkJbeeccw6LFi1Cp5v8t7CemHcOgiAIwqSXmDyNaLeJhuZG9lgjuDYzkmiN3xt4twO66/joUDkvl5TwcnEJ71Y30xQ5n1lROhI0gN2Moa2GV0pK+jOlfNHuwBaVx7lRMkLG6e+B6JhE4nRqrI2HeLUznMXxkWSHSf5AM7Wwp7bCt58vF5VxSJlKUlQM2cGAq//5Vgw831LerWmhOWo+s6KCCOo9ys7DFbxa1Yk1REZNYxUfHyzhraqj7DI4Bj+WcNo43HmY9w6/R3tvO9fOupa7l97N3Uvv5qoZV9FibuHdQ+/ycsnL7G3aKx0akF0Nu3i55GXeO/weHZYOrp11LTNjZ0pjgiAIgiAIgiAIZ5Ts7Gzi4+OlzeNKo9Ewb948QkNDpV3jTqvVMn/+fEJCJv5GfUFBQSxYsIDg4BEvFTml8vLyWLhw4aBtok/UxMbGkpubK22eEJNpX/R6/aTYl4yMDJKTk6XNwig6Ojq4+OKLufzyy/nud7/Lueeey8svv8yNN97I9u3bpfERbdy4kT/96U+0tbVx4YUXcvXVV1NQUEBBQQHPPvss1157LTt37pQOOyOsWrWKl19+ecSfp4899hjf+c53pM1T1vvvv8+vfvUrvvjiC+bOFTdcpn/liba2thPaampqeO+998Z065aJIooWBEEQhOHp4pkZriEzIojeiFQWh8oIGVg1QKFCq1CSZ63ilcKveXjbNh7+upzXmmRcdOEiFoUHE63UEiFzENR5kEe2b+vL7DlCkSeM886eyVwZHPuTUYFKqSE+JpQwpYKTvlCRNoqUsDAWR0BTRBY5oRr0Aw8ik4M6lHRHE18dLOzbz50FPLy/l4x5eSxNiSVZoUKrVJBnreIl3/M9yOZmORddlM+i8GDcXSY6bF2YlB38Z9s2Ht3W95z/tP8g77acucuYnY68eKntrqWio4L3K99na91WXrj8BVLDj917LSsqi+cue46Pqj/i4W0P86+Sf1HRUeHbemw9g+Yc0GXrGpR7sfhFHt72MNvrtvP8+ucHPYYgCIIgCIIgCMKZSqFQTNiV/ANkMhlKpRKZbDxWkTw+sS/HKJXKIdtE7csAuVw+aa7kl8vlKBSTY1nQybIvk+HnyVTk8Xjo7u5Go9EQFBSESqUiLCwMo9GIwxH4BVxBQUGEhIQMmi8qKoqoqCjCwsLo6enB6XRKh50R1Go1ubm5vPLKK8yZM8fXnpCQwMsvv8zSpUvRarWDxkxVf//739m1axePPfYYcXFxk+Zn5kTzer3I5XI0Gs033lQqFQ6HA6/XK51+0hE/iQVBEIQRhJA/fzW/vfJyXl+TR6oMfAu2hSSQO/sidt9xB3t92028f/UarouUEa0AonO57JzL/PrvYO8d1/PseQu4KBTJ/e5DiI/J5Ve3r+Ki2FBO/rUSQWRlLOCuK69n75ULWBmpO3ZrCE0opK/i+W/f6Left7L3jiv5SUYkWRogJJHpsy+WPJcbee+q1VwXAVEKmJa3jP+6zL+/b/t4/RoeyJv4qy6Ek8ftcXP9m9eT/2Q+tV21PHfZc9IIAAq5gleueIW9d+wlIzKD/Cfzfdu7h9+VxgHYXLZ5UG5+/Hz23rGXZy97VhoVBEEQBEEQBEEQBEEQhAn1wgsv8Ktf/Ypf/epX/Pa3v50SV3NPJUFBQZx77rncddddnHPOOcycOZN77rmH8847j8jISGl8SvrHP/5BR0cHa9asYenSpaKISGKgGPCbblPp8yl3OByUlJRgNpulfYPY7XaRG4bIDS/QnM1mo7i4OOBcb2+vtGsQkRve6ZKzWq0B54qKigLOjXZPrDM3Z0WhUKJVqdAp5YOr3GRy7A4n1QcPIne5CFGrCVGrCVYpUcn6CxJkclQKFQq32y+nIkipQDmkwF2GzWan4mAZDqtVUtAw2NifhwWQIZcr0KhUhKgUKGUy32NYrTaKSsrAeex59G0qNHJZ3/Puf75V5eUo3O5hn69crkSjUqNwuwflglVKNPKhz8hisXDgwAGsVqu0axCLxUJRUZHISUxU7mD7QS548QLuWnIX7133Hj8660cEqYKkMd98MpeMEHUIV06/kveue8+37Wvex8rnVg7ZqgxVg3LrctYRog7B6/QGtH+9vb0UFxcHnLPZjr8KiMgN70zLmc1mSkpKAs6Ndr/YQHOBCnQ+kRveROdGuwIn0JzJZAooFyiTyURpaemo84nc8CYqF6hA5zMajQHnysrKRr0CTOSGN1G5QAU631hy5eXlAedcLpe0a5BAcz09PSI3jInMHTx4cNSc0WikoqJi1NyZqKenZ9TjAqea2+2mo6Nj1O/n8TCZ9sXlck2KfbHZbHR1dUmbJ4TVap1U+9Ld3S1tnhCTZV+MRuOox5GFwZqbm/nss89Ys2YNMpmM6upqqquraW1t5eKLL6a2tpby8nLpMMrKys7YWz2cqCuvvJKbb76Z66+/nltvvRWNRnLr4yns5Zdfpra2FqvVyubNm31bVVWVNCoABw4c4N///veI2zvvvHNKf7Z2dXVRU1MjbR6is7MzoK9hR0cHlZWV0LcCj5zo6GhUquMvxq1QKCYsFxUVJXISp0tOqVQG9DoYyClHWRJm4HV1uuRG+7ycabmxvl4CzY329RC54Z0uubF8X8bExKAYZdm6QHNKpTLgXCD7J3LDO9m5yKBILs29lNUZq1mRtoLsqGxpBIaZLzE0kRVpK3zbxVkXc2nupcyLn8eOozvIT8rn0txLuSjrIr/cbOqPmNhysImGAPdPpVKNKTfa60/khjfw9Z3sudFeB4HmVCoVUVFRAedG279Ac4EKdD6RG16gr/tTlRut4j/QnFqtDigXKLVaTVRU1KjzDXyeRW6wsbz+TmYuUIHON/A6CCQXGRk56ufldMoF8jqY7LlABTpfoDmVShXQ53kgN9qS5oHmBr6+kz032udlquaky/Gq1WoiIiJG/LwM5FUqFREREcjlcrxe75B5pB+fSerq6ujo6JA2jyuHw0FFRcWkONlpt9s5ePDghBdy0L8v5eXloxbTn2qBnlQZD11dXdTW1kqbJ4TBYJg0+9LZ2cmRI0ekzeOuoaGB1tZWabNwHIWFhfziF7/g//7v/3j99deHbJ999hmbN29Gp9ORmJhIU1MTtbW1bN68meeff943T1xcHACtra0olUpSU1MxmUzU1tZSW1tLU1MTSUlJ6HTHbjJ8Jrvmmmv4wQ9+IG2e8hISEti6dSu/+MUvBm07d+4kNDSUpKQk33umqKgoYmJiBo0NCwvzm+309+6773L33Xdzyy23DNk2btzIgw8+SHNzs3TYCRl4z+n1elGr1b7P+XDvTwfaNRoN4eHhQ9qltFqtbz6Zd7iEIAiCIAiCcMrtatjF8meXU7CxgDlxx+5NB17gCM+/U0uLOprlF89lqV+vIJwJDmzdyj3r1vHU3r2k5uVJuwXhGyn47DPuv+YaniooIDEzU9otTHG7P/qIh2+6iacKCohLTZV2C8IgO//zH/74ve/x5N69xCQmSruFM9Q3PUw62jhpv/+BX+m/w20ejwePxzPk/263m+LiYs4++2w8Hs+gxxhNS0sLu3btGtSWkpLC6tWrB7X5KykpISwsjLS0NGnXuCsuLiYiIoLUCfx5b7VaKSwsZNasWUREREi7x5XFYqGwsJA5c+YMOUEw3np7eyksLGTevHkTeiKpubmZpqYmFi5cKO0ad01NTbS0tLBgwQJp17hrbGykra2N+fPnS7vGXUNDAx0dHcybN0/aNa7Ky8vRarVkToK/D8rKytDpdGRkZEi7oP/3hNlsRqvVopJcsGexWAJa4WT37t3ExsYye/bsgIquWltb2bZtG6WlpWzYsIE5c+bw3nvvsXHjRgoKCkgc5n3UpZdeysKFC7n33nuprq5m/fr1tLe38+Mf/5js7Gzuuece9u7dS0hICI8++iiVlZW8+OKLGI1GbrvtNr788ksA4uPjefvtt8nIyBjyfE8nPT09uFwuIiMjMZvNQ943jMWOHTvYt28fkZGRXHXVVej1eqxWa8CrNpWWluJ2u1m2bNmo+1JfX09VVRXr1q3DbrcH9Bjbt29n3759pKamcsstt0D/aifDjdXpdMhkMmw2G2FhYchkMiwWC16vl+Dgvps/G41G1Go1Wq1WOnzKcjgctLW1odfr6e3txeFwDHp+FouFZ599lvvuu2/QOIA5c+bwzjvvEBYW5iu+7+rqYuvWrZSWlrJ+/Xry8/MDKiysra2lsbGRtWvX8tFHHyGTyZgzZw4KhQKZTIZcLkculw/5/3Ab/be5GO7fATJZ/6rXgiAIgiAIwiTgdmK1Gqno6KCio4dmu4V2q4m6jg4qOjpptLqwju1YpCAIgiAIgiAIgiCcMaqqqiguLqahoQFr/61mAzk5IwhC4JYsWcKrr75KdHS0tAuAhx56iBtvvBGVSkVGRgabNm3i1Vdf5cYbb+T888/nX//6F1FRUYSGhnLjjTfy85//HLlcTkREBP/93//Nq6++yquvvso//vEP0tPTT+uCBQHCwsKIiooasmm1Wt/V+gMnuHU6na9gYWDs6VSwEAidTsfll1/OH//4x0HtF154IY899hiRkZGjrhY4WYmiBUEQBEEQhMnC1EBp0Qcs2vQkiza9z4OHDvC3si/ZsGkTi596il+UGig2SQcJgiAIgiAIgiCcWeLj4yd8dQOVSkV6evqkOFkycGJwMuyLWq0mIyNjwu63HhoaSkREBHFxcaSmphIRETHhJ2/CwsJISkqSNk+IsLCwYa+Mnwjh4eGTYl/0ej1RUVHSZuE4YmJiWL58+Yjf5/PmzfOtXKHRaFi+fDnnn38+mZmZxMbGcu655/rGTps2bdBqG/Pnz+f888/n/PPP59xzz0WtVvv6BEHok5iYyLe+9S0eeOABEhIS+Na3vsXGjRsnxepCJ0IULQiCIAiCIEwWIQnkTl/F+9dfx/vXr+HuzJnckrOUP15/Pe9d+x3uzY1g+rFiYkEQBEEQBEEQhDOSXq+f0FsPACiVSpKTkydFoYBKpSI5OXnEE4jjSaVSkZKSMmH7MlCs4L9N9EnPkJAQ4uLipM0TIjQ0dFLti16vlzaPu5iYmAkvghIEi8VCXV0djY2NJ7Q5HA7p1MJpKi4ujp/85Cdcc8013H777axZs0YamXJE0YIgCIIgCMJkodQSFh7HirQ0VqTFkRsSTmZYDPPT0lielsaMMDVhSukgQRAEQRAEQRAEQRAEQRCmIqvVSnV1NZ9++inbt29nx44d33hrb2/H7XZLH0KYopxOJ1arld7e3mE3i8XCPffcw6JFi4b0DWw2m0067aQlihYEQRAEQRAmpRAyk+OYkRhBjLRLEARBEARBEARBEARBEIQpr6CggHfeeYfS0tKTsnV0dEgfQpiijhw5wldffcWXX375jbfCwkLptJOWzOv1eqWNgiAIgiAIwinW1cWu8k9YvuUGCs5/gznTV0J4uDQlCGesA1u3cs+6dTy1dy+peXnSbkH4Rgo++4z7r7mGpwoKSOy/x6pw+tj90Uc8fNNNPFVQQFxqqrRbEAbZ+Z//8MfvfY8n9+4lZhLcT1uYHL7pYdLRxkn7Bz4e7t/hNo/Hg8fjGfJ/t9tNcXExZ599Nh6PZ9BjjKalpYVdu3YNaktJSWH16tWD2vyVlJQQFhZGWlqatGvc1dTUEBISMqFLy9vtdiorK0lPTyckJETaPa4G9iUjI4Pg4Im9p6DNZqOyspJp06ah0+mk3ePGYDDQ2dlJdna2tGvcdXZ2YjAYJsW+dHR00N3dTVZWlrRr3LW3t2M0Gpk2bZq0a1zV1dWhVqtJSEiQdo27srIydDodGRkZ0i7o/z1hNpvRarWoVKpBfRaLBafTOahtOLt37yY2NpbZs2fT29sr7R6itbWVPXv2kJycTFpa2oT/vDsdtbe3YzAYpM0nJDg4mISEBPR6PVarFZfLJY0Mq7S0FLfbzbJlyzCbzUPew/irr6+nqqqKdevWYbfbA3qM7du3A5CamjopvucmI6/Xi8PhQK/X8/7777Nnzx5pZMy8Xi+9vb185zvfIT8/H6vVKo0MUVtbS2NjI2vXruWjjz5CJpMxZ84cFAoFMpkMuVyOXC4f8v/hNmDEfwfIZDJRtCAIgiAIgjAhNm1i1x9/wvJrrRS8EMSc32yCG26QpgThjCWKFoRTQRQtnN5E0YIwFqJoQZD6podIRxs3XP9AMYL/xwP/DhQfDGQGihMG+gb+HdjO1KKF4uJiIiIiSJ3An/dWq5XCwkJmzZpFRESEtHtcWSwWCgsLmTNnDuETXAzf29tLYWEh8+bNIywsTNo9bpqbm2lqamLhwoXSrnHX1NRES0sLCxYskHaNu8bGRtra2pg/f760a9w1NDTQ0dHBvHnzpF3jqry8HK1WS+Yk+PtgMhYtWK1Wurq6SEhIQKFQSLuFSUwul6PT6bBYLAEVFDAORQttbW3odLoJ/f0wVeh0Og4dOkRDQ4O06xubOXMmsbGxJ1S0MFCgIC1UGChm8C9UGOhHUqTgn/Ent9vtlJSUYDabpX2DiNzwTkWuuLj4jMnZbLYx5Ub7JSpyw5vIXFFR0UnLWa3WU5KzWCzSrkFEbnjD5SoNlax8fiUrnlsR0FbRUXHc+YZjtVo5cODAN8od7jzMyucC379DHYd8Yy0Wy5D5hnOqcqO9kTgVuaKiIpGTOKm5devQ/epPzH5Jifbhv8P550sTPgHN139waCw52yj3NBtLrri4WOQkTpec2WweU85ut0u7Bgk0F6hA5xtLrqSkROQkJnvOZDIFlAvUwHwOh0PaNchYcqWlpSIncbJzgQp0PqPROKbcaAeJT0WurKxM5CQCzQUq0PkCzfX09IwpN9rB36mQKy8vFzmJnp4eDh48OGrOaDRSUVExak4QBEEQTpWQkBCysrIIDg5Gq9WKbQptarUal8t13MKD8Zaamoperx+yr2Ibunk8HrKzs1m1atVJ2/R6PW63W/plGRODwUB1dbW0eYjOzk6qqqqkzUN0dHRQWVkJgOKBBx540Ov1EhISglKplGYHmaicx+MhNDRU5CTOxNxor5eBCvTTJRcaGnrc6sUzLUd/NpCcx+MhLCwsoFyg84ncUNKc2+PG4XaQG51LXkweeTF5hGpCea3sNS7Pu5zFSYt97XkxeeQn5ROiPrakmHS+kQT6OpDm3F43Ds/g/QtRh/B62etcMf2KIfu3OHlx3/65jLR1NvDUfgNpafGEBalRuoy0GRp5+kAXkVE6gtVKlIDX68TrbWd3WTftChWqsCCGWzTN/3Xf3nKIXY1N7HGEMyvMr0raZaS1rZqndu6jPXIa4TodkSpw2c0Y6gp4vKSTdqWaiLAggr1uvN5eqmoreOvQYV6vrGZnUzsdQckkaiBIPvC4I+2fl9rKXWwuP8grh6rZ0dRGhyaJ3JgwglUKsBqobyznoT2lfFJdTZVDg1IbRry673n0fb/1Ul3fzFcHO/AkRxECDPykG3i+o31fnlG54mI6Xn2Dz3eWsl4XSlRuLiQlSVMQ6Hx+Avn+4CTnvN/w+3Ikkznn7f9jb7LnwsLCkMv7v/mHcapyoaGhJyXXUlfHp6+8wqUbNxIeEyPt9gl0vrHkBl4HE5dz0tBUw45DVXxujyIrRIFW0VeB7vV68XhcuHtq+FdtD1V2OckROrR4AQO7ihup7HEgjwohrH++5oZSPiwv4tmD1XxSXcMn1UZcwUFEaGx0Ntfw0t4a3EnpRGjVBMuddPd0sKeonDpdNDqVkmD52D5/TEBuwGi5ppoavti8mUs3biQ0MlLaPURISMhx5/N6vchksoByBDgfp1FutK/Hyc41VlWx7e23uXTjRkKOc5VpoPOJ3PC8Y3jdT+Zc/eHDfPXee1y6cSO60FBpt0+g84nc8MaaCw0NRTbMVVcDTpecp39VhOFy3v7vRfxywcHByGQyX5+3/32D1+ultbWVlJSUQeMCYTabh1y5Fx4ePuLVvfRfHalQKAgKCsLtdqPov6IOwO12Y++/ytLlciHrXyp4gMPhwOFw4HK5TsrY7u5udDodOp0u4LEej+cbP+5wYy0WC21tbURERKDRaI471v844FgfN5CxLpeLrq4uwsLCkMlkYxo7wG6343Q6T3is3W7HZDKh1+tRq9VjGnsijysdazabMRqNREZG4nK5kPdfERrIWOnjjmXswOfAf6zdbsdut6PX68c89kQed7ixRqMRm802aFn2QMeeyOMON9ZoNGI2m4mIiBh1rNfrHfR38Fged7SxJpMJrVZLeHg43v5l2QMd6/+4JzrWbrfT2dmJWq0m8jh/qzgcDpRK5ZDjAk6n0/d743gaGxsJDg4mLi4O5yhFlPTvm9PpFNsU3sbyHqGtrQ2v10tqampAxdsGg4GcnBzcbndArz+XyzVk/8Q2vlugRQvd3d2YTCZycnKoqqpCJpMRFxeH1+tFqVT63p8ObHL54NtDDPzMH7ht1cB7qIH/D3w88B4rODhY3B5CEARBOLX2t+xn0aZF7Lp9F/mJ+dLuCVfYXEj+pnz23LGHRYmLpN19bM0cqq/k1s/hoSsXsDg2hLDh2nDQa+2grKqEx7dYmblsLmsXZjBLOp8/h4GPi/fyeYMNb/RsfnpuJrGAir7HrTiynw3vlBK36Ep+ODuFNXoFpu4WCrf/h1/URLFy5WJunJtCls3IkfqDvFneTK3Dg03hRi5XEhQ0l+sXpjInUkOEom//Svv3b9a581i3IJ2Zbgdecwt/3bOXMpMLC17kcjU6XT4bl8SRF+bGXF/F1uIyfmdUk44BVfAMlmRN57oZkcQCYKa2oZL/FDaxu03HjXes4mxALPR1HJ9+Stmjj/LDTz/lqYsuYtovfgHLl0tTgnDGOrNvD2GjtnI/75VV84zmHF5enkxOsKq/EMyD29VL4bY3+IsxnWlZM/nprCjCPCZKK4t5bkcPmtQMrjh/NosBcPD1zg9482gbe+QxpKrkQBzfWpzLudEWmg8VcdcHdSSfdyk/yYtjSZiL+sZa3vxoF6y5kosTwsnVSHZvChO3hzi9idtDCGMhbg8hSH3TQ6SjjRuu39tfcOD/8cC/Awf8BzLeSXZ7iO7ubuRyORqNhrlz5/qWJ+/s7KSi4thqimlpaSQnJ/s+Li8vp6urC2DMY8vKyuju7gZAq9Uyd+5c38Hurq6uMY8dOGna0dHBoUPHVlhMT08nya+QvLS0lJ6eHt/YefPm+U4SdnR0UFFR4SuiyMjIGHFsUFAQc+fO9Y1tb2/n8OHDvmxGRgaJfj+HSkpKMBqNYxo78DopLy/HZDJB/7LSc+fO9Z0UbWtr813J6D92gP/jjjY2MzNz0Env4uLiQY87a9YslEolMplsTGODg4N9X1+A1tbWQVdpTps2jfj4eN/HRUVFmPtX8A0ODh50m4Hm5mYqKyt9n7vjjQ0JCWHu3Lm+vpaWlkFXkUrHHjhwwLfC62hjs7KyiI2Nxev1IpfLKfJbHTY0NJQ5c+Ycd2xcXBz0/0w43tjm5mZqamp8H2dnZ6PX66H/hFBR/+qmnv4LA/1vDxHoWPqL2WfPnu3LNjU1UVtb6/s4JyeH2Ni+I0Uej2fQap/SsQ0NDdTU1Pi+Rv5j3W73oJUkw8PDmTXr2BG2xsZGjhw54vtYOvbAgQO+1QJHGzvwNZL3FwD5rzg52tjc3Fxi+ovspWMjIiKYOXOmL9vQ0EBdXZ3v47y8PKKjo31jB1ZkTUlJGbGAzDsBt4cQziylp/j2EMLUMRG3hxBFC4IgCMIpdeYULejQOAxUN1Tw9Id7ebc7gfUXncXNoxQtWFu+4q+1HqobHSxVeQi5+DzOU0GkrL9oob6UDZ83EBwzk7vys7k4TUt7Rz3Pv72TvZ4Qzlqez8V5sUS31vDkvz+mcsZ6bp6ewnmxdhrbjvD4qwdIvmgda1IjyJB1UtVwiGc+2ss73QlcfvESblmQzky7EU/jbq5uSOY705K5OsnNkaZa/u+pI6zcuIpz9Baq9h3izf1m5l/1LdZTwotf1HNUE8dlFy9ghdyD0VTNuzv3868yIy1hWTwiihYCUrZrFz9cvpynCgqY5newQRCEM71oAeipZWflYW4oVvP4+rM4O1LX97vBa8dua+apf39Ec9pKzs7L5YIwEx1dVTz94R7eagpmxsJ5/Oj82SzGC+423tqyjyOqGPIW5nOJ/8XE1gYKDx/gzg8qachYzO/OnsHlyVo6m0XRgjA1iaIFYSxE0YIg9U0PkY42brj+gWIE/48H/p3sRQtqtRq9Xo9cLvdd1U//Fb4DJ4DpP9mu1Wp9H5vNZt/JtIkaq1AoBq1u4XA4Bp2wm6ixOp0OjebYGy6TyeQ78TORY8P87jc+Fcfa7XbfiXZGGatUKgn1W3XnVI41Go2+q1xHGxscHIxarfZ9PBFjvV4vJpNp0o212WyDbo15vLEqlYqQkGProJ7KsUaj0ffzeLSxISEhvsKDgbG1tbXHXfXGK4oWhFNMFC0IAyaiaOHYejmCIAiCIJwAC1U1rewsMrFq4/lcGhNGujQyjKKKg3gIYk5GHNNijHx5BEyDbsetATI4K9RGkNqOATt2hYMjURnMV2hIArCbMJq7+YyFXJcXx8IYDRBKdGQWN129kDWROhKwUFnbylclJlbecT6XxoTi+/NHE4o8fRUvnZPL5YnD3MzC0kuPR0F3VCLLIiA4IonpUQqSVRZaTG683i4+/LwOZWoKFy6bwSrpeEEQBGHswuJIiU/m+94jVJuctA+syuiy4eppYKc7j5zYKBZF2mhtb+etDxuYsfYs1k6LP1Ys5/WAqZ5ihw6rJorZw/yIRxWKJnIOtykq6eg1cKDvoiBBEARBEIRhabVaIiMjCQ8PH3SwWaVSERkZ6dv8T+DTf3JuoG+ixvoXOwC+Jdgneqz/CW36r6CfDGP9TcWxGo0m4LH+J8M5xWPDwsICHutfdMAEjZXJZJNy7MDPokDG+hcOnOqx4eHhAY/1LzoYGCstRJjMTCYTjz76KA8++CBffPGFtHtc9fT08Ic//IEHH3yQbdu2SbuFKeDDDz/kwQcfHHb7+9//ftIKIvbv3++bV3qbrAHvv/8+Dz74IP/v//2/MReFCidGFC0IgiAIwkkRRHpqOuvOnc/ZKiXhstF+yTqAoxTWRxOiCmN+RhiRkeFU7iui3mJlcJ2znCSZmTarg+p2E/b2NqoionEpFH2P4eirTC+OjCFapSRMBiBDrdSSHpNBWoSaEHUQGakZrFs2n3PUSsJlMvxqG0GuJEghx9RYxPOff8B3tx6CVecyKyQEvdWCweOhPiycVBmoZWHEBjvRKHtpMimQycJZtWwRa9ITyVbI+5cvFwRBEE6ITEuELpSzkty8XtnEoe6+3wxGs4mCsiJ6Y/XEhIQQKdMQE53IZRcsZXl4CPFyGb47m3q9YDRy1NnM22U7+Pnzz7HihZdY8XkFW9oHrmiSoVAqWZyXQEuPhcNNfcs2C4IgCIIgTGY9PT2DrtCeCG63m46OjoCubD7VJtO+uFwu2tvbJ3xfbDab75YkE81qtU6qfRm4ZcpEmyz7YjQaxYoD34DFYuHJJ5/kz3/+85CVe8ab2Wxm06ZN/PnPf2bPnj3SbmEK2Lp1K3/+85955plnqKmpoa6ujrq6OrZv384TTzzBW2+9RWdnp3TYmPX29vrmttvtFBUV8fbbb7NlyxZfgYLBYKCuro7m5mbpcOEUO/75FEEQBEEQAqQgWBdMQkwEUXDshNEIXHYrHdXFVIQmER0RRV5YFNERCZztLuSAoZf6Y6vFIQPidS5MLg+1nS5sZifZyRFo1f2P4vHgdnswqlQoZcdOVsllcoJUOoJUchTyY/sXCSMWFmiCY8hLzuPitBRmefZRbLDQZHbj8HqxKpUEAXKUqBVeZDI3NpcMUKGPiSRWp0UnnVAQBEH4huTogkPJzksnvqEVg7GXNix0W3rYXaVjQXoMqREaVMjRqINIio8mWqlg0PVUMjmET+OqrBxumpnDOXl5XJY9jRWeWqoM3RT3r6QskyuIiMsl12vEY2yhWKy2IAiCIAjCJFdXV0dHR4e0eVw5HA4qKiomxclOu93OwYMHJ7yQA7998V8GfyJ0dXVRU1MjbZ4QXV1d1NbWSpsnhMFgmDT70tnZyZEjR6TN466hoYHW1lZpsyAIEyAxMZFNmzbx7LPP8uyzz3L77bfT2NjIxo0bqaqqksbHbNmyZb65p02bxosvvsitt97K/fff77stzI033sizzz7LQw89hFwuTqOPJ/HZFgRBEIRx58Bs6eSrfVWUObspbK7jo4M1fHC0A4u9no9qWinrtuJ/zig0OgSn00ZDi4kWo5xFiUHoVP2/xhUKlColMXYbDo+XE7mWQReZzFm5C7h9RiZzzQf4qtVIrUNOkExGqMOBCfDgwOqU4/EoCR682qAgCIJwEik1OqITc1gla8HYa+aQwUCDoZ2tnkzOiQshOWiUEjmZHMLTuCRrBrctWMANS5bwk/yF3BbRTbvRSLFxYHlFOWjiyI+SofEY2dE68QfeBUEQBGEqON59njlO/2jt/v3DLUs80nhBEARBEARBONWGe8863PvT4do4TrsoWhDGj9cDbiut3V1UdXRQ4b/1WDA4+qqYjnFi6rXQabJxvBphq6WHxq6+eSoNXTTbvTiGf73jsPfS1nPscRusTixuwOvC6bRwtNuC2eVh6J+DgiB8I93dUNtfMX2kru/jyaS7GwYquo8cGXn/ZHJkchkalx2b24PTCx63B7vLiVWhQD7qrSAk3CYM5iZervbS3XyID4q/5uFt23i0sJj/WCPZV13DIYOBdv8fRrHxKO3dtDc3U96tIisUNAMPqtYSHKRjQU8L9RYbnS4v4MbpstLS0cFRswOza4QfjABeNzhMHDHb6Hb2PahCoSBKF4zR7sCqVhMpl5Hc0021G+zuHlrNCiyuYBIH31JQEM5cXg9el4WmLgOVg97ndFJhtGHs/95yu52YTR1Ud/b11xp7MQxbaeTF63XRY+ziSH+2wtDFYbMDu6f/+9ntwGo1+h7raK8dk8tvX4wWehxupO+whKlEg1Iez+IMM12WHgormihvbuNQdhqZahUR0vgQXnD20uT20ouSSL+eHrsds8Ph1wJpyfEEqRQcqWuk3Y147QiCIAiCIAiCIAgnxGAwcMstt3DZZZf5tltvvdV3y5R//etfQ9peeeUVLrvsMjZs2OC7hcjLL788aI7LLruM1157bdBjCWeGLVu2DHkt/OUvfxmU2bRp06D+Q4cOAfD5558PaQM4cuQIV155JYcOHeKf//wnl112GXfddZdv9YV//OMfQx7zww8/BKC2tpbLL798SP9ll11GZWWl7zGE0Y3pHIsgnBCPDXoO8L9v/4uLNm1ikf/2wQFeqTdKBrTw6deFPPVFOfsZ+aBp6b53+dnrffOsemUzv6l2UT/Ckra1lV/zl3eOPe7d+1vYYwQcBpoa9/Pdt/ezs9OMSTpQEIRv5p134PrrweOBm26CN9+UJibW22/DDTf2ndS56SZ46y1poo9GgyZIS5ahlvJuB812MJuMHGlppTgqijCFkmDpmOMxm+jqNPFW1vn87dqbKdi4sX+7jYI7rubhWAs6i5GqQSsphhKDEZvGTllYEmfDscfUhBIaGsF5FPByRSuFnXbARHN7MY88+STf31nL1k67/2SD2U14ar/ghp2H+XdT309Ah8tFfbeBuOAgwiIiCZe7iTA0sqMbzN0NlHd5aHAFkxAinUwQzlBuM47OAv771Rc53/89zlNPseijUt5v6VuH39TTypefb2Ld83393/n4a15okU4G4MLt7uT9T1/lpv7sohc3c87WOmp7+6scjA3s3/++77G+91UlnxoAlxmHYT/3fbif948aGKEcS5giFAo5C2bOxt3dzLbSKirMWn44N5VIjUoaHcrjhoZd3LunjL9UGQZ1xYcEE6MLGtSGLp05QQpmuw7xuAG6R3oDLgiCIAiCMMESEhKIiBi9hPNUUqlUZGRkEBQkeU81AQb2RavVSrvGnVqtJjMzc8L2pbGxkZqaGjo6OnA4HNTU1GC3H+eYyDgICwsjKSlJ2jwhwsPDJ9W+JCYmSpvHXVxcHFFRUdJm4SQ4dOgQjzzyCJ9++inJycmsXr2apKQkPv30Ux555BEOHz7MkSNH2Lp1K7t27cLRX1gvbXvppZd4/vnnaW1tZfXq1axevZqmpiaee+45/vWvf0kfVpjC2tvb+c1vfsMDDzzAAw88wNtvv41er+d//ud/SE1N5YMPPuAf//gHBw8eZMWKFaxevRqbzcarr77KE088gdvt5sknn+Tll1/GaDQya9YsduzYwaOPPsru3btpaWlh69atbN26FaPx2DnJkJAQVq1aRXh4OJWVlWzdupXCwkK8Xi+bNm3ilVdewWQy+V5/VVVVbNq0iXfeeQez2cy2bdt885rNZmbMmMG2bdt49NFH2bt376DnKIxMbrfbKSkpwWzuv6HpCERueKciV1xcfPrmvB4cQelcueQCXr7+et6+6nL+b3YqVxqOYGhuY48FwAnU8+qHO3mm5Ai73W4sNhvFxcWD7xHntED9Dh63pDN9waV8cP16Hl+Vg2H7Bxzo7mTI8f/WIv7d7KYm5lz+ceUV/O/sHBY2FFB5tIY9Fi9ejxuby43b62XgemTbcI87DJEbns1mo6io6KTlrFbrKcmNdr8/kRteQLkLLyT713/jy+fl5P3Pn+GSS6QJn4Dm688dOHDg5OQuuojcB/7Kl8/JyP2fv8DFF0sT/UII08RzQbqb93e8yy2vPMfFHxfzpDGVl1akkRmqRtaftFjsHDhQi9U6+OrVY6zUtFsoqnJxe4SJFK2cYJWqf9MSrI5hbV4EdVYzn9cbcHucmK3NeDxasnQqMsPVuENDUYLvMUFDkCaG6WmppFTt4Il3XmHFc29w0+eHqJi5lh/MSmRJZN99HCwWO0UHarFa/PZPHYIsZSkbFWV8vmMzK557jsvf/Yy/W/JYGx/E3NBo5iUlcME0G39+6zkue2snX2uimJ6bzTSrhaKiolHvVWmxiNyJCHS+3t7eMeVsthGq/PqNJVdcXHxm57xewItNl8XNyy/hX9dfz+b163g4L4FvtVRytNXAgbZGaltquJ/l/HrtNXxw/UXcFqumaetOXi8upsdvPntvD0dLd/C0PI+1K9bzwfVX89TyGaw4+gWbj/ZS3ttJYX0TX9RouGPdtby2bhF5PS0UHa5mj9VOUUUjPRY7Lr/3NVLDPo9hmM3mMeXsoxwQDDQXqEDnG0uupKRk8uRkchThKcxQmnF7HOyyhqCvL0PhDGC+0nLsUTO5UttCZ/HbrHjuOda88hr3GaczLUbPykgZbo8Di60Fr9cNMjnJej2LMzOZ5gX/sogR909ionImkymgXKAG5hs4aDaSseRKS0tFTuJk5wIV6HxGo3FMOadz2KVzfE5FrqysTOQkAs0FKtD5As319PSMKedyDdzKZ3hTIVdeXi5yEj09PRw8eHDUnNFopKKiYtTcmSg2NpawsDBp87hSKpUkJSWh0WikXeNOpVKRnJw8qfZFrZ6Y+0k6HA5sNhsKhYLw8HBsNtuIy1CPl5CQEOLi4qTNEyIkJAS9Xi9tnhChoaGTYl+io6MnvAjqdFVbW8vTTz9Nb28vMTExpKSkEBMTg9ls5qmnnqK2tpbp06ezdOlSbDYbH374IW+99RYVFRUkJCRw8cUXo9Vqeeedd9izZw9BQUGkpKSQkpJCUFAQX3/9Ne+99570YYUpzOl00tDQQH19PfX19YSEhPDtb3+bH//4xyQkJLB161Y++eQToqOjufPOO7nrrruYO3cuBw8e5OWXX8btdtPW1obZbEan05GTk8P69etxuVyYpecr/cTExPDDH/6Q+Ph4aRevv/46xcXFzJw5k7vuuou77rqL+Ph4vvjiCz777LNB2Xnz5nHDDTdw7bXXIpPJePXVVykpKRmUmeoMBgPV1dXS5iE6OzupqqqSNg/R0dHhW5FCrlAoiI6ORqU6/pU6Ijc8kRvecXPKEFJiEliSlsaqzGlcvmAJF8XZUHhMHLG4sFh72LHrCNaIUPSRocQCCqWS6OholErlsXnkSghJYG1OLpdmZ7E8LYl8fTi6zl7MTvege8ED9HQ10yPTEh2XxSWZ07hiQT7nRDnoNBk4YBh8cLO1qYJ3i/fyx+oewqKiBj/uMAae78nODfv58zMVcjExMSctp1QqT0lutK+HyA1POdz3pdSRI/R8/QX/zvPSvetLqK2VJnwCmm+M+zdq7sgRuv33b+BWEUMoCQ6JYenSc7h13iyun5HHVTNncM2MHC6O0RGuPLZwkVKpJSYmi4vOncU5KdEkDJoHQElYlJ55M2ZyW14KMYOulJUBKvSpM1ibkcyquFji9dn8bPlsckNCSYvLZk3edL6TFg4Es2BuLvPjokhATlBQOHNnL+Xb+fP49pwZrM+bxdUz5nH7wmzO1gcTre7bR6VSc2z/kqOIp+/nqUwXy3m5s7hi5izW5+Vx+YyZXD0/nzmROsKUasKjElk0cz53zs7j6tmLuG5WJqsSQ4ga9HULZVpKOuuWZpEH+F9TMSFf3ymQC1Sg86lUqjHlFAqFtGuQseSio6PPmJyy//U8NCcDVSiZ+gSWpqWxelo2ly9YzEUxPTicFhrcwcTFpHLr7Jmcl5HB8rQEpmmVeM0WXNHR4DefQhlEeEwON8yZyaU5WSxPy+C8lESujLFxuKeX1h4DjRYn9YpY1mWnsTI7h7laBwqrgWangpgIHQpF3/e9oaOOL4p38ovSdlrtxw54DzyPQF4vY8kN/bwMFmguUIHON3VzclBGcVbeHG47O5+NC3JZFB+NVinNyYBolszJYVVuAtNUKqJjYlAEx7AkI5crZ81hfV4e6/PyuHhaOvOjg4nRhZMan82Pz55JRpAaDaANiWN2Tj6/Ou8sLowJQt//ZR95/wabqJxarQ4oF6iB+eTy4y9OOLB/geSioqImLDfa5+V0yQUq0PnUanXAuUBeB6ciF8jrQOROTKDzBZrTaDRjyslkx0qVhxNobmD/JiIXGRkZcG60z8tUyAXy9Q10PpVKFVBOEIRjMjIymDFjxqBtolZ9EAThmNdee42HH36Y9957j8zMTDIzM9HpdKxfv54f//jHdHV18ZOf/IQNGzbw7rvvMn/+fB599NFBBWqHDh3i4Ycf5uGHH8ZsNpOZmTlpCoKEkyMxMZF//vOfPPPMM77tN7/5DapRzvX4u++++/j2t7/N4cOH+dvf/sY999zD3//+d9asWSONnnQ33XQTt956q7T5tKLVagkPD5c2D6HRaALK+c8nVyqVJCYmjlqFKXLDOxW5QCp0T6+cnhCdChn0rXLgkWG16Zg1PZ1FCZGkAKrh5lOoIXIa16TrmaEwUV5Xzfu1nWiSs4nTBCFdsdzt9SKTyVDKFWhUSpKS4gkJgk6rjRaz3xUOvW2UtbWyq92EySsnMXH056FSqYbu3zDGmlOPUpEscsMTueGdityolfM2G22OLv68BFqc3XCcq3QDmu9k52w2Wp19+9fq7ILjXJ2u1gSRnD2HWxYt5qdLlvDTRbO5MVtPBOB/GFut1pCcnM2yBVnM0YcR7dfXR0VMVAwLZmSyKDkZ3XD7F5bCeSkJrEnQEx2Zyk0LZ5Cm0xIRmczspDQu0AcBQeRlp5Eb1fcYarW273EXLuLmJUv46ZIl3LlgDt9OCiJSdewA17Hc0P1LTJnN5fP6xv4ofyE3zkgnStu/f5pw4hLz+p77kiVcnaEnT9d3sC05ORmVSgUEkxyXwLJZKaQD/s9scG5karWapKSkMyYXqEDnE7nhneycRqMJMKcmKUmPTisHvHjUESTq0/lRZgQaUwNbK2soNDsJTkthdlISGr/5lJpgopNnc+s0PdND1YAHGaCVRaIPlhPkMGPwyumIiGF2kAxNUCwZ4R7CFRYMDgWJcWGoFHKwdFLT3sKXLT10OFy4/S4wGngeylGKESYqF6hA5xtLLjExcZLltKSn5nHpnJncND2JnMRE1ENyMiCcWdmpLEyNIc1vvtj4bM6f3ffz+67F+VyfHkFqkAKUocTHpHHtvFySNOq+lRWUocTFpnN1/kzOClcT2f9L7vj7d8xkzwUq0Pm0Wu2UyI120v10yQUq0PnGkktISBA5icmeC1Sg8032XFBQ0JTIjXZyfirk4uPjT2ouLi5u1JwgCIIgTHb/+7//y5dffjloW7p0qTR2XMuWLRsyx8MPPyyNCQI//vGP+eUvf0lNTQ3nn38+5eXl0ojwDel0OmJiYqTNQ4SEhBAbGyttHsJ/BSDxjlcYfx4bnaZuqjo6qOhopaLjMHs6g/HKQkjWqQgOjub8lQvJj+hbZSEQlu4Gdh0s4cmyZrSzU4nRaNFJ7sEbFR6D2mWlqa2OPR3tHOxooqCthxbLQMGCB1wWmurK2O+MIibzLH43Kxa1/PhXAwiCcBwrV8LDD4NMBg/9GlavliYm1qpV8Jvf9J3oeeihybd/giBMPW4bbcZuKjs6qOhopqKjkt2dkWiUOuL7b3Xr9XowNpezed9BvjQ5CM9KQO8A5YgrlrqwWDupaW9nW1sSq1LCydS46fZ6aQsORo8MJcFEBDlRyG10DNwVx22lramSYrMMe+q5PL0ggUTt8U9wCoIgCIIgCMJUUFNTQ1tbm7R5XNntdkpLS4+73PR4sfffmni0W6WOB1v/bWWPe7vOcWAwGDh8+LC0eUJ0dnb6lr6eaB0dHQEt1z0e2tvbA1pi/FSrq6ujublZ2iycZDqdjrCwMCoqKrjhhhu44YYb2L9/PwCLFy/m2WefJTIyEoDrrruO++67TzJD30WwYWFhhIWF8dhjj3HDDTfw5z//WRoTznD33HMP11xzDVVVVfzlL3/BYrFw99138/7770ujwiQjihaE8Wc8xDNf/JsLNm1i0aZnWbTpY/4Tlklmeipn66ThwEQkzeHG867j/cvO4/yGF3j3SAt7jJJQwgKuiIeUpk9Yt+k58jd9xoe9HnoGlgdz26BrH/d+ZabdE8TKtG+4M4IgCIIgnJm8Hugu5S8fv8F5mzaxaNMLnP3sF3yZNJtZKfEs7H9rIZMriJ9xPn+88mb+NDOUmNp3+X0ddIx4a+sO9pQe5PWvW8m8YgVnhelGL+z0eqCnjD8XdrLHoGFdjnQNKkEQBEEQBEGYusxmM7bjrOY4HjweD93d3bhcx27BNlHcbrfYFwm73Y7JZJI2TwixL8ObLPvS29uL9Tirrwqj++KLL7j//vsHbV988QW5ubn8/Oc/JzQ0lJdeeon777+fv/71rxw4cIAlS5b4rtaOjo5myZIlvhUt09PTmTlzpm/+G2+8kZUrV1JRUeGb/+2330alUjF37lxfTjj9XXLJJVxxxRW0tbXx0EMPcf/997N7927mz5/PD3/4QxQKBfn5+djtdr788ku+/vprvF4v+fn5pKSkSKdj3bp1rF+/npaWFn79619TX18vjbBx40YWL15MYWGh7/XX0NDAt771LdavXy+NCydAFC0I4y9kGt85+0JeuX49L63L50JvOCsTokiN0KL4hosayOQKVEoV4RoNaaEhtPZaMdjskpCCaVmLufPiG/jw+u/wwfXr+I5exWydDH1wEMg1EDGbDbke1M5uvm4Qb1QEQRAEQRgDmQzCcrltxVpevf5Snjx/AatdYaxMjiIxVDPoVjIyuRKtUkVMkJZwtZoKQw92t8cv0V94YDrEc5/v54N2FXnLz+HKaAWRChmyoCCiZXISTSaa8OLCRGevGrcniPhg+laQCcvlimlqMjQ9fFYz8VdcCYIgCIIgTFZe74hLXo2b4fbheG3D9QmCIAjCeNFqtb4TyMnJyTQ0NAzajEYjGRkZ3HnnnVx99dWoVCoaGhpQq9VcffXV3HnnnWRkZAyab+3atVxxxRXk5eUNeqxLL72Um2++mXnz5vnmX7BgAbfccgtr164lKChoxLHC1DB37lyuuOIKzj///OPeVmzFihXcfvvtrFixgubmZhoaGpg2bRo33ngj1113HQqFgquvvpqbb76Z6dOnY7PZuOyyy/je977HnDlzSEtL44orruCKK64gOjqalStXcvvtt7N8+XKamppwOp3MmzePK664gjVr1iCXy7nmmmu46aabyMvL873+zjnnHDZs2MCaNWsIDw/n8ssv54orrvC9piMiInyPk5mZKX0aU5r/e1H/96PSj/3bAyXzjiUtCCfCbYHu/fzgCzczcqZx9ZxYQnrb2LNnHx+a45k9I5M102JI9A04yuaPazlk0bHi8nzOltw3Hpcduir5W2cEc2OiWB6jw2rupOSrF3k5/Fucn5HGOr3fEshd1fy7U06vJprrk7RgbeRvH+7FmDSdxTl6snsOcevn8P0lTmravJhI4PKzZ7IgSFT3CMKJ2N+yn0WbFrHr9l3kJ+ZLuydcYXMh+Zvy2XPHHhYlLpJ2C8IpVbZrFz9cvpynCgqYNmeOtFuYSpw92A1F3Po5XLgol7U54Si7W9hdUMQHliTOnT+Nc6PdWAwd/KM7iruzoojTKmk+UsjOqoO8GXMlf8jTkqztr+B023D1NvDq7jqOKoNJTk1lSXIiOZr+x3Mc4b19tXxQBWsvX8FyqvnX55U0avUsOyebc81FbPgMzs1ygdtDeUck316zkAVBoJsib2wObN3KPevW8dTevaSKgw7CSVLw2Wfcf801PFVQQOJpduBAgN0ffcTDN93EUwUFxKWmSrsFYZCd//kPf/ze93hy715iEo8diRDOTN/08Oho40bq93gGF6sOHOT13wZyHo/H1zbwsX97cXExZ5999pA5R9PS0sKuXbsGtaWkpLD6OLdNLCkpISwsjLS0NGnXuKuoqCA8PJyEhARp17ix2WyUlZWRnZ1NWFiYtHtcWa1WysrKyM3NJTQ0VNo9riwWC2VlZUyfPp2QkPFf8c1ut+PxeGhvb6etrY2ZM2ei0WiQyyfuD6G2tjba29sHXTk+UVpbW+ns7GTGjBnSrnHX0tJCV1cX06dPl3aNq6qqKjQazbBXYY+3srIydDrdoJP5/rxeL2azGa1W61uVYIDFYsHpHHEJR5/du3cTGxvL7NmzJ8UtZYTJpbS0FLfbzbJlyzCbzSO+lwGor6+nqqqKdevWYbfbJ3yFHeHkqq2tpbGxkbVr1/LRRx8hk8mYM2cOMpkMuVyOXC5HJpOhUCiQyWRD2gFf+8Dmb7jfy0NbBGHcqAkO0rMqPw+95SgF1VV83mKkFxj5x6A/L7gcVNcf4qPyIl4qLua1wzVsdSUwIyqMjGAXHV0d7DvcTKPHi8PtpLH9KFsrDvBScTEvFRVS6E4kMlxPrt/755DYDOaHKgg2N/FabSfdHi9u/4cVBEEQBEEYlZaI0DhWL8omsquSHdW1bG/rob23i/2VB9hcWsxLxcW822SiXhXPRXFBhCiPvXl32M3U1+3j+dJ6SixWWno72HOomJdLSnm/yUiTJ5SMsCCyVJ28XlTCK0XlFLl0qCP0ZKiP7UVwVBIzIkLIsDfwTGU7jQ4Xox/CEARBEARBEITJLTs7m7i4OGnzuNJoNMybN2/CiwTov0J53rx5E1IkIBUUFMT8+fMJDg6Wdo2LiooK9u3bR11dHRaLhX379mGxWKSxcRUTEzNprv6OjY0lNzdX2jwh9Ho9OTk50uZxl5mZSVJSkrRZEARBGGdipQVh/LhtYCrnoT0estJSuDA3juj+ruKCt3myUYU3bib3LckgHpDRxEc7GjliCyL/vFnMH6HKpqjgbZ463MTnXaANCidn1kU8OCOCvJAeig418sk+M/lXn8V8pYLOQzt4s7SIZ1v6xq5acgU3ZiWwJKiTxrZa7vsaNqzKY76skS9qWvh7RzR/u2AGqQo5Axc2CsJk0t1to7nZLG2eVA52HOTq16/i1ateZZZ+trR7wpW1l3HN5qt5/arXmamfJe2eNDIyItBq/VaPEU4LYqWF04jLjKOngvu+hnNmZbAiPZpIwONxsX/XZh5vjSQhfSa3ZCip3/MWvz0KzXaIjc9j9czFPJA3+EBnT3czBX65AXK5kpxZF3L3jESWKVsorDrAjbv67re3eO55fGd6LheFm3F0V3DvLjh3dgbLI3qpqavm9sPh/O2CGcwP0zIxhw/HRqy0IJwKYqWF05tYaUEYC7HSguDvmx4eHW3cSP3SVRGkqyyIlRYE4ZszmUy43YMvQQsNDT3ucuOCMFmIlRaEiSZWWhAGTMRKC6JoQRhfXjcON8jkcpRyGQMvUY/bhcMLyORoFPL+di8utwevV4ZcKR98awg/HrcLh99qCHK5Eo1chlzmxePx4nJ7UagUyAGvx43L48HZ/6pXyJWo5DIUMi9erwe7G1QKOXK8uD1enF4ZGqV82GIJQZgMXnihiB/84H1p86Ti8XqwumwEKbXIZZPvu2my7x/9v9y3b7+VefPipV3CFCeKFk4nXuh/L6GQy1H4vc9xu504vTJkMjkquQyv24Xd27eylEwmRyGXo5EPfuPu9Xrx+OX8yeUK1HI5Cjy4PR5snr6EQq5AKZejlEn2RebF4/Vi84BWoUAuw7dvk5koWhBOBVG0cHoTRQvCWIiiBcHfNz08Otq4kfqlBQbSggVRtCAIgnBmEkULwkQTRQvCgIkoWpDb7XZKSkowm49/pa7IDe9U5IqLi0/fnEyBWqlA1X8g32azUVxcjMVqQ6tUovUVLADIUCoUqJRynP254X6JyhVKtCoVwSoVCrebyrISrJZeoO8bRK1SoKDv4LxcrkCt7MtVHzyI22ZBIet7LJlMgVapQCHrO6mgVCiQuRyUjvC4/gaeh8gNZrPZKCoqOmk5q9V6SnKjLRE3mXNOp4feXuek3qwWNzhUWC3uIX2TYZvs+9e3OfD0n5QcicVi4cCBA1itVmnXIGPJFRUViZzEyc4FKtD5ent7x5Sz2WzSrkHGkisuLj7DczKQKdAoFb7CzIGc0+lGq1SiUciRy2QolCp0/e9ddEoFLqtlyHwySS5YpQKHg+qDB5E5HX3vX2RyFAqlr1+rkKOUQW+vheKSMrwuZ9++yOQo5AqClQoUfgULwz+Pocxm85hydrvf0hDDCDQXqEDnG0uupKRkSuX2t+xnxXMrAtouefkSGowNx51vOJM9ZzKZAsoFamA+h8Mh7RpkLLnS0lKRkzjZuUAFOp/RaBxTbrSDxKciV1ZWJnISgeYCFeh8geZ6enrGlBvt4O9UyJWXl4ucRE9PDwcPHhw1ZzQaqaioGDV3Juru7j7u8ZLx4Ha76ejoGPX3xHhwu920t7eP+rNlPLhcrkmxL1arla6uLmnzhBD7MjyLxUJ3d7e0edwZjcah5zEEYZxZrVYaGhpOyXay/k4WxofT6RzyNTxZ22jnzAJhMBiorq6WNg/R2dlJVVWVtHmIjo4OKisrAZA5nU5vW1sb0dHRaDQjL4DvcrkQuaFORa61tZWYmBiR8xNozul00tbWdtrkYmNjUav9bkwtIXLDO5NyTz+9n9tvfxeAn/xkCamp4dKIMIV9/XU9mzeXI5NBQcFGFixIkEZ8HA4HbW1txMXFDam09jcVcu3t7ej1+jMiF+hKC4HOJ3LDO9k5u91OR0fHpM/FxcWhVI58W5nJngt0pYVA5xtLrrOzE71eP2Vy9cZ63ih/Y1CuylDFM/uf4e6ldxOji/G1axQarpt9HRHaCBhhvuGcLrlAV1oIdD6bzYbBYJj0ubi4uOMuiXy65AJdaSHQ+caS6+rqQq/XjyHnpK7hCCWtRpqjZ/Gd5CBClX1lZTabjc6ONtSOZt7sCiU2Np7zU6MIwwMY2LnfgDM0nKTkcEL652tuKGZbYxsFJvpvrBjDBfOnsTDCTefRI7y0u55zLzifRVFBRCscGLo6KalsgJy5zApVE62Q7l+gz2Pq5gJdaSHQ+SZ7zmq10t3dPelzcXFxw151NeBU5fR6fUA56XzSqw+tVis9PT2++aT9A3p7e4fkpNtArru7m5iYGGQymVhpwU9xcTERERGkHufn/almtVopLCxk1qxZRET0vbeaKBaLhcLCQubMmUN4+MQeG+rt7aWwsJB58+YRFhYm7R43zc3NNDU1sXDhQmnXuGtqaqKlpYUFCxZIu8ZdY2MjbW1tzJ8/X9o17hoaGujo6GDevHnSrnFVXl6OVqsl8zh/H4yXskm40oLb7R714hjhxLW2tlJWVkZwcPCQK9K/KbfbjcFgYPXq1ej1+hHfl/g71SstWK3WIbfwEQYzmUzs3r2b4ODg475/HiuDwcDChQvJzMw87td1wEgrLVitVmw2G3q9/rgrLZjN5kE56et64D212WzGYrH05cTtIQRBEKYu/6KF3btvZ/HiJGlEmML++c9Cvve99wIqWhCmpkCLFgThTBRo0YIwvC21W7j8tcsp2FhAdlS2tPuMFWjRgjA1BVq0MDlYqa4o4J2KBl7TLeXlc5NJD1LSV4LiwWk3Urj9Df5kzmFu7gzunB5BsKuH0qpint5mJDw7m8tXzWARXsDJjm3v8kZjNwcU0aSo5EAc65fkcU54D7UHi7nnsyaS11zKz3NjWRDqoPZoNe9s2QdrruJbccFMG75G+rQWaNGCcGb4podHRxs3Ur+0wEBasDAwTtweYmSiaGEwUbQwlChaGJ4oWhhKFC0cX1tbG3v27JE2CyeZ1+slKCiIiy66aMQLGMeqvb2dxx57jDvuuIOUlBQcAawMdKqLFr766isMBoO0WfDj9Xpxu91cdNFFREVFSbu/Ea/Xy5/+9CeWL1/OwoULsY2ymirHKVqQFieMVLTAN7g9hChaEARBmMJE0cLpTRQtnP5E0YIgjEwULZwYUbQwPFG0cHqbWkULQHc1nx+u4s6DWv62/iwWh2kJlwFeG729TTz59kd0ZF/AitxMVoYYaemo5NmP9/JWcxgLlizgB6tmsAgPuNt4/ZNCGkMSmDF/AReG+D2GpY6vK4r4ySe1NGbk8+dzZrA2UU1LgyhaEEULgr9vcnh0tDEj9fsXJQwYKDgY6PPfBooT/AsVRNGCKFqQEkULQ4miheGJooWhRNHC8bW2trJ9+3Zqa2sDOiktfDNpaWmsXr2arKwszGZzQAUGx9PV1UVpaSlffvklP/zhD0lNTcUewG0iTnXRwvbt2ykvLxeFC8cRFRXFxRdfTFZWFi6XK6ACg+OxWCwcPHiQrVu3sm7dOvLz8wNaPSXQogXp/wf+xa9ogWGKFIYrZBBFC4IgCFOYKFo4vYmihdOfKFoQhJGJooUTI4oWhieKFk5vU65owdtLzdFq3txyAM15V7AuLoRMNeDooqu9lNs/d3PVslmclxGMpaGBD7ZVkLA2hYIP24iIT2blqhks8jihZz/3brcSHp/K9fkZJPsf97HU8XX1Ee79ysmqqHrC56xmSUos+g5RtCCKFgR/3+Tw6GhjRuoXRQsnR3t7O1qtltDQUGnXuAn0drbjYeAWo5NlX1pbW9Hr9SftauFvore3F7PZTFxcnLRr3JnNZnp7eyfNvgwswz3RTCYTVqt1wvels7MTpVI54QU/TOKihW3btlFaWsrChQtJSBDHJ0+F0NBQ0tLS0Ov1dHZ24na7T+jWAE1NTezatYvS0lJ+9KMfTaqihX379qFWq1m0aJG0WwC0Wi3p6eno9Xp6e3ux2WzHvS3kaHp6eti5cyelpaWsX79eFC0IQiAe3/M43bZu/nv5f0u7Bvnbnr/RY+sJKGe0G7nv3PukXYJw2jj1RQvdGHbupP6zYrjtl2TrZejUQG8tPRUFbH0GFtwCzR99Se1npVh84zJJ2bCBnEvPJSWkG9o+Y9t/v0ZjTRt9b420wDRyf/MLchamER187BHNn/+OOs5GlXEuOQGdS+jFWl/B4f97Gm79JcnTU/vmc3ZB22dsfQb084DuMg4+9QVG37hEold/i9zvX0eOHmj7jKJ/vMWhz8sGP4/bbiP30mUkR/QCpey74y/UHm7ERBqhOeeT/+SNxAOn4s9wUbRw+hNFC2eOR7Y/Qpg6jB+d9SNp1yCPbH+EME0YP1p8cnJTmShaODGiaGF4omjh9Dblihbw0N1+hL2FX3Kf8hwemZvK+bFBdHceoeDAR/zJuYq756eyMk6Dy27H0G1CE9PNS2/U4dYnsXzVDBa57dCwjesKO6g2OEhXemlRqCFpEY/MTWFZUBtf19Tx4B4vPzvLxqfGZObHRbFU2SGKFkTRguDnmxweHW3MSP2iaEEQTq2urq4hJ26joqJO6ISPIIyXyV60sGHDBuaI41enhNVqpaenx1e0AIxY+GU2m/n8889ZunTpiEU/DQ0N7NixY9IWLaSmpnLLLbdIuwXA4XDQ1tbmK1pwOBxotVppzOfzzz8nMzNzxJ8bXV1dbN26dUoULQy9YYQgTIDH9zzOswee5VDnIWnXIH/b87ex5TqOnxMEYTQaFJjxWss4XNiOrbfvjYer4yjmyj2YYqch9xgx20ORJS8hb/36/i0TWUk5Le8UYPA4wdpIhzOR0Dkr+/vPJ2+9HtNrW2nZW40RcHU10Lb5Z+z654sc3nME87HKgVGokAFBFFF/sIme9r7lkjwWI72FH2DWhOJVenDYwBQyz28fZxPmaqf5/31Gqxec9nZ67KHIUiTPo7iM5ncK6TB30bv1VQwxc4lcuZ5pS+IIk++heGsHVvPob8gEQTgzOT1Ofrfzd7xc/DLVXdXSbh//XE1XjbTbx+F2BJQTBEEQpgI5waFhZOekknC0mXZzL+30YjCbKKzVcVZWDMlhapTI0WqCSIyLIlqhGFwsK1NCeDbXZudw/cwcluXlcVlWOivcVVQYjJT1H4eWK5RExOeR6zHgMLVSemIrjAqCIAjCpNXU1MSRI0cGbYGcqBMEQZgKzGYzBQUF3HnnnWzZsoXu7m5pRDhD2O12qqqquO+++3jzzTdpb2+XRqYcUbQgTAqbyzcjQ0ZCSAL/OfwfXJ7hTwBuLtuMQqYIPBd6/NzJ0FRTwycvveTbjlZUSCOnxJDHPSQKNIRTIQhdWhLRC5OxbC3HZrLixoaluRtjpY349fMJidShTJqL/qIbWfLTn/Zv3yEtuhvn4UIaB35XTltJ5tW39fffyZKfXkGceR/Gmho6uy247M0YDrdj6bLhco7lChE1qvBYEi6djbu6CWtTFy6cOE09tHzZRviiaYRnxKCOSif47GtY8pOBfbyJ3AXhKA9+zpEmLw4nkDRvyPNIjerqex6tCjzWCOKuvInZP/4pSzasIe8sNx3Vbly2kStOBWEk9YcPs+fjj/F4PHz1/vs0Vo98QluYulweFy8UvUBkUCQh6hA+qf5EGgFJLlgVfMK5qa7u4EH2fvopbpeLHf/5D821tdKIIAjCaUGlDSU2Pos1NNFp7qXS0MHRrk6+8mawMi6YhKBRloSVKyAinW9lzeC2BQu4cckS7lo4nw1hnTT0GCkzufuDCtDGszQK5C4jX7cFXCEsCIIgCFNKXl4eCxcuHLTpdDppTBAEYUr64osvuO666+jt7eWnP/0pr776qjQinCEOHTrEypUrOXz4MH/4wx/405/+JI1MOaJoQTj5enqgpgY8HqirA4NBmvCxu+0c6jhErC6WH531I+bEzeEXn/4Ch9sxfC44lh8tDjw3Sz+LX372yyG5gAw8D693xOdhaG3li82b+c2NN/q2j154gY6mJmn0pDK0trLl9dfH/XGFM5MqOYvwecuJKdpOb48Rm6MDU5uT9vpMMuaCJkg6AiCbhLPVhOV201LmZOgp/SBgDpnfsuPVmuk8YkAWokSz/AXOunoFydlju4ecIiyK0AuvJ7qlDndbE2aHEYexg9oD04lOCiI0SjoCIJnI3BhSzuvkaIETR+/QvYRsEs9RE5bTQ3tDDFqVcpAAAP/0SURBVKEXPcDsRQnERttBrkEZnEF8dhwq7eDl2ARhNJ3NzXz80ks88+CDeNxuNt17L1teew1DS4s0Kkw2BkPf+wKvt+99Qk+PNOFjcVo43HmYpNAkfnHOL4gNjuU3234jjQ3JxehieHjbw9JYwLmADDwPj2fU5zHeOpqa+PD553nhkUdw2Gz8v3vu4cs33qCrtVUaFUbS2QlHj/Z9faurwXjs5kiCIEw2GtRKPUsyTXSYjRQebKS8rYPqaalkq5SM+q7Y6wWHmQYPWFAS4dfVY7PT6xi8RHB6SgJqOdQdbaTdBe7h3gILgiBMAdXV1bS1tUmbx5XdbqekpASz2SztGnc2m42SkpKAlno/1Ww2G8XFxRO2LwqFAoVCQXd3N9XV1SgUiiHLT4+3zs5OKisrpc0ToqOjY9LsS3t7O1VVVdLmcVdXV0dzc7O0WRhFZ2cnV111FatWrWLVqlXce++90ohwkj377LM88sgjWCwWvF4vVquVf/7zn/z+97+XRqecxx9/3PdaWrVqFaWlpdKI4Oejjz7ixz/+MWazGY/Hg91u5+233+anP/2pNDqliKIF4eT78EO48kqwWuGOO+CVV6QJnyNdR1j27DK+n/99rp99vbTbZyB3Z/6dXDf7Omm3T21XbUC5gHzwAVx9NdhscNttMEzF2qt//CNP33//oLZ/PfooTz/wwKC2k+1ff/gDz0ge419//CPPPPjgoDZBODniUGsyyZz2GZ09Roz1VZhcZtpTFpIOaKTxfrroWBTqYIzNrQxTtQBASEIyLocHS6caTfBc0s4GTag0FYhg4GySUsqwuxtpr2/B3l1JTdZKorWhjDSlJiSMoKg4DHX1uBzDFzfpovTI1Tp6mv1PllXTVNFG2WeJLDgbdMF+XYIQgGcfeoiXf/e7wW2//vWQNmESevXVvvcFNhtccw28/7404VPUUsTq51fzu/N/xyXZl0i7fQLNHWg5wHkvnjdqLiCvvAK33973PK66qu/92yTx5H//N6899tiobcJxvPgifO970NsLl18Bn5yeK3IIwulCpVSycNYc7B31fFlWS41Vx/fnpBKqCuDe2x4HNHzFf+0u5x+1XYO6EkKDiQqS3Ps0OJMFWsh2VvGPLjCPZYEzQRCESaS3txebbWLvdePxeOjp6QnoHt6nmsfjobu7e1Lsi9vtpru7G7d7YLWfieFwODCZTNLmCWG32yfVvkyGQhsm0b709vYGdH934ZiDBw/y+9//nsWLF7N27VrWrl1LcHAwDz30EEZRNH9KPPvss7z44otUSFb6rq2tZfPmzfz5z3+esrfCeeKJJzAYDL7X0tq1a3nllVfYsWOHNCoA77zzDv/85z85cODAoPaWlhY++OAD7r//fpqm6AXOMpvN5j18+DDp6emEho50WqfvF8hYchkZGYSEhEi7faZC7tChQ2RmZp6UXFt9Pb+74w5sljNgCca2tr4ru+bPpyatjN4Z0ZCUJE1B/xWD+1v288XNX7A8bTltvW3sOLqDJ/Y+wWMXPsacuDkAHOw4yKJNi/joho84N/XcEXPl7eXkP5k/KLf96Hb+vvfvg3JHuo9wx3/uwO46zg/xtjbSS+p5sn4+TxwooTomZsjzaKquHnZ1g0i9npTcXGnzSTPi48bFkZKTI20WTpKf/+MfpM+YIW32sVqtHD58mOzs7OMuO3cyc08/vZ/bb38XgN27b2fx4uG/1whwPkbIeQx12D/8Hz53/4BkdqCSyagMuoH0rGZydIUUfq7DEzKbFTfOOjbP9r9QU+OgMuxK0pX/oHTHQhasXcqM5am+jPntOym2nIdq+jpmTXdx6NAh9IW/o073bTSz17Pg2HQ+VquVQ4cOkZOTM+R52D68n4KOebi9TlIdn/Jx03VceXs+sco9HNxeT1lFNlfdew70F9g7Dr5P45ev87H5e1y5qpSDe0Lwhs1mxQ3+z+PPVNe4qI65nbSkI+TkOGj8+wHaO4KJ3HABWTmxKPFNicVi4fDhw8Pun79Acv/8ZyHf+957yGRQULCRBQsSpBGfgflyc3MJChp2+QsA6ioq+P3GjdJmYZw1HD6MYZirxqMTEkjKypI2C5NJYyN0dOCdN5vKlP3YZyeDPk6aAsBoN3K48zAFGwuYETuDJlMTW2q38HzR8zz5rSdJj0gHYMfRHVzw4gW+XKOpkS21W3ih6IVBue1Ht3PRSxex9469Q3JPXfoUaeFpABS3FvPDD344aF+GaGwkuLyDzLpZcOAApKSAXi9NTYj6Q4foGuaquW/ffTc/fPRRaTNms5mamhpyc3PRaEYqpZsaudraWnJyck4819DAnvff5CeP3cerDz9J6orzIDZWmoJA5xtDzmQyceTIkUmbK/jsM+6/5hqeKiggMTNT2u0zMF9ubi5qtVra7TMVcnV1deTk5EzpnNFo5OjRo6Pmdn/0EQ/fdBNPFRQQl3rsPadUoPONNZebm4tKNfIKXCPn3OBq4eVPt/GvOgfm8FS+Pz2WdTNyCVb751xAHf/vtRqs+iTmLUxGX1dHbpqe90t28cHRVipsKhQKFcnJc7g2L5OzgjspP3KY+3ZZ+MP15zMrRIe86zBflBTxwG4L6/8/e+cd3uR1/u9bw5a89wYvPMCAMWD2MoQkJBCydzOagpOOb5qkSZumDSltkqb9pWnapmkgZJHRjGYwkkAghI0BG7DBxhPbeO8pybYs6feHLWG9XjJ4wrmv61y2zvN5znskvXrXec5zbr+NuwKdmGDfV/+saWxspKioiKioqDGtO7RtGy8/8ghvHj+Od2Cg1GzB1vZs1TU0NFBcXDzqddHR0SiVvQfOjAVdSUkJUVFRNukiIyNt0nVtz2TqHp3fVadQ9Ly8i8lkor6+ntLSUst2jcaOCCKTyWRVzO93woQJyOVyjEYjJpMJo9Fo+T8tLY358+db2rCV8vJykpKSrOrGjx/PsmXLrOq6cvr0aVxdXQkJ6bjuHEnS0tJwd3cnuI/j/VCj0+lISUlhypQpuLt3zXUz/Gi1WlJSUoiNjcXNrd88PUOKRqMhJSWFuLg4XF1dpeZho6ysjNLSUmbOnCk1DTulpaWUl5czY8YMqWnYKSkpobKykunTp0tNw05xcTHV1dXExcVJTcNKRkYGarWa8D7uD4aL9PR0HB0dCQsLk5qg8zzR3NyMWq3udj7XarXo9dZZtnri6NGj+Pj4MHXqVJsyolRUVLB//37OnDnDQw89RGxsLNu3bycxMZHk5GQCO6+jeqoT2I5Op6OhoQFfX19qamoArO5BXn75Zc6ePdvFwxo/Pz+effZZy3Ph4uJiDh48yJkzZ/i///s/goODbQpqOHPmDAaDgYULF9Lc3Nzj9Y6ZoqIicnNzWbVqFa2trTYFzh04cIATJ04QHBzMgw8+CMCiRYu47bbb+OUvf2nRLVy4kDvuuINHH320i/eVQVtbG5WVlfj6+qLRaGhra0OtvhCMvnnzZvbt22fl0xW5XM7vf/97y/VaXV0d+/bt48yZM9x0003MmjXLpkCt/Px8SkpKWLlyJTt27EAmkxEbG0tdXR0NDQ1ERkYik8mQy+XI5XLL/+a/NTU11NXVEdU5ZimXW+dRkMlkyGQyqqurqa2tJSoqCplerzdVVlbi5eXV58Od9vZ2hK47tuqKsrNZEx/PivvvJ2jCBKn58iIlBXbtgieeoPrQRloXxMKSxVKVFXfE3EGQa8dgqzRAIaU0hU/SP8Hf2Z87p9xJkEvPuuTSZD5N/7SbThrI0FXXZ2qw5BS8tu/mnuVPsP/1N6iOi4NFi6wk+7/6itT9+63qACbGx3P1PZeY6aEP9n/5JakHDkirmThrFlfffbe0WnCJVJeW8snf/87rBw8yee5cqdmCXq+nsrISHx+fPh9qDqZuIEELtrRHb7q2Kij9lB1vKpGXnMV1RjSKG9cQoKjAt+17ju60lwQtFFDwyieU17ui+NHNBFRu4OA3k4ldMbszaKEFKCD9kddpnLMK3xuuIdhNT0VFBfbf/5Y8+1t7DVrQ6zt0vr6+3d9H6acc/byWypRSvH0aaL7jKebE+OKqOdBD0EI5ldt3kfdxCs2/fJI5rt9z6nt7SdBCAfl/+5iKJneU992Bf9MOyrdX0mbyx33eNMYtn4T09rvrRUW3/nXBFt1AghbM7fn5+XW7aelK5vHjrJ0zh7ueeAKfXgLKBEPP9598QsbRo9JqYhcuZMktt0irBaOJAwfg1ClMP3uEqt1/R79qGcTHS1UWlHIl9069F0+HjnVqpAEK+wv3823utwS6BFrpDpw/wLXvX9tNF+QSxD1T77HSrfhgBcmJyUzynmTR+Tr1E4Cwbz+qQ2l4L3wYXnkFli+HUfAwD+C7Dz8kKyVFWt1r0EJrayvV1dX4+fn1OdgwEF1NTQ2+vr5jV/fDD5x4/XWe2bqVTffcw7hHH4VeHkra1N5lpLM1aMHW9lpaWqitrR31Oj8/v14Hz7iMdLYGLdja3kB0dXV1+Pr6XqTOBLRyriCftEYTzXauzHVXEOLri52Vzgg0kpbVSLujE14+Tth3tldTmcvJqjoytKBQKPH2jWKJnxNBSi0ldTUcLG1jyaQwvOztsGtvorSmmsNFOoKjIol2ssNN0Vf/rLlcdLYGLdja3mjX6XQ66uvrR73Oz8+v2wPNrgyFrq6uziZd1/Z6e4BvHnDw8fHpsT2zn1artQxMyGQyS705WMEcgKDVaqmvr8fLywuZTGYJVDAYDBbtlRq0kJWVhaurKwEBvd8nDzUtLS2kp6cTGRk5ooPzdO576enpREdH9znhcDjQarVkZGQwceLEPif5DTVVVVVUVlYyefJkqWnYqayspLq6mpg+JkMNFxUVFdTU1IyKvpSXl1NXV8ekSZOkpmElLy8Pe3t7xo8fLzUNOyJo4cqla9BCaWkp7e3t3b7jgVBeXk5ycrIIWhiDdB03qKurQ6PR9Dn+3B+NjY0cO3bskoIWvv32W+RyObGxseh0OnQ6HX5+ft0CFcz/y2QyS1Ys385JUuZ6M+b/NRoNWq2247rY1NceJxg0zEELL23dyvSEBKn58uLQIdiyBf70J/h//6/jQf6KFVJVr5Q2lfLsD88S5x/H1eFXk1yazIsHXiQ5MRlHuwuzkaW646XHeengSxxfe9xKV9JUwrof1nXTJScm46DsfTYyhw7B1q0d7+Mvf4HZs+Haa60kO99/n6/eeIMzhw9b6ibGx7NqzRpufPhhK+1gMlLbvVLJTU1l7axZvLZ/f59BCyPBQIIWLg0dkMPxx1+hIMsBt2tXMv2Xq/ABKPovB97OorpczYQF4zr11dSdsEc1IZYJa6LxKfqIL16sxCXIF79oL0APVFHxvTt+dy4meMVEy/q79f/9CWe5odeghb7JIfNf75H1bQH6iATm/2MNPjKwq/yes18nkfxNG9NujOzUNqDJN9BSH0r0y6vxKf4vR97Koqai6/uoou6ECnXENELvCcRh/zq2PFGF3ZJZBC2NxsPJHdWkJQSHOqJS9/4A7mIZSNCCrWQeP07inDlsSk4mahRE+F+pbHvzTba9+SZnjx+31E2ZN4/VDz/MdQ88YKUVjDJ27oRjx+A3v4F162DVKli4UKrqleyabF448ALzx83nmgnXsCVrC5+f/ZwDP7YORsyqyeLFAy9a6b44+wX7f2wdLGnRjZ/PNeG967qxYwckJ8Ovfw3PPgurV8OCBVLViPDlf/7D12+9ZRW4MHXBAm7+6U+5+t7elxMTdOHrrznx6qs8s28fm667jnG//S2MsmuYkcLWoAXB2MTWoAWBgAEELQgufy7m0Wh/Pr3ZuwYndK3rLWjB/H/XDAsmEbQAncsh0MOsveHGYDBYHtCPJOb9Q/TlAuZ+9BUwNVyMtr6YTKYR/+0wivoyWo4niKCFK5quQQt79uyhoocMrQPBZDKh0WhE0MIYpGvQwsmTJ8nNzZVKBoT52nGwghbMwQcKhaLPoIWuhT6CFqzqRNDC8HBFBS0MEovfWcyC4AWEuoeyLWsb/7vjf6iVkvU4u+hC3EL4OudrPrv9s0vSDZSDW7bwryeeoCw/H7/gYNb86U9ce999Utmgc2DLFl7rst21zz/PNT/6kVQmGARE0MIFSt68kxMlU3GecSdLV3cO/pd/TfLfPiL965NcWIUuirD/+wUxdy4n1LkWyr9m16Pvcj67jI4VJx2AKKb88wVi5obj0yXwvunr35NHAvZRy4kxxxcMgOptfyAjpZTygJ9yR+L0jqwKtUnkffopSf/cQb1FOQ7f6+5g8lNriPHvfB8vf0j6N6es38ej/8fkO67CvyWdko23c3gXNHQuF6z0j8D9wde4ZqU/Hl49Z0u4FETQwuXN7o8+YsPvfkdFYSEBYWH8/OWXWXzzzVKZ4DJE164jfmM890+7H7lMTmp5Kh/c8oFU1k2XVpHG+ze/L5Wh1WuJ3xjPA3EP9KkbS3z73nu8/dxzVBQVERAayi//8Q/mr1ollQn64MSePTxz881sSk5mXORFnFAvU0TQwuWNCFoQDAQRtCAwczGPRvvz6c1uru9qNw/adf1/NActaLVay2BZ1+UyGhoaKCgosGj9/f3x87uwjNq5c+doamoCuCRfe3t7q+U36uvrKSwstGgDAgIsM/ronEHd3Nxxlz+UvoGBgfh0WY6rq69KpSIqKsoyIFpXV8f58+d79c3NzbUMJA6lb1BQEN7e3j36qtXqjjTNnQMJtbW1FBUV9eqbk5ODtnNZ5KH0HTduHF5eXj36Ojg4WFJQA9TU1FBcXGx5LfXNzs62DNpciq+joyORXa63pb7jx4/H07MjU57JZCInJ6dX3+rqakpKSnr1zc7OpqWl48naUPoGBwfj4eHRo6+TkxMRXZa1rKqqslo7vauv0WgkOzvbMlB6Kb7Ozs5M6JLBWuobEhJiWabFYDCQk5PTq29lZSVlZWW9+mZnZ9PW1jbkvqGhoZblXNrb28nJyaGuro6AgAARtHAF0jVoob6+3rIfXQq1tbW8+eab/PSnPxVBC2OIrkELLS0tlvPcpWAymXjzzTe56qqrRnXQwsiHjgkEffDKkVc4XHS414AFM68ceYWk4qR+AxFs1Q2EeStX8sdPP8VereY3b73F8mFanmH+ypWs/+QT7FQqnn77ba666y6pRCAYdAIffI/rnvk1i6/vssyN3wpmvPAW9yYnk2gpH3PtmqWEeAD2HjD+bpZ9vJ37LfYDJCa/w8KloXg7dd0COK9YR+yKpUy8yJV0vK57hgXP/ItbHprWuQwE4DGLsJ/8mTut+riFm198gInm5yB+K5jxwtvd38dPEgj2AFXAJEKfSeau3RfsD339KbfeMx53z8EPWBBc/iy94w6eeecdFEolf/jvf1lwww1SieAyZ90P6yhrKmPT6k1SkxVm3Zs3vCk1WWGrbixwzb338tTGjagdHHj+88+ZM4CsXQKBQCAQCASCocPR0REvLy88PDysZiXb29vj5eVlKeY1tc24urpabP35OjpeyKAK4OLiYrG5u7tbPdxWqVQD2m5XX+l2L8W361rTUt/++iz1dXNzs9m3rz735yvdrtS3K/35SvvclYH69tVnaXrsrr7mwV8zarXa5u0Opm9ffZbJZH36Srcrfb/u7u4j4tu1z9KlUBwcHHr1lclkF71dqa90u1Lfrkuv9ucr7bPU18PDw2bfgfRZ6tt1u3K5HHd3916XkBVcWahUKhwcHC6ptLe3U15ePuCgRsHows7Ortt3O9Aik8koLi62KahppBFBC4JRy2vXv8ZNE2/CaDL2GWDw2vWvcWP0jYOmGygKpRL7zgtXe5UKRR9ryg4mI7VdwZWNzE6N0t4ehbLL6UOmQG6vRunoiJ2lqFHYKei4z5SBTIlC7dDF3qlRyDs1XZuzR65QcLEZ2WRKexT2KpR2kj7aqSR9dECpskNu3r5MgVzVx/uQyZHbO6J06GJ3UKNUyrq9B4HAFqyO42q1OI5fQagUKjbfvJmloUsxYer1usRWnVqp5v1b3u9XN5ZQKJXYq1Qgk6ESvw+BQCAQCASCUYOrqyvjxo0jICDAKvDAwcGBcePGWYp0sM7b29ti68/XxcXFytfHx6ebb319PVqtdkC+/v7+Vtt1dHS8JN+AgABUKhW+vr79+nYdiB/odvvydXbuSF3Z3t5OVVUVHh4eA/Y14+vra7GZ16k24+TkZLOvl5cXVVVVlsGRgfh2zbDBJfrK5XKr9+zkZD1rxs/Pr1df6Xb78u2anYPO2fVSX51OR11dR9rOgfqakclkg+Lr5eXVbYa+1Ldr4JBMJsPf39/m7fbl2zUrCIBCobD6rAfi6+Li0ut25XL5gHz1er0lM8pAfR26BA7J5XICAgIuybdrneDKRavVotFoaGlpuehSXV1NTk6OCFoY47S0tFzyvtDQ0EBGRgYtnRlzRjMXOSQkEAw9sX6x/HzWz/nR1L6XPIj1i+Xns3/OvbF9r3Fsq04gEAgEAoFgKJHL5MwMmMnj8x7npok3Sc0WBlsnEAgEAoFAIBBcLpw/f57q6mpp9bDS1tZGVlbWoKRtvlTa2trIzMwcFX1pbW0lMzPTptTTQ0l9fT35+fnS6hGhrq5u1PSltrbWajmWkaS2ttZqmZWRoqSkhMrKSmm1QDCi2NnZoVarL7pIg5MEYxeFQtHt+x1IGUsZXETQgmBUszhkMddGXCut7saSkCVcO2HwdAKBQCAQCARDzbUTrmVJyBJpdTcGWycQCAQCgUAgEAgEAoFAIBAIBKMJEbQgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAj6Zd68ebz55ps8/PDDJCQkkJCQwNatW/n888/x9vaWygWDwDPPPMPKlSt7LWvXrh0V2XYuhn/961+UlZVZ9qWEhAQefvhhbr31VqlU0Pl5Sb//rmXVqlXk5eVJ3cYEImhBIBAIBAKBQCAQCAQCgUAgEAiGEJPJJK2yqW6gr68UAgMD8fDwkFYPK3Z2doSFhY2KNejt7e0JDw9HrVZLTcOOvb09EyZMGPG+uLq6Mm7cOGn1iDCa+uLm5kZQUJC0ekRwd3cfFX3x8/PDy8tLWi3oAy8vLxISErjhhhtYvXo1q1ev5vrrr2fevHljKhX9WGLOnDnI5XIOHTrUrTQ1NZGQkIBSqZS6jQni4uJYsWKFZV9avXo1V1111ag4PoxGpk6dio+PT7f94NChQxQWFnL99dfj6uoqdbtkpNecA31tS528tbWV06dP09TUZCWSMlBdc3Oz1GTFWNClpaUNms5WbG1vsHUtLS1jQqfRaKQmK0ZKZyu2tmerzlZaWlpITU3tt73RrtPpdEOiG6wIRFvbG2ydrdja3kB0p06dGvM6rVY7qnW2Ym5vsNaMtLW9odClpqZeMTpbsbU9jUYzIF1LS4vUZMVY0KWlpQmdhMHWNTc3j4jOVszttba2Sk1WjAXd6dOnB01nK7a2Z6uuqalpVOtsxdxeW1ub1GTFWNCdOXNmzOsaGxtt0tmKre0NVKfX66UmKy5Fl1ScxOJ3FttUbvz4Rqo0VX221xMD0aWnp495na3Y2p6tuoaGhjGha29vl5qsGAu6jIyMUa07e/Zsv7rGxkYyMzP71V2JeHt74+LiIq0eVpRKJUFBQahUKqlp2BlNfbGzsyMoKGjEBy6dnJzw8/OTVo8Izs7O+Pr6SqtHhNHWFx8fH2n1sOPl5YWbm5u0WtAPTk5OJCYm8sQTT/DEE09w0003SSWCQeTGG2/kwQcfZO7cuVb1sbGx/OhHP+Lee+8d8ePupZCQkGDZl5544gkCAwOlEkEnCQkJPPTQQyxfvtyqfsKECdx999387Gc/G9Jja21trU2ZHGpqasjJyZFWd6O6uprs7GwA5AqFAi8vr3535oHq7OzspCYrxoLO29t70HS2Ymt7g61TKpVjQtdfpJj5/dqi8/LyslnXX/9sxdb2bNXZiq37wWjXDXR/sVXX335gK7a2N9g6W7G1vYHofHx8xrzOzs7OZp0t+5WtOvPn3J/OVmx9v7Zia3tDobN1/7scdLZia3vm/c9WnUKhkJqsGAs6Ly+vK0Zn3g9s1fW3H9iqG+h+NVg6WxnI/jLadbbsB7bqbMXW9mzV2dvbj2qdrZjbk8v7Tk44Ujrz92GLztPTs9/PZSh0tnwftuqG6vvtr72B6vr7Pi5F5+/szy2TbrEqk3wmcar8FFeFX2VVvzJyJQ52F2b99tReTwxE5+npOeZ1tmJre7bqVCrViOhs7d9Q6GzdrwZbZ2v/Rkrn4eHRr87Ozs4mnUAguEBLSwtardaqGI1GqUwgEAjGHLfeeiu/+tWvCA0NRS6XM27cONauXUtiYqJUKrjMWbx4MX/605+IjIxEpVLh5+fH7bffzu9+9zupdNBRq9U2BXqp1Wrc3d2l1d1wcHCw6ORKpZLAwMB+ozCFrmds1dmKre0JXc/Y2dnZrLMl+tiss+8nWMdWbG3PVp2t2Nqe0F0atrY32DpbsbU9oesZOzs7xo0bh10/QQa26uzt7W3S2Yq9vT1BQUHD3p7Q9YytOluxtT2h65nLRadSqQgMDLRZp+wnKGC062zF1vauNJ2t2Nre5aKzFVvbGymdWq0ekK6/Qfeh0AUEBAy7zlZsbW806ULdQ3ls7mNW5cboG3G0c+Qn039iVZ84MxFne+c+2+uJK01nK7a2N9p1Dg4OA9L1N0g+EJ2/v7/QSRiIzs/Pr1+dQCC4QGZmJidOnLAqg5XlUiAQCEaapUuX8uGHH+Lk5MQrr7zCXXfdJZUIrhCio6P54YcfiIqK4le/+hWPP/64VDIkODo64u3tLa3uhpOTk00ZH5ycnCwZgMQVr0AgEAgEAoFAIBAIBAKBQCAQCMYMeXl5VFZWSquHlVYblyEeDloGeanZS0Gn041oXyIiIpgyZQqBgYHY29szZcoUHBwuZCAaCWxNkT0cVFdXj5q+VFVVkZubK60edgoLCyktLZVWCwSjEqVSyYQJE/jss8+YM2dOvxNbBJcvcrkcZ2dn/vWvf3HjjTei6meS9lhABC0IBAKBQCAQCAQCgUAgEAgEAoFgzKDRaGhpaZFWDytGo5GGhgba29ulpmFntPWlvr4eg8EgNQ0Lzs7OuLu74+DggEKhwN3dvd8sM0NNa2srTU1N0uoRobW1dVQE2jCK+jIajicCQVdKSko4e/YsZ86c6bHk5ubi7OxMUVFRN5u5FBUVSZsVjEEqKyvJzMzs9v12LUqlkqqqqm715pKXlydtdtQighYEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAkE3lEol0dHRqFQqtFqtKENQWltbLZ93Tk4Ox48fJykp6aJLeno6dXV1mEwmq+9yNODv74+/v3+3z0CUjtI1iOr8+fMkJyd3+34HUk6dOkV1dfWoCGzsDxG0IBAIBAKBQCAQCARjBG1lA6n/PcRzv/2OF1/cxz/+caizHOYf/zjFD9n1jGyiZIFAIBAIBIKhR6VSjXhKbJlMhqOjI3L5yD9iF33pjlKpRK1WS6tHBNGXnhktfRkNx5PRjFKpxMfHh5UrV+Lm5kZjY6MoQ1BaWlpQKpXIZDJaWlpobm6+5NLa2oqPjw/29vbSr3XEcHJyYvbs2cTFxXX7DETpKFqt1rIvmDPSDEZxd3fH0dFR+pWMKmSm0RhmcxlSlJ3Nmvh4Xtq6lekJCVKzYIyTn57O2lmzeOW774hduFBqHjLOnTnD2lmzeHX3bqYuWCA1CwaJ3NRU1s6axWv79zN57lypeUR5662TrFmzFYCjR+9hknMFzc0KZKHz8PftItRWoisrJCfXmZC5TrRlNmIwOeI8OxBnTQHn9zVjHzUetyg/zKv8ac58S5P9BOw9fHFqzeP83rO0mkwYzW0qHcEjhpB5YTi7qRnZRHuXJxs2pPDII9uRySA5OZEZMwKkkgGTefw4iXPmsCk5magZM6RmwTCTnpTELxYvZlNyMhNiY6VmgeCK5tS+ffx61So2HT9O8MSJUvMVS3NZHRlbknnlnTwUk/3wD3XDDQAZ4ET8rRFMn+xJ2Z49PHPzzWxKTmZcZKS0mSuW5N27WXfHHWxKTiYwPFxqFoxxju7YwfP338+m5GT8goOl5suOb3K+4aEtD5GcmMw413FSs6AfDm3bxsuPPMKbx4/jHRgoNQuuEC7msWh/Pr3Zu9abTKZur+lMq9/VZjQareoMBgMmk8lSZzQaSUtLY8GCBRiNlrt1mygvLycpKcmqbvz48SxbtsyqriunT5/G1dWVkJAQqWnYMRqNyGQyZDKZ1DSsGAwG5HL5iPcD0ZdumH83Ix08gehLr4yWvoyW4wlAeno6jo6OhIWFSU3Q+Zk1NzejVqu7BVpotVr0er1VXU8cPXoUHx8fpk6dikajkZq7oVAoUKvVI/6bvlKQyWTo9XrLtcBgoFQqaWtrs8rm0BtnzpzBYDCwcOFCmpub++xHUVERubm5rFq1itbWVptm8pv3XbEv9Y9MJqO9vX3A13h9oVAoMBgM6HQ6qakb+fn5lJSUsHLlSr799ltkMhmxsbGWY4H5r0KhsBxD5XK51bHCXGf+34z0mGv+f2TPBgLB5UBDA+TlgdEIBQVQWytVDA319XDuHJhMw7tdwSimkbr9H3D2482cPKWl6/WEoeIMNbs3suM/x6ioTOXce9vJeOsQVfomqNhJ8p/e5tTWE1Q2XLhwqdr2B87u/p6C7GKaTv2PPY88xd71z7P/pZc4+NJLHPjLK+x79VPOZVegaRm8E6dAIBAIBILecQ7wYOaPl/Lkj6byyBPz+MW6Zaxbt4x165aybt1srp/sSUBNDRQWdlyf5uZCY6O0GYFAMNaproaiIjC0Q04OjJJ1sgUCgWC4GC2DZ+YH9aMB0Rdrug6UjDSiLz0zWvoyWo4noxWj0Uhrays6na5bGntRBr9oNBra2trQ6/WDVnQ6HXobAlqGA3N/pO9blO5Fo9HQ2tra7fu8lNLS0mJT8MpIMfJnBIFgrPP113DHHdDaCmvWwH//K1UMDV23+5OfwMcfSxWCKw4/xi9YiHvEOIqSUzsCWjppLiuk5twJJjx0F94+XnRLCBVRROHxkxR+nSu1dODgC1Of4KrPdvJgcjKJycn8ZNsb3H7N9+QeyaEkt1nqIRAIBAKBYIhQqJTMeGQe82P8CJUaAd5/H376U2huhltugZ07pQqBQDDW2bQJHn0Uamrh+uth716pQiAQCASCK5Li4mLy8vKsymgeoBEIRjsmk4n29nZRxngZzNn6l4LBYOjWN1GGt4yWfaEn5K2trZw+fZqmfqLyB6prbu57AGss6NLS0gZNZyu2tjfYupaWljGh6y9d0Yjoli+HN98ElQpeeQVuvlmqsGBTe7bqli8ncONGXrW3J/yVV+Cmm6QKCy0tLaSmpvbd3hjQ6XS6IdFptVqp6aKwtb3B1l1AhmzCHLz9vAjO+4rUEhPaNqD+BDWFzWSV3IDaKQO5XEu32OFx1xMZXINL20EOHtNx6pR0uzKQ26FQqVE6OKB0cKBdbkdueSPalnaMRhPbt2ezePE7VuWvfz2ETqfj1KlT/b6PkdJptdpRrbMVc3u2pHayBVvbGwpdamrqFaOzFVvb02g0A9K1tLRITVaMBV1aWprQSRhsXXNz84jobMXcXn8PIgdPpyU7+Qz/eXELD/1+O+/sbuZ8jVTTwccfn+l2bnz99eNSGXRu9/Tp031stwOzTm/Uo5DLup/TAW67jai//IWXnZzweftt6GN5uoFutz9dU1PTqNbZirm9trY2qcmKsaA7c+bMmNc1NjbapLMVW9sbqE7fz+ylQdXdcw8ujzxPzA537DZ+CPPnSxUWbGpvgLr09PQxr7MVW9uzVdfQ0DAmdO39pPcdC7qMjIxRrTt79my/usbGRjIzM/vVXYnU1dX1+9xnqDEYDFRVVfV7nhgO2tvbqays7Pc3PhyMdF/a29vR6/U0NjZSXl6OfpDTrF8MOp2O2lGSJVer1Y6qvtTV1Umrh52GhoZ+xycEAoFA0EFtbS15eXnS6m7U1NSQk5Mjre5GdXU12dnZAMgVCgVeXl7Y23ebd2vFQHXS9XSkjAWdt7f3oOlsxdb2BlunVCrHhE6pVEpNVpjfry06Ly8vm3V99q+wEP2RXeQvM9CSurcjBW8v2NSerbrz56lL2sXmqwxUpu7rd7u2fM6jXTfQ/cVWXX/7ga3Y2t5g66xwHIdbgCcBPsXkpFTTommn9fxpmurqaY+8ipgoHxzUPXwuDv54TovA2dhC/ft7MHp5QdfttjVAwVekvrSO7x9/nJ2PP86eF14nPTue8ZOD8A50oLy8mQMHzluV999P48knd/PCCymUlfU9OK9UKvHx8en3/Q62zs7OzmadLfuVrTpb91NbsfX92oqt7Q2Fzpb9/nLR2Yqt7Zn3P1t1CoVCarJiLOi8vLyuGJ15P7BV199+YKtuoPvVYOlsZSD7y2Doms6eo6KyCWNkCAkzvGjek0tuYT0VUiFQXNzY7dz49tsnefzxnTz99G6qqi48aLd1P9DXaSn+LpM//v57XnxxH//4x6HOcph//OMUP2TXU5mdTVn6AT5Yoqfx4E4oLpY2Y8HW7dqqs7e3H9U6WzG311+62pHSmb8PW3Senp79fi5DobPl+7BVN1Tfb3/tDVTX3/cxqLrMTOx2H8IlrxX5tm+gtFSqsGBTewPUeXp6jnmdrdjanq06lUo1Ijpb+zcUOlv3q8HW2dq/0ayzs7PDw8OjX92VSFFRETU1vUSODhNtbW1kZWUN2mSES2E09aW1tZXMzMx+g+mHitDQUCZOnIi/vz9qtZqJEyeiVqulsmGlrq6OgoICafWIUFdXR2FhobR6RKitrR0VfSkpKaGyslJaLRhGWltbqaysHPbS2NiIXC4fkWIymaiurh4VgW8CwUBQq9W4ublJq7uhVqtxd3eXVnfDwcHBopOZRjrM8AqhKDubNfHxvLR1K9P7mOkkGAb0GhoaqvimrJH2Hvd+e4J9/Yj08iDQlrHEgwdJf/evzBr3Dd+VLmfhbU/ANddIVYPPwYOc6dzu7tLlLBiu7V6B5KamsnbWLF7bv5/Jc+dKzSPKW2+dZM2arQAcPbqG2bOD0OfvpWz/53x76hZWPj4J5bH/UlTYStO8tSyd54VMdphTP9tPrT6IsNdWEFb0EV98EEz0Un/8NIXk/vcsDT9bi//XN1AbmIjbtEUEN3zG5z/+Fuc5IajcHVAAqDxg/HXMXjMP30A33tt0grVrtwFw3XU55OV5kp3tZenr+vUJhIV5EBnpydy54yz1gt7ZsCGFRx7ZjkwGycmJzJgRIJUMmMzjx0mcM4dNyclEzZghNQuGmfSkJH6xeDGbkpOZEBsrNQsEVzSn9u3j16tWsen4cYInTpSaR4yGtHTOt6toCRvPNFUFG3+cTcCaGGZcHUiYRPvyy4d56qld2NkZuf76bFJT/Sko6LgRc3BQsn79Uvz9nYmJ8WHmTNuO8c1ldWRsSeaVd/JQTPbDP9SNjltFGeBE/K0RTC9M4uyWV7nZfy/JxdcTufZpGGXXMCNF8u7drLvjDjYlJxMYHi41C8Y4R3fs4Pn772dTcjJ+wcFS8+XFli0k/fOf/PnwYTatXInPb38LM2dKVYI+OLRtGy8/8ghvHj+Od2Cg1Cy4QriYx6L9+fRm71pvMpm6vaZz3fCuNqPRaFVnMBgwmUyWOqPRSFpaGgsWLBhwqt/y8nKSkpKs6saPH8+yZcus6rpy+vRpXF1dCQkJkZqGnbS0NNzd3QkeweO9TqcjJSWFKVOm2PRQfijRarWkpKQQGxtr00DCUKLRaEhJSSEuLg5XV1epedgoKyujtLSUmaPg/FhaWkp5eTkzRsFzGPMA/fTp06WmYae4uJjq6mri4uKkpmElIyMDtVpN+Ci4P0hPT8fR0ZGwMOndZQcmk4nm5mbUajV2kolQWq3WpgwnR48excfHh6lTp454xhozmZmZfPTRR9LqISc2NpaHHnpIWj0s1NTU8Le//Y077rhjVOx7Zs6cOYPBYGDhwoU0Nzf3el1DZwBhbm4uq1atorW1VWSGuszIz8+npKSElStX8u233yKTyYiNjUUulyOTySx/FQoFMpnMUmeuByx15v/NmPVdXwOIMF3BFYaR1qZyss4e5Ik9B/nj/oO8dFBS9h3izfRCkura6P8UDyxcCH/+M9jZw+9/P3yBAwsXwosvgp0dPPvs8G1XMOqx8xmH84RpOKUdoKksjfO5avTGcKLne9HlPNADQXjPiCL8Nnsy3/ua6nP1tJkzLKs8IOIeZr30L1Zt3szNmzdz85v/4OZ1KwgKdEMa37N+/Q/cc89pYmKqCA/vSPP23HN7uf/+L/nb346QkVFFRkYVOp24kBEIBALB2MItdjJTZ0wgzqGFmvNV1Hi64+Kgpq/H1Gq1nr/+dRe33ZZBTEwVISH16HTt/PrXu7j//i/597+PkZFRRWZmNW1tBqm7Fc4BHsz88VKe/NFUHnliHr9Yt4x165axbt1S1q2bzfWTPQm4/np4+mlwcID/9/9EwIJAcDly443wq1+Bmxu8+qoIWBAIBAKBQCAQjFnMwXlhYWFERkYOS1myZAkLFy60DJ42NjZSXV09LCUnJ4d9+/ah1WoHHHQoEFzOiKAFwRWGjoKaCvYXNrJq2Y/58v5EkhMl5Z7pzKCJoxkFlAO9x5EJBKMU53AcgxcyI+J76vf9lzP1Jmp8J2LT3CG/OFzjrmW57HEyfyikOF8qsJ1nnjlAcvIGPvzwc+TyC7+kr77KJD5+I/HxG8nIqLLyEQgEAoFgbNBCZWYZnz+ehuudEwiO9egzaMHMCy98T3LyBjZs2G5V//77acTHb2TJknc5f77BytYTCpWSGY/MY36MH6FSo0AgEAgEAsEVQGBgIB4eHtLqYcXOzo7w8HAcHBykpmHH3t6eCRMmjPgyCIyivri6ujJ+/Hhp9Yjg5ubGuHGjI+voaOqLu7s7QUFB0uphx9/fHy+vC9liBSODXC7H2dmZmTNnsnjxYhYtWsSyZctYsGABCQkJfdYtXbp0wHXTpk3D29vbsn29Xo/B0PckgsGipaWFmpqaPrMYCARXIiJoQXCFoaOpVU6NZhyLQu3xdVbioJQUNzd8DUYcmjSUiaAFwZhEjr2LA2GLQ8jfXoFK7cX4uRPoM8mCGZkce/9gwn/1J0J9x+FyCYGednYGHBzamTKlkn373mH//re58cZM2tuN6HTt6HTtrFmzlcWL3+Gvfz0kdRcIBAKBYJRSTfLubL78Xx3jH7uO1bEuhDjJbDrP2tt3nBvnzi1m//632b//bZYvP2c5N9bU6Lj77s9ZvPgdXn/9uNTdCrmdHIXctu0KBAKBQCAYWWwZlJBqBvr6SsPb2xsXFxdp9bCiVCoJDAxEpVJJTcPOaOqLnZ0dQUFB2NvbS03DipOTE76+vtLqEWE09cXZ2RkfHx9p9YgwWvri6ek54suqCC4QEBBAVFQU0dHRREREMHHiRCIjI/usi4yMHHCdp6endNMoFArs7e2HvCiVSummBYJRTdfrTuk16EBf94RZI4IWBFcYSuwUJlTKZsqbTPSYfVevp6WtjeZ2A60iaEEwRpE7eeKw4EFif7KG+OtmEjLeqYs1jKDbriLyzni8lM7gvYTYFVPxj+iYoSBXueMQcSvTfvsnZty6gHFhAThFLWH+L5fg4+/KQC+pnJ3bWLjwPIsWnefRR4/y97/v4MknDyOTmTh1qpwDB87z/vtpPP74Th5/fKdNM0xtox2opvi/fyVj12GKyyTmshSKd23j0H9PoAGM1FP1/WZOPv84Ox83l7fJOJxHI0B7E1TvI/Xb05TndSx5YaZ219/IOXSE4rPnaDzwThd/65JyoIjaomzKv3uPA1L7s//o0heBQCAQjFZKkopIOVLA0Yp6cs5XkvRdPudKmhnISqBubi0sWtRxbnziiSP8/e87+PnPj2EwGElOLuXAgfO8/fZJHn98J08/vZuqKq20CYFAIBAIBAKBQNADLS0taLVaqyLSrwsEYwe9Xo9MJkMul6PX67G3t8dgMAx6XXu7WLZ4NFFZWUl2djYFBQXdBrlbW1vJyckhOzubujrr5/IDpaGhgezsbLKzs2lpaZGaBSOMCFoQXGE44OPqxKTAdk6lneHz1DTeT5OU1POck9njEeCFL4jZa4Kxib0LhC5jygO3ED0nAg/HrsYAfJbNYvzySbgqHMA9joi5EXgFmWco2AOhjLvrASKWxuIb6IXD+OlMvWM6Hp6OAw5a6MqyZfk89lgSv/jFMe67L4377kslKqqGM2cqefXVJF59NYl33z3F+++nkZRULHW/CAwY8g+SfzyNwtx6K4sudx9lx/dQkN+M0VRC+TdfUnDgBGUFNWhrOkvmEfK/PUheUj7NBh3UnyT3SC61Jc1WbTUe+y/FaaepqtJj1DV1+p+l+Ot9nPv6OJWd7bXqDBg0RdSmHSNzWzJ1NTVoOm1N+WeoSv6erLNNtLT0FFElEAgEgtGAodUen3FeTJnvg5eyjTZdO23txosOOLvuuhweeyyJn//8OPfdl8p996USGlpPSkoZr76axD//eZT33us4N6akSCPwBAKBQCAQCAQCQVcyMzNJSUmxKlqtCAIWCMYKDg4OmEwm2tvbcXBwQKvVYmdnN6h15owHgtHDv/71L5YsWcKDDz5IW1ublS0/P59rrrmGJUuW8MUXX1jZBsqOHTtYsmQJS5YsISMjQ2oWjDAiaGE4aGiAvDwwGqGwEGpqpArBsKEi0CeIhTFh2Bcm8eGxg7x0UFJOVNHsFcCSqWFEix+JYKSor4dz58Bkgvx86DOCsB2o6vw7NggJqee9975k8+Yvueee08TEVBEe3vEen3tuL/ff/yV/+9sRMjKqyMioQqe7mPemBPwIue5a7ORtNGRn0qLvNOkbqMopoE2mJOzaqbhoDpHx9/eoNM4l7DebuXlzZ3lxFo4FyeR8uIfiBrNzH3hG437No53+65ix9HYmLvspizrbm39NKD6egFskrot/xvLNm1ndaVv1m5VMHn+KYzsr0DRezPsVjDnq6qCgoON3fu5cx+9eIBCMeoKXTOaW1ZP4zTIffvzADH68yI7pXiYuNTnxpElVbN7ccW687bYMYmKqCAmpR6dr56mndnH//V/y738fIyOjiszMatp6TBkmuKIxGTDqNRTX1JBVVUWGuVRXk9HYQmO7EYO+hfqm2gu2zpJVW895nYH2XtPMtdOs1VLVoLXOCmVoo1lTb2mnUNNKk6GjL4Z2LUUNWhraDIi9VSAQCASDTV5eHpWVldLqYaW1tZXTp0/T3Gw9sWEkaGlpIS0tDY1mIPm/hgadTkdqauqI9SUiIoLY2FiCgoJQqVTExsbi4OAglQ0r1dXVZGdnS6tHhOrqanJycqTVI0JVVRW5ubnS6mGnoKCA0tJSabVghGhpaUEmk6FUKtHpdDg4ONDe3j6odXq9Hr3ehme9XaioqODOO+/kuuuu61ZOnDghlQsGiF6vR6fT0dLS0i3TgslkQqvVotPpLjlDRnt7OzqdDp1Oh8Eg7lRHG2I8djjYuRNuuQU0Gnj4YfjgA6lCMJzYexIYPJ8NP1nD/sREkruVO3l5dgTzumbTFwiGmy1b4J57wGCABx+Ezz6TKrpQA7wJjOzN+sXyzDMHSE7ewAcffIFcfuGC5KuvMomP30h8/EYyMqqsfAbEtJWEyitxyj9IZkVnXcVOCvPD0MivZuKEJji8l8YbnyP05muIntDV9yFm/iiIkPB8zu4wOwsEg8Snn3b8vtvb4a67YNs2qUIgEIxWPvgAEhNBq+24zt+5U6q4JF544XuSkzewYcN2q/r3308jPn4jS5a8O4jLKQkuG9qbaK48zq8/eo+rNm4k3lzeepf4nWf5vlJDU0UW2/Z+fMHWWRI+2cr/pTVQ3dZbzpBKDp86xX++SeUY0GqubiggKeVrSzs/P5rP3jqgvZHmyhM8tf0E35XUI/ZWgUAgEAw2Go1mxNM6G41GGhoaLnkAZTAYjX0ZqcEgZ2dn3NzccHBwQKFQ4ObmhkKhkMqGlba2tlER3EJnsI3oizVarXbEjyeCCyiVSkwmE0ajEaVSSXt7O3K5vM86jUbDH/7wB5566imefPJJnnzySX7961/z5JNPkpOT06OvXD6w4VFHR0dWrFjB6tWrLWXRokWcOnWKejERadCorKxk3bp1FBYWAnDixAleffXVUXF+Eww9spaWFlN2djahoaG4uPQ+P6i1tZWB6MLCwnB2dpaaLQxEl5WVRXh4+NjVVVXRuns3uWvWEPrSSzjdcgsEBUlVYGt7Q6BraWkhOzt71OsmTJiAk1Pv0QQ26TQVFBSeZs3xYlqNPU0lcmFR7HRunDSBafIWsrKyiIiI6L09IL0qnVkbZxHpFcnvF/+e22Nul0qgs3+2tGer7kzlGWa9OYvd9+9mwfgFUrMFW9sb7TqdTkd2dvaw63JTU1k7axahMTE49nH8G1QqKqC0FOLiyA1JQzvZFwICpCoqDgSSs8UTbtzAtLjYPo/PQ015eTO5R2WwdTXHjr7JrFkDi1BubrYnNdUfkwlefnk+W7ZMtNiOHVvLrFmB0Pm9ZWVlERUVhaOj1boXVlzQhdCy6z/kZLdQNekXrFrlS/PXT5CUEYUycgXTZ7dw9o2HKIv6D7ELpjAhzPpG1nDybc6ebuCkZi5Tx33O6QOzmblqHjGLx1s0BS/Ek++ZiPuiRKLDtWRnZxMVVU3W48eplwUT9sa9hJrFld+T8c5/2f/3g8gjfVB2LkNjVAXgOGkJ03/7E0J97FHbydmwIYVHHtmOTAbJyYnMmNF9HzCj1XZsNzo6us8ZBJnHj5M4Zw6bkpOJmjFDarZga3uXky4nJ4eoqKhB0Wk0GnJzc/vWlZWh3baNvJ//nMhNm1CvWAF+flIV2NreReiio6NRq9VSswWh65mR1OXl5REVFTWsuubmZs6dOzfsulP79vHLq64icto0VH0c70eEkhIia2tJnBbDmuBTFE0NBh8fqYqSHSHkfxqJi0sryckbiYoaWMa1hgY1p0/7ArB+fQK7d4cDoFDIiYvzw8HBjrvumsLPfz5L4gl78vdw8yc3k5yYTKRnpNRsobm5mfz8fKKiolCpVFKzBVt1TU1NFBQUjFpd8u7drLvjDjYlJxMY3vF59oS5vejo6D7Tho4qnb6Ohso0frKzmbiYYGYEuiFrqiMzO5WjhUrilyziqnAPgtobydZ0PvDRFrDzTCUHy+QkzAzj0RkxeKi7fn5GoIwte47ywekmSu19eWjhOO6IjsbFvoGklAx2ZdXROHUaV5PN9gwlPiHhXBvtQFvqAV7K8+bepVO5Jtwbry6tmmlqaqKwsJCoqKg+329jYyPnz5/vV3d0xw6ev/9+NiUn4xccLDVbsLW9geqio6Oxs7OTmi0Mti7pm2/480MPsSk5GZ9x46RmC7a2d6XpDm3bxsuPPMKbx4/jHdhxr9ETDQ0NFBcXExUV1Wd7l5suOjoapbL3xQEvF119fb1Nuq7t9TX42fVz7tqedMZgfX09JSUlREZGWgZneirm9iZMmIBcLsdoNFoGXsz/p6WlsWDBAozG3gLPeqa8vJykpCSruvHjx7Ns2TKruq6cPn0aV1dXQkJCpKZhJy0tDXd3d4L7ON4PNTqdjpSUFKZMmYK7u7vUPKxotVpSUlKIjY3Fzc1Nah5WNBoNKSkpxMXF4erqKjUPG2VlZZSWljJz5kypadgpLS2lvLycGX08hxkuSkpKqKysZPr06VLTsFNcXEx1dTVxcXFS07CSkZGBWq0mvI/7g+EiPT0dR0dHwsLCpCboPJ80NzejVqu7nc+1Wq1N2QOOHj2Kj48PU6dORTNCGVGknD17lo8//pgpU6awfPly/P39AZDL5RgMBkuAQm91paWlzJ07l0mTJjFu3DhkMhkGgwGlUsnjjz9OTExMN1+tVovRaMTLq+NOpbq6GpPJ1Od1v5TCwkISEhJ46623+jx/SikpKeHgwYOcOXOGBx54gIiICKlkxDhz5gwGg4GFCxfS3Nzc7RqmK0VFReTm5rJq1SpaW1svKbDg6aef5o033rC83rlzJ3PmzOG///0vP/3pTy31f/nLX3j44Yctr7///nuqq6strwGWL19u+V4bGhr47rvvLNdJhw8f5r333gNg165dzJo1i/z8fI4dO2bVRlhYGLNnz7aqu9LIz8+npKSElStX8s033yCXy4mNjaWuro6GhgYiIyORyWSWICDz/+a/NTU11NXVERUVhUwmQyaTWdru+rq6utqiUzz33HN/MJlMuLi49HlxTucB0Vads7Oz0JnJyqJuy0e84Z5GVIsaz8AJEGoZvupGv+11InTdMXUeQHvXtVFRWciRsxkkqSexOMiHeD8fYny6FBc99TpobrcnyscRVed+39dNqUKuIMA5gGl+0yisL2Rr9lZSK1KZEzQHhfyCn6nzprO/9mzVVWoqefPEm9w/7X6C3Xq/SbOlvZamSrLzTvDSiQwOlFewu6CAnXl57MwrZGdeE2pvV9zUdjjY2B5DoKNTO9w6uVKJd2AgkdOmERoTMzzFaCS0spLQhx5ifGYa0REziZlxLTE+MVbFWOrHmYMGkLtyz9XLmRcxvZtmuIqxwof0PTKo8GPt2hSCgpqkH2Wf2NsbCA5uIDi4AV9fDa2tStLTOwZq1q6dSVCQdUBGf9+bGRcXd1TyMupKNJRn2xGS4ErZRwfQj5+C9/xp+Ko0mIr2UyZfiE+QN15e1scOfcFhKkubqZVHMCm4kOI8P/wjxuETcuEhQP2BbWh943GKnIqve8d+5epaT+U3xbTI3PBYFYvl8YUmn6rMMiqK3Qi94yoCYmLwjYnBN24OQXPnEx7nj0ohQwakpJSxfXs2MhkkJs4kIKD3oBRT5/Gvv8+lurSUbZs2sToxEa8eAmHM2Nqe0PVNn7rUVEp3fsIG73SmNzvhEhbda1CjmT7b64LQ9cxY15lMJmQyGc7OzjbpXFxc+pw5MNp1Cjs7fMeNI2I4z7+2Fp2OCRoNIffcgy4thbBpCcRMXdbt3KjN9yLrWDsqlYHExBS8nD04kRfDeylT+Twvgp2WEkJKtQtyjwp8lGDXeR+nVrdbzo0+Plri40uJiKjl6NFAysqaOX++gYqKZs6erWbv3gKmTfPHyanjwVV+fT6fpH9C4sxEvBx6Gi7uoOtxra/vw1admdGqKz13jh8++4zViYm4eHhIzd1wdnbusz0zw63rejyw6IwttGor2VqoYsGkcJaEBhDl6kqQswOKmkxqPILx8ApgmqcLwW5uBLu5Ia/LpUKvQuUfwx0T3AlydUVh2a4BfXszySdzKZUbqGlTYmdyJC42mCgXF+zbKjhyvo50rRs3zZ3MfE8FFQVlaBT2uPi4E9RWyZ4Ke6aE+uKuL+dE3lneqVYz3V2Ng6JjG7YeD2zVleTmsv/LL1mdmIhzHwM2trY3UN1FfW89YKuuOCeHg1u2sDoxEac+BoVsbe9K0xVlZ3N4+3ZWJyb2G5xuS3uMcp2tn0vX/V7W5cGilIHo5HI5zs7Oo1JnNBpt0tnaXtfPuS+drds1Go3IZDLLRAtT5/nY1Pkchc501cHBwZbXttLc3ExxcbFVnZubW68DZXTOflSpVCM+QE/nIISDgwMu/fx+hxKDwUB9fT3e3t59Bk0OB6OtLw0NDfj4+Axo8G+waWlpoa2tDZ8egouHG51ON2r60tLSgl6vHxV9Mad69/b2lpqGlcbGRlQq1YgG2ZipqqrCzs4Ojz7uVdra2lAqld2eC+j1epsC2EpKSnBycsLPz8+mIIfhoLq6mjNnzuDr68v48eNxd3dHLpej1+tRqVTo9XrknQOjPdVVV1fzzjvv8Pzzz/PUU09x0003sWrVKm677TY8PDx69G1tbUUmk1kmxWm1WoBun2tfNDQ08O6773LjjTf2ef6U0tTUxPnz56msrCQuLg5PT0+pZMSorKzEZDIRHBxMW1ub1GxFY2MjtbW1REVFYTAYbNr/emP37t0kJydbXi9evBilUsmJEyfYt2+fpf7qq68mPj6e1tZWzp07xxNPPMH27ds5efIke/fu5cMPP2Tq1KkEBATQ1tbGwYMHWbt2LadOneL48eOkp6dbMrzcf//9KJVKPv74Y5599lnOnj3LkSNH+OqrryyBZm5ubn1eq13O1NfX09TURFRUFDk5OchkMvw6J9wplUqcnJyQdQYf9FRMJlM3nZmur62us00DvaIVDJwjR8je9Bfix33D1rIEEm5+HK67TqoCvZbG5jq+aXZmqa8TfqqeBt0Fl0YDaWfT+epIHvKr7+Z+PyXB0mtn7Vk2HqqkwODFfSumED3AdVQ+SPuAN5LfoKChgD8m/JFVUavwdeoYeB1sbM200D8tFBVksvNYMpuMnoyzk+FoedN2gB93L5nELE9nRvYS8gpi3z7YtQvWr4fnn4eFC+Gqq6Qq3nrrJGvWbAXg6NE1zJ7d94DnULJp0wnWru1Ib3/s2MYBZ1qQ8uabM0hMXA2STAsXRWM6BTuOkLm7kMjH48l8NZeAm5Yy4boZuOnKIOdttm22x2f+tUQti8XT/Pyl6gx5H39Cfq0LiqU3sTT6INueMRB880KiVk3CAT1QyZlHnkez+Eb8Vq0g1HJ/c5iTD+/rOdPCltOcPuLHVW/fjTvQ29F+IJkWbMXWTAuCYWD3bpI++RuLg74jufh6Yu9/ChYvlqoEAsFo5Ntv4eRJeOIJWLeuY4mIuXOlKl5++TBPPbXrQqaFYCeO5IayNceLEiulHj+PclbEJzPPkS7XYd05e9aHP/95IQAHDoRQUNBx0nJwUPLHPy7Fz8+ZyZN9qPc4a1OmhSsNWzMtjEn0dTRUneYn38OtC2I6sxu009Jay5db/kdO6FXMiozmOg/AZAR9LV8dOUKewpcJk+ZwU7fYFgN6fRNHjheiilSQkVnPuUIZS360gAWAQ20qb2Q0cFDnx9+vjsITLft+2EWa3AfvqBhuMJ7mx9/D7TN8cZXVklTWRI13HH+M8cbb3vYHgQPB1kwLlwu2ZloQ9IytmRYElzcX81i0P5+e7NK6rkEHXV/3VHrKriAyLVwI6BjpgYTR0g9GYV/6CpAaDsy/oZHuB6IvvTJa+mLqPB6Pht+OyLQwhRUrVuDt7Y3RaEStVqPRaFCr1ZZB8Z7qampqiI+P591332Xp0qW96sx1Dg4OaDQa2tvbRaYFCaMl04K9vT3yzswYXfdrc6aFzMxMrr32WpqamvjTn/7ET37yE86ePcs111yDXC7nxRdfxNnZmUcffZTW1la2b99OfHw8H3/8MY899hh0Zlr44osv2LRpE1FRUezYsQM7Ozt++9vfsnnzZuLi4ti5c2cvE6Qvf3rLtCDrIbtC1//Nf+kSnCC9PpG+NteN7NngSmHePPjrX0Gthmee6TlgAUBXQ1nRSdamlHC2se8IJsHF0kZruxxtmycRnjIcejrWqNQ4txux07VQDfR+SO5OQX0BMwJmcG/svbip3Pjbkb9R3GgdtT46aaC4oZHTlR7ct/xGXrvxZjbfbC6r2HzzLK4TAQvDy5IlHcEKCgU891yPAQuCAeA6Ga9gf0LcjpG9+QsKvMJReAXgBuDgArGL8T3/HTUHvyf7SAZVGZ1l16ecPdhKk2kSUYsDwS8S34pzNGWmUZCRQVXGSaoytlOaMw45PjiPfEC2YCyxfHnH71uhgBdeEAELAsFY4rrrOq7r1eqO6/weAhZ6RH2eeVP28+ebv2SzVdnO/0tI5irnvgMWACZNqmLz5i/ZvPlLbr01g5iYKkJC6tHp2nnqqV3cf/+XvPbacQpztVDtDYahGRwWjFJMJjDoKG+oJauqioyqUtKr8jhS642jnQP+nSuymEwGtNVnONzsTrtDIPO7BSwAKLCzc2fx/GnM8fGgI0FrF3Qt1ALVjo74IEOBEx6ObchkrdTo6LiTMugoL84iVatCEbKA1+P8hixgQSAQCAZKXw/he6M/n57sttQN9LWgI8W39GH3SDBa+sEo7MtI03XQZKQRfemZ0dKXngbPBCNHS0sLMpkMpVKJTqfDwcGB9vb2Puu0Wi0mk8lmX71eb1OAR08888wzrFixghUrVvDggw/S1NTE7373u251gkujra3NkhmmJ8zft9FoxM7ODrVajUqlQiaT0draisFgwGAw0NraCoBKpeox2Me8L+Tn53Pbbbdx00038e2331r5Cnqm6/Wp9Fp1oK/NdSN/RhAIhhUHnFUGPBzPc+C8iYaejjnNjVS3tlAhrbeBNVvXEL8xnmMlx0hOTCY5MZk4/5Fdk8t27LFXuBLsLkMk+RBcjjgHuuI+3peUV/IInhmNT5T50bsTMJ9Z779BhF8yhb+KZ2N8Z3koA1nCdcz53fUEmnVPOtOw70W+iI9nY/wSNsY/SvWqq/GaP73HtZoFAoFAIBgqXnzxe5KTN7Bhw3ar+vffT+Wnq0/COz+Ght5T5AsuQ0ztUJfGX7/+jKs2biR+4/ss/egQR0JnMD3Il2kOHbL29naSz5ymxt4eV09PhiQ5sKkd6tP46/E6zjSpWTGhI7W5QCAQCAQCgUAgEPSGUqnE1JlVSKlU0t7ejlwu77UuNTWV559/nubmZjZt2sR3333Xo05ad7EBM/Pnz0etVpOUlMTJkydpb2/n7NmzJCUlodFouPrqqweUrUFgjZ+fH88//7wlq9OMGTN4/PHHhzzbgZubG6tXr+amm27iscce46WXXuKXv/zlRe8ngotDfNqjgKrcg7z09X9Z9MnX3Ls/C13uDzz65Ucs+vg7nk4upIKBzfYX9IUDIf7jWDbZn/x97/OTj95h0TuS8ukpTjj6sDh+ItNs+JHsyN3BoncWseidRTwY9yDf3fcdv134WxyUDjgoHZDL+mthNOCJn4uKiX4lJBWbaOopmEMgGKVs25bNokXvWJW//vWQVIbMLw6v25/l/u9fZ0FCGN4u5ghqGaBArhpH8L3rWLb5O+77rrPs/hPzbp6Jt50CmVk3437mvfROp2YX9333PVffGUNggBzrmOwpRD51HzOevMZ6ZqLHTEJvuIOrfrscN0DMNRQIBALBxWJvb8DBoZ25c4s5cOBtDhx4m6uuOkd7u5HWFiOaBhN33/U5ixa9w+uvH5e6Cy5HZEpwi+Hny1fz+X03svGq6Sw3urI02BN/Z/vOe5sW9IZSjhb4M8XHl5kBDpJrGBtxdMQH8G9upgwTBpqoalZhMjrg59TZF9cY7o5UEqCoZ09BxxqxAoFAIBjbNDc3U1FRQVVVldWSFK2trVRUVFiKNOV4XV2dxVZdXW3l29LSMmy+XWf2DaaveS30kfatra212GpqagbNV6fTDZtvV6S+Op3Oyj5SvjU1NRZbbW2tle1SfLVa7ZD4mkymAfm2tLSMCt/q6mqLra6ubtB8NRrNkPgajcZL9hUzu62RyWRWxxNpXWpqKm+//TYffPABOp2Ob775hk2bNrF3795+fS82u8aqVat48MEHWbDAernu2NhY7rvvPu69915UKpWVTWA7Hh4erFmzBn//jifq0dHR3HHHHSgUQ/sU3cvLi8TERB555BFmzZqFu7s7Li4uF72fCC6OsTCaetnj4B5IfFgUt0WFcW2QB0r3cSyZEM1tUcEs8HPFUeoguAQUODr5ED1hOj+ZOZm7psRwW4ykxMZx26RQFvg549o5nNkT/zj6Dx7b8RgHzx/ktpjbuC3mNpaFLWNh8EKivKKk8lFOC9q2ZvIqK/n68Hc8t2sHj+0wl908tiOVH+o1WF9WCgSjg/LyZg4ePG9V3n8/jcce28Fjj+2gqKihQ6hyxT4giuCFsXh6OdA9M7EKh3HR+MQvJHihuUzC098Vq9hY1/F4Tp7RRbMQn0Bn1N2uRV1xjhiHW4QPnZmYO7Bzx9E/EO9IH+z6OMYILgdMUJvNrvNl/FAtbjoFAsHQ4ebWwsKF51m48Dy/+tVhXn31W37+82MYDEZSUso4ePA8b799ksce28HTT++mqkoMHl+2yGRg58IE3wDmBEdwfVQ0a2f5o8nJJ7u+iUoAQxsGbQ1ZMg+8nRwJUl/kYwEnZ7zQ41JXxSmNkVZNGVn1ChpMnUELdPRlckQgoXId1WezOayFFhGR3y/NZXWc+OAgv/v1d7z44j5effVQZznMq6+eYl9eA1VSJ4FAIBgmGhoaKCoqoqysDIPBYKnXarUUFRVZSmNjo5VfVVWVxVZaWmoVeKDT6Qbsa04ZPRDfsrIyq+1K+yxN511ZWdmnb2FhIVlZWRQUFHTbbn++fW23oqLCYisvL7cadNNoND36Go1GtFot5eXlVtu1xddM1z6Xl5db2aR9bm5utrJ37XNpaSkajcbynqXb7cvX1vfbk29FhXXe3Pr6erKzs3vdbtfPSurb3Nw8oD53Reqr0Whob2+npaUFk8k0oO12DaS5FF+6vN9z585RWFhoZWtqaurV12QyUVZWZrFVVlYOmm9tbS05OTm9+nZ9v1LfxsZGq+12DYYxGo19blfa57q6OtraOpbrHqivNDikq29VlfUVm7TPXX2NRiOlpaXdgnquRPR6vWXpEL1ej729PQaDoVtdfn4+Gzdu5I033rDy37p1Ky+99BLp6enI5fIefQ0GA+3t7VZ+A+Gmm27iV7/6FRMmTEChUDB+/HjWrFlDYmKiVCq4SEJCQpg4cSIBAQFSE3Qu9xAdHY2DgwMVFRVkZmaSn5+PyWQiJCQEDw8P3NzcCAsLQyaTUVBQQGZmJmVlZVbt+Pv7ExAQQGtrK1lZWWRmZvL666/zm9/8hg8//NDq/C0YemQmaaiRYEjIrskmfmM8W+/eSkJogtTcQWMRWQWpxJ8LZ9uCUBJ8RLjCaKShpYFvcr7hD/v+gKvKlTUz1vDwzIelsmHhTOUZZr05i93372bBeOvIvoHRQO75Qr5NySO5W2YPO8CPu5dMYpanM95WNsFI89ZbJ1mzZisAR4+uYfbsIKlk2Ni06QRr124D4NixjcyaVSqVDIg335xBYuJqAI4dW8usWYFSCQBvvnmCxMSO7V5/fQ45OZ7k5FxYqGH9+gTCwjyIjPRk7txxXTxHPxs2pPDII9uRySA5OZEZM3q+SBsImcePkzhnDpuSk4maMUNqFgwmJhMU7OHFKj9UnqH8KsJZqiCpOInF7ywmOTGZWL9YqVkgEIxxXn75ME89tQsXl1aSkzcSFWU9g2soycjw4aWXFgJw4EAIBQXuADg62rF+fQJ+fs5MnuwzKOeWsUTy7t2su+MONiUnExgeLjWPbfR1NFSd5iffw60LYrgm3BsvgwZNXT4vbE1FGzGFhJgJXOPSSlvZSW4+6sxP50ZxfYgn3c9QUkr49kA+hwtlLPnRAhYADtSRdjqD7zIryAgMYy4FpJR5EhEewa1THPGqOs2Pv4fbFwbgr6kkJbuO3Ig5/HaSJ0H2CoYiuefRHTt4/v772ZScjF9wsNQ8ZmgqriHtqxReeTcXh+mB+I93xRU6w12dmHNnFNOi3Sn45hv+/NBDbEpOxmfc2LrOHQ0c2raNlx95hDePH8c7sOd7DcHlzcU8Eu3Ppyd7T3XSB+Dm1yaTCVNnCmvza6PRiNFotPwvrUtLS2PBggXd2uyP8vJykpKSrOrGjx/PsmXLrOq6cvr0aVxcXAjuPMZ2TZls7rsZmWSNeGn/LtX3zJkzuLu7ExQUNGBfMxezXTMmkwmtVsvJkyeJiYnBw8NjQL6Xst2efLVaLadOnSImJgZX146zBjb6mrmY7Zrp6qvRaEhLS2Pq1Km4uroOyJdL2C4S37KyMkpLS5k+fToM0PdSttuTb3l5ORUVFcTFxQ3Y91K225NvaWkpVVVVls+FAfiauZjtmunqW1xcTHV1NbGxHc9DBuJ7KduV+mZlZaFWqwkLC4MB+l7KdnvyPXv2LI6Ojpa+SDGZTDQ3N6NWq7Gzs7OyabVa9Hq9VV1PHD16FB8fH6ZOndotuGWkOHv2LB9//DFTpkxhxYoVeHt7YzQaUavVaDQa1Go1BoPBqu6ee+5hx44dPQYfKBQKwsLC2LlzJ+PHj+/m6+DgYAko8vLqeI5szmxj69IOBoOBvLw8rrnmGt544w2WL19u8xIGJSUlHDx4kDNnzvDAAw8QEREhlYwYZ86cwWAwsHDhQpqbm632WSlFRUXk5uayatUqWltbe/wubOXpp5/mjTfeYOLEiezduxe5XI7RaEShUJCbm0tCQgKtra385S9/4eGHH8ZkMtHa2sqqVatITU1FoVBY6rZv387cuXORyWSkpaVxzTXXIJfLkclkGAwGy+9k165dxMXF8cEHH/CrX/3K8t23t7dz++238+qrr17RWTPy8/MpKSlh5cqVfPPNN8jlcmJjY5F1BgGZ//b0v7QgOR729BpEpoXRhdwOlcqFiS4qnJTiqxmtVOuq+X9H/h9KuZI7J9/JouBF5NXl9XnwHtXotZQ3GGhzCOCqhQv5zcKFPG0pi/n9ksX8/YZZXO0hAhYEo5/163/g3ntPExNTRXh4Rwq2557by/33f8krrxwhI6OKjIwqWlou/gJqVFJXB/n5Hf+fO9fxWjByGNrQaRvIqK4io0FLZXMTFQ01ZNTUcrapjRbjGD1fCASCMUVMTBWbN3/J5s1fcuutGcTEVBESUo9Wq+epp3Zx//1f8tprx8nIqCIrq5q2tgszJQVjFQUKpSPj3BxxtVN0LEGlcMLeLYKbo4zU1FSQWtpAsxFol6P088TDQWVDwAKAEmdHR3zdHHDGnCnKg9jxgcwLUXA09Qj/SC3DEDSeGaFBhMsUyO0cGe/uiJu9N9PHBzJvgjOp+SVU6Q10zGMT9IbLOC9m/ziB39w7lYd/tYD/W7eMdeuWsW7dUtatm8210e74V1dDURG0t0NODkhmngoEAsFQ0fWhdG/15gfWXelqGwxfY2fgxsX4mhkMX7PuYnwvZbs9+XadTTxQXy5hu/Tg2zULx0B9u3IpvmYuxvdSttuTr6lLMNJAfbsyGL7Segbgeynb7cnXzMX4Xsp2pb7SYIKB+F7KdnvyFXQsZSOTyVAqleh0OhwcHGhvb+9W99xzz/Hdd9+xd+9e3n//fdzd3fnTn/7Enj17+P7779m0aRMBAQE9+ur1epsCPPpCoVCgUqmQyWTY29vbHLAg6JlHHnmEHTt2sGHDBuzt7bG3t7cE54SEhLBt2zZ27NjBjTfeCJ2/J7Vazauvvsq2bdv46quv2LJlCzt27GDatGkolUoUCgXR0dFs376dLVu28NVXX1na2bFjB5MmTcLOzs4yKP/VV1/x1VdfsX37dp588skrOmBhpBBHwdGEsx8hkQvZnxDOTHerZOKCUUS4eziHHjpEcmIyJU0lxG+M547P7qDFcGENqjFFWQov7/yU+I0beyjvseKTXbxfa6BaPMcWjBGeeeYAyckb+OCDL+h67f/ll5nEx28kPn4jGRmXWULdL76A++4Dkwl+9CP46iupQjCcNJVwOvUb4je+Sfz2U7x++Hte/fYD4jd/ytwfCshtFkM1AoFgeHnxxe9JTt7AG29st6p///1U4uM3smTJexQVWac0FoxB7Fxw8pnBX1fOYMU4d9zM1XZqZs67m02rr+KZKYH4OHjiFr6EbYsiWObjJGmkN3yZPz2OR66PYzZcWPrKLZR58atITkwkOTGRf88JI8Gjoy/OPjP4fytncG2QO25uocyLXcQPN8Qyw8leLIFoA3ZO9sT/Yj7zo7zpMWfEpk3w6KNQWwvXXw9790oVAoFAcFkTGBiIh4eHtHpYsbOzIzw8HAcHB6lp2LG3t2fChAmo1SP/THm09MXV1ZXx48dLq0cENzc3xo2SrEijqS/mbCkjjb+/v2W2vWDkUSqVlkAfpVJJe3u7Jbika93UqVOZN28ec+bMYd68edjZ2TFt2jRLnXmmfU++PQWVCEaW0NBQ5s6dy7Rp07p9N46OjsyePZu5c+fi7+9vZZsyZQpz5861Ki4uLla+5v1BWpydO0L4fX19u9kmTJjQZSuC4ULW0tJiys7OJjQ01OqLlNLa2spAdGFhYZYvvCcGosvKyiI8PHxM6l479hqfpH+CTq/jVMUpYrxjcFO7sTx8Oc8teU4q77c9M4Ota2lpITs7e9TrJkyYgJNT7w/W+tfVkZ6XzSf7M9gP9D4O78WMCVHcMzsU+6wsoiIiemzvXN05SptKqdBU8O9j/0Zv1PPonEe5PeZ2qRQ6+5eVlUVEL+2Zya/PZ83WNbQZ+h7Y0ug1pJanMsV3Cq6qC6nfeuP1la8z1Xdq5ysD0MyeXVvY0R6EnX8kS50k/Wurp7q+kvcKvXk8IZIZXk44D+B9DLZOp9ORnZ192egiIyNxdOz9ka0tuoEsD6HT6cjKyiIqKqrX9rgE3XAtDyHdbtflIY4f30h8fMd2m5vtOXWq4yLm5ZcXsGVLtKXtuDh/nJ3tIToLFhyy1I82ysubyc2tha597onychzOlBN5Pg5OnQJ//47SA9qmJvLS0vpdHkKr1ZKdnW1ZG6w3LiddTk4OUVFRl65rb6G8upzPj6UR5drM/1qDsHP1565gV2Rqd+LcVTgpOi6+bV0eQqPRkJub2/d2L0IXHR3d54MkoeuZkdTl5eURFRU1rLrm5mbOnTs36nXR0dF9RsGPhG4kl4foiYYGNadP+wLwhz8k8P33HcsjKJVypk3zx8FByd13T+FnP5sl8ex4v/n5+URFRfX6fulc47WgoKBfXXluDXs/OEnQ/80nxsuR3h4R2tqerTpbl4cwtxcdHd1nelCh65mmpiYKCwuJiooaFF1jYyPnz5/vV2fr8hD9t6cl40gue/ac42SrPYuXLmX5NAeCPKU6eO+9VDZtOmFVd//901i7tvt1lnm70dHR3dL5dsUmXVERTZ98QtGf/0zkpk3YLV4MvTxst6m9K1Bn6/IQDQ0NFBcXExUV1Wd7l5suOjq6zxmDl4POZDLZpEPy+fWlq6+vp6SkxErXU2bOuro6SktLiYyMRKlUWmZgm2f7ml+btxseHo5CocA4CpaHcHV1JSQkRGoSCAQCwSCQnp5+xS8PsXz5csvAtLwzc4s58KC3utLSUubOnctbb73F1Vdf3auua51Wq8VoNF708hAAhYWFJCQkcN999xETE2NlS0hI6DbAbkYsDyEYC/S2PERdXR0NDQ1ERERYAoC6ZpKRdS4JUVtbS11dHVFRUdBDNhnz6+rqaurq6oiMjETx3HPP/cFkMuHi4tLnRTedB0Rbdc7Ozlek7kTZCf5y6C/syN3BjtwdAMwImME0/2lcO+FaZgTMIMYnBoPRwOdnP7foVEoVYe4dJ6KL2W5fCJ2VFaOxDU1LPcczKnENjmDG+HHM9fchxqdr8SPW34soT2dcABcXFxQKhbQxPBw8CHYLxs/ZD6PJyETviRTUF7Alawunyk8xJ2gOCvkFP1PnAb639swYTUYMJgMTvScS4xPTa4nzj+PaiGuZHjC9m62nMitwFi4qc9CRAahmR1I5ct8wFkyJZIm3K+NdXZk8bhxhnp4EuylxlGn54VAloRMD8HftSAdr6ryJ7u99DLaOTq3QXeDkyXK2bs0CYO3aGQQF9R+80ld7XRmo7sSJMrZtywZg7doUgoIuLUXtiRMBbNvWEWiwdu1MgoKsA+Z62m5iYgqBgR3btbc3EBzcQHBwA76+GmbMKGPKlCqOHBlPeXkz5883cL6kjvN5Gs6n2HP70gTmRdj2Wxqu0l7mRfoPIKv25UfXXsXcCb30r6ydKRnVxNywhtATJwidM4fQa68lNCamW4mcPp25113HlPnzcegjuMbW45XQ9YBcib29I8GurkxWN5Eu88fbO5i7Qr0IdrTDXn4hBYhSrmS823jmjZ+Ho13vQUJm+txuF64knUwmw9nZeVTrXFxcul2YS7FFZzKZhK4HRrPu8OEidu06h0plIDExBS8vnVQyrKjV7ZZzo4+PhlmzSpgwoY6jRwMpK2vi/PkGKiqaycioYu/eAuLi/HF07HgQ1vX419v77UrvulaKMovYtz2TXUcaCLgunCAXe3oPi++g9/as6U9Xeu4cP3z2GasTE3GxYXams7Nzn+2ZsUVnPm6MhK6/zwUbdSaTCblcbpPO1vYGU1eSm8v+L79kdWIizm7mXBPd6a+9xvSz5JRpqHHzIcrfjob9DdiFOODkp0Z69bR9ezbvvZfacW3ZWSoqNKSnV3Lw4HlmzAhAre64NzVvt7/vram0lvStJ3j3qyKOpZSSklJCUlIRSUnFJCXV0OrjgFPWScoOfMF/PbKJr7FHHT0Z/PykTcEAtnul6Yqyszm8fTurExNx7GNyDgP8vdmik8vlY0In6yGFeFds0ZmPG1eKzmg09qszdQYdmHVSTF0GB8zLHzg5OSHrTDFvtpv/r6ysJDg42MrPFpqbmykuLraqc3Nz63WgDKCyshKVSoW7u7vUJBAIBIJBoKqqCjs7uz4zybS1taHsTH3fFb1eb1MAW0lJCU5OTvj5+dkU5DAcVFdXc+bMGXx9fRk/fjzu7u7I5XL0ej0qlQq9Xo+8c0BUq9VSUlJCcXExNTU11NbWkpOTwxdffMGqVauIiorq1bdrXWtrKzKZzDJpT6vVQueyD7ai1Wo5cOAAGRkZJCUlWZX58+f3mkmkqamJ8+fPU1lZSVxcHJ6ePURHjxCVlZWYTCaCg4Npa+t7Um1jYyO1tbVERUVhMBhs2v8EY4f6+nqampqIiooiJycHmUyGr2/HRBilUmmZuCvvstyN+X+ZTIbRaMTOzs5qgq/0+th8fatQKDqud00DvaIV9Mh3ed9R3lxOhaaCM5VnLPV3T7mbFRErrLQAR4qP8EbyG5bXkZ6RBJuCcat3Y+XKlb0MuAsGBx319cVs257E0ZBZXB0dzLW+jhdSnF4iH6Z9yH9S/kNBXQHrl67nhqgb8HXq+CGPLtqAUv79QTKasBhmz4ghQTop11BLUVkuT79bwjUPLCZhvBciln50MZBMC0PNcGVakNJbpoWeKChw57nnlgKQlDSO7OwLs9HWr08gNNSdqCgv5s4dHWnyNmxI4ZFHtiOTQXJyIjNmBEglHfzwQ0dK4D/8AZ57DpYtg4QEqUow7Jig6izbmlxROvlwnV/vM38FAsHlyWjLtNATGRk+/OUvCwHYvz+EgoKOQQgHBzv++McEfH2dmDzZl5kzezkHDZgmsk4Xs++bIk6ntLLkH8tYEODEYLXeH7ZmWhCMTWzNtNAf9adOcx4n9KGBTKKCjT/OJuSxqcxY4t/tfuj55/fz7LM/oFa3s3JlNsePB3H+fEfAhKurivXrE/D0dCA21o+4uJ5nWklpKq7h9JYUXnknD4cZAfiPd6UjNFkGODP7jkimZe7jxI5/8ZDPIZKLVzLuF89AH1m0BN2xNdOC4PLlYh6J9ufTk11a1zXwQPra1BnQ0PW1wWCwaLpmWDD/f/r0aZFpQSAQCC4TRKaFKaxYsQJvb2+MRiNqtRqNRoNarbYMitfV1TF//nwqKyst/iaTiba2Nr7++muWLl1q5evg4EB7e3u3Oo1GQ3t7+yVlWjBvV3qup3OpHHkvgaIi04JgLNBTpoWpU6dagoDMwQkKhaLH/5EENHSt7+k1QM+/GIHNtBnayKzOZNOJTfzl0F+o1FTy3k3vWUpPAQsA88bNs9KplCr+8uVfeO0/r5FWmoZW3xHVJRgKHHB3CuS+hUE0NtVTWN/EYJ2aC+oLmB4wnXun3oub2o1XjrxCcaN11ProQQG4M8FXS6OmmuT8KjKqJKW8ipzKBho8nLFXKug9gaRAMDYIDa3nvfe+5L33vuSee04TE1NFeHgdAM89t5cHHviKV145QkZGFRkZVbS0jJELraVLYf16kMngj38UAQujBhn4xHBD+DgRsCAQCEYtMTFVlnPjrbdmEBNTRUhIPTqdnqee2sUDD3zFv/99nIyMKrKyqmlr632BNduQEzA1lEU3Tuf6IHASsdqCUYh73FRi40KJVemoKa6mxtsDVwc1veduAFfXVv7+9x3ceGMmMTFVBAc30NjYyuOP7+SBB75iw4YUMjKqyM6uQa/ve2DRZZwXsx5M4Nf3TiHxiQX84tllPPvsMp59dinPPjuLa6Pd8b/xRnjiCXB1g1dfFQELAoHgiiMvL4+Kigpp9ZBRXNzItdd+wMKFb1vKVVd9yM9+lsyKFZ9Z1fdVPv74wmS3waSlpYXU1FSam5ulpmFHp9ORmpo6YoOh2dnZnDp1yqqYZ1CPFNXV1WRnd2QJHWmqqqpGTV8qKyvJycmRVg87BQUFlJb2PglKMLy0tLQgk8lQKpXodDpL0IG5ztHRkU8//ZTt27fz7bffsnPnTrZt28b+/fuJi4vr5qvX63ussyXAoz9kMhkqlQq1Wt2t9BawIBAIekdkWrhEcmpzWPD2Aj665SMWBC9AIVNgr7A9EsuM3qinvb2d3Opcln24jM/v+JzFIYulMsFgYjLQapQhl8lQymX0nLRvYCzfvJzDRYe5c8qdvL7ydQBUChVy2Wg9QZkw1J7kH/tO8WZGGYVSM2p8PYL56U03cq+PHUF2g/M5CQYPkWlhYJkWuqLXK2hvl3HyZAALF/4E89lQqZRjZ9fxmz148KHesxsMAzZnWhAIBALBqGQsZFroSlubAoNBxr59oVx33Y8s9eZzo6urmkOHHmLChN5TldqCCajJrOL4hiR4ZhlxPiLTgmBwGKxMCx3oKDx2jq1/SqH96ZtYFetChEv3+yFzpgVfXw3JyRvw89NgMMj47rsIbrrpLovO/Dvy8XHi0KGHGDeu/2XdjHoDJoUceS/3q9/kfMNDWx4iOTGZca6jI1PYWEJkWhBczCPR/nx6skvrzFkTenptzqDQ9bXItNAzaWlpuLu7E3zJx/veee21Y+Tk1AJgZydn3DhX5F2W+zOZTLS2tvY5m1ZKTY2O+voWfH2dePLJ+ahUtqch7wutVktKSgqxsbG49bFE0nCg0WhISUkhLi4OV9f+z3eDTVVVFW1tbTQ2NtLQ0MD48ePx8fEZ0Ozpwaa0tJTy8nJmjIIgw5KSEiorK5k+fbrUNOwUFxdTXV1NXFyc1DSsZGRkoFarCR8F9wdXcqaF//3vf1x//fWEh4fj4uKCTCajvb0dOzs72tvbLTO2L7XO3t4evb5jPM7e3t6SaeHUqVM0NDTYfDy/FDQaDefPn78iMy0cOnSI2tqOc+tYIywsjFmzZkmrxxTHjx/HZDIxdepUqakbI5FpQQQtXAK7z+3m38f/zS9m/4L4wHjcVJd+QajT6zhVcYo3kt/guojruGvKhYccgtHJjtwdvHDgBQAenvkwoe6h+Dr5EuUVJZWOTto1lDY0U6Zppfsqy3Ls7dQEeXvho5Rh39OTMsGIIoIWLj5owUxzsz2nTnWk6n355QVs2RJtscXF+ePsbM/q1dE89dT8Ll7DgwhaEAgEgrHNWAtaMNPQoOb06Y7lzf7whwS+/77j4Z1SKWfaNH8cHJTcffcUfvazi79Zr8ms4pgIWhhWnv3hWca5juPhmQ9LTVb8fs/vCXYLJnFmotRkha264WTwghaqOPJtCSeSWhm/MIyps7wIcFGg7mFcSRq0MH58IwB1dQ6kp/sA8MwzV3HgQMcAn52dgrg4P1QqJQ88MI01ay5+8EIELVwaImhBcDGPRPvz6ckurTMHIPT02hyM0PW1CFromaEKWigoqGffvo5pPadOlVNX1/G0zNfXifXrE3BwuDBIqNPpSElJYcqUKbi7dyyx1R8ff3yGHTtycXS0Iz4+EIWiY3AsPNyDRYsu/r2IoIXulJWVUVpaysyZM6WmYUcELfSMCFrozpUatFBeXk5qaiqLFi1CpRq+bKX29vbY2dlx5swZTp06RX19vVQyZOj1eoqLi/nxj398RQUtbNiwgaqqKhwcpGuVj27c3NyYOXMmCZ0ZjltaWgZ87TWSmEwmampq+Prrr3F0dOSmm26SSrohghbGEFuytnCs5BjRXtHcNeWui8qu0Befn/2ctIo0JnhM4P5p90vNglHAP47+g/y6fJztnfFx6ngYdXvM7QS6iIcdguFDBC1cetBCV/bsCeP0aV+Ki914+eULQQpTpvhy1VUdNwu/+tV8xo8fnptuEbQgEAgEY5uxGrTQlW+/jSA724ucHC/+/e/ZlvqZMwNYuDAYtVrJk0/Ox9vb0cqvP0TQwvCh0Wv42+G/8X7a+9weczsvXvWiVAIS3R2T7+CFZR2B2VJs1Y0EgxW0UHwoma92lXC8XMXUmYEEujgyfVEAwUFOOEm0vQUtdGX79ijy8jw4e9aHDRviLfWzZwcxb944nJ3tefLJ+bi7q638+kMELVwaImhBcDGPRPvz6ckuresapCB9bQ5G6PpaBC30THZ2Nq6urvj7d0xCuFQKCuppbm7jyJFi/vnPowC89dbqPp+ztLS0cPbsWSIiInBxcZGa+6SgoJ477/wfWm3HAOOCBeP5xS8uXGv5+zsP6PqqpaWFjIwMoqKicHZ2lpqHFZ1OR0ZGBtHR0SPal6qqKqqqqoiJiZGahp2qqiqqq6uZNGmS1DTsVFZWUltby8SJE6WmYaeiooK6uroR78u5c+ewt7dn3LiRv566UoMWlEolavXAroUHi4aGBt56660RW0bmlltuGfQAvEthOIIWTCYTwcHBODo6YjQakcvllu3IZLJRWRccHExoaCgeHh2ZJysrKy1Lj4wVkpKSSE1NJTw8/EoPWjABbRQWn6fE6IyjmzdxbtYHVH1LE9V1FextdmZOkCfjHOW0NNWRV1pKRisYTAB2eLp6MCkogDB7uJCkRU9LazOnc5rxCvXB11nNUF8OPbXrKUoaS/jo1o+kpkHjye+epKy5jA9v+VBqEowgDS0NfJ3zNev3rcdN5caaGWtG1ewiwZWFCFoY3KAFMwUF7jz33FIAkpLGkZ3dkSYMYP36BEJD3YmK8mLu3KG9mRFBC5cHh4sOo5QrmR104QGUrVyKr0AgGHkuh6AFMxkZPvzlLwsB2L8/hIKCjtmEDg52/PGPCfj6OjFliq/N56rmskbO7cmD1TEEu6iwbW7ipZF/5gw7P/iAz197jZ+sX0/CbbfhPwoGXYaaGl0N8RvjCXELYUnoEhYFL2J5+HKp7ILOPYQlIZeuG27OnT7Njs2b2bJhAz9Zv54lt9560YELBXtOc7ywkQJUeCMDHJm5bDzhIc7dnjXYErRgJi3Nj7/9rSMw9ocfQikq6pgJ6+qqYv36BDw9HYiN9SMuzrYBOBG0cGmIoAXBxTwS7c+nJ7u0ziSCFgaFrgMKg8F1133IDz/kc8stk3jnnY4H+XZ2HUv09IV5MGOgmEwm2toufGeffprO2rUdz3cA/vrXq3n00TmW17ZwsX0ZCkZDXwZ7H7kURF96ZrT0ZbT0gys4aGGkMZ9rRwLzIO9oYbiCFubPn8/cuXNpbm7GyckJvV6PyWRCpVKNyjrzb6Vr0IJMJhvRpYcGgslkYu/evZw8eXJUBy0M05WDCdCRfTaJd06c4cPCJqwPnUaa60tJObWXXx8t5ESjllpdLRkFZ/no0H5ePnSIvx46xF/3H+Cfx9L4vLSZOqMJAwDt6FpryTqfwb+2JbO3uokqq7YHn4L6ApRy5ZA/FPBz9sPZ3pnc2lyMpoHdeAj6wNSOvq2ZgqoqzlZVkV7XRImu68FUT2OzhqpGHT3F1lXrqvnbkb9hJ7fjjsl3sCB4wRj9jkxAK9V1teRVVZHea6kmvaqRGr1B8rsVCC5fQkPree+9L3nvvS+5557TTJ5cSXh4HQDPPbeXBx74ildeOUJ6ehXp6VXorI4hAoE13+Z+yyfpn5Bfly819YoJE3m1eXx0+iN2ndslNQsEAsGwExNTZTk33nprBpMnVxIaWo9Op+epp3bxwANf8e9/Hyc9vYrMzGra2jru1nqkuhrn1lpi74oltvw87g0NUsWgU1lczNfvvMOHf/kLLRoN/37ySfZ9/jm1FRVS6einuhoKC8FggJwcaOx9kLy5rZncmlxC3UN5ZtEzqJVq/t/h/yeVWel+t+h3qBQqm3UvH35ZKrONru8jO7vP99EflUVFbNu0if++/DLapib+9cQT7P/yS+oqK6VSmwhdNpXbV0Xx1DIffnzfNH68QEGsh7FbwMJAiY2tsPyObropk8mTKwkObqCxsZXHH9/JAw98xYYNKaSnV5GVVY1eP9buMQUXjclAu76Z89XVZErvxxtbaGrvui+YgDZqG5qp6XGZRwMtrTrKa5ppNJro+07FiMHYSkVNE/Vt7bSZq01GaGvifF0N6VVVZNc1UNEGRvMza0MrTZp6Sz8LNW009XHYHx0YMWh0aApqqKvWo9d3fwBvbGyiqbSR+jItem0z9ZnVVKdXUWUumTXUVnX1NWLUt9CU1YSuub3zOaVguOjpQfdA2bMnnwUL3mbBgre5++4p7NnzAH/4QwIqlQKVStFvwAKdD+MvBplMZtmOSqVgxYoI9ux5wFLKyppZsOBt7rnnc1pa+v4lm7nYvgwFo6Evg7GPDBaiLz0zWvoyWvohGDkUCgVKpXJEypW677W3t6PX63FxcaG9vR2lUom9vf2Q19nZ2V1UXU8BGVfqdzeUDNPVgxxwY1lUCO52RjIrKykDLtxy6ajS1JFZ1cL1sbFMdpGRl3aML9JLKJp8F98/tJbkxESSb5vLA+4a/v1NEvv1BjoebdWRkXealz85xP/aDFR32epQ8fD2h/Fy8BryNJiPz32cRcGLuPXTW9Hqexo+F1wUbbWUnj/Mw29vYsnGjcR/sY91GV1DXcrYdSSFt/ZmcNJqP+0g3D2cQw8dIjkxmZKmEuI3xnPH/+6g1dAqUY522oBC3tv6KXds3Eh8r+Vd4jd+zwcVDZRJmxAIrgCeeWY/yckb+eCDL6zqv/gik/j4jcTHbyQzc6jD5QRjmXVL1hHmHsaDWx6Umnql3djOXZ/fxfSA6fx6wa+lZoFAIBhR/vzn70lO3sh//rPdqn7z5lTi4zeyZMm7FBX1MQC9eTP87GfQ3Aw33QS7hj44a8PTT/O/f/7Tqu6Np5/m83/9y6puTPDOO/CLX3QM8q9eDd9/L1VYSCpO4pZPb2HDqg1cFX6V1Gyhq25ZWO8zbI8UH7FJZxNvv93xPurr4YYb4IcfpAqbef2pp/jy9df7rRsQb70Fjz7a0b9Vq2DvXqnikvjb374jOXkj//znt1b1mzadID5+I1df/QEVFc1WNsFljL6B+rKjPPb+Oyztej/+zmbiv8viUE3X0AQDUMQnO5L46EQBmV0sHdSRXZjByx8eYq+2jY7Q697Q0qTJ5dX397HtfA1F5mpDKxQd4tEvPiR+40Zu+Oo7/lUEGvMDkrpz7Du2zdLPR5PPc2j4loC+SFqoP5HOsZ99wFfvVVBWYgnRsNC89xAHn9/DNy+foPzEUbZe9TbvzNrIxs7y1rIP+N/bFVSUmh9aa2ktz+XQNfs5m1RLXQ8zEfuanWgLUv+ur6U2ge289toxHn30W3bvPsddd03hrrumsGxZGPPnjycq6kKmxeHEx8eR+fPHW8rKlZHcddcU4uMD+c1vdvPoo9/yww8FUjeBQDDGyMys5tFHv+XRR78lNbVcahYIrhjkcjkKhQK9Xo9CocDUmUVqqOtMJtNF1V1KMN4XX3zB559/Lq0GoKSkhN/85jcUFxdLTfzzn//k17/+da++xcXF/OY3v6GkpERqGlKk16B9XZ/291qKrKWlxZSdnU1oaGifa2+1trYyEF1YWFj3NataS9ly7Cwnm+yYOHsOkaXZRIeH4ays50B2PpvO6Ll35SJma0/zxukKUgw+rJ09Ce+SPKLCw3FWycnMz+Gb9GwcF93Eavc2qrLyOFtTSY2nnP9tLeTOe1ZwbWgAPSfP6ehfVlYW4eHh3fvXhb50S99bysrIlTw5/8k+dV3pqns3410+Sf9EKmF5+HKenvu0VXsfnf6IP+77I8mJyTjbX2j/Yrbbl66lpYXs7OxRr5swYQJOTtJVRC/Qv05HYeFZdh5NYmtLEPdOj2K8somTpQ3sa/Tgl6tnEKco4tud+WRrnZlz3RS8s7KIiojosb1zdecobSqlQlPBv4/9G71Rz6NzHuX2mNulUujsX1ZWFhG9tGcmvz6fNVvX0GbofhN9Kby+8nWm+k7tfGUEWimuyOTj/VmcbFYTGBtDcKn0/coBNWF+7nirlKgG8D4GW6fT6cjOzr5sdJGRkTg69r4+oS26gSwPodPpyMrKIioqqtf2uATdcC0PId3uUCwP0RPNzfacOtWRqvfllxewZUu0xZacnMjMmR3psLVaLdnZ2f1+frboBrI8hLm96OhoHBwcpGYLQtczWq2WnJwcoqKiBkWn0WjIzc216Mqay9ibv5eNJzayafUmJnhM6FEHkF6Vzs++/hn/N/v/WBSyCD8nvx51PTFQXXR0dJ9rBgpdz4ykLi8vj6ioqGHVNTc3c+7cuVGvi46ORqVSSc0WRkJ3OS0P0RMNDWpOn/YF4LnnlrJnT8ddmNKhnWnPHcXBt/v8XwCKi3HOqCe8YCKcOgUhIeDjI1UNKoWZmTRUdw9x9xk3joDQUGn16Ka4GOrraY+dSG7IKdqmhoK3t1QFQF1LHeVN5SQnJhPqHkpxYzG7zu3ifxn/463Vb+Hv3HFt813ed9zz+T396nbm7eTez+/tpvs843M2rd5k0R0rOcavvvuVVV+6UVTE7IxG1hdE8ZdTp6gNDwevixsoKjx7loaa7r8v3/HjL34JkKIiaGykPTaKnJBT6Kf23L+ibWEUfjnBpuUheqKuzoH09I79/5lnruLAgY7+2tkpiIvzQ6VS8sAD01izZobE0/blIRobGzl//jzR0dHd0gh35UrT2bo8RENDA8XFxURFRfXZ3iXp2mqoqjjNQzuaWRAXyjQ/V0yNNZzNPs3RQjvmL1/C1ZGBTFbraNaeZ/PWg3xw3pFpc6ZzR1wAvpb26jh0MpX3j5xnf0sg6xKXcpWzGp8et1tP7vlsNn93gg/LvUm8cyG3Rvrj01DN2cxTHE0rpjQqlgme7Shqavim0IOf3j6DeMd6zhw9wzenSynxcuXeUBlfZjoSEhnBLfEhRPXyfqOjo1EqlRLrBYZeZ0RfcJ7KLUl8eiCMZU9HEz3TjZaGBoqLi4iODiT/hW/I1QSinhfBdP9zfPVUM+H3hxEQ40JLQwMlFeXEJMzDN9ARlaqB6n1ZnPrNKdJPeTN9y0JirvFF2dBASUkJUVFRKJXKHh/Mmkwm6uvrKS0tJTIy0vJw3GzrujxEfX09JSUlhIeHo1AorJaKMP9/pS4PUVdXh729fZ/PX6Q0NbWxfXs2x46VUFenY/bsIH72s1lSmc0YDAZqampwd3cfsvTQZWXN/OEPe2ltbSciwpMlS0JZtKj78kft7e3U1tYOaV9spb29nZqaGjw9Pfs8Hg41Op0OrVaLVw/n7+FGq9XS0tKCp6en1DTsiL50p6GhAblc3ue412Bw+nQlu3efswQr/OIXs4mPt74GEctDCEaa4VoeYu7cucybNw+DwYBCobBcx8jl8m51jY2NbNmyheuuuw7vznvfrrqkpCT0ej2LFi2y8s3PzycrK4urr76aH374gfLyjt+eUqmkpaUFlUpFfHw8kZGRPW63a11TUxNyudxqeQi5XN7td9gTjz/+OEajkX/84x9SE6mpqSQkJLBnzx6mT59uZUtISODUqVM8+OCDvPrqq1Y2gJMnT7Js2TL27t3LtGnTpGYrTIO4PERdXR2NjY1EREQgk8mslovo+n9NTQ11dXVER3eMo5gzU3T9K5PJqK6upq6uruO6+LnnnvuDyWTCxcWlz4t9Ot+UrTpnZ+fuOqUKRVMFxU0NfKf34npvFZ6uLtRW5nK8tJoz6mgeiPRAXn6Gg01qTJ5h3B/qispkwsXZGaW9Aw4qNePdnPFx9ybATobSpMDVxQF/LyW5J+qZMCWcUHdnOnabnum1fxJ6072X+h5RXlHMH9+xFmVvOikmk4l3M96lUd/IjIAZxPjEWJVpftOI8Iywau905Wn2Fe4jcWYi9grrC86BbFfozDSRX1LBkaxWIhfO5oaw8Uxxc8JNLaPN2EJhZi0qLwOFJRq0entCJgUyHnB1cUGhUEgbw8PBg2C3YPyc/TCajEz0nkhBfQFbsrZwqvwUc4LmoJBf8DN1HuBdemnPjNFkxGAyMNF7Yrf9pGvxdPDks/TPuDH6RhYEL+hml5ZZgbNwUZkvvmSAHa7OznibdGgMJjLkPtw5aRwzx48nwtOTYDc3gt1cCXZzxFUpx/yJmjpvkPt7H4Oto1MrdBc4ebKcrVuzAFi7dgZBQa5SSTf6aq8rA9WdOFHGtm3ZAKxdm0JQUJNUOiBOnAhg27aOE9ratTMJCrK+cehpu4mJKQQGXtp2e6Oiwom33ppBRoYPKSmBVFZeeDCSmDiTwEDr/rm6uvb5+ZmPB33pUlLK2L49G5msYxsBAb3fPNl6fBG6nhlsnRmzzsXeBR8nHwwmAz/k/4CrytVqcMGsO3j+IJ9lfMa8cfNYFbUKX6eOwUCprj/61xkwGTXUb80gP9+ETumIh5f1eVNfUkbFgQwO72glcJo/ji72/abo6thuOw2n8jm/I4dSVRBuhmLy91RTXWbEMVSFwtBM/ZYMzn6eRUGeHr2XD569LGbf//vouMB1dnYe1ToXF5d+I7Jt0ZlMJqHrgdGsO3y4iF27zqFSGUhMTMHLq5dB/DFKUZEb770XR0aGDydOBFJT0xGEZ69W8MBDk4mfMLnb9WiMTwwxBVomF+qIWX4XoSkphC5bRuhVVxEaEzNkpSw/n9rOBxRdmTRrFotvvrmbflSX5mZCW1sJu+tOQk4lM3HmcmKmLuv+OfvEMDNgJisiVjAraBYqpQpXlStVmir+efSfPDT9IdzV7uw+t5s9BXu4Lea2PnW7zu3ih4IfuukqNZX869i/rHTf5n7L7KDZ3fpjVfI1xBa1Eb3sDvTHjxN09dWELl3a/f3aUEry8qjrYamPmDlzWHTTTd30NpWmJkLb2wm9/XZCTh5nUvw1xExZ2u19NOV4kpPSjpOTnsTEFNxUPhzLiWFzyhQ+z41gh6WEcrLGCYVnJb5KUHZmEnVwaCc4uIHg4AZ8fLTMmVNMSEgDx44FUFraxPnzDVRUaEhPr+TQoSJmzAhAre44Z+fU5rAlawuJMxNxVfV+H2A+Xjk7O/d6vOIK1BVlZ3N4+3ZWJybi2M8ghS3tMQCdXC631hl0aDXVbClUsWzKBBaF+BPl6kqgoxpFVQZVnuF4ujrhpq0h+XQBdV72VNfICfL1YVKIN0FycHZWkJ55nnOaZurt7NHVKpg5M4xQeyWWKQmW7bZRcL6U9OJKmtzVVJeYmBoznkgvZzzbm2luKuGTfDtmxMawPMwbn3Yt+XnF2EdEEkIlqYUN5LS6c/PcGJaOc6f0XCk6lQNufn6ESR7FmEwmy3ZlfaTQHXqdDIW9DIWjjKod51HFBuAU6IyD0oTcZMRZX0vGt1rkIeMIT/DAWVvN2cMqJtwZQch8f7zGu+IR7IZ/oBt2dm3UHi6h/EQ1rcFqtMdM+N0+Hq8JTqi7bbdnjEZjrzpTl8EBg8GATCbDyckJmUxmZTP/X1lZSXBwsJXNFpqbm7vN6nNzc+t1oIzObalUKtzde7mAH0ZycnIwmUy4ublJTd2oqGimoKCe7OwaXnjhAE8+OZ9f/GI2s2b1PvHDFlpbWzlz5gweHh59BtleCi4u9txwQxQ33TSRpKRiDhw4T3S0Nx4eaqt9p6WlhdOnT+Pl5TVkfbEVnU7H6dOn8fb27jW4dyjR6XS0tbVRVVVFcXEx7u7uKEc4Bbu5LwEBvU9GGS4qKyspLS0dFX2pqKigrKwMf/+OwNeR4ty5c7S1tVkGIwcTg8FIbm4tZWXNbN2aRV5eHW+9tZqbbprY7VkinfuKnZ1dn31pa2tDqVR2ex6h1+ttCmArKSnByckJPz8/m4IcBFcWlZWVmEwmgoODaWvre1JtY2MjtbW1REVFYTAYbNr/UlJSAAgMDCQgIACVSoVer0feOdit1+u71WVmZnLnnXdyzTXXEBIS0k338ssvc+zYMa6//nor32+//ZYXX3yRhx9+mBdeeIGvvvqKHTt28Nlnn5GVlUVSUhLR0dFMnjy5x+12rWttbUWhUFgmiWk0GmQyWbffYU+kpaWh1+uJiIiw+m3X19eTmZlJRkYGt912myUgw8y7776LTCZjypQpTJgwwcq3rq6uT9+eKCgooLy8HA8PDyZOnCg1d6O+vp6mpiaioqLIyclBJpPh5+cHnYEf5uvT3orJZMLOzs4SYGo+D3f9a9YpFIqO9kwDvaK9RJqrzrAtu5iNpf5suHEqIfYtnDyWxL5yLZopy/htqCO1Z7bzTr0XbT5T+eOkjgN3dWUe6XXNFLaAvZ2K4MBIpjgrcFUCNFJZW8ALG88Rf9cCFob69Jpp4VJobG3k65yvOVp8lGsjruW6iOukkn5Z+t5SVkWt4lfz+pl10smR4iNsTt3M7KDZXB95PX5OHTuE4GKp5UR6Ll8dqWLS3StY7qDARw6go76pgm0/5NMSLCMrU4u9ypfrbo5nPtD/YecCH6Z9yH9S/kNBXQHrl67nhqgbug06DRZnKs8w681Z7L5/NwvGL5CabafxPAdL69ja4MYvZ4XgK5fRf3yYYDQwkEwLQ81wZVqQMtSZFpKSxpGd7UVBgTvPPbfUUh8Z6cW8eR2DzuvXJxAaOvgPbQaSaUEwNjAYDTy39zmc7Z1ZFraM2UGzLbbDRYfZW7CXdmM765ass/IbfAyY2psp/PNWjleOxyNhCotv9eZCeKSehgOp5PzvDEnt81n9TAgBQSobzw1NlP7vOGc/LaDpoR+zbFIhJUmtGN3cCbvaDXVDEft/cZRqnQLnJZMJXRXLxAhpGwLB5cHlmmlh//4QCgrcOXvWh5deWmipnzzZh5kzA3FwULJ+/VL8/HqZ+fjNN3D6NPzf/8Fzz8Ftt8GcOVLVoPLFv//N12+/TfaJE5a6uMWLufnnP2fZHXdYaUc927fD2bMdS2ysWwd33QWzbJ8leqbyDK8mvcrsoNmsiFjBh6c/ZG/BXnb+aGefug/SPmB/4X52/GiHle505Wn+kfSPfnXd2LYNMjPhkUc69oN77oH4eKnKJv73z3/yzbvvknPypKVuekICt/z85yTcdpuV1ma2boWcHEhM7OjfvffCzJlSFc8/v59nn/3hQqYFbw8O5IbydZ6nZHm9NgK8yrh2+gnmOYG6j3GT1FQ/XnmlY5LEDz+EUlTUMSDn6qpi/foEPD0diI31o9TphE2ZFgQ9Y2umhWGhrYaqinQe+h4eWDqFZSGeeNKORlvJF1s+Jy/yehZGjCe2vYa0rFK8Zjny7f+KcAwKZtGSiczEBGg5kVpEi1sbVa2t7Pm6moTEpSzszLRgjY7c/HJKmhqwC1Xw2cZ8pt04m4WR/kS0VFFeksrNR114enE0y8c5UnM+h52Hj1Ax+x7uVGXxdV4zae3+/HVZBJ5o+H73Ds6oxhMYM4c7R35Ccx+0o6+uIft335AfN5ewZWHERKkw6rRo9u1izy4ffBdOIO4aBYa003z+aA1+KwPxCnfCXqXGzs+L4HkeONi3Uru3nIbqBhSzFZyZnY//e3MIvcYX6dvv6bGrqXPiRk+vTZJMC0aj0fLa1CW7Qtf/r9RMC2lpabi7uxMc3D3rgJTf/W4Pf/vbYcLCPNi370G8vR2Ry/s4ENuITqcjJSWFKVOmDEsgR3u7kY8+Os0rrxzh8OGf4Oh44Q5Nq9WSkpJCbGysTYEcQ4lGoyElJYW4uDhcXXsPqhsqTp48aZkdbOoMJJo+fTrOfWT5HWpKS0spLy9nxozumZOGm5KSEiorK7vN6B0JiouLqa6uJi4uTmoaVjIyMlCr1YSHh0tNl0xdnY55896ioKCeJ56Yx/r1CdjZ9T7aIDItCEaa4cq0MH/+fObPn49Go8HR0ZH29nZMJhP29vbd6vLy8pg1axa7d+9m5syZ3XSPP/44TU1NvPXWW5Y6vV7Pu+++y2uvvca+fftwcnKira2N9957jw0bNrBr1y7c3d0t54mu7Zl/R+Y6JycnGhs7MupdTKaF9vZ2PvjgAz744AN27dplGbT/4IMPeOedd/jmm2+wt7e31JtJSEjgRz/6EQqFgo8++ohdXZbW3Lx5M++//z7bt2/v0VeKaRAzLcg6gzXMQQfmIA/p/3QGJsg7A7V7C1royrAHLUAtqWfP8dm+MmLuXcESZT67D5SS3eLGzaunEwfUpn/DG1UuNHtN5oWpntgBp1O28nZ2Md9WtSKXK5mXkMivw1VEOzJsQQvZNdnEb4xn691bSQhNkJr7pM3QRl5dHs/98Bwro1bywLQHpJJeyarJIn5jPNvv2c6SkCVSs2BA6DiXn8MPp7IonbSIlYFeRDvZ4aQA0AMlvLPzOF+f1eMSEsVDAwxayK/PR6vXsr9wP/8+9m8ANt+8mRkBQ3NBOmhBC4IxiwhaGJqgBZ1OyblzHRcg69cn8Nlnky228HAPHByU3HZbDH/4w8DOBQNFBC1cvjz7w7No9Vp+MesXhHqEcq72HH9P+jsBzgH8bvHvpPKhwWSEk0f49h0NbcHBzH9sIj7m6+z2Oor+d4qzW8rgF/cwLw6cTBp0dS1oG40gA4WXK07u9qhUMkzt7RgaGmmsNmCQt1Gz5zRF35ei+clDLJulQ6E3gVKGnaIJ7cEUtr8G426KJPrGcXgHqG0MhhAIxh4jGbSg1ytpanbEzrUZB4XRkjHrYtFo7Cko6HgA/uST17JjR0e0kUIhIzzcA3t7BQ89NJ0nnpgn8Rw9fP3WW3zy979bXv/8b39jzrXXWmmuFGp0NcRvjOeXc36JRq+hsL6QjTdslMqsdM1tzRQ1FrFh1QapjGptNbPenNWvbijZunEj//vnPy2vH331VeKXL7fSDAXdghYGuDxEfzz66HXs2RNGU5OK8+cvDEI98kg801a38If960j+zS7Gufd8rSzondEXtHCGh3bquHrWBOID3XFDS7O2hPe2FxH5/9k77/Aoq7QP31Mz6b0XSAcChBJ6QAREQECwi4qAEt21wFo/K+rqqisW0F0VAQHbip0mRaUjJUBCCqQnpPc2k2Qy7fsjmSEzKQRIA9/7us5F8pzfOe95h8lbznnO80ycyNQwH4YqALRANh99nYnW5LTQkjLiU7JY36HTghEllTVZ/GtNFhFGpwVlIXlZsURlBbJ+dH9medlRXJjC4dgd7AuMIUYaz+ZSHWekgfzc7MQde+RrDuj8sA6cxN/6uP+MXqWidvt2th3wxv/6UMbe4o6hrIK0574mbcBkgqeHMSRIifJUHD8sSKRWLkFkI0Hk6IxtVATTXx2Iq4O0+fm1lrrz2ewbnYWH4LTQ43TWaWHZsp14eNhy/fX9USikDB3qiVTacTSUztLTTgsApaV1HD58ng8+OMqqVTOJjGza4CY4LVxApVKh0+koKyujvLyc8PBwbG1tO7UbtrsQnBba5lp3WjhxooDnn/+dZcvG4OJijZ+fAwEBHf999pTTQk1NDTY2Nuh0Ostqgb84dXV1eHt7d7vTwujRoxkzZgxyuZzGxkbTIrhWq21lq6mpIT09nQ8//JC5c+cyf/58k+6RRx4hJCSEOXPmEBAQYNb2q6++4v333+f48eMYmnfzf/nll6xatYrjx4+j1+tN9wadTmfW1tKmUqmQSqWX5bRAcxSVw4cP8/HHH/Phhx+yc+dOioqKWLBgAYMHDzbTpqWl8cgjj/C3v/2NCROa1v2Mbf/zn/+wfft2SktLWbBgARERF9YtOsIgOC20h4GCvCQOnd7HoZClzK/Zw/8qrKh1GcSXY3wRA4bzB3k2sY5zVv34aOoA/AD0OnQGA/l5yfx5Zj+HgmN4vP/V47SQVpHGhHUT+PrWr5ncfzJSceenDQWnha7F0FBMZs4pYn6KI2DivSwc5M/1pqgqBrTZ+3nySAVJ1gGsuESnhambpnIk9wh3Db6Lj2/6GAC5RI5Y1DUvQ5YITgsCgtNC9zgtnD7tzfjxDwCg0YjR6S78DR858gDDh3shkYiRybrnb9uI4LRw7aLRa/g09lO+S/6O3xb+xvh143k46mEWRi5EJu7cw+6VYwB9JefeOE6x1h6nmAlEGi8hJakk/ljE2VN2TP5kBM5iaPhtP7Hr4jn8cy1IxLgsu5Wp9/YjbKAV2sJiKr7dwg+rKqiw8cTFVYunlxjxkkVM6RfH6S/r0HlaEzhaTdzk30nTglriT+gjIxj/3lA6nmYUELh66U2nhbwCT7bsiSZg3m6iHGu50oCr+/b1Z+bMewHQaCTodE0vlg4OVhw58gDBwc5IpeIuWwToDnRaLboWkyhSmQxxL05e9yZGZ4T82nyeGvcUr0x+pVU6Qkvd0+OfZsV1K9rUGZ0WLqbrTnrr/7e7nRaMf2+7doUwb95dJrtUKkYsAWc3ObHH/oZfJ9LECZjT55wWCk+x5LtTHG/QUC0SNSV0lFszMPIW3h3pzXhXq+ZUXYLTwpWhwaDL5NDcbBjfj6DnfXE+n83esem4rxtL4I1euNWXoUxM5oeX9Qx/IYLA0c5Yi0QgFiGWiLgwtyo4LfQmZWVlWFlZYd9Oepfy8jr+/e8juLhYc8MNQd3yPq3VaiktLcXFxaVH0yBUVtbz7bdJZGVVUV+vISrKhwULIigpKcHNzQ25vGfvwZZoNBpKS0t7fSwqlQqVSoWHR/dEwL0UVCoVdXV1uLu3f0XuKfrSWJRKJQ0NDZ0Ka96dVFRUIJVKu9TJZs+eTH7/PZPgYBfuvDMCB4fOXSN6wmmhuLgYtVrdqr2AgBEHBwe8vLy61Wlh7NixjB071pQyy3gckUjUrm3r1q0kJiYSEhLC5MmTef/99/Hx8WHKlClERESYtf35559JSEhg4MCBzJs3D6lUisFgYNOmTXz44YccOXIEuVze6hhtHVcsFqNUKhGLxZfttEDzs8uPP/5IXl4e9vb2jBkzhkmTJlnKiIuLY/Lkyezbt8/k1GVsm5ubi6OjI2PGjGHixImWTdvFcJU4LfTCjJIINycXhgQHkpPwJ1tTK3G2dWJ6f3fTYESewUyw1+BbkcJ/ztai1hkQiyXIJLXU1FcQlwe6S3sO73UMBgMN2gakYuklOSwIdD0iuQu+AWP54J57eW6IB8PN3m1ESL2Hs2ziaP4VFYAX0HFQFdiZvpOJn09k4ucTWTxsMXvu28Nz0c+hkCpQSBXd5rAgICDQ9bzzzgQmTlzCkiU309AgpaFBik4nZu7ccA4eXMzBg4sZMsQDhULa7Q4LAtc2MrGMWwfdysMjH2bapmk8O+FZZofN7kGHBZrucGIH3AfJMFDDuV0Xcr2XH82moqgayUhfnEQGJMUpnP2pnjqHSKbvuYN7t0XjdyiZosOF5OeVUR2fxYGPHRnw5s3c8kEEQ4crqM1q7sxgQK/Vo9faYh8SyIR1w/CaNIyxb4xh/KPBCImvBAS6B4MBtDoJuiYXpcvmlVcmM3HiEh57bFaLe6OIu+8ezMGDi9m1616Cg51RKKR92mEBQCKVIlcoTKUnFrT7Ko5Wjnx3+3eM929KQdCeg0GndYrO6bqTa/X/VybToVBomTQph4MH13Pw4HomTsxBq9XTqNZTUaLhlvmbmTjxc9auvZD+ROAqRCwDxwj+ceM8frpvLp9MHsZ0nLi+nzPuNvKem8CTSpHZ2TKgpga1RksNDdQ3aiiuccLHXoS1oy0eegPuKhWF6NFTQ6lSgRhr3NvJCtS3kCKSBOA1ugqDVSV5e6uo+OMcmZN8cfC0wbHlBy0SI5ZLkSikSK0kSGXiFg4LAr2Nm5tbuw4L2dlVfPddMhUV9cyZE9YtDgs053M25uPuSZydrXn44SicnBTU1jaSnFzKtm3peHh49aqTgBGZTIaPj0+vj8XW1rZPOCzQPJa+4CRAHxuLnZ1drzssALi4uHSpw8K+fdn8+Wcubm42LF06otMOCz2Fp6cnwcHBBAUFCUUobRY3Nzc0Gk2HDgtdgeWCdUtbyzrjz/PmzSM0NJTk5GS2bt1KdXU1c+bMMUUbaNn2wIED5Obmcvvtt5stohsxGAxtHuNitivBzc2NmJgYDh06hKura5sOC+np6Rw/fpwFCxbg4uJisovFYuzs7FCr1YjF4h5/9ugpeuydpyVya3vc3HwJUaZwQiVHbOPESOcWDzFWbowKHcRNAY5YZf/B83t2sXznTpbv3MdnmTXoQiYx31OKR+8+93Sak4Un+ezUZ7x2/WuEuAhJm3sdfQN1yiL2n01m3ZG9rI5PZVeJ2lSdnXuOvWmZHC6ppaOMTquOrWL5zuUcOn+I2wbdxm2DbmNK4BSiA6IJcw2zlAsICPRRcnMdWL58BsuXz2DTpkgOHQogLq5pP+qTT47jgw9m8PjjY4iODiA6OgA7u6vk5iPQ58moyCCuOI5bBt7C8fzjZFdlW0p6ACkOo7xxsrNC8kcBJRjQUk7pcT26Gkf8r3dChgFRUSllUgWGAQEMiA4kYMJA/APKaKxTUpZaSW1uKRXDBtB/XH+CJoQQEOWBV6uoik0T4K4jHVG4OeIS4YJrkC3X5iO2gMDVTVqaq+ne+M03Qzh0KIDExCanvRdfnMQHH8zg738fRXR0AGPH+qFQCE7ZVxtSsZQonyieHv80s8NmW1abaKm7KfQmy2oTMrGsUzqBy8fZuZ7o6PNER5/nmWcO88EHv/LQQ7FoNDpOnMjn0KHzfPbZKZYv38lLL+2lqqrBsguBPo8YZA6EePgwJiCEm8LDWDTcnapzGaRV11JqKe8uZHKkdnYEVxdSWFtPoaqGitpq4moc8bIXY+1kh5uhEduqMhJUOjSqAs5WSVEaFHhcFU4LIsAar8keSA1K8n5II/tYHe43+ePgYy2kLbsGKCpS8ttvmWzZksK7705n0KC+sTjbHTz3XDSff34z0dEBfPLJSeLji1CpLr7LWkBAoHvQ6QykpJTz1VcJODhY8dRTTQ69fRGNRkN9fb1QhNJuaWjo3vcJvV6PRqNBLpej0+kQNe/IN9q0Wm2btjvuuIMBAwbw8ccf89FHHxEQENBKl5KSglgsxtPTs1V/UqkUkUjU4THasvVUKpVDhw7x9ddf89///teUAquyspJjx47x0Ucf8cADD6DRaPjpp5/IzMy0bH7V0ytOC0issbX3YVaIL+PCQhnm4UqA2RqQHB+vIKJDQ5jqbECpbqCyoYHKBhEKe2/GRUYyxU2Cs2luTIZC7syowQEE2Smwa9lVHyClLIUtKVt4YMQD+Dn0+Th51zhaqmuKOZOWyJ6iOnKVZcRnZ3M4I4+zyhrOpiXwXdxZfiupoggx1pbNgeqGar5O+Jr/nvgvR3KPEOAYwLIxy1g2Zhk+9r0cUlJAQKDTHD3qx6ZNkXz++XBWrx7Lqh2uJEoKITIe17F5LFwYySOPjGbZsjFMndp2SDYBgcvlSO4RDuQcwFZmy6OjHkUukbMvex/H849bSrsdWYAPbt42uKnyyc4HZUoWReVW6J29CAyzatqiXdtAo4cCsbcN9khB5IxjqAaxlZb6IjVqVQOiaF8cbaVY2Thj5+eEeyunBQEBgW7FIIZafw6mD2JTfCQ/pIVzQuXIvrOD+C4+kq3ZPiR35JELHDzYj02bIlm/fjirVo1l1aqxpKa6EhHhzsKFkdx/fySPPtp0b4yOFhK7XAvcFHqTKTpCR3S1TuDKmD07lWXLjvG3v51g4cJ4Fi6Mx9+/muPH81m16hirVx9j48Z4Nm2KJy7uQiQlgasJa9ycvIke0h+HkiR+z8jhWLmKektZdyCxQmHrzg1ualLy0vk6LoFdBVXUuIUQZi3B3tqZMEcrfCjh27gzfBGXTLLICTsnN4u5vb6N3dB+2Eo01J0+T1ahEyFjnbFz6dhlocPdhm3UtaW3tHX0e2frLHV/dT766Di//ZbJL7/c1ed2N3cXs2aF8s47NzB16hfExRVaVgsICPQQNTVqbr75G6ZNC+Kxx0ZbVgsICLRAKpWiUChQqVSmNA06nc7Mptfr27Q1NDSg1+vb1T388MP4+/vz0ksvddjWysqqVdv2bJeSBqKr2bZtGytXrmTfvn2EhYXx1FNPERoaykMPPWQp7VY6ev7sqK4jLLW947SAFBtrD6ZOms2/p4zgjgAXHC0lgJOLH9eNncdnN89j47ym8s7EUdzqATKzaBzWONj5c+/sEUxws+8gV9+VYSWxYqD7QErrSimv61w+2iJlEcpGJSEuIZeVJqC6oZrz1ecJdw3HVnZVuKz3cerJKy3hSGo1YePn8MbsqSxx0aHNSeCL9HQ2HznA9jIXBgwaxpKRgYS38UdSVl/Gu3++i0ws446IO5gQMIH0inT0hqssZ4mAwF+QhgYpSUnuJCW5895747j//vms+OdEDG6lBN2RQURMKhExqYx/vJhnVobi5X+VTHBUVoLRszIzs+l3gT6JAQMZFRl8k/gNBoOBl697GYlYwutTXqdWXcu3Sd+SVWnMq9BTOOEQYoXriCrO/1ZN0Y/plLnJYJgrpiCNMgniBh2GOi0a9EAjjTViDDoxUmsJEqkEilU0ag3o0KJTa9HUmh9FQECgmzGIoTqELQmj+ffhCXx8Zhi/1brxY+xo/nt4AhvO9ie2xrIRqFRy073xzTejuf/++bz1VjQSiYjQUBciItxZvHg4GzfO45NPZuPpKbyTCAj0FSIji9m48Sc2bvyJefPOERFRQkBANTU1apYv38n99//Mp5+eJCmplJSUcjQa4Z21zyKSIJXZEOBkg4NMggRAaoeNUxC3husoLCkhsagapamBHBdHO1xs5W1stpCgkFvj7WqHg1jc1Fe7iJGIFXi62eMkl9Lkc6DAVu7DXeP8aKzO5If4FPbWihk9ZiiRchn2uDCivw+j/EQciz/GB/FFSPv1Y0SAN/0tu+/LOLnj6meDZ6AcXf/++HpKUBidLsRSxNY2OPWzQWEjbjUvdAExYpkC23AHrO2kF/msBbqa9PR0iouLzWzLlu3E2lrGa69dj0zW/f8jarWaM2fOoFRe+OvsDcRiEX5+Nvz730N45519fPttkqWkR6mvrycuLg6V6iIes91MeXk5KSkpluZeoaysrM+MpbS0lNTUVEtzr1BSUkJaWpqlucfJzs6moKDA0nxJnDiRz223bWblyulMmxaERNL+3UNAQAC0Wi1qtRobGxsaGxsRiURIJBIzm1gsbtNmZWWFWCzG1ta2TZ1er0ehUGBlZdVhW2OqBbFYbNJZ2ow6rVZreQpdzgcffEBqair/+c9/zGxnz55l9erVyOVy0+c0e/ZsHnnkEaZPn056erpZP1czwpXzEghwDGD/ov2sObmGL858YVndJh8c/YCD5w/y450/XpbTwc6MnTyx6wl23buLEd4jLKsFLpl6lGoJlXUBTAwQ4ajwYpS/Ay7iHP7zx5/sDpjHyjtu5PnB/rSX4CHIKYjDSw4TGxNLfm0+UWuiuOP7O1DrLqSYEBAQ6JucO+fGqFEPERX1ED/+OLDJ6F4KD33KFzHvERsTS2xMLM9PfJ6oNVGcLT1r2UXf5Mcf4b77mnb33HMP/PyzpUKgj6DVa7nrh7sY5jmMZ6KfMatbMXkFgU6BLPplkZm9J7AP98B9pA/l6/aRuEOJQ6AbAaOb86aJROBlj925anTx5RSixqDPIe83G/RKK5wiHLDzcMTwQRwFZfUoKaMmo4KC/ZZHERAQ6FbEWvDdz7/mfklszBq2z/uBpz0zeffuL9kZs4avpx9lQVP2IzNOnPAhKqrp3rh794VUdra2cn766S5iY2NYtmyMWRsBAYG+x7vv7iY2dg2rV/9qZl+79hRRUWuYPv0LSkp6d/FIoANkjjh5juD9OSOY6u2AMau23MqWUdH3smnuZJ4c6N3sUCoF/LlzxlgWjAhkgFlHAE6E9R/Ek/dMYLKNHGfLajNssLcLYfm91zEnwBV/o1lqBf7RrLrlHmJjYtg6bzqP+YOtcQ3YKYjrRs8hNiaG2JgYVkcFEN3WbqQ+jR0+t0xkyvo7uOedwXjaSy+khrB2xGbwCGZ/OILgwQ4ozBu2wBaFVwgTd09iwLi2N2QJdB91dXWo1U1zceXl9Tz77G/4+tozc2YIYWGulvJuQa/XU1NT0yMLGRfDykrMwIH23HxzGElJJWzaFG8p6TGMn0tPhdK2JDc3l/T0dPLy8igvLyctLc30XektGhsbe92Jw4gwltbU1dVdUSj8PXsy+f77s9x992AmTeqHq2trl0IBAQFzjI4GGo0GiUSCwWBAr9d3yqbT6TAYDK10paWlPPXUU9x6661MmDCh020NBkMrndHW2NiIRCJBLO7+5fScnBzq6uqIiIgw2bKzs1vZADw8POjXrx8nTpzoE9fRrkKsVqtJSEigtrbj7XBGz9G+rruYZ+uV6EQiEQqpAq1ei1bf9DDaUvfR8Y+IXh9tVr4480XTDnwtrfprC8vj6vQ6NDoNVlIrs0gNlrr26KyuoaGh13Tx8fE9qDNgANQNanIS4mlQqhCLAHtP3ILG8sEwNwY6ypGJRYha9Nfyj974PVBIFTw++nF+W/gbL058kVlfzeJM8Rmzo1nSVn9t0VldZ2m7Pw1wnq+2/cB969cT3W75kuj1+/hfSQ3GwKL19fVt9Nea3tR1xqO7t3V1dXWWVWZ0VtdZOttfV+u6mss57jvvTCA6egmLFs2jvl5KQ4MUnU7M3LnhrFs/F5FUh1wqM/1tyyQyGrQNLPllSavrek+WdyoegCXrMCxZz5LDN7eqN5WSN7mh/xn+PnEif09I4O//+hd/j45utzwycSK5F/Gqr6urIy4ujvr6joPQCrq2UalUrXRJpUlM3TSV/5vwf8wJn4NMLDPTycQybh10Kw9HPczkDZPJqMjosL+2UKlUxMfHX7JOZO+AwtOFAG06hTo3FK72uLmILuic+jNgjhXWJbFsj/6KjdP2UnHzaPynB+AX4I58QD/cbzxP7KOb2Rz9G/s25FLTz/KooKprJP5sIQ3qjif1jMe92KTBX02nVCp7TXfmzJk+r7vYRGTX6epIOZHGf9/4gyUv7mFnooqyzt+SuheRHplEi0KqxUqiRSoyIJNqsZJqsZLokbaIVrdixfVERy/hscdm0dBgvDeKWLBgCIcOLWH37nsJDnZGoZAilYqpra29yOfSxKXoEhISek3X2NhoWWWGoGub3tLV1NT0aV1fQCbToVBomTQph0OH1nHo0DomTjyPVqunoUFLYaGSefP+R3T0etauPWXZHJrPNzExEY2m43zondXlnyvlf//8g0PVDXQUB6yz/XW1rrNUV1d3qr9L0SUlJVnoRIhEYuQSMRJR03yEUafTGZBLJKZ5CqNeIhEjFYuobdVfU18yaVOUBWObto8LIkRIpa2Pq9XpkUukKKRSrCQSs3sIIhG1tUoyUlKQAnKxqGlupQ1M/V1kUbc3dCKJGGW9kpTUs+h0LXUiEIuRyMWImk+s3f5EIsRWYsTN/z9VVVUkJye31lnQWV11dTXnzp27qK4nUSqVFBUVmcrF7r3dTXZ2FZs3J1FZWc9NN4UxYoS3peQvxS23DGTgQHeSk0v56adz6HR/vSg7xrDeen3Tuev1+lbhpwUErpTGRh3ff5/M55/H8eefubi72/DggyP+MmlpBAS6ApGo9QNkZ220kVqgvLycjz/+mDFjxpgW+Y1tLfswGAxmtrZ0bdm6ghkzZhAaGmppZvTo0YwebZ5api2bEVdXV+655x5cXJo3nvUQFRUVZBqjPneA0XHwYpSVlZl0khUrVrwCYGdnh1QqtdS2ojd0BoMBe3v7Tuk629+V6DbGbyTMNcyUq9Oo04v0uFi7EOERYSrRAdFMDZpKsHNwu/1Z0lKXUJLA/pz9xIyMQS4xTw54Of11RG/p6OT3AMDe3h6J5OLh3drXqcgrriI5R03/EYGEOTkiqikgXaWj2GEAy0McsZG0vgC115+ztTMBjgHo0bNi7wruiLiDAMf28/saL6Lt9Weks7oSVQmfnfqMhZELL/u4Gm0NmQWVlKvlBIQOYJqPB4M9PIgwFU8iPDwY4euMl1xKy8eutvprC0HXNl2hO326iC1bmsLLLV06Al9f456c9umov5Zcqu7UqUK2bm1aCF+69CS+vh07m12MU6e82bo1HIClS0fi62tvVt/WcWNiTuLj03TcvDwHXnppCjt3hvLzzwM4edKH4mI7AJ56ajx33hnB3Lnh9Bss4bOTn7F05FJ87H0AKFQWsubkGu6LvI/x/uPNrus9WXSFbiTtFSEq9eC+G6cxLmREK02ERwQRhTqGJJUTcfNSAk+dInDsWAJnzCAwIqJVsbG354/Nm5m1aBGu3u1P5nR03WiJoOsYo+7g+YNsTtrMBP8J3BR2E+625smsjDp7uT3uNu7oDXr+yP4DR4Ujfg5+rXQdIRKJLl0nliC2UmDv5YDLuGACRrjh7CpDbNQ5uWDjpsDa2wE7bzc8BvvSb1YIvsE22NpIEFtbYedvg7OfO+7h3viO9yNgan/8Brnj4ipF4eqIa5gzjt7WSGUKXPt74R3hhJ2TrN0wuiKRCDs7u06dR1/X2dvbX9Qjuy/rDM0vcoKuidqzOaTn11Ps6MAAv0ayD+uwd1fg7ClvDqt9gSNHctmzJxMrKx0xMSdxde3Yoagrqam141xGf5wGpeOraMQeSEtz5bXXJpvujXFx3pSU2GJtLeW556K59daB3HxzOBMmBODn54BUan7+YrEYOzu7Nj+XlnRWZ/w7+ivp2vtetaQv6wwGA2KxWNC14MCBHPbuzcbWVkNMzEkcHXt38c7aWktAQA0BATW4u6sYOzaPfv2qOX7cm4KCWnJzayguVpGYWMLhw+cZMcIbhaLpXdx4/bvY9/niugayk3LYv/0c+04q8Z4VjJ+NjPZiT168vyaM/x9dpctNTeXItm3MjYnBxt78XcOSzvTHNagTXWSCti/rWn4P+qpOIpFga2trpjNYTL7r9XrEzSGMW9YbmncAAhQXFxMQENCq7cVQKpXk5eWZ2RwdHQkMDDSztaSkpITa2lpUKhU1NTXU1NTg6OiIQtF+PIruorq6mupqPUeOFPHzz+f49NM5+PtffE6kK9Hr9VRXV+Pm5oaVVe8uVOp0Oqqrq3F3d2fkSD8aGrR8+mksAwe64+ioQC7v+L2lK9HpdNTU1ODm5oZcbvmE3P04OTnh5uaGTCZDp9MxcODATs07dycNDQ1oNBrc3bsrsXXnaWhoQKvV4uZmSgjZa9TX16PT6Xp9LLW1tcjlchwcOncNUSobiYsrZuXKI/z+exbjxvnzxBPjLGWXRWlpKTKZDGfn9mMlNTY2IpVKW81HaDQak7NOV1JbW0t6ejqlpaWm0tDQgKOjEGPor05NTQ0VFRWEhYWZOYt1xMmTJwHw8fHB29sbKysrNBoN4uaUDBqN5qK2wsJC8vLyuPPOO03PSmKxmPLycg4fPsycOXPw8fFps21BQQEFBQXccccd6HS6do9haVOr1UgkEqytmyKpqFQqRM2pGi6VCRMm0K9f691eQ4YMYciQIRe1GXF0dGTWrFmd/lvMzs6mqKgIZ2dnBgxoHa/NkqqqKmprawkLCyMtLQ2RSISnpycAUqnU9BzbXjEYDMhkMtNzrPGZ1/Jf4MJzseFSn2gFePPQm+j0Oq7rfx0TAyZaVncZsQWx7M3eS1ldGa9OfhWFtOdfAK49ijl6JpvvD9UwOWYKE6QSdBmH2Z5fwy6bsXw+wgmr9rYHdEBSaRKj1oxi9327iQ6ItqzuNhJLEhn12Sh+W/gbE/wnWFZ3kjKOHT/D74U6KkNH8PxAFxxEonYXkQT6FuvWnebBB7cAcOzYg4we7Wsp6THWrj3F0qVbATh+fA2jRl1ZLrjPPhtBTMxcAI4fX8qoUU0OBZZ89tkpYmKajnvixBq0WjGpqa7k5DixYsX1GO9yoaGujBvXtPj7yiuTCQx0AiC7KpsV+1Yw2nc09vKmycraxlqO5x/nlcmvEOjU/oRNd/Pppyd5+OFtiEQQGxvT/o6RvXth3z545RVYsQKmTIHJky1VAJw7cYKYMWNYGxtL2Agh7VBPcCT3CPuy96HVa3n5upctq9tEp9exYt8K7K3sub7/9Yz2bdujVkBAoOepPpNJrk5MlYc9vmXpfPaZFVMW9GfMeCcsl7xWrjzC00/vwd5eTWzsGsLCyi0U3UdFpSOxCeG4RZ0h/6QnlVlOnD3rzltvXXhWjYhwZ+RIH6ytpbz66vV4era3pCggINAer79+gJde2ouHh4rY2E/x96+xlPQ68fGevPde06aLvXv7k5vbNKnl4GDFa69dj7OzgqFDPRk2rI0cMpdFDclxuRzYkcfZZB2TV13PBFdrPCxlvczhrVtZ+fDDfHbiBG4+bb9rCFy7XM50aEdt2qrryNbev8Yd4S2L0abX69v8+cyZM0RHR3dqoaAlRUVFHD161Mzm7+/PlClTzGwtSUhIwMHBgYCACxtnOnLO6E4MBgMvvvgHaWmVfP31La2cLXsKg8VOzd6k5Vj0egNJSSVER3/Ojh33MGGCKQFMj9BXPpe+NA568e+lJcJYWnOp4/jjjyzuuusHDh1aTGCgM2KxCEkbGyEvh6SkJGxsbNp1IDMYDCiVShQKBTKZKbERNEcHtYyo1BXs2bOHBQsWmNmmT5/OV199ZWYT+OthTMcze/Zs1Gp1pyJDffrppxgMBsaPH8/48eNRqVTY2Nig1WoxGAzI5XKTzfh9trTp9XqkUilqtdpMJ5PJqK6uxsHBwTSW9to2NDRgZ2dniqpn1Nna2rZpq6lpes8zOhSVlJQgFotb/R32VQwGA/v27eP06dMEBQUxb948S0krsrKyyM/P56abbmLHjh2IRCKGDh2KSCQyOXYYf27LRvN1teXPHf0L0DtPc1c5z0U/R7W6mo9PfGxZ1aX8L/F/xBXF8fa0twWHhS5Fh0ZbT25pKedKSzlXrSJfVU+1soLk0lKSSktJKq0ku6aevhLpt3txY0ywLxE+ViSfL6LCABe/tQgI9E0yM515771x3H//fF5+uclhISjImYgIdxYsGMzGjfPYuHGeyWEBoL9TfzbO28iBnAP8+/C/+ffhf7M/ez8b523sVYeFS+L66+HVV0Ekgtdea9dhQaB3+DX9VwwGQ6cdFgAkYgmvT3mdWnUtezL3WFYLCAj0Io5Dgxg83JsIsZLUExU09nfA1tkKG0thL2Mlr8fXNQurLHs+fjOa+++fz1tvRSORiAgNdSEiwp3Fi4ezceM8PvlktuCwICBwDRMZWczGjT+xceNP3HxzChERJQQEVFNTo2b58p3cf//PfPrpSZKSSklJKUejubSFz9aI8R0WzMQ5kczwBoXgES8gcM0harGLrrdYvnwXNjZyXn/9+l5zWOASFjl7ArNJf7GIkBAXdu++j//+9wSbNyeZabubvvK59KVxCGNpTV8Zy6WM48svz7BxYzzbty8gIMARmUzcZQ4LAEFBQfj0IWfKL7/8khdeeAE7Ozs2bdrEjh07uPvuuzl8+DB33XUX5eVNjvlffPEFN9xwg5lNQKA9/P398fHxoby8HJVKRXl5OVVVVVRXV5vZmqIqtbbV1tZSXV3dSldRUUFjYyMVFRUXbVtXV9fhMSxtlqlLz549y5EjRzhw4MBVUQ4ePIhSqTQ7h75I7z3RCQj0GrUUVcXz5Pp1XL9mDdN2HOOV2CR2HfyG8Ws/I2rNGqLW/Mjf9iVzGrjS6ZqrApcwZo+M5scbBhIkFpmlgBAQuJq4775b+PHHgWa2L76YT2xsDC+8MMnMbskX878gNiaW2JhYvrzlS8tqAYHL5uXrXuaZ6GcszZ1ixeQVPDPh8toKCAh0J1YoHN3wG9sPaXkR5UolVZaSXubECR+ioh4iKuohdu8OMdltbeX8+OOdxMbGsGzZGLM2AgIC1z7vvruL2Ng1rFr1q5l97dpTREWtYfr0LygpUZnVXTp2OKCg9wNgCwgIXIuUl9fz7LO/4etrz8yZIYSFuVpKBJqxtpYxZowvt946kMTEEr744oylREBA4BLJz6+loKCWUaN8TCm2ugKVSsOKFft45pl97N6dY1ndaxQUFJCamopMJmPYsGGMGjWKRYsW8cILLzBnzhxTqPyCggJOnDjB6dOnuyXag8C1w5QpUxg7diyenp7Y2Nhgb2+Pra0tdnZ22NnZ9ajNxsam0zbjv1VVVWzevJljx45x+vRpTp06ddWUjIyMPu+4IKSHuEyyq7LZnradQ+cPsW7uOmxkXbu36rFfH8PH3odbB95KmGuYZbXAZaOhVqWkoEJJOdD+l1+Oo40tAa522AMX85W8utNDCFzNCOkhzNNDGJkzJ5xnn236m4iM9MTOrudzKHYFnU4PcQkI6SEEBAQEroyK9BxKZDK0/l70q1Hyx8rfqJk4nIFjA4mySCPYG+khVqy4nt9/D6S6WkFi4oVg7AsWDOHvfx+FVCoiMtKrSyfYBAT+ylwN6SHaorLSmuTkpvzRzz13AwcPNoV6l8kkREZ6YmUlYdGiYTz44OU/L5YmFBG76RS8cD0jnYT0EFfC03ueZpD7IBYPW2xZZUZX665VLmcqtGWbp/Y8xfG840zqP4nXr3+93f4s7S1/NzSnfrD83ViMqR6MP7dMC9HSptfrSUhI6PH0EG3lYQbQ6XSUl5fj6OiIlVXbW2IaGhqora3F1dXVFC7YEqVSiVarxcnpQpREgOzsKn79NZ3TpwtZuDCM4cP9THmSLTGOxcnJCbm87TkB41jc3Nza3GVdUVGBlZVVh8coKyvD2dm5w2MolUpcXV3bPAbN+eL1en2HOakvNhatVkt5eXm7Y/n66wTS0mqYMiWc8eNd290ZXlNTg8FguOhYFAoFNjZtz4cbx+Li4tJu2Oz6+nrq6upwdW3f6aQzYykvL8fa2rrNsXT2GAAODg6WVSY6OgaARqOhvLwcV1fXds+3rq6O+vr6DsdSXV2NSCTqcCxlZWXY2tqaFoot0Wg0VFRU4OrqilTa9vN+XV0dDQ0NuLi4WFaZuNhYDAYD5eXlHY6lsbGRysrKDseiUqlQq9UXHYtYLMbe3jIZX9cdo6qqColE0uYxaD7fsrIyTp4s58SJEqytpTz1VFPqLSONjY1UVVXh6up6STnuz5wp5uTJQlSqRl59dT9lZXU8//xE3nij7WuxoQvSQ5SWllJfX29pboW7uzsffvgh//rXv/Dw8GD//v14e7c9N/n222/z5ptv4ujoyLPPPsvNN9+Mr68v+fn57Nu3z0zr5+fHddddB8C+ffvIz88HwMbGhhkzZmBtbc2ZM2dISEgwaxcZGcngwYNNv+/du5eCgtbzz0adSqVi586dZjvkbW1tmTlzJlZWVlRVVZmuAQLm2NjY4ObW9K7QEZeTHsLKyqrd+//VQGVlJdu3b2/1nHc1ERwczPDhwy3NrWgrPcSQIUNMaSA6Sg/RXjHS1u8ITgtXRmp5KltTt5Jbncujox8lxOXCDqbLpURVwjtH3sHNxo3pQdMZ7n3xL45A73N1Oy3Uk56ZRpoSRL5Dme4CYhEU5SfzZ5mSFEUwT4W5IG3nxUqgdxGcFiApqYTff88ysw0e7MGUKVdJaocOEJwWBAQEBPoedZnniE2oJilPRqhLHfsyGxkxLYIxQz3xtZiv68hpQaeTcDJuILKAAnzcK/A0a3lppKW58tFHowHYuTOE1NSmyVCFomkyzd3dhpEjvZkw4UL+aQEBga7hanVaaMm2bWFkZjqTnOzOp59GmeyjR/sydqwf9vZynnpqPE5Ol5a2UnBauHKqG6p558g7fJXwFYuGLWLFdSssJWChWzxscbtpyaoaqlh5ZOVFddc6lzMV2rLNrK9nIRVL+dvIvzEzdGa7/VnaW/5uuMqcFgwGA/X19aSmpuLs7Nyu04JarebkyZMMGDCg3QXCsrIyMjIyGDFiRKsFNyNZWVnU1dURERFhshUVKdm+PZUffjjLN9/cRk5OCk5OTgQEtP1809DQwMmTJxk0aJAp/7QlpaWlZGVlMWLEiDYXPOPj43FxccHf39+yCpoXxU+ePMngwYNbOVgYKSkpITs7m5EjR7a7kJmRkUFjYyMDB5pHjmxJXFwcbm5u+Pn5WVZB82LlyZMnGTp0aLuL/AcOFPPtt5k88EAg4eGu2Nq2/vzT09PRarUMGDDAssrE6dOn8fDwwNe37TkolUrFyZMnGTZsWLuL3kVFReTn5zNixAizRYuWpKWlodfrCQ8Pt6wycerUKby8vNoMp19YWEhBQQEjR460rDKRmpoKQFhY+5sGT506hbe3d7uLtbW1tZw6dYqRI0diZ2dnWQ3Nu9CLiooY0cE8TEpKCmKxmNDQUMsqaP47PHnyJH5+fnh5eVlWQ7MTRlxcHCNHjmzXwSU/P5+SkpIOF6zOnTuHVColJKTt9Q69Xs/JkycJCAjA07PtN5nq6mrOnDnDyJEj23X4yMvLo6ysjGHDhllWmTh79ixyuZzg4GDLKqqqqkhMTGTkyJHtOk/k5uZSUVFBZGSkZZWJ5ORkFAoFQUFBllUAaDRa9uw5yaZNGYwdG8Ty5WMtJVRWVpKcnMzIkSNRKDp+ZtLp9KSlVdDYqGPdutOsXn3MrL67nRaOHTtGZWVlu5+ZkcGDB7Nlyxbef/99lEol69evx929KZaWvb292fXX6LQglUoJDg7mvffeIzQ0lJ9//pnnn3+e4OBgpFIpJSUlhIeH8+677xIcHMw999zDrl27sLe3Z+TIkaxfvx4XFxfWrl3L559/buo/JyeHu+++m8ceewxvb28yMzNZvnw5GRkZuLu7o9FoyMzMRKvV8uKLLxITE0NsbCwPPPAADg4O2NnZUVNTQ2NjI+vXrycyMpLS0lLOnz9vOoZAE/X19bi7uzNq1KiLPltcjtOCwNVDbzgtXL3uLH2AMNcw7hlyD/XaeranbWdT/CYOnj9oKesUsQWxbIrfxI9nf6S8rpybw28WHBYEeoTS4jT+zD3PifJ6GvQXok/odFoqqoqJzUziy5xqStU6i5YCAn2DiAgPHn98jFlpcljQAbVUHN5C/plUKizjdldlUn7mJCmHs2gA9KioSTxA1o8bid9oLPvISy2mHkDXALXJ5MSdp6rYPGSuMmEbRSmpVOQXU392X4v25iXzbDnK8kKqzsSRuT2B6uZRAjQWp1Jxcjvn86Hx4u8XAgICAgK9hI2rI662NjjWadA06nAaHkx4P4dWDgsXQ6cTczY1kNRqByotKzvJgQP92LgxkvXrh7N69RhWrx5DaqorEREeTL/FE/nIZBYuHcDjj48RHBYEBATaZfbsVB5//Bh/+1ss998fx/33x+HvX83x4/msXn2Mjz46zoYNcWzcGE9cXJFl83ZROFvjG+WLr1xKx1P3PU96fDyn/viDhro69n73HSV5eZaSPoFSo2Td6XUEOzct1PyR9YelBCx0BgzszdprKQFA2dg5nUDbqBpVbE7azEC3gcSMiGFm6ExLyTVLY2MjZ86cobq62rKqx/joo+Ps2pXJli134+jYdhQHgY4JC4NRo6qYNGn9JV3PBQT+6qjV8PXXsHTpVB577MpT7FVVqZkz5xuiotbwn/8ct6zuEUJDQ5k9e3aHxdPTk/vvv5+33nqLiooKbrvtNiZPnszkyZN57rnnLLsEwNXVle+//57x48ezYcMGnnvuOdzc3Pjhhx/Yt28fixYt4vDhw9x+++2Ul19w6p8wYQLff/+9yeFtyZIl7Nu3z1TGjh3LunXreOGFFygtLWX+/PkcPXrUpPvuu+/MnMcOHTrEHXfcQWVlJW+//Tb79u3j9ddfp6SkhJtvvpnjx48zYMCAVucslNkEBQUhlUqxsbFp16lMQKC7EJwWrhAvOy8+nf0pcUVx/Pvwv/nyzJcklSaZSnld2yFgqxuqzXTfJ3/Pvw//m22p2/ho1kcMcGvfm1Wgj1FVBekZYNBDVha0uNl2K1VVkJEBBkPTcSsqLBUXwQCoOXMmjgSNI46BQ5jnDsbocL4BQ5kdGsx8UQrP/plFcm0DwjpqD1JZeeH/NzPzMv5/BZrcASop/vHfxG/dS3q62qxWm/4bWVv/x6EfEqk31KLMPE3OL5uI+/AdDr/TXF79jPgtx8kvqEajrYHi3cT+eJKCFPP/j7Itr3D2j33knM1Deern5vav8vs/nmH3P15gX3N/yaeKqc5PpmDH9xx+7TvSC5SoNU0eq3Upe8nZ/AqxZ6Cuzqx7AQEBAYG+hKM3EcN9WHC7JzPvm8hTYRoirBstVd2GSiUjKcmdpCR33normkWL5vPWW9GIxSJCQ12IiHBn8eJhPLsyDGZvA7u+na9QoAsx6NBrVOSWl3GutJQkUykjqbqemuZnDr1OQ72qgtSy5vqKGnLqLvakr0FZV0dJdR0qwLTfRqdGqaoyHStHpaZW2zQWnbaO3Ko6qht1JidNgb5NZGQRGzb8zIYNP3PzzSlERJQQEFBNdbWaf/xjF4sW/cynn54kKamUlJRyNM3fqTYpLcVeX83QWyMYmpeFQ22tpaLXKD5/ni1r1rD5gw9QVlWxevlyDv3yC1WlpZbSrqekBM6fB40GUlKgg8+lVl1LZmUmwc7BvHzdyxgMBlYdW2Upa6XTG/Tt6rIqsy6q6xSW59HHc+O2S0kJ5OZ2+jzK68t5/NfHmR40ndlhsy2rr3mMkSEKCwvJzMy0rDbteNZqtWRkZFBUZL4onpGRwenTp9tte/r0aVMpLi42q//ww3TkcjG33upESspZdDodISEheHl5XbRtenq6qS45ORmdzvyupFarOXPmTJttad6V3lZb465qvV5PWloaJSUlZu3S0tI4ffo02dnZZnaa27Ycc3ttjcdtudO1oqKizbYKhYJhw4ZRUFBgqjt79qxZW5EIfHwUrFw5hJ9/zmfvXvPjpqamUlpaSkVFBWfPnjWLBtLyuCqV+UYOmtsa67Ozs4mMjDTt9C8vLzcbc6nF9TYlJcVUd+7cObPjWrYtKysza0vzTl9jW0vq6+vbbZuSkkJ5eTllZWWkpKSY1ZWVlZna1bUxSXPu3DlTfUdtT58+TXl5OW5uboSHh2MwGC65rSXnz5/n9OnTpigRRkpLS0lNTcVgMHD27FkqWswlGm2nT58mrw1HvdLSUrPjtmyr1+tNbds6bklJSbttWx739OnTpKWlmbWlOR1MW231ej3JyclUVlZSUlLSqq3R1lJnRKfTkZyczOnTp02pB1piOWYnJydT5JCWbU+fPs3//neA2bO/YPz4WkJCxJSVmbetqrqwS0qn05GUlGSqS09Pb3HUJo4fz2fGjC/Jza1Go9Gj07WO1rNxYxzjxq0zK598EmspuyJEIhEGg4G6urp2i06nQywWM2HCBPbs2cOvv/7Kjh07uPvuuzl8+DB33nlnm99RmUyGSCRCr9ebrpsymQyZTIZYLMZgMLSKCCESicwi3nzxxRfMnDnTVE6cOGHWn1arxWAwIJFIkMlkSKVSswV2vV5v2vX/8ssvM3PmTP75z39iMBjQarXo9Xo0Gk2rcxbKhWgdgsOCQG8gOC10EZ/O/pTYmFgm9ZtE1JooU/ky4UtLKQA7M3aa6dxt3YmNieWHO3/ARtZ2uCSBPsr27XDHHU0ulw8+CP/7n6Wie9i2De68s+m4DzxwGcdtBHI4neeOv7031/Vr/b3z8PZh0rAo5mflkN+gptBSINB9/PILLFgAOh0sWgTff2+pELgocsCf8Hk3ohfrKUkxf1EoT41DI66h/7xonER/cvq+h0kvGUnAe7HExDaX9QMx7P+V42/soFPJLjyH43bXO83t1zFp/qOMuOWfzG7ub+ZdA/DxBFxqUNmd5eS/DlNX2PHEmICAgIBAH+TLL+Ghh0ClgltugV27LBXdRmysD1FRDxEV9RC7d18I12pnJ+fHH+8kNjaGZcuufPePwFWIthZlyXGe+WojU9esIcpY1n1O1O5z/F7atMDQUFtM8vHvmblxXVP993t4NK71Io05pRw+HcfHO+I5DphcQatz+PPkNtOxHjmWxd4qQFuDsuQUT20/xa78KnpvX67A5fLuu7uIjV3DqlW/mtnXrj1FVNQabrzxC0qbv1NtsmYNLFvW5NQ/cyYcOGCp6DU+/Mc/2LJmjbntiSfY8umnZrZuYc0aeOIJKC2FGTPg0CFLhYkD5w9w/8/38/WtX3eYhrKzuv05+1n0y6KL6jrFJ5/Ak082LfpPnw6HD1sqrg4+/hiefhqKiuCGG+DPPy0VAs2h/rOyskyLP2q1us1c6AqFAjc3N8RiMU5OTq1C0zs5OeHp6dlmGgUrKys8PT1NxTKU/J9/piGVSpg4cRBubm6IRCJsbGyQy+Wt2loe19nZ2VTn6uraahFGIpHg7u7eZluaQ6C31VahUODt7U1ISAi+vr6txmw8blupGhQKRYfn23LMxvM1Ym1t3WZbsViMvb296VzaGjOAvb2C2bOHc+ON/hw/nsOmTfGmOhcXF2xsbLC2tsbVtSndmJGWY7YMSU9zW2O9u7s7Dg4OpnQY7Y25rbYuLi4dnm9b4ewdHBxM59sSR0dHgoKC2m3r4uKCtbU1NjY2rdKZtDxuW6lDXF1dzcbckrbGLJfLsbW1RSQSXXJbS4zna5n2xHgexmNYpigwHtff379VyhMbGxuz47Zse7Exd9QWi8/KcsxOTk7t/h+JRCLc3NxQKBTY2Ni0amu0tXW+YrHYdFx7e3uzdrQxZmdnZ6ysmiK4tDzfM2dU7NlTwF13RRAaKsfGBmxtbc3aGtsZ27q5ubV7vgDe3nYsWjSMd9+9kY8+msXcua3Tnwwe7MG99w41lYYGLXl5XZ+CzGAwoNPp2i1GByJHR0dGjRplKr6+vlRVVREXF9fK+aArWLduHRs2bKC+vp677rqLu+66q930LJ1h0qRJ3HXXXTz88MOsXLmSlStXMmDAAJMThFDMS0vHMQGBnkbU0NBgSE1NpX///m1ewI2o1WpSUlIIDAzs07qgoKB2c0fRA7qyujJSyi94SG5P3c6BnNYv58O8hnH3kLtNvwc6BeJj79Oqv/boal1DQwOpqam9oktJSSE4OLhP60JCQtp8cYEmz/yMvbtZ8MKDfPL8+wyfOQ/auYl2qr/O6kpKqNu7m/gXHiDihVU4zLj5Eo+rBcrY9F0ChAUxLDKYsFa6agpKsnljTSbj759EtL8r/Zq9lFNTUzse3yXoCjIzeXPJEnRCzqMLFBdDYSFERpLeP4G6CHfwav3/W1yiJD2tyQt5aKQX9nZyS0mPUVysJP24CH65mePHPmPUqE4t87fJO++MZ82aKNLTm16Ejh9fyqhRTfkJ6+vrSUlJISwsrNWLbktMOm8l6Rv+oFzjhW9MDGEeQMkeTnwWS40kiIC7xqI6/AZnk0YTNuV6BowPxtbYbW0e+T+vJyNXTHnYLALlX5NwaDQjZ49j0KQLL3jZb0SR5RKD08QYwoPqSE1NJSysjJR/nKBKFEDgJ/fQ3ygu+Z3kvWf589c6XG334zBrFQNHhWB97lOytq8la/IJpowHJ0f49NOTPPzwNkQiiI2NYcSI1t8BI3V1TccNDw9v86XWyLkTJ4gZM4a1sbGEdZBLsbP9Cbq2UalUpKWlXVSXVJrEI9sfYd3cdQS7tM7PaKSz/alUKtLT0wkLC+vTuvDw8FYTGS0RdG2jVCrJyMjoFV1mZiZhYWE9qkuLi+P9Rx+1NPcN8vOhshL90IGk9Y9HPdgf3Jpye5rJdvUje3MY9vZqYmPXEObiyzdnQ/lPmiN6g5iycifEdnXYKhrwdy7k+qhfWegNzq3nRXnllcn89lsQ1dUKEhMvZIa/++7BPPLIaCQSEcOGeaFQNDX+I+sP5n87n9iYWEJd2s6LS3MO3qysLMLDw80m3CzpDl12djZhYWG9ogsPD0cub/+56arUaSqpLjnDA7uUDB8UwAhfJ0Q1FZxLjedojpSo6yZyY5AcUUkOq2KrmRAVhJ9CQ3ZWJkl5lTgGDGVZVDjOipbH1QOF/PzHMb48U0uhlQeLo/24Mzwce3k1R08msyelktohkUwjlW3JEtz7BXNjuDWN8Qd5K8ONe64fwvQgN8yXEZpo8zzaoKamhpycnD6pe/31A7z00l48PFTExn6Kv3/XTyj3JpWV1iQnuwHw3HM3cPBgU6oZuWMjkS8fRe5kHs3MRG4u487W8lJmCG/Fx1MVHAzt5LfvaXLOnqWmjUh2Hv7+eLbIzdwtnD8PKhWaIcGk9Y9HOyQYnNv+XCrqK6hR1xAbE4uXnRfnq8+zK2MX29O2s37uelysm9ptSdnC37f//aK6X1J+4dEdj3Ji6Qkz3Y60Haybu86kO3j+IM/91nbIZxPnzxN9VsX/ZQbxZnw8taGh0MbCTJ8nJwfq69EMDmz+/wgFp/bPQ61TE18Uzy93/cKNITea7C0n96uqqigoKCAsLMy0YNuWrrKykvz8fMLCwpBKpRgMBrNi3B1fVVVFfn4+QUFBSCQS9Hq9qd5YEhISiI6ONttR3xmKioo4evSomc3f358pU8zzqJeVlZGUlGRms7OzIyAgAFdXV8TiC3viNBoNOTk5eHt7tzsPpFQqKSkpoV+/fq0+IyNlZWU0Njbi4ODGli0pnDxZyNSpgcya1f4zjSXGsfj4+LQ7d1BbW0tpaSn9+/c3Ow8jubm52NratlqkvRRqamooLy+nX79+bR6D5l3fOp2uw0W53Nxc7Ozs2lwE7SzGsfTv3x+RSMQ33yRy5kwxo0f7MnduGBKJmJKSEvR6PV5eXpbNTZw/fx57e/srGkt1dTWVlZX069evlWOFkeLiYgwGQ4djycnJwdHRsU1nmM5gjK7h6elpWWUiJycHJyenNh1QaJ53zcnJoX///h0+h16MoqIiRCJRu2MxGAzk5OTg7Ozc7ljq6+vJzc2lX79+VzSWwsJCJBIJHh4X3jtaYjAYyM7OxtXVFQcHB8tqaB5LXl4e/fr1a/c5qjMUFhYilUpxd2/9vlVXV0d+fn6Hx6ioqEClUrVy1LgY+/Zlc/DgeaytpTzxxFiys7Nxd3dvd42qrq6OgoIC+vXr16ZjT3u8+eYhnn/+dzPb889P5I03LlyLb711MwMHuvH661MwGAwolUoUCkWr47TcJd8Rx44dw93dnSFDhqBqI3JKSxISEoiPj8fa2pqZM2diY2PD22+/zZtvvomnpyf79+/Hy8urTdtbb73FW2+9hZeXF/v378fT05M333yTt99+G29vb/bt28fjjz/Orl27mDlzJt988w0Ad9xxB7t372bWrFl8/fXXANx+++3s2bOHWbNmsXLlSiZPnkxJSQkvvPACTz/9NPn5+UyePJnS0lJefPFFBgwYwL333gvA999/z7Rp08jNzWX//v0ATJkyBR+fprlmAXMSExPR6XRER0ejVCo7dGLIzc0lPT2d2bNno1arTQ6OAtcGWVlZ5Ofnc9NNN7Fjxw5EIhFDhgyhqqqKmpoaQkJCEIlEiMVi07/Gn0UiERUVFVRWVhIWFmayGWn5e1lZGVVVVYSGhiLSaDSG0tJSXFxcOryRabVaektXUlKCq6vrVak7dP4QpwpPUVpXyjtH3iFmRAwhLiGEu4VzY/CFFxwjF+vPyF9V5+bm1u4DCL2lO3GCrFWrWPrtt7w3bx5DH30UrrvOUgXNL0ylpaUd99dZ3fHjlK9ezTf/+x+3zJ+Pz2OPwaRJlipot7+m9BAnDvzO1kYHbPuFs7i/M5rSUtzd3JDLDRSVZHIo6SxfFgWx7IZQotxssW+3v9Z0VpeZkMCDUVHMf+QRvPublnb/2hw92rQb6amnKNvzAY1TRkN0690wR4/m8c03iQA8+eQ4AgLafmnpCY4ezeObtVmQOJjjx9dcstNCXp4DK1eOx2AQsXdvIAkJF16MWjotaDQaSkpKcHd37/B7dUFnTeUP/yEzW49y3OPcMNmZ+v2vcOSIB6J+1zNyqoTir/5Gkuu/GTxhCKEh5n1qjn9KckI1yfrJTBr0Kwe2RxA5Y0y7TguDw5uO6+GRRuKjf7bttHAwl/hYW8bfGMfZr0PxuW0iTorfKL8Cp4XGxkZKS0vx8PBo9dLSks46LXS2P0HXNtVVJRw7spWDIg9qRDKwcaOfdxBPhJpPdh3NO8qkzycRGxPLUM+hZnUt6exxGxsbKSsrw93dXdC1oLd1Hh4ebe7OMdLXdWq1mvLy8h7Xxe3fzxM33sjdTz2FczuTZb3G3r2QmIjhbzGU/roS7S0zoY1r6t6v1fy8uu6C04KvFaeK3ThUao1OJ+Fk/EBkAQX4ulUQZFNDiP9ZohzApnk+Oy3NlY8+Gg3Azp0hpKY2LfsqFFKeemo87u42jBjhTXR060W2zjotqNVqKspLcbdrZHeuAYmtE2P7u+Jo0EN9HjuyNEhsnRjubY265DznC/I4XKslXwvI7VB4hPN0qAtuVk2LDuq6KgrPx7Mnr4EsrYHWU2AKQj2c8LKVczq5kkU3jCDAzppWbwLVOfyek8fmzFJqqmuZNulmpns74K8ATX0VxbmJrM1VUakxgK0n/Vy9udvZgLu7u+l7pamvoqTgHL8SxiRPB8LspE3nW1FhpmuL7tJ5eHi0u0DDleo0lVSXJvDA73DrhEFMD3LDTl1HQUE2+w7vJTfsBsb4WeNcmcWLJ2S8dutwBts3cvb0KX4/V0DdkOtZHuaBi9x4XB0arZKTccmkaav4M0tNRZ09t84axEwPD+w0WXwXe579hQpunz2G0Zzny11JlDj6EjnEj5C84zx72pa7rhvMCLtqcgqL2CcN46lQF9MxGhoaqKysvOj59mXdte60kJTkzpo1UQBs2xZGZmbTApWDq5inNjjg6N72QhM7dxIYf54bRt7N7++8Q/0dd8DgwZaqXmHLZ5+Rldj0DtWSsTNnMmbGDEtz1/Lrr5CXh+7eOyjbuRLdfXdBRISlyoSd3I67Bt9lishp6aCwI20HB88fJNQl1Ez3S8ovPLL9ETPdofOHCHEJaaV7dMejxMbE4mnradJ52bW/QAjAjh0EJRUwNfJ2fn/nHRoWLIBBgyxVfRbT5PuOHVBUhO6u+ZTtfBfd4vtgQOsdr9A0hVLZUMm7f77L5ts2t+u0UF9fT3V1NR4eHq0WYlvq6urqqK6uxt3d3RQquy2nBaPOuHu6N5wWqqqqyMjIgObzk0gkyOVyZDIZgwYN6vD+dyVUVzcQG1vIihV7eeed6Ywb52cpEegCNm2K59//PkxsbIzJ+VVAQADuuut7+vVz4u23p1lWdSnr15/mjTcOkpNTTViYCwUFSh55ZFSfcVrYsGED77//PrW1taxbtw53d3c+//xzNm/ezIgRI1i3bh1ubm58/vnnfPDBByiVStatW8fIkSP57rvvWLVqFSqVinXr1uHq6sq6dev4/vvviYqKYu3atfz9739v5bTw9NNP88svvxAWFsZbb71lsv3555/MmjWLVatW8cADD3D69GnuvPNOFi1aRElJCQ888ACVlZW8+OKLjB49mqeffpqMjAzeeustxo4dy4EDB1ixYgXBwcGsWrWKMWOECIVtITgtCBhpz2mhoaEBtVqNu7t7h04LdXV1NDQ0mHTtOS2oVCrq6+ubdIaOvnECXUZqeSpRa6LYcvcWJvefbFktcDVz+DBZ77zD0m3beO+GGxj6j380hUfsbg4dIvOdd1i6fTsfTJ/OkH/8oymc4SVScf4kP2RVkqSxop+7AxeW09Qoa2spqzUgDhzN4n62+Fm3PVF3pRidFj7ct4+IceMsq/+aHDgAv/0GK1bAG280OSxYTBwArFt3mgcf3ALAsWMPMnp0U/613mDt2lMsXboV4JKcFo4e9SMlxZWcHCdeeWUyBkPTzSo01JXx45smJVasuI7AwMv34G84tY6zRwpIb7iROU8OoOS9F8h2nIjD+BkM8SyhbssyDlr9i7AxgwgJNn/g18Z+RnJCNWlcz60TD/LDpn4MnBZl4bRwA7k+C3GaeB9DTJG6j3D6of3tOi2cTfHj1uc9OPv3zRQPHIPMIRmb5O8v22mhs3TWaUHgyqhTVZJ6dj9fFUOpBrDzJNgvlJcGNO1UNNJZpwUBgb8icfv388zs2aw9cYKAAQMsq3uXnTshLg6WL2+6V8+fD2PHWqpYufIITz+954LTQtiFfJ+NjTK++WEGilEJRIZk0/IMDxzoR1aWE+fOufPWWxecFiMi3ImK8kGhkPLqq5Px9Gw/YlhnnRYAMGih6jQvH6lH7urH4rFB+FrYFo5wR1F6ln8dzqBCJEUsE6PSQYnOkacmjme8mw2uMkBXh7omh7Unsjhb10h5XQUltUrOiT0Z7yLHVmLLQA85jlZivo+X8tptIxjqoODCmRgAJalxsWzOKeP3BgMBIiVqu/HcNyKAie4GVMW5bIuN44DeCj1aqjUynB19eXzsKIbYgUIM6FQUFKaz9c/D/OQ2k6cH+zDVvZVrxLVFG04LrmhpUJfz4y8/kN5/KqP6uRPemM//kqvwcLdDJjHQoGxALLEhZPAwxtqAtWkTqA6NRsmfsdkoQiQknasiM0fEdfdOYAJgXR7PJ2erOVjvyQc3hOFCHfv37uGM2B23sEHM0Sew+He4fYQ79qJKjhUqqXSL5NVBbriaHCOufq5Vp4W9ewM5f96B+Hgv3n//wjtaZKQnw4Z54eio4JVXJuPs3E7EnJ9/hqwsWLIEXnkFFi6E4cMtVb3C5g8+4NcNG0iPvxASfeSUKdz62GNMnDfPTNvl/PRT0+7+++9v+lwWL4ZhwyxV7XK66DSfxH5ClE8UM0Nm8tmpz4griuOXu34x1xWe5pOT5rr4onh+vuvny9K14scfITcX7ruv6TwefBCGXj3Psqap0B9+aIqedM898OqrsHQpDBliKYfmNuX15by6/1WCnIKYGjiVIZ5N2vamVi3tLX83OidY/m7ptNDSQcH4c0tbTzgt0GLsiYmJODg4ENAclcTSMaMr+emnszz99B6OHHkAd3ebbj3WXxnBaUFAoG16ymlBrzewa1cG9933I8eOPcjTT//GwIFufcZpQa/Xs2vXLu6++24kEonJgW7atGl88803JsdevV7Pzp07WbBgARKJhK+//pobbriBX3/9lXvuuces7fTp0/nqq6+QSCTceeedrZwWdDodb775Ju+++66pf2PaAmP0BZ1Ox5133skff/xhcv7T6XQAvPjiizz55JOcP3+eqVOnUllZiUgkwmAw4O3tze+//96mc6FAE4LTgoCR9pwWjM4JLZ0V2nJaaKsYaet3gLZjUgkICHSeCROaFpXlcnjhhZ5xWICmRew33gCZrOm4l+GwAOASMJKlg/2Zoihl/ZEjrDSVk+ysEOExdBrPhzt0m8OCQDtMmgSvvQYSCbz8cpsOC1czDQ1SkpI8SEz04P33x7Fo0XxWrLgeg0FEcLAzgwd7sGDBYDZsmMeGDfOuyGEBQNF/MHYOrsjOHqa8PJnMs97YewbgN8gBiZUC+9BBNOacoza/kIaGFg3rSinPKKampA5rZznIrZAo69GrG2l6BNMBtTTW9MfK1hmbS4oYaQMMZWBMP3TqdM7vPYPq2pjjFgBsbJ0ZFjWPd26ax4Z589gwbVwrhwUBAYGrmBkz4P/+DxQKePvtNh0WLhWVSk5iYtO98a23olm0aD5vvRWNWCwiNNSVwYM9WLx4GBs2zOOTT2Z36LDQHWjV9VQU5pLsNowFk2axYd5NrBofzoKGOLYX1JFe1zyRIbHBynkgj0yfxUfz5vHfiSNYNtCPiIhpvD9rLhvmTefZ4cFEtZtJRg+6QvZk1NAgC+SZ6TP473UDsclMJqWsnNyGCvKrSvi2LIC/TZnJp/Nm8EqoHYOq0vi+DJS6pj7qa4tJyU3jf+frqNW0P8lyzWEwgLaOwqpyzpaUkFiST0JJBkcr3LGV2eBla4uHows39NNy/MxJPj2SwMFasPPvz0A5yM3m7STIZI5MGhfJaHdnWu27bmigAii3scEdERJscbZpRCRSU15PkwOKro7CvFTi66yQ9BvPR8M8rymHhd6mUSOjvMqBWr24+dn0yqitvXAd+uc/J7Fo0Xzef38cUqmY8PCm69DSpSPZsGEeq1bNaN9hAWDePPjHP8DREd5/v884LADcsXw5c2NiCBo82FTuf+ml7ndYgCYnt+XLm1IprFp1SQ4LAMO9hvPydS/z8t6X2ZLS5Lwe4Ng62s5w787rXpr0Ei/98VKHulbccgssW9aU8mP16qvTYQHg1lvh8cfB1bXpPNpxWDDiau3K6hmr2Z25m62pTQ777dHRBH9bdKRvWdfez91NWxPLLX/vaj7+OJadOzP4/vs7cHGxbvNY6enpptD+vYVarSY+Pp7a2lrLqh6noaGBuLg4lEqlZVWHzJoVyhtvTGXatC84c6ZrPs/6+nri4uIuuhja3ZSVlXHu3DlLc69QVlZGSsqFlNK9SWlpKampqZbmXqGkpIS0tDRLc49jXJgDqK1t5NZbNzN5cn8eeWSUpbTLEYtFjB/vz65d9+Hn58jDDwcxd27fSVsgFosZP348v/32G7t27WLnzp3s3r2bf/3rX2aRyMRiMRMmTDDpxowZ08pmbPv666+b2r7xxhv89ttv/POf/zT1JZFIWLJkCXv27GHnzp3s3LmTPXv28Ntvv/Haa6+ZNG+++Sa7d+9m586dfPnll2ZpYkQiEd7e3vzwww+mY+/atYuvv/4aV1fXNu8rAgIC7WNo4XDb3vOo5bNpR3XtITgtCAgIgEsYN42/mRNLl5qV72+azFIfkAj3cIEuJiXFjdGjlzJqVAw//DDQrG7jxvmcOLGUF15oO93JZeE8Crf+PgTZ/UrmN5uIs+2H3tGnKbeynT2Mn4zDL6+R/dNuzjVFvWzizOec/CqPnKxABszxB/9+OBxKQJldQNNeWRVwhPy9zuiqHbC9HN+KoYsZ6JmCfda3HN1nWSkgICAg8FchNtabUaNiGDUqht27TWF7sLOT8+OPd3DixFKWLbty54jLxcrOnbAR89g6OZwbPGwBBU7Wzozp50SJSoWysdGyyeVhMEBNNUVWTiicXRjipEDq1I8JLnWItY1U1Vs2ALDGWmpPP0eQiQFUnM0p4ui5coICnZE1Gf8aGLRQlcC/d3zHtM8+Y9RnXzLl68P8GTiCYX4eRKpzOJocx5zjVtw57262Lp3LIx5Ksv78lffPQ1VXrHwbMY7lRCWJtQpmhPSso81fgcIiNzZvm8KBegUVlpWXweHDAabr0P79F9L2ubrasH37PZw4sZSHHhpp1uZqZW5MDJ+dOGEqke2kWuzL/GPXP5CIJLw7/V3LKjOMupXTV1pWmdFZnYBAd/PRR8cpLVVxyy0DGDbMC6m07ft4XV0darXa0tyj6PV6amtrTbt7e5PLHYubmw0TJwawcOFQvvjiDPv2ZVtKLhm9Xk9NTc0lj6Wr0Wg0ve44YaSxsVEYSxv0lbHU19ejVqtJSSnn+ed/Z+LEAKZNC+qxNLyOjlaMHOmNlZUEX19rTp/O45FHdphKXFwRO3em88gjO3j22T1UVLT5UtRtODo6EhUVZVZCQi68s7alMzoQODk5ddg2JCSklQ3Ax8enVTujrrq6mldeeYVPPvmEb775hm+++YZffvkFtVrN0qVLmTatKTqGXC4nMjLSrP3QoUO7La2RwOXz0Ucf8eSTT5qibbQkNjaWJ598kieffJLs7PbvUSdOnDDpjOV///ufpUygj9P2U5+AgMBfC5EIiViCQio1K1YSMVLBYeEqooS8b17j+LtvcfJM05z/haozVOz4gM//9i1Z2ftJXPklp97aSaGmCvK/Y//9qzj5c1zzQnwTRV8s5dRPP5OakEn1oS/5ZeI7nD1biHH/QGNxKjnvTOTonrMUdNIZ/513xhMdvYRFi+ZRVyejoUGKTidmzpxwDh1awqFDS4iM9EShkHbtAoNIjL2PI85+Lpx8PxW/EeG4hXrS9PW2A/F4Rn76LkEuseQ8G8366OYSk4hh3A2MfHoGvhJ7EI1j5OPWVO3/Nz9HR7M+ejrro5+g7MapuI4Zhsvl/L2IpbjNuJXAG+bj07vv8wICAgICPYhMpmXmDYc5uHYA90Qv4dFHb6KhQdp8bxRx992DOXRoCbt23UtIiAsKhbTdSfseQSRCLJZgJRY3O7TWUFJbwdYkF24IcqS/k3lo0svGYICaGs7LraizscFDJEMsdsDPsQaVppEKgwcD/IJ5c0wj3277jtvWb+PjYgmeURO4xRFsxVCRnUScspF836Hc7iTCTnw5N+irFJEUHAfx2LSb+WnhzaydOpzpBkem+DvjZStD1VBPnUZDiF8/Aq2scJI6MMTLiwFe9mzNyaPuUsJ52tjgDngplRRgQEctpUorDHprPG0vjGVBmBQfSRV/ZPX+hPS1hsEgQqeToKcpscrl8n//N43o6CU8+eSNpuuQXi9i8eJhHDq0hK1b78Lf36H3r0NdiEQqRa5QmIpYfPWcl7uNO1vu2sJInyYHErlEbimBS9B52Hqw9e6tF9UJXGDlDStR69S8uPdFy6prDqVSSVFRkal0p5OAUtnIV18lkJ1dxciRPtx4Y+sFMYHuwcXFmpiYkfz5Z26XRVvoTcrLyykqKqK6uhqtVkthYWGnQuYL/LVJSChm+/amCBT33DOEkJBLCqfapWi1etRqralcf31/hg3zav69KU3CXxmDwUBjY6NZkclk3HbbbSxevJhhlxjJSqD32bZtG+vWrWP//v2WVaSlpbFu3TrWrVvXboSlEydOsHHjRn744QcaGhpobGzk8OHDfP7552zduvWSU2gJ9B5Xz1uZgICAgMBFsMHOUYq2vpL0U5lmNfVF6ZSd2YPOKxSZTENDZh5VGaU06DVQX0B5yXHS9p8i70ShqU1D3hmqCwtR1tShUWZRVHCQs9vPUJFeCYC+UUV9xhEqS5U0dDBvkZfnwPLlM1i2bCZffDGMw4cDiItrCjD85JPjWLVqBsuXj2HCBH8mTPDHzq57JsmkXuG4TF/C+H88RFR0MG6uxrzWEsAZx8ho+s2ax8Db7yDijuby4J1EzBlHQLA7Vkbd1JmE33Enw+64g4g7FhBxx0MMvW04XkEOmI88EL87byD0zijMXnPsw/CKHEPk9ECTSe4+Av95jzLmxaeIHATW7YbMFhAQEBC4FkhLc2X58hm88c8x7PkplFOHA0hM9EChkPLii5NYtWoGf//7KCZM8GfsWL8+mF+4mnNZWfyRXIpo8HCiXW3x6ipnQwOg1dIgFqOTiJEjAqQopFp0Bj0aVTUFpUV8XSQmKCiU2RGBDLVpoKoggyMVehqUOfyeW0+ZyJmJQZ54S/lrOeGKRCCzJ8jDm9H+IcwMG8CDo7xQpmWRWllLlVSKVCymvKaGWr0eLRIatBrqG+tQiMXNDp2dxNYOVzTYV5YSr9KjVhWSUiWh2tDstIAIpPZEBPvQX1xP2dlUDqug4a89x9pnSEpyZ9mymSxbNpPvvovg8OEAkpPdsbe34rXXrmfVqhnExIxkwgR/Ro3yRS6k9egzyCVyRvmO4rkJzzEjZIZltYmu1glcYJD7IGaEzGCC3wTLqmuOmpoa8vPzTaXBLJ9i11Fd3cCxY/l8/PEJbrllIDfdFGopaYVCoUAu7575g84iFouxtbU1C5HeW4jFYuzs7K5oLCEhLjQ26sjNrbasuiS6YixXQklJCfn5+ahUKqRSKQUFBb3utCCTybDuI5M9wlhaU1ysZvfuHM6dK+PDD2fi7m5rKelRbroplPffn8Fjj40xK88/P5EPPpiBq6uNZZO/FE5OTvzrX//iww8/bFUGDRpkKRe4CggKCsLV1ZWqqirS0tJMjjmFhYXk5eWhUCiIiIjAxqbt7/53333Hl19+iY+PD++//z4ffvghd955JyqViu+//77XI/8IdJ4umlkSEBAQEOh97HCKHI9LgBeGxP0U1xjQ6ICGQqrySigscGbgvGE4OdvQaumjvwfi2gzqk+MoLLGsBBQyGOiLJOcYlenZlDf5LXTI0aN+bNwYyeefD2f16jGsXj2GhAQPQkNduf/+SO6/P5JHHhnF44+PYcqUCwv43YadD7aR0xn92O30D3bGttXchh1OI2cQdv/jjHncWG6i/2AfzB6HvEcROPfeFprHCY/0wKFVxGNv3KdE4Xd9OA4tzdb+uIQMJCTKu4XRFYfB1xG88E6C+4FVq7EJCAgICFwLHDjQj40bI1m//sK9MTXVlYgId9O98dFHm+6N0dHt5RTXYzCoUanU1Naqqa1VUVRUzfHjNZSV6ene+VgDNJZxOjOD/dkVlEicGT8ikGArGV02rScCrKxw0OmQabTUoQdDI7VqK2RiCeKGMrKK8thS5cKEwSN4cMww5nrJkVRksz67koLCVPYWVHC8qJTzpTlsLVKRW5TOseIKUpSXEEXgmkCBi6MnkyKDcSo/x/6MLE7Wy7F3dCZQmcwvyWfYGB/PhsxyErQO3OPvgN2l7KKXOxHiqKC/pIxvT8fzxekkErHHxtGd/i2eZWxc/BnsZI1vQz6b0ksp0uj4q/1PdBkGCdQGsDctgo3xkfyQHsYxpTN/JA1mc3wk23K8OHeRgBZ79waycWMk69aNMF2HMjOdiYz05P77I1m06MIz+tixfpbNBfoQc8LnMNp3tKW5FV2tE2hinN84ZobOtDRfc3h7ezNixAhTcXTsnlDpf/yRxUMPbeXHH+9k3LjOXXtCQ0Px8mraENFbWFlZMWzYMOzt7S2rehyFQsGwYcOws2s1OdFp1q2bS25uDStWXFnuSmtra4YPH46tbZc9IV4SAwYMMPvejhgxot2Frp7C3d2dAQMGWJp7BQ8PD8LDwy3NvYKnpydhYWGW5h7ns88ysbV15eOPZ1tW9Rp//plLVNQas/L4479aygQErgk+/PBDbr31Vnbt2sWiRYtobE4/uXr1at58800CAwPZvXs3gwcPtmzaLsuWLWPfvn2sX78emayLIkMKdDuXMCMhcNlUV0NaGuj1kJUFZWWWCgEBAYGuwTcSV08X+lXsJSFdTZ3agL70FJX5Sgp1tzFwiAjrtt7TPCcRFG7AQZ9A0oFSGgwWIWbljuA3l8GDclHnpZAZX0VHayIZGS68//44Fi2az8svX4/BICI42JnBgz1YsGAwGzbMY8OGeQQGOls2FRD461BRAZmZTYuA6elQ2QlvIAEBgasSvV5MWporb70VzaJF83nrrWjEYhGhoa4MHuzB4sXD2LBhHp98MhtPz44nmvWaRhpKi0g4U8TZtHKyckuIi8tl7do8UlLU1NQZ0JWVQXZ20/tHalrT+0iHiEAiQabXoddqqdc1XZo0jY00AHqxGJlBh15TS25+Kr/E5ZKBCyPHDmeKHdh05VulSAQODvg31mOlUlGg06DTVpBVZY9CJsdGqkGj1+Pj4oKLRIwcBb6OTvi5WBNbXEppZR1QRUpxGhtOJrDxfC3p5xPZk1vC6eqOnl6uBSRIpLb4O9niKJcgAZDYYuUYzLxwAxUVpSTU2uDp3Z/H3Uv4I+4EHx45wsYiA5Xuw3gyxA6ndiNmyLC3tcHTyQa7Zt8ScGaovy9j+0s5mXCMjxKKMPj6MzLQl0CRBLHMlgAnW5zkbgz392VssD2J2QWUaXU0TUEJXDJ6KVSF8vOZUaw8MoE1iZH8XuPGTydG898jE9iUEsApYy63FtTWyklM9CAx0YN//nMSixbN5/33xyGVigkPb7oOLV06kg0b5rF69UxcXHp/x6OAgEDfQCQSmZXu4OOPY9m5M4Pvv78DFxfrTh+ns7rupq+Mgy4Yi0Qi5oknxjJ8uDcLFvyARnP5O1OvdCxXguX3tjfH0pK+Mg6EsZhQKhu57bbNTJrUj0cfHY2kKQ9en2DMGF9TKl1jeffd6ZYyAYFrAolEwmOPPcYzzzxDZmYmM2fOZNq0afzwww9MmzaNtWvXYm3d+WcEmqP+SKXSVlF/du3axbRp08zKypUrTfWPPfZYK9ujjz5qsmVkZDB9+vQ22z7yyCOt+k5JSTHVp6Wltap/+OGH//IpX1oiMgifRvfz7bek/mMhUYsb2fKdjMmPvAPLllmqBK5ispKSWDpqFO/t3s3Q6GjL6m4jMzGRpaNG8cFvvzFkwtUbljAzIYEHo6L4cN8+IsaNs6wW6IB1607z4INbADh27EFGj/ahIXEbebu/5g/pa8y7MwDb5I84G19GluvD3HpvP8SiI8T9/QAVGl8CP5pBYO7X/PhlAOHXybHNOE/ymmqC/3wGw7/HUei4CMfIiQSIDvLDpv7Mf1pH/ntJVOn88HlhEIY3osiadJTw6FH8sfsUS5duBUAu16HTidHpLjxIHD68hJEjfZBIRNdMLtzu5tNPT/Lww9sQiSA2NoYRI1pGZ7g8zp04QcyYMayNjSVsxAjLaoGe5JNPOPrvx5l0n4bYz+UMff0zWLjQUiUg8Jclbv9+npk9m7UnThDQR3YlXSorVx7h6af3QPO9UasVo9c33RsdHKw4fHgJoaGul3RvrM8rI2PzIV79HfpP9WHoIBmqbCWbN4t58MFABl3viv///kv8J88y/9am60vo6i/h9tstu2qBHsjisx/OkCXzJmryWObZNJIX9yOPFvswIGAAbw+QU1d6hqU/VDHi+mHMHOTHQLH4ol7wlblxHMzK5CPpdawf7oSftQTqc4nNyuL/jkp57bYRDHVQcMFVQwdks+b7eLKtfBk1Ppwb1Gd4YHMFo2+I4iavOvJTU7g1xY2fbhnOKAcFpalH2Jl6jh+db+bz4Q54WonRA/VV+aQn7OE1rueRgT5M81DQh+YhuweDHo0eJOLmSfpms16vQ2dosklEYDDo0ZqcVEWIRSJk4o4+HAN6vQG9AcSSFv/vBgN6gx5N86yCWCRGIhIhFlmMpTn3rMYAspbtrwFef/0AL720Fw8PFbGxn+LvX2Mp6VoMYjR6EXog57wP2/ePod/8XYyyq8NTZEAi0rf6nu/cGcK8eXcBoNFITNchDw9b/vzzAXx9HS7pOiQgcDVzudOgHbVrq+5iNoPBYPa7Mdey0d7yd52uKX+58Wej3mhPSEggOjr6kvM1FxUVcfToUTObv78/U6ZMMbO1JCEhAQcHB/r162dZdVl89NFxKirqGTPGlxtvDLGsFuglUlLK2LEjnYyMCp54YhxBQcKGE4Frj5SUcj766DjBwc7Mnh1GSIhZctdeIykpCRsbGwIDA1EqG3n77cNUVNRz443BzJ0bjsFgQKlUolAoWu0er6ur61QqlGPHjuHu7s6QIUNQqS4Spqt5Qbm30/F0F3l5eRw6dMjSfM1gb2/P9OnT0ev1nX5OSExMRKfTER0djVKpbPOZxkhubi7p6enMnj0btVqNVntlMfXS09P59ttvef/999FqtcybN4/Fixdz3XXXWUrN+PPPP9m4cSO7du1i3rx5iMVN7zWjRo3irrua3oMAfvrpJz7//HPS0tL4xz/+gUQi4ccff6S0tJQ777yT5cuXc+ONNxIbG8u9997LRx99BMC0adOIjY3lvvvuIyYmhsmTJ6PT6bj11ltZtGgRwcHBvP/++/z8889MmjSJ8ePHk5+fz/vvv8/cuXN5+OGHEYvFfPzxx/z8888sX74cf39/jh49yh9//MG8efNMtr5EVlYW+fn53HTTTWzfvh2RSMTQoUOb5hUkEtPnLJFITE6CLX+m2Xmk5c9GLJ0KTRq1Wk1CQgK1tW2447dArVZz5syZPq9TKpWWVWb0im7KFPxXb2T39zYMf+a9DicMO9VfN+gaGhp6TRcfH9/ndZ25eXeGzvbXWV1n6Wx/ndXV19d3qa6zdLa/+vp64uLi+ryurq7OssqMzurMESH39ME+dBCG34+grM6g4JwVBnV/+l3nSHx8B/2Jg/EeE0zYraX8/vzX1OSWWypAEknYfA/sQoo4sC6BzFJQt/Es0tgoQacTMWdOGHv23MVHH40gJMQeKytJu5OhnT3frtbV1dX1aV1nMfZXX19vWXVZdLY/Qdc2KpXq4rqbb8ZmxUcM+UKK4u3PYEb7OYQ71V+zLj4+vs/rLpYLV9C1jVKp7DXdmTNnelzXWYz9qdVqyyozektnpLGxaaHw7rsHc+jQEnbtupfgYBfTvbGz/WmsJSgHOPDio374o6K8RIXC34ngYCeiopwIdZXhcMcdjHzyXXb9aIv/R5vg+ustuzFRW1vLmTOJqNVuzB3sjr0hnRe+Xc/ETV9za5I9IwP6cU+wMyWVtXxz4BTHlKn8Z98OFm7YwKT165m08QsWH8sntqppcqypv4ufh05TS2nJCR779ktuWL+e6PXrif7mZ2YcLiC/3pObB7tjr0vj+R++Y9aORERDhzHc04N+jv6E+gbxrOI4r/7Y1Pb22BK2GQbwADk4ivTIJBKsJBLkEjEysQixWIJU3LRYX1tbS0JCgincZHtctTqRuMkpoNlhwajTanXIJGKkzc4MYrEEefPnZCUR06BStt2fCRFisZj6OhVJLXXNfTX1I2n6vI2fc2ISBp22aSyipvZWFg4L7Z6HBTU1NT2sU5H8ZwofvfEHS1f8zp6z9VR0fIvrOUR6ZBIdVhIdcokOmciATNr0s1xs7rDwf/83jejoJTz55I2o1VLUail6vYjFi4dx6NAStm27Gz8/B9N1qKamhsTExItOdl8ruurq6l7TJSUl9XndxSadBV3bVFVVkZyc3GW66upqzp07d1Hd1YZS2chXXyWQnV3FyJE+l+WwUFFRcdH5l+5Gq9VSXFzcwf2k5+jKsYSHu3HHHRFotXq2bEkhObnUUtIhWq2WoqKii15vupu6ujrK+kjE47q6OsrL25hn6wX60lhUKhUVFRWW5m4nIaGE7dtTAViwYAhubuKLrj/1Fo2NOtRqLTpd+wvH3Y1IJEImk6HVatFoNNdMqaioICUlhaNHj3L06FHOnj1LRkbGNVMKCgpQq9XIZDKzxeK+jFgsRiaTmRawpVJpK+ecthg3bhyLFy9m9uzZaLVaGhsbOXz4MJ9//jlbt241OWwcOXKEAwcO4OLiwuLFi3nggQcYOHAgqamp/PTTT5127DAyYcIEJk6cSHl5OevXr6e0tJQJEybwwAMPsGTJEu677z4cHBzQ6XScO3eOn3/+GQCZTIZcLkcqlVJeXs66dev6zP2qM1RUVJCZmWlpbkV5eTlpaWmW5laUlZWZdJIVK1a8AmBnZ4dU2irLeSt6Q2cwGLC3t++UrrP99aju3DmUm75kz+EEAsVyHIKDIbD9/O0X7a+Za0VHJ78HNHuGWYZzaYue1lWVlrL1s8+48b778AxoL//wBa/6i/XXWV1lSQlbP/uMGQsX9uhxjXSVrrKkhC1r1jBr0SI8OuFNdrH+jPwVdKdPF7FlS1OIoaVLR+Dr64BIZoVBJ6H+8BbEzjVkZVuhdwlj0HUhWAH29tWU7syjXu+A86wQnGsSOHvGEbfAfngP8kJirab6j08pScyg3usGXEL64Sg6z9l4JwZGh+DczxmdKpvKA1+TG5uD1eil+Ib64uUhJTzclZkzQ0xlzpxwrruuH/7+Dri6OrV7Hi3p6Hxb0ls6BweHLtEZ/9460p08Wci2bamIRBATMxJv7/bzZHb277esoICta9cyNyYGV+/2Izd0tj9B1zEd6uLiKPvqW37/M4l5cmtcwsPBr+P8rR3214xIJOrzOjs7u7+Uzt7e/qIviH1ZZzAYekVXlJPDnq+/Zm5MDI5ubpbVJjrbX2/oFAopERHuZvfGuXPDiY4OwM/PAVmLUPyd6Q8AiRi5ow2Bge44uMiwNmioLGrgbIU9c6e74OogRRIbS+nXmzlw/BwDZVYoBg6EDq75YrEYOzsnHGytsbV1wNPeicGenkT6B3JjPw8G2FshMYiQSBWE9utHlI83wzw8iPDwYLCHB0M8vRnkaIVj8/k09WeHWCxGLJFgbeNMgIsrg+xlyMUiEEmQymzwcnJhkKcnEc19RXh4MtjDnRFOdrjaWWNj54CnvQtDfAKYEhpMpKMVTjIZVnIF/vYKHB08CXfzINK3H+P9/bjO3QZH+6bjAohEYuQKezxcPIlwVJjGZ/z77fBz7ibdRf9/+7jOYDAgFouveV1NYjZpRWrKHe0J9Wkk66AWR29rHN3lWO4xO3Agh717s7G11RATcxJHx44ddrqSqmp7UrP9cRqUjq9cgx2QnOzO669fx86dofz880DOnPGitNQWe3srXnxxEvPmDWDu3HDGj/dvjrBw4fyN16GLfZ97UyducX1pj87qsLhedcRfVSe6SAjevqxr+T24Up2hOcpBWzqDxe7Dzur0ej0SiQQ7u9ZpoVpq9Xo9IpEIW1tbszq9Xm/6ubi4mH79+rU6xsVQKpXk5eWZ2RwdHQnsYM6ypKQEKysrnJycLKsuicJCJbfc8i1PPz2BmTMv3WGB5hDLBoMBR0dHy6oeQ61Wk5iYiLOzMwqFwrK6R2loaCAxMRFXV9cuGYuDgxWzZ4fxySexVFer8fNzwNGxc/3W19eTmJiIm5sbVlZWltU9RllZGXl5efj4+FhW9TilpaXk5+fj3cEzeU9RUlJCQUFBnxlLYWEhXl5ellXdRk5OFT/8cJb09Ao+/vgmbG3lZGZm0tjYiLNz70cVKS0tRSaT4ezsjFwu4YYbgpg7N5yBAy+8Ezc2NiJtI+y9RqPp1KJrfn4+tra2eHp6oumEc5FYLEYikVBRUUFDQwNqtfqaKGlpaSQkJJgcZwIDAwkMDMTf3x8fHx+8vLzw9fXF29sbb2/vq84WFhbGyJEjsbe3R6vVduq7QfPfpcFgICAg4KKOcDU1NVRUVBAWFoZOp+v0MdqisLCQb7/9lvfee4+wsDA8PT1JSEggLy+PyMhIXFxc2n1WA/Dz82PWrFmmkpqaypYtW0hJSWHhwoVIJBL27NnDqVOn8PDwYNGiRUgkEnbv3m1m++qrrygoKGDo0KHMmjULgE2bNlFQUEBkZCQjR45kw4YNGAwGbrzxRoYPH05JSUkrm4ODAzNnzmTWrFkEBAQQHx/Pzp07ofkzPnPmDCUlJXh6euLp6cktt9yCWwdzX71BVVUVtbW1hIWFkZaWhkgkwsPDA5odSozPp6I20jIZ/69kMplJZ9Ra/mwwGJBIJNja2grpIXqEo0fJ/fe/eXDbNt6aMoXhy5d3uJtS4OpDSA9xZQjpIS6f1ukhfAHQFGdStm4ZcZlWFHvdROD1N3DdVONiaDvpIa4fScR1AWgq0inb+gi/v3oU/ay3GHx3i/QQ/zcej/6O1KX+Ss43r7Ln1eN4vH+M0fNHEdS+34zAZSKkh7jG+f13kt57j0d37mTt7NkEP/UUTJxoqRIQ+MtyLaSH6H4aKM0uISGhmtgadx6c44aLgxR+/ZVTH3zA83v3snb2bPyefRbGjLFsLCAg0A7VcRnkiGQoXa1xL8rks3UKZi3pT9QoxxapTJro8fQQLSgrdybubDCuo85w/ogvVecdOHPGi/feu/BOFRnpybBhXjg4WPHKK5NxcbE260NA4K/G5UyDdtSmvTpLu+VKBpNxAAD/9ElEQVTvLSf1DS1SRRiaU0MYfzeGczbaje2MCwMGg4EzZ84wceLES14o6M30EDk51URFreHLL2/hxhuDLas7xZkzZ3ByciKgg0083U19fT0nT55k8ODBV+zIcaXU1dVx8uRJhg4d2qWOHHq9gX/8Yxe1tWrWr7/ZsrpNVCoVJ0+eZNiwYTg4OFhW9xiFhYUUFBQwcuRIy6oep6CggKKiIkb0gXmY/Px8SkpKGD58uGVVj5OXl0dZWRnDhg2zrOo27rnnR3x97XnrrWmIm9OjJScno1AoCAoKspT3OC3TQ7SFoRfSQ0ilUhQKBSUlJabd4dcCycnJHD161LTDe8CAAYwdO5aIiAgUCgVKpRIbGxvTgv/VZlOpVGi1Wjw8PKivr0fbyahNvZUe4vnnn+eTTz4hLCyMP/74AysrK5577jk+++wzIiIi+P333y/JEe6ZZ55hzZo1DBo0iH379iGXy3n66adN/e3btw+ZTMZTTz3F2rVrGTx4MHv37mXmzJmdTg/x3nvvsWTJEhISElrZLNm4cSPLli0D4Lfffmt1DRaLL6RR6Cu0lR5iyJAhiMVikzMTzWM3jr/lz8Y6488tnRmMdS0RiUTXVCrJvsvYsfDWW6BQwP/9n+CwICAg0O3I7GzwnjSaumInPP0C6D+85e5tGxTebtj5OCEXScHKFQcPBxS2TQ+6MhcvvO9/ibAxk/DxccHaVoHUxgUXHzukzTsUbcKG43fnMiIGD8bN1Rr5xaM0CQgIWDJ1Krz0Ekgk8M9/Cg4LAgICl4EC9/4BTJkzhGfu8WpyWACYOROefRasreHttwWHBQGBS8RxWDBDIz0IR0na6So0QQ7YOsrpa8v9VnIVXk7nkaU5sfr1SSxaNJ/33huHVComPNyVwYM9WLp0JBs2zGP16pmCw4KAgECfYN++bB5+eBubN9/G2LEdR5oT6H2Mi7p6ffuLVn2NlJQUTp06xfnz56mvr+fUqVNdlppT4OrH+F02frcFBFpiZWWFTCajoaEBW1tbtFot4uaUBZdq02g0vWrriqg7PcWyZcv4/vvvmTZtGuvXr0ehUCCRSHjsscd45plnyMjIYMaMGSQmJlo2BeDDDz9k6tSpPPjgg1fkOGFJRkYG06dP5+zZs5ZVFyU9PZ1p06YxdepUtm7dalYnbl7w37lzJ9OnT2f69OmdSqPwV0BwWhAQEBC4FrH1hPHPMe+Hj7lx6fUEmEU3G0r4c4uJemkWPnIn8LubKTHXEzTCGIrNDhhP1MYfmPLMbQwYGozj0Nu45fkJOPsY0xN4Yh9+B9efOMGUuyPw7bkobgICAgICAgICAgI9gAKFszu+o/2QlhRQXldHtaWklzl8OICoqBiiomLYt6+/ye7iYs2OHfcQGxvDQw/1/u5SAQEBASNbtqSwc2c699wzhHHj/HF07PyOSUt8fX1xcXGxNPcoMpmMkJAQrK173ylMLpd321huv30QYWGu/POfB9BqLx7RQy6XExoa2msLZq6urnh5eeHv709QUBBeXl6tdqT3NI6Ojr0aFaQlTk5O+HciPW9P4OTkhN9F0mR2FQ0NWlas2EdkpCfz5w80q/P29u5zYdmvRdauXcsTTzzRquzevdtS2msYIxnJZDLT4r8x2lFbNqlU2q5NIpH0qq0rF++7m5SUFEpKSnBxcWHQoEGmHfj+/v7079+f+vp6Tp8+3W5kkKioKEJDQ/n999956qmneOKJJzh06BCjRo3i6aefNkUHueWWW7jrrrsoLCzkmWee4YknnuDw4cOMHj2ap556ColEwrJly5gwYQLHjx/nn//8J7Gxse0e14ivry8rV64kICCA77//nieeeILXX3+dkydPMnHiREJDQxk7dixPPPEEIpGIDz74gCeeeIKPP/6Y4uJiFixY0OvPNH0FwWlBQEBA4JpEBGIpErkMsUSMeWQhMSKpBLFUgoimvNJiqRiRmYexGLFc3qQRixCJJUikLftpbmdlhVgisuhfQEBAQEBAQECgr/HiHy/yaeynluZWvPDHC3x6sut0VyPlqVkk5xaSbW1Nf19fxkkKKSlXkdNzmR865LnnphEdvYQnn7wRtVqKWi1FrxexaNEwDh1awrZtd+Pn54CVlQSpVJj2ERAQ6DscP55PWloF9947FIXiysKLu7q6YmdnmbSnZ5FKpXh5eV1SuOruQiqV4u3tjVwut6y6YqKjA5g8uT+lpSo+/zyO4uKOF29kMlm3jaUzuLm54ePjY1Z622nB1ta2zyyK96Wx2NnZ9dhYGht1fPNNAv37OzFunLmjhLOzc6+mMvmrsGfPHk6ePIlWqzUrp06dYu/evZbyqwLLcP45OTls2rSJdevWsXHjRlNkAEtdT9muFmbMmMHChQuZ0EYK9ODgYBYuXMjChQtxd3e3rAZg3LhxLF68mDlz5qDX69FqtURFRbFo0SLmz59vcoIw6mbPno1Op0Or1TJq1CgWLVrEvHnzEIvFzJkzh0WLFjF27FgcHBy49957TccfN24cLi4uJltYWBgALi4uLF68mPvvv5+QkBC0Wi0ODg7cd999LFmyhAEDBhAeHs7ixYu57777cHJyQqvVEhQUxMKFC1myZEmPXQv7OsLbq4CAgICAgICAgICAgIDANYpKo+LV/a/ybdK35FTnWFabMOo2J23mfPV5y2oTndVdzSgk9RTHnufQJ/Ec25XICVtnHB2t8brEtReNRsqfJ4ZyutyJUsvKSyQ52Z1ly2aybNlMNm+O4PDhAJKT3bG3t+K1165n1aoZPPTQSCZM8GfUKF/k8qb8ogICAgJ9hYyMSkQiEYGBTpZVAlcB48f7s2zZGNauPcXBgzmUlgrpFgSuHpTKRpKSSggOdsHZueujkQh0nlmzZrF69WqzYjAYWLNmjaW0V5BIJIjFYjQaDTKZDJ1Oh0gk6pStuLiYgwcP8t///pfPPvuMjz/+mF27dpGbm4tGo0Eul5siChjbyuXyVv11lc0YXeBqYPny5axevZr77rvPsorRo0ebvitBQUGW1SbGjBnT6rt1zz33WMra1C1YsMBMc/vtt7fSGHW+vr6sWrWK1atXEx0dbdbuySefbNWmZZQdf3//VvXPPPPMVe1w0tUITgsCAldIfkYGh375BZ1Ox7GdO8m5jPw2l0N+RgaHt2xBr9Nx9Ndfe+y4AgICAgICAgICAgJXDw3aBjbEbcDPwQ+ZRMaezD2WErDQScXSTut+y/zNUtIrZCQksHPjRlMpPn/5DhW2bo64WNvgUNeIRqfHOSqUAQH2eF9ilGuNVkpySjDpNXZUWVZ2kr17A9m4MZJ160awevUYVq8eQ2amM0OHejJ1vhs2o1JYHBPB44+PEXLDCwgI9Gkee2wHCoWUd965wbJK4CohONiFP/98gA8+OMq337adV1xAoC8SG1vArFlfs2rVDKZPD7asFhAw0djYiFarxdramrq6OuRyuSnVwsVsa9asYdeuXZw4cYL9+/dz7NgxlEolL774ItbW1qhUKpYvX86GDRtMbVUqVav+usqmVqstT09AoM8jOC0ICFwB5YWF/LF5M2teeAFtYyOb3niDXzdtojQvz1LapZQXFvLHt982HVejYdMbb7CzB44rICAgICAg0A4GPQatirzyMs6VlJBoKqUkVtdTpWmd+1WrVlGhUlLQoLOsAgwYDFqqqsvJKGvuq6yC5Bo1ar2hSaJrpK6uynSsLGUD1VrAoMOgVZFbpaKqUUtbvQsICFzFlJZCdjbodJCaCjXt5yxQNipJK08j0CmQ56OfRyFVsPLISkuZme6FiS9gJbG6Il2naHkeKSkdnsfFKD5/nm1r1/LGokWmcuCnn6gsLraUdg5HXyJHenH37d7ctGA8zwTVE65otFR1G7W1chITPUhM9OD11yexaNF83ntvHFKpmPBwVwYP9mDp0hE88XYgzPwVrOstuxAQEOgiDIbm565LwLLNxX5vScu6S/25r2McalftJkxPT6f4cq/zXYRarSY+Pp7a2lrLqh6noaGBuLg4lEqlZVWXIhaLMBgu/H+2xcVyj/cUZWVlnDt3ztLcK5SVlZGSkmJp7hVKS0tJTU21NPcKJSUl3T6WL788w9q1p/jtt4UEBDi2meI2KyuL/Px8S7NAL/H888/zxRdfmNmee+45vvzyS44cOcKdd95JZWUlzz33HFOnTuXll182014JcrkcqVRKfX09NjY2aDQaU9SCi9nUajVarRa1Wo2dnR1arZalS5fy6quvmnRisbjVMRobG1v11xW2vpC6SODapr1n0vZ+tqStOsFpQUDgCvjfu++yzuKm+L+VK1m3YoWZrav5po1jfLNyJetfecXMJiAgICAgINBDaJU0lsfywrdfMG3NGqKMZe1aonYmsqOo9eRhRc4JNp8+wZupretAi05Xzvbd37JwY3NfX3xH9P7zZKo0TZKaXE6f3mE61sNH0thTAWhVqMtP88LO02w7X0GlZdcCAgJXNxs2wKOPNi3yz50Lv/9uqTBxNO8ot3x7C5/O+ZSpQVMtq0201E0JnGJZbeLPvD87pesUn38Ojz0GVVUwZw5cQR7b/z79ND/997+tbD9a2C6Jdevg8cebxjd7NuzbZ6noNg4fDiAqKoaoqBj27etvsru4WLN9+z3Exsbw8MNRZm0EBAQE+ioVFfU888wepkzpz8yZIZbVl01dXV2v7yLV6/XU1tai0/W+m3BPjuWpp8ZTUqJi06Z4yyro4bF0hEaj6XXHCSONjY3CWNqgsbGRurruTTVSWKikoKCWkSO9USjaDpdfX1/f69eTvwq7du3iiSeeMCsikYgHHnjApElPT6ewsNCsndFWVVXFoUOHeOGFF/Dy8uKee+7BxcWF1157rUuctnQ6HXq9HplMhkajQSwWYzAY2rVJpVKTzZhawmiTSCT4+PjQv39/k02v1/PLL7+wYcMGk+0///kPjz/+OI8//jj//Oc/qampQSKRsHXrVh577DGWLVtm+nf37t1mx5VIJK3GYrRptVrL0xMQ6POIGhoaDCkpKQQGBmJvb29Zb0KtVnM16IKCgrCzs7OsNtFbutzUVB6MiuKtLVsYPnmyZbWJzvbX1bqGhgZSUlIIDg4WdC0w6kJCQrC1tbWsZvXy5Xy3apWlGSd3d/xCQy3NXUZhVhblFjdueuC43UVDXR0Z8fF8fPgwEePGWVabqK+vJyUlhdDQ0Db/P4xcLbqwsDBsbGwsq010Rrdu3WkefHALAMeOPcjo0b6WEhOd6Y9e1NXV1ZGamtopXUpKCuHh4de87tNPT/Lww9sQiSA2NoYRI7wtJSY60x/AuRMniBkzhrWxsYSNGGFZbcL4/xEeHo61dfv5/gRd26hUKtLS0i6qSzp6lEcnTWJtbCzBQ4daVpvobH+9qUtPTycsLKxTuvDwcBSK9mNsX5U6TTXqijgW71QRHurHKH9nZKpqzqWc4miOlKHjxzE9IpDh1oBBD8pUPt13jB21Ljj0G8FTdmVm/alVZeSl7uPBbDdm9vMi2l1Kfnkx3/2ZSMTE27ktUE99+ll+TSilathIbiCVPedE2Hr156YhjhD3B29nujMvejCzQj1wMz8FAJRKJRkZGRc9397Sxe3fzzOzZ7P2xAkCBgywrDahVCrJzMwkPDy8w50EfzXdqT/+4Pn581kbG9vh82FtbS1ZWVkX7e9a0Z2LjWXVsmWW5quLvDyoqUE3JIy0wHgaB/cHV1dLFQBVDVUUK4uJjYmlv1N/8mvy2ZO5h2+TvmX9zevxtmt6ttidsZsFPyww6fJq8vgt87dWul0Zu7jnh3ta6TYnbWbdzetMumP5x3hi1xNmY2lFXh72Z2sIzAiFM2egf/vncTHOp6RQU15uacbdzw/PFjlEL4m8PCJqarh3SChLAs9Q3M7nnLctiPM/heDhoSI29lP8FUFsSArhs0xH9HoxpeVOSOyV2Coa6eeax9SRu7jfC+zbmDP/v/+bxsGD/aisVHD2rLvJvmjRMJYuHYFMJmHoUE+srCQA7EjbwZJflhAbE4ufQ/upIWpqajh//jzh4eHIZDLLahN/NV11dTW5ubl/KV1eXh5hYWGd0oWHh3eYC/lq1Vnu6GpPZ8Sob09n2V9VVRX5+fmEhYWZdJYag8FAZWUlBQUFhIWFmRYXaF7sNRgMpmLsLygoCIlEYqrX6/WmkpCQwMSJE9HrW0f2+n/2zjs+yiL/4+9t2fSeACGF9NAhhI7SbEixg+08RME7T73Ts93d785ynnp6epY7TxEB+9lPikovCgRIIKQAKSSk92STbLZk2++PJEv2SVsQUmDer9e8kv1+PzPPbMruszOfmemJiooKkpOTHWJhYWHMm9e9KS0jIwNvb28iIiKkqS45fVrDd9/lkpFRxW9+M5kxY4KlknMmPT0dX19fh7Oi+xq9Xk9qaipjxozB19dXmu5TdDodqampjBs3Dh8fH2n6vPPpp5lkZFSSlBTC9dcnIJefWb7e3NxMamoqEyZMwNvb26FeX1JeXk5ZWRmTJk2SpvqcsrIyKioqSOxhHKavKC0tpaqqiokTJ0pTfU5JSQk1NTVMmDBBmjov7NpVwE8/FePmpuTRR2dI03aOHz+Oq6srUVFR0lSfk5WVhbu7O5GRkdIUtL2HaLVaXF1dO72f63Q6TKa2RQ49cPDgQYKCghg7dqxTBhalUomrqytVVVX2XQLOhWXLllFRUcH48eMd4iEhIUydOpW5c+cCsHTpUpKSknj88cftmltuuYUpU6YwevRo7r33XhYuXMjDDz/MqFGj2Lx5M48//ji7d+8mKOjMPXRvHD9+nOTkZHJzcwFISEhg1qxZjBo1CrlcjsVisRsUgF5jGzZsICUlhZiYGIxGIy4uLiQmJjJmzBi7buHChWi1Wu6++25uueUWvv76azIyMmhubkYmk6FQKBg1ahTXXXcd//73v/nqq6+YPXs2SqUSs9nM8OHDmTlzJldccUWPfbHZbBgMBgwGA8HBwej1eqdNDJmZmVgsFmbNmoVWq+10H9OR4uJi8vLyWLRokX2nCcHFQ/suNAsXLmTz5s3IZDLGjh2LRqOhsbGRmJgYZDIZcrnc/rXj97W1tWg0GuLi4qBtt62OO261P66pqaG+vp64uDhkJpPJVl1djb+/f4+DO2azGaHrjLM6Z00LZrOZqqoqAgICemyvv3WBgYG4uLhI03YuFV13poWRU6Zw9Z13SsPnjd1ffUXanj3SMKOmTOGqC3jdC83cW27Bf+hQadiOyWSiurq6299HO5eS7mxMCyaTiaqqKoKCgrptj0GkCw4O7nRz3pGLQXc2pgVn2uMsTAstLS1UV1f32t7FpKupqSEoKKhPdc6aFpxtT+i6pk90pgaMdce4ewdcnRTPwrgheLcYqKgsZPdPuygccRkT4kez2N+C1dpMysGf+PZ0EUdUEQwLn8RzoWaCg4PtH/7NLc00VJ/mO2MQU4J8ifeSU1NTxI7dm9gUciMrRuhoKiplc4GSZdfPYiqFfLnjOEXqIMYlRjO2bD9PHPVk8fRRTPXVUVJWzHfyeB6P9WdI2+qS9ufR8bpd0V86Z00LRqOR2traXts7G11dXR1BQUGDWuesacHZ9i4WXcr27Tx53XXc/thj+HQxAT0o2LYNcnOx3rucmu9exrzsOuhhoNdV6cqy0cvwVrdOGkgNCtvyt7EjfwfR/tE96rae2srOgp2ddFtObeHOr+/k8MrDDrrh3t3flwKwdRuuqXn4T70LXn4ZbrwRengv7IlN771H3rHOqz2nXHUVMxYtkoadY+tWhubnk3j3nXz23cs03X5Tl/3buk7Pprf1Z0wLfp4crgwkudYVk0lFStoo3KKKGB5QT5R7AzGh2Uz2BnXbvpfHjwfx9tutuyZs3hxHfr4fAF5eLjz22Ex8fV2ZPDmEadM6mxKcNS0YDAY0Gg1BQUEoFK2Gh0601HGitJxP0xtZflUioW5qXFrqKKip44cSJdeOD2WYWklDZR77Tmbwcb6G4KAgRsdN5rKQIYztuBbAUE5yfjGbs0s5qWnVnbmuErXKk3kJAZRVy4kI8GdssDs2af+MjTRW5/HyyRoaTBbChsUwfmgY42jVNVdls624gj21RlCoIDCBVTFBjPFWOzzf5qpsDje70OQRyvXDHI1yTv1cLmFdcHAwcnn3G7QOVp104L07XTvt+u500vb0en0nnVRjs9nQ6XQ0NjYSFBSETCbr1rTQ3p6/vz8ymWxQmRbKy5v47rs8vvrqOB9/fBN+ft2bVc+F3NxcvLy8GNrDONKFxmg0cuLECaKjo3tcbNcXGAwGTpw4QWxsbI8LtM4n69en8eqrB0hJWYWLy5nXFb1ez4kTJ4iPj+9xUc+FQqfTYbVaqampobq6mpEjR+Leti17f1FdXU1tbS0JPXyu6Suqqqqor68nPj5emupzKisr0Wg0570vFouN7Owa3njjIAkJgfzud9OkEgfy8/NRq9UMH97L/WsfcLGbFhITE3niiScc4i+88ALp6el8+umn4IRp4dFHH2X37t0EB7ca4c6naWH27NmMHDkSk8mEWq2mpaUFhUKBTCZzKrZnzx6eeOIJrFYrcrmcm2++maVLlxISEoKrqytXX301V1xxBY888gg5OTlcdtllfPDBB1x11VXIZDKys7O57LLL+Oijj9ixYwfFxcW8//77uLq6YjQa+dOf/tQp1rEvHWMmkwmtVkvwADMtaLXaft+J51LGw8MDFxcXp+4buzMtGAwGjEaj/T62O9OCTqdDr9fb/1e7My00Nzej0+kIDg5GZuvpL05w3nDWtCAYXGz7+GP+9/bbpP/0kz02csoUFt17L0tWrnTQnk+2fvwx33Zx3cX33sviC3hdwcDjbEwLgsHH2ZgWnMVZ04Kgb3DWtCAYBHRhWgjEgtnSwNf/+4rskBmMjx/NQi8tDTUneftwPVgrKPMIwRycxNvje1sN1UJtdQl79uxjf+x8bvGp5ER5I5s0wby1YCT+NLP/x10cNXnhnTCB2xTHWLEdrhkTSLBLEwdK6ikPmMDTowIJ6WZLzIGGs6YFQdc4a1q41EjZvp2/LF3KmpQUQgbASqpzYtMmOHEC7r8fnnoKli2DyZOlqm7JrMrk9YOvkxSSxDUx1/BJxifsPr2bLXdu6VH3cfrH7C3cyw93/nBOuk5s2gQnT8J998HTT8Ptt8M5roT86s03+W7dOnKOHrXHJs6Zw40PPMCcm25y0DrNhg2QmwurVrX+nO+4o8v+PffcXv78511nTAthjfacTu/Kp18twHvmYSZEltDxP3HXrkiKirxJTx/Kq6+e2W1u3LghTJw4FC8vNc88Mwd//+53MHLWtOAUukL2nyrkr0dceObmiYz2UOPRHjvqwjM3TWS0rJH9OSfYWFBCo8wN0KJSjWZOXDTXxPpgtwHpS9mbe5rv86sptVrQ1RWSafEjwNOLWA9XXFUeXBOr4NtMGBkewS+SInC8yzVSX13EocMp/EPriretAVd1GHFh47gvMYCgllp2H01je2UDp2xyXGxm8g2erJiUxDURwYSq23Y1aqllx8Fd/E8biFtEEi+N7r/VvoKBw9kOg/am7yovjXX1uGOs42OpaaGjQaH9+46xgWxa+POfd5GVVc2XX97isApfcPHQnWmhvzly5AhNTU0OscTExH43lgj6jsZGI1OmvMvTT89h2bLRDpNkAx1hWuhf08L06dMZPXo0rq6uaLVa3N3dMZvNWK1Wp2IWiwW1Wm2PPfXUU+Tn5/Ppp5+i1Wq57rrrmDNnDo899hgVFRUkJSXx+eefM2vWLKxWK+Xl5SQlJfHll1+yZcsWioqK+OSTT+zt/fGPf+wU664vzc3NmEymAWda+PHHH6mrq5OGBX3E9OnTiYiIQK/XS1Od6M600G5O6GhQ6Mq0QJsxoeP3XZkWOj7uP3uhQHARcOUdd3D7Y48RGhODTC4nJCqKmx988IIaFgCuuuMObnvsMaLGjLGXWx56SBgWBAKBQCDob8x6KhrqOFFVRWZVKZlVOSTX++GqdGeY2oS2sZYjmccpHBpPbHAQI7vf4KoDZrS6GvKqqvmxJpR5YT5Eqi1obDaqPDwIBpR44OtmQiE3UNP+ucOip6I0l2NaOabwmaxOHDpoDAsCgaAHFi2Cxx4DDw/4xz/OyrAAMCZ4DC9e8SIv/vQi35z4BqvNygjfEVJZl7oI386TVGOCx/DC/Bd61XVi0SJ49FHw8oJXXunSEOAsNz34INf9+tcMHTEChVJJeHw8d/3pT+duWABYsgR+//vW/r366s/qXztarQuZmcFkZgbz3HOXs3z5Dbz66nSUSjnx8QGMGRPMypWJrF9/PW++uaBHw0K/0FTGKasHlsj5rL9+Meuvn87EploqS0sp6KhzG87l42bywvXXs27RAv4xNoj5Iydx96xrWX/9It5eMJPrA9UEdfeWZG2gsK6SL7Pl3Djjav551Qyu9bBQnptNmtmMqfkUWyrV+A2fzOvXL+Kdq6dxtzmbvNoGMpoBbFitBuorjvPD6WqO1bdIryAQCC4wv/3tD7i4KHjppSuEYeEiZtGiOP7613nMnr2ejIwqabrfSEhIIDEx0aH0dIym4OIiNbWMRYs+4dVXr+aqq6IHlWFB0Jnq6mpuuukmDh48KE1dENpNGXq9Hnd3d0wmEzKZzOmYSqXCaDTi6emJ2WympaUFk8lk1ykUCtRqNUqlEp1Oh63tGIf29tpjer0ek8mE2Wy2121vSxqT9qU91tOO6v1NWVkZGRkZovRhyczMJCoq6qyMPf2BMC0IBD+T6QsX8uznn+OiVvPEmjVccdttUskFYcbChaxJSbGX+bfeKpUIBAKBQCDoS2xWaMjk9R++4orVq0la/QEz1u9iT8hYxoQNY5K8mqKaIl4simRZTADj/bs/CseRag5nnuCLA5VE3TibKd4e9PoRo60v/0yt5WCdmkVxYlWRQCDozOPbHqe5pZl/LfiXNOXA49seR2/WnzfdhWDhihX87o038PL15e+bNpHYw0rh/mLfvnCSklaRlLSK3bvPGEX8/NzYvPkOUlJW8atftR4VMSAJHsvKCRN5bdz5O5O+SwwGdC1WygLCSfRV4O87hCg/V+LdmihpAEunxeRywI8hHi74ugKY0Bvr+OanQqwqBf7+YqJKIOhrcnJqkctlxMT4S1OCi4jAQHcuuyycFSsmsn59Grt3n5ZK+gV3d3e8vLwcSk/H4gguLhobWzh2rJLY2ICBZwAVOMXKlSuxWq08/PDDvPzyy1x99dV9dnSHxWLBarWiUqkwmUzI5XL7Dke9xTZt2sTatWvtMYVCgUKhQC6X22NWq9XhGu2Gg47ttZsfpHW7ak+hUNjrKpVKh5gzux70Fy0tLQQFBbFkyRJRuigLFy7ksssuO29l3LhxNDc34+bm1mmHloGGMC0IBD8TuUKB0qV10kGpUiHvo5tguUKBSq22l766rkAgEAgEgm6QycB7JPfNX8I3v7yRD66ZzNUWH+aF+jHMywVdYwMFRTkcrkrlt19+wm07jvHqkXS2HdnBA+kNlBskZ/rZrNB0krXbj/JdtQuj5s7iFn85vgqQubkTKJMzvKmJUmyYaaKm2QWL1Z1hnmf6sixWTYxaw5Y8rWPbAoHgksZH7cOXS79kZvhMAFSKrgcunNa5Oqe7kCgUCpQqFchkqFxc7FtQ9ieu6hYWXb2HrW+MZ9nMe3j44asxGpUYjUqsVhnLl09g374VbN58O6Gh3qjVCpTK/u93t8jkKORyLNpKMg9/y+IPt/Oj7xBCoyI5r4f4GAw0trSQ4+tLsEKOu8wTXzcbXuomirQqzJ6j+U2iNz6aozy49r8s+TqVmgnzuDxiKGNcwdBYy+mTKewKTmRMUCDjxHyFQNBnaLUtfPRROmPGBDNx4lBp+rxSV1eHVtu/97hms5mKigpaWvp/R5f+6ou/vxsrVyYSFOTOvn3F7N1b2G99kaLT6aipqZGG+4WB1Jfm5mZqa2ul4X7hfPclPb2So0fL+eUvx+Pj4/wqc41G0+lIEcH5Z/78+YwfP14aZsKECQ5HE1155ZWMGzcOq9WKm5sbt912G8uXL2fcuHGEhYVxyy234OZ25gYvPDycm2++2SHWH9hsNgoKCli/fj1r1qxh/fr1uLm5MX/+fLvmqquuQqfTsWPHDry8vPjFL35BVlYW69at47333mP79u3ceuuthISEQNv2/B3bc3d37/YYp8G2q0hwcHCnyXVRWsuMGTNITExk5syZnXJnW8aNG0dAgP0gvwHPAP40LBAIBIIBg1kL1bs59uJTbH/oIb5/6CG2/vl5ftpVhbbJDNocKrd+x+GXtlBps9F+epo+P5PyzR+RV23DWJ3Kqff/ya62+q3lRVJ/SKdK8rnAmLOdsoPbyMl3jHeLuQmqd5P2wl/O9O8vz/PTrmp7/yq2tPePM/07lUH5dx+TVw3G6lTy1nfRvy3pVGsBDMBxcl5+lj0PPcT3D/2NPS9vpZIz7QkEgksdGag8GRE4hClh0VwdG8/9M4ZjLCgit7aBOs9gRsYk8dz8GayaMJ6bwoOYFBxIRHA484PUeHScqLIYMDed4v0DpVQoAxg/MobLw/wZqgSlDPDwwE9mwa++kiPNNvTNFeRqZNSa3Rnq2dYXpScJUSFEubRQf+Ike5tB12l1qkAguBRRypVMGjaJx2c8zuK4xdK0nY66RXGLpGk7KrnKKd2lxPHjQfzud1fzt79OZeeGGI7uD+PEiSC8vFx49tm5vPHGAu67bxIzZoQxeXIIavXgMaErXTwIHBrH9aMmMdOjGm1jCUc0UtXPwGrBbLPSrFThggw5ClRyUMgtGFrM2OqL2VKmo1IdzLwx8VwfG4xb1QkyqxoobKijqKaCL4vUTIsNJcHPDS8x8iVoo6czmc+F89Fexzac+b4j3cX7k7o6PY88soX58yO59tpYafq8UlJS0u9nYptMJvLy8tDpdNJUn9PS0kJubq5TZ1RfCJ58chYVFVrWr0/DaDSSk5ODwWCQyvqUhoYGCgsLpeF+QaPRUFRUJA33CwOpL/X19RQXF0vD58Tp0xq++y6X7Oxa3nhjAcHBHlJJt5SVlVFdXS0NC84zq1at4pprrpGGWbBgASslx15fe+21vP766zzzzDN4eXlx3333cfXVVzN27Fh7rJ32mKenp0Mb50L7TgYmkwmVSoXFYkEmkzkVW7x4MVdccQVvv/027733Hu+88w4RERHcc889dt1DDz2Er68vO3bswMfHh1deeYW8vDxWr17NmjVr2Lp1Ky+88ALR0dFYLBZOnTrl0F5UVBQrVqzAZDLh4uLSqS8dY0pld2exCQYLXl5e+Pj44O3tfc7FYDBw+vT53Qmpu3vQ7u5fu/teis1mE6YFgUAgEPRGMy21ORSu/5biE6U01DbR0lRLc3keJd9uprxEg66hhLqUbWS89ylH9peg07a66Y1lBdQmb6dMY6OlIYfStCyK04poaWpqKwVU7jlK2b5TtK+P0KZv4tSX75L13W5Kyh060g3NtNTmUrjufxSfKDvTv7I8Sr7dREWpBn1DMfUpW8lY+1+OHOjYv/zW/jW09q8sLbNT/6p2H6V03ykaDRoMxzdQfKKM+oom9EUnqD28jRPHGzFIV0cLBAIBanw8hzAnMY7Ahlx+OpVPcrMLwyPH8+CUKTw4ZQr3xIUwOzSEuNBYbhjmirfyjCveaGyi6PQRPswqIk3bTHFjJT8dT+P9Y+lsKG2k1OJJpI8bcS51fH70GB8czeKYxR1Xv2AiO5w64e43nFF+nkS1lLE2p4qSFrMwWgkEAjsLYhcwPWy6NNyJBbELmB56/nQXM7t2RbJ+/QTeey+RN9+cyptvTiU/34/x44ewfPkEli+fwG9+M5kHH5zCtGmh0uptWLHZDGi1BhobDTQ2NlNW1sDhw43U1Vnp751ela5eDA0byz2TJjPfrQFNXSn7687ju4tSiVquwN9oQGezYcaE0QwmiwueSjO6qmx2Vduw+EVz+5RJrBofzURTMT+VVbG/uITc8kK+LtNRXZXHjxV1pFRUkFNRxI5qIwZr94NkAoFAIBAIBi9//OMOamv1vP22MNAKzp2WlhbMZjNubm7odDpcXFzsRy04E5s5cyaHDx9mz549HDx4kNtvv72T7oEHHuCvf/2rPfbGG2+wf/9+fvrpJ7755hvkcjkuLi64uLhw5ZVXOrS3bNkye3vNzc2d+tIxZjQapU9PMAgxGo1otdpzLoPt70CYFvqChgbIzQWrFQoKYIBsBSUQCAROYapEV3iYQ6+V4nfbk1z+zjquW/cOV//5PmJrd9JY30hzC6BuwmA+Qfb7m6gt0tDS1bhl3HwiVj7HdevWtZVfM8JaTuMPeynTWQEtNbs/IHvLXoqzG6S1u8ZUSfPpwxx6rYyAO/5wpn//t4rY2p001DehNbb1z3SC7Pc3Ulvc0E3/riBilWP/wi3lNH6/l9JqPfrUTNzueILJb6xj4fO3MnFuLXl7NBibhGlBILjkkSmQKT0I8/HA10WJAkDhhsI7loWxMpobajhWqqHjxjJKFw/8PTwIce18S25sMXO6sg65t4ETxdl8cuAArxw4wKvJyXxQUE9BsxejhodweYyatIxk3s4oxzgkhElRYUTLFMiVHoT6euDrEsjY4SFcHudNZn4p1S1m+neTVkGfUFMDp0+3fv7IzW39PCIQCC4oZrOc7OxA/va3y7j77ut59dXpKJVy4uMDGDMmmHvvTWTduut4440FvZ6vbG0xoquqJONYJSdP1XG6pIrU1GLWrSsjJ6eFJr0NS3U1FBaC2QzZ2dDYKG3m7JDLkctlqMxGms02zLbWM32NZjMGhQIVMuQmHVW6Zgp1Z26kPdVqbMhoOJ+DYa6ueLm4EFNfR6nZSrOlkRod1Bm8CPWy0WzU4+XuTpCbG54ocVF4kRQeQE2LnrzaBvQGLVZZFV+lHmZdTjl7i4rIKM7lm3IDeoswLQgEF4rdu0+zcuVGPv/8FqZPD5OmBZcAjz02g4kTh3HbbV9hNost3gT9wyDbIX/QYDKZSEtL48cff2T37t0XRZHuOBIXF0dgYCCNjY1UV1fbjy/RaDRnFaupqUGn01FXV9elrqGhgaamJnusrq7OHqupqbHrmpubMRqNDu01NDR0aq+ra2g0mkE3WS24MPS0s8FARGYbbD0ejHz2GcV33cW9LS28qFIx8eWX4be/laoEg5iCrCxWTp7Mq1u3Mm7WLGlaILhgvPfeUe69dwMABw/ey5Qpw6WSn0/JPmpStvBV3m1cf8cIgoe5IaP1rHWr2QIKJbKaXZz8sYDUH7RMlD9O8dx9JMxMwrdwIyVbvqLurrVMlH3G0W1g8xzL7F+MaWvcStO2f3C62EbNyF8zZ1oyhfsSkWe/iwaoSfgD81qPRu6ekp+oSdnGV3m3csOdkQQNde2ifzs5ubeQ1C2NTJQ/QfHc/STMnITv6W8p2fa/1v7xX45uBZv3WGbfKe0f1Ix8jDlTzNhkSmQyGbLiH6nP3MNO/sT8mTJ8fRy7dT54551UfvWrTchkkJKyisTEYVLJWXPy8GFWTZ3KmpQU4hITpWlBH5OVnMwDl1/OmpQUoseNk6YFgw2bFZMN5DIZcpms9bUIsFotWGwyZDIZCvmZuM1mxWoDm0zeeuRDR2w2rDYrZhtIb9ZlMjlKmQy5zIbV2npNALlMjkImQy6T9gVsVhsmG6gU8kHjWk7bs4fHFy1izeHDhCec19PSL37++U+OPPEEfzSZWOPiQuhHH8Ett0hVlyQp27fzl6VLWZOSQkhUlDQtGOQc/OEHnrvrLtakpDAkPFyaviA899xe/vznXchkoFJZMJvlWK2tL+pBQR4cOHAPoaHeKBQylB2PAeoBXWEl2V8c4JntkHBtKGPj5NTnNbNhg4J7740ifo4/Ye+9QvJHT7FioZmUdSpC3/sCliyRNnUW1JCRm81//neK6KU3ccMwD/wqUvk6N58/GyZwcF4kYXWpPH/axGHFCL5p2yXiSPJn7DUNQTFiDg92MUdpadFRfPQrXjaOZ2JEDPdGuIO1BTRHefwnI4EhEfwiKQLHu9wa0nOyeXtDPtG33MiNnoXsPlzEnnpvfnFLIjMLdrL0mJrIETE8mRSBv0HLgV3vsk51GZfFJHB3uBvmtvfGiqwtfFLnTk3ABF4c7YtSjv19WHDpcS5DoD3V6S4njXf1uD3W8WvHYrW2TvjabDYsFotDvP1rezwjI4PLLrvMXsdZKioqSE5OdoiFhYV1e1Y2QEZGBiaTCU9PT1QqFeHh4SgUCr79NputW08QFGThxhtH4uqqJDAwEH9/f3vd0tJSmpubARzqAmi1WsrKyuxaZ+pqNBrU6tYz63uqW1JSYj++QaVSERERgVze+nrc1NREefmZLR6DgoLw8/Prsq6Liwvh4eEOdUtKSqiursbf35/hw4efVd1zvW5jYyMVFRWd6prNZvtkl8XSurBCrVYTHh5uP+dcWjc4OBhfX1/74+LiYvvxEudaNzu7lq1b8ykq0vH3vy8hIWFIr3WLiorsR0lIr9vQ0EBlZaVdO2TIEHx8zgzAdKzr6upKeIf3//LycgoKCggMDDzruj/nul3VValU6HQ6AgMDKSwstE8mSutqNBqqqqrsj4cOHYq3tze0vR4UFRXZ67q5uREWdubN19m6Op0Om83GxIkTz7ou53DdwsJCWlparfPSuiUlJRQXF9vPWx82bJh923+r1UpRUZG9rru7O6GhZ3apqq+vp7q6GrMZfvwRzGY9kyYFMG1aqNN123F1dcXX1xdvb2+sViuFhYWYTK0mTWnduro6ajosSu3YZ4vFQlFRkdN1Q0JC7EcatNetqqoiODiYyMhIu64jNpsNrVaLq6srKpXKIafT6ezX7omDBw8SFBTE2LFj7a+tPVFVVUVycjKFhYWY+3vLr/OM0WjEbDZzzTXXMGrUKPvf7kDgyJEjNDc3c9lll0lTTiOTyew7Ojj7u8vMzMRisTBr1iy0Wq39XqUriouLycvLY9GiRfafZW/8+OOPHDlyhPDwcJYvXw7Ayy+/zKRJk7q8Bzlw4ADbtm3jD3/4A6+99hqnTp2SSli2bBlz5861P37ppZeYPHmyQ2ww0dLSYn8tsFgs9teyc6GgoID9+/eTlZXFihUrSEhIQKVSOXWcVEFBAaWlpSxcuJDNmzcjk8kYO3Zs6/hm21Eq7ceTyGRt454Khf37rgptf5ftX9u/b0duNBpJT0+nqUlyoLiEwaLTats3GO+aftHNnw8ffADu7vDPf/Y4YOhUexdAZzAYOHbsmNBJaNc58+btDM62N9B1er3eaV1aWprQSWjX9XbmobM6Z3G2PamuRduIvrYSv6gIVK5qZAVbyXn9N6yddRnr58zh63/t5fSpZpDJcRkWTuRjL6D6dBc1+9OoA0wGPeUn0jDpu7quHPfAIBSublTkVZOWpsIn1gXvEAVyedfDiTqdjqNHj57pX1Mj+toKfKNGoFS7IMvfQvZrHfr37x8pzG/tn3pYBFGPv4Dq0x3UHkijtr1/x9MwGbrrX2Br/04VkpaeicGgRybLpzynmhO7hjNxugy3DkemSfvXHc7qnOVCtJeWltbrDYzQdU1zc7NTOmdxtr3+1B07dsxpXfvgTncMWp1MjkreahyQddC1tJhQKeQoOxgWaDMfKORyjLou2pPJkMsVuCgUqNuKSa/nZGYm1hZjqzGBVk17XiVvNShotVqOpWdgaWlp60vrBwi1xLCg1Wo7X7cL+kvnLFqtlvT0dPsgWndcUrply+CVV8DDAz78EHr4oN7U1NR7exeRzlmamprIyMjodXDgUtM1NjYOaJ2zONueszpavWa0tCiwWmUsXz6BfftWsHnz7YSGeqNWK1Aq5U631+KuxDjKm2d/G8oQUxN1tXrcwnyJifFj8mQfYvxUeP/iF0z/zQts/N6P4HWfQw/m+cbGRjIzM3sZxPYlyD2YKcE6PtryX275YC3X7Mxni2kEb88II1CtgKBRzPO2ElO4kZlr1zJz7VqergnBbcgobh4iba/t55eZianLLc6AplN8uf87lrS1NXPtWmZ+l8p7pyEmcDh3J6n4747PufnLnXyldyEkMhzXEznIhiaxIrCexhOtded8+jUPNE9kblQES4a506xtJvfECeRWKy4KGUp56/utSmJYaGhocOLncnHpsrKynNb1NugsdF2j0Wg4fvz4edM1NDRw8uTJXnX9Qfskxvff53H0aDkjRvhy++1jcXU9/2dodzVhEhAQcF7OL3eWrvqgUCgYOnQoLi4dzmc7D3R1rd5QKpWd+nIu7fxc4uMDuOqqWL7/voL6+p5fb86Fnp6TNOfu7m43LPQ359oX6XPqSE+5njiXvvR0rZ5yveHh4WE3LJwL5eVNrF+fhkZjYP78qB6O3uoZPz+/ATVZPdBoN8qFhoYyYsSIi6rEx8czZcoUpkyZQkBAACqVasCUqVOnMm/evE7xsylKpRKTyXTWxsa+ZsOGDWRkZEjDAOTk5PDFF19gsVj49ttvycjIwCYxe7brVq9ezerVq3nnnXfIzMyUNiU4T9TV1ZGfny8Nd6K2tpa8vDxpuBM1NTXk5uYCoHjqqaeeBvD09ESp7P2mUui6pkfdiRPUfvUB/wrIYHGzkrBhUdCNU462N/oe22vjfOvo7Xl0wMvLy+6G7olLRaeprmbju+9y9S9+0eOKnvYX0N7aG+i6dpzRyWQyoesCmUyGp6fnz9YdPVrBhg3ZAKxcmcjw4b3fYDvTPzrqGorQVxSQY5hKTIwr7m42rEpPXDx9CFafotz9MoKCDciMBmrqhjLuupm4FB2iRCejtqwaL30x+vHXE+FZROVpBbgMYcT4YPt1TKcPUFfbQpPvdGJjfPAN8MFWmoymwUZzwCwiu/mX8vb2bu1fYyH6itPkGKYSG+uKu6sNm9ITFy9vgtX5lLvPIijIiMxgpFozlPFLZuJSeJgSnYy60mq8DCXox1/PCI/Trf1TD2HEuI7929/Wv6nExqjx9q6h/ItUKjJbUM+exojRAbh0sWLL3r9e6EmXmlrOpk05yGSwatUkhg1rdW73RE/tAdSUlbFxzRqWrFpFwLDud25w9vXgYtI58//rrA4nXw+qS0r4bt06lqxahf+QLkb7O+BMewwSXU+va+1cTDovLy/7yqjuELrOVBQWsu2TT1iyahU+PQyqdfy/7Km9s9HJ5XI8PT0Hr+7QIfJ3fM77gSe5vc4Fv5iR0MNrfq/ttXEx6Mry89n1xRcsWbUKrw4rGrui/f+8p/Y4S11vf38IXZe0/933pivNy2PvN9+wZNUqPDushpTibHvO6NzcVIwdO4QFC2LtZcmSeKZPD2P4cC+H3RWcaQ8AhRy1jweRkUF4+apwtRmpKTeS1+TFkiv98fVQIN+/n8pPv2TfkVxGKZS4jBoF3dxLOPW6gRyl0gV/Xy+C/AMZExzMuJBwZoaHMm+oN+4yGTKFGi8XJUM8PPHzDWZMcDBJ4dFMHRpAlHvndluvq8DHP4hA/2Ek+HoQpJYDMpCrcHf3IToomJHBrW2NCQ5mzJBhTAzwIdLLA19vT9zdfRg1JIQZIyKZHhJIpJsCL99AAt1dCPLxJ9QvmLFDh5IUEcNVw3wJdVM6PF+FSo23dxDRft6Eu3V+z+7959LKpaqT9bLHttB1pv1+wxmdQqHAw8OjS52t7XNMe3vtuo7x9u+rqqqIiIiwP3YWrVZLSUmJQ8zHx6fb1b20XcvPz4/o6Gg8PLw5caKGd989wrhxwTzwwHQCAgLsxc3N8Sgcb29ve87Pz8/h79DFxaXP6nb8eavV6j6p6+vre1Z1fXx8+qSuq6vrBakrl7uRnFzC2LHBBAV54O/v6XRd6XVdXV3Pqm5HzqZux10UuMB1fX19z6muTCY7q7rtO5Fc6Lpubm59UldqKmhqspKe3sQ335zmqaemEx19Jt9b3d6u6+fnd0515XL5WdXtaDJqr9vQ0IBKpXLYfUVKS0sLSqWy03iEs5PTpaWleHh4MGTIkF7NjLSNqY0ePZpRo0ZddCUyMhIfHx88PT3t5oyLqRiNRoqLi+0GBmeoqqrCZrMRHh7eq9m6sbGRuro64uLisFgsTv39FRUVUV5ejo+PDxMmTABg3759+Pn5MXz4cIfX8pKSEjIyMmhubuamm27i/fffZ9myZTz33HMsXrzYXiIjI9m/fz+vvPIKqampFBYWcsUVVzB16tQOVx48WCwWmpub8fDwwNa269a5otFoKC4uprq6mokTJxIYGIhCoXDKEKvRaGhqaiIuLo7c3FxkMhlD2j5zqlQq+/1pxyKXn9l1gTZTZUcdba+z7V9lbfe39vticTxEH5CcTM57L5EUsokNVfOZc91v4ZprpCrBIEYcDyHoL/rkeIi6NOpSt7JxfRDTnlhMWEIg7i5gqclF+/V9bDH8kdGjm5A3aMg6HsdNf5qB7NRmkr8/RtG+k/i4KHD7c3fHQ1RRtnYdZTVu2G54iKTY1sl/7Y6XOF1kpSruyd6Ph6g7Sm3qNjatD2L6HxYTFh+Im6qtf1+tYovxT4wZ3YRM00DWyVhu/uNMOLWJ5O+OUbT/BD6uKtz+tJaJsq6Oh6ii7L11lNW6Y7tuJZOH5VO46ygVBw2o4kYSvnwG3U+j/XzE8RAXP+J4CIGge8TxED+D779n54bXuSF4Jylli4m993EYpB/WzzfieIiLm/44HuLCo6cqv4r0rCYydEHcsygQbw8FbNhA8ptv8sK+faxZtIigJ58EcW8nEPTIuQyB9lSnu5w03tXjjuaDjrH2MpCPh/D29iYiIoLi4kYmT17NunXXs2BBjFQquMSx2WDmzLXcccdYfvObydK0QPCzefXVA2zcmMPOnb+kC+/XoCUrKwt3d/duDWS2fjgeon3S8WIkLS2Nr776iieeeALPPty9p6+oqqri73//O3feeSdRTn7+7Y/jIWw2Gw8//DD19fW8//77du1vf/tbGhoaWLduHTKZjFmzZrF06VIeeuihDi2eob2vM2fO5LbbbuPBBx+USgYFLZfy8RAOjwQXhmnT4MUXwdUVnnhCGBYEAsHgwn8oqrAYQjM3UHrgMEWpGVRlZFCeeYK8rHLUanB1laxaillETJSeAMMRclM5cyB7cy36klyqMlrbqMrYQ9FRF/RNUYS0GRbOGv9huIRGE5r5LSX7UylMaetfxgnyjrf3T/J2F7OImGgdAfqjrf1rp7kWQ7Gkf2kqDNpIhoXWYsx6nwNPfk+VSoHrJC+sJ3Opq2nB3H5orkAgEAgEA4EFC+Dxx8HNDf7+ojAsCASDGjeCoyK4YvEYHl42pNWwALBkCTz8MHh7w6uvCsOCQCDoF3qYx7jg5ObmUlFRIQ33KUajkWPHjvV6rHFfYDAYSEtL6/Uo3L6g9djRo7z55nxOn9bw7LN7pJI+oaamhpMnT0rD/UJ1dfWA6kt2duuurf1NVVUVOTk50rBTtL/+nA/DQvvEnKB7rFYrNTU1VFVVXTTlyJEjpKSk2Ce6NRpNJ81gLidOnGD37t1OGVn6G+nEtZTe8u10NQl+sXHfffcxd+7cbsuvfvUraZVBhTAtCAQCgaAXhuAVP4+5h+5B9v5j7Jw7mdWTJ/Pxij+TGvEF0xbPJCq2sxM1YMFSoq69lbCOwbTPOfmXW1k9ubWN1ZNfoDAogiH3LyCko+6sGIJXwjzmHroX2dpH2NHev3v+QmrEV0xbMpPImC76d81SIhcs69S/Ew79e5HC4EiCf72AgNpKTn/4KtW1/yXt+VV8PXky6xYt46tPi9HUnbvbUSAQCAQCgUAgEAgEA4+eVhZ2h7ROT4+lua7oTt/+vTNtXAjS0ip46aV9/OUvsxkzJkia7hP0ev3PWnl4PrBarTQ1Nf2sbZvPFwOxL7GxfhgMZk6f1kglfYLJZHJqFXlfYDKZ0Ol00nC/0NLSMuj78t57R2loMPDII9OlqXNCr9djNBqlYUEHbDYbJpMJW9sxXBdD0ev1DqYzs9mM1WrtpBusxWQyUV9f32/3CheKzz//nF/96lf2curUKankombRokW4urpy9OjRTsXNzY2FCxdKq5xXuroH7e57Z5DqhWlBIBAIBL0gA5kXcvUsEt/+kBt27uSXO3dyx+fvs+TWaPyD1Mj8JjFi9kLmLh93ZnsfeQwh193NZR//HxPC5LiHXsmEv/ybpXt28cu2Nn65cy3zV8whLFDhsMuCW9IdRC38BZOc2i1fBjLv1v6t/ogb2/v3xfrW/gWqkfknMWLOtcz95Tj7dg4yRSzDb1jBZR/+iQlhstb+PdVF/+6eTXigAvWQOMJ/v4ebN+9l+Z7drdf4bC2Lbx6Oj5/jdmwCgUAg5dk9z/Ja8mvScCee3fMsrx98XRruhLM6gUAgEAgEAoHgfJKSUsbWrafw8FBx113jCAtzPKNeIOjIjBlhDB3qyVdfHcdqPbuJDIFAislk4bPPssjLq2PcuCEsXhwnlQguMEqlEpVKdVEUubzz9KhCoeikG6xFoZDsjDzAmT59OsOHD+eLL77AYrGwYcMGvL29mTNnjoPOJjlS61Jj8eLFLF++nOnTHU1bM2bMYPny5SxevNghPtjo/F8pEAgEAkEnFIAvPuMmMmzGDMJmzCA0aQJDQ9xQqeSg8sEtIJiAUK8OddxRDwnFf0IM3m6gcA3EO24sIW31W8sEAkP9cZPM+St8huMePByfjs31SBf9mzSBoSGuzvXPtbv+jScw1B9XFcjVnrhFz2DY5DP50EkTGDqs7RoCgUDQBSaLied/fJ5PMj/htOa0NG3HWV2LpcUpnUAgEAgEAoFAcCHYsCGbAwdKePHFK/DyUkvTfYabmxsuLi7ScJ8il8vx9PQcEBNDcrkcLy+vAdeX224bQ2xsAM8+uxeLpW8nl1QqFe7u7tJwvzCQ+uLi4jIo+9LU1MKhQ2V88MExZs+O4OabR0kl54ybmxtqdf+9nl3MNDY2kpaWZi/9fazP+aK8vNzhebWX06fFOM25smzZMhISEnjmmWcwmUy89NJLBAUFsXz58k66d955x16io6Md8pcCy5Yt4/777ycurtW4FRcXx/3338/SpUul0kGHmGURCAQCgUAg6AcKT57kwHffYbVa+WnDBkry8qQSwUWA2Wbm44yPCXYPxtPFk+/zvpdK4Gx0Vud0g52CrCwO/vADFpOJvd98Q1l+vlQiEAgEAoFAILiEiY2NZejQodJwn6JWq5kwYQJeXk6vuLhguLq6MmHCBDw9Ox+P2de4ubkxceJEPDw8pKk+JTAwkJEjR0rD/UJQUBAJCQnScL8QFBREfHy8NNwvBAcH2yfdeiM1tYwFCz7in/+8mmuuiZGmfxaRkZEMHz5cGhacB/bv38+cOXPs5f3335dKBiWrV692eF7t5amnnpJKBYILwuLFi3nnnXeQyWS8++67LFq0SCoZlAjTgkDwc9FoIDcXrFbIz4faWqlCIOgTTp2qJyOjSpSLqJSVnTlXTXBxUV1SwtYPP+T9v/4Vq8XCmj//mR3//S81ZWVSqWCgUVvb+n5vtba+/2u6P5+12dTM8erjhPuE8/jMxwnyCOL5H5+XyjrpAtwCeOHHF6Qymk3NnKg+0avOKWpqzjyPnJwen0dfU1VczPfvv89HL75Ii9HIO3/8I7s+/5za8nKpVCAQdMRmwWLSUlRTzfGqKjLspZqMBj0NJmtHMdBCXYOWGq0BfYcMJh3VjXVkVFWRVV1Nsd6CvmPVTlixWg1U1DRRbzRhPw3YZoOWJorqa8ioquJknYbyFrDYAKuR+uZmSpsMtLT1RiAQCAQDn++/hylTkvjHP66SpgSCblmyJI6//nUus2atJSOjSpo+75w8eZIjR444FJ1OJ5UJBhEffZTO6tWp7N17N+Hh4kiawcL69evZuHEju3fvther1cof//hHu+YPf/jDoDUyzJ492+G57d69m2eeeUYqE5wFCxcu5IUXXmDu3Lk89NBD3HrrrVKJoAPx8fHs2rXLafPXYEBmuxQP/egHcmpzSFqdxIbbNjBnhOMZLIJBzscfU3D33aw0mXhVpWLcq6/CAw9IVQLBBeG9945y770bAFCp5MhkMqlEMIixWm2YzVZkMkhJWUVi4jCp5Kw5efgwq6ZOZU1KCnGJidK0oI94adUqvlu7FovFYo8plEpuuP9+fvv66w5awQDjX/+Cr76C776DGTPg0UfhjjukKgD2F+/n2o+vZe/dexkTPIY3D73Jl8e/5Me7f+xR98bBN/j6xNfsvXuvg25f0T4WfrqQvct71jnFG2/A//4HmzbB9Onw5JNw221SVb/wt1/+km0ff9zp/2Ppww9z/0svOWgF3bOzYCc3fHYDKatSiPWPlaYvWVK2b+cvS5eyJiWFkKgoaXpwY6qnsSqNVV+msqfJQF17XOEC0Vfw6axYbgxpXwlqAQp598sCmgOGMWvuKJLa9WWH+PuhY/wlsxK1ixvXX3EPj8T6MqHbRaTNaHWF/P29AqKunMishBBiASwtULibW/ee5JuSRkKHRnHTnNt5MgL8DSf4KL2GA41+PLZgDKGAUtrsOXDwhx947q67WJOSwpDwcGn6oiP5u+94YcUK1qSkEBQaKk0LBAIJZzsE2pu+q7w01t1j6TnM0vOZrdZWt5jVasVqtdpj7XmLxWLPZWZmctlll9nrOEtFRQXJyckOsbCwMObNm+cQ68g332QwbJg306ZFSFMCQY/U1en5+usTHD9ezZIl8cyZM0IqOW/U1NRgMpkcYoGBgahUkrNJBYOGV145wKZNOeza9Utp6qIjKysLd3d3IiMjpSloe7/QarW4urp2+pvW6XSd/va74uDBgwQFBTF27Fiam5ul6U4olUpcXV2pqqrCxcUFpdK5O/cXX3yRtLQ0/vvf/9pjaWlp1NXV2d9rli1bRmJiIk888USHmn3D8ePHSU5Opra2lieffBKDwYDNZnPq6KFnnnmG/Pz8AW24KCkp4aeffiIzM5MVK1YQ5eTn38zMTCwWC7NmzUKr1Xa6l+lIcXExeXl5LFq0CKPRiNlslko68eOPP3LkyBHCw8M7Hf1A2/9AUlIS27dvZ+bMmQ65WbNmsXTpUh566CGHuJQZM2Zw22238eCDD0pTg4KWlhaqqqoIDg7GYrHQ0tIilThNQUEB+/fvJysrixUrVpCQkIBKpUKvd1i60CUFBQWUlpaycOFCNm/ejEwmY8yYMcjlcuRyOQqFAplMhkwmQy5vnZtqz7XHpQXo9iuAzGAw2LKzs4mMjOxxKyuj0chg0EVFRfW4DVZf6IobilmxYQU60xkHp96kJ70ynYSgBHzUjm7Afy34FxOHTYRu2uuK860zGAxkZ2cTHR0tdB1o18XExHS/pVl1NQVbt7Lynnt49bXXGHfddTCs64lFp9obBDq9Xk9OTo5TuuzsbGJjY4WuA+26uLi4Hs9tc0bX0bQguHhxxrSg0+nIzs4mPj6+278X2kwLK6dMIWbcOFx7eP0TXFhK8/Kor+q8wsR/6NCLbxLtYqO8HGprsY0dRW5kOoYxwyEoSKoCoNHYyKm6U6SsSmFU0CjKteXsKtjFmiNrWHvdWkb4tg7U/VT0E1d9eNUZXVM5O0/v5L0j7znofiz6kWs+uobDKw876o6+x9olZ3THKo9x/+b7HfrSibIyxh+v47WCUbxw7BgVoaHdPo++piQ3F011tTTMskce4YFXXpGG0Wq15OfnEx8f3+M5pBez7kj5ER783vHDeIOhgZO1Jxk3ZBxuSjd73MPFg/eWvEeYdxgATU1NFBQU9Hrdi0XnrGmhqamJ06dPEx8f3+Og1YDSmeppqErnni1aEkeHkxjii6ypjhM56Rw8rWDS7Mu4amQY41wN6I3FvP/tj3x82pW4SeO5Y0o4QafziY/35rsdmaSaPXCPHMoUUz7/OeLBgjljuDI6CN/GRgoLCztct4GC0lw++P4wH1cG8osbZ7Bs5HCGNtZxMvsIycdKKYseTWQQuNVV82WuD/cvTWSKLZ9N6TVsKVbyizFezI6Px62H59vY6bpd46xpwdn2BrrOWdNCY2MjRUVFxMfHdxrc7silpmtoaKC4uPiS0pWUlBAXF+eULj4+vsdJicGo62rQvStdOx31Xem6aq++vp6ysjLi4uJQKpWdNO2P6+vrKS0tddB1ZVpo10VHRyOXy/vdtJCRkYG3tzcREf1vWqitrUWtVvc4rnehMZvN1NTU4O/v3+PrdV8wkPpiMpmoqakhICCgU1/+/vd9mM1WZs0KY/bsC2dcoG2cRKfTERgYKE31OQOpL83Nzej1+gHTF4PBQEBAgDRlZ8eOAvbvL8bDQ8Ujj0yXps8L9fX1KBQKvL29pak+52I3LUhZtmwZMpmMlStXMn/+fAC2b99OcXExAB4eHixevBg3NzeOHj1KWlpal7F2rrzySkJ7uC/uyIU2LWzZsoWysjJGjBjB3LlzHWIAXl5eLFmyxH6906dPs2vXLgCuueYahrXNMTU2NrJx40b7xHVkZCRz5vS+MHqwmhbKysp4/vnnefjhh4mOjnbIvfzyyyQlJdl/nt3x0ksvMXny5F51A5WBblrQaDQ0NjYSGxvbo2mhrq4OjUbjoKMLs0JtbS319fWtOpPJZKuursbf37/HwR2z2YzQdaYrncag4bOsz2ixOPeHdGPCjQz3bj0zyWw2U1VVRUBAQK/X7U9dYGBgjy/el5Tu0CGy177OtSWf8+mw65hy54Mwe7ZUBW037dXV1T23J3TStB2h68zx49Xs2FEgDQ8oShpLeHn/y/x++u8J9+l+8Li/KG4s5h/7X+bRGY8S5j3w+kebaWHZstEEBXVvhjGZTPabGemHlo7UV1Wx87PPpGFBH7Ptk0/IkgwQAoy/7DLm3nKLNCwYSOzZA0ePYnvwN9R8/w9Mi6+AKZOlKjtKuZJlo5fh7+YPXRgUdp/ezXe53xHpF+mg+7HoR67+8GoH3fd53xPpG8nS0UsddNd8dA0pq1IYGTjSrgv17uVD+q7dhPx0jOvn3s+Ol16i6eqrIcm+zrpf+eGDDziZkiINd2taMBqN1NbWEhwc3OPgydno6urqCAoKGjS6ksYSvjn5jVTaJWqFmqWjl+Lr6gvdtNcVF4vOWdOCs+2drS44OBiFQiFN2/lZOlM9DdUZ3LMDbpo5iquiAvE06igrP83un3ZRHHclU2MjmSyr5mhWNqeUOnalmQiLiWXJrBiia6sI9qrhpe1VmPzCWDR1BPHG0/z9i3T8pk1ndnwEo20dr2uisKSYjKJCcqx6tuw3c83iKSwcOZyI5hpOF6Twwo9Gpl0+mSuiXDEV5/HO9gJG3biIq9WF7MmqYVelOyunBuNdn8s2ayixQ4azaGjnySeDwUB9fX2vPxdnTQvOtjfQdc6aFgwGAxqNhqCgoB7bE7quuVR1wcHByOXdnyo7GHVdDbp3pWuno74rXVft6XQ6Ghoa7Dqppv1xuy4oKMjBjCA1Leh0OjQajX1CT5gWzpCeno6vry/hPbzeX2j0ej2pqamMGTMGX9/We6v+QqfTkZqayrhx4/Dx6d/t85ubm0lNTWXChAldTgK/9NI+SkubuO++SYwcGcSF2jS0vLycsrIyJk2aJE31OWVlZVRUVJA4AHa8LC0tpaqqiokTWxdR9iclJSXU1NQwYcIEacrOHXd8zbBhnhf0WJrjx4/j6urq9KTuheRiMi2sX7+elJQU7rnnHnts2LBhDB061P542bJlpKenc+ONN/L000+TnZ3NW2+9xYkTJwDw8fHhkUceYcKECbz55pusXr2aqVOn8s4771BXV8dnn33Gtm3b7O2tWrWKuXPnOlyjO36uaeHIkSM8/fTT9lhISAhDhgyxP77hhhvIzs5m6dKldt2jjz5KamoqAAEBATzyyCOMHTuWpqYmtmzZwgcffADAr3/9a+bMmYNKpSIlJYVXX30Vg8EAwIQJE1i5ciXx8fE93tMNVtOCYOCbFgwGA0ajkeDg4B5NC3q9Hr1eT1BQUI+mhXZjX1BQkDgeQiD42ezbR9b7/2ByyEa2VlzFrJsehiuvlKoEgkuWoxVHSVqdRPK9yUwO6X5ir79ILU9l8urJHFp5iKSQgTFhJ7j42bx2LRvffdfBuDB25kyuu+8+rv7FLxy0ggHGtm1w+HDrsRDPPAPXXguS7ep6Irc2lxf3vcikYZO4OuZqNmZv5KsTX3U6MiKnNoe/7/u7g66royCc1XVi61ZITYXf/x6efhoWL249JmIA8O0777D5vfc4cfiwPTb+8su5/te/5gpxnqHgZ+KsaWFQ0oVpIQAzBmMtX//va/Ii5zE5NpIptnqOHi8lIMmNbRtKUQQM4/L5o5lsNUFVMg8ckRM8NIKHEofhZqxnw8b/URA1m0kxscx3mHcwUFBYSZGmHrdYFZ+/m8/IqxK5bORw4gy11Jcf5fpDnvxmWjzXRnjQUJrP93t2UzHldm7yLuFwTg37at14aKY/O45lkOsazZwRI7hpePc7LPaGs6aFiwVnTQsCgaBrg0Fv9FSnu5w03t3jdvNBO+2Gg3bDQnuu3ZjQ8WiIjjFhWrjApoVufs/t6PR6jhw5wpjRo8/NtHAeZ+sHk2kBYN26NF5//SCHD69EperegPRzEKaFrhlMpgWbDe68U5gWOjKYTAsAP/zwA7d1OIryySef5PHHH7dPVnY8HqK8vJzZs2fzr3/9i6uuav19l5WVMWfOHP79739z6NAhsrKy+OSTTwC45ZZbmDx5Mo899pi9/VtuuYVp06bx6KOP2mPd8XNNC//85z/tzwPgL3/5Cw8//LD98Q033MDs2bP53e9+Z491fO8/ffo0c+fOZf369ezevZvCwkLWrl2LTCbj+uuvZ968eYSGhvLcc8+xa9cu++vpN998w3PPPcfu3bu7fY1FmBYGNQPRtLBp0ybkcrnD8RAdDQodDQvtMaDT9+10ZWIAuDB3BALBpcTMmfC350DlAn/8ozAsCAQCgaBXFq5YwS2//S3Do6ORyWSExsZy26OPCsPCYODKK1vf711c4G9/OyvDAkBsQCz/uvZf/Pvwv/k863NMVhNRfp0/OMYFxDmte3PBm/zr0L961HXiqqvgD39ofR7PPz9gDAsA1913Hzc+8AAhUVHI5XLC4uK44/HHhWFBIHAGmw3MOso0tZyoqiKjqpSMqlMk1wfioXJnqKsLAf5DuGLWeCa6uuAwpWGzQXMzFS4qjGo1viiQyzwI8mxGbzbTZOwoBnAlMiKC2eNjGQU4DO1ZzFh0zRS6e6BQKvHEBbVSRZBHE7V6GwYzYDXR3FhJ9qnjHPKZxh2jE36WYUEgEAgEgvPNpl//mtVJSd2Wz+bNo+XNN9m0ZEmnXG/ls5tuwqQ7c7TwpcaSJXE8++wcZsx4j8zMzkcnCgQ6nYmbbvqMyy4L5+GHp0nTgkHCjBkz2L17t71YrVb+9Kc/SWXnzNq1a5kzZ469HDx4UCq5YMyePdvhud1xxx1SSSd+//vf2/t6++2309TUBMB9993H7Nmzuf3229Fqtbzyyivc2jYG0j5p3F7vmWeekbQquFj58ccf2bZtm8Pf2dmWnJwcabMDGmFaEAgEAoFAIOgH5i5dyh/Xr0ehVPL0p58yc8kSqURwkfOXXX+hrKmMNUvWSFMOtOveXfKuNOWAs7rBwFV33MHjq1ejdnfnuS+/ZOqCBVKJQCDoCpsZNBm8tPlz5q9eTdLqD5nz8T4ORCYyMTSYCW7SCv2Ivpy0glxW/SRjfow3I3y7P95KIBAIBAIpoaGh+Pu3Hpl2Pkj+5z/ZdN99DiUgNpZJ993XbUlctYr4O+5gwr33dsr1VkbMncvW3/++0zXbS/727dIu9oiLiwuxsbG4ufX/m317X1xdXaUpOwEB7kRE+JKWVkFzc+8rw88FHx+fAbErCHDhdwU5CwZSX/z8/AgLC5OGycmp5fe/38rcuSO44ooohg/vfjX5+WDYsGEEBgZKw4LzgLe3N+PHj7cX2lZvny8SExO5++677eWvf/2rfZeGC42vr6/DcwsODpZK7NTW1vKHP/yByMhIe19vvvlm+1Htw4YNY86cOcydO5ennnoKi8Vib8/Ly4s777zTXu/hhx/m//7v/3p8jRUMbhobG/n+++9JTk7myJEjHD169JzL8ePHKS0tlV5iwCJMCwKBQCAQCAT9gFwuR9G2pZ5SpXLYIktwcaNWqPnkxk+4IuoKAFTyrifqnNW5Kl355KbedYMJuUIh/j8EgnNBpgSfUfz2qhv4dvkNrL9yEgvwZV6YH0M8XOhxE2qZDLy9CTe24KbXU4MZi62JsgZvPFUu+J3NmJhShdLLi/imJsymFhowojcbKWv0ZainHHcV4DaE2JBwHh9Zz848DYUNF2bCQiAQCAQXJ/7+/nh6ekrDTlN68CCp77xjL01lZa3vhR1K7KJFTFq1qtsyfsUKhi9Zwphf/rJTrrcyeulSFC4una7ZXkoOHHDon7a8XPoUHFAqlQwdOtSpbc0vNCqVimHDhvXal4AAN1auTGT//mKysqql6XOmpqaG8vJyGhoaMJlMlJeXO7Vl/oXE3d19wEyKe3h4EBAQIA33C131JT29ko0bc3BxUbB06WhiYs6fOak7/Pz8etxm/3xjNhjI+OQT6s/j5P1AJC0tje1nacA6WyZOnMjy5cvtZfjw4T0eZ9BfNDU18emnnzJ27Fh7X2+66Sb762RKSgqnT5/mxhtvRK1Ws2XLFjIyMqDN+HH77bfb682ePXtAPsezITQ0lNDQUJqbm0XporQf3RAcHMzw4cN/dhkxYgQTJ04cEMbG3hCjfwKBQCAQCAQCQR8il8kZP3Q8j0x/hBtH3ihN2zkb3YShE3rVCQSCSwCZDFReRAYNZXJoNFfHxnPv5KFocwvIqW+kx82XZTLw9iHE2Ii5oYGcZgNmbRmp9Z7IVSp8z2Z8Q6VE4eVNVGMFlY16Spsb0TQ2kKrxI8ijzbQgV+PvH8j0USGoco6TWV5Pwbkf1SkQCAQCQY/o6+spS0mxl+wNGziyZo29jF66lEVvv+1QAuPjpc2cNzyHDOGa11/vdM324uLp6dC/03v22PtelZmJzWqVNjnoCA315q23FnLsWCU//JDH6dMaqeScaDctdCz9bVoQOEdBQT3ff59HTk4tr79+DUOGnLsxaaBRf+qU/X+49OBBjn3wAZpLwLTwv//9z2HVN0BU1JkjLaOjowHIz89HpVIxduxYqqur7fqcnBwSEhK6NJVER0djs9kc2v/6669JT0+XSi8IGo2m06r27naRUKvVjB07lsrKSocV8BaLBYAjR47w7bffUlxczC233EJGRgZZWVn4+fkRHR1NVlaWvd7u3bv55ptvBu3rmo+PD0lJSYwbN67TZL0orUWtVnPddded17JkyRICAwMH/KKggd07gUAgEAgEAoHgIuXKqCu5LPwyabgT51snEAguFVzx9xnCZeOj8Ks9yZ5TBeyr1tLt6dkyOaiDmOQvw9Zcwn+PpvNJZh7F3mEM8fJiSOvmJ84hV+PiHsT8IBMF5af45GgG3xXX0BAcS4yHCu+2kQil2oPAYTFcpa4ls7yCn3rqn0AgEAgEZ4vNZi/527bx7pQp9qL28WHl4cP2EjJ5srR2vzLt4Ycd+pfy9tv2vn+5bBlmvb71uV0ErF9/HQUF9fz1r3vPy1NKSEggMTHRobi7u0tlggHIn/+8i6qqZt55Z5E0NTjp8Bq0/ckn7f/Dn998M4vefpvIefOkNS4qli9fzqJFi5g3b569yOVy/va3v9k1zz//PDabjf/7v/8jMDCQr776ig0bNtj1v/nNb3jvvfeYOnUqMpkMmezM3nEvvvgiZrPZof2bbrqJX/ziF3bNhUImk7F3716Ha8+bN4+nn35aKoW24x82btzIp59+atfecccdaLVaAFatWsXs2bMdcrfeeitz587l73//O7feeqs99+OPP/LRRx/h4eEhvcygYPr06YwbN47g4GBR+qEM9N0WhGlBIBAIBBeOujrIzWv9Pu9U6+OBRF0d5LX3L2/g9U8gEAgEAsH5o7oaCgrAYoHsbGhokCoGOQoUSg/CfT3wdVGgAFB4oPaJ5rp4G/V11WRWNNA6LCYDXPD38STQU03rsIUcCGbuqOGEeWjZnXGM1XlNRE4YzcRAP4Y6XqwDcuRyNUMDvPFTq2jd4FSNWhnCzVNCkemK2JCRzfYGGVOnj2e82gUfhRpfDw+Ge/ng3abDrKOoroFmafOCrqmqgtOnwWyGkyehsVGqEAgEgoua3NxcKioqpGE7jaWlvD93LquTklidlETBjh2sSkmxl/G//KW0ylljNBpJS0ujqalJmjrvLF692t73K196iQ+uuILVSUlkfPwxAAaDgaNHj9onwPoTvV7PkSNHaG52/l39iSdmMWHCUG677SsslvOzi0RNTQ0nTpyQhvuF6upqTp48KQ33C1VVVWRnZ0vD/UJlZSU5OTnScJ9TUFBw3s98T1u/3v76szopieirrrL/D9+1YwdeISHSKhclM2bMYPfu3fayfPlyqYTly5c7GBlefPFFu/6LL77Az88PgBUrVjjo2mMd2586dapD/kKxcuVKh+u2l2effdaueeWVV7j99tsd6r366qud6iQlJQEwZ84ce2zSpEn2OsOHD2fz5s323FNPPdWhxcGHXq9Hq9WK0o/FaDRKfy0DBpltsB9+IhAMALKqs5i8ejJbf7GVWeGzpGmB4NJl3TqOPnUfSStMJK9XMflP/4aVK6Wq/uO990h99tdMXmHi0DoVSf/3Ftx7r1QlEFwwspKTeeDyy1mTkkL0uHHStEBwSZO2Zw+PL1rEmsOHCU9IkKYFgrPnH/8g5Q9/4C9mM2tUKkI++QRuvlmqGtzYbJhtIJfJkJ9ZhITVasFC68okhUxGa8qG1WrDhgy5vD3W2oalrQDI5QoUslabQ/fYsFhsyOSt1zjTlhWzzYbV1roaSS6To5C16q02sNpAIZchs1kx21qPqDjTv7Pn4A8/8Nxdd7EmJYUh4eHS9MXF88+T/NRTvGCxsEapJOjLL2HJEqlKIBC0cS7Dnz3V6S4njXf32GazOeSsbVv922w2rFarPWe1Wu2lvU7HmNVqJTMzk8suu8zehrNUVFSQnJzsEAsLC2NeDyt/MzIy8Pb2JiIiQprqc9LT0/H19SW8i9f7stRUjq1fT9Do0cgVCgD8oqKInD9fKv1Z6PV6UlNTGTNmDL6+vtL0BcOg0XDym2+wms00FBWhraxELpfj4e7OxAcewKfD1uv9QXNzM6mpqUyYMKHLLd27Y+3ao7zxxkFSUlahVP78tZbl5eWUlZU5TP71F2VlZVRUVJCYmChN9TmlpaVUVVUxceJEaarPKSkpoaamhpEjx/K3v+3F3V3FnDkjmDYtVCq9oBw/fhxXV1eHYwt+DqnvvENTWRneoWeeR9QVV+AbGemg64qsrCzc3d2J7EZrs9nQarW4urqiUqkccjqdzqkjAw4ePEhQUBBjx451ylykVCpxdXWlqqoKFxcXlMqz2YJt4HL8+HGSk5Opra3lySefxGAwYLPZcHFptWEPdkpKSvjpp5/IzMxkxYoVTv99Z2ZmYrFYmDVrFlqtttO9TEeKi4vJy8tj0aJFGI1GzGazVCIYxLQbuhYuXMimTZuQy+WMGTMGuVzuUNp3QZHGgE7ft9Nx55SOO6jIjUYj6enpvTpCB4tO24ubdDDojh071uc6g8EgdF3Qruv45l2gKWDu+3OZ8d4Me7nj6zswWoz8avOvHOIz3ptBeuWZM5S6aq8rLoQuLS3tvOn0er3QdUF/63S6njfTvRC6o0eP9qxbuJC4v7/LvnVyRj73do8DqTqdrvf2zrdu0SISnl/NvvdkJPztHVi8WKqw41R7F6FOr9dLUw5cCF1aWtp50zU3Nw9onbM4295g0RkMBmnKgbPRHTt27JLRabXaS0rnLO3t9eYUPxtdenr6oNc1NTUJnZTbbyfh1Vd5xcuLwE8/hblzpQo7TrV3DrqWlhZpyoGfrZPJUMrPGBaamprIyMjAbLagkstROhgCWgcVFHIZ2jZdS0tLq3FALsdFocBFoUDZwbDQ2Nh4RueADIVCjrytfbvOZEYpb21HJW83LLTq5TIZOm0TmXadtH9n6P6654az7Q1o3V13wd//Dn5+8OWXMKt783x7e70NYp+NLjMz87zpGhoahK4L+lvX26Dz2eiysrL6XKfRaPpcZ7PZ0Gg0HD9+HLPZ3GmQv+Pj7nTS7xsaGjh58qT9utK8NHapk7NpEylvv03+9u24+voy/q67SFy5ksSVK8+7YaE/cfX1ZcLdd5O4ciVDxo1DrlAgk8tBLid7wwZS3n6bgp07pdUGPAkJgcydG8maNUeoqup5LExwcWE2W/nii+OEhfn0uWHhfNFYUkLK22+T8vbb1BcUMHTiRPvrT+LKlU4ZFgYyVquViooKCgsLKSgouChKg2TnvZqaGoqKijrpBmuprq52eH4Cwc+l/Z6ztraWU6dOOcQ60lGXm5srTYOkXnV1tV2neOqpp54G8PT0dMohJXRdcz51MplswOu8vLxQtDmVu8NZHTCodDabDRkyRgePZuyQsYwdMpbEYYksiFlAUkiSPdZekkKS8FJ7ddteT/Sma//HdkbnzO/DWR1n8fsVuq65EDpPT8+Bpzt2jKr/fczbbllMqHfBNywWulgF0U6v7bVxNj+XHnXHjlH5bWv/EuvU+IT33D8Ab2/v7tvrwPnU9fo82nBGZ7PZkMvlA1rn7PNwRoeTPxf6SVddUsJ369axZNUq/IcMkaYdcKY9BonO2f/z863z8vJycPV2hdB1Tfv/b1/qKgoL2fbJJyxZtQqfwEBp2k7764unp2eP7Q0uXQvFpXnsPZnDNqM/sZ5K3Npme1vvRW2Y6nL5MF9DjlFOmJ87rtiAWvanFZOjaUEe6IVfW3tlxelsyjrK6qw8vs87xfd5DZg93fF1NVBXnsua/Uf5vqKC7/Pz+T6viJSaZuT+QwhWgqrDDLIzz4OBrEtOpmDHZ6wNzCapWol7zEgYNkyqstNre22cja63v3sugM7Z//OLQVeal8feb75hyapVePr4SNMOOPN7s9lsKBSKganbv5+c3Z/zWUAut1cq8IofDd3cSzjV3lnqnP35OaPDyd8Hl6jOy8sLWYfVR11xIXSenp6DXtf+99yXuo7/Rz3prFYrSqUSDw8PB52tC6ODXC7H3d0dmUxmz9s67NRQVVVFREREp7q9odVqKSkpcYj5+Ph0u7qXtmup1eo+3VWgO5qamnB3d0dhMlGdmUlTWRlH160jf9s2vENCmPe3v6GQrEI+31itVpqamggICECtVkvTfULQ6NHELVpE2Pz5aENCyPn8c4p27MDY2IhHUBBNZWWofXxQ9OHKYYvFQlNTE0FBQWe1YjkszIfoaH+efno3ISFeBAW54+HhfH0pxrZVv4E9fJboK0RfusZgMKDR6CkpMXP8eDWzZ0cQE+MvlV1wtFotarX6rHYGaafu1CnqT52iLCWFlHfeoeLoUZJWrSL22mulUqeorq5GpVLZj0ToipaWFpRKZadxEJPJ5NSuO6WlpXh4eDBkyJBezYy0/c2Ul5dz6NAhTp8+TXFx8UVR6uvr0el06HQ6oqKiSE9PJzc3t5NusJbq6moMBgN1dXUkJib2+DfVkaqqKmw2G+Hh4T2bqNtMynV1dcTFxWGxWJz6+xMMHjQaDU1NTcTFxZGTk4NMJmNI22dOlUplv4/trtC2U4uHhwe0fabvSPtjm8125r5YHA8hEAgEggvG3r0c/fgfJIVsIrlsIZNvfaTHVY19zu7dpH76KpNDNnKobBFJt/0e5syRqgSCC4Y4HkIg6J5L+3gIA6fzjrIpK581qul8PDuMOA8VrcPuVszmZlL3fMmb2kiio0fzuzF+eFsaSc9JZ/2+BlwjorjpyrFMAaCF/fu+4+uialKVwYxwkQFDuDYplln+OsryMnloSzFBEf54uihRGQ1YFe4oo6fyx5EBhKsVbde9CPjuO7ZvfJ2lwbtJKVtM1MrHYUrrT0lwcXBJHQ+xYQPf/fAmKwL3kVK2iND7n4QBsOW0QDBQOZfhz57qdJWTxnp63HFQv6MBoeMxEO2l4/EQHb9aLBZsNhsZGRlcfvnlZz1RMNiPh7DZbGCzceLrr/ly2TIA7tyyhagrrpBKL0nSP/qI//3ylwAs372bsJkzocMkwkBn2rQ13HXXeO6/f7I0JbiIsNlg795CFi/+hEOHVpKQ0P9Gil6RHO/z5a23cuKrr4i64gru3LLFQXouDMTjIbKzs3n//felYcEg4t577xXHQwjOmgLJ8RAymYyxY8cik8lQKBTI5a1HP3T82vF72owJ7d+3f22n4+P2+xNhWugVC826Zup1Burt9/4KvN098Hd3xUtmBauBsoYWcHHFy90VL7kNsNLQqMWkVKNWKXAxN5PX1MKZjw8ylAoVgT4++CpkHVYw2YAWaupbkKnVeLi74GqvIxAIBIOPoxVHSVqdRPK9yUwOGXgfNlPLU5m8ejKHVh4iKSRJmhYILijCtCAQdM+lbVoAGk6zPy+bu9JUvH7DNGb4ueMnA2xGjIZyVv9vC1UjZjMzPo75Xk1U1+Wxflsq35S6MzJxPA9cOZYpWMFSzVc7j1CoCmJkUhILPDtcQ19CakE+jycrefamiYz3ccOzPo89uTkszfTlvzdNZLKPGx2rDHa2529n6RdLSVmVQpSfc4M2gsHDJWVaAL7L/Y4V364gZVUKod6DcytlgaCvOJfhz57qdJWTxnp6LEwLP5/Nv/41JQcPEjJpEpPvvx8Av5gY1F6Ou51equjr6mgoLATgpxdfpDY3l7hFi5j77LNS6YDk55gWTp482WkiduTIkbi7uzvEBP3PRx+ls2lTDn/4w2XExwfg6trzDtADgbT16zn4xhv2x5N//WtCkpJw8fLCPybGQXsuDETTQvtqfcHg5Wx2BBKmBUE7wrQwIGngp+S9rD18jI/tR9z4sWj6ZayaMo6r3fWgSeO33+ZjHTGWRZPHcbWXBdDw9aa9lAZGExfuT1TZPqZvP0WTuf0DhCtBvuH87qYbuC1QxXD7+0sLUMhrHxbgEhvFrGkxiCkMgUAwmBGmBYGge4RpQSDonkvetICO4tLTfP7DQZTzb2TBMB/i1ICpgebadO7ZbmXhtJFcE+2FsbyMb7dmMvy6CNJ21ODuM4Q5V45lis0CmqM8tV+Hyj+U5dOjcJjW7Mq0oC8mtaCAx5KV/LU91rHOIEeYFi5uhGlBIBB0x7kMf/ZUp6ucNNbTY2FaODfKU1NJefttAAITElD7+OAXGUnk/PlSqaADOZs2oa2oQFdTQ33bGdQzn3jivEywXig2bMjm0KFSYmMD+OUvx0vTPVJTU9Np4jYwMLDTBK+gf1mz5giFhQ1MmzachQvjpOkBhUmnY+9zz6GrrsYrJATvsDB7Lmr+fHy7MRicCwPRtCC4tBCmBUE7/WFa6PnwvEsaK9DArp92srHGheDJS9m9fHlruSaaYZoSPjh0nDTAghWzVcOu4jI2F9acacFqxWK1YbXZsCldaYm4jH9ef2trG7cv4J2pvhzYvI+fqjWUA9BMXUMu//xgBx+V1pFts9H9y4FAIBAIBAKBQCC4eHHF182TyaEW/ptbysn61sGkRm0jhzOPoQsKJtDDEz+ZmuDA4dx07Swu9/YgWNbhQ57NBk2NFJlK+TpjDw+/9x4z1r3PjG0n2F7VzeCUsYXmZi0n2+zUgouHP+38E/9J+Y803Ik/7vgjb6e0Tgj1hLM6gUAgEAh+LjmbNpHyn/9wats25CoVcpUK/2nTiLv11n41LJjNZioqKjAajdJUn2M2mykvL+/y/PG4RYtIvPdeRsyda//5ZX/7LSn/+Q8p//kPWZ99htVikVY7Z0wmU7d9cZYlS+Kprzfw44+tu0WcDYGBgQwbNgwfHx+USiXDhg3rNLnb1zQ3N1NTc2beoD/p776YzVb++99M8vPriYnxZOpUf6mkz6mvr6exsVEaBqCxtJSj69Zh0umQq1QMnTiRxHvvtZefY1g4tWULpQcPSsMCgUBwySJMC91haYGqHP5XCQafEK6IH8H00NDWEj+OeYFqoiw1FOjAagPchxJqa8ajsYiDOrBI3QZyBbgFMGpISGsbEVFMC49givIk+fXNFOtaqKyu5XBmJa4JoYR7qPGTNCEQCAQCgUAgEAguFeS4eXgRmxBJWGkldY3NVKJDo2skOc+TyZEBhPuqUSLHxcWVocF++CsUuHRsQiYH3xhujRvJveNHMW/sWG4blcACWQH59Q2kNQEWHcb6k7y5azu///57HtyVxkclFuaPiyRUrcK5DSQFA5lmUzNP7X6Kz7I+o7ihWJq20677POtziht/vk4gEAgEgp+LxWik/MgRjn/xBWnr12NsaGDhW2+x8K23MHp59ft25SaTiby8PPR6vTTV57S0tPTal9CpU+0/v5rsbNLWrydt/XoyPv2U0oMHadFqpVXOiZaWFnJzczEYDNLUWRER4YOnpwuZmVX0sNC3WxoaGigqKpKG+4WB1BeNRkNxcf/dwxmNFp55Zg+jRwczf/4wSkpKpJI+p7y8vJORoy4vj9JDhzi9axcnv/6aGY8+ysK33iLh+usddD+Hgl27yN64kdJDhyg/cgTLADBACQQCQX8iTAvdYDWbaKoooEA1lOFBQ5ns12H4zyuE6dEjWDwikGAbyADUQUz0UxOuamJ7aRPm3u6kFG64ewYxe5iBaq2BKq0Zm1WJSunHzEnRTPB2I0BaRyAQCAQCgUAgEFwyKNUe+A+LY668kkadlpO1tRTXVbGbKGYGezLcTSGt4ohMDt7hXB2VwPIJE7h1yhR+M2kid/k0UNXYQGZT29aNNgsGswldSwvNcg8CAsJYkTCM4S5K+ndNmuB8YDAb+ODYB4R7h6NSqNh6aqtUAh11vuEo5cqfretr8tLTObxtGy0GA7u++IKKtnO8BQKBQDD4sNls2KxWGsvK+Oiaaxh3553ce/Ag8194QSoVnCOLV6/m3oMHW3+uzz/Ph1deSUVaWutOXQOExx+fybhxQ7jrrm8w249cFgx2rFYbMpmMtp3AByQ2q5Wd//d/vDd9Osfef5+7duzAO/T8H8V1xYsv4uLpyXvTp/PRNdfQVN66H7dAIBBcqgjTQjdYrFaqm5oI8vUl1NMTH8BqtaBtrCa3pooaFy98goYTowJF2xtsyJBAAr09KSoopLrFiqmXezylXE6wpxcaYwtNLTKGDglh3tTRjFMo8JCKBQKBQCAQCAQDF5sFm7mZ4toaTlRVkdGxaHRoTK3brVosJhobqjhZ3Z6vJbe+GW3b4WRdY0ar01Eh1VlaaG7W2K9T0GSgwdyhL5pm6o1mxImCgxkXlPIhTIlsRqPTkHqyjOPl1RTERhDposJXKu+EDVq0FJutNNoUDju5NbW00NxiAoU7av/RPHblAv5z3XWsve4aXrh8AnM9wV18WhyYVFdDQQFYLJCdDQ0NUoUdbYuWnNocIv0i+cNlf8BV6corB16Ryhx0f5z1R9QKtdO6Vw+8KpU5R3U1nD4NZnPr8+hmS15nqCwqYtOaNXz26qvompr496OPsvebb6irrJRKBQKBwCl6Or+5L+h4/fbve4tdTBz+979ZnZTEplWrWPb11wyfNk0qEZxH/KKiWLF/PwffeIPM//5Xmu5XrrsugaefnsP06WvIyqqSpgWDjCNHyrnqqg955ZUrWbAgRpoeELQ0NfHf668nct48VqWksPA/vR+v9nOYePfdrEpJ4a4dO/AKCZGmBQKBYEDR1T1oT7GOdBWTIoahzgK9roHkveu49cPVJK1ezQ0bd/J2KRjbR47dhhPt7s01liz+12ClSowQCwQCgUAgEFwamJtpqU3hT//9gCtWt94rJq1eTdKa90jaksV3Fc0ANGoq2L1jNYvWt2s+Z+mGIxwAdNI27VRzOPMY/94o0TUWk5a22X6t+w7ksq2utS/G2iP86YcjbC6qQ+PYmGCQoVAoSBw9Foumgr2ZeZzUuvLA+HB81U7sgWC1QOkB/ngoi9dP1Tukhnp4EODu6hATDBLWrYMHHmg1KyxZAjt2SBV2kkuSufGzG1m9aDXzI7s/87ujbl7kPGnazoGSA07pnGLt2jPPY9Ei2LlTqnCatx57jG/eeqvXmEAgEAgGPsmvvYa+ro7J999P4r33EjJ5MmovL6mM0NBQ/P39peE+RaVSERsbi7u7uzTV57i4uBAbG4ubm5s01StKV1eGjh/P+F/8gurjx9m4ciW7n3oKq/ncBrfVajVxcXHn1BcpAQFuzJwZzv33T+bdd4+we/dpqaRbfHx8iIiIkIb7BV9f3wHTFz8/P8LDw6XhPkGrbSEjo5LISD/8/Nzw8/MjLCxMKutzQkJCaEhNZePKlWx97DFirr6aqCuuYOjEifjHXFhzhceQIQydOJEhY8eicHE47E8gEAguOWQGg8GWnZ1NZGQkXl3cALZjNBoZDLqoqCg8PT2laTvO6gxaDel7vuL3mkiumjCK34weiq/FTFNjJaf1Nk7kHiK72UZzxFXcXL+Vfxf4kDQugeujFTSXZvLnUh9GFefiFzuG+Ah/oqtSSEpzYcM105gzrPXgB522ltS969gYdCNzI0ewIFCO0djMyZM/8b8f9fhPGs3l02MZL+1c2/M4efIk0dHRPT4PZ3UGg4Hs7Gyhk9Cui4mJwcOj+/0vBoPu5MmTxMbGnhedXq8nOztb6CT0ty4uLq7HD8oXQnfy5Eni4+PtupzaHO7+9m4H11yzqZn0ynTGBo/F08Xx/+29695jZOBIAHQ6HdnZ2Q7tdcXP0WXXZrPi2xUO/dOatGRUZjB2yFg8VY79W3vdWhICE6Cb9rriYtMlJCT0ONBwIXQ5OTnEx8efF11zczO5ubkDVpeVnMwDl1/OmpQUoseNk6btONveYNElJCTg6tr9ZOnZ6PLy8oiPj+9/nakBY10ad//QTEJsKJPD/VFpNZzMPkpyoYKxM6Zz1egQhjUW8c132zg9Zg4TA7yJcFFiNdkwN1aRFB+Ph8N1bUA5m/Yc4sM0DfmKYO65bDhL4+Pxd9WScuwE32dU0zAhiSvJZttJGW5DRrBonA+k7eTv+UFcP2sM18YGE9ih1Xa0Wi2nTp3q9fn2ly5tzx4eX7SINYcPE57Q+lrcFe3tJSQkoFarpWk7Z6PLz88nPj5+gOisYK7k8117+fiUnhqvcH6TEMii0fF4u0p0nGbNV/lovIcwcdoIgvLziR8xlO3HD7GxoJR0vQq5XElY+ARuS4hillcDeUUn+O2eRl6+42om+HrS3Z1xU1MTBQUFXfTPkYGkO1x2mN9+/1sHXYOxgZzaHMYOGYur4szfn5fai3XXrSPEq3V1U1ftdYWzuhOHD/P6bx37cs6UlkJjI5YxseRGpdMyJgL8uz5cUGPUUKWtImVVCiN8R1DaVMr2U9v5NOtT1l23jmGewwDYemort391e6+6Lae2cMdXdzjotp3axmdZn7H2urV23cHSgzz8w8MOfelEaSleJxqJzIuBjAwYMQLOcfKpODubxi7ONb/rT39i5XPPScM0NjZSWFhIfHw8Lj0MDg8k3YHiA/x+6+8ddPWGek7Vn2Jc8DhcFGfa83fzZ+11awn2CIYO7SUkJKBSdW94OhtdUVER8fHx50XX0NBAcXGx0Enob11CQgJKpVKatnM2upKSEuLj4/tUp9FoKC0tteu6W9kl1bUj1Ut10jxtdTQaDWVlZcTFxaFQOB7j1LFOfX09paWldl17zmq1YrPZsFpbV0hpNBpKSkqIjo5GLpdjs9mw2WxYLBasVitWq5XMzEwuv/xyex1nqaioIDk52SEWFhbGvHndm9IyMjLw9vY+75Ov9fn5nNqypfX7ggIi580j5pprpDJBH5D1+eec3r0bpVqNf2wsMpmM8FmzCB47Virtc/7+932YzVZmzgxjzpwR0rRggJOeXsnWracoKWnkySdnMXRod588+p78bdsoPnAAbUUFKjc3Zj35JO5BQVJZn5CVlYW7uzuRkZHSFLS9l2i1WlxdXTu9n+t0Okwmk0OsKw4ePIhcLickJISWlhZpWnCJU1ZWhqenJ7NmzUKr1XZ5z9NOcXExx48fZ+zYsZhMprO+FxEMbGprazEYDCxcuJBNmzYhk8kYM2YMGo2GhoYG4uLi2o77kSGXy5HJZCgUCnusrq4OjUZDXFwcgD3ejlzeuq9CTU0NGo2G2NhYZCaTyVZdXY2/v3+Pgyxms5lLSmcyUF2cwRuHT9EYGMucMaO5ZUj7oFY9u/btYWe5BcuYa1hp/ZHnj6kZNyqWpWMCUGpKWLNvH/uLjISOmcaiWH+iq4+QdCKADfPGMmeID5ibqKoq4B8bUwievYArRgxjgiuYzXqqq4+xfmMNnmPjuzUtOP08LpAuICCgx0GWs9FVVVURGBgodB1wVmcymaiurhY6CULXNX2hq9ZV83nW5z3ezHRk6eil9sHUrtrrinZdUFBQp5vzjnSl+7n9q6qqIjg4uNfrnm+d9Hl0hbO6lpYWampqhE5Cf+mcNS04257QdU27Ljg4uMfB7Z+lMzVgrDvG3Tvg6qR4FsYNwbvFQGVlEbt+2knhiMuYEDWUeF0+L26vYOHiOcwI8mKYopv2sGC16khJyyK3RcPBIiPl9e7ctHg0C4KD8bEUseFoIZsLlNx6wyymUMhXO45T6BLEuMRoxpUd4PGjHiyePoqpvjpKyorZLIvn8Th/hrq2XqPr63ampaWF2tpagoKC+lTnrGnBaDRSV1fXa3uDW2eksLiQzAYLDSofpnjLiAgKQuWgswFNHD/VgNHFnYBgT1Rt7WlqC0mvqeV4M8jlCgKCY5gR5EmYSk9lQx17Sw3MjB9BkNqF7v6Teu7fGQaSrrixmG9PfiuVdomr0pWlo5firfaGbtrrCmd1h7dt44/XX8/tjz+OT0DXBgOn2bYNcnKwrrybms0vYV52PUyYIFXZcVW6smz0MrzUrYsApAaFrae2sqNgB7H+sb3qdhbsJMY/xkG35dQW7vz6Tg6vPOygC/Xu5dzfrVtRp+YRMO2X8NJLcOONML6rT7+9s3HNGvKOHZOGuzUtGI1G6uvrCQoK6jSp2BGDwYBGoxkQusKGQjZmb5RKu8Rd5c7S0UvthuGu2usKoeua/tYFBwfbB/S6Qui6xmAw0NDQQFBQkH2yvyukunakeqlOmqetjl6vp7GxkaCgIIdB2fZ8O83NzTQ1NREYGIhMJuvWtKDX69FoNPYdBQaCaUGtVjNs2DBkMhkeHh7252k2m9Hr9XatWq12+Gyv0+mwWFqPTGuvW5eTg6GhgZKUFPa9+SYAC954g+jZs3utey7XlcvluLu7n5e6JpMJg8Ew4Ot2XARzNnUbCgrYev/9WE0mRt18MzFXXIGblxcEB4NM1mPdn3Pd3uq+/noKNTVGVq5MZNSoYPR65+tKJ3mbm5vt/zf9VVehUDgsKGlpacFoNNofD/a6NpsNnU5HTY2Vzz/PID29hA8/XHpWdX/OdXus29iIrboagANvvYVffDxTHnjAubodruvm5mb/HGCz2Whubra/pp9L3VOnTuHt7X1BTQtZWVnU1tb2+D4quLQJCQlh/PjxvZoWKisrOXnyZI/3tILBja+vLzNnznQwLRgMBoxGI8HBwXYjglze2bSg1+vR6/UEB7fOr7TH22l/DWpubkav17feP9t6+ou7pLECOlLSjrC31kidyoto73bTQi1F5XpaFMNIGjeKRcoj/G6PhYSYKJaOD8VX30Desa95+JCRgFHTuWtk204Lx1y5PzqAeC8XMDej0zZwsDqYZbPjmRrs1bYCrgU4zSvv5+MSF92taUEgEAgEAsHgx1nTgmAQ0IVpIRAzZksDX//va7JDZjB+uBfDG45z5wETK8YOJdBNBWpvhvgFc22nVSYWrNZmklMKUUbIyClo5PgJM3PuvpwZgGddJuuza9moCebtBSPxQ8f+H3eSZvLCK2ECtymOsWI7XDMmkCCXJpJL6qkMnMBTIwMZ1mZaGOg4a1oQCAYDh7dt4+lbb2VNSgrDuhmAdJrNm+HkSfjVr+CZZ2DpUkhKkqq6Jasqi9cPvk7isEQWxCzgk8xP2H16N1vubF3h2p3u44yP2Vu4lx/u/MFBl1mVyRuH3iBxaM+6TmzeDNnZsGpV6/O49VaYNEmqcoqv//UvNq9bR86RI/ZY4rx53Pib3zD7xhsdtAKB4NLkbIc/e9N3lZfGenrc0WBgazMitMdtHUwLtjaDQnusXdufpoW6ujpkbZPWiYmJ9kmzmpoajh8/bteOGDHCYQv6jIwM6uvrsdlsqFUqEhMT+eKGGzi1bRtBl1/O6Kef7rUubROTiYmJ9kFx6XUjIyMdtptPT09Ho2k9MK29bvskYXV1NSdOnPhZdW02GzKZjKioKEJDzxj2OtZ1c3Oz9xmgqqqKkydP2rXSuseOHaOhocGputHR0QwfPhza/l6OHTtGY2MjAO7u7iQmJtonBSorK8nOzu6yLkBaWlqXdX/43e8o+uIL4i+7DNs99yBzcSEmJqbbuh4eHkycONF+3YqKCnJycuzamJgYQkJad7cCOHr0KE1NTfa6iYmJ9kmNrup+910Fb711mMOHV5Genmav6+npSWJiol1bXl5OTk6Ova3Y2FiGDWvdFQrgyJEjaLXabuvm5ubaH/dU18vLi4kTJ9pz0rpxcXEMHTrU/n9+5MgRmptbjw+U1i0rKyMvL69TXdp+v2dTNz4+niFDhkDba8vRo0ftE+re3t4OdUtLSzl16lS3dY8cOYJO13pQobe3NxM6GGZ7qmuxWElJSeGTT/R4esLSpb6M72BSLSkp4dSpU/bfUUJCgn1yy2KxcOTIEbuxyMfHp1Pd/Px8++Oe6vr6+jKubczFZrVSXFxM/s6dyD78EICRf/4zwXPnQpuZ6ciRI3bjSce6tK0sLygosD8eOXIkQW27Mkjr+vn5MbbDLiXSuqNGjSIwsHVWyGQycfToUfR6PeHh4RfUtECbeainnQ8FAqvV2qtpgbaJZ09PT4fJaMHFR0fTglwuRy6XOxgUujItdMzRg2mhPQcI04IzFOQe4NusY6yrOBMbFz+dG8aM58YAAzSe5PkUC5HhoVwVN4QAa1tsZzHWkHjmRHkTVn2UW/cXo7O0f4Bwwd8rhF9cdQUL/ZQMsY8dm4AyPthQgioijMTx4cSfuazgvGOhubmZOr2e+lZTLqDAx8MTf3dXvGRWsOopbWgBFze83V3xktsAKw2NWkxKNWqVApWpmTytEav9v0mOUqEiyNcHX4UMlf3/0Aa0UF3fglytxsPdBXFrIBAIBJcuwrRwEdFuWtiiY1xCONMjAvDDgNlSxkfflTFswiTmhipQVGVxd1Y9I5qaqLVaqfcYQkLEKF6fGk+wCx3uGTpSzo7kAnZ0NC2Up/BagZavzVHsvbx1QDc95Rv2at3Rh03jQc9jrNiiY3yAEYJCaPAZyfPxUmPEwEaYFgQXE+fVtHAeqNXXkrQ6iQenPIjerKe4oZi3F70tlTnodCYdpU2l/Gfhf6QyanQ1TH53cq+6C8nGd9/lwxdeoKq4mNCYGB7+17+YNH++VCYQCC5Rznb4szd9V3lprKfHg9m04OrqyrBhw5DL5bi5udkHmc1ms8PqchcXF4fV9AaDAbPZTMHOnWx79FHc3d2Z8eijBI8Zg9LTE9e2idmu6ur1eofV9G5ubuTl5eHl5UVgYGCP1+2qbnd9VqvVDpOAvdVtaGjgxIkTREdHExgYeFZ1f851u6prMBg4ceIEoaGh9iP75G27NLTTXd12pNdtr9tYWopJo6G5ooKvH3yQxe++S/iUKd3WNRqN9mOOPDw8zvm6tE3kdlyZrlaref/9DLtpoaXF0G3d8vJySkpKGDmy9VjSnq6rUCgcjjrs6rod60pX4vdWV6PRUFtbS0JCwlnXPdfrurq6OuwE1l63qqqKhoYGB9OCs3U5y+vq9WZuuOFDbrxxAosXx+Lr61i3pKSEyspK4uNbZ0A61rW17V5zLtftqe72J5/kxMaNBI0cyaIXXwSgTKfD3d+f0NDQHuvyM65L204LLR2OY+iqbvtr24U2LXScSBQIuqLj/UhviJ0WLn52796NTJgWBgY2mxWrzYalw09KJpOjkMmQywBsWKyADOQyGa0/WhsWqw0brRoZNkxnZrRb26D1l9Wa70hrXWSyDu0JLgwN7D2wh7WH0/m01QwM+HHdzNncO3kMV7npQJPGA9/kI4+ewKLJY7jK0wJo+HLDHsqHxJEQ6sPwsv3M2H4Kvd2U4soQ/wh+d9MN3OqvJMR+/2AECnn1/dO4jYxm1pRo+v9EOIFAIBD0F8K0cBFhasBYe5S7v0hll0ZHbds9nFyuYNTEG3kuMYJrgtVgaqGloZFSHx98FQosZZmklxSyMWAJT4yAYV2ejnMOpgWPo6z4IpVd9X5Mn5rEo1eNY8Ygu6kUpgXBxcRANS2UNJbw2IzHeHbusyjlnXdh6ah7fObjPDPnmS517aaF3nQXEqvFQvL33/PC3XfzdnIyIZGRyMRArEAgaONshz9703eVl8Z6etxxEqDdiNAe7zhJYBuApgVvb28iIiKkKac4+c03FB84QGDbBGX0Ndfg3WG1/tmQnp6Or6+vw44MfY1eryc1NZUxY8bg6+srTfcpOp2O1NRUxo0bh4+PjzR9XjDU13Py22+pPHaMuEWLiOzGHNjc3ExqaioTJkzA27v16K3zSXZ2LVu25JGeXsmf/nQ5kZFd/+zLy8spKytj0jnu5HQ+KSsro6KiwmE3h/6itLSUqqoqB9PChSA3t5aXX97PuHFDWLAghujo1mNuOlJSUkJNTY3Dzg0XCrNez56//hVXX1/cAwLwCgkhZsECAI4fP46rqytRUVHSan1OVlYW7u7uF9y0IBAIBGfDjz/+2CemBfEJ3glkMjkKuQIXxZmikrcbFgBkKOQyFA4GAxkKuRylvM14IJM71HdRKFAp5Cg6GRbO1HVsT3B+sQAN7Ny7g421rgybspTdy5e3lmuiCKwt4sNDJzgGWLFitmrYWVzGD4U19hasVisWmw0rNmxKN1oiLueNG25tbeP2a/h3kg8/bviJfbUNlAPQTE19Lq+s38FH5XXk2mx0/ogrEAgEAoFg0CKTgfdIfj3/Or5dfiMfLZjMAqsv80P9GObp0npzrnJB7efHcJUKn7Z7SpPZRG59Ay1tq3ycws2dQJmc4U2NlGLDTBM1zS5YrO4M8zzTl2VxamLU9fyQ17p1qUAgEAD4qH34aulXzAqfBdCtwcBZna+rr1O6C4lcoUChVIJMhlKlEoYFgUAgGGDkbNpExbFj+MfEMPGee5h4zz3nbFgQ9A+ufn5MWL4cr+HDKT5wgIKdO6WSPiE+PoAbbhiJq6uSr78+QVZWlVQiGABUVDTz8ccZzJ8f1aVhoa+oSEvj8FtvceS99zDr9UTOn8/Ee+6xGxYEAoFAMHAQn+IFlybmFqjK5utKGSbfEK6Mj2R6aGhriR/PvEAXIi21FOjAZgPchxFm1eLWVMwhHXTyrssV4BbA6KHDW9uIiGJaeDhTFCfIq9dRqjNSUVVDyvEq3EeFEeGupmsPsEAgEAgEgsGLDFSeRAQOYXJoNFfFxHP/jBAM+YXk1DZQoavmVMkJHjleR73RQvvmeUq5DB+1GoXsLG7NPTzwk1nwq6/iiNaGXltBrkZGrdmdoZ609kXpSUJUCFEuJjTHT7K3GXSdbmIEAsGliFKuJHFYIo/PfJzF8YulaTsOurifrxMIBIKLAekOCl3FenrszPfOxLrKDTT09fWUHjxI6cGDnPjqK3xHjGDSqlVS2Tnh7u6OWq2WhvsUuVyOl5fXgNgWuy/7MuPRR1G5uXHyf/+z/35btGdM0nK5HG9v7wval7Awb/71r2vJyqpiy5ZTFBTUSyWoVCo8PDyk4X7BxcXlkupLRYWWkpIGJk8Owc2tezPrhe5LXV4eed9/z7EPPuDkN98w/ZFHCOli5w03N7d+fz0RCASCgUxX953nEusqT4f4WYyMCgQXD1ZzC03lBRS4DCUsaChJfh22UvIKYUb0CBaNCCDY1rYThmsQif4qhiua2FHW1Hp8R08o3PHwCGROiJ7KJj1VzRasViUuKj9mJsUw3suN/vOXCgRng5n6hkoOn0hjfVoa69LSWJeWxebTFeS3H8HWUktmYQF7O8ZoobyyjOOlFeTrW6ChkI0nMtrqp7EuLZ11adkc0hio77SwWEt+cTnpxbX07pU3Ua+p6LV/Gae76F9Faa/9O2zvnwWDQcPx7DQ+T2/TnDjFxnKxclkgEHSHGh/PIcxOjCOwIY99p/LZW9lIrb6RE6eO8Fnba8k3pU0Uuwzn2qGueCrPYo8tlQ+RPm7EudTx+dE03j+axTGLO65+wUR2OGLC3W84o/w8iTKVsTa7kpIWM2KzSIFA0M6CmAVMD50uDXdiQcwCpoVOk4Y74axOIBAIBBc/NquV07t2sXbWLNbOmsWYW29lwvLlUtk5ExMTw5AhQ6ThPkWtVjN+/Hi8vLykqT7H1dWVCRMm4OnpKU1dEKb//veEJCXZf7+Vx45hNZuxWa24ubkxYcKECzoZ3c7atdeRl1fH88//JE0RGBhIwgA5Zi4wMJD4tmNR+pugoCDi4uKk4fOGxWLjv//NZPXqI+zevZwRI7pfuhccHExsbKw0/LOw2WxYzWasZjO7/vIXDA0N3JuczF07duAdFiaVAxAZGclwsfOLQCAQ9DvCtCC4JDFbrVQ1NRHs50eopwfegNVqpqmxipzqSmpcvPAJDCFadeb4juFDgwjw8qC4oIhqsw2zpE0pSoWCYE9vNIYWtC0yQoYOZ96UUYyTy7jwt+wCwfnAgra5moz8LD45sI9/JifzWnIyr/20j7dSs/hfmZZGwKIr4vuUZF7bn8HG2pa2Y090HM/OZGtmNgcadNjKj/DXvT/x5737Wts4cIDXftrPJ7kVZDW1YADABhipqsvn2+R0PksrJFfSI0csaJtryCg43kX/jvOtQ/8O8NqBTMf+5WSxNTOb5AYdlKfybKf+HeDj3EqON7WgMzdTXp3P+h/38OaB/byWvJ8Xk1N4LaOAUiOYevExCQSCSwCZApnSg3BfD/zUytZdFBRuKLxjWRQnR9dYS0aDC37BI3jc8zTfZabwWnIyH5UaKfUexZ1DwbfbBShKPN3dGervgaf9Bt6XUcOHc3mMK+lZh3g3q4KWISFMig4jWqZArvQg3M8DP5dAxg4fzuXxPhw/XUZNixm7f0sgGFRYaNJqKG1opMzQyfGI1WJCr63jZJ2WGn0zNU315FRWkt6x1GrIbza13nO0NFFUV+OYr6ylWNdCs9mEXt9IXmUlmR3yWTV1FOgs4n1fIBAIBAInOPzWW+Ru3syqlBRWpaQQOmOGVCIY5MQtWmT//R745z9ZnZTEnmeekcoElxh/+csuysqaePfd/tl9qzwlhdVJSaxOSmLEnDlM/e1vpRKBQCAQDFBktu72YhAILmJadPUUH/mK56yzuCY6gmXD3dA21XBg1xoeyzNxvBliIsZx24wredLnCA/usTIuPoppPjoKj6dSkjgP694fsYXGMzLMh9CaDCbnR7H18hHMCnBzuMZfrbO4NjqCpcPdACNwmpfXFeA2KobLp8YwTto5gWDA0MCun3bwbakFTcx8Vk/wQSaTQUUa69JO849SP16/dw4zGtJYvSOV1WWu+IyZxaE5I5DLNOzYe4gMvZqg8eO5XbOLqfkR/DJ+BKsifcGsBU0av/q6gejJY7huUiSjMQCF/P297XxUqiZsYiJ/WpzITGm37GjY9eNOvi2z0hAzj3c69G/t0dO8WubH6yvnMl1zlHe2p7C63A2/MbM4NHcEMs70L3j8eG7X7GRy/gjujh/BykhfMDe19a+R6CljmRuip+rEUW6qn8D+OSOY6Gsm88RRvk/LpSTpXp6MgHBXaf8Egt7JSk7mgcsvZ01KCtHjxDvC4MeGxQoymQx5h00TbDYrFtuZuM1qw9pm1ZIBMpkcRS+bLNhsNqw2kMtldkMl2LDZbJjb7uZb25e1mRo69qVdJ0PpUH9gk7ZnD48vWsSaw4cJHyArpAT9hQ3Q8P32H9jU4IVL3OX8c6y3g0KvKeXksR+4uSCSRyaqsFYXs+bAKU50FAUlMG/sNH6YNhQKd3H73pN8WdzQlpQD/tx19dXcHeWCuvQID204RkbbHTyAj18oUyZdx7sTfQhxPbvtjg9v28bTt97KmpQUhkVGStOC88TBH37gubvuYk1KCkPCw6VpgUBwCXO2w5896bvKSWM9PbbZWu/NOsbbY+3Fam0908tqtWK1Wu2x9q9WqxWLxYLNZiMzM5PLL7/cXsdZKioqSE5OdoiFhYUxb948h1hHMjIy8Pb2JiIiQppyIPm11zA2NhI2cyZR8+dL04KLkJyNG2muqqK5qgqz0cjl//d/yJXdurLPK/v3F7NnTyEmk4U///lyioqKMBhal8e0ExERgaurGLi5kLS0WPjrX/fi4aFi7twRTJ0aKpVccE5t2ULeli0Ejx4NwIi5c/GLipLKBjRZWVm4u7sT2c1nBpvNhlarxdXVFZWqw+7RgE6nw2Q6/3srZmVl8fbbb0vDeHt78/jjj+Pj48P333/Pd9995xAbyLz11lucOHGC8ePHc++990rTAoFAwt69e5HL5YwZMwa5XO5QZDKZw9f277sqtI1f0nacVEdkMhlyo9FIeno6TU1NDkkpg0Wn7XB+VlcMBt2xY8f6XGcwGC4pncUCNRob2cXlnGpspA5wc/dh8qxf8P6td/P+ZSNZGmSl2WgmLbucZl0LICPI35O4yCB2ZxRRr+1w82tpgfoCMJ+JmSwWShvqCHRzxce19Uwsg8HEsWMFaDvW7YL259Hc3CxNOXA2urS0tPOm0+v1QtcF/a3T6XTSlANnrTt1lB2NbtT4x7IqwRuVQoFKLkcVFM+MyBGs9C1nf3IaWq0O3MMY5e7O1eYTfN5go67DAkh9i4W0/Dp0LVYUcnlrGyoPVP4TWBxei8zUQHZtC1V1Vbz6aSpDZozkqvjhjO/YqQ7odDqOHj2K7lQa25vcqAmIYWWCNy6S/t3rW8G+A0fRNuvAI5wxHu5cZT7J5xoc+2c0czS/XtI/T1T+E1v719JACSNIGjmLN3w0RKqsqOQehPr4MSr4/9m77/gqy/v/46+zT0723iSshBm2gOy9BKnVqmhVQHC2ztbR709qra1aq1brKA4UtVpBbVFRBAUUlRHIgCQkkEX2Xuec5Jyc8fsjOcecO+sEQhLgej4e9wPOdb3vcU5OkpP7/tzXpSOruhaT9ecNOo+vm9f5Qsk1NjZKu1ycj1xycnKv5QwGw4DOucvd7V0oOekJJKme5FJSUgZQToZC/nPBgiNnMplRyuUoZDJktHyAV7b+vFHK5TQZO9vez2QyGY1GA6kuORkyWevPLbkcZWvBgl6vJyUllWazqfVYHDnXgoWWXNf7pR9z7nJsz2RyXFruWE9yqampF3yuoaHhIsodx2RSMy02glCdnLSSEoqhzchnJkr1NXyWVcvkocMZ7euLtyaYkcNn8cHatXyzdi37117BM0O8CEs/xstHUqlrasIaPJpr56xm/9q17F97M/vX/oKHR0WQoLVjkamwekfx3DXX8tXatexfu5adV6/g2TE+BKl//sPa3efhLsf2zOaux0TpSe748eO9lquvrx/QOXe5u70LJdfdyenzkTtx4kSv5erq6kSuA/2ds1i6Hl+yJ7m0tLQ+z9XW1vZbLj09vdtcXV2d27mTJ092mxsIanJzOfLKKxx55RX0JSVEXnbZeS1YqKqq6vb83/lmsVgoKSnptc8B58JxLN397jhf4lauZML69cTOnYutsZHizz4j5Y03KD9+XBrtdZdfHs2cOTHU1Zl49dVEKisbkcvlNDU1UVVV1e6iSH8wGAxUVFRIm/uFwWCgsrJS2nzOLBYbH3+cTmSkj9sFC3q9vteOJWf3booOH8Y3JoYJ69czYf16twsWampqqK+vlzYLQFJSEm+99Rbbt2/HYrGgVqtRq9WUlZXx7rvv8uabb3LmzBlSU1N599132b59e7fnhgaCb775hnfffZf9+/dLuwRB6EZ1dTXZ2dnS5naqqqo4ffq0tLmdyspKTp1qGXNbrlAoCA4ORq1uM/ltBy6UnLS6TOpCyIWEhPR5TqlU9ijX3dejJzl3vr69nVNptESPGsdMRSnFJUXsLTOhUKjwC4hkXISOEIUcixGUCjkhAV6olC13Uqk9/AgJGMRk/QmONhg47fg7QKYArS/IW++4sjTQUFfEjjOBhPlqCfdq+XCsVMoJDvZFre76zizH8+ju69Ff76uevl9EztX5yim7qWDvaU6vr6VJ5UVoUDgJnsqfL3SpPImNHMzqSRNYFBGCj1oJCg8GBXgzLljJlyfLqGv8+USYUiEjxE+Lsu1txDIFKH2ID1BjtjRT3GBBp/Vl8ogEZsSEE+elxfX+yZ+pVCpCQ0PR62swqbwIaz2+nwOeDI5qc3yq1uPz92ZcsIKdJ8uoa2p7fPIujk+FyWKmrElOSGA4V46IwU+rAQxU6i0U1voyO0aLl/rndVUqlVtft57kQkNDey2nVCp7lHPn/dLbuZ68T7vLOV7ngZpzl7vbu1ByCkXXvwd7kgsODnY7587xDeScWq3ut5w7X9/ezrmrJ+8Xd3M9eV8N1Jzj63vx5DT4h8eS4OdBnLGEJAOYHDeUNtdT36jnuC2GJbH+DPVWoZRr8PYKYEJUFNOiopgeFcfsUA9GedeTowimGQVovIkMCGN6VFTrEsYwLy3eCpDLNWh1EYyOiOKy1v4pYSGM9FaibjOUirvPw13ubq8nuaCgoF7LaTSaAZ1zl0ajcfv1O3+5JvIK0vnfkYO8mmugwTFsTmsuMMCPuoJj/PNIGh/lV9MyJogNqOD7Yyf5NquU0tbtyeVyCnKPsfXAl/zmyy/5zZe7+M2Xx/iirI4KczVFZSfZcuQI9+/a1dr/DU8eSuMHA5ja3AzuOL7uLu443i+9lXN8fUXOlbvv+/OVc/f43MkFBgb2eU6r1bp1fL2dc/f4evL94c72+lNlZiZFhw6Ru2cPKVu3krJ1KyN+8QuGLV0qjfaqoqIiqqurpc19qrm5mezs7AFxgc5sNnP69Ol+P5ao6dOZetdd5Pzvfxx/7z1O79pFTU6ONNbrLr88mhtvTOA3v/kSm82H4cOHExISgkajYfjw4f0+ykJdXR0FBQXS5n5RW1vb68fS0GDi2LEShg8PJChIJ+3uVG1tLYWFhdLmHrFbrZSlpJDx6ado/PyYdhbTQZSUlPRa8cTFZvfu3bz55pt4e3vz2GOP8fe//52///3v3H///cTFxbFz506KioqkqwmCcBHTarX4+flJm9vx8PDocU6uVCoJDw9Ho2m5E7wzItexSzWn7qYooCe5iIiIvs+pNUQMGcU18REMtleRnJnEluTk1iWJ7xvU4BPDFD85USHePxcZKHT4eAazMtSG0WanxlHobreBqZ6dmSdbtpGUyvZTxZQFjmN0gBcRrS+rUqkgIiIAtbr7i4XuPA+VSiVyHRC5jvU0Z7bZ0Go0BHm2zKEOUF6SxZ6MZLbl5JPYJEfpF4lM0bI9L28/okIi8Cw5SZ6hiZrWwQdUCjkRATrUyvYnWbw0WpptdvRmG146X2ZPGMNwnYdzfx1xHJ/JcXw61+Pb7Tw+mcvxeXv7ERUSjmdxBvn6NsenlBMZ4NHl8Rmam1GpVERGRqJSmcguyCeprBGD3xB+EaHFT/Xzuj/nuv4+70kuIiKi13JqtVrkOtBfOXe5uz2R65gjp+zmIrnIdUytVhMeHt7nOXdpNBq3tidyHbugcp6hjPTTMVpZw6dn6tFbWqoWGuqqKK6upDZoJJP91QR3+FGnZfoUtUaNd1A4coUSDOUcz2/9/J6cypaMIjIamjABMrsVzA3sSkvjveRktpw4xRcFNTS0XjZ2cPd5uMuxPXcuKorc2dNoNISFhXW7Pa1Wex5zdmzGanKKc9mSVU5ps9U5eohWqyYoyIvTOcf5vriK00Ybdiw0W6o5mnacDxIz2VNUTb1WS1hYKAqFhfyCHJIKi0k3mDGYmzGYLTTb7dgsDdQaKjlcY6PQ1Eyt2YyhoZKsojzePV1Bmct+z+Z5dE7kOtbTXHcXq0WuY1qtltDQ0D7PeXh4uJ0LCQnpNqfVat0qJuovNouFr++/n7dmziR71y5uPXiQWw8eJGraNGlUuJQEBsK6dazasYP6ggK+f/JJbG1GqDxfZDJQKuXYbHZstvbTuAjnh81m59ixUlas+DdPP72QZcuGSSPnhd1mw2axYKqvZ/v11xM7Zw5Tf/MbaUzogHRKos6WrkybNo09e/awZ88epk+f7tJnsVici1XyvW+z2Vz6LRaLy/RGVqu1Xb/FYnEej91ub9fX0X46ykkzbUmfu1jEIpafFymdTkdgYKC0uR2dTkdQUJC0uR1PT0+Cg4MBkNk72qMgXEJysn7gv2nHeafs57ZxIy7nqtEJrA5ogoYM/nzExvDYaBYODyHQ2tq2pxD5oBHMjfUitCyZ6386g8n5gVhDkG8Ev168kOW+CkKc5zDNQDFv/7cI7dBBTBwbTdzPuxWEAaUs9X+8UBWCOnQE/zfKHxWQcuQTXj9dzrcVjajUOqbO2cij/slsS22gWhPGTROCqDq4gyMxl9GcnY9aoSN43DjW1O5lam4s60YM5vbBP1fX5SR+xNuNsfhGjOGBoY5K7Dze/yKXMzZfZq+cyAxn2lVp6n95oSoUTZvjSz78Ma9nV7C3ohGV2pNpczfyqF8S/0ltoE4Tzo0TAqj66TMOx16G5XQ+aqWOkHHjWFP7LVNyB3PriMHcJjm+LY2D8Y8Yzf1DtGBtpLAujy8PFVCmCGbi5ZNY7u1yWILQI2kHD3L37Nm8kZjI0IQEabcgXNKS9+/n91dcwRtHjjBoxAhpt3CJqi9N4+tTWfyubBifLY1jhJecU+mH+Torl8OxK/n7SG/CzJm8l1zMl6Uabpw9nFBASTlH0oo5UaZm+pKZLK/6lvWH8tlbaSZcq2wZZcl3NA/PHMmyQD2nslL47ReZ1Pt6IFfIkXuEMz52FE/OGU4Y0NMShSO7d/PH667jjcREwjuZn1Y4d4e++oo/33QTbyQmEjpokLR74KnN5ttT2dydruaF1dO4zEeLnwywN2EwFLH506+pjlvEnLghzPaqp6TiFFv3HOXTYm8mTJ3AHfNGMRkbWMv48OtjlHhFMHrCBBa3rQA25vNTTj5/Oqrm8asnMNpTg2d1Jl9lZbMxM4APrp7AeE8Nnm1WEYSLUU9Pf3aV76hP2tbV47YngNv+23ZxXMCx2WzYbDZnm+Nfm82G1WrFbrdz4sQJZs+e7XLRxx2lpaUcPHjQpS06Opr58+e7tLV1/PhxfHx8iImJQV9aysdr1jBh7VpCExLQ+PriFxsrXeW8SU1Nxc/Pj0H9+PO+sbGRo0ePMmbMGLfuJDyfjEYjR48eJSEhod/nkjcYDBw9epTx48cja2gg49NPyd+/n19+8AHyXir07Ehjo4VTp6rYtGkfa9aMZeZMf4qLi5k0aZI02ueKi4spLS1l4sSJ0q4+V1RURHl5ORMmTJB2nZX33z/O//53kv/3/+YwfHgAWq37X+PCwkIqKysZP368tKtbKVu38tNzz6HUapn3+ONETp2K9iy/D9PT09FqtQxxczqJ8yktLQ2dTsfgTv5msNvt6PV6tFptuxs4jEZjt9NA0fqz3J2RJcaOHctbb73FX/7yF0JCQti/fz/h4eHSGABPP/00f/3rX1EqlQwbNsxZ1D1jxgyefvppZ+7NN99ky5YtbdaE9evXs3btWioqKli/fn2Ho+j87W9/Y/r06Rw4cICHH35Y2k1ISAhvvvkm/v7+AHz33Xc8+uijLpnZs2fzl7/8BYBf/vKXfPPNN6xcuZLXX3+dxMREt147QbjU+Pj4MGnSJL777jvkcjljxoxBLpe7LDJZy1S4jn8d/+9ooXUKXKBdUa5MJhNFC4Jgt9ux2e0ud0y1zDfdMi802LHaWqp15a3fTC1tdmidOxrstBnN00khlyMDl/mjwY7N1tIok7nOLS0IA4k9by93HW+mymcwz84ZTjRgt9uw2qEgL4kfMxL5fuhGHvb7uWjhzhkRRNYcY2MK6IpKGBIW1mXRwk9732CfdjxRgyfz6zBHq3tFC/a8b7kz1UKN32CenT2cKJfjO8aPGcf4bqhr0cLtM8KJrDnKhmQZnsUtx9dV0cKPe19nv3YiUYMn8esgPdQmsWF7Lh4jJ7Fy4igWeDt+BgjC2RFFC4LQOVG0IHTIXkVGbi4vbS9lwYZ5zPCvI/WHHL7PsTPzxlnMkoGuIYP3fjrKUwdzyZT9/Fk8PHo8qyfM4vkxnsjzvuXaXD8GhcTylzEtFf0gQyGTIW8q4EhuLo8cVLDpqvGM8WkZBUoma+k/m8/vomihb1xwRQsYyc3P5tNvk1AsvIorQr0YqgbM1dRUpLH+Gxu/mjWahYN16AuK+GJfBlFXxnJ0Zxm+oZHMmTeKyTYz1CXzyPdN+IUP4sYpsUS67KKDogVjPj9m5/OnY2r+5Ghru44gXIR6evqzq3xHfdK2rh47ChPatjvaHEUJjnZHgUJHhQv9VbRQ/O23mFJTUajVhI0fz/AVK/CJcm/++t5UXV2NRqPB07P/foJZrVYqKyvx9/dH3c2oluebxWKhqqpqwBxLZWUlgYGBqFQqqk+d4vSuXZQmJzPr0UfxP88Xhj/7LJODB4uIivLgV7+Kc+tu0PPNaDTS2Nh40R3LG28cIz+/junTo1i+fLi0u1sGgwGTyURAQIC0q0OWpib2/+lPGMrK8I6IwG/wYBQqFfFXXonGp7OJZrtXW1uLQqHA27v/70zqi6KFQ4cOoVQquy368vHx4R//+EePihYcbr/9ds6cOUNqaipXXnklDz30ED4+PqSmppKamurMvfbaa8jlcm644QZWrVrFnDlzKC8vByAhIYFf/epXPP3000yePJnbbrsNm83GmjVrnOtfccUVRERE8N5777F8+XLuv/9+cnJyeP3110lNTeX3v/893t7efP7556SlpbF69Woeeughbr75ZmfRwttvv01NTU27392CcKkrKSmhrq6OxYsXs2vXLmfRgkwmQ6FQdFqw4HhMa2FCZ0ULbducj0XRgiAIgtAhUzHbfjzMtzUqgkbP5k/x3q0n6as5knqUjw7mUD9rI4+0GWnhztlDibYa+e93/2PryVrMYWO5/vIOihasjdCQySP/zcZrdAILxw9nqvNztntFC5iKWo9PQ9DoWW2Or4ojqcf46GAu9bMlRQuzhxBtNbQeXx3N4WO5fnoHRQtWIzRk8fCn2XiPTWDRyABCy7P5865Sxswaw7TocEZ4euDb9YiugtAtUbRw6Xh8/+P4aHy4b9p90i4Xj+9/HF+NL/dOu1fa5cLd3IVMFC0IHbNQWprL7n1fcnr8TcyznuCHYgOJ8qG8vWAY3oC8IYP3kgv5vFjNr2YMJoQSvvj2FJVescyYNZ1bAmyQ9y3X5vozOGwwTzmLFlo1thQtPHpIyeO/nEiCj7bLqavcIYoW+saFV7Rgo64in8Rje3lIPoO/jI9mcbCO2spcjiR9yfO2BTwwYRBzQjRYTWZq6vVoAqp5d3s+lpBIZs8bxWSrCQq+4/qjlZyuamKQwkaxQg1Rl/HM+Ghm6SraFy1UZ7ErK5vbMv15X4y0IFwienr6s6t8R33Stq4eO4oT2rY72hwFCY72AVe08PHHlB47RnNdHVo/P2Y+9BDqAXCRTxj4GoqK+OHpp/EZNAiVhwdBI0cyuIv32rn68MMTnDhRTnh4y/vzmmtGERIiftv1hpISPZ98kgFAcXEDEyeG8ctfjpLGel1DUREZn3xCTW4uVrOZwfPnM/Kqq6SxC15fFS0EBwczbtw4LBbHRGHtmc1m/vrXv/aoaEGn07F69WruvvtuduzYwVNPPUVYWBj79+8nNDSUo0ePkpSU5FzvzTffJCMjg2XLlvHcc885ixYmTZrEjTfeyJIlS5g7dy7l5eX84Q9/YPTo0c6ihSVLlrBhwwZMJhM33HADANu3b+fgwYM8++yz+Pn5ce+99+Ll5cVXX33Fnj17iIqKYt++fdx2223OooX33nsPjUbjcvFUEAQ4deoUeXl5rFixgs8++0wULQiCIAj9yURhcSHHCs6QWFVHjUzT2m7EatPgoxvMkvGjmWxL4rWjrUULc+KIBkpP7eKpn4rI9hjKdbNaixYON+Gp8WCMjwZsVjAZsXuPZNHoGGZG+PBzfbebRQuO4ztzhsTqtsdnwGrTuhzfq0dbixZaR4woaT2+XN1QrpvZWrRw2IRXB8e3eHQMo5XFHE/+njt+MjFqdBTRnhq8AbXGi8hBE7ghWkeoRoy5IPScKFq4+DVbm3nmx2d4N+Vdlg5bygtLX5BGQJJbNnwZzy95XhoBwGw187cf/9Zt7mIgihaEzjTpy8g7vY+nS4YwyJiHyTcYjyGT2TSktbSgIYP3UivYX+PHI1eMJZp6stJO8M0ZM5Xeg7hh+iAG533Lr0XRwkXnwitaAEtTFUUlydzzrZxfzRvLwiEe6POz+ejrFJrnL+dXkX7Eax2VshYgn1f/k0Ojo2jBZoWGQnYWVpOnNyOTybDYbdTUVxMeM5Fpfib0xen8fm8p0UOD8VEpUDUaaJJ7YB00icfGBBOpVuB6ylsQLj49Pf3ZVb6jPmlbV48dxQlt2x1tbQsTGIhFC88+i8+wYcSsXi3tEgS37Lj1VirS0oicOpUJ69YROnZsy/C258H//pfJU08dAOD++6cTHX32d+ILP8vNreHFFw8DsGnTHJYuHSaN9Dp9SQk533xD8pYtXLllC74XyOe8s9GXRQtjx47FYDBIu10888wzPSpaCA0NZf/+/YSFhfHUU0+5FC3U19fz4osv8tlnnzFsWMv75vTp09TW1rYrWnj00Uf5/e9/T3FxcadFC9u2bWPRokV88cUXHRYtqNVqRo0a5ZyqgtZpJF599VXWrVvnLFp49913nf2CIPwsNzeXoqIiUbQgCIIgDBzVlfkknU7m32Xg+IURFhzD9LjxXBEEMmM+X+Y2YVD6MT8+lABahqH9Mr2MArsvCXHRTDVm8ERaOXkGc+sWFIAni6dMZmawN1Eun7ErOZhSSZXdg/jxMXT3p4/j+N4v+7ktvM3xYcxnZ04TjSo/5rU5vp3pZRTiS8LwaKYZM/hTF8enq8vn2Klk/t0yOpmTRutNVOxlrIvREa4VRQtCz4mihYtfo6WRyZsnE6QLYtagWVwefTnLhy+Xxlxys2NmMz1qeoc5Y7ORKa9P6TZ3octNS2PXu++y7YUXuGXTJhZcey0R53kYWeECYtVjrDvFH75M42QDjBo9ltWTxzHLo7XfpWghgWhA1VTM18cy2JGrx3fyZDbaU7gv04ZJ6cvVkT/fIRoREssIjwbKS0TRwoXoQixaABOGxlLe+uAATJnJhAhoLsjhuSMqfnf9FMZ7afj5EksHRQuOrsZGDAoFzWo13uZGCpK2s0U+jdGBCqLrT/K7b4oJjg3ESylHhYaIoAgWjU9gqg605+dakSAMKD09/dlVvqM+aVtXjx3FCW3bHW1tCxMYiEULx4/j4+NDTEyMtKvPOV6jtie7+4Pdbu/3Y3C4kI4l+e23OfzSS6w7cAC5UolMoUAmmdv6bEm//wAuv/wtjh4tljb3GcchdfGS9JlzPZYZMwaxd+/N0uaz0t33sc1iAbudQy++yOkvv+TXe/ZII72iu+PoSxdK0YLdbneO0qBUKnnmmWe6LVr47W9/y65du1i2bBkffPABANdee62zrbeLFqKioti7dy/BwcHO35symQylUskvf/lLUbQgCN0QRQuCIAiCIAiXiqoq0r78krvXruWNDz9k6Pz54O8vTQkDTWUl1NXB4MFw+jQEB3f6dTM0G8ioyOCxvY9x55Q7ya7JZnv6dr5f+32XudPVp/kk4xO+W/vdWeXcIn0eISHg5ydN9YuyM2f4+KWX+ODZZ51tt/31ryy7+WYCO7mrQ7jUWDA3V/Pl7q953xDKmPhR3J4QSYij25DD56dqOFrnw/o5wwkDlEBhfjJfZaSzxRjHC6MaePtkEQdK9S5bnjZuEb+K9STMWMQ/jiu5a9EIhntq0Lmkek4ULfSNC7NoAZrNRpJ/eo/PVdMItOlRGEv4l2oKX02PIEL7851hHRYt2O3QrCfPrMBDqSZUq8TaWrTwomUiCUFK4pvLXKeHaLNFQbhU9PT0Z1f5jvqkbV09touihV6RlZWFj48PYWFh0q4+YzKZSE9PZ9iwYXj38zQZTU1NpKenExcXh5fXuZZbnpvGxkYyMjK6PJbG6moKfvyRvf/v/2G32Zj56KOMufZaaeysZGRktLsQq1KFIpOpXdr6UkVFBZWVlYwcOVLa1efKy8uprq5mxFmOZufpqWbo0I7/Bu6psrIyamtriY+Pl3bRbDTy8fXXU5uXx7Bly5i0cSP+56mQPScnB7VaTVRUlLSrz10oRQs//vgjv/vd75yZAwcODOiihc2bN/POO+8QGhrKW2+9xfr160XRgiB0oz+KFnqnfFEQBEEQBEHomY8+grVrwWKB666DHTukCWEg+vBDuPVWMJngV7+CL76QJpySS5NZsHUBTy98usvRENzNJZUksXDrwm5zbvn3v2HDBmhqgquvhp07pYl+88b/+3/853nXaS9e/7//4z/PPefSJlzKlKhVwaxcuoZ//3IBfxgbgcsED56DWT5uIv83exiRrQULAJGDxrFu8XXsWz2JyfFz+MeqNSRu3OiyvDxtCPPCQhk1ZCKvrEogoRcKFgShOyqlisljEjBVFbAvLYfcRg/uSIjGW922YKETVjMU/MCDB9N5NbfWpSvMy5MAD61LmyAIwsWiqakJs9kxWmL/sNlsGAwGrFartKvPDbRj0ev1XRbSeAQEEH355Uy7916m3Xsv5ampJL31ljR2VkJCQoiKisLb2xur1UpUVBSjRoWRkBDab8vIkQEMH+7Trr0/lnM9lt4qWABobm6msbHRpS171y7+t24dX91zD0OXLGHavfcy8pe/PG8FCwyQnycD1bJly7jjjjtoaGjg0Ucf5a677uKuu+7imWeeobCwkBtuuIHY2Fjpah264447WL58OcePH3du58SJE9LYOVu5ciUbN26kpqaGhx9+mLvuuoutW7eiVCq56aab8PBwDNEnnKvDhw87v5anT5+WdvPcc89x11138c4770i7zsmhQ4ec+83JyZF2n5WioiJ++9vfctddd/Hdd2dxc5DQK+Qmk4nU1FQaGhqkfS76M5eSkuJ2Tq93vVNGaqDnmpqaRK4DF1MuOTnZ7Vx3lY79lWtsbBS5DvRnLikpCaPRKO1yMdBzRqNR5DrQ3znpH49SAz1nMBjcziUnJ/dt7qqr4LXXQKmELVtgeecXod3a3gWUa2pqkna56O1cdmoqt0+f3jvL3//O7UePsnHBXOYlZDG98I9Mf3N6h8ttn91Gs7UZhVyBXCbn2tHXcufkO5n79lxya3Odx2e3211y1425jtsn394+h51mW/vcvHfmkVeb58yllKa0O5Z2S/1zLAxL5PZ587j99Glu37Sp/XPtp+WnnTuxSU622qzWTk966vV6UlJSun0f9DRnMpmkXS4Geq6hocHtXGpq6gWYa6niV8rlKGQy9C45GXKZDIVMRtsBXmUyGQaDgYwTxzGbm1HK5agki1LWsq5eryf9xHHM7fbrqvPjOzuO7XV30rS/cvX19W7njh8/3uc5d7m7vT7LyeXIfAeRoKzDZLdyxOhBwJkTyC1ubC89k+aQSdzkUUhR0namv/kmc/69jUcM4xkbEsQsP7BYTRiaSrHbu76Q5Ti+7u7Q6+1cXV2d27kTJ06InMT5yjmGfO7MQM/V1taSlpbWL7n09PRuc3V1dW7nTp482W1OEC5EHgEBjLv5ZsavXUvouHHU5ORw+J//5PA//4m+rM0coD0UGBhIWFgYPj4+KJVKwsLC2t2RLgxM2bt3U3T4MGpPTzQ+Poy6+mrGr11L5JQp0qjQR8aOHctNN93EjTfeSFBQEDqdDp1Ox/Dhw7n11lu58cYbiYyMZOLEiWzYsIEbb7wRna6l7HvSpEls2LCBG264AQ8PD+bOncstt9zCsmXLnNtZvnw5GzZsYMmSJeh0Om688UY2bNjAxIkTAfD09HS2TZgwgZiYGDZs2MCGDRuIjo4GIDY21tkWFRXFuHHjuOmmm1izZg0BAQHodDqmT5/OunXrWL16NRqNhmXLlrFhwwYWLVrk8nyFnsnLy+P999/n/fffp7xcMq8ysHv3bt5//31+/PFHaZfbsrKyeP3113n99dcpa/3doFQqne8hhUIhXeWs1NTU8MEHH/D++++TlZUl7RbaqK6uJjs7W9rcTlVVFadOnZI2t1NZWel8zRWbNm36I4CXlxdKZfdV/P2Rk8lkItcBmUyGt7d3t9+UItex/soBvZazt84P19c5evB8Ra5j5yPn5eXVLzl3j0/k2ruUcna7Hblc3uc5WoehcifnzvOgN3PHjlG4831eC83g+moVwbHx0MVQhN1ur9WFkHP350tv5YpOn+a9v/6VJb/+NWNnzGBoQsLZL2YzQxsaGLZ+PUOPHWXM2LkkTFpGQmhCu2VK5BSWD1/OtMhpeKg88FJ7UWeq46kDT7FuwjqCPYPZm7eXz7M+Z83YNS65WlMtTx942iX3RdYXrBm7hqmRU11zP7TmdC25TzI+YXbM7HbH47KcMTPudANjV61naGIiQ+fNY+iyZe2fbz8spfn5VBa3n292zPTpXLZkibQZ2nyfy7uZB9ednOPni5eX1wWdo/X5ilx7/ZErzslh3/btrNq4Ee9OppRxUCgU3W6PCyDnzutCL+eKTp/mu08/ZdXGjXj5+kq7XbizPbvd7tbzPfecDOQavDU6YsIiGR8ZyZQgLwLb5QCUeGi9iQkLIMpbi7dCgZdfEEEaNUE+/kQGhDI+LJxJg4YwJVBHiEaJSu1JVEAgCaGBeCnkdPYbs/Pjc9XbOQb4+4p+znl7eyPrZo5td3OO11nkXPV2Ti6X4+np2WXO8f3RUc4umVpCLpej0+mQyWTOPnubKSbKy8uJiYlpt1539Ho9hYWFLm2+vr6dDklO6740Gg1+A2BasYaGBnQ6HV6dTD/QFxwjCgQGBqJW99/UAwBWq3XAHUtQUJDbxxIyejTNRiNHXnmF8uPH8Q4LQxcUhPocvr5msxmLxUJQUJC0q8+ZTKYBdSxWq5XAwEBpV59ramrCZrMR4O9PWUoKJz74AO/ISOY+/jhDlyxB7dk3k1oZDAY0Gg3e/TzNC61TiahUKvy7+JvBbDajVCpRSM6DNDc3d1rs31ZRURGenp6EhoZ2W8wIEBwczOLFi9stc+bMQaPRADB06NAetUmX8ePHo9VqmTNnDosXL2ZI68ga0raQkBDnOo7vp+7a2u7DYeLEiSxevJhx48Y524SeKy0tJSMjg8rKSiZMmEBERAReXl40NjaSmprK//73P+fXcObMmdLV3fL1119zzz33sHv3blauXElUVBQRERHOr2tvfSYpLy/nnXfewWazsXjxYmfhzKWstraWhoYG4uLiyMrKQiaTERLSMjGnSqVyfo7tbOkoR+u5XMe/js+3SqWyJWfv6SdaQRAEQRAE4dx9+y0HP3qO2WFfkliykoRfPwhn+QFe6NrxH37g3oULeSMxkcGjR0u7e2b3bkhMhAcegD/9qWWEjMsvl6Y6dar6FE8feJoJ4RNYOmwpn2V+xscZH/P92u9dcllVWTzzwzMuuU8yPuG7ta5D1Lmba+frr+Ho0Zbn8fjjcMUVMH26NNUvdmzezOdvvknG4cPOtvGzZ7P6jjtYcN11LllBuFAc2b2bP153HW8kJhLexcUg4dwc+uor/nzTTbyRmEjooEHSbkEQLmE9Pf3ZVV7aJ30sbZP2OwoO2rY7LjLZ7XZsNptLxmq1Ov/v6LO2jkJls9lIS0tj9uzZbl2oaqu0tJSDBw+6tEVHRzN//nyXtraOHz+Oj48PMTEx0i5B6FVvzZzJ2DVrmHTbbci7KFAXLmx2mw271YrZYGDLzJnM+sMfGHP99dLYJSUtLQ2dTtdpAZndbkev16PVatuNIGI0Gt0qQjh06BDBwcGMHTu22xF+hUuT9HNKZ2QyGadOnWLu3LkYjUb+8pe/cOedd5KVlcWcOXNobGzkr3/9K3fccYdzHYvF0m7bSqUSmUyGzWZzmeZIoVDwn//8x7n+F198wfTWc1eOXGfr0lr42ba4x/H5qS2FQoFcLufEiRPMmzeP5uZmnn32WdavX9/uOC8WbQsIupKbm0tRURErVqzgs88+Qy6XM3r0aORyufO1lclaRsF0bLNtG61fA8e+2hZsO/LS4xBFC4IgCIIgCL3KirnZTEWNGc8ALzyVCjobiPJg4UFmb5lN4sZEEkITpN1CL+nVooVe0GhpZPLmydww9gZUChVp5Wm8vfptaaxdLr0inS1XbpHGMDYbmbx5Mjcm3Nhl7kKy6913eevxxynNzSVq+HDufu45pncxhYogDHT9X7Rgpb6hnuomM/U2kMvk+HgHEKxR4CEHi8WM3lBDsQksdlru5ldrCff3RAe0vRfcbrdh1FdTarJisIJKpcHP048QNSg6OO/RaKyjsrGJGkv7/fY2UbQgCEJnenr6s6u8tE/6WNom7XdcCGjbLooWBMFV9enTJL7yCmofH+b+8Y/SbuEikfruu/z47LMoNBrmPfEEUVOnou2lu6YvVKJoQRgIysrKSEtLkza3ExYWhlKp7FHRwh133EFqaqrLdl599VUSEhL46quveOKJJ5zt9957LxaLxbn+4MGDefTRR/Hy8uLPf/4zAK+99hpjx45l586dPPnkk851AZYvX84f/vAH5+PnnnuOjz/+2CXzwAMPcNVVV7UrWlixYgUZGRku2YtFZGQk8fHx0uZ2+qNo4TycJhAEQRAEQbiUNVBUnslfXt/H11V62s/oJggtHtv3GMUNxbyx6g1plwtH7vWVr0u7XLibuxAsuuEGfv+vf6HR6Xhi+3amLV0qjQiC4DY7UM+Bg19y73ubmbx5M9Pf3sofMho42XqOsra6kN27N7N4S0v/5M3buPHLFA4DJsnWLM0mEn/6gPX/bsmu+HgnzxdAbSfTrWee2M0fP2nJXv72Vv4vQ0+mODcqCIIgCEIXAoYNY9Q116DUaNi3aRP2HhblCAPf0c2bqcrKYtq99zL1t78latq0S75gQRAGiubmZpqbmxk1ahRjx47tdImOjpau2qnS0lLuvfde9uzZw8iRI7nzzju56qqryMrK4s9//jN79+6ltraWtLQ00tLSWLp0KQkJrjd4XXXVVSQkJLjkGhsb+eijj3jppZeoqanhtttu48477yQoKIiPP/6YJ5980jkCw6xZs7jzzjudi9Fo5NVXX+W9995z2Q+Av79/u+d7MSweHh5YLBbnlC0DjShaEARBEARB6FV2sNux2mzYWi8VCUJbGoWGf//y3ywasggApVwpjUAPclqllg+u/qDb3IVELpejULY8D6VSiaybOb8FQeiMBbO5gs92fc4XzZFMnX093629ns+vvoyQ5O84kFtMapOJpmYTFYYQ1iy6ln/fuJbv1v6CNxaPZRLgciqjsRpDwSGeME/gmnnX8t3aq/jbpEE07fuBY41NVLfN2pqh6CBb9KEEjP0F3629ns+unkZwcjInyys40zYrCIIgCD1UVVWFXq+XNvcpi8VCSUkJJpO0xK/vWSwWiouLMZvN0q4+19zc3CvHEjV9OrFz52I2GDjyyisc/uc/KT9xQhprp6KigqKiIpfFnbvPzyeDwUBFRYW0uV/097HYmps5/v771OXn4zV8OFErV5Jw441ofX2l0T5TXV1NfX29tFkQLmkqlYqhQ4cSExPDoEGDOlwCAwPx8/Nj7dq1hIeHc/DgQV5//XW2bduGxWJh5cqVjBkzBoC6ujo+/PBDKioqMJvNGI1GGhsbAfj666/JzMx02f/ixYvbjQbQURtAYmIiP/30E35+flx33XXccMMNrF27lgULFuDh4eHMOfbrWKxWK0eOHGk38hSAp6dnu+d7MSxeXl7I5fJ2I7UMFOLsnyAIgiAIwjmzQ1Um7x3ax90797Hpx+McsBex5fu9/N/Onfz5SBpfu1zJES5lcpmccaHjeGD6A/xy5C+l3U69nRME4RJkbcKsL2ZvhQcRIVHMHx7LtKgYpkePZMHIAIZ5KtE11VNrbCDJFs3lg6KYPSiKaVGhjA3yxld60kCpResfw81jRrJ0yGCmRYUx0leLvaaGepsNl0sTMjl4RbBseDy/jBvKtKhwJoX5oamvx2BupslcQ155Js8fO8Z7u3axaedO7v7+GC/n1LTdiiAIgiB0qKioiOrq/v0jq7m5mezsbOdFl/5kNpsH1LGcPn2apqYmaVePRU2fzqTbbuPEhx9y/N//JnvXLgp/+omy1FToYGoWWi9Al5eXU1hYSG5uLuXl5f1etFBXV0dBQYG0uV/U1tZSWFgobT7v9CUlFP70EwU//kjatm3EzJlD+Pz5/XIsUqWlpVRWVkqbhVbNzc1UV1eL5QJc6urqXIbnPxtms5nGxsYOF7PZTEhICE8++SSDBw9mx44d/O53v+Nvf/sbzc3N3HnnncyaNUu6SZKTk/noo4/Yv38/48ePZ8qUKYSGhkpj52T16tX87W9/4/7770ehUJCens7mzZt5+umn+eijj/joo4+o7uJzhNVqbfd8L4bFYulkiMQBQmaXTqwmCIIgCIIg9JAdKk+yJauIA5U1NBj0HD+lJyw+nFAPNcNDYpk+PIHlga5rHSw8yOwts0ncmEhCqOuQZ0LvOf7DD9y7cCFvJCYyePRoabcwQCXv38/vr7iCN44cYdCIEdJuQbigHNm9mz9edx1vJCYS3sn8tOdFUxW1JUmsPuzFHdPiWBETgBdgs9uoMVZitfugayohuSCTO45aWDcmDF+NAjz8iPQPYUmop3SLTo21RRyvLOCHEgN5JUH8avlIxnip6egeOZOhijOVZ9hbUcaJ04HMv3w404Lqyc/L4qGD9cz0V1CvMHLS6E2I31CeWTqSUEAh3VA3Dn31FX++6SbeSEwkdNAgabcgCJewnp7+7Cov7ZM+lrZJ++12u3NxsLUOfW+327HZbC4Zq9Xq/L+jz2q1YrPZsNlspKWlMXv2bOc23FVaWtruzsLo6Gjmz5/v0tbW8ePH8fHxISYmRtrV51JTU/Hz82NQP/68b2xs5OjRo4wZMwa/fh7W3mg0cvToURISEvDtxzvWab2T/+jRo4wfPx4fHx9p9zn58je/4ejmzYQmJLD2u++QKRTIOxmZraSkhOLiYiZNmiTt6nPFxcWUlpYyceJEaVefKyoqory8nAkTJki7zgtrczPY7Rx5+WX2PPwwKk9Pbv3pJwLj4yksLKSyspLx48dLV+tT6enpaLVahgwZIu3qc2lpaeh0OgZ38jeD3W5Hr9ej1Wrb3SltNBrdKtA5dOgQwcHBjB07FoOh+3nbysrK+Omnn9r9PhMGNplMhq+vLytWrMBsNvfoYnVhYSFZWVmsXLkSk8nk1rqrVq3iwIED2Gw2ZDIZSqWSzz77jGnTpgGQmZnJnDlzaGpq4q9//St33HEHdrsdi8WC3W5HqVTy0UcfcfvttwOwa9cupk6dygcffMAdd9zRadvXX3/N9u3b2bx5M6NGjWLfvn2o1WqsVitWqxWZTIZKpWLRokUcOXKEG264gZdffhmAhQsXkpiYyI033sjtt9/OvHnzaG5u5tlnn+XWW291PreLSVJSElqtlilTpnQ7YlVubi5FRUWsWLGCzz77DLlczujRo5HL5S0jpCoUyGQyZ2GMTCZzaaN1JFVH0Yyjjdb3p2Npq/1vc0EQBEEQBKGHZBA0krWXL+TNVQt5etZ45siiuG3uIp5dtYonprUvWBAEQRCE885qxWo0kK/zRKFU4dXaLJfJCfQMIcRLi5dShkJmR6Wr5/vUY7x16BDPJaby7uliSkxg7eTcpKE6n+9PZvFZUR2+oyIIQIG6k+tlpoZy0rPT2ZxcjH1IEP46D3RWwCRDWadj4vxF/L9Vc3kw2o/h1RUkW6H/B9oWBEEQBGGgmfnII2xMTGTOpk28MX06mydPJn37dmlMGCAsTU1su/pqNk+ejL60lI2Jiaz7/nv8YmOlUWGAs1gsnDx5khMnTojlAlmMRiMJCQkoFD0tBT87L774Itdccw0AMTEx7Nq1i4SErm/Qys/PZ/HixcydO5ftvfyz/B//+Adz585l3bp1bhXzCAODGGlBEARBEAShV9WQW5jH01vymLtxPjNDfYmSRlqJkRb6hhhp4cIkRloQLib9NtKCoZyqvJ+YnDOEv02M5epIb2kCsGM3mzHVN1Dk60ugQoG5IJnkkhJ2B63g4RgI7Gi6S7sdq91ORXkOBw//j++HrOfGGD8mdLgLOza7nSaTkYP73+JA4GLGheoIa8jjsSNKHv/lRMZ4m0k/lsqP+XV4zFnBGj/w7uFtFmKkBUEQOtPT059d5aV90sfSNmm/Y9SEtu1ipIWeq6mpQa1W4+nZ+ahA55vVaqWqqgo/Pz/UarW0u09ZLBaqqqrw9/cfMMcSEBDQ7k7w3tJYXU3WZ59ht9upPnWKgGHDGL92rWumsRGj0UhgYP/fQeCYu32gHEtTUxMBAQHSrl5VlZXFD08/TfikSah0OoJHjyZyyhSXjMFgwGQynfdj6U5tbS0KhQJv744+yPatgTrSwnfffceJEyeYMWMG0dHR0ohwjhzfl70lIyMDjUbD1VdfTUhISI+nBTibkRYAHn30UV555RXi4uLYv38/Hh4ezr66ujq++uornnnmGfz8/IiPj3e23XvvvfzqV78iKSmp3UgLubm5fPzxxzz99NPMnTuXu+66i5KSEpeRFuRyOVu3bmXHjh0sXboUuVxOYmIiAQEB/Pa3v2Xp0qXs2bOHl19+mYKCAufoD19//TWVlZVipIVO9MdIC4pHHnnkj+np6eh0OjQajUtnWyaTif7KpaWl4enp6VbOy8uryw9mAz3X1NQkch24mHInTpxwO+ft7T0gc42NjaSlpYmcRH/mTpw4ga+vb7sPq20N9JzRaBS5DvR3zs/P74LOGQwG0tLS3Mqlp6d3+7q4l1Nht6pQNNczfVg0IRp1u+Gtn/z+SR7a8xAfZ3xMmaGMHwp+YGvKVmqbark8+nJJuuP9nig/wZUfXsmbSW+6LO+kvMPsmNkEeHT+R39H2+vI+cr5+fmhVCql3U69nSsvKOCrrVtZtXEj/iEh0m4nd7en1+vJyMgQOYnezpXm57P73/9m1caN+AYFSbud3N1eT3P+/v4XdK6hoYGTJ0+6lcvMzOz2dRG5jrmbK87JYd/27azauBFvf39pt5Nje/7+/l3eEeN2Tl/P8VNZJJermRAVSLS/Dq00hAy93kB2Xh5RwcF4qVRY6kvIqa5hryWCZSEqvJQtJxLq6+t/3q9SiVwmA7OexuoCvrLGMsHfgxidgvr6erKysn4+vtaTEXKsWKpO84MlBG81BDZXsTOnhkVjhxCqsVNRUkZBnQlVbBxjtKBpPX/RbnudKDp9mu8+/ZRVGzfi1cXQ2O5u70LJBQQEXNC5uro6Tp065Vbu9OnT3b4uItexnuYCAgJcTixKDfRcbW0t2dnZZ5WTFhl0luuII+fv799hzrHturo6cnJynDlHu/RfR87Pz8+Za1vAAFBRUUFMTEyHx90VvV7fbi55X1/fTi+UAZSXl6PRaPDr56kQADw8PLo8V9IX5HI5np6eXX5P9RW5XI6Xl9clcywqDw/Cxo8nbPx4jFVVVJ48iaG8nJDRo6H1AohKpUKn00lX7RcD7VjaXkg8H0qTkzn1xRfYrVYmbtjAoJkz8YmMlMZQq9Xn/VjcodVqu7z21JcqKipQqVT4d/E3g9lsRqlUtvsea25udquAraioCE9PT0JDQ90qcjAYDOTn51NeXs6iRYuYNGkSUVFRYunFJSAggODgYAYPHkx0dPQ5LXa7naKiIgBGjRqFp6cnFovFrfeGQ319PVVVVcTHxzsLJd1hNBoJDg7msssu4/LLL3d5j2q1WsaMGYPVakWn06FWq/Hx8WHixInceuutDBs2DJPJhFarZdKkScybNw8/Pz/8/f0ZMmQIFosFX19fRo0aRWhoqEtu1KhRBAcHA6DRaFCr1cTGxrJixQpWr16NTCZj6NCheHh4oFKpUKvVqNVqRo4cyaRJk7j88ssZMWIEzc3NTJw4kVmzZhF9kRbnlJaWolQqiYyMxGw2S7td1NbW0tDQQFxcHFlZWchkMkJCQqipqaGkpISAgACX4oO2BQwA1dXVFBUVEdR6Tq9tgULbgoWqqioKCwsJDAxEsWnTpj8CeHl5dXmSxaE/cjKZTOQ6IJPJ8Pb2bvfLSUrkOtZfOaDXcna73a399naOHjxfkevY+ci58wfh+ci5e3wi196llLPb7cjl8j7P0XrCxJ2cO88Dt3JyFAoVAb46Qnx9UCsUfJf/HX/78W/sPLWTnad24q3x5rLIy5gcMZnlw5czKWISCaEJ6M16Pkr7yJkL8AggyqdlnAbpfu12O0qFkoTQBFLLUjlYeJDC+kJK9aWsHb+WUK9QyXG5km6vM+cj5+7Pl97KuVu0QJvn0dFJ5rYc7yuRc9WbOXeLFnBze7iZc/x88fLyuqBztDlhLHKu+iPnbtECgEKh6HZ7uJuT2bHLrVQWZFOi9kOj82WozoqpuZSd3x1mT50ck7kBQ30xfy9RMD86GG+Vgqa6EkoaGsjWxbEkWImnovXkgqmepqrTvFCpJdBDQ5hWidFQzZmCDE56J3BZkCdR2pbjkWPDq6mQtwqbKGxWEu+txma1UJB7jCx1LJHeGvwt9ewrVrJwbCwhGptL0cLYNkULuPk6u1u0gJvbs9vtbr3OItcxd3O4+3528+vGRZbz9vZGJrkDScrdnON1FjlXvZ1zfH27yjl+n3t6eiKTybB3UrRA6+dTnU7nzLVduISLFgTBIWT0aJoNBk58+CE+kZHUFxaiUKtRezkmxhL6gt1moyw5mZrcXPK+/Zba/HyWvfii+Dr00EAvWpgwYQKhoV2fbxJ6zmQyIZPJCGgdoUaj0Zz1kpKSQnZ2Nh4eHn1etBAfH8+iRYvaFSy0NWXKFBYtWuSyOD5XREREtGuj9TryggULWLRoEYMGDeow17bNsYyWjLY6YsSIdhlHztvbm4ULF7Jo0aKLtmCBXipaoLUAzvE5tu0iby1acHwOViqVzlGx2n42bptpmxPTQwiCIAiCIJwHNruNHZk7qG6spkRfQk5NjrNv7fi1zBw00yUP8G3ut7x//H3n4+EBwwnxDCHEM4Qr4q5wydJmH4eKDlFuKKfcUM7X2V9zZMMRMd1EG2J6iAuTmB5CuJj02/QQWGluruPQ0W/ZXuaFQufP6CBotlTxY7qR0GHjWR6pxrupiD+erGdxZCCeSgWYDcgUWnTRk1kRBF6O802meurLs7g7tZphft5E6bSYTUbq6isJjl/IglAZiroGyvUQNjiQ0MqT/CWjnCqrkgR/b+w2K1WVZ/AddBmXBdowV+Tx2BEVj/9yQrvpIa73A5+ur+e2I6aHEAShMz05/dldVtrfk8dtixLatjsuBjimf2g7XYR0egjH4mhP6+PpIby9vRnU+jO2beGN9DlJT0ZL+/tj3a76uuvvqq+7/q76uuvvqq+7/q76uuvvqq+7/q76uuvvqq+7/rKUFN6aMQO7zcbS559nwvr1LdnWC2ddrdtVX3f9XfV1199VX3f9XfV1199VX3f97fpsNuxWK81GI2/NnElVVhZTf/MbFj37bPfrnst+L8J1bTYbGRkZA3p6iHXr1pGQIM439ba6ujosFgv+/v7o9XqX90lPHThwgGPHjuHv79/n00MIA19vTg/RdnH8PFO0Tg/RdnF8bmv7+a3tz7+2PwdF0YIgCIIgCEIvMzYbyazM5LF9j1FQV8C1Y67lkZmPSGPd2rRvE/87+T+GBgxl05xNxAXGoVW2DOxtbDZysvIkm/Zt4taJt3Jl/JX8VPgTc9+eK4oWJPq/aMFKg76BqkYTdTaQIcPXO4BgjRKdAqyWZvSGaopNYLaDVqMjQOdNcLvRbu3Y7VZq62qpNFsx2gG5ArnGm+FearTynz/kt3DdLwAabwZ5avBXdVzxPpCIogXhYtJ/RQsANqCI7V8f5b85pZwAFEoNcaMX88DIECb7qaitLuRQ4uc8XQDVzRASMYpFIyfyu+Ht74yzNDeRfPhj/pnbQLIevH3DSRg1l8dHehOkruRAUhEpxTImrxjPeCD3+Nf8OzOHHZWS/WqrOF5UxCtpSu5cOJJhumayM7JIKdGjmTSLZd7gKYoWBEHoJT05/dldVtrfk8eO/0svXF1IRQt6vd45tPKoUaOcI8XW1NSQnZ3tzEZGRhIeHu58nJWVRX19PbQOCX+262o0GkaOHNnpulFRUYSFhXW67qhRo5x3f1ZXV5OT83NxuXTdzMxMGhoaznldrVbLyJEjO103Ojra5c5l6bqjRo1ynuivqqoiNze303VPnjzpvAhxLus67tB1XEiQrjto0CDn3Za0zp/uuPgpXbeyspK8vLxeWTcmJsY5BLh0XbVMRljrEP9Jb75JfXIysVOmILvmGpDJ2q2bnp6O0WgEQKfTMWrUKGdfRUUF+fn5zsddrevp6cnIkSOdfdJ1Y2NjnUNj2+12MjIyOl23vLycM2fOdLpueno6jY2N57yul5cXI9r8jSVdd/DgwQQGBkKbC+mdrVv29dec+eAD7HI5NZMmMWj0aKLj4vAKD8dms5Genk5TU1PH65aVUVBQ4Hws3W/bdb29vYmPj+903SFDhhAQ0DJNptVqJT09HZPJ1OG6paWlLiPNnMu6Q4cOdY6KIF3Xx8eHuLg4Z7akpMQ5bL90XYvFQnp6Og0NDURERIiihUuMKFoQ+oooWhAEQRAEQbjEHCo6xLy353Fg3QHGho5FLpOjkPX8IrHVZsWGjcNFh1n87mIO3nqQsSFjoXUf89+Zz4F1BxgXOg65TC6KFjrRv0ULdqCOr/d+zespmfyvARQKFb9YdCv3xgdxmQ/UVBXw/f63uS8bCppgTNxUbpy+mPvbXW9rxmKp4sNPP+bl/GqONgKeweiGz+fg3FhGeLetcnDsdxevp2TxvwZAroRhC3n78njWRPu0yQ5MomhBuJj0b9ECgB2bzY6t9acDrScGFDIZLacHWvqtjj5aTzhIa6Fa2e02rPa225KjlEFLcRXY7CCXt2zbbrdhs7eUTrRkHfttyVrtoHBmW9qQy+hhvQKIogVBELrQk9Of3WWl/T157Ph/y8+7C7NoQS6XExQUhFwuJzAw0HkC2mQyUVtb68x6eXk5hwOmtbjAMQyxdN2mpibq6urcWlehUBAQEEBRURE6nQ5PT88erRsYGOg8Od7T/UrXraioIC8vj6ioKEJCQnq0btv9ent7o9PpnI+rq6udFx7dXddsNpOXl4enp6ezoEO6bmNjo7OAo+26Dm33q1QqnXNV93Rdq9VKQ0MDgwYNwsPDo0frKpVK50VrerjftusWHjxI8fHj1JSWkvfjj2C34+Pjg0ebdauqqrA41lWpXPdrNLrst6t1VSoVAd2sGx4Rga+vL/l5eVRVV3e6rtFopKHtur6+eHh4tDyw21v223rxsCfr2u12qlvX9ff3JzAwkIY2F6uk6/r6+qLtYF0AlVrtvMAPEB4fT8zEiSCXI4uLw7d1rnnHulVVVVitLZ8yVSqVy7qFhYWUlJQ4R2/x9fV1e12DweBywa2rddVqtct0C9J1DQYD3t7eBAcH93jdtvu12WxUV1ef07pnzpzB399/wBctJCcns2XLFh5//PEOpwx64YUXiI2NZfXq1dKubj3//PMMGTKEQYMGsXXrVh5//HF8fHz45JNPKCgo4J577pGucsETRQtCXxFFC4IgCIIgCJeQjzM+ZlvaNu6bfh9jQ8aiU/18YuNs6c16UspSeO6n5yhuKAYgxjem3T5E0ULH+q9owYLV2lKw8KUpjKDQKBaHybFaS9ixr5qIhPHMjpRjr8jmllMq/jg6nAiPOtKzG8ir8mLFVRNIAFpPUWHSV1KQtZdb80NYERvGrGAlFTWl7E08TuDUa1kd48/o1vOkdpuVsszdbMpToPAK46bB3lit9Xz9UyKy2BnMio9nQedTZA4IomhBuJj0f9HCpUEULQiC0JmenP7sLivt78ljx//tF3DRgo+PDzExMdKuPpeamoqfn5/zYmd/aGxs5OjRo4wZM6bDi3Z9yWg0cvToURISEvD19ZV29ymDwcDRo0cZP348Pj79VyxdUlLCycOHafrmG2lXn1MqFCiUSucd+P1JqVSiUCh67Vhi585l5FVXSZvdUlhYSGVlJePHj5d29an09HS0Wi1DhgyRdvW5tLS0C2J6iM8//5yNGzeSmJhIRESEdBVWrVrFpEmT2LRpk7SrW1dccQWXXXYZv/jFL9i2bRu/+93v2LdvH0ePHiUyMpINGzZIV7ngiaIFoa+IogVBEARBEIRLxHup75FZlcn4sPH8cuQvpd3nxGa3sS1tGy8cegGNQsNvpv6m3T5K9aX89+R/uWbUNQTqfr7j4lLXb0ULViNm/Wk27TyNbugY5scPZoavDKutnj2JGVgDhjLM3wNvWx079D78KtIbf3U53xzM5ZsMC3PXzuZywDE4u8VspK4yjy9NwUwJ9iXeS05tVQEHD3zGByFXcUtcGPMCW+6qsttt6Cuy+b7REx8vf2YGarBajRzet41PVBOIj4xgmW8N/ykwElxRQY7FQoVXCMMihnDvsJ/vXulPzqKFxEQGtRmOUxAuRKJooW+IogVBEDrTk9Of3WWl/T157Pi/owjBQRQt9Nzp06fx9vZ2md6gr5lMJjIzMxkyZAheXu2nVOpLTU1NZGZmMnTo0H4/lsbGRjIzMxk+fLjL6BN9raqqisrKSpeh/ftLZWUl1dXVLlMF9JeKigpqamoGxLGUl5dTV1fH8OHDpV19Ki8vD7Va3eHF9752oRQt/PDDDzzxxBPce++9TJ061TmihNlsJjU1lX/9619MmzaN9evXSzfXLUfRwmOPPeZsW7FiBdOmTeP//b//55K9WIiiBaGvDPSihbMZcVEQBEEQBEHowN68vdQ01rQpJjBTnJLLt9uSeOuDDN7+qY5qg2PwbVc1p8/w0xdJvPVuGm/vLKOg3kLbPzXlMjnXjrmWkUEjGRs6tl3BAkCYVxi3T75dFCwMFFYztroyklQRxAQGkuCrApTI5f5MHhPH5DBfwr18CQ8exG2xvqjqz/DNydMc0jejiQglEmh7CkKp1hEYMYobBwcT76UGrFhtdvTmAEI85ejahGUyOd4hw1keE8HMQI/WOe3NGMw++KjV+Kn0VFYV8mlSLhn6Rqot9WQXl/BjZilFgPhzVBAEQRAEQRjIhg0b1q8FCwAajYaEhIR+LxIA0Gq1jBs3bkAci4eHB+PHj+/XggWAwMDAAVGwABAUFDQgigQAgoODB8yxhISE9HvBAkBsbOyAKFi4kMyYMYMtW7awfv16Dhw44GyvqqriyiuvZNWqVc6CBbvdjtlsxmQyYTKZ2hVWWCwWZ5/JZHIp5DObzc4L+Fartd26Fzubzeby2nS0OKYjEYSLgShaEARBEARBOEd27GRVZeGp8iTSJ7JNj4nsvUm89cfPWX/3bjb+I4/MSrNLMUILM6d2JfL6/+1gw2/3cO+rZ8isMtMyA6qraN9oNAoNp6pPSbs6YMPa1IT+dBnVZSZMTe0rtW0NevRFtVQVNmLh5/nJe8YGdhP6Mwaa6i3OecsveVYrdoOeAg8PZCol3q3NMmQE6oIJ8fLAW9PSZrfbaCjP4vMTpzloMOM7OBg/E8g7/YI0ozdWcqq8gh+ro5gf7ctgn5ZRFtqzYjLXc6Y0hx8qAhjqH8CkYA00y5BXahg3ez6PrJrHQ0MCGVFVxjELNHa6X0EQBEEQhEtXT+987Czf0egLHWk7MkNnuuoTBEEQhP5WWVnJkiVLmDx5MpMnT+b+++936d+8ebOzb/Lkyc4iiP3797N8+XKqq6sBePXVV3nggQdc1r3Yffvtt8ydO7fL5cMPP5SuJgjnRVefS7vqc3Dn868oWhAEQRAEQThHVpuV6z++nnFh43hoxkNteryJG+XPsBGeUG3C/t9ckuvMlLVJtJQJFHPymJ5TKaDz1TB24WBivdV0dF/KpjmbiPWLZe1/10q7OmDGkJ3NsfVv8NnmfPJy2pdBGA8mkvj0bj7+cxZ1rffj95wJmyWXQ/8vlewfqmiUdgvdkskVhI9czLNX3czzo7wJyv2MZ/Khsn2FS6tKDh8/yUc/lTLkqjlc5uNJiDTiVE9B6Sme3ZqCdto4JsSEEQugVCIL8CVcocATHT5aGQG6es7UQfPZvREEQRAEQRAEQRAEQRAASE5O5g9/+ANr1qzhwQcf5MEHHyQ2Npb77ruP2tpann/+eSoqKpx9Dz74IEOGDAGgvr6ezMxM59QEM2fO5Be/+IVkDxe3uLg4rr/+evLy8sjIyGi3LFmyhIkTJ0pXE4QLltxkMpGamkpDQ4O0z0V/5lJSUtzOdTcHx0DPNTU1iVwHLqZccnKy27nu5pTqr1xjY6PIdaA/c0lJSRiNRmmXi4GeMxqNIteB/s41NnZ9+Xmg5wwGg9u55OTkc8pZbVZkyJDLXGtCA+KCGToskKE0YbNmk5hiprS8TcAOpBRytExPil2Lr3cAC2b44eWpaBP6mWP7Vnv74d/aH58az+BAEm6IpelkOTXFDTS65MqpSKumGQ8GLR+Gr6Sitf32OmaoNZK0O52yukZMHRfKQpvtNTU1Sbtc9HbOXe5uT6/Xk5KS0n3ObCW12Eh0VS12s5laaaCVc3smEwq5HD+tFh+NllM1dZjbDPOn1+tJSU6iqSKJt3YfY2elmjHzZ3O1vwzfNl84l+Mz5rMn8Rj/OFhF7JUruTLSh1g1yACrzYyhsRSbveUEgGMGOemX0O3n28s5d7m7vZ7mTCaTtMvFQM81NDS4nUtNTRU5id7OucuxPbO5fZFZW72dO1x0mKXvLaVEXyLtcnGo8JBbufr6eo4fP97tfns75y53t3eh5LobJneg5+rq6tzOnThxQuQkzleuu7mLB3qutraWtLS0fsmlp6d3m6urqyMjI8Ot3MmTJ7vNXYoqKyu7PV98vlksFoqLi3vtc8C5cBxLd787+kJzc/OAOBaDwUB5eds/vvuPwWCgoqJC2twv9Hq9OBaJ6upq6urqpM1CNzw9PVm3bh1paWkcOnSI3NxcPvzwQ6699loGDx4MQEFBAV988QVXXHEFN998MzfffDPDhw9n27ZtNDY28u233wI4+26++WaioqIke2oxfvx45s2bJ22+qA0aNIgbbriBjRs3Ehn588iuvr6+rF27ll//+teMHDnSZR1BON+qq6vJzs6WNrdTVVXFqVPdjxRcWVlJVlYWAHKFQkFwcDBqtVqac9GfuZCQELdzKlXbmX/bG+g5pVLZo1x3r4vIdexCyXX3PnD3fdXbOXePT+Q6dj5yoaGhKJWdDQve4nzl3D2+7nIqlUrkOtDfue7eB+7mevq+6q2cu8enUqkICQnptVxbqtBgYoYFMSHCht1uZP/RCgpKfy4CsNvtZB8toKC0ngYfL3yGhDF7uBIvteMSsvvaH58cha8PPgvHEG2pormygRq9IxeMsqGKikodBIYx7DJPlDY7jYePcfRvu9l5906+feIQpzI8MZvk0FBG8fenSfqgEANgw0jZV+mc/uIk+dm1NHyaT3XGaY5vO0XGF6cpO53JgfeTOfb73ey7eyc7n0wkcV8DISEhKBQdF2Q4OJ5Hb+Xc1f7165harXYvp9URNiSOafIC0krK+LHSBDRjtZaw87tveeVYDnvPFFFQdpq/lNqpaD0XbbZaMVks+Gk1KNoUwagVVvy19bx7uIxSVTATRg5ndpQ/YUpQtnm7qNVqQoKDUJqL2JlSQGK1hhFjRrJ0SAixOiUerZuUyRSolJ7IJIU2Um4/317Oucvd7bmbc/d9NdBzjufrTi44OFjkJHo7566efN16M1fbVEticSImS9cXXWpN7uU0Go1br0tv59zl7vbc/fr2d04u7/7n+EDOOb4e7uSCgoIuuVx374Oe5Nx5X/Xk6zGQc1qt1q3X+XzkAgMDu81pNBq3cu5u71JUXFxMTU2NtLlPNTc3k5OT022Rd18wm81kZ2cPmGM5ffp0t8XC54ter6euro6ysjLy8vKoq6vr9znf6+rqKCgokDb3i7q6OgoLC6XN/aK2tpaioiJpc58rLS2lqqpK2ix0w8fHhyeeeIIff/yRr776irS0NP72t7/x4IMPMmbMGGlcOEuBgYE8/vjjrFy5kvDwcAIDA5k/fz5//vOfGTp0qDQ+oKSnp3Po0KEOL3BXVlZy6NAhDh065HYRoqNApqPtnQ3H9nJycjAajRw+fNh5TG0XfQc3IZ84ccK57qVGq9Xi5+cnbW7Hw8MDf39/aXM7bXNypVJJeHg4Gk3rhLqdELmO9XdO7cbFb5Frrz9zERERvZZTqVQi1wGR69j5yqncuPgtcu1dajm1Wn3R5iqMFbyT8g6zY2YTFxjnkgfAw5fI2AAmjtFgt9nJ/qGInEJ96133Vuy2Oo4dqKa0yITfIH9GzIxljC9ouzifPCp4FFMjp/J28ttUN7bM7Ucnx4dGg2zQYIYNbsRYUktpdmNLLiycpuP51Ng9UcaGExHcjL2ulNyPcik6UUtDo4Hmsmoad9ZTUWKjsa6W6hPFnN5XSSNgw0xtYj7Fh0uoa5IT5ueJUgbWZhtWgx5jdiFpb+RQXmLE2FhPdVIxJTur8IyIQH4Wr3NH3M25y7E9ZTcXtdVqNeHh4d3nNB5Ex8SxOM4La3UBu44l8VZSEluSk9ieX02OoRmLzYbN2kSDsZSP04/zVlISHxfWc0YVzopQLd5tqhHsdjPNplL+k1VCUkMDeXUlfJeWxJbkFP5XWE9hYwPFFeUcz6/GGhZGaVkWn53M5tuyGkpMtRzJSOLfyUlszy0nvaEZuUyBWuWNrJsZ49x+vr2cc5e723M3p9FoRK4DItcxd3Pu0mg0hIWFuXVRsTdzvc3d/fZ2zl3ubk+r1YpcB0SuY+cr193F6p7kQkNDRU6iP3MhISHd5jRuFmkIgvCz06dPk5qaSmFhIY2NjaSmpg6IYg5BuFg5zslYrVY0Gg0yWc9vwhG699RTT7FmzRoWLlzIli1b8PTsaFLZgeWBBx5gyZIlPPPMM9IuvvnmG5YsWcKSJUtIS0uTdnfo/vvvZ8mSJTz77LPY7XZMJhNNTU1nXZh2zz33sGTJEp577jlycnJYsWIFS5YsYcWKFaxatYqVK1eyZMkSjh8/3m4fv/vd71i1ahUvvfSSS/ulQKfTERgYKG1uR6fTERQUJG1ux9PTk+DgYJCMACwIgiAIgiD0UE5NDrd/fjvrJ65n5qCZ0m5AS2iUP2On+KOzgzyxkFN59WQ3AVYT9vo8Dh42U1KqYnBcMPMXDyIE6Ory1/zB87luzHVs/GwjhfXd3SGhQCb3InyWF42FtZQnVmHGht3WRPEXRTR7qvEaFYDOZMR2JoPU73T4L53OwjeXMO/OoQTtPkT+aSO1nc5Uo8IjNJDh60cQkDCChDXxjFkSgodehixFTdgj85n55jxmLAzCP72UQjM0S+cfuGgpkMt9uPyyKcz0bqY2J5kXDx3j5aNFGIZM4RejB7MoNprokFh+553HVyeO8uKhQ/y3EprCLuOGMPBt80YwmS2cqahB6WviVNEpth06xIuHDvHS4SP8O7+W/MZ6CkqL+TG9iDy7nbyqeiyaRsoNRXzemn3x0CG2niomuUGGVuPJsABPPBVy5Cjw8NAR7OdLkAK6vowiCIIgCIIgCIIwMI0YMYKJEycSExODTqdj4sSJ6HQ6aUwQhF7y/PPPA/Dxxx/z1VdfOS8+Cr3vtttu47HHHpM2X5Jyc3NZtGgRc+fO5ZNPPpF2n5N7772X/fv38+abb6JQKLjjjjv473//65J59dVX2b9/P7///e9d2oVzI4oWBEEQBEEQzjOvcB9ix0UwFjtaCsg83cCpHKChCdtPuXxjNJNPKJFhwUxMkK7dC+QyvJePIrrGjja5ihJM2G1nKPwmjKCIMKIne4DZCkV11M0OxzvGm0B80AYGEXtlNSajFXOnRQud0ClhrC/eWjlqdKgD5XhEN1BTCNaup1K+yMiACFbNW8lbGzeSuHEjR25dz78vH8TlAS0j2vj4hTF3wUY+v6Wl/6tVc3kkzku6IXz8wl1yjuXwrev49+XRXB4QwWVjxnHXyonMUCiZMfUaXrvONZu4cSOfLhrHdUMGERc7kX+tHs9EHy2e6IgflsD1C+bwKz/wFVULgiAIgiAIwgAWHR3t1l1+55NarSYuLm5AXBBXq9XEx8fj4eEh7epzGo2mX49Fq9Xi6elJSEgIQ4YMwdPTs99HK/H39yc2Nlba3C/8/f2JiYmRNveLgIAABg0aJG3uc5GRkYSEhEibBTc5voY1NTXEx8e7jEI3YcIE/vjHP/LYY49x8803c/PNN7N//35eeOEF/Pz8uO+++7Db7c6+m2++meTk5DZbF9oKCQkhMjJS2jxgPfjgg8yfP59Dhw7x+OOP09zcckJw27ZtbNmyhfDwcF566aWzmubCZDKRmZnJyZMne326qLCwMEaMGMGsWbN45ZVXkMlkvPrqq7z77rvOTGxsLCNGjCA8PNxlXeHc9O9va0EQBEEQhEuBtw++gyNZMAa8tHaOZVaSfKqahvomDu4/jUFvxj4xiLBxgSScl1H0ZCCLJHiCEVVIBQX7DNRuTyJvQiCaQd4EOvZpB7tM1nKdvXU9mRzaD4xgBxowFjbTWCzta0vm3JRM1nr9vv3GLgEy5DIZCrkcZeuikP382gDIZD/3KeUy5J28D1xz0u3JkMlkyOUt25bJ5C77bJuVy1qyitZsy7Zb2sUfCIIgCIIgCMJA5+/v3+9DYysUCkJCQlB3M71mX1AqlQPqWEJDQ3ttGr+z5eHh0e+FLQ4eHh4EBARIm/uFTqcTxyLh6+uLl1f7GwcE902dOpWVK1dKm4mKiuJXv/oV4eHh+Pv74+/vz8iRI7n66qvx8PBg/vz5TJ061dnn7+/P1VdfzdSpUxkyZAjr1q1Dp9OxatUqLrvsMunmhQFuwYIFxMfHk5eXx86dO51TLBw7doyDBw/i4+PDNddc4xydIysri9dee81l2bt3r2Sr7R04cMAl9+mnnzrX/+ijj7DZbC75qqoqNm/eTHl5ObNmzWLu3Lku/Q5+fn5ce+21BAYGkpiYyOHDh519n3zyCa+99hr79u2jsrKSf/3rX7z22mvOqS7atqWnp7fZqtAVcU5SEARBEAThfFN44BMUyOxZ3nh5yqlPruTM8QJSayv5/otG9A02ho8KYuSIQM7fn8kagqYF4+FjoXjbSTK/bsBvdhh+Q7xQAajkEOSJ5/FqGssaacBIc0MdpT96o9bIUWmB+masxY0YAFtNHcY6E0aTdD+CIAiCIAiCcGmw292vyO0u6+jvKifNdJUVBEEQhL6ydOlSNm7cKG2G1qKQP/3pT7zwwgu88MIL3HrrrS79y5Ytc/Y5liVLljB27Fgef/xxvL29ue2221iyZInLesLFJS8vj48++ojHH3+cTz75hP/+97+88MILvPzyy6SkpLQrPGgrNTWVY8eOYTQaOXToEM888wyvvfYar7/+On/5y1/44YcfaGhocOZLS0v5wx/+wJkzZ7jyyiu5+uqrXbbnjpdffpmHH36Yjz/+mJKSEh599FEefvhhDh06BEBxcTGPPPIIDz/8MAcPHpSufsGRfvaU/tsRdzJSomhBEARBEAThvFOg8/Fi7NxwIrxUaIvLKU7KYd/BYnalQ0OTD2Pj/Bk97PwOK6qLj8DbV4kl6RQZOX5EjfXHL6z1Thy1Bll0DEN9a6k9eJJjbyWR/nUhtZHjCY32wCvIF52PAp0xn/S3kkn5tJyqOjN4Awo5eGnR1FVRfrCUohP1XFIzQAiCIHQhOzWVw7t2YTaZ2LttGyV5edKIIAiCIAg9ZLfbe3QS/Hyx2WwD4jhoPZaBYiAci91uHxDHgTiWTg2U7+OBchzCpc1ut2O1Ws95GWiUSiUqlQq73U5TUxNNTU1YrVYUCgUajcaZe+2113j22WeJiYlhx44dfPXVV1x55ZXs2bOH22+/HbPZ7LLdtu68804eeOAB8vPzufrqq8nMzGTDhg3cd999lJSUONsArFarc1tqtRqF4tznR5XJZGg0GuRyOc3NzTQ1Nbnso+2UKULXRNGCIAiCIAjCOdCpdIwNHUtBXQHVjdXSbieVl4aQyYNJCFATpKyhMCWfbz4s5jtkGHyjiR/qw7AI6VodqzRWUtxQTEJoAh7KHswT6hOIX5QvUcNUWIYNJzRcjae2tU/lgTxsOAk3eSIvzCXjxeOc/NGI3//NYchIT3xCwgiaHET02FryXzrM0a9MWIO8CR7jiYdOhSwkkDBvI7VJpRSmGrD6eBI4zBO1Wo4cBUpfHZ7RPniq6XTqA0EQhItNaX4+X7z1Fh/+/e80GQy8+tBD7Nu+naqSEmnUfeXlkJMDVitkZEBdnTRxYXA8D4vlwn4egiAIQr84deoUpaWl0uY+1dTURHJyMnq9XtrV5wbSsTQ2NpKUlNTvx1JZWcnJkyelzf2ioqLCecGsvw2kYykvLx8Qx5KTk0NRUZG0WRD6VElJCTt37mTfvn3ntNTU1Eg33a/uvvtuHn30UfLz81myZAlz585l+/btLF68mLffftulcOFcDRkyhD179jBq1ChefPFFkpOT2b9/P/v372f06NEAfPnll6xbtw6LxcIrr7zC6tWrpZvpsWHDhvHtt98yYsQInn/+eebOncuGDRuw2Wy89tprrFq1SrqK0AlRtCAIgiAIgnAOxoSM4cd1P/LYvsfYkblD2v0ztQb5oMFMG60mwh9ycurYt6+w5Qr+giiGx3gzRLpOJz5K+4i///R3Dt56kGGBw6TdXdARvGAys7as4dbXxxMT6YHLjKdyOd7LF7H4nZvZmLiRm7Zfydzp4NU6AITP5NGM//tGNh7ZwMYPlnLlliuYcdt44kI1yNVDuOw/13Pdfxcz77aJxFw+kV9sHk9kpAdqdIQsHMvEx+cxPgo8+ndqU0EQhD7z2kMP8fFLL7m2PfwwH//zny5tPbJlC9x9d8tF/lWr4JtvpIkLw1tvwW9+A7W1cMUV4MZcpYIgCILg0NTURHNz/47vZrfbMRqNA+LOVpvNhsFgGFDH0l938+fl5XHy5EkKCwupra3l5MmTNDU1SWN9ymKx0NjYKG3uF467gAeCgXIsJpOpy7u4BeF8y8jIYM+ePRw9epSkpCSSk5PPesnKyqK2tla6i34TGhpKREQEJpOJzMxMTp48SXV1NT4+PgwZMgSZrPfubNJoNMTHx7Np0yZGjRrFN998w7Zt2xg2bBgeHi03fdXV1ZGbm4vdbicmJgZ/f3/pZnpMq9UyYsQIPDw8KC0t5eTJk+Tm5gIQGxuLn5+fdBWhE3KTyURqaqrLfB4dMZlMpKSkiJyEI9dd5ai7uaampksul+xGFfClmjMYDNIuF42NjSLXAUdF96WWMxqN0i4XAz1nNBpFrgP9nWvs5o/qgZ4zGAznPSdDhlKuxGazYbN3dVJGiUzmz8RpAYRFarDbW05yyWUwf0oEMeFeuPsx3WZv2ZdSrkTWZi2DwUBycnLXz0Mmw9jUSOrxFJqaOsjJZMgUcuRKOY1NjaSktNlemz65QoZcIUcml2E0GEhOTqHJbEKukCGTy5DJZC3/dxyeTIaxyei6vU649Tx6kHOXY3vdnTTR6/W9mkspS2HO23PIrW35g6YzyaXJzH17brc5d/fbk1xKSkqf59zl7vZ6mjOZTNIuF72da2houORyqampF33OZrO1O2Fvs1r58u23uW3atLNbXn6Zf/z4I/UrF3PVjAKmnX6YaW9MO6flnq/ucTnGrtSZ6vjFf37Rbhs9XsyvsMjnB25bupTbioq47fe/b/9ce7i8eO+90sPtUH19PcePH+/25PSFkuvuot1Az9XV1fVb7sSJEyIn4chZLBZpl4uBnqutre23XHp6ere5uro6MjIy3MqdPHmy25wgCD9TKpUolUrnkN9KpbJXL4oJwqVIpVIxbtw4tFoter1eLL282Gw2/Pz8GDx4cK8sY8aMYejQodIvY7+Ji4vj2muvdU6TMGPGDObPny+NnbPq6mo2b95MdnY2U6ZMITY2lvfff59//etflJWVceDAAfbu3UtgYCAbN24kNDRUugkXVVVVbN68mbKyMmbNmsXcuXOlERdXXXWVc0SHoKAgbrvtNkJCQqSxC151dTXZ2dnS5naqqqo4deqUtLmdyspKsrKyAFBs2rTpjzKZDC8vr27n1RC5jvVnztvbu9s5V0SuYxdCzsvLq8ucTNZyUaivcwByuXxA53ryOl8sOXdfl97OuXt8ItfepZSz2+3I5fI+z9H6c+N852x2G5uPbmZq1FQmhE9wyf+s5Weszl5FSmItp0430ogauSKM6x4Yx8xRngS5DHvQucNFhzlefpxbJ94q7XL752R/5ry9vZHLux7wqzdz5QUFfLV1K6s2bsS/mz8W3NkevZw7XX2apw88zboJ6wj2DJZ2O52qPsUzPzzD2vFru8zh5n4Z4LnS/Hx2//vfrNq4Ed+gIGm3C3e2h5s5x88XLy+vPs3R5vvoUskpFIp+y3X3PqCXcnu3bSMvPV3azJjp05l/7bUMGzeu54vRyHCzmUE3/Rr74cOMmLyUceOXMi5s3FkvvhpfjpcfZ+OkjfhpO78LJLsmm48zPmbjxI1Mi5rWbjs9WnIMjC9oZuyyGxl2+DDDVqxg2JIl7Z9vD5ZRU6cybdkyRkyejErd9S9Vd9+n/ZGz2+1uvZ8vlhw9/P7t7Zynp+eAznl5eSHr5mKbyHXsfOQ8PT27zTm+z7vKOb4/OtqeXTKvulwuR6fTIZPJnH321vnX7XY7FRUVxMbGtluvO3q9nsLCQpc2X19fBg8e7NLWVnl5ORqNZkDcMajX69HpdHh5eUm7+ozNZkOv1xMYGIi6m98755vVasVgMBAUFHTJH4uPjw8BAQHOc+txcXHdnmc/30wmE1arlcDAQGlXnzOZTNhsNnEsbRgMBjQaDd7e3tKuPldRUYFKpery7m+z2exSmOPQ3NzcrmC6I0VFRXh6ehIaGtptMSOt27VYLEybNg0vLy8sFotYenkJDAwkLi6uV5eIiAhUKhUeHh5uvzcc6uvrqaqqIj4+HqvV2qN1OxIeHk5cXBxbt27FYrFw5513csstt7hkTp8+TV5eHiaTiXHjxlFSUsK+ffuorq5m+vTpLF++nA8++ICioiLGjh3L3LlzSU1NpaamhpiYGGJjY2lubuaFF15g27ZtjBw5kkGDBvHDDz9QW1vLnDlz+PDDD3nvvfcYMmQI7777LgEBAc79l5eX884772Cz2Rg+fDienp4kJibywAMPEBUVxb333usylcTWrVspKSlh3LhxLF++HIDLLruMtLQ0kpKSGDZsGO+99x6+vr7OdQaC0tJSlEolkZGR3RbJ19bW0tDQQFxcHJmZmchkMmcRhkqlcn6OdfxNI2u9vuhYANRqtfNzbNt2R95BpVK15Ow9/UQrCIIgCIIguLDZbfxp/5/QKrXMiZ3D9Kjp0kgrO1Sf4YsP8/juaB2VqJErQljz2EjGR3nQ+Z+kP/v+zPd8l/8dAH+Y9Qdpt9CB4z/8wL0LF/JGYiKDWyueB5IDZw6w+N3FJG5MZFTwKGm30/dnvmfpe0s5suFIl7mLRfL+/fz+iit4IzGRQfHx0m5BuCD899VX+eKttziZmOhsmzhvHr+4807mXn21S9ZtO3fCyZNw223wpz/BNdfA5MnSVI98nf01az5eQ+LGRGL9YqXdTruyd3HDxzd0m3PLF19AZiZs3NjyPK67DiZOlKYEQRB6RU9Of3aVlfZJH0vbOvt/25P/bQsQ7HY7NpvNmXWM2OPIW61W7Ha78wKCzWYjLS2NOXPm9PiCQmlpKQcPHnRpi46O7vLOx+PHj+Pj40NMTIy0SxAEQegFaWlp6HS6TgvI7HY7er0erVaLSuU696bRaHSrCOHQoUMEBwczduzYbkf4pXW0Ep2udd5Q4YJkNBqx9GDUpsLCQrKysli5ciUmk6lH63YmKyuLJUuW0NjYyBNPPMGGDRukEbZt28ZvfvMbl7Zf/epXvPjiiwCsWrWKw4cPu7StXLmSI0eOcO211/KPf/wDgCuuuILE1r/BR44cyddff41KpeLRRx/lrbfeYtSoUezatcvleygtLY2lS5d2+D20c+dOJkr+Vl22bBlJSUmsWbOG5557ztn+0EMP8c477zB27Fh27drVbZFyX0tKSkKr1TJlyhT03YwIn5ubS1FREStWrGDHjh3I5XJGjx6NXC5HLpejUCiQyWTOAipHu1wudxYkOP7fUdFC22IHB1G0IAiCIAiC0EvW71iPh9KDfy4/h7nKu7Huf+vwVHvy0jLXOdKFzomihQuTKFoQLhZfvPUWW598krL8fKLi4rjnH/9gyqJF0li/6peiBUEQhD7Uk9OfXWWlfdLH0rbO/i+KFgRBEISODMSiBemFRuHC4/iM4a7zUbRgNpvJy8vDbrcTEhLS4Wgi9fX1lJSUuLT5+PgQHh4OwJkzZ2hsbOy2LT8/3zk1qEajISYmBplMRllZGbW1tS5tDiaTiby8POfjtmJiYtBqtS5tjn34+voSFhbmbG+7j9jYgfc380AvWhhYJR6CIAiCIAiCIAiCcBFZfsst3P/yy+h8fXlqxw4mL1wojQiCIAgXiZ5cEKCbvKNP+q8gCIIg9CVHQZ1YLtxlIHyGUKvVxMXFER8f32HBAq0FCvHx8S6LoxABYNCgQW61xcTEONePjY11XhQPDQ1t1+ag0Wja7duxSAsWaLOPtgULSPZxsZN+RpX+25GO+tq2iaIFQRAEQRCEc2S1Wfn1p79mXOg4Yv1iuXXHrdLIObPYLNz4yY2MDxvPA9MfkHYLgiAIA5RMLkeuUCBrnQ9denJEEARBEISeq6yspKGhQdrcpywWC8XFxZhMJmlXnxtIx9Lc3ExRUVG3c2WfbwaDgfLycmlzvxhIx6LX66moqJA294uBcizV1dXU1dVJmwVBEIQ+JooWBEEQBEEQztJ3+d9x1867+O1Xv2VC2AQWD13M0mFLGRk8kt98+RuK6oukq5yV3Npc7vnqHiaFT2LxccMHiQAA//RJREFU0MViSG5BEARBEARBEPqcp6dnh3cb9ofi4mJqamqkzX2qubmZnJwcGhsbpV19zmw2k52d7RwOuz8NlGOpr6+noKBA2twv6urqKCwslDb3i4F0LLW1tRQV9c55k3NRWlpKVVWVtFkQBEHoY6JoQRAEQRAE4Sx8f+Z7vj/zPSaLiWZrM9eMvoYRQSMYEzKGX4z4BU2WJj45+QlvJr3JTwU/SVd3y/f53/Nm0pvsyNyBxWZx7kNwX156Oj9+/jk2q5X9n3xC4enT0oggCIIgCIIgCG6IjY0lJCRE2iwIA4p0OHSr1drhcNSCIAiC0JfsdjtWq/W8LBfL7zlRtCAIgiAIgnAWvsn5BrlMzhur3mDzys1E+0Q7+4b4D+G1Fa/xff73vHToJbZnbCelLMW5VDdWu2zLodJY6ZL7KP0jXjr0EonFifzrin8R5RMlXUXoQllBAV9t3cp7Tz2FpbmZNx97jG//8x8qz+VOjspKOH0abDbIzIR+vrvrrFVUXBzPQxAEQRAEQegzp0+fpqSkRNosCAPKyZMnOXr0KPn5+RiNRo4dO4bRaJTGBEEQBKFP6fV69u3bd16W4uJi6e4uSDL7xVJ+IQiCIAiC0IdsdhsAclnnNaBWmxU7dv519F/c+9W9zvbXV77OLeNvcckCvJr4Kr/98rfOx/+64l/cNO4mZMhQyBUuWaF7f123jq/eeQebreVrBSBXKLj6N7/hN88/75J120svwccfw5dfwrRp8LvfwY03SlM9cuDMARa/u5jEjYmMCh4l7Xb6/sz3LH1vKUc2HOky55Z//AP++1/44guYOhUeeQTWrJGm+lXy/v38/ooreCMxkUHx8dJuQbigHNm9mz9edx1vJCYSPniwtLvffZ39NWs+XkPixsQupyDalb2LGz6+oducIAjCQNOT059dZaV9PXnc9v+Oz6eONrvd7lwcd4g7Fsfdc237rFar827ytLQ05syZ4/KZ1x2lpaUcPHjQpS06Opr58+e7tNE6DUJeXh5VVVWEh4cTExMjjfS5mpoa1Go1np6e0q4+Y7Vaqa6uxtfXF7VaLe3uUxaLherqavz9/VGpVNLuPtXfx1JdXU1zc7NLW0BAQL8ci0NjYyONjY0EBARIu/qc0WikqalpwByLyWTC399f2tWn6urqUCgUeHl5Sbv6XFpaGjqdjsGd/M1gt9vR6/Votdp272mj0djuvd+RQ4cOERwczNixYzEYDNLuc1JXV8eTTz5JbW2ttIu7776bhIQEafN5U11dzZNPPklDQwOrV68mPDycV199FYB77rmH0aNHS1cRWhUWFpKVlcXKlSsxmUxYLBZppJ3MzEz0er20WWjDbDZTVlbG+PHj8fb2lnafFbvdzueff860adNISEjAbDZLIy6SkpLQarVMmTKl269Xbm4uRUVFrFixgh07diCXyxk9ejRyubzdIpPJkMlkKBQKZDIZcnnL+fK2fTKZDMD5ryPTtk3W1NRkz8zMZPDgwV2+SCaTiZMnTzJkyBCRa8ORGzp0aJe/1NzNNTU1kZmZeUnlTp48ybBhw0SuDUdu+PDhXf7x1djYSGZmpshJNDY2cvLkSeLi4i6pXHx8PDqdTtrtNNBzRqORzMxMkZPo79yIESPw8PCQdjsN9JzBYCArK6vfc2WGMvJq85z9/z7+bw4VHnJZB2BWzCyuHnW18/EQ/yEE64Lbba8zBoOBU6dOER8fL3LAk7fcwlfvvCNtJiAsjLCzPdFaWgrV1dhGj+DU8BM0jYqAoCBpqkcazA3k1uS6VbQw9+25jAkZg4ey/fPtkdJSPDOqGXZqBJw4ARHn/jx6m7G+nrKCgm6LFvR6PdnZ2cTHx3c5x3JPcyNGjECj0Ui7nXo719DQQE5OziWVy83NJT4+/pLIuVu04NjeiBEjurz4UV9fT15eXq/lertowd39no9cfn4+8fHxl1RuxIgR7U5atzXQc3V1dZw5c6ZfcgUFBcTHx4tcG47ciBEjUCqV0m6ngZ6rra2lsLDQmZMWEzhIc3RQeNA2Fx8f77Jfabampobi4mLi4uLa7bft/x25YcOGOXPSwgS73e6c733IkCEoFIp+K1owmUwcO3YMs9lMQEAAERERBAYGSmOCIAjCObqQixby8/P5z3/+wz//+U9mzJhBbGzL3wsGg4Ht27dzzTXX8Otf/5rJkydLVz0vCgsLmTdvHhUVFfzf//0fy5Yt47333gNg7dq1xMXFSVcRWp1N0cL3339PXl5er76nLjY6nY7Ro0czefJkNBqNW9+vXTGbzZSWlvKf//yHxYsXM2XKFBobG6UxF71RtFBbW0tdXR3Dhw/vsmihqqqK2tpa4uLiuixaqKqqorq6mri4OBSbNm36o0wmw8vLq8sP+7RuSOTa68+ct7c3CkXXd16KXMcuhJyXl1eXOVnrN3pf52j9gTKQcz15nS+WnLuvS2/n3D0+kWvvUsrZ7Xbkcnmf52j9udHfOS+1F1E+Uc5Fq9QS6R2Jr9aXjzM+5qZxNzFz0ExmD5rN5dGXO3Oeqp8LlnqyX3e+f/sz5+3tjbxNNW1HeiP3/X//y+mUFGkzIyZPZtGaNQwbN67nS3Mzw+rrGbbhVoYdO8rYhHmMm7SccWHjznoJ1AWSWJzIxkkbCfYMlh6u05m6M7yX+h7rJ6xnxqAZ7bbTo+WMifGn9CSsvpVhiYkMW7CAYcuXt3++/biMvOwypi9fzqjLLkPdRZEB3bwP2nIn5/j54uXl1ac52nwfXSo5RevdTP2R6+59QC/ninNy2Ld9O6s2bsS7mzvJevI8eiunVqoZ6j+UyRGT0Sg7L77QKDQMDeg+h5v75Tzk3H3/DeSc3W536/leLDl68PU9HzlPT88BnfPy8kLWemKvMyLXsfOR8/T07Dbn+D7vKuf4/uhoe3ZJIYRMJkOn0yGTyZx99jZFDhUVFcTGxrZbrzt6vZ7CwkKXNl9f33YXypqbm6mvr6eyshKbzUZjYyM2m42QkBCXnCAIgnDuKioqUKlUXY4+YTabUSqVKCTnX5qbm90qYCsqKsLT05PQ0NBzvmja1qFDh7jnnnswmUz8+c9/5vbbb2fhwoVcdtllnDx5ksLCQiIjI/tstIX6+nreeecdjEYjs2fPZvXq1SxcuJCFCxeKwrtu1NfXU1VVRXx8vLNQsjtnzpwhJyeH+vp6fHx8UCgUYpEsvr6+XHbZZfj6+mI0GtHr9TQ3N2M2m89qqamp4fDhwxQVFTFixAgiIyO7LTApLS1FqVQSGRmJuZtRGWpra2loaCAuLo7MzExkMpnz859KpXJ+jm27yNsUMACo1Wrn51hHm/Rfu92OSqVqyYnpIQRBEARBEPrHwcKDzN4ym8SNiSSE9s0fbZeSL956i89ef520NneQjZ89mytvv52F11/vknXbnj2QmAj33w9//jMsWwbTp0tTPdIv00Ps3g3HjsF998ETT8CKFS3TXQiCcF64O9KCIAiC0Pt6euqzq7y0r6vHnfU5ig3atrWdLqK76SEci6P9xIkTzJ07160LCm25O9JCZWUlaWlpLm2BgYGMGjWq28Kb88lms7mcAO8vA+U4EMfSjuP7pj/fpw7iWDo2UI5lILxfHQbaSAuO30ndkclk7N69m2uvvRaADz/8kKVLl0pjTna7HZPJ5LJtmUyGRqNBJpPR3NyMxWLpss1sNnf4u0+pVKJSqdqNtHDfffc5L9Kq1WpsNluHF3gVCoXLaGeO/Uo5clarVdo14DguJLvrbEdaOHbsGIMGDeKWW9pPiSu0vJfKysoICQnBYDBgNpu7HAm0qakJpVLZ6Q3utbW17Nu3jxMnTrB69erzPtKCTCZjzJgxyFpHVJD3YHoIx/+RFC20/T8gihYEQRAEQRD6iyhaOP/2fPABb27aRNHp00THx3PX3/7G5VdcIY31q34pWhAEoU+JogVBEIT+09NTn13lpX1dPe6sz3GRrm3bhVa0oGgdZWjUqFHtLpr1lczMTHx8fAgPD5d29ZmmpibS09MZPnw43l1ML9wXmpqaSEtLIy4urt+PxWg0kp6ezogRI/DqYnrc862iooLy8vIBMW99eXk5lZWVjBrV/3/HlZWVUV1dzciRI6Vdfa60tJTa2lpGjBgh7epT2dnZqNVqoqOjpV19bqAVLeTm5pKTkyNtbmfw4MGcOnXK7aKFiooKbr75ZiorK51tISEhvPPOOwQGBrJ582beeOMNQkJC2Lp1KwEBAfzrX//izTffdLY98cQT/PDDDy7bBbj99ttZt25du6KFyZMn8/vf/x6Af/zjHyQnJ7Nlyxbp6sybN4+nn37a+fiVV17h7bffdskALFiwgMcee4wjR4649br3p4kTJ3Y5eoeUKFo4P3patHDzzTfzi1/8gtWrV0u74CItWujfEjZBEARBEARBOI8WXHstD7/xBiqNhj/95z9MX7FCGhEEQRAEQRAEoQMVFRUUFRVJm7Fard2eFD/fTCZTv18kstvtGI3GAXGXrc1mw2g09rh45XxwvC79fSwWi4WmpiZpc78Qx9KxgXIsA+HnyUBlNptRqVSMHz++yyUsLEy6aqdSUlK4//77OXbsGIsXL+bBBx9k0aJFHD16lPvuu4/jx49TWVlJVlYWOTk5zgvm0jbHhXWdTseDDz7Igw8+iFqt5q233uLVV1+V7ha9Xk9WVhZZWVkYDAbn9hzLsmXLGDp0KF988QWPPPIIer2ef/zjH7z77rt4eXk596FUKsnKyqK4uBiNRsOYMWPavR4DZYmPj8doNHZ5t74w8OTn57Nx40a+++47/vnPf/Lee+9JIxctMdKCIAiCIAhCPxEjLfSN4z/8wL0LF/JGYiKDB8BdNlJipAVBuPiJkRYEQRD6T09PfXaVl/Z19bizPseoCW3bBupIC3l5eeTn57tkHJRKJVFRUSgkc6r3leLiYnQ6HX5+ftKuPtPc3ExhYSFhYWF4eHhIu/tUc3MzBQUFREREdHnXZl8wm80UFhb2+7HU19dTX19PVFSUtKvPDaRjqaurQ6/XExkZKe3qc3V1dRgMBiIiIqRdfaqsrAylUklgYKC0q8+VlpYSGBg4YEZayMzMpKGhgfnz59Pc3Nzud5uDxWLhiy++cGukhS+//JLrW6fs/M9//sOSJUtc2j766CMSExN55plniIiIYN++fYSEhPDkk0/yt7/9zdl21113sXv3blasWMH7778PwNVXX82ePXu44ooreOqpp1xGWhgxYgQ33ngjANu3b+enn37i73//O97e3lxzzTXccccdfPDBBzz33HNER0ezb98+Nm7cyDfffMOqVavYunUrAFdddRXffvstV155JVu3bkWj0Tif20Cj1+vZtWsX8+fPx8/PD5PJJI10qLdHWsjIyODIkSOsWbPmki6ecGekhfT0dN5//31efvllZ9uUKVPYuHEj11xzjUv2YhxpQRQtCIIgCIIg9BNRtNA3RNGCIAj9TRQtCIIg9J+envrsKi/t6+pxZ32OAoS2bQO1aKG0tJTS0lKXjCAIgnB+hYaGdjr1jb0fixb0en2Xv2t27dp1QRYtOAoUAgMD+dOf/tSjooV33nnH+bwGIr1ez759+1iwYEG/FC2kpKRQV1fH119/zaeffkpiYmK/F/n1p+6KFrKzs3n77bd56aWXXNYDGDZsGC+++CIJCQnOqZdE0YIgCIIgCILQa0TRQt8QRQuCIPQ3UbQgCILQf3p66rOrvLSvq8ed9TkKENq2DdSiBUEQBGFgsV+ARQt2u52mpibsdjsqlYo9e/b0uGjB19eXv/71r7zwwguiaKEH+rtoYfHixfz4449YLBaGDh0qiha6KVp46KGHePfdd13Wkfrqq69ISGg5h3wxFi20JARBEARBEIS+VVkJp04BdsjMhOpqaUIQBEG4GJSXQ3Y2WK2Qng61tdKEIAiCIAiCIAjCRamyspKrrrqKOXPmnPVF/oceeshZNCBcON544w0SExP505/+JO0SOvDAAw+wb9++Lpf4+HjpahcVUbQgCIIgCILQH7Ztg1tuAYsFrrsOPvtMmhAEQRAuBm+/DXfdBXV1cOWVsGePNCEIgiAIgiAIgnBBS0hI4Nlnn8XPz49//vOfbNiwgQ0bNnD//feTlJTE0qVLufzyyxk3bhzPPPMMvr6+vPTSS2zYsIF//vOf+Pn58eyzzzJ27FiuvPJK7rrrLmpqanjwwQfZtWsX1Z3c7JOcnOzcl+OO8zvvvFMaOyv33HMPy5cv59ixY859pKWlSWNCJwYNGsSIESM6ne7kUlZSUkJqaiqJiYnO5cyZM9TX13e5HD9+3JnPyMiQbvaCJzeZTKSmptLQ0CDtc2EymUhJSRE5CUeuu2E03M01NTVdcrnk5GSRk3DkuhueqbGxUeQ60NjYSFJS0iWXMxqN0i4XAz1nNBpFrgP9nWvsZkipgZ4zGAwDN3fVVYz582YOvKNk2AtbYflyacLJre215pKTk0XuLDm219TUJO1yodfrezXX29zdb09yKSkpl1yuu2ETezvX0NBwyeVSU1MvjdyNN8ILL4CPT0vBWhfDbju2ZzabpV0u6uvrRa4DjpM4l1quu2GAB3qurq6u33InTpwQOQlHrrthgAd6rra29qxy0ikdHKS5ztTW1pKent4uJ91uXV1dlznHv7W1tWRmZrbLOUi3KwiCIAj9JTw8nGuvvZbbb7+dcePGERISQkhICIMGDWL9+vXccMMNjBo1ioiICK677jruuOMOZ278+PHccccdXHfddYSHhzN69GhuvPFG1q1bR3R0NFdddRV33XUXd911FzfffDM6nc65X7Va7dzXL3/5S2655RYuv/xyvLy8WLt2LXfddReTJ09myJAhzm3ExMQwbdo07rrrLm666SbnlAXSttmzZ3PLLbdw5ZVXOvehVqvbPGtBODuenp74+fnh4+Nz1ktgYCCjRo1ymWLifLPb7dTU1JCdne183Nm/VVVVZGVltVm7hfTza1VVFZmZmQAoNm3a9EeZTIaXlxdKpdIlKCVyHevPnLe3NwqFQtrlQuQ6diHkvLy8uszJWud86escrfPPDORcT17niyXn7uvS2zl3j0/k2ruUcna7Hblc3uc5Wn9uDMjcsWMU7XiPzZ4ZTCpX4hMTB9HR0pRTt9tr5e7Pyf7MeXt7I2+dx6wzvZkrLyjgq61bWbVxI/4hIdJuF+5sj17OqRQqhvgPYWrkVDxUnc/tp5ar3crh5n4RuQ45fr54eXn1aY4230eXSk6hUPRbrrv3Ab2Z++knsvd8yHshWawpk+M7bCR0cadJT56HyLXn7vtvIOfsdrtbz/diydGDr+/5yHl6eg7onJeXF7LWOV47I3Id6+2c4/u3N3KOzweenp7IZDKXE7xt/6X17y2dTufMSZeKigpiY2Nd1nGHXq+nsLDQpc3X15fBgwe7tAmCIAgDi9lsRqlUopCcf2lubsZms7m0daSoqAhPT09CQ0O7LWasqqrCbDYzePBgzGZzt79rNBoNM2fOZMGCBe2WoKCgLnMzZ850KQgIDg5ut422uW3btpGTk8OMGTN4+eWXnf2xsbEAaLVaZs2a5Wxru73AwECGDh3KggULmDFjBiqVCqBdW1paGjabjeHDhzuXgwcPotFomDNnDrNmzXIe70BkNpvJy8tjyJAhaLVarFarNNKh+vp6qqqqiI+Px2q1uvW+OnPmDCUlJfj6+jJ+/HiXvtTUVA4cOMDGjRudr/WlyGazYTAY8PT0xNfXl5CQEEJDQ896CQoKQqvVkpKSwuDBg4mMjOy00NWhtLQUpVJJZGRkt0XytbW1NDQ0EBcXR2ZmJjKZjJDW86pKpdL5OdbxN42s9fqiYwFQqVR4eno6+x3a5ux2O2q1uuXzrr27nzKCIAiCIAhC79u7l4Pbnmd2yBckll1Jwo0PwIwZ0pTQC47/8AP3LlzIG4mJDB49WtotCIJwfn35Jbu/eJHrAveSWHolgzf8DiZPlqYEQRCE86Qnpz67ynbUJ21r+7ir/zsWB8fFAJvNht1ud3nsaHO0OxbHRYS0tDTmzp3r1gWFtkpLSzl48KBLW3R0NPO7GBFIEARB6F92ux29Xo9Wq2138ddoNHZbhABw6NAhgoODGTt2bLcj/GZmZtLQ0MD8+fPR6/U9/l1zPv3617/m22+/ZenSpbz55pvS7l5xww03sG/fPmkzjzzyCHfffbe0ecDR6/Xs27ePBQsW4Ofn1/UIgW0UFhaSlZXFypUrMZlM3V4IB/j+++85duwYgwYN4pZbbnHpe/fdd3nqqadITEx0jmpxKWpubqasrIyQkBAMBgMGg6HLItfu1NfXc/jwYee0KFOmTOl2NNqkpCS0Wi1TpkxB382I8Lm5uRQVFbFixQp27NiBTCZj9OjRyOVy5HI5CoUCmUzmLKBytMvlcpeiBEdRQ9uCbWlxg6Ot65JuQRAEQRAE4fyYNw8efRQUCvjjH0XBgiAIwsVq2TK4/37w9ISnnxIFC4IgCIIgCIIgCOfoqaeeYu/evTzxxBPSrl7zzDPPsHfv3nbLmjVrpFFB6DGlUolOpzvrpS+nhegromhBEARBEARBEARBEARBEARBEARBEIQLQmRkJHFxcUREREi7eo1jH9IlICBAGhWEHnOMQnAuy8Xm4ntGgiAIgiAIgiAIgiAIgiAIgiAIgiAIgnAB2LdvHy+//HKXS0VFhXS1i4ooWhAEQRAEQRAEQRAEQRAEQRAEQRAEQRB6VWhoKJMnT74oRwboTSdOnGDLli384Q9/aLf89a9/ZefOndTV1UlXu6iId4ggCIIgCIIgCIIgCIIgCIIgCIIgCILQqxYvXsw777yDRqORdglt3H333dx33314eHi4tCuVSsaOHcsXX3zBsGHDXPouNqJoQRAEQRAEQRAEQRAEQRAEoQfsdru06ay4sx1HRvqvIAiCIAiCcPG44oor2Lx5s0vbypUr27VdiNz5/Cqzu5MSBEEQBEEQet3BwoPM3jKbxI2JJIQmSLuFXnL8hx+4d+FC3khMZPDo0dJuQRCE8253zm6u234diRsTGew3WNotCIIgnEc9OfXZVVbaJ30sbevq/46l7WMAm82G3W7HZrM5HzsWAKvVit1ux2q1OtvT0tKYO3euM+Ou0tJSDh486NIWHR3N/PnzXdoEQRCEgcNut6PX69FqtahUKpc+o9FIc3OzS1tHDh06RHBwMGPHjsVgMEi7XWRmZtLQ0MD8+fPR6/Wd/q45ceIEJ06ckDafdxMnTmT8+PHS5j6Rl5fHkSNHWLVqVZ+PIFBfX8+OHTuYMWMGoaGh0m4nvV7Pvn37WLBgAX5+fphMJmmkQ4WFhWRlZbFy5UpMJhMWi0Uaaef777/n2LFjDBo0iFtuuUXaLQDNzc2UlZUREhKCwWDAbDaj1WqlMWpqavjmm2944oknmDNnDjfffDOTJk2SxqitrWXfvn2cOHGC1atXM2XKFBobG6UxF0lJSWi1WqZMmYJer5d2u8jNzaWoqIgVK1awY8cOZDIZo0ePRi6XI5fLUSgUyGQyFAoFgLNdLpcjk8mci2NaEMfjtv93PHa0yU0mEykpKTQ0NDg7OiJyHXPkuvviuptramrqt1xycrLISfR3rrsPDY2NjQM+l5SUJHIS5ytnNBqlXS7czRmNxgGfO3bsmMhJnI+cu1+P85Hr7gOWuzmDwTBgcifKTzD1jakuy/od67HYLdzwyQ0u7TPemsHp6tP/n737jq+yvP8//jozyTnZZAcCYQ+RLTJkKO6tWEGpE63a8Wu/Hd9qa6XWautsv7a2Reuq2rpRrBMEZciGQBIII4TsnZOcvX9/kHPMuXOSnEBCQvg8eVwPcq7rfd/n5Ozc9+e+7k7XF05f5vbs2dNvc5EKrM/hcCiHQlgsFsmF0Ru5vLy8Pst19cd8T+fMZrPkwuiN3N69e3s1t61iW7v3+x9+8kNanC1c+59rQ/ov/NeFVJor263P5XIF+8JpaWmRXBh9mdu3b1+f5braOB1prrm5WXJh9EYuPz+/3+e62jgdac5kMg2YXEFBQY/lmpubKSwsjCh34MCBLnNCCCFEX6qurubAgQPU1taesub3+4mKikKn06HVanE6nTgcjlPSampq2L9/P/v370elUuHxeNpleqs1NjZSVFREJPv9xOkpKSmJxYsX873vfY/vfve7YQsW+lJTUxPFxcXK7nbq6+s5dOiQsrud+vp6Dh48CIDmoYceWqFWq4mNjUWr1SqzIc60nEqlijgXFxcXrCbpiOTCk1x4gedfZzlVayXSqc7R5nUkuVB9levO82og5NRqteTC6OlcpI9Hf89F+vtqNJqIXm8nmvPjJ0obxeSMycF2TvY5XD7qcmZkzwjpn5wxmWlZ0zDoDB2uryN9lYv0/SrweKhbq2w70pO52rIyPn31Va66+26S0tKUwyEiWR+S69BAysXGxp7yXOD1JrlQvZGL5Hlwojk/fgw6Q8h7+rmDz+XSUZcyPWt6SP+UzClMyZhClPbbI3O683tIrr2+yqkjfJ3391ykv69Wq8VoNEpOIdKcRqOJOBcbG4uqzRFI4UguvJ7OBV5HXeUiWZ/f7w8+D9rm2s6+EKBWqzEYDKhUqnazM/j9furq6hg2bFjIMpGwWCyUl5eH9CUkJJCbKzMCCSFEf+ZyudBqtWgU21/cbneHMyG0VVFRgdFoJD09vctixoaGBlwuF7m5ubhcrg4/a4qLi6mrq2PUqFGMGDGCrKwssrOzyc7OJiMjg8GDB5OZmdmjfZMmTSInJ4eoqCh8Ph+NjY24XC7cbjcul6tX25EjRygoKMButzN37lxsNht2u/2UXHdVVRW7d++mpqaGKVOmkJycrHw4glwuFyUlJQwfPpzo6Gi8Xq8yElZLSwsNDQ2MGTMmOLtTV0pLS6mqqiIhIaHPZr/o73w+H1arFaPRSHNzMyaTCafTic1mC9smTJhAUlJSu/5Aa2lpobq6mtraWsaOHUt2dnaXha7V1dVotVqys7NxdVEkbzKZMJvNjB49mqKiIlQqFWmt21V1Ol3we2zgbxpVm9kTAi2QazuuzPr9fvR6/fHvu3J6CCGEEEIIMZDJ6SGEEEIIIc5c3dn02VlWOaa8rOzr7OdAa3sZOT2EEEKILvj76ekh1qxZw86dO5k8eTJXXHEFtBbdaTQaHA4HRqMRh8OBRqNBrVb3SF9jYyN6vZ74+Hi8Xi81NTVERUV1eRByTygsLGTLli00Njbyy1/+ErvdHtzx2tsqKirYsGED+fn53H777YwYMUIZCbKc4tND7N27lyFDhrBs2TLlsGgtIqmrqyMtLY0dO3Zw4MABZeSEFBYWcu211w6M00MELwkhhBBCCCGEEEIIIYQQQgghRDf5/X6sVmuwoMLtdmMwGLDZbOh0Ovx+f4/1RbIjXZxa55xzDjNnzqSmpkZamNbY2Bi8ryorK8nPz++R5ujiNKinE5lpQQghhBBCDGgy04IQQgghxJmrO5s+O8sqx5SXlX2d/RxobS8jMy0IIYTogv80mGnhkksuCc44oFKp8Pl8aDQafD5f8Kjqnuhrbm4mKipKZlroJzMttLS0EBMTg8Hw7aluRXjR0dGUlZVRV1enHDphQ4cOJSEhQWZaEEIIIYQQQgghhBBCCCGEEEKc2ZSFDarWc9bTpoivq76AzvqU/SfiyJEjvPzyy13u6BVdS0lJIS4uDo1GI62L5na7ycjIYOLEiT3W4uPjIyou6e+kaEEIIYQQQgghhBBCCCFOQiQ7TzrLdDYWTnfzQgghRG/z+/14PJ7gkdWBWRG62+dvnXWos76e+BwsLCzkqaeewmazKYd6RX5+PuXl5cpuAOrr69m4cWNIO3DggDLWb7lcLhwOh7Q+bJHMtNITlAVHkf4fjnJMihaEEEIIIYQQQgghhBBCdM3vxet2YrPYcXn9+DreDj1ged1OHFYzZosFs8OD1+vG5bBhtdiw2t3f3id+Lx6XE7vVjsvn5wy8q3qN3+fDZTNjtZgx2xw43B58Hic2sxmL1YrVYsFqNmNu06x2Fy6vPAony+/z4rKZsVja3r8WzGYbTo8Pn9+Pz+PEaW0ds7txe9x4nHasFisWmxuPvB4GLJVKhcFgCB7xrdVqcTgcxMTEYDabsVgsOBwO6urq8Hq9OBwOVCpVSM7j8QR3gAdyTU1NuFyukJymdUr608mvf/1r3nnnHWU3TqeTdevWsWTJkpAWKKhQ7tgVYqCSogUhhBBCiB7jw+6wUFFfzZ7qQKvjULMVk7c14rVRYzJR2rYPL2ZLC3VmKya3F7/DRFFdbZt11JBX00Cl04PDf/x63B4HtfXVFNS0ZuqbOGRxBW+JaFVXB4cOgc8HBw5AY6MyIYQQJ8CLzW6mvC70/f5Ii41mL4AfvDaqmpooDfYdX67F3EKdxUaz24PXbqKwtibk/X5vbSPVLi/O1vd7l9tOTX01+cH3exNHrKfmCAohhBCinea97Hrnz9x3yU95Od9MlUMZGPh2v/lnHrpuOtPnX8r0365lx/b3eOt393Ddopu56v6POOhw4wAw7Wbrv5/m+1fdz78OOqg5A++r3tJUeoD/3HkOV5w3nenLH+eRtz6j9Os/ceeMGZy3ZAlXX3wxV0+fzvQ27er7X+DlrfL34MmqO7iHV2+bzsVz2t6/85g15x7+8k0VR20NHPj8bzxx43Smz5zN9Pvf45OvP+Tz537GjfOvZs69b7GluoVTc1y7ONX8fj9WqxWdTgeA2+3GYDBgs9n4+c9/zuzZs5k5cybz589nxowZ7NixA7/fH5LT6XS89NJLIbm5c+fywgsvhOQGwlT4AStXruSrr75i/fr1IW3evHncdNNNWK1W5SJCDEiaFStWrFB2CiGEEEKIE2Flf9EO/vbRe9y5cScrd+5k5c5D7LGpGJSdw4RoP7Tk8+wX23jnmBV1dg4TogFa+HrzFr4sa6A2Lp4xVeu4+IMveWTT1tZ17OWfe46hzhpBTlwMqVondfVHeOO91/j+5p08vX0nK4ub2OlN4o5hicobdWZ76SVq772XTz0ernrnHZImTIBJk5QpIYToJit5BVt49uMP+N6mwPv9YQpdOlKyBjNO74XmvTz+yTb+W+1GlzWYcVF+oJm1X2/iqxoLjYZoMsrWcf6qL3n8m22t68jnX/kVaIeMYpgximSNg4qqIl5d9Qb3btrJn3fsZOWxFor8iSzLSVDeKCGEEANE2+l0Ay1cP0BdXR3Dhg3r9lGYFoul3RTVCQkJ5ObmhvS1U9NA5YEdfF32BSXJFzN1cDwZsVplakDTxfjw2e2YixsZfN2tLBqXhcbsxJCcxsyrLmBaThIGtQp1dR1l+7exsfIrihMv5ZwhRlKNp9+Rwf2RWgNxaVHU7SkhYdwsJp83h7OS46grqWXKddexcN5wUlOz8Wmncs8917NgwdkManCjd/tImDacQcoVioiptS6MgywU7BzEtAsv5colV3LxnEnMGWVn56o8zIZUkoYPJj0aGrYfZvDV32XepJEkeP2oNDGcs/hyzh2RQqJeI0fUnqDAjAPKmQbcbjc+ny+kL5yKigqMRiPp6eldTiff0NCAy+UiNzcXl8vV4WdNcXExVVVVZGZmMnbs2OBpH9RqNR6PB51Oxz//+U+GDBnC9773PebMmcMFF1zAunXrsNvtjBs3Lph75plnsFgsXHvttcHcnDlzOHbsGLt37+acc85Bp9MF74eoqKhgsYRWqw1edyQOHjzI2rVrue222zAYDMrhDtXV1VFeXo7dbmfu3LnBAgrlYxJQV1fH/fffz+zZs2lubqawsJDp06cHxz/55BPq6uq44447SE5ODrZBgwaRk5PDqFGjgus2m82UlpZSW1vLlClTSE5ObnNNoVwuFyUlJQwfPpzo6Gi83mA1fadaWlpoaGhgzJgxeL3eiJ5XXamsrOQXv/gF77//Ph9++GG7ZjQaGT58uHKxE/Loo4/y8ssv09DQwJQpU5TDlJeX87Of/YxVq1YRHx/f9XefAaS6uhqtVkt2djYuV+cHv5lMJsxmM6NHj6aoqAiVSkVaWhoqlQq1Wo1KpWrX2vbTOvuKsrXtD/wc+F/tdDrJy8vDbDa3uSntSS68QM5isSiHQkSaczgcfZbbs2eP5BT6OtdVBZ3dbu/3ud27d0tOobdyXZ17K9KczWbr97ldu3ZJTqE3cpE+Hr2Rs9vtyqEQkeasVuspzJnZunMz7xc3UzfyCv46dSprb7qJzddMYpGmiZVrd7IFsOHH77ewu7aa53cdDq4vsOEx8GeAb/BMHrj8RjbfeSdf3Hg1fxqto/TrHXx9tIp9deXkHTnEX5IX8fT1t7D5zqW8MnUQ55St4xfrdlNlCXf7vtX57/Gt7uT27NnTP3M33MDIf/yDv+r1ZL3+Olx6qTIRFFifw9H5IVAWi0VyYfRGLi8vr89yTqdTORSip3Nms1lyYfRGbu/evSeR8wMtbNr6NR+UubCNuoy/z5jB+u9+l81XTWC6p45/fp3HNsCBH7/fzNbqKl7adZi9e/NwuZz48eP3H18Tai2+IXN45KqlbL7zTj5bfCm/H6Zi/xdb+Lq8jvyaEnYeO8ZraRfx4pJb2XznUl6YYGTcsfU8+PVeGu2db2RoaWlh7969XW6MkFx43cnt27evz3JdbWyONNfc3Cy5MHojl5+f3+9zXR29GGnOZDINmFxBQUGP5QI7LCLJHThwoMvcqdTkikIbl8yF5yaTv+0AFQ3m47MKYMNhPcL693ZzrKqltW9gSh01lbnXf4ebl85jRFU9TYfysQ4axqgLruaaObkkadVogEZnFNFJySyclsjuzQVUNlk4/s3CgrXlMF++tYuy2kCf6I6ouCRGL1rGkruuYW5WIlHFR6hsrCXqguVcvuhyrrr2fM5dNJ+zz17EkiVLWbr0KmYk64lurKIOF3CUrZ/mcfBwvRzx300xiQmMuWA+I7Onc96Cy7hu6VKWLv0OS5ZezoKUcirK66nQjGbGVUu4455LmGCzYztciCk6kexF32Hp+SPJNNayf3M+e3eV0/lWcnE6Uu7gVqlUwWKHcePGccMNN7B06VKuv/56JkyYQGFhIR999FEw99VXX+Hz+UJyS5YsYdasWSQnJwdzHRVQhLNlyxaeffbZdu3jjz/GbDbzwgsvtBt79tlnKS0tVa7qhFitVj788EPGjBmD2+1m69atykhYgwcP5pJLLgnOXHE6M5vNvP/++7z77rvU1taSlZUVbJs3b+bFF1/kiy++UC52QlJSUsjKyiIxMZGGhgaee+45nn32Wfbu3Qutpy3JzMwkKyurW8Uq4rimpiaKi4uV3e3U19dz6NAhZXc79fX1HDx4EADNQw89tEKtVhMbG4tW23lV7JmWU6lUEefi4uI6rKIKkFx4kgsv8PzrLKdqrUY61TnavI4kF6qvct15Xg2EnFqtllwYPZ2L9PHo77lIf1+NRhPR6y18zg8NRfzrYCNHtelcdvY4LsoaxJisLHIS41E5bFhbGlAPGcUIdxU7qrzU2b0MN7owZgwjN1FHZVkVdT49selpjHccY6Ulg0uHDeGKIalkx8UyOCEOW+1+TMYUouNSGRsfS2b6MC7PSWVUUgLJnmZsLbV8oR7JJYMTSYrq/PtL+N+jvUhzkb5fBR4PdReV7z2W276d0o9f4y8ZB5hepyYudwwMHqxMBXW5vlaSC28g5WJjY095LvB6k1yo3shF8jwIm/N5oeEAzxeZqDNkcdlZY7ig9f1+SEIcPpsZu7UFXXYuIz1VbKrwYXZ4yI31EJc+lOGJWo6VVNCoNpKQksQwRzkrzZncOHIwF2ankB0XS2ZsDLbaApriM4mLHcSo+HiGZAzlsiGpDE+MJ9HVSIu5iQ3aEVw6JJE4Xefvu925XyTXXqQ5dYSv8/6ei/T31Wq1GI1GySlEmtNoNBHnYmNjUbUefdQRyYXX07nA66irXCTr8/v9wedBuFzbHTFqtRqDwYCqzU6fvptpwUx5owWn28uUNC1v/NvEWXNHMXRoMkYs2K0lfPlWBUljMkhKjSVKufiAocc4KJZBOQYOv7GJI7VbaUgZS/ro2ZydDMcf0RaO1Vvxeb2MT9Ly+hsNTF80liHZiRgwYzUdY+1bFaSenUVishG98ipEF9SAgYwJCZgKyjj8zSYOu2th0u1Mz44iUV9H6f6j5G8sRhtvo6SknIpyB/rMbHImZ5NGCV+9V4EmOYGUnCSilasXnXDg85az4QMTmZNyyRmZikETjdqYzdlph9hcn4RbncH8yZkMnjyI4vd2cqTkG6piU0kcdxEzUv2oOcbOL8tptuvIGJeO7DLsnsAMAxrF9hd3P5hpIT09nWHDhhEdHR38rNJqtXg8Ht58800yMzM577zzgn1Tpkzhq6++4rPPPmPJkiW43W7efPNNsrKymDt3LlqtFrfbjVarZcSIEUyaNCnY53K50Ol0Ec20sH79ej788EOOHDkS0lpaWkhPT6e0tLTd2JEjR5g5cyaZmZnK1XVrpoX6+np27txJfX09F110EQ6HA6vVSlJSEunp6ajVatavX09zczPXXHONcvF2zKfpTAsNDQ28/PLLeDwe7r33Xn7xi19w/vnnc/755/PRRx+xbt06NBoNV1xxhXLRbps2bRrnn38+48aNo6SkhNtuu401a9Ywfvx4pk2bRmxsLAsXLuT8889ncCfbCAeinphpwe/3o9frg99P2za1OnSmhXA52uyLDAjk1FqtloyMDKKiOv8aeSbmMjMzI87p9Z1/tZRceJILr7/ndDqd5MLoy1xWVlaXFZeSC09y4Q2UnF6vjziXmZl54jk/WOvKKSeO2JTBXJgV+23OkMqEobl8Z0wG2YAOQJ/IqAQjs5JcbHcZsPvb/0HVlj4qhuyc0czJ9h8/t7knjuHZo/hebiKD9BrAjcujxadKYeywTKL0J/h7KPRWTttFQWiP5nw+qqO9PD8NGrUe6OQPrYjWJ7kOSS68SHNRUVFkZGRITqG3cuE2JrXVUc7v92GpLaVMnURySjbnZ8V9mzOmMTl3GNePSifLD1oAfTLjkgxMTfSwyxWDs4v3+6hoI0NyRnJelheLw0G9L5Exg0dy+9AE4rRqwI3To0OlSWH00Az02hP7PZQkF96ZlouOjo44l56eLjmF3sqF2/DeluTCOx1yaWlpXeaioqJITU3tMnfKeAtxOx1Y9RPwDB3L/CNleJttNPsAkohLms29f7iWaeMziFMuO+Akkxg3huWLa1nLTIgbxYVt6z28+bidbqzRZ+EfPIrzi0pwtthb76tBJKXP4YdPXcfkkanEtllMdNdY5k3XkzA+ifeaL+CeqZAW2ANesYvi1+/nmmuu4ZprfsdnngSSzz+PUV4jcA43/+Iq5s0ZjpxgsYeo1JCaAXYXmFqAWLSaSSy93ExB7FlU6yZx7WhaC07O5rJbL+Xy684mRbkecVpTqVQYDIbgTnytVovD4SA6OhqNRoNOpwvp83g8uFwuPB4PDoeDmJiYdrmYmBg8Hg8qlSqkr6vvUm0tW7aM1atX88EHH/Dvf/+bN954o8P21ltvsXr1alavXs3UqVOVq+q2jRs38uCDD/L8888zefJkbrvtNmbPns1dd92FpYsZuc9kNpsNs9kc0toWXfh8vpCxtrNqBpZVzrTpcDhwOBwhywYKd5TrM5vNITNgOxyOduPhruNMYDAYOi2WCTAYDAwa1PUJmYxGYzDXT77xCiGEEEKcvvz4abRaiTMayUlIIKm132qu50hdNaVeNbrUoYzWQlRrEWlKciI5GamUHzpMjc2JI3yxeohkQyx2j49mR9sJRF00NleRX2unzJnJklGxJEbJV7ygCy6AX/4v6HTw8G9h1ixlQgghIub3+2mwWEmMi2NIfByJgUKGljoO1VVT7tcTlTKYkVrQtb7fpw1KJislifLDxdQ63Dg7rp2C1g19KcZYrG4PLcHTU/gBJ/WmCvbVuqj1ZrJ4hBGjTt7vhRBCnEL79/Lfv/+SZcsuZuHlv+C1xjf5Yn81JaETNpwh6mm07+fJDbO5yvQa/mNfsur4zMbH5e9h1XM/46abLuGi637Jf2xvsya/nrLKNhnRA/by6aF4GosaudXyOI9t9lMV2Ac4bDZj7/snO3bsYMeOP3Od7nP2PP8IL+a1nqZL9CyfD6rKwRAFg5KAFtze7fxj21lMqfmcwZXv8a985UJioAnMeBA4qMXtdmMwGLDZbHi9XlwuV0ifTqdDr9ej1Wq7zPn9/pC+Ezl1Um1tLddccw0LFizosD344IPKxUQf+MEPftDuscnP//ZN5OjRo1x44YXBsT/84Q/Bsfvuu69dH8Cf//xn/vCHP3DkyBEWLVrEggULeP/99wE4fPhwsC/Q7rzzzmChxJ/+9Kd2t2fBggU8/vjjIdchTo5s4RBCCCGE6AV+v48929/jB2+uZMbKlVz81gf88RjUBmbe0qeSFjeY2/y72Gq2U9z5jFwd8AOVfPRVPt/U+Bh9/jRmAUZlTAghRK/xeFzs3PIf7nrj+Pv95e99zNNlYArMtBqdTnZsOt/x57GuxUlp5zOwdsAHVPDemnx2m7WMnTeJc0CmMhZCiC50NI11d3V3PW3z4ZYN1xcQGOvq/77Q5MhhygU3cv8ff8/vf/s7nrt/LhZrAweP1SijA1wlRzZv4/0H95Fx+XTm376YtEoLx97+kv2tn9qNzqHMuOQmHvjjo/z+tw/xt1/Ooq6phiPltcqViRNiB/L44NcbqWmKYfJ3L2XmrHOpW/FPCirqaADQG4gaNJiRI0cxatREcpK96P21NNqV6xInzdWIu+JTnv3Lfqx2PUOHuqk+sJNX7tyEYfJY5tx2LUP90ZT98yP2Am0PwxADi0qlIioqKrijV6PR4HK50Ov1qNVqtK2ntQj0eb3e4OkHusqpVKqQvu7MtBAQHx/Pj3/8Yx544IEO2+LFi5WLnbS6ujp++MMfcscdd3DHHXfw97//XRk5o/z73/8O3hd33HEHhw4dYunSpSxfvpzKykq+973v8dVXXzFz5kweeOABbr31VkpLS/nNb37DmjVr2Lx5M//7v//LwYMHufHGGxk2bBjvv/8+v/nNb/B4PFRUVHDkyBFqa0M/cy+++GKuvPJKXC4XxcXFwVOEbNy4kfvvv59Dhw6xZMkSHnjgAebNm8c333zD8uXLKS4upq6uLuTUIUuXLiUnJ4f33nuPFStW9MgpNM4k4b7P+v1+KVoQQgghhDhZKlSkJ8TT1NLCwYYGagGVSs3Z06/hTzfcyXuXzOJH2X58iu9jccYozp00lL3H6qhsMIcOKvmhxtyMUachxWAArxVv025WvL2TA/FDmXnuJC6KV7WeP1UIIURvUKlUZCQkUGcycaixiTpAq9UzdeZ3+NuNd/L2hdO5O8OP8u/vxLgYpo7PZvvhampM304xGY7P76OypZl4vY7kmBjwmLHW7uaX/95JafpoZk+fwMJYeb8XQghx6rhsZvLee45X3v6YfEsy4xcuYfG1VzB7qBfb3vdZ/d4HvP31XmqsR/jy3V0cq2phIE+WfPCrTax6bhXvr60nZWI6cQlGaot38MWn/2blG6v59I2nef6tzyhypDHx/CVcf/WlnDvEhXn3O6x65yPe37SPqpbDrH1rF6W1ZtmBewLMtXV88dRf+der+6hya0jJTcJnbWHv1y/yytuv8eJzb/Hxv99l48Z/8+STT/DEE3/lP7u81BnGMCHbiYqjbPl0DwcP12FTrlx0ylJXz87/vEve4TWseudF/vLEEzzx1F955q+fUhA3lXFj40mo2MTq//s3r7xXRVROIgkpcTRX7GfDF//h72/u4ljLYXZu3sfeXeXI5PgDj3LnrUqlald417bvRHPK/kgYDAauuOIKrr/+erKysqioqAi2GTNmcP3113PuuecqFzthmzdv5tChQ9x5553k5uYyePBgBg8ezMyZM7nmmmt45ZVXKCsrUy4WdOjQIV599VVcrhM60qnfSkxMDN4XgwcP5uabb+aWW25h+vTptLS0sGrVKhoaGpg0aRLXX389F154IWq1mq+++oojR45gMBhIT09HpVJRV1fHtGnTuPrqq4N9HZk8eTLTpk1TdlNSUsLatWvx+XwsWLCA66+/nmnTptHc3Mz7779PY2NjMJuamsoPfvADli5dSm5ubnDZE3k+ivakaEEIIYQQ4mSpQJ8+nMl6M/66Et4vO37oRlx8GmPSYxkco8bZolwINDoDSRlnMdl5jGPmRnZ3tGXP68BnOczaCiM6vZHcWDOV1cU8/WUNuuwRzB4zjBmpcSR3v8hcCCFEN6jUGqIyRzJN04it7hj/rbCjUqmJS0hnXIaRTL0aV5gtr9qoWJLTxzDNcZhDLSb2dbR3wmvD3VLCZ+XxxMYYyDE0c6yimOc21ROXO5q5o3OYlhJLkrzfCyGEOIW8TgdlO74k70A+RRUmTC3g86up98QwTl+Pu/oo2w+W0+Kq4cCOY9Sb7JzQxEKnieoDjVRVOTCeO5xkrRpvtRlVmg9PuoMj3+yh4JvP2FlUwKHKZkxm8PrVNHhimBhVi63yKDsPl9PsqKFwWwmNLc4BfV/1FnuLi4JPj+IflUFCdiLRFhcuswXDQgPVxwrI+7KA0gNHcbn28+mnn/Lpp5+y2zycmGELmT3MA9RRvK+M6hoLA2tXYO9zmp0c216CJqWZ0qO72PDpp3y6Zhtr98Yw/c6bOX9OFgl1lRwrMmGcP5okYxTUW/Eb3TASSraV0GKvoeRQOWUljQO6wOlM5Pf78Xg8qNXHdz36fD40Gk1wNoVAC/QVFhai0+mYNGlSpzm1Wk1xcTF5eXnBvpPdSXz48GHWrFkTbA0NDcrISfv8888pKCjg4Ycfbtduu+02nnnmGY4cOUJubi4pKSl8/fXXIW39+vVs2rTphE6F0Z9deuml7e6PWd04nevkyZP5xS9+wYIFC3jzzTcxmUzcfPPNfP/73z+hGTi6IyMjg9/+9rdkZ2crh0QPkKIFIYQQQoiTpoK4bOYPzWa6wcGRw7t4Yde37dMaB+bEMcxJBEPb785qPaqYTM5P0xKtgbrg1io/NFew4WD+8XXs3sOLew5w1DCcoYMGke6uJf/IPlYWVnLEZeVAVTGf7NvFK/kH+KjaQYvn5P5wE0II0QGVGuIHsyg3i7P1Vg4cCn2//6LBgyNhJDMTILrtX9vqKPQxGVyYpkathobA+73fB82lrC3a17qOPF7NP0J5/GhGDEpikLOa3YfzeXF/Ncc8dgorDvPR3l28WnCQT2uc2Lzyfi+EEKL3xSSlcsWj7/DSB2v52y+XcdUo0MelMvWed/nbf9ay9t+P8fjyyxiVNJv7HruWaePSiVOuZACZ973v8eTaf/HWq7czz6Bn+Lwf8bOn3mLt+//iw2cf5OfPfsZbq9fyl59+h8tGQHTSYKb94COef2sta9/4HY/ceilj0+bwwyevY/LIFGKVVyC6lDZyJD/+4gveXfswP7pqEhOGzWL2955nzZq1rH3hBV575x1eW7uWtW3ba7/hwaVTScMInMNNP7+SeXNySVSuXHRq0PCzuPEva3nn47b372o+++Qpls/IIMcwnKnX/4RH1r7Npx//kCtykhk14xbuePgN1q5+jY+fuo7p6XO4/tZLufy6s0lRXoE4ralUKgwGQ3Anu1arxeFwEB0djUajwefzYbPZqKmpweVy8fvf/57o6GhWrFgRzMXHx6PT6UJyDQ0NvPzyyzzxxBMh6zsZ3/3ud/nwww+DbcqUKcrISYuOjiYmJkbZDYBarSYuLg6tVsutt97K/PnzWbZsWUjbs2cP//jHPzAYDMrFz2hut5ukpCReeuklJk+ezMsvv8yTTz6JxRLmCAJxWpGiBSGEEEKIHmFg/JjpXDl6MJPs+Ty3fXtrO8gudwITZszl5gxIijaQHh9LZmwUutY/6EYOH8+8ocOYlhBLklaDKiqBsf469hS3rmdnAf8o8jB+yljOzRpEnN1FncVMXJqHPUX5vNF6Xc/nFbCqykGzW86jJoQQvUMFGDl7/LlcNSKNUZa27/eHKCCVSdNmcWM6xEYZyYyPJd2gR9d6PtcxIycyPyeHyQkGErVatFGxjPfVsPXQvuPr2LWfV4t9TJs5gXPSE4mxOWiwW4gZ5GRHQR6vtV7XC/v2s7ragVWKFoQQQgghhBD9hN/vx2q1otPpoHXnssFgwGaz4fV6+cc//sHMmTOZP39+8HQMt912W0juqaeewuv1huTmzp2LVqvlj3/8YzB3Osw+cPfdd7NixQplNwBZWVmsXr06eLqChQsXsn79+pD20EMPKRcTwKeffsqCBQtYsGAB9957L9dddx2ffvopd9xxB263zF90OlP5T3YOFSGEEEIIEcLv96P8gqVSfXv+cb//+H6vtmdZO/6V7HinCj8+5QraraP9dQCgUklVqsKmsk0senURO+7ewYTUCcphIYQ4YeHei0/V+33bjBBCiPC6u9mzo3y4fmVf28td/dz2fN/+1vNyB5rP5wu5HJgCOzAWaIH+goICFixY0O4c4l2prq5my5YtIX1Dhgzh/PPPD+kTQgjRf/j9fiwWC9HR0cHCgACbzRbRDtutW7eSmprKxIkTsVqtyuEQRUVFmM1mzj//fCwWS4efNWvWrGHnzp1MnjyZSy65BL1eD61/swRO87B+/XpqampQq9W43W6ioqI499xzycrKgjankvD5fOzfv5/CwsJgzuVyMXHiRCZMmBDMNTc3ExUVRXx8PF6vl5qaGqKiotBqtYpb1/MKCwvZsmULjY2N/PKXv8Rut+P3+4O/d2+qqKhgw4YN5Ofnc/vttzNixAhlJMhisbB+/XouuOACEhMTcTo7Ok9hqPLycg4ePMiVV16J0+nskQKRoqIi5s+fj8Ph4LHHHuPee+9VRgBoaWnhyy+/5JFHHsFoNDJixAhaWlpYt24dv/jFL1i8eDFarZYPPviAhx9+mLlz51JWVkZGRgY/+clPOP/887n44ovZvn07N910E4899lhwfXFxcdxyyy3MnDmTBQsW4Ha7efLJJ1m0aFFwfeeddx7JyckcO3aM2tpafvOb33DBBRfw+9//nn/+859MnDiR9evXo9Fo+J//+R9efPHFkL7+bvfu3URHRzNjxowuZ6Y4evQoFRUVXH755Xz44YeoVComTJiASqVCo9GgVquDTaVSBftVKlXwFDFtxwItIJAJ6XM6neTl5WE2m4Od4UguvECuqwc30pzD4eiz3J49eySn0Ne5rr402O32fp/bvXu35BR6K2ez2ZRDISLN2Wy2fp/btWuX5BR6Ixfp49EbObvdrhwKEWnOarX2Sc5ms5G3Zw9OhwO1SoVasWNJ1boDq+36jn9xC+zYOr5MoNlb1+doc72qNuMhuQhuX6S/R3dye/bs6Re5vTV7mfnCzJB21+q7cHldLH1naUj/eS+dR3FTcbv1ORydn1XTYrFILozeyOXl5fVZrqs/5ns6ZzabJRdGb+T27t3bYzmLxUL+vn24Xa5O3+8D63O5XJ2+31vbrO/bdbR/v7eYzexrXV9nWlpagtfbGcmF153cvn37+izX1cbpSHPNzc2SC6M3cvn5+f0+19XG6UhzJpNpwOQKCgp6LNfc3ExhYWFEuQMHDnSZE0IIIfoLZWGDSqXC7/czb948brjhBhYvXsySJUu47rrryMzMDBb0BXIA48ePD8ndeOONTJhw/CCUQC6QFaeH5ORk7rvvPn70ox8xefJk5XBQfHw811xzDffccw/z589n8ODBjB8/nu9///ssXbqUESNGMHToUJYsWcIPf/hDzj77bC6//HKWL1/OokWLUKvVfOc73+FHP/oRF154IQkJCVx77bXcc889zJs3j6SkJFJSUvj+97/Pj370I84++2yGDRvGjTfeGFzf4MGDmTNnDvfeey/XX389ycnJLFy4kB/96EcsXbo0uJM9XN+ZoKmpieLib7endqS+vp5Dhw4pu9upr6/n4MGDAGgeeuihFWq1mtjY2C4rkM60nEqlijgXFxfXZRWN5MKTXHiB519nOVVrZdKpztHmdSS5UH2V687zaiDk1K3n/JJcqJ7ORfp49PdcpL+vRqOJ6PUmufAifb8KPB7q1mrajpxozo+faG00kzMmB9vM7JlcNuoyZmTPCOmfkjmFqZlTidF9e35B5fo6IrnwBlIuNjb2lOcCrzfJheqNXCTPg97IRXr7JNdef8+pI3yd9/dcpL+vVqvFaDRKTiHSnEajiTgXGxuLqouNoJILL3A/R5KLdH2R5rq6Xr/f32FOuRNG1Xp+cFWbnTRtd9bU1dUxbNiwdst1xWKxUF5eHtKXkJBAbm5uSJ8QQoj+xeVyodVq0Si2v7jd7nYFA+FUVFRgNBpJT0/vspixoaEBl8tFbm4uLperw8+a4uJi6uvrGTlyJCkpKeh0OrxeL263G61Wi91uR61WR9Sn0WjweDxd9rndbvR6PVFRUXi9XqqqqnA4HNjtdmw2W6+2+vp6ampqsNvtzJ07l6amJsxmMw6Ho122p1tTUxM1NTXU1tYyZcoUkpOTlQ9HkMvloqSkhOHDhxMdHY3X61VGwmppaaGhoYExY8bg9Xojel51xWg0Mn/+fBYuXMiQIUOUw+1MnTqVhQsXhrSEhITguNFoZMGCBcGxcePGBcemTZvWaV9sbGxw2ezsbICQvkCbMWNG8Hva6NGj2/WNGTOmXV9/V11djVarJTs7u8sieZPJhNlsZvTo0RQVFaFSqUhLSwvOKhL4ftq2qdXfzqwAhM0FtP05mJPTQwghhBBCCCGEEEIIIQaa7m727Cgfrl/Z1/ZyVz8HNv4HLrctRIjk9BCBHQg+n4/CwsJePz2E3+fDabHg9vsJXotKjSbKQIxOjUZ9emyo7yk+twOXy4nTowJ0RBuj0Km9eF0ubE7vt30aHz6XB6fLh9YQg06t4gy7q3qN3+fF67Rgd4PPr0Wr1xMdrUHjdWKxu/GGO/8WoNLo0EVFE6PrvGhMdMzn9eC2W3H6OH4qNOD4ec80RBli0GvU4HXidjlwuAF0RBmi0Gv8+NwurA73t306jZzespv8/fT0EF999RVlZWVce+21yqFeFRcXh8FgwGQy8emnn3Y5U15PampqoqmpiZ/85Cds3bqV6upqZaTXOBwO9u/ff1qdHkL0D7tP8vQQ48ePR9N6CghNm1NEBAoW2v5Ma/G8smAh8H8gE1LIIEULQgghhBBCCCGEEEKIgaa7mz07yofrV/a1vdzVz6db0UJzVRV/u+46Pq6vp6q1Txefytg7/saD14xmSva3M5edCYo/+yPvvv4CK7+JAy7i5//6HpelFbHn3Tf4ycr8b/vG1HPsgy944ZUa5vztD1wxLIaMaOXaxImwVBWy62/X8shnPo42Tue8G27k+w/MZNquv3Hd7z5jX0mjchEABk2+jPm3/JI/XJkZckovEbmaAzv58NdLeLEI6oNn3otFFzWBO/72R66dmk103st88urv+eNaDXARy5+8k8XTrDR+8go3Pf41cBF3PXUH1181iY53t4pw/P20aMHr9aJundnrVFKr1Rw8eJA33ngDq9Xa7rO5NwU+i5OSkrDb7RHPYtAT/H4/TqeT5cuXS9GC6BYpWhBCCCGEEEIIIYQQQohTrLubPTvKh+tX9rW93NXPp1vRgsvWzP4v/sLzH1iITctkypREXPYm8r/0Me9/rmX65GGkKxcawMzleezf8DarP1rDk3Xf5bXHr+OS4aXs27ybVz9UM3fuJKYsGk+OtZg9n77Os2u+xH/dmzx04RDGp+mVqxMnwG1ron7/F6x98+/8vWg8Q+ffyJ9/OJ6U+lX89q92DAmx5OTYaGgo4/334ZprxpCS4qauxEpzUyqXPXYzY1RgUK5YdMluKqH4m7/zhz/UkzlnPKMnZRPnNuOt28+XW2KYvOQGzp0YQ1ThKj575xWerLuFX//sem4510FV3iYe/6ebOXMmMe2CCeQOTSZeeQWiU/5+WrQQ2HnZF0wmE0eOHFF2nxGGDx/eaaGIFC0IJSlaEEIIIYQQQgghhBBCiFOsu5s9O8qH61f2tb3c1c+nW9ECOIDNPPusk+HDR3H55ZmYaw/y79tfJfnBO5lybjZxZbUU7nAy4bLxJEZpCd2VNvA46wo5tOU9fvm6i+/++HZmpjRhaTBxWDuFyycnotOoaDxwgKN7VrH96BqeKfsRf/nxXOaNTiYKC9aWarZ80syohaNJT4sjSnkFIiLNe17i7x8cw5QwmZuWzmdw+SdscJzL2OFZjM6so7Q0n0cfhfvvn83QoU7yP9zIxvf3M/TFB5itqqRiaxNO4hg5cyhxypWLDjThdn7D728vYcotC5lzyThS3C146nfy1qOvsm/sYqZecD7XZNVTt/MVfvm6m/Ouv46F46JQ1Raz1XMOl0+xUrqrBV90IsOnDZH7vhv8/bRoQfRPUrTQvzidTkpLS5XdPSItLY2EhARldzv9vWhBs2LFihXBS0IIIYQQQgghhBBCCCF6jbLgoS3lmLLoQdnq6uoYNmxYu+W6YrFYKC8vD+lLSEggNzc3pO84D1DGtk8O0VRfh8XVSElJLXUNGrJmTyQ7zYvlWBnb1zUy+NxhxOm1aJWrGGC0xlgMCUkkb3yT3a5oykqdREfFM2TeGNLVKtS0cKzeis/nY3yiltdfb2T6hWMZnJ2IETPW5lK+fKeS1InZJCYbkPkXTkx0xmCMR/fSVFLEpqYofAetpMw/i+yMeIy00Fx/jA1vFxKdYKOqtpqyshZc+iRy551NhqqM/ZsqqG9SkXlWJkblykUHHPi85Wz4wETmpFxyRqZi0EShNmYzMe0wm+sScasHMXt8GobsYcRvXsUBs4tDlV50Tj1DLplAlq6cvesraHHoyBiXLjNedJPL5UKr1aLRaEL63W53REUFFRUVGI1G0tPTuyxyaGhowOVykZubi8vl6vZnjehbLpeLkpIShg8fTnR0dMSnsGhpaaGhoYExY8YECyW7YjKZMJvN2Gw2aR20xsZG9u3bh9/vx+VyYbfbe6Tt37+fxMREUlJSunyNVldXo9Vqyc7OxuVyKYdDBB7T0aNHU1RUhEqlIjU1NaQwoW1BgrLRWpAQri/c/8hMC0IIIYQQQgghhBBCiIGou5s9O8qH61f2KYsLOvv5tJ1p4eoV/GdtHoW6ZOLTZnL3yj+yeFIWw+N16PpmVvC+ZauDrU9wyc/eoWT4zSz73g/59aK042PezezdF0+zWUuGYQtPLdjIOat+xvyFYxlxJt5XvenAW7z8wgv8/N06zvr5O/x98WDGpEUBZZTuXs2js/6Xz6M0NKmHMfWKJdz+4Pe5LjeOaC2ov91PIiIWZqYFAJ8HSl/j4Q9jSMicxP+7YSx4XbDtSe546A2+8s/myu+v4E/XZClXKLrBLzMtiG44lTMtbNiwgbq6unbfj8S3VCoVer2eSy65hOTk5JO+r/x+Px6Ph6eeeor58+czY8YM7Ha7Mhaiv8+0IEULQgghhBDiNOPDbrfSYLFSFywSVxMbbSQ1zkiiBvDaqG5x4lTpSQj04aXFbMWJBl10FPFeC0UtThy+wNdhFSq0pCUlkqzXEK3y4XY7aWpuptYDbgBNFLExRkbFyrFQQgghhBD9XXc3e3aUD9ev7Gt7uaufT9uihT9WkZiSyewFGdhNR9jwzEPUXfgM8xbMZ8FQ5TJnAL8DHPt58Yf/xnrOXKYuu5w5htYjn/Oe4+G/fsDznxShVTtoKrdz6dP/5XvXz2XBYOWKxElxHWPnqi/55N0ihv/9YS6O1zFIozpetHB0N4/+qp7v3jOVjGw/pVs/Yef6rZhuXsW9U1Vky3kJTkAHRQteF2x7nIcLziJh+Cz+3/npgA8chbzz2/coixvKxB/dzKLYgT4PS+/yS9GC6IZTXbSwd+9e6uvrlUOiVUpKCosXLyYnJweXy4XNZlNGusVisbB37162bt3KVVddJUULQgghhBBCnHoW9uRv5+X1G3i2MdAXz3lnz+C+hXP4TrwPTLt55PNDHI4awmUL5/CdBD9g4vN1W9jviydzwliualzPjM8PU9gS+KNNh1aTyv/ccD23DE1iXJSdyurDvLHqfZ5phGoPMGgUcybO4et5Od/eHCGEEEII0S91d7NnR/lw/eGKEcJdDvezsmghcFlZsBC4HPg/UMDQ9v9TWrTwrJPhw0dx+eXDsDUc5ov757H1nFeYu/BSLhuhXOZM4AbKeOcH/8Y5+xwm3HQhk1tHGrf9l+2VTZS69CQ4m6HofZ7X3smSi8/jzlmtszGIHlJH/uoNbHi3kGEv/orZahXHz+pdRmlpPo8+CvffP5uhQ6Mp/vJ51r3zEtuu3MEDs1UM7fr036KdMEULrkbcVRv42y/fpGLWMmZffgFXj4gC/EAZn/72fWoSsxj7/25gpnJ1olv8UrQguuFUFy3s2rWL2NhYFixYoBwWgFarJTk5mbS0NKxWKw6HA73+xA+KMplMbNy4kfz8fK655ppeL1oAmDBhQqdFC23/D7S2BQx0UbSguf/++1cUFBRgNBqJiooKDig5nU4k114gFxsb2+mTK9Kcw+EgPz9fcgqSC89ut0f0vLLb7eTn5xMXFxdRLj4+XnJtnGk5m80WcW7fvn0kJCS0+5LcluTCO9NyVquV/Pz8iHIFBQUkJiZKrg3JtWVmy45NfFRmpzJ1Ot/PiONn55/PPSMMeJqbWVVsZfTYDJIdVWw+UsraRi+HXHomNpeSmBhNSVk1df4o4lJTGOMoZaVrNPfNPJc/zjuXpSOHMt1bTV6RGVWCkSh/HUVHDvKI52yeWTSXn86cwLwYB6qSfL5shImpicTqOz5KxGKxUFhYSGJiIlqt5AJOh9z+/ftJSko6pTmz2cyBAwckpzCQckVFRSQlJbU792xbkeZaWlokF8aZmDt48CDJyck9kmtububQoUOSUxhIucOHD3f5vArkkpOTgxsSw4k0ZzKZBkzuyJEjEeeSkpK6zBUXFwdzgeIFZfGDyWTi6NGjJCQkhM35/X7q6uoYNmxYu2W7YrFYKC8vD+lLSEggNzc3pA/AYW5hw/PP89GaXRw4up+ioj1s3rKX7WVehsy6jEmjY1A1HGP7l5XE5g5Cr1XT8bNs4HDbmij7+h+88+FmdpV5cUbFkZrpomTVS7z/+TYaU6cw+fyrWTQ+lfhj7/DGhmOU1niIMmpJSmxhy/sl6FLjiI6NouNvEaIr9YWfs/mzVXy0+SjFpiSyR6SSGGehLm8za19exUdbCmloKGLnzh18k1dCmTeDaRdfwcSUSo7uPEZFhYPYwYl0vAdAtGWpLWfPeyt597MCjjaUcPDAbrZt3MzmDXkcUk9kyvxzOWdcOkl68Hs9lG9+kY/+u57NB62Y/MkMm5iFkXIKNh2jus6FMStB7vtucrlcaLXadp/nbrc7oqKCiooKjEYj6enpXRY5NDQ00NDQgMfjoba2loaGBhobG6WdZm3EiBFER0fj9QanK+1US0sLDQ0NjBkzJji7U1dKS0upqqoiIyODSy+9lMzMTGmKlpycjNVqxWg0Bl+ver0edeuOf2V788030Wg0ZGRktBtTq9W4XC5KSkqora1l7NixZGdnd1lgUl1djVarJTs7G5fLpRwOYTKZMJvNjB49mqKiIgDS0tJobm6mqqqKQYMGhRQnKFtDQwOVlZWkpKRAm+IE5f8NDQ2Ul5czaNAgNA899NAKtVpNbGxspxtZaK16kFx7gZzyQ0JJcuGpVCri4uIkpxBJLvDijySnVqsjzkXyuEkuvL7MdfX40gs5jUZzRuUivV96Ohfp7evPOVVr9WUkuUie95HmaL19kmuvL3NxcXGoO9mIS0c5vw8ainj5YBOl+gwuP3ssizIHMSYriyEJcagcVmzmRjRDRjLSU8W2Si+Ndi/DjS6MGbkMT9RSXlpJvT+KuLQUxjiPsdKcyRW5g7lscCpZcXFkx8dir9tPU2wqMXGpjI2PY3DGUC4bnMqIxASS3CZsLXWs1YzkksGJJOo7/30Dr/Ouft/+ngs8vpILJbnwTodcpM/7ns5Fevsk115/z2m12j7JaTQajEZjj+W0Wq3kwujLXGxsbHCDXkcizQWez2dSzmg0RpSLdH2R5AKPb2c5v9+PVqvFYDCgUqnaFSO0pdFoiImJCZs7VUUL9hYL65/7N0dbaqhqqaK4uJiSygaaspZw9SVTmDzUSeOxMnasa2TwrGHE6bVnxE54t7WJY+v+yTe1LirqYzEYkhg2KYrKd17k64PV2AZNZMjwCQyLMXNs7+eUVbZQb4tHl5zA6Fwv296pJG1iNonJBjo+ZER0pXbv5+wr2Mme5miai2MYv2g8WSk26nft5pt3t1Ktb6ay8hjFxcVUOFIwjL+eu64aziBdGfmbKqhvUpF5ViZG5YpFWOaaKva89yYH3C5qG6opKy6muKSe0oYMFv30HhZNHcqw1jvT7/NQ9tXLbCur52ijEbVnEOMvGU8qZexdX0mLQ0fGuHQMyisRnTqVRQt2ux2r1YrVasVut0s7zZrL5SI2NpYhQ4ag0+lOSdFCQkICkycH5h0Sbfl8vpCiBa/XizbM/mez2cyWLVt46KGHcDgcDBkyhEGDBiljOByOPilaUKlUId93O2s6nQ6j8fiHQuC7sfJ/AL1ef/x7sZweQgghhBBCnBb8PixFn/Czo3EY0kfy4NQsktoMN9RVcKy+FtOQScx07uLpbTZqrFamDVGTHzuTn4/0krdpG/t98WRNGMtVpq+ZXjycX0wcxi05x+cF9fk85G18lVXaqQzLOYvbB7f948HGkYMH+OpgJXvHLuB/cwxk6jvf2SCEEEIIIfpOdzd7dpQP19+2Tzne0Vjg59Pv9BBCCCH6A/8pPj0ErcV4BoOUlpzuHA5HlzupA07m9BA5OTncdtttwX673R5yWorYCA4UH6jcbjc1NTXB00O4XC6io6NDMi6Xi23btnHFFVcE+2666SYef/xxYmNjQ7Imk4n169eTP4BODyFbWYUQQgghxGnB7/fTaLUSbzQyJCGhtWDBj8Vcz+G6akq9GvSpOYzWgr71+25KciJDMlIoP3SEGpsLR/vtzSFUqBhkMGLzeGkOOdefi4bmSvbVOqhwZXLjyFgSpGBBCCGEEEIIIYQQA5jX68VisUg7zVskBS294amnnmL69OnBtmfPHmVEtLF69WruvvvuLvsGKtnSKoQQQgghTls+r5c9297hvv+sZPrKlVz01of88RjUBf4Wi0olPTabW9jFZrOdo5EVlSv4gQpWr8tna72fMedP41yQKSyFEEIIIYQQQggxoAVm/JF2ejflrFCnwkMPPYRarebRRx8NthdffJGPP/5YGRXAK6+8wrPPPktlZWVIv9lsZvPmzdx+++2UlJSEjA00cnoIIYQQQghxevD7cB3+nPuK9OjSRvLbc3JI8/sxm+uotHsoOpZPYVU55WNv44HEXfxzlw1vfDa3TxuEsXIbvy6LJ6G8jMz0rE5PD7Hjqxf5JPocRgw7m2WpNtzNB3l4bTHetFGcO3oEc9NjSQ49daQQQgghhOiHurvZs6N8uP62fcrxjsYCP/v66ekhsrOzOe+880L6hBBC9B9+vx+Xy0VMTMwpOz2EOPP01Okh5s2bx3XXXcePf/zjYO68887j+uuvD+k7U3R1eojVq1ezc+fOkGWU7r77brKysmCAnh5CihaEEEIIIcRpwg/mw/x1cwF5nmSmT5rB3YNjWsea2ZG3nY/2llJ/TmjRwvJZQ8hw1PLPjRtZe6QZw5CzuGxamKIFrwO35RhPrN6JavwMzhuZyrDmUt7YVoE7K5MpucOYPCiRrNDtAkIIIYQQop/q7mbPjvLh+sMVI4S7HO7n/li0EBcXR05ODuPGjQvJCSGE6H+ioqLQarUhfX1ZtNDY2EhjY6Oyu8/ExcWRnZ0d0c72SAR20PYXLpeLkpISMjMziYkJbBfrOVK00DvaFi3U1dXR3NyMXq9XxiJmsVjIy8uTogUhhBBCCCH6ho2CAwVsrGzkiCqWUQnfFi3UNtow2ROZMmMWl2l28eyO1qKFOSPI9nk5vPd9Ht7WQGPqWdx67liuavqK6Xv0zExL4tzkGPA68dnq2NWYzsKpo5gaW8/hfTv48QYHc+eNZVxcNImAXm8gJWUY81KiiNN++8VaCCGEEEL0L93Z7NlZVjkW6eW2/W1/PtGiBV/rFM9erzf4c0FBAQsXLjypogWtVsukSZM466yzlDEhhBCnib4sWlizZg1ffvllv9ixr1armTRpErfeeisWi6XdZ/SJ0Ol0GAyGbn/W9ga/3091dTVPPfUUy5YtY8SIEcrISZOihd7RtmghLy+Pw4cPKyMnZPfu3Vx99dWnrGghUKigVquDhQsnU7TQtk+KFoQQQgghxGmnqjyfNXmbeKb8274RQ8/iiklzuDXDB5YDPL/XgdeYynWTh5Dmb+3bXEqZLoO5Z+eyoHkHN20ppdjial2DDo0mie9eeAFXZsYTVbOPNXs386c21wFgjEtl3PjzeWhsHNnRff8HuRBCCCGECK87mz07yyrHIr3ctr/tz/2taGH27NkMHTr0pI72E0II0bf6umhh+/btDB8+XDl0yuXk5DB+/HgGDx7co0ULUVFRNDQ0dPvztqfV19ezZ88etm3bxm233SZFC6eRtkUL/tZTvfSE//u//2PBggVStCCEEEIIIURf8fv9KL/IqlQqAnMf+P2AiuDl433fdqrw41OuoN062l8HiowQQgghhOifurPZs7OscizSy2372/7cX4oWdu/ezbRp0xg8eHCvTC8thBDi1OnrooWdO3dy1llnMWHCBGJjY4OfU3q9HofDgV6vj6gvKioqeBoknU7X7T6tVovRaCQpKalHixb0ej21tbVotdo+nVGisrKSzZs3k5+fz+233y5FC6eRtkULbrcbh8OhjHSL3W7n8OHDfPHFF1x22WUDomhB7XQ6ycvLw2w2BwfDkVx4gVxXD26kOYfDwZ49eySnILnw7HZ7xLndu3dHnOvqy4rkwhsoOZvNFnFu165d2Gw25VAIyYV3puWsVmvEud27d3f5BUty4Z2Jub15eTgdDtQqFWpFIYGqtWDBYrGwZ88eHA5H6xfmQCHD8WUCzdZmfd+uIzQTyOW1rq8zba+3M5ILry9zeXl5OJ1O5VCIns6ZzWbJhTGQcnv37u3ySIpIcy0tLZILYyDl9u3bF3Guq43Tkeaam5slF8ZAyuXn50ec62rjdKQ5k8k0YHIFBQU9lmtubqawsDCi3IEDB7rMnYi4uDgmTJjAsGHDpGBBCCFEj9BoNOTk5DB48GCGDBnC0KFDycrKIjc3N+K+7OxshgwZQk5Ozgn1xcbGKm9Wj9JoNGi12l5pfr+fY8eO4XK52o0FWl8WTIie43K5cDqdeL3eE252uz34fDmVmpqaKC4uVna3U19fz6FDh5Td7dTX13Pw4EEANA899NAKtVpNbGwsWq1WmQ0hufACua7eLCQXnkqlIi4uTnIKkeQClUqR5NRqdcS5SB43yYXXl7muHl96IafRaM6oXKT3S0/nIr19/TmnUqkizkXyvI80R+vtk1x7fZmLi4tD3aaaNpxIc4HXkeRC9XQu8PhKLpTkwjsdcpE+73s6F+ntk1x7/T2n1Wp7NBfp9Wo0GoxGY4/ltK1HpkkuVF/mYmNjUbUeedSRSHOB59WZlDMajRHlIl1fJLnA49tZzu/3o9VqMRgMqFSqsDMzBGg0GmJiYoI5ZaurqyM3Nzfssp2JiYkhMzMTlUoVPMpVmjRp0qSdvs3tdkf0WVBRUYHRaCQ9Pb3LYsZIFRcXU1VVRWZmJmPGjEHV5ghrr9eLVqvF6/Wibj06uzf7XC4XKpWKmJiYHtuZq9Fo0Gg0WK1WtFptl9/hToTT6aSuro6qqirUajV6vR6dTqeMYTabKS0tpba2lilTppCcnKyMnLSWlhYaGhoYM2YM3tbZnbpSWlpKVVUVCQkJTJ48GYCXXnqJcePGce655wZzL730EuPHjw/pO1P4fD6sVitGozH4eo2OjkYbpjglkuZ2uykpKaG2tpaxY8eSnZ3dZaFrdXU1Wq2W7OzsLl8fJpMJs9nM6NGjKSoqAiAtLQ2VSoVOp8NgMKBWh86qoGw6nQ6j0Qit2/PD/e/3+9Hr9ce/F8vpIYQQQgghhBBCCCGEEANNdzZ7dpZVjkV6uW1/258DG/8DfYHLvlN4egghhBBnpt48PcSkSZNYuHAhSUlJwc+q6OhorFYr0dHRvdYXFRWFzWYjOjoam82Gx+PptdNDBE5BcbL8fj8ejyd4+2pqajhy5Ahz585l586dJCcnM3To0OCO34CKigo2bNhwWpwe4vLLL+eCCy4IXgZYsmQJ1113Hffcc0+bpc8M7janh7BarbhcLqKjo4PjNputy1kc4+Pj0bQeMGYymVi/fj35+flcc801A+P0EMEeIYQQQgghhBBCCCGEEEIIIYToJpVKFTyKnNad/TabDYPBgNvtDu6A7+k+u90e7Ovq6PH+wuFwsHHjRtavX8/69eupq6tj1qxZJCYmMm3aNNxuN+vXr2fr1q0RFQ30Ry+88AJVVVVMnz492H74wx9y0003KaMCeOqpp1iwYEGnLTDjwUAlRQtCCCGEEEIIIYQQQgghhBBCiBPm9/txOBzBmQg8Hg9RUVE4nU60Wi1+vx+v14ter++1vp6YBaG3NTY2smfPHsxmMzabDZvNBkBiYiJOpxOdTsfgwYOZNGkSZ599dvDI+tNNZmYmN998M3/84x+DbdasWcTHxyujArjyyitZuHAhx44da9dUKhW//e1vycrKUi42oEjRghBCCCGEEEIIIYQQQvSArqah7mq8Kye7vBBCCNGb1Gp18LNKpVLh8/lC+mj9LOutvv7+OVlfX09xcTE1NTUhp3ZSq9VotdrgKSPi4+PJysoiNTU1OHX+6Wjy5MnccMMNwZaSkqKMiFaTJ0/mu9/9bruZKCZOnMh9993HNddcQ2JiYshYfxB4zUX62ussL0ULQgghhBBCCCGEEEIIIYQQQogTplKp0Gq1wZ3xarUar9eLRqPB5/MFz29vs9nYunUrX3zxBV9++SXr16/n008/5euvv6auri6YC7dsV31tCwH6G5PJxNGjRykvLw/pj4+PJykpKaQPwOv14nQ6ld1iAJs2bRo//elPWbhwIXFxcYwZM4abbrqJu+++WxkdkKRoQQghhBBCCCGEEEIIIYQQQghxwvx+P3a7PeT0ENHR0cFTRgTGKysrufHGG1m6dCnLli3j5ptv5tZbb+XSSy9l06ZN2O32sMt21BcVFRXs0+l0ypvV5/x+P263m/z8fCoqKkLGdDodY8eO5eyzzw575Lk484wYMYL333+fyZMn8+Mf/5h7771XGRmwpGhBCCGEEEIIIYQQQgghhBBCCHHCVCoVRqMRt9sNrTvkbTYbBoMBt9uNSqVi27ZtXHrppdTX1/PYY4/xzTffsGXLFt555x2Sk5P5f//v//Hqq6+GXbajPrvdHuxzuVzKm9XnHA4HGzdupKmpSTnEueeey4gRI/B4PNhsNilcEEErV67kyiuvVHYPaFK0IIQQQgghhBBCCCGEEEIIIYQ4YX6/PzjjAa0zLURFReF0OoMzI5hMJsrKyvB6vQwZMoShQ4cyePBgRo0ahUajoaamhrq6Orxeb7tlO+rT6/XBvsB19xeNjY3s2bMHs9mM1+sN9kdHRzN37lyysrJQqVQ4HI5+fWoL0bMqKyvZs2cP27Zt67CVlZVRWFjYrj/QCgoKlKs97amdTid5eXmYzWblWAjJhRfIWSwW5VCISHMOh4M9e/ZITkFy4dnt9ohzu3fvjjhntVqVQyEkF95Aydlstohzu3btwmazKYdCSC68My1ntVojzu3evRu73a4cCiG58M60nMViYc+ePRHnHA6HciiE5MI7E3N5eXldnjeyp3Nms1lyYQyk3N69e7s86ifSXEtLi+TCGEi5ffv2RZwLHMnWkUhzzc3NkgtjIOXy8/Mjznk8HuVQiEhzJpNpwOQKCgp6LNfc3ExhYWFEuQMHDnSZ6y2bN2/mmWeeadc+/PBDZVQIMQBVVla2e/0/88wzPPvsszQ0NCjjQqBSqVCr1cHZAlQqFT6fL6RPrf72WOrATvpALkClUkHr5+Bf/vIXnnjiCZ544gkef/xxnnzySR5//HEOHz4czPv9/uB19KeZCurr66mrq8NgMAR/J4CEhATOOusshg0bhkajweVyhRQ0nK6GDRvGsGHDMJvN0sK0tvtbysrK2LVrFzt27DjhlpeXR2VlZZff73taU1MTxcXFyu526uvrOXTokLK7nfr6eg4ePAiA5qGHHlqhVquJjY3tsgJJcuEFchqNRjkUQnLhqVQq4uLiJKcQSU6lUkWcU6vVEeciedwkF15f5rp6fOmFnEajOaNykd4vPZ2L9Pb155xKpYo4F8nzPtIcrbdPcu31ZS4uLg51mz9Sw4k0F3gdSS5UT+cCj6/kQkkuvNMhF+nzvqdzkd4+ybXX33NarbZHc5Fer0ajwWg09lhOq9VKLoy+zMXGxoZs5A4n0lzgeXUm5YxGY0S5SNcXSS7w+HaW8/v9aLXa4E6MwA6WcDtaNBoNMTExwZyy1dXVkZubG3bZk5GXl8fKlSt5++23cTgclJaWUlpayvr16ykoKGDEiBGkp6ej6eL7vxDi9FVYWMjy5cv56quvqKuro7Gxkb179/LOO++Qm5tLeno6sbGxysU6ZDKZ2Lx5M0ePHsVgMHRrWdFzKioqMBqNpKen99jOzuLiYqqqqsjIyGDMmDGoWvdbqNVqvF4vWq0Wr9eLWq3m8OHDvPnmmwDccMMNjBkzBrVaTVNTEy+99BJWq5WFCxcyb948qqqquOuuu1i9ejXr1q2jsLAQk8nEf/7zHxISEhgyZAiDBg0KuQ6Xy4VKpSImJqbLIuBIaTQaNBoNVqsVrVbb5Xc4Wp/vNTU1aDQaRo8ejdlsxul0YjQaGTFiBGeddRY+nw+n09mtggWz2UxpaSm1tbVMmTKF5ORkZeSktbS00NDQwJgxY/B6vRHNAGGz2cjNzSU3Nxev1ystTPP5fGi1WmJiYqioqMBkMqHX60+6JScnM27cOAYNGtRloWt1dTVarZbs7OwuXx8mkwmz2czo0aMpKioCIC0tDVXraVkMBgNqtTr4eg/XdDodRqMR2hQjBX4ONL/fj16vP/692N/T32iFEEIIIYQQQgghhBCij3Vns2dnWeVYZ5e7+jlQbNC2L7AzwOfzhRQkBC63/T+w0TvQCgoKWLhwYUQ7FLrjhhtu4IsvvuDyyy/n9ddfD/Y//fTT/OUvfyEzM5MPP/yQQYMGhSwnhBg4tm7dysUXXwzA3//+d5YsWcKOHTu44YYbaGlp4fHHH2fp0qUYDAblomFt3ryZyy67DIDnn3+eG264QRkRp8DWrVtJTU1l4sSJIUd+n4w1a9awc+dOJk2axMKFC0lKSgp+XkVHR2O1WomOjsbr9fLBBx+wZMkSAFavXs2iRYvw+Xw0NjYyY8YMqqureeCBB/jVr35FQ0MDM2bMoKamBoPBwLXXXstjjz0W7PvVr37FAw88QFRUFDabjejoaGw2Gx6Ph6SkJCwWS7vP7BOh0+nQ6/XU1tYSFRWFtpMDnf1+P263m127dpGWlsaYMWPQ6/WYTCZ27txJTk4O48aNw+v1YrVau337Kioq2LBhA/n5+dx+++2MGDFCGTlp5eXlHDx4kCuvvBKn09nljnAAo9EohYx9zOVydTm76O7du4mOjmbGjBlYupiZ/ejRo1RUVHD55ZcHZ9maMGECarU62DQaTbBAKfC/spAhUOTTttin7XjgMkDX5UBCCCGEEEIIIYQQQghxGunuToCO9NR6lJSFC5H+31a4vt525513sn79et566y0SExOVw0KIAW7ixIl8/vnnDB06lEcffZS//OUvyog4g6lUKoxGY3AGB51Oh81mw2Aw4Ha7UalUREdHB/N2uz14NHbbHfhRUVHt+u655x4ef/zxsDm73R68jq6OHu9tDoeDTZs2kZOTw8iRI9FqtTQ0NLBx40ZycnIYMmQIHo8Hm83WJ5/jvcVms2GxWKT1YevqtJU9IZLnrDLT2XdZJZlpQQghhBBCCCGEEEIIMaB0d5NnR/lw/cq+tpe7+tnfZiYF5WV/62wKtJl1Qfl/25kWvF4vhYWFEc204HK5KCgo6HIqcL1ez4QJE7jpppvCzrSg9OSTT7J3716mTZvG//t//w+AJ554gn379jFt2jSWLVvGb37zG8xmMwDTp0/nRz/6UUgOICUlhYcffjg4Xfz27dt59tlng9cDMGPGDH74wx8C8Pjjj5Ofnw9AamoqDz/8MOXl5TQ3N4csI8SZIj09naFDhyq726mpqeHYsWPK7nbS09Oprq5uN9MCrTtl58+fT1FREffeey+PPfZYcLl//OMfbNq0KXiZ1p3Ns2fPDplpYerUqSxfvpybbroJp9PJb37zG6qqqoLLREVF8fDDD5OZmUl1dTWlpaVt1ig6k5CQwJgxY5TdQb0908KiRYuIi4sLfm5ptVrcbjdarRafz8fq1av5zne+A8CqVau4+OKL8fv91NbWMnPmTGpqavj1r3/NAw88QE1NDTNnzqS2tpYHH3yQ+++/v13fAw88gEajCV6H1WrF5/P12UwLNpuN9evXM3fuXFJTU6mtreXIkSOkpaUxZMgQ9Ho9Ho8HbzdOCdFWf51pQZweTnamhfHjx6PRaDqdaaHt/+Eancy0IEULQgghhBBCCCGEEEKIAaW7mzw7yofrV/a1vdzVz/4+KlpwOBysW7eOzMxM4uLilMNBWq2WwYMHs2TJkoiKFhYvXsyaNWu44ooreO211wC4/vrrWbt2LVdccQV/+MMfWLBgAfX19cyZM4fbbruNiy++mNdff50XXniBzMxMkpKS2LBhA8uXL2fZsmWUl5fzyiuv8Nlnn7Fs2TKio6PZuHEjZrOZO++8k2XLlrF06VLWrVvH6NGj+e53v8vy5csxmUzYbDblTRRiwCsvLyclJYUpU6Z0eZR5cXExhw8f7nJHZ0JCAkeOHOl20cKqVavYu3cvAB6Ph9dee4158+Zx2223odfrg0ULl112GbfddhsXXXQRbreb559/nvr6emj9fVatWsXy5cu55ZZbyMjIoKGhIXgdomO1tbWo1WrmzZuHy+Vq93lFLxctTJ48mQsvvBCDwRC8blXrOesD///3v/9l8eLFALz33ntceumlAFRVVTFr1ixqamr4zW9+w/33309lZSWzZs2itra207621xGYiaGvixZycnKCsz9otVrGjBmDVqvF4/GcVBGAFC2IkyFFC0IIIYQQQgghhBBCCHEKdXeTZ0f5cP3KvraXu/rZ38dFC3PnziUrK6vDvN/vx263s3jx4h4vWnjwwQf56U9/Sl1dHT//+c/5+uuvufTSS5k8eTKffvopAA8++CAffvghTz/9NDk5Oaxfv57k5GR++9vf8swzzzB06FDWr1/PHXfcwbp167j66qt55ZVXAIiOjpbzaYsz0jfffINer2f69Old7oQqLi6murqaSy+9FK/X2+79LMDtdrNhw4ZuFy0UFhYGZ0xwuVz8/Oc/p7y8nPvuu48rrrgiWLTw/PPPc8MNNwDg9XrZvn17cAd6YWEhDz74IAAvvPACS5cuRa/XB69DdCw/P5/6+nouuOACLBZL2Pf63i5auPTSS9FqtcEdlx6PB51Oh8fjQa1Ws2PHDn71q1+xZcsWfvrTnzJr1izUajWVlZX8/Oc/Z/jw4fz4xz/mxhtvpKSkhPPOO4/a2lpWrFjB/fffH7av7XVYrVZUKlWfFC04nU7q6+spLy+H1h2xKSkpjBkzBp1Oh9PpPOEZFgKkaEGcjP5etKBuc/1CCCGEEEIIIYQQQgghBjCXy4XVag3bTsU5tlNTU3n55Zc577zzePfdd1m7di3//Oc/eeedd5g8ebIyHjGHw9Hu95Em7UxoJ7pD0W63t1tXoHU1Y4OS3++nubmZJ554gptvvpm77rqL++67L+SUD+F4PB6qq6v5/ve/zy233MJdd93F448/HpJxu93tbp+08K27j1tPCxS+BXbqezweoqOjcTgcaLVa/H4/U6ZM4Y033mDEiBH8/e9/59Zbb+WWW27hf//3f9FoNDz22GPccMMNeDwejEYjycnJJCcnB2cpCNcXFRUVvA6dTqe8WaeE1+ulrq6OQ4cOMW3aNBYuXMiiRYuYPHkyUVFR2O32ky5YEGKgk6IFIYQQQgghhBBCCCGEEKfUE088wbJly/j6669ZsmQJzc3NyogQ4jThdDq59dZb+fzzz1m8eDHr16/ns88+Y+jQocpoiLy8PC655BJKS0v59a9/zfr16/nzn/+sjInThEqlwmg04na7oXWGApvNFjxNgkqlQqfTYTQa+eSTT9i4cSPffPMNW7Zs4auvvmL79u1MmzYtmIuNjeWzzz5j48aNLF++vMM+u90evI6+KtwoLi6mtraWWbNmkZCQgNvtxmKxYLFYTklBoBADgRQtCCGEEEIIIYQQQgghhOjSu+++yy233MKPf/xjWlpaQsYaGhr4/ve/z759+0L6lerr67nvvvv42c9+RlpaGsuXL2fv3r3cc889XS4rhOhbBw8e5M4776SyspLvfe973HzzzdB6hH1lZSVWq5W4uDhycnIYMmRIh9PoBzidTsrKynC73aSkpJCTk0N6eroyJk4Tfr8/OOMBrTMtREVF4XQ6gzMteDweDAYDKSkpjBgxgpycHLKzsxkzZgzp6enExcWFzSUkJITt83q9IdfR1XOuNxQVFeHz+Rg5ciSJiYm4XC48Hk/wdE7hTtMhhGhPc//9968oKCjAaDQSFRWlHA9yOp2cabn8/PxTnnM4HN3KxcbGdno+J8mF15e5ffv2ERcX1yM5u91Ofn5+j+fi4+Ml18bpkNu3b1+P5Ww2W7dyCQkJnU67JbnwzrSc1WolPz8/4lxiYuIpzxUUFEhOob/nLBZLt3JJSUmd/vHanVxhYSGJiYmSa2Og5MxmM/v37+/yedAbuQMHDkhOob/nWlpaupVLTk7u9FzbvZErKioiKSlJcm3091xzczMHDx6MONfV8+B0yB06dEhyCgMlZzKZupUbNGgQanXHx1h1J3f48GGSk5N7LHfkyJEeyzU3N3PkyBGSkpLa5QJHYgamWj969CiJiYnBc/36/f6QVldXR25ubpdHcHo8HkpKSsjJycFgMHQ5RbXX66WhoYHKykrMZjPffPMN33zzDatWreLo0aPMnz+f6dOno1arqa+vp6qqioaGBl5//XVMJhMAo0ePZtGiRbz88svYbDbmz5/P7NmzcbvdHD16lC+++AKr1YrX6w2uc+bMmSQkJGCz2Th06BBer5cdO3awceNGYmJiuP322znnnHN49913KSkpYezYsVx77bXKmy/EGaWqqgqdTkdWVlaXR5k3NTVhsVgYNWoULper0/eOiooKXnvtNQA0Gg1Hjx5lzZo1vP/++yxZsoRbb72ViRMnBvM+n4+qqioaGxupq6vjm2++YdOmTdhsNmbMmMH555+PVqvl8OHDuN1ukpKSGDp0aEhfcXExmzdvJi8vD4CrrrqK8ePHB69DdK6hoQGn08nw4cM7fHwrKiowGo2kp6cHZ0Q4WcXFxVRVVZGZmcnIkSOD22iU56vvjT7lWOA1EBMT0+XrIVIajQaNRoPVakWr1bb77LbZbAwaNIi0tDT8fj9utzvsfd8TzGYzpaWl1NbWMmXKFJKTk5WRk9bS0kJVVRU+n4+6ujrq6+tpaGiQNgBafX09sbGxZGdnd/n6MJlMmM1mRo8eTVFREbSe4stkMlFVVRX8Pq5SqcK2htbvkYMGDQrpp/X1Gmj19fVUVFQwaNAgNCtWrFihUqmIjY3tdCMLgFqt7ve5uLi4Tv8IYoDlYmNjJadwOuQifXy7yqlUql7JdfV79FWObt7P/T3X1eNBN3IajUZyYUguvL7IqVSqbuW6eh31Ri6S12+kOVrvl/6ei4uLQ93JxlQk16HA/Sy5UAMh1/Z943TOEeHvSx/nIn29DZRcpPdLT+a0Wq3kwujPOZVK1a2c0Wg8rXO03i/9PRcbG4sqzAbytiQXnq51KudIckajscdygce3P+b8fn+HubZFC7S+3xsMhpDxtq2+vp5hw4Z1uXOku0ULEydORKPRUF5eTllZWbBpNBouuugifvrTn6LX65k4cSJarZby8nJqa2sZMmQIw4cPZ/jw4UydOpVzzjmHoqIisrOzOe+88xg/fjzR0dHMnj2buro6ampqsNvtTJ48mYcffpiMjAxyc3PJysri6NGjVFdXU1ZWhlar5eKLL+YnP/kJOp2OoqIijEYjU6dOZc6cOcqbL8QZpbeKFiwWC0ePHg3uAC8rK6OlpYXRo0ezYsUKRo0aFcxqNBpmzJiB1WqlqqqKsrIyKioqyMjIYPjw4cyaNYsFCxYwZ84cjh07Rn19PWlpacyfPz+kL3AdgfeRRYsWdXmKCfGthj4sWmhoaGDUqFEMGTIEj8cTvG673Y5Wq8XpdAb7ArMx9HSfw+HA5XKhVqt7vGhBpVJRUVGB3W7HbrdjtVqDTavVotFosNlsNDY2hoz1dGtqaqKmpqZXixZcLhdWqzX4uzocDmkDpOl0OtLT0xk0aFCXrw9l0YJKpSI1NRW1Wo1Op8NgMKBWd1y00DbXtp/WvxXbXtbr9cdz/nDvWkIIIYQQQgghhBBCCHGa6u4mz47y4fqVfW0vd/Wzv03BgfKy3+8PTiHt8/mCl9v+7/V6g1NNe71e9u/fz4IFC7qcetrhcLBu3Trmzp1LSkoKTqdTGRFCnKZ27dqFwWBg+vTpWCwW5XCI4uJiqqurufTSS7FYLF0WMInTS1FRES0tLVxwwQVYLJawnw1bt24lNTWViRMnYrValcMn5Ouvv6a8vJyrr75aOdQnoqOjSUxMxGKxtPvMPhEqlQq73c7nn3/e5Y7eU8HpdLJ//35uv/12RowYoRzuEWq1OmxxpRgYvF5vl6//o0ePUlFRweWXX86HH36ISqVi3LhxaDQa1Go1arU6WNATKF5Q/h+uEaZoIfi/FC0IIYQQQgghhBBCCCEGku5u8uwoH65f2df2clc/ty1QUF72S9GCEOIESNGCCOirogWfz4dGo8FoNCqH+kRgB2hPFS0cPHiQVatWYbfbe2R9J8vv9+NyuVi+fHmvFS3QWrggBqa230U7IkULQgghhBBCCCGEEEIIcZK6u8mzo3y4fmVf28td/RzYSBzusl+KFoQQJ0CKFkRAXxUtBHZe9id+vx+Px6PsPiEtLS2UlZUpu/vcsGHD+k2hiBh4pGhBCCGEEEIIIYQQQgghTlJ3N3l2lA/Xr+xre7mrn9sWKCgv+6VoQQhxAqRoQQT0VdGCEGLg6YuiBZnbQwghhBBCCCGEEEIIIYQQQgghhBB9QooWhBBCCCGEEEIIIYQQQoRwuVxYrdZT0mw2GyiOvOvt5vV6sdls7WbOaEu5TG82v9+P1Wrt8sh35XK92RwOBx6Pp11/b7XAfRDu6PC2lMv1ZrPb7f3yPjiVlLexN5vH48HhcChvQpAy35utP90Wt9vd6W0RQoiBQE4PIYQQQgghhBBCCCGEGFC6u8mzo3y4fmVf28td/ew/jU4PsWHDBjZv3qzs7hWJiYncd999GAwG5VCvyc/P59NPP+W2224jKipKOQxAVFQUer1e2d0r6uvree6551i8eDFDhgxRDgOg0+mIjo5WdvealStXMnHiRGbNmqUc6hXV1dU899xz3HzzzWRlZSmHoQ/ug+eee44ZM2YwY8YM5VCvKC8vZ+XKldx6662kpaUph8Pq7dNDGI1G1OpTc/zrpk2byM/P56abblIOoVKpMBgMp+y2bNiwgQMHDrBkyRLl0Cm/LV999RWHDx/mO9/5jnIohJweQgjRU/ri9BBStCCEEEIIIYQQQgghhBhQurvJs6N8uP5wxQjhLrctTGjbF2jKy21b22IF5c9tW0FBAQsXLgy7Y6qtEyla+OKLL9i2bVuHO497Snx8PGPHjmXGjBnodDpsNht2u10Z61FVVVXs2rWLgwcP8sMf/rDDneCB/q52BJ8sk8lEQUEBa9as4Y477iA3N1cZgdYd9lFRUTQ3N7d77vUkh8PBoUOHWLt2LRdccAGzZs3q9fugsbGR/Px81qxZw7333tth4YZer0en09Hc3Kwc6lF2u51Dhw6xZs0aLr30UqZPn97rO3gbGhrYt28f69at4wc/+AGZmZnKSFi9XbQQGxuL3W6P6H3jZJSWlrJt2zZaWlq4++67lcOoVCpiY2Ox2Wyn5LZs3boVq9XK8uXLlcPB22K1WnG5XMrhHnXs2DG2bNmCy+Xi9ttvVw6HkKIFIURPURYtAIwfPz6kaKFtO5mihWCfw+HwHzhwgOHDhxMXFxccVHI6nZxpuf379zNixIhTmnM4HBw4cCDi3MiRI4mNjVUOB0kuvL7M7d+/n1GjRvVIzm63c+DAgR7PjR49GqPRqBwOklx4fZnbv38/Y8aM6ZGczWbjwIEDEefGjh3b6ZEQkgvvTMtZrVaKiooizo0bN46YmBjlcFBv5A4ePMjYsWMl10Z/z1ksFg4dOhRxbty4cR1ujKSbucOHDzN27FjJtTFQcmazmSNHjjBu3LgOj7ijl3LFxcWMHTtWcm3091xLSwtHjx6NODdu3LhOj9bsjVxJSQljx46VXBv9Pdfc3MyxY8cizo0bNw6dTqccDjodcqWlpYwdO1ZybQyUnMlkoqysLOLcuHHj0Gq1yuGg7ubGjh3bZa68vJyxY8ei0WiUw9BaVGAymaioqGDMmDFotdp2RQgBgfUpc8p8IDd69Gg0Gk27goVAgULgeocPH45Go2lXsHAqihZ2797NhAkTGDVqFH6/P7iB2ePxoNfrcbvdwQ3TJ9pnNBpJSkoiPT0dtVpNc3MzVqu108fuZBUVFbFjxw4aGhq6LFrwer00NTV1+hw+WZWVlWzdupX8/HzuvPPOTosW9Ho9NTU1aLXakI39PclisbBp0yb27dvHZZddxjnnnNPr90F5eXnwPuiqaEGr1VJTU4NOp+u1+6C5uZnNmzeTn5/P1VdfzZQpUzCZTL16HwR2lO/fv7/fFS00NzfjdDo7fK/sCXl5eezatQu1Wt1p0YLJZOr127Jnzx527dqFTqfrtGihqakJl8vVq7dl165d7N69m5iYmB4rWvD7/aSnp+N2u5XDQggBrcWEHo+nXdFCc3Mzzc3NjBo1qtOihYaGBkwmE6NHj25XpND2cn19PY2NjYwZMwbNihUrVgTeYLv6IqhWq/t9Li4urssPiIGUi42NlZzC6ZCL9PHtKhd48fd0rqvfo69ydPN+7u+5rh4PupHTaDSSC0Ny4fVFTqVSdSvX1euoN3KRvH4jzdF6v/T3XFxcHOoupjKUXHiB+1lyoQZCru37xumcI8Lflz7ORfp6Gyi5SO+XnsxptVrJhdGfcyqVqlu5rqZs7u85Wu+X/p6LjY1F1cWOMcmFp9PpIs4ZjcYeywUe3/6Y8/v9XeYChQ4ajYaYmBhUree6V7a6ujpyc3NDCiPC8Xg8lJSUkJOTg8FgiGhHZWDnZnZ2NrNmzSIjIyPYUlNTyczMJDU19aT74uLicLlcweeJ0+nE6/USHR2NVqvtlVZfX09FRQV2u52ZM2ei7WC7s7a1+MTpdPbq7bFarZSWllJbW8vUqVNJSkpS3hRofT5oNBqsVitRUVHodLp26+qJFni+1NbWMmrUKLKzs3E6ncTExLTL9lQzm82UlZVRW1vLjBkzSEhIUP760HofqNVqrFYr0dHRvXYfuN3u4H0wduxYMjMzcblcvXoftLS0UFZWRn19Peeccw5xnRzU2FZVVRU6nY6srKwuj/pvamrCYrEwatQoXC5Xl+8dtBaKBAqdoqKi2t1ui8XC9u3byczMPKn7p6qqisrKSlQqFdOmTVPeDFQqFXq9HofDEbwtarWa2tpampubsVgsJ9wC362Vt0Wj0TB16lTlTQl7W5S/T0+1wG3R6XRMmTJFeVNCNDQ04HQ6GT58eIePr8Viwel0Ym+dPUOaNGnSwjW1Wk1ycjLZ2dkUFRUBkJqailqtRqfTYTAYUIWZSSHQOsrR+h7a9nIwJ6eHEEIIIYQQQgghhBBCDCTd3eTZUT5cf9s+5Xi4MWVfoCkvt23KU0K0/flUz7QwadIkFi5cSGJiIl6vF5/PR1RUFDabLTgTwcn02Vqnem8704Ldbu90NrWTVVBQwNatWyOeacFkMgU3uveG8vJyNm7c2K2ZFmJiYtB0Uax+olpaWli/fn3ITAsmkwljJzNynqxjx46xadOmbs20YDAYeu0+MJlMrF+/PmSmhZaWlk5njzxZR48eZdOmTf12pgWPxxN2drFvvvmG6667jlWrVjF58uSwmUjs2LGDHTt2oI5gpoXAbXG5XPz73//GZrOd8HPB5XIxefJk5s6dG+zbvn07O3bsiGimBa/XS1RUFP7WAifl50J3abXakBk9tm3bxo4dO3pspgVaiyxO9HESQpx5Vq9eDafi9BBStCCEEEIIIYQQQgghhBhIurvJs6N8uP62fcrxcGPKvkBTXm7blIUKbX8+1UULU6ZM4bLLLoM2R7k7W4+6d7ZO0X4yfV6vl+bmZilakKIFKVo4jYsWLrvsMtLT03niiSe48sorlZGInEzRwrnnnsuYMWOUi0Tk448/Jj4+/qSLFpxOJx988AFms1kZ75ZJkyYxffr04OXeKFpQ7iwUQojOrFu3Dk5B0ULn898JIYQQQgghhBBCCCGEOGP5/X4cDgfa1lMlBHYWOp3Obve13bkX6OtqOnshRP/n9/uprq7mqaee4rXXXlMO9zqDwUDC+vUkPPUUCQkJ37Z160h4+ulO+9rOanCyrFYrEydO5LLLLjuhlpCQEFFR2cnqqBBOmjRp0sK1U0WKFoQQQgghhBBCCCGEEEJ0SK1W42+dHUKlUuHz+U6oD2jXp1Z3fxP122+/zZNPPtmubdu2TRntFQcOHGh33U8++ST//Oc/+3URRkNDA3/605+oqKhQDvWI/Px8XnnllYiO3henL4/Hw0svvRR83v/73/8Oju3Zs4dXX32V559/nm3btkXUduzYgcPhCLmObnv/fdizB1QqeOIJaGw83peXd3w8XN+TT0JTU8hqekJ2djZjx47tXhs6lLFr1hDXS69NIYQ4HXT/G6EQQgghhBBCCCGEEEKIM4ZWq8Xn8wWn/PV6vWg0mrB927Zt4/PPP2ffvn2d5tr2ddcbb7zBI488wsqVK9myZQtbtmzhueee45VXXmHv3r3KeI86dOgQb775Jk8//TSbNm0KXv8HH3zAk08+yWeffUZTL+wIPVlVVVV8+OGHPProo5SVlSmHe0ReXh5PP/00X3zxBc3NzcrhPrV//37279+v7O5RhYWFrFmzptN2sqcO6A88Hg9///vfeeSRR3jkkUd49dVXQ8a3bdvGE088wWuvvcbRo0epra3tsB07doytW7dis9lC1tFtBw9CdjZcfz1s2gSffQbr18PgwXDddSF9R91utg0eDBs3Hu+rqlKu7dQpLoZPPoHVq+GRR6CgQJkQQogzRve/EQohhBBCCCGEEEIIIcQA0XYWgJ5yMusMLNt2xoKAwM8ns/7u8vv92O32dqd9CHfKCIfDwcMPP8zVV1/No48+2mmuJ04PMWvWLN555x3eeecdJk2axOuvv87TTz+tjPWof/3rXzzzzDNkZmby6quvBq//xz/+MVVVVXz3u98lPz9fuVifslgsfPTRR/zkJz85qfs7EseOHWPJkiVs27YNu92uHO4TJpOJP//5z/zpT3/q1YKS1157jdtuu43Fixe3a0uWLOH73/8+5eXlysUGpNraWt5++20mTJjA9RdeyM1XX83NN9/8bbvySm6++mouvPBC5aIn5n//F5Yvh7PPhn/9C/7v/2DhQrjzTpg0KaTvnYQEfvrqq9Q9/TTep56CUzRDS5DPBw0NUFsLL74I11wDP/wh+P0QHa1MCyFEv6FSqcJ+Pw042e+nUrQghDiD+QEPTaY6Skxmqh3tz83jdTtobmlgV52ZJmszRxtr2VlV1abVUmy20+ID/F5wmDhQW9NmvJqdVXWU2z3Y263eRWOzmWqTDYtySAghRC/xYrObqWyo56DFg9On/DLtx2Vr4khjMyUWJ+5gv5MGk5nqFjvWNmm7zURpfdvPhUbK7S4cPjd2ezMHqqrYHRyrIb/eRK0HPMqrFUIIIYQQop9Sq9UYjUbcbjcqlQqdTofdbsdgMITt02g00Ho0dme5QF+07KTrdc8++yyPPvqosrtX3Xfffbz//vvK7j5x9913s3r1aj766CPuvvvuk96p0pGf//zn/M///I+yG4Bx48bx5ZdfMnLkSOXQgOVwOFi8eDGfTJ8OymKiX/8annkmtK+nGI3w3ntw0UUd9m3fvp0Fl19O2f/9H/RU4USkmpvhyith+nT4y1/g3HNhx47j7fzzlWkhhDhjSNGCEOIM5gVMfLbuXX6zfgcvlrafhszaUMKGLauZ+d4u1hZ8xW8+eYvpK1e2aW/yix3FbLUBLgscW8ftb73aZvyfTF/5Lk8VN3KoXSF7FZ9u2sGLXx9gT2sJhRBCiN5m4+Dh7Tz33/e4e08zlYqCNb/PR3Xh5/zss69ZkVdOzfFeoJIP12/j1c2H2Ncmf6hwPY++F3jPf4HpKz/jTwerOeqs5dDhr7lt5UrmBD8TXuXq99bzVjPHi92EEEIIIYQ4Dfj9/rCzJTidzpA+s9nMHXfcwe7duwHYsWMHP/jBD6irq+t02d4+8r8vffPNN6FHl7e2n/3sZzgcDmW8Vzz88MO89dZbvTrDQDh1dXX89a9/ZeXKlcqhU6akpIRly5axdetWrFYrVquVbdu2sWzZMoqLi5Xxk5aUlMTixYv53e9+F9K/aNEi/vCHP5CdnY1OpwsZG8j0fj+/qq5m+vXXg1YLv/oVOBzwgx/AsGGg0Rzv6wFP8RTXtv67Sb2Mqkx4yvC3sH2v8ApOp5NDR45w129+w6bW96xe9+67cO21sGwZ5OXB0qXw8svw2GMwZMjxFhOjXKrHRUVFYTAYpEmTJq3LZrFYeP3115VvI71G7XQ6ycvL6/JcSmdibs+ePac853A4upWzWDo/Plty4fVlbvfu3T2Ws9vtvZKzWtseQ9rewMm52L37KHOGpGJUeyiqq6M6pHjATo25iaLqZmYn+BmpgdjUsVx13nVsv+uu423pZCa2VLFu+wG+cXrZdaQRa8pUfnHZkuPjdyxl+3eGY9udz1eHKzgM2O0Wdu/+kr++8QUvFpazK+RWfSvy38POrl27eixns9m6levqnHOSC+9My1mt1m7luppCsjdyu3fvlpxCf89ZLJZu5Y5vFDQwOi2T2UNT2FdylBKXKzhzgsViZueub9h0uIqclAxmDxlMGk483qM8/85XvHywir2t69uzZzcORy31Vh3DBp/DY0vvYvtdy9l+18X8eHQGuYBXrccdO5g/fWcpX911F9tvXMiKUWr+vG4PBVYHgVfD8fXt6XKjpeTC6+mc2Wxmz549OJ1O5VCI3sjl5eVJTqG/51paWrqV62qnTG/k9u7dKzmF/p5rbm7uVs7t/nZeoHBOh9y+ffskpzBQciaTqVs5j8ejHArRnVx+fn6P5goKCnos19zcTGFhYUS5AwcOdJk7FdRqdch0wD6fr12f1Wrl448/pra2FoDq6mq+/PJLPB5Pp8uq1Sd+XF1RURFPPPEETzzxBCUlJcybN4+rrrpKGeszlZWV/Pe//w02m82GSqXi/fff56mnnqKsrEy5SI9paGjgmWee4e233+bo0aPK4VOioKCA119/nZdffhmf79RWbu/du5dnn32Wjz76iObm5mB/c3Mz//3vf/nLX/5CXl5eyDI9IScnh8WLF/Ozn/2MtLQ0Lr74YpYvX86cOXOU0QEtB/iVTseN997LkNtugwULjhcuPPEEJCfDokXH+4YPVy56Qnawg2qqiSOO//JfLFjY8d4OVv1uFat+t4r3fvcej//ucV753SsUrC0AwO12s2bNGr744oteKWIJ8c478I9/wN69MG0a/PSncOutx08NMXu2Mt2rNBoNPp8Pu90uTZo0aR222tpaCgsLKSwsDHkPaWxs5MiRIyF94dTX13Po0CFldzv19fUcPHgQAM2KFStWqFQqYmNj0Wq1ymwItVrd73NxcXHBKcg6MpBysbGxklM4HXKRPr5d5VQqVa/kuvo9+ipHN+/nyHJaUlPjqG9oweXyEpeZzTAdqACcdeRX1fN1vYErZ57FdG0TX9uN6OOzuXdMFllxcWTFxeJoKKXBacMcl8VUdwlveQazYOhgrslJIys+lqy4OOpL99EQFY82LplMj4nN2w/jHRKPxaEnOSaBs8ZkkkPr9Ybcvq4fN1q/bJ55OQ2HigtZe7SSnZ5EJieEVqp7nBaajm1nZaUah6OeQ1UHeWr7Xj46eLC1lVJo8aJLGMSQaA1xrkr+U1DAc3sK2mQqqCIaY2wcKVofGo2D/Yfy+U9hIf/af5CPjpbzkTmGsxOiSNB9e5u793ucGTmVStWtXFev397IRfK+EWmO1vulv+fi4uJQd7GBcODltOh0anx+D2WHSkkZNowMQzQJasDrwO8oY1WZjpzcUZyXk4DR1sjm7YdpSYmm2awlNT6JCSPTGapWE6tpZM0xJ3ZDJhedNZLpiXFkxcUQr9Og9ZipaTbxWUUM35l5FlPTBpEb7cHtbOHDIz4uGZtBZoyOqDa3LzY2NqLf48zMuSgtP8y6wgN84hzEmFgtMZpvPzXVKnA3FvHKkSb2O9UMTTISjR9oYNPuUg40OVGnxpPSur7K0jw+3LeT5/Yd5KODh/joYDMuo4GkGAdNVUd4cUsxnuxhJMREEat202SqZfOOvRw1pmLQ64hVh76/dPZ79FWOE7qfT32ue6/fns65OFZ2kHUHDvKFcxBj4rREhzyv/LgainjxsInDlhb89nJe2rCDNw8e5MPAd4XSar5yxDJ/cAqx1jI+O7CPJ3fsa/NdoozDDhVRxihSnMd4c08R/zlQxPut4x8fOcoedyLpMXpS9Mdvd3fuv0hyWq1WcmH055xKpepWzmg0ntY5Wu+X3su5qG8o5+td21htSyI1Rkdy6+stkDNX7+eDQ+V8UWkizXuMx7bk8d6BotbX8VG+qmgienAug6J0GGxV7C3O56EteW1e68fY1WgnKjWTEYmx6NQqaqsO8mX+NzyTdzxT7E/AEK1HbS5n895dfKkeTLohKnhbApor84/flkYYmRJNY+l2/pl/gNcLD7K5tpnmmGyGxYCuzR+PgeeLKsx5Zdvqq5xOp4s4ZzQaeywXeHz7Y87v93eaazt1vUajwWAwhPT7/f7gz3V1deTm5nY53b3H46GkpIScnBwMBgNer1cZaae4uJjq6moyMjIYM2YMqta/h9RqNV6vF61Wi9frRa1WU1tby2effcZnn33G2WefzcSJE4mNjaWpqYnx48eTkpISfF0qlw3MthB4njidTjweT6dHpL/55puUlJSg0WjweDxUVFRQUlLCtGnTuOiii0hPT1cuEqKuro6KigrsdjszZ85E28F2Z23rbBAOhwOdTodKpWLdunVs3bqV5ORkbrvtNqKijn+r379/Px9++CEAN910E0OHDg3pmz59Ovfeey+jRo3izTffZPPmzVxxxRXk5OTQ0tJCaWkptbW1TJ06laSkpJDbEaDRaNBoNFitVnQ6Xafvh42Njbz66qscPny4XeHusmXLGDx4cEhfW06nk5KSEmpraxk1ahTZ2dk4HA70er0yGmLfvn18/PHHIX0ajYaEhAQWLVrU6e1tbm6mrKyM2tpaZsyYQUJCgjICretTq9Vd3gf5+fmsXbuWESNGMGLECFwuF3FxcZx77rmMGDGClpYWxo4dy4gRI5SLQutBZYH7YOzYsWRmZuJ0Ojt9XhYWFrJnzx5qa2vJysri66+/Zvr06YwYMYLi4mKKi4tJS0sLPmeUTCYTZWVl1NfXc8455xAXF6eMhFVVVYVOpyMrK6vLosempiYsFgujRo3C5XJ1+d4BoNfrcTqd+Hw+tFotPp+PoqIiVCoVQ4YMIScnh/Ly8mB+2LBhfGf2bB4ZPx7j738Po0cfn0UgNRX+85/jp4YYNQqGDKF5+HD27dvHxIkTaWpqorKyEpVKxbRp00JuA63fLfR6PQ6HI3hbvF4v+fn57Mrdxflp5/MdvsNrvMY4xrHp4U0ce/YYrAPvOi9b1m2hdl0tKPa11dXVodfrycnJISsrC1oLjiorK9FoNEydOjV0AcVtCbyne71e9u3bx4gRI0hNTT0edLthwwZ49FEoKzs+u8LvfgcLFx6/PxQKCgqCtyWgoqKCyspKdDodU6ZMCckrNTQ04HQ6GT58eIePr06nw+FwYDab8Xq9uN1uadKkSWvXysvL2bdvH/X19cHPyrS0tOD7X+B7bEdNrVaj0+kwGAwh/bS+h7a9HMipNRoNGRkZHX5QBmi12tMi19UXJ8mFJ7nweiOXmZkpOYVIczqdrndyycOYlqgh1Wfi0wozge9yTQ1VHGux0Zwylotys0iIDrM+/SBGD9KRGmXnUJObjKQY9No2fyypdBCdybQ0Hz6Pg2PNbnQ6PZkZucw4ewRT0uLJbLu+NgK3r7M/hjjTc7Z69leU8vbReppbT/hxnBeP10KDqZLtTS6qTPXsr6nk3QozPv/x2TT87maOVpax/kgdnsxM/I46NlTW8FW97fg44HfWs+doKRuP1VOHByMmPqhsorDFiR8PNoeJvYU72Vxno7r1b8IT+j06Ibnw+ntOr9efFjltBxvmAgZsLiqelMQ0rk9oYnOViRLL8Rew3+/G46ynNC6X7MQERsQAaFCpEpk2fiiTB8WS0bq+jIwMtHYTh1w29jTUsmvfTlbu2s3Kw7Ucal2fWqVBr4tDpQq/ES0guL4Ifo8zOudspqrmGC8eqKbc5SFwvKZeryUtLZ7ikgNsqWzkiA3Ag9fXyI6CvfxnZxFflDdiCq7PS1lFKXsrajjian2/D1ypx0qLuYpvKqt4paSJIxYX4MFqM7HvwAH2mV00t37YtLt9HeirXFRU1GmR03RRYNXrOWczFdXHeKmohkq3N/i8iorSkZoax5GSQrZUNXHUYqG2qYr/FtVQ7fLgAvw4sDpMHKpqpsDmo9lcy+7qKj6qtnz7XaK1RekgOc7Hl8W1HGqxYw+M+f0hpwhrd/s60J1cenq65BQkF15f5aKjo3s/57ZhayjhtaJKDpidOIO5NDQaD8fKitheVkWByYat8RivHWukxOZuff36iTN4+SK/jPxmG80OE8fqyvlXaTNWj+/4a9ljpqmlnp21Lkp8fuzWGnZWV/FZjRU/Pvw0U3C4gr1VJswaL0aNnTcO1bDfcvy2HOcHnJSUHWRbWRWHHV5idQ7eKDNRanPjx0GDqY7Ne8socXsJzDMV+H072mkX0Je5tLS0MyqXmpraY7moqChSUlK6zPU2v9+P3W5HqzjFg6PNKSM2btzIvffeS0tLC7/97W9ZtWoVv/jFL6irq+Omm25i3759HS7b1U7Wzpx77rm8/fbbvP3225x99tm8/vrrPP3008pYv7BixQquvPJKZXevGTx4MK+//jrnnnsuMadgyvlwYmNjueqqq3jyySe7fP/uaRdccEHwufH8888zd+5c5s6dy8qVK4P9F154oXKxk/Laa69x++23c8MNN3DjjTdy9OhR/v73v3PDDTewdOlSfvCDH4Ts3D9d6fV6nnnmGX75y1/yu9/9jscffzw4Fh8fz7Jly3j8v/+F9947XqwQcNZZx0+R0EnBzIlKIIFYYtGjJ5ZYfsWv2MY2ZaxDH3zwAb/+9a9paGiIqKgrIi4XHD16fEaF/Hy4/XZ45BFlqs9oNBpiYmKkSZMmLWzTd7B/LSYmhuTkZGV3OzExMQwaNEjZ3Y7BYAjm+vYbrxBC9AsxDE2LI0rvZsvBCkx+P15cHKmoo6LFSWZOBmkqFR3tAoyLikaj1lJr7Xh68uQYI06vD5PDR6xxEOfPm8KUOCNdv7WLjhkYO3gIYwYZsdRVcMgDzsBWf58Di93EV5V+zhmWw6TkBOKMqeSMmsU/rryCf1xxBf+4eAbXDYKje/PY5ACLH0gcyrxJ846PX3EF/7hoIme7Gjhw+Ag7rS6aq0o5NmgCV82+iH9ccRnPzJ3IXe48NlSb2W85tdMcCiFOho7YmFimjDCyt6SKo00WHHgxW81szi/HmD6ItHgjsehITEjlgvMmM9kYQ6JyNR4NxhgvDeYKPt65k5U7d/KXvUVsrDXT5AH8XnwuM4dra9hTVcXOiloONNpwJcai06g5tZvsTnfR5KRmMGVIKs7qEkqcbsyB93y/G6+7ge21HnLTMpiVNQij20pVTQlr9hazvdFMTXA9fvA2UWGLIj3jbP7noiv4xxWX848rZnBddhIZACrwabzsPlbCkWYz8vY+kEUzNDWTyYNTcNSUUOL0HP8+AOB34XY1sLXGw4j0DGZmppCoNRCTPI7/WXQJ/3fFFfzjigv5/bRhXNB4gK0mN1UuIDaT8WPnfPtd4ooL+MnZuUyJAVQaiB3OkpkLeLp1/G+XXcKvx6cwJrbzIg8hxMnQkxL//9m78/ioynt/4J8zW5JZsidkA0JYAmFTCIgKiiCuiKJibW1razVW215bbe91uW1p76928V5vq9d7W8Ratah1F1cUVAQsS8gG2UlCAmRfZl+Syczvj+SEM8+cmXMmzJCZ5Pv29X3NzPN8znPOmTkZ4pknZ9Kxen4+uP52nLbb0Tf23u4B3P043jcInS4VV8zKQZpSDUXWUvxgzYaRn+PrrsBvV+XBUV2Osu4BnHIDiE9Gcv5F+MM1141krrkY35uZgNajR3DQMogBcxfakAhNwRX4y8br8JeNF2GxuRfd7X2wJ2ZgdeFMKPrbccZmR7/PtvTheJ8Lel0q1uUmw2DpwlFDMe649Br8ZeNa3D83A0OVx1E3NITgX/5ISHgpFArodDoMDQ2B4zio1Wo4HA5otdqxtvj4+LG80+kM2Ca1LAm/p59+GrfccgvbfF488MAD+Ld/+ze2+bwrKSnBe++9h/fffx8lJSWif30eDj/72c/w4IMPss0AgAULFuCzzz7DnDlz2K5J5de//jUeeughtjnifoPf4AE8gGIUo3T0v6twFRsLqqysDNdffz3a29vZrvE5dAhYtw5obwd+/3vghz9kE4QQQgRo0gIhhABImT4DFyanYdWpMzgILyzoQGNPPLzDedi8wACF/9UaSTRIm47FaSm4yX0G+42AhZ8IPWiB2TqA3SjGmhwt5oldTU87A/OzkrA+8xS+OAlYxL6K2jAfl+Z5MDuhB1XGFExfdgv+cVkRbs4xANBAH5eMNQWpGHA5YHaN/y9DCCHnX5xOjxlLL8S13X1wma1ogRkm5wAOtMzBtXPSMDdVfDbxGE4B5F6EX61chzduuQVPl5TgyPe+g/dntMNi7sMn/QDcVgz2HMaPXn0Rl23bhuJXP8cvGzz48RUXYKEuHiMX+SWyJWYiL2s67veeRLN5CN38267biWFTGw54CjEnPRXFqS509fTirQ9PYcG1K3H9nGws5sfwegDzKRwf0sIel4Yl+rPDj1EboE5Ziu8qT6Df1o+ywHMSyWSQNA0zpuXhXm8rGsxD6BUcV27Taez3LMD8jBQsE71CcxJStGm4ZFY/eu3DsAX/unZCyETSJkE3vQj3qjrgtNnRxl8l3TMMmFtRMZQDfXIO1mUyywGAOgm61AX4RsFpmGw2tBjZAID4bMzIzMKt00+iomMYfYYluPfCC/HkEpEBtUnQT1+Ae5XtcNjsaB3bFjdgbkPFUC4MyTm4Ij8dmXMuw67LZ2N12sT8hTQhPP7rEdgrLbhcLtGrJfzud7/Dli1b8Pvf/36sTaPRyFqWhF9GRgbuv/9+fP/732e7Imrr1q3YsmVLwK+6OB9OnjyJb37zmzh06BBsNhtsNhsOHz6Mb37zm2hubmbj5ywlJQW33nor/uM//sOn/corr8Tvfvc75ObmSl4ZMda8h/fwGB5DXFwcnn76abTd3IbvJn8XmwX/7cVeAEANanzaN2MzHsNj7JDjkoY0JCMZcYjD9NH/tCH+X/ecOXPw61//WtZfBkt66y3g4YcBkwl45hnghhuAAF95QgghZARNWiCEEABAKrITNViQ1YZ9rUBjVR32w4PTmRm4YOSPLgMacNgxNDyEGYlin4yP6LSakaBSIFMX2i/LRIoWWQYtclMH8WTZSXTZR2YedPX1oLK5CSiYhWlxcdCxi43Sx8UjRatHU78RLreb7QYApGp1UClUOG22MD0W9Nm68WJpKi6bnoL56RIfcBJCokwcFNwMrJjRgQGXBeV1Xahta8V7s/NRoNFA5CMGcVotDAkJEH5jbpfNjl67A1DpoclYiadv/za+LClBacm38e7Na3FbEpBIv4WPQxySEvRYMcODVxvPoLbfBgAwWy04WFUBR0YG0vR6JCMO0zLycPuNl+NygxY+3xLq9QJmC9oGz+CNqi/ww23bULz9ryjeVY2Pu0bGAwClUoHiounoMjnQcKZfOAKZdOKQnKDDhXke7Kg/jQbjyHFgNJtx6HgVXNMykabXQ/z0ogkD9j581ZKKdK0SOjWAgRYcOvwuirdtG6lX9uDx4+3oAQCvGzAewxMfvo7127ah+PlXsfa9Khy1DY5d5p0QEilqaJSJuGgGhy87uvDPjpGZB4NDgzhyrAr9CfFITElBOrvYKCWnQG5iCgacg+h3+H4vPC9BrcY0QxLazBbYhkZmMTlMHag89BY2PL8L+1NzMGP2LCyAGnGqRFw0Q4EvO7pxcGxbhnDkWKXotvQ2HcAT77+HB8tPI+7yS7AiToOJ+wiQBCP119t8v9StGP47f/kM//h8USgUPuv2eDxjbV988QXefPNNJCUl4cEHH8QVV1yBRYsW4corr8S9994LrVaL1157DQcPHvRblh97vOrr6/HEE0/giSeewMmTJ3HZZZdh06ZNbCysLr/8ctxwww0YGBjAn/70p7H1v/fee0hJScEDDzzg83300aCoqAh33HEH7rrrLsmv8TpXGRkZePDBB7Flyxbk5+ez3edNVVUVnn76abz//vswmUxj7SaTCR988AH+53/+B5WVlT7LhMOMGTNw66234qc//SkyMzNx9dVX4+6778all17KRieFJjShdUYrHnvsMXzta19Dz/QetKMdi7EY8zEf+7Efp3AKANCLXnyAD5CNbCzGYthgw37sZ4ccl9raWnz55Zc+1d3dzcYCWrlyJe6//35cddVV0GrP8fztm28Cf/4z0NkJPPoosGULkJPDpgghJCbJ+Z000O+2bDvbP/7fCAkhZFJRY1pqMoqmJ6P2WAU+re+BRmfA4rx0iP0R5hjHKVR0DeO0MwlLspT+kxs8LsB6Al+cSYBXqcfsFHrbDS8FElNTMHt6FmbVt+C0cxD9MKPD6EBTVxKuW5yBjARVwEuwKzkFVAolHG43Al39W6VQAhwHp1v4fXZmnGhrwUdl7VAsX4GL0g3IVdNrS0hsUUChiMeywlwMWnvxVU0LjvUPY+2imciKUwf8SqAxXg/QW4u/NbbhzXarT16nVkOrVgOcEgqNAXMyp+GC7Gwsz56GRenJyFQBKr9/MIg0BRJ0BsxZMBuz2rthNFvRCRuMdhMONiViZX4aZibHQQUF1Oo4ZKYnIVmp8H0tOQWQMg93FC7ED5YtxrXLl+PuC5bgFlUrWgcGUDY6P43jFDBkFKKIM0Nh6aCrLUxqCmj1iZhbOAuzTnehz2JDF2ww2s040pKIVQXpmJGkgQoA3HY4+mvx33t24YH338f339+N31SeQtP05bg0JQ7ZGgAJycjNLcQ9y5eP1KJZWJNpGP0bLwUQn4lL5i7Et5cvxz0XLMJ35k1DtkY5Mj4hJII4qNTxmLVgNgrMNgz2DaAVLgy6e3GwSYtZ6alYME0b+N9/DohTqeD2eOH2iP+fg4JTQKNUweUexvDoyTd1nB5ZuQvxrQsuxlptB0zGNhwe4KBUjWzLLLMVg31GtMEFl7sXB09oUZCe5rct2pTpuGTeMtw2KxMF9iP4vGsIXWJXiiMkglQqFTweDziOg0KhwPDwMJRKJTweDz7//HO88cYbSExMxE9/+lP88pe/HKuf/OQn0Gq1ePHFF7Fv3z6/ZfnxQrVs2TJs2LAB06dPx+HDh3H48GHMmTMHd911F26++WY2Hlbr16/H97//fSxfvhyVlZVj67fZbNi0aRMefvhhzJw5EwCQlZWFDRs2YMOGDWNXHBBrOx8WL16MBx98EFdffTWSk/2+/C4scnJycOONN+LRRx9Fbm4u231e9fT0oK2tbey5ZuvUqVMhfagdiuzsbDz22GO46aabUFJSgmuuuYaNTCqGmQYs//lyHMk4gjM4g0twCX6NX+Pn+DkykIFKVOJDfIiDOAgNNPgX/At+jV/jGpz786JQKJCbmwu73Y6Wlhafmj17tt/rvmHDBsybN89njCVLluDb3/427rjjDp/28erYuxeNJ0+isbgYjbfeisbeXjQ2Nsoqq5W+AIqER2dnJz799FN8+umn6O+nP8YgsSH03wgJIWSS0ulTkJuZg+TOcnzep0CSIQUXZTAza229qG+rw7bR7y7fdvQ4Sl16GDLyscwAcBwA8xkcaDw+2l+ObWU1aI6fienpGZh3jhN1iT+NNgU56bm4Bk1otrjQ0tOBRpMN1erp2JQdj+QgkwkGh91wDA0iJSEeSpEZgQDgHBqE1+tBUtzolRQGe1HZ0oTPmvvRqUzDmuWzMEcXF3xyCyEkKnGcAlm5s5HhHsCp7h5UDqZgS34yEjWBpjr56+s5iX11Zdh29CieLa/ELmc6cpNTsDiRPoKMBJVGi5SseVir6oLZbkFtbz9O93fjM64AqzL0yEuQeO04BZCYh/Wz5uGbS5bgtuXLUXLhUnwj0YweixnHzfxVdzggLgPFaUrEey3Y38FebYdMJqo4HVKz5uIKZQeMNhvqevvQ1t+DvdwsXJqpQ06873Hl9XrhhQ1tnT2obXchdUEhFhjUSFIAiE9BXu583Lt8+UgtLsCaTMPIVZ84BRA/DZfOLcKdy5fj3gsX4TuF05CjVgb+oJQQEjacQgVD5lxcFG+FxjGAyj4Lerpb8NlwLgpSkjFfH/jfbq8XMLuciFcpkRDgL5TdnmFYB51IitNAM/oBrCregGl5C/HtC5fh8gQzBgY6cWhgEAqlCoZpc7Eqzgq1sx+VfRb0drVgtycPs1OTUchsizZ1Bi6dtxRb8qehwN6APV02dLnEJ08QEglerxcOh8Pv6yH4r4xISUlBZmYmUlNTfb72we12Q6fTITMzE5mZmdBoNH7Lesf59RA///nP8frrr/vVTTfdxEYj4tJLL/Vb9+uvv44//elPSEg4+5UuwtzChQsBAKtXrx5rKyoqEowaeXl5edixYwfmz5/PdoXFFVdcgf/8z/+M+NUc5Fi/fr3f68PWhg0b2MXChuM4/OEPf8D69evZrklFCy160Yu7Rv+rRjX0o2fJOHBIQxpewku4C3fhSTyJTGRCNTplVwcdUs7x2kEqlQpXXnklbrrpJr964okn/F7z119/Hd/85jeB0dcoLS0NDz/88FjbuUpISEDZ1VfjnXvuwTvFxXjnnXdCqr6+Pmg0dDVXcu4OHDiALVu2YMuWLaiurma7JQ0PD6Onpwfd3d2w2+1sNyEREfiTHEIImWrUOhgSs3BtuhfxGdORk5SE/DhBv8aA6QoHnD2NZyct1JiBabm4vGgG5nBKcHHJKOT60dBaO9JfXoNtdYOYs2QeLs5Lh+8ccw1SEw3IStbSB97nJAGGuBRcPt+Mlh4jymraUGe1oT8/F4sABPz2V48LfTYHTlk9WJihR4Ja5IOuYTtOmZ2wuhUoSIkH3FacPN2Ej4+fQYM7EcsvXob1esBA/5oSEru02ViaosW8jCSo0qZjuR5IEP2Z1iAtORHTEhPOfviYvgCb0jhkWxpGJy1U4HPFXMxNT0dxkhoJ8XrMS9fDoFQEvOILCZUGSsU0rJjlgNluwtHadtR09ODUvJnI16gDXMJfyAu4zGgZGka/Rwnh35fZBodgH72cNy8vNxt6jQpnTp3GGTfgDnzFZhLTNFApMrBytgP9NiOO1p5BTVcvzsydiQK14LhSaZGQugAPXnkNntq4Dj9fVoQbUpIwU+mGkwN8jx5CSPRRAMjEotxhKBUmHKnvQnXjSTTNzEGGXhv4q6G8bgwNWlHTN4iU+Dhk6EQ+SPAMwuywo2FgGAUpWug5F9qtVjTZzn4Qq9PEweMFrINDAJQj25I3DAVnwuH6Lhw/0YrmmTnI0CWMbItnCEMOE6qMDpiGRiYoqJVK6DRxMLlcGBoWXgmOkMhSKBTQ6XQYGhoCx3FQq9VwOBzQarUYGhrC9773PRw6dAivv/46cnNzfXIGgwGffPIJ9u/fj7vuustvWY7jEB8fz66SEBIjvo6vo5T57yE8BACIRzzewBs+ffuwD/kY+dqQO3AHnsWzzIjnj16vx44dO3DFFVewXeOi0Whwww034Bvf+MY51dKlS9mhCTnv2tracO2112Lt2rV4/fXX2W5CIkL0lCwhhExNGiQnzcTtN9+N925Zg5LZGUgVdmcvx79d+zWUlpQI6mv4Q/FsXKQFoNED+Vfgb7d9W9B/F0pLbsWDBamYK5wAMTIgrlldjLsum48LRv6mk4yTTqvFJRcWY6C1Bp/UtsPqNeCb83OCP6f2NtR1GrGnazrW5gMGkXOPsNTjwGkFmh2ZKM60A8Yy/OrjLrhzFuI7Vy7DNQZ2AUJIbOEAGHDxiqvwxC034u9r5yEPEPmLZw5ALjatXYE7L5mLxYKeuUVr8ejmkff8I3d/Dy9fMgOXpGqAuEzMzV+GbTddgGWJ8aOXhifhoFQosKxoEYZNnfiyuhHVlnj8aOlMpMb7v3J+PMPAmYP498PH8ccTvpdHnKbTIl3LTHXT5mNxggpL3PV4uh8YoM+HJi2VSoXlCxfD3d+OvdVNaLAm4P4lM5CkCfRXghm4eMEsXF0Yh93vfIn9Vgf62AghJCotmD0XOq8LR6qq8FGHCt9ekIeCpCD/Ug+ZYO+vxY6mPCTpdcgXu6K6swOt3Z1481Q+LshRIc1SiW3l5Xiw6uxlx3usFqg4L7L1urG2BbPnjG3Lxx1K3Fk0/ey22HvR3bQXV3/ZhP19I3/d5hgaRLfFhOmJhpGvoiLkPPF6vT5XRuCvlsBfVcFgMGDatGnIz8/H0NCQT06r1SIlJQUzZ86EwWDwW3a8V1oghESH9vp27H91v099/OrHePXVV/GPV/+Bz1/93Kdv36v78Marb+DVV1/F+6++j2OfHWOHPC8WLlyI5557DkuWLPG5Osq54DgOOp0Oer3+nIqutEDO1Y4dO/D000+PPf5//+//4YMPPvDJSHG73ejo6EB7ezt9bQk5bxQulwuVlZWwWIJf8nQicxUVFVMm53Q6Q8pJvVlQTpzT6UR5eXnM5xwOR0RyNpuN7fJBOXEOhwNlZWUxn7Pb7SHlpC4PdV5ySg2QXICLlN3ogRodmnQUKpmc+TTqyt/Him3bULxtG4r/vg8vDGhw8aULEV9WBoXdBnTX4K29b430b9uG4lcqUJuSgyuWFyLPbMOLu0txyFKP/933Ab7GZ7Ztw+37W7C3d+Qki+j2iZhqOZvNFlLO4Qj+BfKTKVdeXk45htyc1WoNKed0OtkuH7GQq6iooBynABKnY7HGBgWG8E+HASktFVAOyRiv6hic6Rfg27puWKveQPG2bVj1/Et4yLQABRlZWJ8KDHtcsDk64PGMfFVETuY0rJpbiEUAhPMPLRYLKioq4HIF/1LxWMhVVlZSbvS4WqK2wAs3Djl0SDlZCYU7yHhx05CSkoNlukY88UkFdp8xwjTQgkOH3z37u8S2bfjGp4fxlyYXKus74BoMPvPFbDaLbx8j1JzUh0GTKVdVVRXzOZPJFBO5IebqNKyozemmoSDei2nDXdjj0mBJIoc04ef/bhdwci8efOvvIz/Hz7+BG3efxMINF2FNThpmAIC9Bz01H+GaF/46knlxN35R2YeiwkSsUnFIzVyKa5M9KGw9+37w874Z0GctxIY4E44dOzayfboszI73YBpM+EwxAxckKZE6ui2mQTXaBuLwS8+XePbjkW255bPjeC/1BpTMjMec0bkNJpNgvCCMRmNM5Nxu/quaxE1k7vjx47Jy1dXVkjmTyYSamhpZubq6Osnc+aBUKuH1jlx2iuM4eDweKBSKsLQpRr9ShRASW2bPno158+YhOTl53JWdnY0VK1aEbeKAHCtXrsQPfvADXHXVVdBqg0xcJCRG1dXVoaKiYuzxoUOH0Nzc7JN55ZVX8Ic//AHvvfde0DYA+Pzzz/H++++PPX755Zfxhz/8wadOnTrlswyZvPr7+9HU1MQ2++nt7UVjYyPb7Ke3txf19fUAAOXWrVu3chwHvV4v+V1TCoVCds5gMECpDH4hXMqJCyWn1+spx5CbUyqVMZ/jOC7qc3JeD7k5hPD6hpKT+/MmJ6dUKiknIuI5jgMUcUhO0GN23kyszMvCwsR4xPM5dRx0uhQsyJyG5Tk5I5U7A5fmz8DFeWnI0yiRmJyO1ORMLMnKEmRm4vKC6bgwPRHpKgXUGh3m58/CJTOmYxWfyclBcU4OipLikaweOdHit30BTKUc/74hNyf18zuZcnLer+TmMPp6yM0ZDAYoJE4Qys3xf2EVzTm9Xh/zOf71ndo5DlCoYYjTY1Z2LpbNyMXKDAPS9Hoo/cZTQRufiPysVExPTECiUgV9UhrSEuKRlZSGmRk5KM7NxcoZBShO02FanBoajR4z0tKxNCsNiSolNCoN9LpUzJ6WjeK8DEyPVyJe4ftzHmw/ploOAV83f3LfX8KdC/jzptDAED96XE3PxYoMA1L544pTQqPRY3pqGhZlGEa+9oVTQq2OQ05qEmZn5WBZVjoK0jKxJFPwu8RoFaUmI1evR352NhZnJSM9jv8mX38Bt49BOXGTIcdxXEzkdDpdbOYUKug0OszIyMKSmbNwaVYqkpSKkUuRckoo4xMxPTUTK8Z+hvOwcvpMrJs9HXO1amiVasRrk1CYPg0rx/6/YTounjkDlxfkYHaiAWp1HAxxGuQkJiMnbSSzKr8AF01LwYwEBdRqNfR6PTilemRbMrOwdMZMXJxhQJKSG90WBeIS9JiTkYZpadmYPy0HK/OmY9WMmVierEa84ux15cbG44Jeay4mcjqdLmw5/jiQyk3EeF6vFyqVClqtFhzHjX14z95i9N83YY6tnp4ezJo1y2cZMW63GydPnsSMGTOg1WoxLOMrRpqbm9Hf34958+YhLy8PQ0NDY+t1jl55wel0hqVtaGho7DgZGBhAb28vnE4nbDZbRIr/nm6Hw4GLLroIqgDnu1UqFVwuFzo6OiK6Pf39/eju7kZ3dzeWLVuGlJQUdlOA0ePB6/Xi9OnTcDgcsNvtfmOFo8xm89j2zJ07F2lpaejs7Dxvz8GKFSuQlCT+5W9KpRIejwenT5+Gy+WK2HNgMpnGtmf+/PlISUlBZ2cnXC6XXzZc1dfXh+7ubvT29mLlypUwGORd4rOjowNqtRo5OTmSkw8HBgZgtVoxd+5cDA4OSr53YPRrD/r6+tDf3+9zDMTFxSElJeWcKzk5GS6Xa+z55jgOy5cvZzcDHMdBo9Ggp6cHAwMD4z4eU1JSUFBQ4NcurK6uLnR3d0OpVGLZsmXspvhsi9FohMPh8BsjXMVvi1qtxoUXXshuio++vj64XC4UFBQEfH3VajXcbjeGhoagpis3TTqlpaXYtWsXzGYzLrnkEsyePRsDAwNIS0tDXl4epk2bBgB45JFHsGPHDiiVSmzatAkA8PDDD+Pll1+GUqnE6tWr8be//W3sOJkxYwYWLVqEffv24Xe/+x1qampgt9vR2NiIf/zjH8jMzER2djaSk8UuS0ZikdFoxKlTp9Db24vZs2cDADIzM8GNfgUY//upQqEAx3F+pVAofH5/5n83FrvVaDQj43nF3rUIIYQQQgghhBBCCCEkRoVyyjNYVqxP2BbKff7W4/GIPhbeer3esVu+hoeH4fF4fKq6uhpXXHHF2LKBOJ1OfP7551i9ejXS09Mlr9YDAF9++SU6OzuxceNGtivslEol0tPT4Ry9+mhtbS0bCbuBgQGYTCb86Ec/Qnx8PNsNjJ5IP3XqFP75z3+yXWHndDpRV1eHu+++G7NmzWK7x1gsFnz66aeyJp6cq/r6eqxfvx45OTk4fPgw2x12DocDdXV1uO+++zB9+nS2e4zRaMTu3btFfz7Dra6uDtdccw3S0tJw9OhRtjvsbDYbGhsb8cMf/hDZ2dlst6iysjJotVoUFxdLXmm3ubkZnZ2duPbaa2G1WmUdRxzH4dChQ2htbWW7wo7/cL6kpITtAka35eDBg2hra2O7wq6rqwvx8fG4++672S5gdFu++uornD59mu0Ku87OTuj1enz3u99lu3zU19fDbDZj/fr1sFqtov82aLXasUlP5/MKF+T8uOGGG7Bv3z7ccssteO655wK2bdy4Efv378ett96K7du3AwCuv/56HDhwALfeeiv+7d/+DWvXroXNZsNvfvMb/OAHP0BDQwPWrl0Lu92Oxx9/HPfff79oG5kcWlpacODAAdTW1uKqq64CRr9aR6FQ+JRSqfSbrMDfYvQPgsUmLfD9wnaatEAIIYQQQgghhBBCCJk0Qj3dGSzP9gV7LHWfnaTAPg42aYGdrODxeDA8PIza2lqsXbtW9IMpofFMWsDoZILz9aGWUqnE888/j5qaGsmvFAkHj8eDxMTEoJMWPv/8c3z11VeSf70eDt7RK06UlJQEnLRQXV2NnTt3wsl+hVqEDA0NIT4+Hkql8rw+B/fff3/ASQuVlZX48MMPz+tzkJCQAIVCcd6eg+Hh4aiZtOB2u/HCCy/gzJkzktlwGB4exowZM0QnLQwODuKFF15AR0fHeduW/Px80UkLTqcTL7zwArq6us7btsyePZsmLRBJYhMUxNpo0gKRwk5a4DgOCxYsgFKp9JuwIJyYIJy0IJyswE5SYB/TpAVCCCGEEEIIIYQQQsikEurpzmB5ti/YY6n77CQF9nG0TVrgT0afTy0tLbBYLGxzxKjVasyaNSvgfnZ3d6Ovr49tjqiZM2dCq9WyzQAAk8mE9vZ2tnnSyc/PD/hhqtFoREdHB9s8qXAch/z8/ICTaViRnLTg9XrR0tIi6z0jXLRaLWbOnMk2w+PxoKWl5bxMHuHpdDrMmDGDbcbw8DBaWlrOywQrXqBtEaJJC4SfoJCdnY0LLrgAAHD48GH09fXRpAUSEpq0QAghhBBCCCGEEEIIIecg1NOdwfJsX7DHUvfZSQrs42ibtEAIiQ2RnLRAYgtNWpi6BgYG8MILL+D5559HQUEBVqxY4dP/xRdfwGq14rvf/S7uvPNO3HzzzWOTFv7whz+MLdvW1kaTFggwQZMWRloIIYQQQgghhBBCCCGEEEIIIYTElP7+fvzXf/0XWltbsW7dOjz66KM+ddFFF6GmpgZ/+ctfMDg4iBUrViA/Px+dnZ3YuXMnfv/736OtrW1sPJ1Oh/Xr1yMlJQX19fU4duwYdDodrrzyyrG2Tz75BAcOHMDw8DBWrFgheoUUQkJBkxYIIYQQQgghhBBCCCEkAtgrM0DwF2UssXbh8sK/RBPeEkIIIWRqU6lUyMjIQGZmpuhXDOn1emRmZiItLQ0cx+GXv/wlbr/9djQ0NODxxx9HYmIiMjMzkZmZiaSkJOTk5ODFF1/EpZdeio8//hgvvPACcnNz8eKLL+KSSy7BRx99hB/+8If47W9/i6SkJDz++OO4/vrr2dWSSSbY76Ber1e0XS6v10tfD0EIIYQQQgghhBBCCJk8Qj3dGSgv1s62iX0NhPB+oDa+wHxdhFfwVRB8H9/G3w4PD8Pr9WJ4eBg1NTX09RCETHH09RCER18PMXW53W709vbC6/UiMTEROp3Op99sNsNms0GpVCIjIwMcx421sRISEpCcnAwA6Ovrw+DgoGibUFpaGjQajU8biW1iXw9RVFQ09pUQ/NdEcAG+EiLY10MI24UTHehKC4QQQgghhBBCCCGEEDJBxP4qTaxNDMdxcDqdbLMouWMSQgghJLaoVCpkZWUhOzvbb8ICACQmJiI7OxuZmZljvw/wbWzxkxMwOhkhUJuwaMLC5Bfo98hA7UJyMgCgcLlcqKyshMViYft8TGSuoqJiyuScTmdIOamZk5QT53Q6UV5ePmVyDocjpJzY7DohygGNfY1YtX0VircVy6rj3cd9xisrK5O13mjO2e12lJWVwW63s10+oilX11uHFc+u8Ht9AlVtT23Q8cRQTpzNZgsp53A42C4fkylXXl5OOYbcnNVqDSkndTJXLFfZVen33hCoLv3rpWgeaA46nphI5CoqKqZ0rqyjzO/1CVRrnl+DVlPr2LIWi8VvPDF8TuqvFCdTrrKyckrnDp857Hf8BKorXrgCZ8xnxpY1m81+44mZ6Bz71zKsWMhVVVVNmZzJZIqJ3NDQENvlIxZyx44dG1duX+s+v/eHQHXtjmvRa+8NOp4YuTmj0RgTObfbzXb5mMjc8ePH/XLsVRf4nNT+mkwm1NTU+I0HZkyTyYS6ujq43W6fk73Cv0xTq9UwGo1jfYQQQgghhISbWq0Gx3Ho7+9Hc/PZ859iOI5DT08PGhoa2C4/vb29qK+vBwBwbrfb29PTg5SUFMTFxbHZMfylReTmUlNTg86soZw4yomjnLhYyPX09EheGijcuaGhIfT29srOpaenQ61Ws91jxHJ9jj68Xfs2PN6zl9g6bT6N3+z7Df710n/FrORZghGAm+bfhExdJhBgPDGUE3cuuV57L96ue9vnJFCbqQ2P73scj6x5BDOTZgpGADYv2IwMbQYQYDwxlBNHOXHhzg0ODqKvr092LiMjAyqViu0eE4lcf38/0tPTYybXZe3Cu/Xv+uRO9J/AHw/+EY9d9hiy9dlj7SqFCpvnb0ZKQgoQYDwxlBN3LrkOawfeq3/PJ9fY34inDz+Nx9Y8hmm6aWPtaqUaN8+/GUnxSUCA8cRQTpzcnMvlwsDAgOxcRkYGlEol2z0mEjmj0Yj09PSx3BnLGXzQ8IFPrq63Dn85+hc8tuYxpGvTx9rjVHG4ef7NMMQZgADjiaGcOMqJo5y4cOecTidMJhMyMjLGLmkqRizXamrFrhO7fHJVXVXYcWwHHl3zKJLiRv7tAQCdRofN8zdDqx75DmKn0wmz2Yz09HTJ9VLOn8PhkJXjx0tLSxPN8f/vKFyvcPIAO2nB4XDAYrEgNTV1bDyxr4fgt4/PCb8uQvi1EPxxlZKSAo7jxr4iYnh4eOwrJE6fPo3ExETMmuV7HoLldDrxxRdfoLCwEImJiRiSmFhBCIkdTU1NSEtLk/31EK2trSguLobD4RD9+gASu86cOQOPxyP59RD9/f3o7u4Oeu6cEDK1dXV14dixY6itrcXVV1+NpKQk5OXlweVyweVyjX3NiPBrIPj7CoUCDocDTqdz7Pdn4aRb4WOHwwGHw4G0tDRwXva3a0IIIePC/zXuvu/uw6q8VWw3iVL8X+MevucwinOK2W5CCPGzv20/Nry0AaUlpViYsZDtJlFqb+tebHx5I0pLSlGYVsh2EzIuu5t347bXb0NpSSkKUgrYbkII8bOzfifu++A+lJaU+kx+JOEV6unOQHmxdrFJCOxjsQzbJiyMTlJgb/lJDGJtw8PD8Hq9MBqNsNvtWLRo0dj4YlwuF7766isMSlwlhRASm+bMmYOlS5dKTlpobW1FbW2tzwQsMrlkZ2dj9erVASctAEBNTQ2qq6vZZkII8WGz2dDY2Iirr74aeXl5SE5OBsdxUCqVPhMUAIy1AfCZyMA/huBqYezjsVuatEAIIeFBkxZiE01aIISEiiYtxCaatEAigSYtEEJCRZMWzo9QT3cGyou1s5MPxPrEMmybsCCYrMC3CScq8JMV+OKvtMDfb2lpQV5eHrKzAx9TXq8Xg4ODiI+PD3qVI0JIbFKpVFAqlZKTFvj3D6125Mo+ZPJRKpXQaDQBJy289dZbqKmpoSvuEEIkeTwe5OTkoLi4GLNmzYJSqRybqMDf50vsiguBJimwj2nSAiGEhBlNWohNNGmBEBIqmrQQm2jSAokEmrRACAkVTVo4P0I93RkoL9bOTj6Qe1/sli/2sXd00kKw+/xkBo/HA4fDgZaWFqxYsQLx8fFj6xYj/Cs4Qsjk4vV64Xa72WY/HMfR5KVJzjs6qY3/N0bo9OnTsFgsbDMhhPhxu93o7+/H7NmzkZCQAIVCMVbs5ASxNmFB5Ksh/G5p0gIhhIQHTVqITTRpgRASKpq0EJto0gKJBJq0QAgJFU1aOD9CPd0ZKC/WLmwL5b7YLV/sY76EExQg8pURwse9vb1wu92YM2eO5MQFQgghhBBCgnE6nThx4gRUKhXS09N9JiUEmrgg9pidpMA+Ft7StFpCCCGEEEIIIYQQQgiJQsITu2ybsNLS0qBUKnHkyBG0t7f75AkhhBBCCJGrvb0dR44cgVKpRFpamt/vnezvphBMPBDeF8sFQ1daIISQMKErLcQmutICISRUdKWF2ERXWiCRQFdaIISEiq60cH6EerozUF6sXdgWyv1At/xVFNjHYl8JISzhlRb4S4B7PB44nU50dnYiPj4eiYmJ0Ov1SExMpKsvEEIIIYQQUU6nEyaTCTabDWazGU6nE1lZWYiPjx+7coJSqQQnuNICP3mB/9qxQG0QXkmBeex3S5MWCCEkDHp7UVn1KYr3fwv7LtmOVUuuAzIz2RSJNj09KDv2CYr3fQuHV7+A4iXXABkZbIoQQs7q7sb+yvew4eD9KF3zEhYuXg+kpbEpEm26urC38l1sPPITlK5+EYWLrwBSU9kUIaHp7MTuirdwW9nDKF39EgoWXwakpLApQgg5q70dO8tfxX3Hf4fS1S8ie9HFQFISmyJhEOrpzkB5sXZhWyj3A93KmbTAl9hEBvZrIvjljUYjrFYrHA4HhoaGxjKBBOs7V5EcG+dh/FBE07aEKpq2PZq2hRBCxiPUvzCPpGjallBF07aHui2h5iMp2LbwkwzUajUSEhKg1+uRnJwMjE4yYL8GQmzSAn9f2MYvz69D7LHfLU1aIISQMHj+eVQ++j0Ul3ix73kOqx7+H+D++9kUiTbPPouyrfei+B4vDm/nUPyLPwMlJWyKEELOeuop7H/yx9jwLS9Kt3FY+J8vAN/6Fpsi0ebJJ7H36Z9i4zdGXrfCp3YAX/86myIkNL//PfY8+whuu9WLI89yKPjLa8Ctt7IpQgg5a+tW7PzHr3Hf9SP/HmW/8h5w/fVsioRBqKc7A+XF2oVtodwPdssXmEkMYhMY2DaxSQvseMI2vp0VqD2QUPKhZMcjkuNHcmych/FDQdsSHrG87YREm2AftEa7aNr2qbQtkRw/kmMjxPFDySJInp1oIJxUIGzj77M5dvIC28avV+yx2K3C5XKhsrISFosFwUxkrqKiYsrknE5nSDmr1cp2+aCcOKfTifLy8imTczgcIeVsNhvb5YNyIjZtQsLTL2PpX5XQ/e55YMsWNjHG4XCgrKws+HgxkLPb7SgrK4Pdbme7fER1bvNmaP/7JVzwLAftf70I3HwzmxgjazzKBWSz2ULKORwOtsvHZMqVl5dTjiE3Z7VaQ8o5nU62y4es3O23Q/cfz2LpSxrE//kfwHXXsYkxssaLUK6iooJyQnfcAf3Wv2DJq1rEPfcGcPXVbGKMxWKRHk+Qc7lcbJePyZSrrKyknNCdd2Llo8/gs7cSkfviO8D69WxijNlslh4vCnKDg4Nsl49YyFVVVU2ZnMlkionc0NAQ2+UjFnLHjh0LT66kBEn/8l9YuCsD6rc+AlavZhNjZI0XQs5oNMZEzu12s10+JjJ3/PjxsOVMJhNqampEc/xJW4y+H9TW1sLtdvu08zm+LBYLGhsb4fF4fE4u8zm+zWq1orm5GV6vd6xNmOfLarWiqakJHo/Hp11YUuMJK9RcsPVyo/srtX3CnNfr9euTmxPbPgj+8lCsQsm1tLSElGO3j92PlpYW0f2gHOXYCiV38uTJmM+ZzeaYyEn9nMdCrrW1NWCOf1+zWCxoa2vzaRMrqfHkrjdSOZPJJDsn5/mLVI5tZ+tcckql0q/415dtVyqVoq8v+7qzZTab0dbW5tfOFj8eu91s8a8b287WueYCbR/bzpacHL9e9vUQK6PRGHA84XYODAygubnZp40di+M49Pf348SJE+Bxgt9Rhfd7e3vR0NAw9jiQ3t5e1NfXAwCUW7du3cpxHPR6PVQqFZv1oVAoZOcMBgOUSiXb5YNy4kLJ6fV6yjHk5pRK5ZTJcaP/eExETs7rEe4cQjgOQvl5C5orL8fA9r/i4yO12Oj2IHP2bCA/n02NUSqVwccbRTlxYcsdPYr+557Hx4drsWkYSJ89G5g5k02NkRxvFOX88e8bcnNSP7+TKSfn/UpuDqOvh9ycwWCAYnQWbCDhzqlUqgnL6fX6c88dPIie51/EZ0frceOwFymFhUBeHpsaIzneqHDn+OOAcqP++U90/+0l7C1rwI1Dw0iaPx/IzWVTAPPzG3A8yrHdY+TmIOd1G6WU+f4S7pzkz9v+/eh8YQd2lTdi4ZAb8QsWADk5bGqM5HijKCeOcv44jouJnE6ni+kcBK8HF+AvlHiSuS++wJmXXkFp5QncODgE7cKFwLRpbGqMWq0OPt6oyZTT6XRRm+OPF6mcWq2GVquVzMkdT6VSBRxP2BYsJ6RSqZCQkABFgBPRfPH7EY5cKOvl90MqJ2e9fE7OegPlvIK/mudGf8+Jj48HF+R5DiWnUCgkcxj9/UX4vdKBSqlUjh0HwUpuLhKvh5zcRK2XcuIl9/WI5pxCoYiJnNj7UCzluNHXI1BO2MY/L2yGLbk5/nhm29k6Xzl2/zUajWiOrUjkEhIS/NrZ4v8dZNvZEsuJUavViI+PZ5v9yM2pVCpZuUjuL/uaBsoFq2A54fiBjiu25OQUgq9+EOtjc8L3K7afv8/mxEo4nrAdgt9h+dux45m+HoIQQsLgq69w4r//G3e/9Rae2bQJCx94AFi7lk2RaLNvHxr+9Cfc/eab2HbzzZj/4x8Da9awKUIIOeuzz1D11FP4yfvvY/vNN2PWgw8Cq1axKRJtdu9GxVNP4V8//hjbb74ZMx58EFi5kk0REppdu1D69NP4xe7d2H7zzch56CFg+XI2RQghZ733Hg488wz+c98+bL/lFqT97GfA4sVsioRBqKc7A+XF2oVtodyXuhV+LQT/mO3jv+qBzQu//kH4VRHCcdj1sQK1BxJKPpTsePD7GgmR3vZIjx8K2pbwiOVtJyTS+A8op4Jo2tdIbkskxx6PSG6PQmKi87kKZdtDyUIiz/cpRq+uwN/nJx7wkw34vkDtbD87tvBxwFuatEAIIeFxorISdxcX45l9+7CQPsCKGQ1lZbi7uBjbDh/G/OJitpsQQvxU7d+Pn2zYgO2lpZi1cCHbTaJUxd69+NeNG7G9tBQzCgvZbkLGpXT3bvzittuwvbQUOQUFbDchhPg5sHMn/vO++7C9tBRp2dlsNwmTUE93BsqLtQvbQrkvdctOWvAyEw/4Nr6dv88W28c+DiRY37kKdexI50MRybFxHsYPRSQnf4Qqmp6XUMXythMSacE+OJ1somlfI/lhezTtJyK8PaGOHel8KIKNzU8+4CcbBHsMwYQGYT/fLuznxxb2se3sbeSOVEIIIYQQQgghhBBCCJkC+JOt4cSeyA3Uzp84FisF873F4apQsMtKlXCbJ7rYbQt3seuTKnb5cJZS5LvHgxW7bVQjxT5PUsUuT0UVS8Uez1LFLh9Lxe6LVLHLh7PYdUkV+34/mYt9riay2G2TqlCwy55L8dsqtc1gJizwbfz2CG/HiyYtEEIIIYQQQgghhBBCyHkQ6GSuWHugk8FsCduFJ8rZ20h/iBKuChX7fEhVKNhtozo/xX7gJlXs8rFU7L5IFbs8FVU4iz3epIpdPpaK3RepYpefzMXue7Bil53oCgX7+0G4i922aCzl6KQW/lYh+N2Rv88xv2uK3Rc+pyyxtkBCewUJIYQQQgghhBBCCCGEnBP2RK/w5K9QoJPCCsFldtmTxZzIX8uxj9liT2JLFbt8OItdVywVuy/hLnZ9wSrS2G2Tqkhi1zWZi32dpYpdnmrqFXtMBCt22clc0YTdNqmKNHZ9E1nsMTqRxW5buItdXziLXRe73kCP2WOCvy9sF7sfrC2YyP/2QgghhBBCCCGEEEIIIZNMoBOxYu1ibWLEcsKTxGInh9l2YRt7IjpcxZ4MD2ex66IaX7HPK9X4i31uY6nYfQlnseuiGl+xz2u4i11fLBW7L1TjK/bqCFLFvg7hLHbbpIpdPpaK3RepYpc/HyVcr/A++/sk38be5ymCTJZk84FuQZMWCCGEEEIICUF3N1BfD3g8QHU10NfHJgghhBBCCBk34YlbIbETyOx9/mSzEN8/kSfEQy32wxOpYk/6h7PYbZMqdnmpYpcPZ7Hrkip2+XAXu75gxS470cVuX7Bil53Mxe471fiKfV4nc7H7LlXs8rFU7L4EK3ZZqvEX+9yGs9jfP6SK3TapYtcXrNhlpYpdXjiOcDyx3yGD3ecfiwnUHgxNWiCEEEIIIUSuV18F7rkH3OAgcPvtwIcfsgkfXq+XbSKEEEIIISQo9mRwoHb+RDPbx5585u9zQSYECDNyij3pHazYZSe62O2LpWL3hSr6in3NpIpdnooqloo9nqWKXZ5qfMU+r1LFLh/OYtcVS8Xuy2Qudt+lngNFkN8vxX4PZQmXC4XC5XKhoqICFouF7fMx1XJOpzMmclarle3yEUquvLyccoxw5xwOR0zkbDYb2+UjlFxZWdmUyckldzy5ObvdPqE5u93OdvmI9pxcdrsdR48elRwvEjk5+xHtOZvNFhM5h8PBdvmgnLhQcuXl5WHLWa3W85+7/XbM3b4d/6fRIPe114Drr2cTYyoqKnDppZeiubmZ7fLBr9fpdLJdPignzmq1oqKiQjInl8VikTXeROdcLhfb5YNy4kLJVVZWSubkMpvNssab6Nzg4CDb5YNy4sxmM6qqqs57zmQyxURuaGiI7fIx1XJymUwmHDt2THI8uTmj0RgTObfbzXb5mMjc8ePHw5YzmUyorq4OmuM4DiaTCTU1NX459gSx2WxGbW0t3G6330li4X2z2Yz6+nq/8cBMbLBYLGhsbITH4/FpZ8tsNlNOpELJnThxAl6v1+9DBGFZLJbzkmMnslitVjQ1NQGAX59ScIULi8WCpqYmv/HYCiXH/z8Uu052+/gcOwY7ntz1hpKTu16pHL8fXJBJRaHuL+X8y2w2x0SOC/Lh4vnIsccdXxaLBS0tLX4ZqfECVSRyLS0tEc2xz4lSqYTZbMbJkydF+4XjmUwmv/HEKlI5tp2t85nj/w3kOA5Go3Hs9Q1WoeSampr82tkKJSd3vXJyAwMDE5bj/z0Kpq+vz+95gcgEhL6+Ppw4cUKwpC8+29vbi4aGBrbbT29vL+rr6wEAyq1bt25VKpXQ6XRQqVRs1kcoOb1eD6VSyXb5kJtTKBQwGAyUYygUCtnPn5yc3NeDcuLk5LjRXz4p52uic1I/b3Jz/V1d2LltG66/6y5k5uWx3T5UKpXkeAghJ2f7QDlRfR0d2LltG2645x6k5+Sw3T7kjAfKiZL7czSROZVKJet9IxI5g8EARYCZqQghB8H7BuV8hS138CBaX3gB/93QgOLhYRjmzQOmT2dTAIATJ07giSeewF133YWMjAy22wd/vARc7yjKiVOO/rsfLNfZ2opPX34Zm0pKkJSeznaPEf4eEWy8qZhTqVTQ6XRhyQGAWq2WnZPaPkQgJ+f4a29uxuevv45NJSUwpKSw3T7kjAfKBUQ5f8LfN6I5J/VzHkpOzvtGpHJ6vR5ckL8Wkps7VV+Prz74AJtKSqA1GNhuH3LGwyTL6XS6qMoJ2+QcpxAZT2xcr9cLtVoNrVYr2i+kUqkC5oRX9eLHExJbJth4QiqVCgkJCUFz3OjPr1QOYR6PzQUrfn8Vgg9KWOx4bJ/UeMLil1Gr1aLjCY0nF2i9fAmPq2AlJwcAGo0mYI7fNgiOPzbD5innX+PJyT0O+Pcrtp8dj+2bjDlO5nE/0Tk572tycxqNRtb7Rqg5tp2tUHJynhc5OUi8X4nlgu3veMZj+0LJCbclWE7ueGxO6vU4l1wg/HEqRSoXaL1iJcxJGc/zF4zYfrDjcRI/H0Ji44kJR44THIOBto/PYfQzZ+H7GtsnlhNmxG7HXg8vXbOWEELC4kRlJe4uLsYz+/Zh4apVbDeJUg1lZbi7uBjbDh/G/OJitpsQQnx99hn2P/UUNrz/PkpvuQULf/ITgHnP/+yzz9DQ0ICmpib86U9/wqOPPoqsrCwsXrwYl156qU+WnD8Ve/fiXzduxPbSUswoLGS7CRmX0t278YvbbsP20lLkFBSw3YQQ4ufAzp34z/vuw/bSUqRlZ7PdJExCPd0ZLC/WJ2xj+/nHYhmpW/4+2+7xeAL28W1sn9iywttzFa5xxERybER4/FDHDjUfy2J5X2N52wmJZewHuZPVVNlPjGNfQ82HIpJjI8Ljh2tsdgKBcNKB8FZYbB9/K5woN97b4FODCSGEEEIIIWetWwf89KeAWg384hd+ExYAYO/evXjuuefw/vvvY3h4GG+88Qaee+45HDx4kI0SQgghhJAI4E9+Riuxk7Ri/cLHgbLCfmEff58/+RzsL0ojXaFil5eqULHLB6tQscvHUkUau75gFW3Y7ZvIIiSasMdnuCuasNsWzgoVu/xElkLkKyCCFbu8VIWKXT5YhYpdXqpCxS4frELFvg7C10N4yxK+Ziy+jc+I4dvZ20D8t4AQQgghhBAybr/61a9w5MgRPPvss4iLi8Nrr72GI0eO4KGHHmKjhBBCCCEkxgU6+SrWLtYWDHuCV7i82Fj8SWWpk8diFSp2+cla7Ml9qWKXlyp2+XAWuy6pYpcPd7HrC1bssuEudn2xVOy+hLPYdVFNjmJf53AWu66JLHbbwl3s+sJZ7Lqkil0+3MWuL1ixy4a72PVJFbs81UjJxef551KMsF1ORgzfz+Zo0gIhhBBCCCGEEEIIIWTKYk+YRiuxE9DBtp0/4Sy8DYQdW6pCwS4rVaFil5eqSGLXJVWRxK5LqiKNXV+wijR2feGsWMbuC9XkqFjG7kuwijbs9gWrSGPXJ1WRxK5LqiKJXZdUhYpdXqpCwS4rVYGwvyuKZfk24S07Nns7XoF/UyWEEEIIIYSM25w5c/DMM88gm76vmhBCCCFkSpNzAjeUk73nctKYXSYai/2rSalil5cqdvlgxS47mYvdd6lilw9nseuSKnb5iSx228Jd7PqoqCay2OMz3MWubyKL3TapYpcPZ7Hrkip2+XAWuy6pYpcPd7HrC1bsslLFLi9V7PLRWGL4dmE/u0ygZceLH48mLRBCCCGEEBIBWVlZ+O53v4uUlBS2ixBCCCGEECDISV/2pLBYTtjHllgmUFZsbCns8sEqlrH7IlWhYpcPZ0Uauz6piiR2XeGuaMJu20QWiQ3s6xbOiibstoW7Ioldl1RFGru+YBVp7PqkKpax+xKsQsUuLxyHvQ2UZzOBsFn2NhiatEAIIeHQ2wvU1ABeL1BXB3R3swkSjXp6gNrakfu1tSOPCSGETD5dXUB9PeDxAMePA/39bIKQ0HV2Ag0NgNsNHDsGDAywCUII8dXeDpw4AQwNAZWVgMnEJkgYyTkxKke4xuGFcuJWTLDlhGNzEt9HzOKXkVuhYJeVqlCxy0vVVMHut1RFGru+YBVt2O0LZ8Uydl+oorOiCbtt4axow25fsIo0dn1SFUnsuqQqkth1SVWo2OWlKhTsslIlByfyNRHBlmUzwbJCwXI0aYEQQsLhvfeAO+4ANzwM7q67gDfeYBM+vF4v20QmwjvvAN/6FjivF9yddwJvv80mfNDrRgghMWrHDuD73wdntwNbtgC7drEJH/R+T2R54QXghz8ELBZg82Zgzx424YOOK0IItm0DfvrTkcnS110H7N/PJnzQ+0ZsCnYiNpxCOUHMn4COlUsVs5dXlip2ealilw9W7LJSxS4vVezysVSRxK5LqmIZuy/hLkIiiT3epCqWsfsiVZHErmsii/13TarY5cNd7PqCFbvsVCz+eVAopKcLcCH87imH2DgKl8uFiooKWCwWts/HVMs5nc6YyFmtVrbLRyi58vJyyjHCnXM4HDGRs9lsbJePUHJlZWVTI7dpE6a/8gq2KZUoeP75kQ9EAmhoaMBFF12E48ePs10+ZK0XgN1un9Cc3W5nu3xEdW7zZsz8+9/xLMdh5ksvATffzCbG1NbWori4GLX8lRkCsNvtOHr0aPD1hpiT3I8YyNlstpjIORwOtssH5cSFkisvLw9bzmq1TkhOLn48p9PJdvmgnLhQchUVFcFz3/wmCrdtwzNaLbLefBO4+mo2Mebo0aNYs2YNWltb2S4fFotFer0RzLlcLrbLB+XEhZKrrKwMnvvOd4D//V8gMRF4911g/Xo2MebQoUNYt24dzpw5w3b5MJvN0uuNYG5wcJDt8kE5cWazGVVVVec9ZzKZYiI3NDTEdvmYUrl778XSJ5/Ef2VkIOnjj4HVq9nEmL179+Laa69FX18f2+XDZDLh2LFjwdcLwGg0xkTO7XazXT4imRM7ccozGo04fvz42Hhsln8cLCe8bzKZUF1d7Zdjb81mM6qrqzE8PCzazzOZTKitrfXZD7Fbs9mM+vp6DA8Pg2NOWguZzWbU1dUFff6kxhOWyWSSHA+j+xHuHL99wQTLCffDbDajoaEBHo/Hbx/5khpPyGQySY4nd71iuUACbZ/UeGzxH/pYLBacOHECXq/X7wMhYZnNZjQ2NgYcjy+TyRRyjl0Xu1652xdKDqMTgthit8/r9fptu9h+RCrHbp/c/Yhkrqmp6bznTCZTTOSCvWbRmGOPP6PROHYcsH3jyQVaL1smkwnNzc0RzbHbxnEcBgYGxl5fti+UHL8Oo9Hot16xkhpPbL3B9Pf3j70eCDImP56wTQw7XiBycvx6T5w44bc9bA0MDKCxsZEdwk9/f7/s3HifF07kuenr6wu6v/xy/f39ouOxY0uNx+vr6ws4HgS/K/LPC9vO3/J6e3vHnj82I7wVy4np6+tDfX09AEC5devWrUqlEjqdDiqVis36CCWn1+uhVCrZLh9ycwqFAgaDgXIMhUIh+/mTk5P7elBOnJwcx3GUEzHROamfN1m58nJ0bt+O39fVYYnHg5SCAmDWLDYFADh9+jR+/etf41vf+hby8vLYbh8qlSr4ekdJbt8oyjFKS9H+17/id7W1WObxIHnOHGDmTDYFAGhra8OvfvUrfPe730VOTg7b7UNyvaOmUk7Wz9EE51Qqlaz3jUjkDAYDFEFmtMrNQfC+QTlf4cy1tbXhpZdeQklJCTIzM9luH/xxEGw8UC4guTnl6L/7AXNffYWWF1/EUw0NWOF2Qz9/PpCby6aA0cmF//3f/4277roL6enpbPcY4e8bAdc7yXIqlQo6nS4sOQBQq9Wyc1LbhwjkJI+//fvR9NJLeLGxEd8YGkJyUREQ4HeE2tpaPPPMM7jrrruQkpLCdvuQXO8oyombSjnh7xvRnJP6OQ8lJ+d9I1I5vV4PLsjJNlm5zz9H7csv469NTbh4cBDxixYB06axKQBAVVUVnn/+edx9993Q6/Vstw/J9Y6KhZxOp4vaHH+chiPn9XrDsl6+jRP8HHEiJ6GFeaVSCa1WK9onLOHPJdvHrldsPCE54wnXK3c8Phes+JxwvSwuyPMiJCfHr0OtVvutV6xUKhUSEhICjgfB/srNyXlehMcfX2L4/QjUz5PzuoH5eQtWoeakyN2+cOTY7ZP7ekQqF4xarZY8rjBJcvzzQjlf55rjAhx/fC5YqUM8nqVEOsduF7t9bDtbwXLB1htIqDl2nWwJc8Hwr6+UQLlg6xUrXqDxWKHkgq1XbPuCEVsvOxY7HlvC5cTGE5IzHrveQOPx62bHY/v4W7k5ANBoNKI5NjuW89K15ggh5Nx99RUq//hHFL/5JvbdeCNWPfAAcPnlPpF9+/ahuroaZ86cweOPP46f/exnyM/Px/z587F27VqfLDlP9u9H2ejrdviWW1D8wAPAmjU+kS+//BI1NTVoa2vDb3/7WzzyyCOYMWMGioqKcNlll/lkCSFTw/79+7FhwwaUlpZi4cKFbDeJRrt3Y+/TT2PjRx+h9JZbUPjgg8CKFT6RPXv2oLGxEY2NjXjmmWfwyCOPYNq0aVi6dCkuvvhinywhAIBdu7D7f/4Ht336KUpvuQUFDz0ELFvmE/n000/R1NSEuro6bN++HQ8//DDS09Nx4YUX4qKLLvLJEkKmgPffx85nnsF9+/ah9Oabkf2znwGLF/tEPvroI7S2tqKqqgqvvPIKHnnkESQmJmLFihVYvny5T5ZIC/W0Z6C8WDvbJnwcyn32VqxN7FasLZTb8ynS64zk+JEcO9KibdujbXsiZarsJyHRRvhhaKyJtm2Ptu0JRSS3PZJj4zyML4adTDCeW7aN7Q9263efJi0QQkh4VFZWori4GPv27cOqVavYbvzhD3/AG2+8AbvdjpqaGsyfPx96vR433HADfv7zn7Nxcp6UlZWhuLgYhw8fRnFxMduN3/72t3j77bdhs9lQU1ODoqIi6HQ63HTTTXj00UfZOCFkChj/pAUPhoZc6DMOwByXimkJGiSpff+yc8hpRrfDDRMXj4KkBAxaetDhcMM8DKhVGqQkpiMnDlCf/X2e4YZzcBBdfYMwZBhgUCmhBuB2D8Ji6UWbExj0AoAKCZoETE83wAAg8N+XTh579+7Fxo0bUVpaisLCQrYbP//5z7Fr1y5YLBY0NDRg4cKFiI+Pxx133IEHHniAjRMCANi9ezduu+02lJaWoqCggO3GI488gj179oxdtraoqAhxcXG488478YMf/ICNE0KmgJ07d+K+++5DaWkpsrOz2W48+OCD2L9/P4xGI1pbW1FUVAS1Wo2SkhLcfffdbJzIEMqpz2BZto99zLZJ3WdvxdoidSsmWN/5FultifT4oaBtCY9Y3vZIo+eGRJLww8bJLpb3NZq2fSptS6THD0WwbWEnEkTqVqyN7aNJC4QQEiZSkxZ4fG7//v30F3ZRQGrSAu/o0aMoLi5GaWkp/YUTIZOYx+Nhm/wcOHAAV111FY4cOYKioiK228/ZS0470N55Aq/u3IlPZm3Bj5fMxDXT4nyyXXWf4em6XnzCFWLHxiK0fvYsflfbi8+NQFb6DGxefycezeeQ47vYGC/60djagv/ecRpXlKzDpekG5AIY6G3D3i+exwNNHE67ACAdC2cswn9+5zJcAiD4RacnB6lJC7wvvvgCN9xwg2SOEMiYtMD79NNPcfvtt+PIkSNBc4SQyU9q0gJv586duP/++1FaWoqsrCy2m4QglFOfwbJifWyb8LHU/WBtcvrEbkNZ7lyFa5xwiOS2RHLs8Yi27QlFLG97KKbKfhISbYQffsYa2vbwieT2RHLsUIVrWwJNHgh0K9YmvBVrY2+DtU2FP6oihBBCCCFEUmVlJVasWCFZd999NwYHB3Hbbbf59bG1evVqNDc3j64hDhn6DNx6QQG6ervRZLXAOLZ2LwAL6nv6oVDqsWFmJjJb9+GJoQtww9qv48g9X8Oza+bCs2cvKmw29IwtJ9SLI8cq8Mf3SrETgGWs3QWn24l2Sybu2HA7Xr/zHhy5Zwv+ccMyrAIg/Q2IhBBCCCHkXAhPyMppE+uTI9hywrHFKlTs8sEq0tj1SVUo2GWlKtLY9YWzIo1dXzgrmrDbNtFFSCSxx9tEVrRhty9YRRq7vnBWqNjlw12hYJeVqkhj1xesQsUuH2gcvi3QrRQ2L7acWBuPrrRACCFhIvdKC/39/Xj77bdxww03IDMzk+0m55ncKy309vbi7bffxubNm5Gens52E0Imga6uLuzcuZNtPicqlQo33XQTUlJSRhrcdgyaTuCRXc3IW3wB1s/Lx5I4APAA9hP4875mdGqm4YoLF+BSdOIdswFLUw2Yq7fiRNtJPPnSKawtWYdLM0auoHCWHdV1J1A70IUamwt7Dw/juyXrcEW6AblDvag/1YLfftaFTTdcjkvSDchS+iw8Jci90kJHRwd27dqFzZs3Iykpie0mxIfcKy2cOXMGe/bswebNm2EwGNhuQsgUIvdKC62trThw4AA2b96MhIQEtpuEINRTn8HybB/7mG2Tuh+sjb0VaxvvbTiEcyxWJMcOVTRtC6Jwe0IRy9seiqmyn4REm2AfhEY72vbwiabtieS2hHNsdoLBeG/F2thbyTaatEAIIeEhd9ICiS5yJy0QQkh4DGN42IrPP/kQnxgWoKigEN/JSYDXM4zOE7vwx2YDkqfNwX0XZiN5dAmH8QyO9bRhX6cVzWcycfu1hVicFD/WP8KOmvoOmFV2WNRDePvvo5Mb0g3ItbbiSHMtvnVwEHcWZSI1XgVvfDKy07JwY/ZU+GKIEXInLRASCrmTFgghhCd30gIJr1BOfwbLivWxbcLHodwP1hbqrVgbe3s+RXqdkR4/FNG0LaGibZ+c6LkhkST80JH4iqbnJpq2JVTRtO2R3pZIjy+GnUAgOpFgnLdibWJ9wvv09RCEEEIIIYSI6OrqwpEjR0Kuvr4+digBJRScHovyDegxGlHd3gcrPPB4HShraMdQfDyyMpJ9JiQ4TO042tSCj8+YkbwgE3qooBoWBAAAWhQVzsaq2bmYxXZ5lFBzCiQlOVDWUIPXysvxbOVxvHriFNqcwBCdwyKEEEIIiQixk7Hs/WBtPPZEr9StENvHiVwaWGy5cGLXJVWhYpcPZ4WKXT7cFUnsusJdkcSuayIr2rDbR0UVzoo0dn2xVKFglw13RRK7rnBXqNjlw1mhYpeXqkhi1yVcp9i62T65t0LB+oSE/TRpgRBCCCGEEBGvvvoqVq5cGXJ98MEH7FA+OIUCWQsW4rKhYWT09uEYnBj2tOFwWzbmp07DqjzfS0CnzlyB+675Bl67cgUubn4eO04O4LjVJ+LDbw5CYh4umH8FDl55Jf7rzjvxzj33YM/aAtyrasATrV70DrELEEIIIYRMLlInS+WSM46cjJBYXs5JXjYT6DZQG4sTOZEdrgoVu7xURRK7LqmKNHZ94axIY9cXzoom7LbFUhHCHhMTXdGE3bZwVqSx6wtnRRq7PqmKJHZdUhVJ7LqkKhBhH39f6jaYYFmxdbEULpcLFRUVsFgsbJ+PqZZzOp0xkbNag5yxDjFXXl5OOUa4cw6HIyZyNpuN7fIRSq6srGzK5OSSO57cnN1un9Cc3W5nu3xEe04uu92Oo0ePSo4XiZyc/Yj2nM1mi4mcw+Fgu3xQTlwoufLy8rDlrFbrhOTk4sdzOp1MDwcgBwum2RAf14vPq834+ON/4t3UVMQb9P5XShjl9ihgtsfhpNEKy+Ag2z3GDTd60Y9hCC7HoFKBS0pClkIB7WiTzW5GVc0huJzB9zfwfviayFxFRYVkTi6LxSJrvInOuVwutssH5cSFkqusrJTMyWU2m2WNN9G5wSDvLaBcQGazGVVVVec9ZzKZYiI3NBR8dtxUy8llMplw7NgxyfHk5oxGY0zk3G432+XjfOTETqKK5XjCvNFoxPHjx0VzEGQD5dh1m0wm1NTUwO12Bz0JzOeGh0d+/xPLchwHk8mEuro6DA8PgwtyMpvPsdvHMhqNsnImkwn19fWi6xUWn5Maj10vOw47nsfj8euTmxMSPn+BcBwHs9kccDxhjScXjJztQ5BcsPWyfWyuoaFBMic8DoIxGo0h59h1seuVu32h5Lxer1/feHL8fki9vucjx25bKPsRSq6xsfG854xGY0zkAr0O5ysXyMDAwNjrG4xULtB6A1UouRMnTkQ0J6a/v3/s9Q1GKsevY2BgwG+9YjWeXDD89kkRy7HrFK6XbWdLTi7QesX09/dLjid3vWK5QAJtHzue3O2TkwOAvr4+0fWy+vr6Ao7H4zhuLMc/Ft4K9fX1oaGhIWgGAHp7e9HQ0MA2++A4Dj09PaivrwcAKLdu3bpVqVRCp9NBpVKxeR+h5PR6PZRKJdvlQ25OoVDAYDBQjqFQKGQ/f3Jycl8PyomTk+M4jnIiJjon9fMmN9fV1YVt27bhrrvuQl5eHtvtQ6VSSY6HEHJytg+UE9XR0YFt27bhnnvuQU5ODtvtQ854oJwouT9HE5lTqVSy3jcikTMYDFAoAl8AS24OgvcNyvkaT06v1+PCCy/EDTfcEFKtWbMGaWlpY+Pp9XqR9aqg5QbQZnVgf4sRroEuxBUuw/q8NMyOVwKDVgx1V+PXJ4eRoFYjL0ENp92E022VOJ1+IZanJ2JmAjsmADjQbzLiUJUF85bPxQxtPBJt3WjsPIlftnIoTolHokoBp6ULnSYjGgwLcW1uIhLVgY9TBN0PXxOVU47+ux8s19raipdffhklJSVIT09nu8cIf48INt5UzKlUKuh0urDkAECtVsvOSW0fIpCTc/w1Nzfj9ddfR0lJCVJSUthuH3LGA+UCopw/4e8b0ZyT+jkPJSfnfSNSOb1eDy7ACTmEkKuvr8cHH3yAkpISGAwGttuHnPEwyXI6nS5iuUB5NheI3Bx/PEutV6PRQKvVgmNOGvM4joPX64VarfbLsbcIsl5hhhv9eePHE+LH50v4c8n28aVQKGTl+PHE1is03vUGEup6xXLsuvlcoO3jl1Gr1UhISPAbT2g8uUDr5Ut4nAYrsZwY4fEXTCg5dr1iFelcIKHsR7hy/PYJf84DFeXEi3LipdFoxt5fgtX5zIkd98HIzUHw8yZFzvMHkX+nA1U4cmLbJyXUHLtOtoJtX7BcIOrRf7ekSOUCrTdQSY3HG0+OXZewxLaPJXf75OSCrVesAo0n3Fbh71fCfvZWuF62T3gL5ueIx97nt0+n04HzBpraQwghJCSVlZUoLi7Gvn37sGrVKrabRKmysjIUFxfj8OHDKC4uZrsJISRynKew63gdnis9jV6lAd+47ipcPS0R01UABq0Y7G3AA1U9SEvQIU8XD/eQCyZTN3Lnr8fl0xIxy///NQD040TbSTz591NYW7IOl6YbkGvvQfXpZjxS3YfLstOgVynBuZ1QKeOgn7EC16QBScHnJE8Ke/fuxcaNG1FaWorCwkK2m5Bx2b17N2677TaUlpaioKCA7SaEED87d+7Efffdh9LSUmRnZ7PdJMLkngaVyon1s23Cx4H6AmWC9QdrY2+D3WcF6zvfaFvCg7adgJ5LEmHCDx+Jr1h+bmjbwyOWtkVswgHbNt6+QPfZbeI4jiYtEEJIuIx/0oIHbvcg+gb6YdakIF0bhxS1718KuJ0W9DiH0OeJx5xULTQAFBiC1e7CgM2DxIxE6AGI/Z2sw25Ej82OrrGrccYhM0mPTF0cRD/vmmLGP2nBgyG3C/39AzDHpSBDG4dkkdet2zmEfm8c5qbEwTLQjx6XG1YPAIUSiEtCUaIGOqX/X4aIvW7TkvXI0NLrRkikWK1W1NbWss3nRKFQoKioSHQ2M2BH/YlqvF91Am8rivDEukIsTYwf+/oGj8eNqtJ3sK15AKUWQGfIwPwFV+DnhXrkxIu94wOAGac62/HyR91YvrkYS5O1yABgNnWi7Oh7+K9TQNcgkD5tLi5bUIyH5+rZASat8U9a8GBwyIl+ownmuBRkJcQhUe37P1ZDTjO6HG5YuHgUJI/8O80BGB60w+JyoYszYJZWCY0i+P8k+nLD6RpEV/8gDBkGGFRKqAG43S5YLH1ocwKDXgBQQatJwPR0A/QA/P9FIZE0/kkLHgwOOtFvMsEUl4psrQaJKua4cpjR6RyGlYvHrKQ4DJp70O4chmUYABRQKuIxIyMRSUoF1D5L8txwuFzoGRiCISMR+gA5l9OKfqsZp8eu9K9Bql6HrMQEnP37CkJIuIx/0oIHLpcD/WYLzHGpyNWqofd73zChw+mBQxGP/MQ4wNaPFvsQLG4voFRDE5+IIoMGapF/j2zWPnTZXehzA0qFEsmJGciOV0Dswk5OhwV9NgvaR983kgypmJYQHxOTIOWeBpXKifWzbcEeS90XaxPrD7WPvX++RHqdkR4/FNG0LZFG+0oIiSbsB6CTWSzvK217eIRzW8QmEchpC9Yn1RboPk1aIIQQGaS+Bw4AqqqqsGLFCnz55Ze46KKL2G4/Zy9h6ERvXyteefM17Jp5M+5aPBs358T7ZHsa92F77Rn8fXAe3rr5QsxUcIjzduJAeQvePWLHFSXrcAnHIdlnqRHVFR9g+9FS/OkMh5G3/tn4wXWXoKR4Fhax4UlGzutWXl6OFStW4NChQ1i+fDnb7Uf4unX3tOCVN1/DJ7O2oGRJAW7M9n3duhv24tnaTrzqLsDbt+TjyzffwHPNPTjoAJCQAu/sK3H4ilkoTvFdDgCOl7+PbUfL8D/tIx98AXPwo42X4J5l+VjIhgkhYfHVV19hzZo1bPM5SUhIwOHDh1FUVMR2kTCS837/5Zdf4oYbbsDhw4dlTVo4+37vwOn2Brz6wYf4NP9WPLR0Bq7KjPPJdtbuxlN1A/hMWYiXNy3BdABqAAOnK7G/+QT+pFyL55clY3pCoMkm/rzoQ33LSTz9jzNYe886rE7TIxtAX89JfPHFC3igiUPHIACkY0n+Yjzx7TW4BBib9ELOjdfrlXVyes+ePfja176Gw4cPy5q0IDyu2k7X4R8ffYJPZm3BI0tzsS7D97jqqPkET9aZcVBTiOeumoO2z57Fr+qM+MoMAHoYEubhj/eswzXJWmT5LDnCiz7UNLXg/97sxBUlV+DSZJ1orql+P149tAc/P8n/rjgDW1avwEPrFmIFGyaEBCT3feO9997D/fffj8OHD8uatHD2fcOO5pM1eG3PXnwyawv+Y2kWLk3T+GTbj3+I39U7UKObjz9fkQ9v2Zu4t6wDe/tcQGIOcuatxeF1+ciOZ2cXeHHkq1fwx6oTeLUb0CUYcNOV9+Bnc/VYLDK/saHmC/z98Jf4TdvI46vXfB0/WDwX1wf+9qWoIec14gXLBupj24WPw3E/WJtYX6B+MVL95xNtS3jQtpNQ0fNOwvlB6FQXy88lbXt4xNK2iE4gCLFNrC+UfoAmLRBCiKTGxkbccccdcLvdbJcPh8OB+vp6zJ071+d7fwJ58cUXsWjRIgBeuO19GKj9FJtP5GLT0vm4e34mUseSFvzz4Gf4tMsL09yr8P8WaBHPdWDX/iN4obQHDQn5+HXJOlwqOmnBgi8PfIWD/UNwzy/GNXqA4zTISNQjTauZ1H+xX1dXhzvuuEPyf7jsdjvq6+tRWFgo63vAduzYgQULFoxcIcPeh4GaT3BD0wxsubAQ353n+7od+GoPdvco0J+7HD9S7MO9p7KxYUYOrs7WoN/UhY/3HYR+5e3YNCsTF/p8na0Fe/cfwEHjMDyFy3GNAQDikJGoQ7pWA/8pDoSQcLDZbGhoaGCbz4lCoUBhYSHi4+knN1KOHj2Ke+65h232Y7Va0dTUJOv1SEhIwMsvv4yZM2eOXFnH0onTtXtxY9N03HfRAny9IG3031wvAAu+2Psx9lgMwNy1+PfChJErLdha8H5ZGZ6rM8NStCnESQs9OFhZib992YQPbNn49T3rcE2aHtlw4UxHC979+AucvuBKrEzTY6ZGhQRNPHJT9dDRlRbC5tChQ7jvvvvYZj8WiwUtLS0oLCxEXJzvpANWYmIiduzYgdzc3JErLZg70Fq7D5uapuOhSxZgS34qkoCx4+rzLz7EblsK1HMvwYMz7dj5zoc4kbsYM3PzcEGCAkouDnnpBhhEr6DQja/KK/G3/c341JGLX5VcgatEJy3YUF5Zjs8bO9C3eA2uNQA6hQYpOi0yDWev/EIIkfbll1/ixz/+Mdvsx2Qy4dSpUygsLIRa7f/TK5SZmYkdO3YgLS1t5EoLxtNoqP0nNjXNwK/XLsCNeclIBAB4AFjw6e738dlgFgyzFuKu5NPYuteICxbOwIIMNcydp7DvWCMMK7+Or8/QYg7/P4NuF9BxBHc3cJiWmIZbp2tgs3fizd0urLpqCS7JT8N04UZ1VeKPTWYcGkzEv85PA9COD/fZkTozH2tX5mOBMBulpP4fkSeVE+tn24I9DuW+WJtYv1hfsPvny0SsM5ho2p5o2pZIm0r7Ggp6XshUIvXB6VQ1lZ6XWN7XaNr2cG6L3EkF59Im+z5NWiCEkOD6+/vxzjvvyPorzlDceOONyMjIGHkw7ASsJ/DvnzQjcXYRrlw4B8v48972E/jbwWaccCdj3cXFuMJgx5GyGjQNDaCsYxCtXVp8J9CVFuwn8PzBUzjlTcG1ay5AsYb/q/3Jr6+vD++8807Y/+fvpptuQnr66J8QDTsASxMe/aQJqXMXYV3RbMHr1ojn/tmMk55UXF68GCtdLfh0MB0LU5Iw36CExdiOI1++gb+nb8Ztc3NxTYbghKW9Ec/98zTaFam49tKlKPb9AypCCCECHR0d+OCDD9jmc6JWq3HTTTchKWnkI2S4bXAYm/DYribMWLoM6+fOxOI4AF4P4GjEM182ozc+G+uKL8AavReAA8eqjuKThgZ8OZgA28yrZU5aGF22thF1xm7UWF04cNSDO+9Zh3VpemQP9qCmrQVP7O3FjTdcjovTdJgmNSQZl/b2dnz44Yds8zmJi4vDTTfdBINhdKai2wprfxMe3dWE2ctWYP3c6VikAeAdBuyNeGpvM4y6PKy7oAAXuE/g5x+1Y/GKC3D57BzMZv9IeowXgB1V1Y2oN3ej2jyIg5XAd0quwFqxSQvOVuysaMOBbhU2Xn0xVmiA+KnyyyIhYdbW1oZPPvmEbT4nOp0ON91009mvmRqyoL/3BB7d1YRFF1+C9bNysEADwDsE2E/gPz9rhis1H5cWJGNa5yH8tH0BflI8A2umxcFlGUBrRxcs6YWYb1Ajlf/fD48bsHbgE0sCMnR6XJjsxoC5BY8/24KFm1Zi9dwszBFulK0LRy1e9CsM2JAZB+Aknn65GcN5M3DZZfOxTJiNUqH8P2KwrFgf2xbssZw+sTapfrE29r4Yqf7zibYlPGJ520M1lfaVEBIe4fzQd7KJ5ecmmrY9lrYl4CSCIBMRxNpC6WfvAzRpgRBCooQHgB1f7P4Yn2pmYnrBQnw/b+Rv27qaPsX/NWngSZmNn6zIQQrsKK04BW/mMFq6rCg9bMPaQJMWug/hF0d7ccwWh2vzk+EBgKQ8XDYtBUWJwf8akMgx8rp9/smH+LIKkEQAAHn2SURBVCR+NmbNXoCS3JHXrfPELjzTnABl6mw8UJyLFJ/lXBjo78CeT/bi6IL12Jg/DZcmCSYtdB3EY0d7UeeIx9Uzk+EBByTl4fKsFCww0AwGQs6XY8eO4cCBA2yzpHXr1mHevHlsM4lpw3C7zfj8k4/wSeJCLJ49D9/OToDH40bXiV14sjkJ6Vmzce8F2UjyDsPWW41XjvfjjLEHXq0CB/Ryvx7CC8CB6rp2WDQOmBSD2Pmq4OshLCdxsLkO3z08iO8UZSI5TgVvQjJyU7NwQ7bI9btJlBvG4KBp5PeIlKVYPnsOvpGVAM/wIDpP7MITzanIy52N781TAx2luHGfC8XZKZiXkgCvWov45FzckmuAQSW8vsbIMXSs9gxs8U4MeAbx4ZsdWBvo6yH6KvF/x87gjXYFvjYvHV4AXkMWLsxIw0Wpk/maXITEKjccjv6Rf48yVmD1nALcmhmP4SEHOk/swuPNmZifPwc3ZlrQVPEJ/qJZg0vih5GqHIJVo4MuOQe35BqgVYpfl8dl6UFTbyv2dPWi/mQGrl0zFytzEzE61d7HkNOCvt4WfNzTjurWZBTNzsf6xVmYwQajUCinQqWyYv1sW7DH4bgvt429fz5N1HoDiabtiaZtibSptK/RhJ53EknsB45kfKbS8xjL+xpN2x7ObQk0iUDu5AOxtvHcB2jSAiGEhKy3txctLS1ss6SZM2ciMzOTbfbRXb8Lv2pSA6lz8PtVedBjEJ98/Bp2q+cgf+4FuH+G8CK9XThQ3oJ3g01a6DiK39efwaenzUh2ONAGYDB1Hu5dsgC35WciLfjVSCeVnp4enDx5km2WlJ+ff/aKGAF01X+EX56Ihzp9Dn57US70GMTHH72KPXHzMXvOEnzf53UbgsXWg9rWNuzY68BVtxajOMOAaYIEOkrxeF07Pj9jRhL/uqXNw31LinDrzIwp9boRMpH+9Kc/ybrMM+uFF17At7/9bbaZnCednZ04deoU2yypoKBg9PLb4ryeIXTVfYx/bUpETu4c/HxZNjRDVuz66B/Yk7gMF8wtwp05GrhdZhw68hk+Vs1HtsKC6a4z+JNS7qQFoX7Un2zBU8JJC+ZTOHqyBj+oNWKG1Yo+jwcDukwUzSjE48XzkR0HqMP3/61EoKOjA6dPn2abJc2ePRupqWe/PIrlGR5EV91HeKg5GbPz5uLhC7OgHjTj4w9fxZ6Ui7By7gLckWKH+Uw5vn18AF6jFUNDQ+jWGBCXOQ9PrlqIxYlx0IoeWn2oaTqJ/ws2aaHnOP7W2Iq/nTQh22ZDGwB7cj42z1+AewvzMI3mShIybu3t7Thz5gzbLGnu3LlITvb7P7sxw0N2dNV9jB81Z+DCgrn4yeIMKOwD+Pijf2BPxhpcPm8eLve24suDb+PthGJ4ensw4LCiS2NAQsYcPHPpUsw3qJEgMm/B3FGD3XVV+O+2IRQvWI3NBdlYkhyPZJGruzhMHaivO4Cf1ZqQn78c18yZjTWZBmTGwPtGqKdCg+XF+qTa2P5AfaHcF2sLdl+MVP/5RNsyMabSvoaKnhtCoh/74Sc5ayo9N9G0r7G0LYEmEkjdF2sbz33+MU1aIISQEP31r3/F9773PbZZ0jPPPIP777+fbWa04pUPm9HiTsRlmxbhEm8Lfv9cC5IuKMRlxQVY5JMVTFq4Zx0uUYhMWgAAqxVmACa9HnkATpe/hfdRCF3WQnw7mw1PXs8++yxKSkrYZkl//vOfce+997LNjJP4+/stOIUkXLaxCJd4W/D4syeRWjwfa5bN8nndvN4O7CurxVuHB5C/5RZ8IxnIFDkJ6PO6eb04Xf4mdnJFSMouwjf9PnEghETCU089hZ/85CdsMwDA4/FAoRA52w/gb3/7G771rW+xzeQ8efLJJ/HQQw+xzZJ27NiBb3zjG2yzgAfASTz3Vgv69Zm47KrZWOpqwW+ebcGMtRdgzaI8zB8ywt5bhe/uAa6/aD5WxbejrrkJT6kux3MXpmCGVun7NU1e78hVkAQUY//TJjJpAQCGhuAxm3EqORlpSiXcpytRdroV76ZuwmP5iIkPi2LR73//ezz88MNss6TXXnsNW7ZsYZsFhgGcxLbXW2BJzcKa9bOw0H4Sv9negtlXXog1RbmYh5FjBUYjOrVaqOPikDBwGk3HP8VLqbfg9hmJWDb6jRO++lDT1IL/e7Mz8KQFAHA4YB8cRGdSEqYD6Kv5BHvsSeiddhEe8Pkie0JIKH71q19h69atbLOk9957Dxs3bmSbBdwATuKZV5oxmDMdl10+HQXM1zkkdtTjkwNv44GBYvz+6mW4eUYqhjrqceDIB/iioAT35OuxOMgFepwOM776/Fl8kbkJF+XPxfWj344XSOlXL+PL4TzEz7oM9+exvdEn1FOhwfKB+tj2YI/l9kndF2sLdv98mqj1BhJt2xOKWN72UEyV/Yx19DrFBvaDQXJ+TJXnPZb3k7Z9RKCJBKHcF2tj77OPxe4rXC4XKioqYLFYxjrFTLWc0+mcsFx5eXnU56xWK9vlg3LiHA7HhOXKysqiPmez2dguH9Gekyv4eNmYm+FEkrYbn9Va8fEH+/GO3gAkJmI2Gx3lsjtwoqwMTtHxAGi10Gm1SLTbUV5WBrvNhh6bA912O5sEANjt9iDbd5bdbsfRo0cnLGcPsP08uTm5go+Xg8IMBwwJPSOv2/v78U5iIpSJib7f/2qpwwt7yvDWGSUKLrsY85uOIt4lNt7Z180w+nrY7Xb02B3osYnng2/fWXJzNpttwnL8/gYTqZzD4WC7fFBOnNVqjfpceXl5yLmvf/3rKC0t9avt27dDo9Hgtdde8+srLS3F9ddf7zOe0+lk1uSLcuIsFktYc3IFHk8BIA9F06yI0/Tis2oTPtp1EO+kpUOr1yEfgMvpRNvJJlT3luEXH72Oze9+gZ+UnkBp6Vt4sOwMDg0Mjo02PDyEskOv4d5XtqF42zYUP/8SLntnL1otwd+vLA4HKltakDo0BP46Po4hN5oHTBjynJ0CYbFYUFFRAZfLNdYmZqrlzGZzWHNymc1mVFZWiow3clwtzDJDperDZ8eN+Gj3IbydkQG9XoeZfIzjgMREpGk0SAJgcw2jpt2Oxj4TrINDvkMKDGIIvRjAsN/0GIG4OAx6POitrIRncOQY7Xe6cMbi/zs8vx+Do7lAplrOZDJNWK6qqirqc0NDgY9RTMGcXEajMcB4SgDTsTjbCCj6saeqDx99cRRv52QjRasFP9coXq3GdUsWY3FSEpIAuN1KGG1xaB4ww+435llGoxE1x6uRqdVjwDmIfr9/D0cYjUYcO3YMQ0NDyNAZ4PZy6LD6/7+cMBcMn3O73WyXj4nIcRwXMMeeiDUajTh+/LhkzmQyjeXYPiGz2Yzq6mq/HHvfaDSipqZmbL1sP//YZDKhtrYWw8PDY+3Cfh47XiBycyaTCXV1daLrFRafkxrPaDSitrZWdm54eNinPdB6PR6PX1+ouWDrZY0nx64v1O0LJWc0GoPmeAMDA7L2I5RcsPUKt6++vn7Ccl6v169vPDnh/gYTjbnx7u9E5RoaGqI+xz6vbI0nF0x/f//Y8xdMuHJi28due6D9YPuE1d/fP2G5xsZG0ZxQX1/f2HEQjNxcsPWKbR/bzta55MTw+yFFTi7QesUq1JwUOduHIDl2vX19fbK2r6+vDydOnPBrFxZGrwguZz/4HDuGcCww+yFsZ+/39vaioaFhrF3YL9Tb24v6+vqxx+w4vJ6enrGccuvWrVuVSiX0ej2UStFrSgKjA0xEDsCUy6lUqgnJKZVKGAwGWTm541HOl9zjfqrmpI6/aMnpdDosXboUmzZtCqkuu+yysa8ZUKlUAdarRAJnRofNhi9aTBjsPQPNvAtw+fRMzPe7pLQNpzqNqD8zhNkr56Aw0QAtO15fPf5+2oxKuwrLkuOhUqngsZ5Gk3IadElZWJHEjjki8Pb5mqicnNcNTE6v14/7dUtPH/nTosDrVULLGdFus2Nvi3HkdStchrV5GZiXoAQ8TsDWjOe/Oo1OTQoWzpuN1bnpmBmvRJLYeL11eOmUGcccKixLiodSqYTHehonlFkwJE/D8gCvW+Dt8yUnx3GcrH8/KCcu1JzBYAj4V/uIgRwEP7+TKafT6ZCdne1XNpsNf//73/Hoo49iyZIlfv0JCWe/B54/DuSsl3K+hD9HUjm1Wj2WMxgMWLZsmd/7uVStXr0aqampfuP5UkLHDaDFYsdXJwcwONCNhAXLsSEvFbPilQCngEpjQN606ViVl4eleiXSVV70JhXh2/OmY3lqPBJVI2NyABQKJZKSpmFBVi5W5OZiRXYWLkhPRrxSCcCBPqMRh45bkL98FmZoNTDYulDf2YrH29VYNz0diRoVnOYudJpNOKFbgA3pKhhUZ/+nUaVSQafTiezHWaHmxJ+Xs6I9ByDI6+tLmEtMTMTy5cv9jhupWr16NVJSUoCAxz0HQAUdN4AmswMHTw5g0NQLbdFyXJWTgpnxSsBlga27Fr886UFafBzy4lVwOy0w9zXjRPJirEjXIi9ebF8c6BkwoqzWjjnL52JmvAZ+f1htbMZHZ3rxgVGFtZkG6PV62Pta0DIUh6HEGbgs1f/fMPH98DeVcvz7hpyfI8r5i5WcXq8HF+CEHERyiYmJWLFihd/7glRdcsklSEpKAgTvQ77r5d83+tFgdODIyX4MWQZgKCrGtTmJyItTQuG2w+vow98duVibocUsrQo2ay/OdDTgTPoyXJqhRXbc6JjDQ0BvDZ5qdaDHrcI8gwYc50FfVx0aE+YgPzUdRXrB8zPQhHdP92GPSYlLRt83Ok4fx4lhHTQp+bg0xf99Q3w//PGvR6zn+PcNNsc+Fo4n7BPLabXaoDlO5N/zQHk+x66Hz/Ml/Plg+8aTU6lUY/sRCJ+TGk+hUMhaL5/TarU+ORa/XrnbFywXbL1sRSon9voKcYLnOVhOoVAEzQVab6CSm+MExxXbztZ4c2L4XLDXFxHKaTQan5/zQDUZcgqFYsJywtcjUFFOvMKVEx73fC4YuTnheoM5lxy7L3ypx/k+FKhCyUntx3hz7LrE1su2sxWunNj2BRJqLpTnmW1nSyzHEuaC4QS/bwTCyfh540vseBYSZuPi4vyOe7H7cXFxY+c/A2X48RISEnza2ZzP+zh9PQQhhEQZVzv21tXhf/95Eh3Q4evXXIlrctMwS80GBV8PUbIOl3AiXw/R14D/rW/HMeswlqSOnPhSOM2Iz5iL+dnTcVEiuwAZN9cZfF5Thz8fakU7dLjjuqtwTXYK8tXAoKMfnSd24d7PHNBMz8XSGWkjl/gGkJYxGyszEpEv/DLqvnr8T107amxeLE4deZFGXrd5WJCdh5X0uhEyofbv348NGzagtLQUCxcuZLvJZOc8hY+O1eKvR8+gX52EO67bgKsyDMgT+aof4+lK7Gs+gT8p1+L5ZcmY7jcBMRiRr4ewdaPqTAt+UdOH1Vmp0KlU4IacUKvjkTijGNekAYZQVkGih7MN71fW4oXydhg1ybjjuquwIV2HXBWAQQss3Y34cVU38vR6ZGnjwQ0PQeF2QjtjFS7LSMCMeHZAjH49xEn835sdgq+HcGLAbEF1sx05C3KR5TiND5pO4YMuJy7KHJlcoXBZoUnKxczcuVg30kQIiUbOVrxVVoMdVV2wa1Nxx3VX4cqUeGQpAbhMGOhuwmN1JuTpEpCiUWHQZYfdbkXegnVYnxGPnLjRcYaHgP56bD3eCbNHhblJeng8wzD1dyCzYBVW5SQj221GXZtz5H3D2oo3T5zG572DKM4Y+T9Qs7Eb+vRZWJy/AJf5/U9pdBrP6dBgy4j1yWkL9jjQffZxqPcDkZOJVtG07dG0LdGGnpvoR68RYT9YJOcHPe+BxfJzE03bLmdb2AkHYvfZx6Hel3pMkxYIIUSCw+FAdXV12H9xLyoqgk6nY5sBONB8sg7vl9XgZSzA42sLsTJV5/+XcehDZX07vqx2YtnmYizlOJEM0NxwAO/U1uDV7pHHsxesx73zc7E2nT9LNTnZ7XZUV1ezzecs8OtmR1NLHd4vr8MOLMAT6wpRnKyFDoDV0ouq0rfxX6eAU8xVoecUXYl7C3Nxebrvl5A31e/D23V1eK0bALjRXI5fjhBy/tGkhehisVhQV1fHNp8TpVKJoqIixMeLfRJsR13jcbx3rBnvqxbgiXXzsUgfN/ZVDUKW7kZUnDmFVxXL8Yv5BkyLC/yXvP7MaG1vxz8+7cHym5ZjaZIW6QBMA+04WvYB/usU0DMEpGcV4or5y/CzuWK/BZDxMpvNPpcxDAeVSoWioiLExYn9DmZDTf0xvFfdil3qkeOqSKcBf90W95ALVaVv4/9OWlBpBfSJ07BoweX4xXwD0jWBjisTWk63443P+7D8pmIsNcQjTaTN2VqBT44fwf+1jyw1Y/Yl+Pr82bglR+z4J4QEYjQaZV2eNRQajQZFRUVQq/1msAOw4VhNBXbWtWNf/Mj/f8yNV4P/yR0ecqCr7jP8R20vjpoGkZicgwsWrMHPCw1IUvuftKyt2oWXG9uwqx9Qa7SYs2A9HpqfhiWJNjS2tuO9A8aR/+9M0MDachQfVZdhe8fIsvlz1+Bb8/NxQ1bsvG+M5//vgy0TqE+snW0LNrlgPH1yc+fTRK03HGJ520M1lfY1kuh5JGRisB+EkvGbKs9ltO3nRG0Pu95AEw7CnRN9TJMWCCEkuGPHjmHFihWS38EZqn/+859YuXIl20zCpLy8HCtWrAj7/yweOXIEy5YtY5sJIVMITVqILl9++SWuuOIKtvmc6PV6HD58GIWFhWwXmSL27NmDq666im0+J6mpqTh06BAKCgrYLkLIJPD+++/jxhtvZJvPSW5uLg4fPoysrCy2i5yj8f5/YrDlAvWJtQebSBDscbj6xMjJRCva9smHnhdCSKxjP4wlI2L5eZns285mAk02kJsb12OatEAIIcE5HA7U19eH/X+YCgsLA36PEDl3drs97H8hCXrdCCE0aSHqWK3WsP9lq0KhwPz58wP8RTyZCiwWC06cOME2nxOVSoXCwkJoNHTVJEImI5PJhObmZrb5nKjVahQWFga40gI5V+P5f3ypZcT65bSdy+NA9+U8Pl8mar3hEMvbHqqptK+xjF4nEsvYDyjJ+TGVnvdY3teJ2nZ2vcEej7dPzmPQpAVCCCGEEEJCQ5MWCCGEEEJi33hOiUotE6hfrJ1tO5fHwfrYx2zfZBDL+xTL2x5N6HkkhESa2AesJHSx/DzG8rYHwu7TeCchBOuT85hvo0kLhBASorq6Onz++edss6TLLruMPtyaQLW1tfjiiy/YZkmXX345ioqK2GZCyBRGkxaiW2VlJb766iu2WdKVV16JuXPnss2EAKNfO3Xw4EG2WdJVV12F2bNns82EkCmgtLQUR44cYZslXXfddZg5cybbTCJkPKdFpZYJ1C/Wzrady+NgfWKPz1W4x4tWU2U/x4Oem9hArxMJhdgHiST60OsU2FR5bsK9n+x4oTwO1if2WKyNf0yTFgghJER//etf8b3vfY9tlvTMM8/g/vvvZ5vJefLss8+ipKSEbZb05z//Gffeey/bTAiZwmjSQnR78skn8dBDD7HNknbs2IFvfOMbbDMhAIDf//73ePjhh9lmSa+99hq2bNnCNhNCpoBf/epX2Lp1K9ss6b333sPGjRvZZhIh4zktKrVMsH62j30s1hbpx9EoFrZxotBzEx70PBJC2A9NyfjQ8xhYLDw37DZG+rFYm/CxwqeHEEKIJI7joFAoRAuj34MtVuybMTm/6HUjhJCpgd7vSSQEOq7444ZtZ/sJIVMT+55A7xvRZzzPt9QyUv1CYlm2TeyxsE2sn33M5sNRkcSuayIr2rDbF0sVTdhto6KimnoVTdhti6WKNuz2TWRFEruu8RY7HruOcD4O1CakcLlcqKiogMViYft8TLWc0+mcsFx5eXnU56xWK9vlg3LiHA7HhOXKysqiPmez2dguH9GS27RpE0pLS/3q5ZdfhlKpxPPPP+/XV1paOvZXdux4gcjN2e32CcsdPXp0wnJ2u53t8sHmNm/e7PealJaW4u9//zs4jsOLL77o11daWoqbb75ZdLxAJkvOZrNNWK6srGzCcg6Hg+3yQTlxVqs16nPl5eVhy8nFj+d0OtkuH5QTZ7FYxpW74447/N7LS0tL8Ze//AVarRZvvvmmX19paSmuueYa0fECsVgsqKiomLCcy+Viu3xQTpzZbB5X7s477/Q7ZkpLS/G///u/SExMxLvvvuvXV1paiiuvvHJsvMrKSlnrncjc4OAg2+WDcuJMJtOE5aqqqqI+NzQ0xHb5mKy5e++91+89obS0FE8++SQyMjLw8ccf+/WVlpZizZo1AACj0ShrvZHIHTt2bMJybreb7fIRK7nh4WG2CxCcqDUajTh+/DjcbrfoyVs2Nzw87JcTPjaZTKiurh7bvkAnno1Go08uEDk5juNgMplQU1Mztn2BymQyoba2VnYu2Hoxun01NTWyc4FeD16wnNj2eTwev20/X7lggu2HkNzcwMBAWHNGo1HW/oaSq6urm7Cc1+v16+MEP3cDAwOyXrepluvv75+wHP/6BjPROamrgMR6jv85GRgYQH19vU+bWMnN9ff3T1iuoaHhnHO8vr4+1NfXB3z+eKHmpJxLjt0X4f6y7WxFIsdunxix/RBzrjl2+/r6+mTtR19fHxobG/3ahQUAvb29Y8dVMFI5djzhOvh+4WOx8YT9/OOenh6f54XN8G09PT2oq6sDACi3bt26ValUQq/XQ6lUsvkxHMdhInIAplxOpVJNSE6pVMJgMMjKyR2Pcr7kHvdTNSd1/EVLTqvVIjs726+Gh4fx7LPP4mc/+xlWrFjh16/VasfGVKlUkusF5QKS87qByQV63YaGhrBt2zY88sgjWL58uV+/8HUbz3qDieYcx3Gy/v2gnLhQcwaDAYrRvwIXE+05CH5+p0Kura0NL730EkpKSpCZmcl2++CPg2DjgXKihD9HUjm1Wj2W0+l0fu/l2dnZsFgseOWVV/DYY49h0aJFfv0JCQmi4wUSyvZFIqfT6SYkJ3f7ojUHQNbrCyan1+v9jpns7GwYjUa8+eabeOyxx1BUVOTXHx8fPzae3O2jnLhozvHvG3J+jijnL1Zyer0enMiJNh6bC/S+0d3djY8++gj//u//jrlz5/r1x8XFjY0pZ72YZDmdThcTuWBZqeOKX1Y1+u9voPH4tmDrFT4W2w92GY457vl+sZLK8cTWK0atVkOr1crKBVsvXxqNRnZOq9WOO8cKZT8ikWO3jy3+eWHb2ZqIHL8fco4X4XjByB0vErlAr5twf+U+L1Mpx8k8XiKV41+3YEU58QpHTojPSZGTE643mEjk+PcDFrvfco7TSOUCvR7hyAUi5/lDBHJxcXHj2g+xOtecGLn7Eei44vHrEFuvWAXLCceMi4sbOz/GtwnxywhzYhn+VrhelmjOKzUVhxBCiCyVlZUoLi7Gvn37sGrVKrabRKmysjIUFxfj8OHDKC4uZrsJIcTP/v37sWHDBpSWlmLhwoVsN4lSe/fuxcaNG1FaWorCwkK2m5Bx2b17N2677TaUlpaioKCA7SaEED87d+7Efffdh9LSUmRnZ7PdZIKM9/So1HLB+sX6wtnGPg7UFo1iZTsnAj03hI4BEiqxDwsJCYaOmfCIledRbDvltLGPz7UNAMSn/BJCCCGEEEIIIYQQQsgUEOjE6bkKdVyxPCfy13rsY7G2QMsFqmjCbttEVrRht2+yFgmMfa6oqKSKTAz2dYilimXsvkxkRRN22wJtZyhtrHNp49GkBUIIIYQQQgghhBBCCAlRsJOuvECZc20PdAJZTpsYPheJimXsvkx0TRXsflOdLUIiiT3eqMZfUwW73xNdsYzdl3CWlEC5cLcFw3EcTVoghBBCCCGEEEIIIYRMbaGeWOXJWS5QJhztobSJtZ8P/LqjpWIZuy+xVCQ82OeViiqcRSYG+zrEUsUydl8muiZCoHWLtctt49vFSLXTpAVCCCGEEEIIIYQQQggZp0AnYIUCZYK1i/UFamPbxdqE7edasYzdl4msqYTdd6rxFSGRxB5vVOenphJ23yeyYhm7L+MtVrB2llgbArQHGhdMniYtEEIIIYQQQgghhBBCprxAJ1MjLdh6xfoCnfgN1CbWfq74caOhYhm7L5O5SHiwzysVVTiLTAz2dZjMFcvYfZnICrdA4wZrZ4WS5bF9NGmBEEIIIYQQubq6gNpawOMBjh0DenvZBCGEEEIImYLYk65igmUCnehFkOXE2vlx2D5hu1jFMnZfYqmmEnbfqcZXhEQT9vikGl+RwNjnaiIrlrH7whZrPO1iArUjQJ8CALxeL9suinLiKCeOcuIoJ26y5OSSOx7lxIU7J5fc8SgnjnLiKCcuanOvvQZ8//vgBgeBO+4APvqITfiQHG8U5cSFOyeX3PEoJ26q5eSSOx7lxFFOHOXERXtOLrnjUU7ceHNiJ1AhkhPDcZxkjh8/UI5dP58LdpI40HrFlhHLQeRktlibWEUiJ0eg/WBFew4hPC9sm1hFcw4hPC+UE+f1ev2eV7GCjNeDcoGLcuIllhMTyvEsB+X8BXo9xCrWczw5zwuiLMfui5z9jVRObPsC4cdl24Tt/Hhsu1Cw9bLL8DmFy+VCZWUlLBaLT4A11XJOp3PCchUVFVGfs1qtbJcPyolzOBwTlisvL4/6nM1mY7t8RHtOLrnjyc3Z7fYJy5WVlU1Yzm63s10+5ObkkjveZMnZbLYJy5WXl09YzuFwsF0+KCfOarVGfa6ioiI8udtvh377dizRaBD/2mvA9deziTH8eE6nk+3yQTlxFoslrDm55I5nsVhQWVk5YTmXy8V2+aCcOLPZHNacXGazGVVVVZLjTXRucHCQ7fJBOXEmk2nCcseOHYv63NDQENvlY6rl5DIajbLGi0Tu+PHjE5Zzu91sl49YyFVXV0vmTCZT0Bx/IldsPPYkLwAMDAygpqYGw8PDbBcgOKEsNp6YgYGBsOdqampk54aHh/1OtgvLaDSitrZWds7j8fj1RSqH0dct2OvBi/ac1HHFk5uT8/zJfZ75XF1d3YTlvBITCCKV83g87FPrY2BgIKpz/f39lBPB5wJ9wMeL9Rx/PA8MDKC+vt6nTazk5vr7+ycs19DQcN5zfX19qK+vD/g88/iclMmUa2ho8Hu+2OKfZ7adrXPNsXp7e2XtR29v79hxEEy4cvz2iuXE9qWnp2dsf8Xwy/T09IjuL7ucMKfcunXrVqVSCb1eD6VS6RMU4jgOE5EDMOVyKpVqQnJKpRIGg0FWTu54lPMl97ifqjmp4y/ac11dXdi2bRvuuusu5OXlsd0+VCqV5HigXEByXg/IzHV0dGDbtm245557kJOTw3b7kDMeJkmO4zhZ/35QTlyoOYPBAIUi8Ld2RXsOgp/fSZ87eBDdzz+PzxoacKPbjZR584Dp09nUGP44CDjeKMr5E/4cSeXUarVkrrW1FS+//DJKSkqQnp7Odo+RO14o2xeJnE6nm5Cc3O2L1hwAWa8vZOaam5vx+uuvo6SkBCkpKWy3D7nbRzlx0Zzj3zfk/BxRzl+s5PR6PbgAJ+YQQq6+vh4ffPABSkpKYDAY2G4fcsbDJMvpdLqoyIktI5YTE8r+Bstxoyd8VaP/TrPbxz7mcwqFIuiYGo3GJxeopHL8eHKeF348rVY76XP888PnAj1/kczxr0ewEsux2Fwg4c4BiIlcsOOAF4kc+7qxFe05LsDxJ1bhzsXFxY09z8GKcuIVjpwQf9xLkZPjBO+TwYQ7B5nbhxjLsa+b8PUL9vpGQ248+xvMZMoFep/kcczvOcI+IYVCEXC9gcYT6xe2ja3XKzUVhxBCiCyVlZUoLi7Gvn37sGrVKrabRKmysjIUFxfj8OHDKC4uZrsJIcTX55+j6qmn8JP33sP2W2/FrJ/8BLjoIjZFotDevXuxceNGlJaWorCwkO0mZFx2796N2267DaWlpSgoKGC7CSHEz86dO3HfffehtLQU2dnZbDeJMudy2jSUZaWyke6PdZN9/4g0OgYIIdFG7MNZMrXE4jEgtc3B+oP1QUY/AASeSk4IIYQQQgjxdcUVwEMPAWo18POf04QFQgghhJBJTM7J1UBCWVYqG45+qUws4/cvGopMDPZ1oKKioproIuHBPq+xVLFEapuD9Qfr40n182jSAiGEEEIIIYQQQgghhIiQe5JVTCjLSmWlTghL9SPMJ/6JOPZ5msxFCCEkNrDv37FUJDzY55WtQOT0S5Gb4TiOJi0QQgghhBBCCCGEEEJIIHJOtgYSyrJSJ4YhYzw5J6DDQbieiS4yMdjXgWp8RQgJjP15oRpfkYnBvg4TWaGSWk6qHzIzYH63pUkLhBBCCCGEEEIIIYQQEoSck66ByD1py5PKyh3vXE5WxxLhfk50ERIq9hiioqI6W2TyYV/jyVyxRs62S/Xz5GQgkqNJC4QQQgghhBBCCCGEECKBPbEaqlCWl5OVe+IYMj4kIOHBPq9UZ4sQQkh4sO+vsVQkush9beRkEEIOAX7XpUkLhBASDj09wPHjgNcL1NQA3d1sgkSjnh6gunrkfnU1vW6EEDJZdXYCdXXA8DBw7BjQ18cmCAldRwdQXw+43UBlJdDfzyYIIcTXmTNAYyMwOAhUVABGI5sgMUDsBGsoQlle7olfuSecgxGOMdFFJif2daaioqKiGl+R2MC+btFYwcjNIYTfWXmBsgoA8Hq9bLsoyomjnDjKiaOcuJjPffAB8O1vgxseBu65B3jzTTbhQ3K8UZQTF7bcu+8C3/kOOK8XuOuukcdBSI43inLiKCeOcuKiPSeX3PEoJy5suVdeAe6/H5zDAdx+O/DJJ2zCh+R4oygnbsrkXnoJ+Jd/AWexAFu2AJ99xiZ8SI43inLiKCeOcuKiNrd9O7h//Vdwvb3ADTcABw6wCR+S442inLhI5gKdaIXM8TiOk5XD6HhyTgTz40mdYA5lvXJEIifch0AFmR8GnGuOFcp+yEE5cZQTRzlxlBNHOXGUExetOal/p9mKppwYqf3lTWQu2Pbz+PGksmLrFcvzOYXL5UJlZSUsFgub8THVck6nExUVFZRj8Dmr1cp2+aCcOIfDgfLycsox+JzNZmO7fER1btMmJLzyCpYqldD97W8jJ64DkDVeCDm73Y6ysrIpl7Pb7WyXD1m5zZuh3bEDF3ActC+9BNx8M5sYI2u8SZSz2WxTLldeXg6Hw8F2+aCcOKvVOqVyclmtVlRUVMDpdLJdPignzmKxhC/3zW9Cv20bFmu1iH/zTeCaa9jEGFnjTXCusrISLpeL7fJBOXFmszl8ue98B4b//V8sSkxE3LvvAldeySbGyBovQrmqqirZucHBQbbLB+XEmUymKZc7duyY7NzQ0BDb5WNK5e69F4lPPomFGRlQf/wxsGYNmxhjNBqlx5tkuePHj8PtdrNdPqIpJ3bCVSwnxmg0orq6GsPDw2yXD3Y8sXUCwMDAAKqrq/3Wy544D5RjTaZcTU2N5PMcLCd8Do1GI2pra+HxeHza2YrVHKu/vz/g8yI0FXP88xcM5cT19fVNuVxdXZ3snNgHfEKUE9fb2zvlcvX19bJz7L8DbPX19aGhocGvna2JyAn3Q4rcXE9PD+VE9Pb2oqGhgW32w4/Hvz6BiK1XbBlhTrl169atSqUSer0eSqWSzY7hOA4TkQMwYTmVSkU5EZMlJ/c4CGdO7nE/VXMGgyF2c0ePYuDZZ/FxXR02Dg0hs6AAmDWLTQFyxwshh9HjfqrlpI4ryMmVlqJ/9HXbNDyM9Nmzgfx8NjVGcrxRkyHHcdyUzBkMBigUgb89i3KBTaVcV1sbdr30EjaVlCAlM5Pt9sEff8HGQwRyarU65nMcx4Uvd+AAuv/2N+xtbMSNg4NIKiwE8vLYFCB3vAnOqVQq6HS6CcnJ3b4pkfvyS3S+8AIOnDiBG10uGBYsAHJy2NQYOa8vIpCT3I9R4c6p1WrJ4wqTJMf//FLOV6Ryer0enMjJLl5U5/bswZkdO3CkqQk3OhzQLloETJvGpgC544WQg+B9I5pzOp0upnJiy4jlxGg0GsnjHoIcPx4nOInP44+DYOvllxOul29jl5EzHmIop9Vqp1RO7vPC5jjmgyKFQgG14Oc3UE2WHDf68yEnJ3z+glUkclLHAUJ4H5Kb02g0stYrJ8eNPs9TKSfndZsqOU5wPAv/fQtWcnIKhWJK5TiZzwuf02q17Evhh3/dpEyGHCc4ToOR+/zFcm48x4tCoUBcXJxkjh2PE3lPAJPjvFJTcQghhEj75z9x4o9/xN1vvIFnbroJCx94ALjsMjZFos3+/Wh46inc/frr2HbrrZj/wAPA6tVsihBCfFTt34+fbNiA7aWlmLVwIdtNotGePaj4n//Bv37wAbZv2YIZP/4xsGIFmyIkNJ98gtJnnsEvdu3C9i1bkPOTnwDLlrEpQgg564MPcOCZZ/CfX36J7bfeirSf/hRYtIhNkRgUjtOr4x1jvMtFs8m4T4QQQgiZWgJ9SB+rxrs/oSwXfCovIYQQeS6+GHj0UUChAH72M5qwECtWrwYefhjgOODf/o0mLBBCyGS1fj3w4x8DcXHAL35BExZIeFx1FfCjHwFaLfCrX9GEBUKItOuvB77/fSApCfjtb2nCwiQSysnYQPi/cAuV8K/jJgv2r/4msgghhBAycdh/l2OpJotz2Z9Ql6NJC4QQQgghJCZ54cWwdxhe0F9iEUIIIYSQiRXqSdlAzmWcyXiifKKxH0BQjb8IIYSIY98vqc4WmRjn+hqMd1matEAIIYQQQmJSZWclLn7uYjT1N7FdhBBCCCGEnHfjOTkrZrwneoXopD+JNuwxSUVFRUU1UoREg3Ack+e6PE1aIIQQQgiZ8oZgMp/Bri924qEPduLunTtx986P8W97y7DHClg9AJydKK0rx1PCNjhx6kwzPi0txx6LF9buWvz1q92jy/P1GbY1dqLeBQDD8HjM+OeRPfh/H432f/wZvl/eiTMON7tRkmxDNlR1VsHpdrJdhBBCCCGETIhzOVHLCsfJYx77Acm5FiGEEEIIiQ3s73Fida7CMQZNWiCEEEIImdKG0Nt/Bofra/Fe9xCcHgXiVCrEDdsw0N2KZ4+2oNoxCNuQCSfbm/BWVQ22txjRPzgMYAh9A92obmlFjcsLp/kM9nX04rBxcGQMpRJxw/2oam7DgbZenBl0YKC9Bv9o60ezYxhxKsA9aEJdXRkO9DrQOchuGyGEEEIIIbEnHCdtWeE6oRwu7InuWCpCCCGEkFCxv0/EUkVSONdBkxYIIYQQQqayISPqWpuws74LtnlX4uErr8Uz112HZ65chfsL9DhWWooyiwO9XgBKwOp24kjTCZyyD8LhYQcDkJKPtUvXjIxx/XV45spFWODsRn1zC8qtLph7OnEmYzFuuWQDnrnuavxh1QJ8e+gYPu+04oRNbMBz1NkJ1NQAHg9QVQX09rIJQgghhBBCwi5cJ29Z4TwxPFWxJ/InaxFCCCHjwf57QjVSxFcknhcFAHi9XrZdFOXEUU4c5cRRTtxkyckldzzKiQt3Ti6541FOHOXETXiutw0V/S4c0C/Ev1+QhGkJypF2Qy7yZy3BE7ON4FzDsA0CiMtEduJ0/AjlOGyxo2XsygjekfH8Vs0Bhvm4LG8YM+J6UW1JQ/4FN+L1y+bj+iw9gDgkxidj1cxU9DscsAwOjS0pdz8AwOP1YNg7LF6v/QOeknsAhwOer38dnvfeg2d4+JzK65E/uULuflBOXLhzcskdj3LiplpOLrnjUU4c5cRRTly05+SSOx7lxEVDLtiJ3PGMJ8SeRA+UY1FO3GTMsR+2sMcM2yZWlBOvYDmh8bxuwVBOHOXETbUcgvxcsj+jbJtYTeVcMHJfD8qJi/WcnGNESGo8Hp9TuFwuVFZWwmKxsBkfUy3ndDpRUVFBOQafs1qtbJcPyolzOBwoLy+nHIPP2Ww2tstHtOfkkjue3JzdbkdZWdmUy9ntdrbLh9ycXHLHmyw5m8025XLl5eVwOBxsl4/JmOu32aBUqVCUk4M8AGpBTqGMgzYpH9cna1CgGWlL1MXhkqX5qGrpRXv/yPu7y27D6ZpyDLnE15uq1UGhUKG+o5PZPjO6rT14tTwF62clY27ayEqsVqus/QCAQc8gvvbG11C8rVi8zE/ge/mVGLrkEvyiuRl3b92Ku4uLz6l+d/fd7GaIslqtqKiogNPpZLt8UE6cxWIJa04uueNNZK6yshIul4vt8kE5cWazOaw5ueSOF4lcVVWV7NzgYPDv6aGcOJPJNOVyx44dk50bGjo7KVHMVMvJZTQaZY03mXLHjx+H2+1mu3zEYk7sxK5YTkwouerqagwPD7NdPgYGBmSNN5lycp8Xyvnr7++nnIj+/n7U1NTAE2AyO/+BzsDAAGpra+H1ev0+HBTWVMv19/dPuVxdXZ3snPAYEivKiVdfX9/Y6xFMb2/vpMnxx1UwfE7KVMv19PRQTkRPTw/q6+vZZp+ftWA51nhyyq1bt25VKpXQ6/VQKkf/sk4Ex3GYiByACcupVCrKiZgsObnHQThzco/7qZozGAwxnevv6sLObdtw/V13ITMvj+0eI3c8uTmMHvdTLSd1XEFmrq+jAzu3bcMN99yD9JwcttuHnPEwSXIcx03JnMFggEIR+NuzJmPO1ncSdTYverUzsDkrHhyA063l2Fl1BE8fP4HP2jsxlD4PWSo7OgdsaLQl4KoL58J1sgFerQZ9dhesA1ao5i5EsaIXuy3xiNOm4Nos/dj6HP2tqLV5cUaTjc15+tHts6CupQV7jvfAMWsxNhSkY2a8cmzShJz9OGU+hRcrX8QPV/wQ6wvWY2XuSv865cGKWjMK7/gXqI4cwZyrrkLRLbegaOXKcdeS1atx6Q03YP6KFYhLSGA3ywd//AXbD0Qgp1arYz7HcVxYc52trfj05ZexqaQESenpbPcYueNNZE6lUkGn001ITu72TZVce3MzPn/9dWwqKYEhJYXt9iHn9UUEcnL24/+3d9/xbdcH/sdfkix5SPJOnNhxnJ3Y2YkhzEChUMqmi0J3gVzver3etb+Ou9616bruHtejvTtKSweFDo5CaKAtIRBWlhPbceIRJ86w43gvydawLf3+kJXY33ydyGDH6/18PPRo0edl6fuVv/pakT76fhmDzm63X3C7Yop00eevuqHGqnO5XFhMPgSOmuhdbVUVb2zdyu2bNpHkdhuHz4j19mLtGLTfmMid0+mckp3ZzzgcjnM6M7F0FovlTGe1WrEMemN5uM5sPGoqdXa7naSkpGnVxfq4qDtXLNsVwzzPzUyVzuFwXHD7I8bOMvD8VTfUdO2cTqdxaAh1wxtJl5SUZLz6HNOpG7ydno/FYiE+Pn5addHHxWKYqDBcdz4j7ZxOJ5bwhabiiIhITI6UlnJ/YSE/fvVVll92mXFYJqjD+/dzf2EhD+/Zw7LCQuOwyJTnOfY6vz7h5a/WAn65MRcX0HCylFdrT7Gt0Uvj6cPM2LCJB2a1c6qukS2nk/nynasIlr3A9r4UGpp7yOzqwva227mnYzufO+nCnTGfH63OOnMfxw/+hedaLRybeTXfy0+AQAv7ak+yp9ZDZyiNyy5bzSWJ4Bz+cwpTr9e+zvW/vJ6iTUWsmLnCOBzx8suwbx/8wz/Ad74DN9wAGzYYK5kGSnbs4PO33sojRUXMXbrUOCzyphRt28aX3/c+HikqInvBAuOwiMg5Xt+yhe//7d/ySFERGbNnG4dlihvvt2HH+/5FREREZOIxm5xwMUXvf4RvDYuIiIjIVOJ2p+K0hulqOsEeTx++UJicuat5/5U38u2N67k7DVINB6mwWCwsmp+HJdDDqaYmGs53VNa+bk52BvD121iQ6iDc28XR2iP8ufw0JyxpFG5YzbXOkU9YiNm118JnPwt2O/zrv2rCgoiIiIiMm+G+sXaxDP7W3ES+iIiIiEw3xtdDF/MyXoz3P1ZvD4uIjJswYfpCfYTRNwhk4hrN7TQcDhMKhegbdOkPD77lMKFw2HDdwM9FrwuH6TfcRl8oRCjM0NsZMh6m/60vvoy3zDzWZCRwta+cb5a0U9/dN/D77aS95zSv1ljxBWHo61cLuJex0eEhyV/L77sGDYXDhMID20h/H31dFbxyKo7a4AzWZnYTbC3my883YcldwQc2ruTaJLNtVmTqGI/9/Zl9++Cf0/5+SgmHtV2JyMhE9xujIab9RujC+w3jPqMvFCbE2f3GufczdfYbxjdoZSjjG+m6nL2IiIhMJMa/U7q8+ct0Mtw66/QQIjLlVLdWc+9T9/Kz23/GqqxVxuExo9NDTE7jdXqIiuYK7n3qXh5/1+Pkz8g3Do9AD9U1FWzZU8RjndHrnKxeWMDdG9bxTjfgqeDRXSc5apnBldHr8LB7XxlHgglkLF7EjZ69fGBXLZVdgYHbiMNCCh+68e3clpPKIkeA1rZTPP/iC/y6E5r6gZRcli9cw2OXZJ9ZGpmMQvj8PdSePsmrB17iiRYbrX0WoB9XUgorl7yd+5ZmsMxylOcrIqeH+Mpda8gF+lsO8NuiCh4/Ec/t7x44PcTe4/yp0c+cRHvk5vsdrM1fzx0Fi9kQ307lrif4ZFk/7fZEUhIdJAAWi5XFy2/kU8tmc1WGw7iAw4rp9BAiA8br9BBF9UV8+s+f5vF3P05eSp5xeAS6qThcxtP7SgdNFHJRuHQldxeu4u3OfvBU8pPXT9KYlMPV61fxdlcY8PDa7lJOWFPImp/L5R1F3LuzlpM9vQO3YcdhT+dDN7yd27Jc5DkCNDYdZ+vLL/NYF7T3A2nzuGTxah5eO+vs4giM4+khdtXt4gvbvsDj736cHHeOcXgEujlUeYCn9x/gSU/0Ohcb8lfxvnUruc7ZB55K/uvVWlrduWxct4LrBrarV3aWUGtPZ3ZeNuvb93HvrpPU+6IfiNpJjM/kgzdcz60zncy1+zndeJytO3bw607oCgFp87l8yWp+subs6YREpoPxOj3Ey8df5luvfYvH3/U4GUkZxuER6ObAoWL+WHqIp8/sN9xcuWIt712TzzWJQfBU8sMdtXRnLGDjmnyucYYADy+9tp/6pFnMyc1kWct+7t1VS1uwf+A2HLiTZvKhG97OLRnxZNv91NUf5U+vvsavO6EnDGQs4m1LVvLDVTPPLs4UobdnRURERGSqM5uoMJht8+bNm41XiohE9OLtbubVXS/zvwcr+V1lFVuqathR1wGZs8mMs5DQ28SBY9U8UVpLV8ZsMuIsJFgD1DfUsetQNTUps8noPMxTBw/wn/vL2FJVNXCpoy4cT5IrmZlxg++zi6O1p3ixuIH+uZm4LRYGPvaK2SnPKb6+4+t8YNUHyE3ONQ6PmbbGRrY8/DC3fPzjzJwzxzgsE1Tr6dNsefhhbnvgATKzL96H7ye7TvK1HV/jY2s/Rrb7zd5vD+VVpbx4rInK+DzuXDqPS3NyuNTVT4/Hy6tN/SxdkEmyr5YXy4/yfFOAxqRM7sxKAnxUVtdwvCeMbcYMVnRX8u3GZFblzOW9i+dx6awMLk31c+CYD2tSAknWTk4cr+SbjSncvGQB1+bNJNviJ9jSQHvaYnLjIdFwCgGZLCzY4xy4k5LIciaRlTmHNdk5XJqTy+W589i4II+VbivOODuJiSksnJHGwtQkEgCHPYHU5EzyZ81m9cxUshISmZmaybrZOZFtMSeHS3PzeNuCXFZnuMiwWbEnJLMwdyFXzZ3LFQPNhjk5XJo9m4KUBJLtsR8ILD4unmWZy7gk5xIS4xKNwyJDNJw4wQuPP87tmzaRkplpHB4zh1sP85+7/pP71t73Jj8kCgM+ysqLeeFkOycS87hjycD+3hmkvaubPW0hlsxLJ8V3kufKjvBCW4hOZya3zEwEfBysPEJtr5349FTme6v598YUrs7L465F87h0VhprXH72H/ERn5JEYqiZquNH+M/WVO5YupCr584gK+Ql2N5KV+pC8hIhPvan6ZRXX1PDS3/4A7dv2oQ7Lc04PGYqWir4yd6fcN+6+0hLeDP3GwZ6OHBoHy/UdlHnzOP26HaVFKCls5t9HWGW5KWS0lPLn8qOsK09hNeZwTtnJAI9lFVUU9cfT0Kam1zvUb7ZmMJ18+dxx8I8Ls1KY6XLz77DPSSmOknoa6Li+FF+0p7Ku5Yt4qq5M5jZ7yHY0Y4nZQHzE8Gh7UqmidqqKt7YupXbN20iye02Do+Z0sZSflHyC+5fdz8uh8s4HIPIfqO4bC8vnOqmyTWX2xYP7DcSfdS391DmgUW5yaT6anmq5Ajbu6wEXenckJkA+Cg9eJh6SxLOlCRmeI7zzaY0bl04n9sW5nFpVgr5iX52V3pJznQRHzxN6YnjPNqZxvvyF3FFbgYZwU6Cni66U+axIBHizv+e56Qy3LfNREREREQmu1hf6+ptAREZRi/tHQ0UVR5iS2MQb8hKfFwc8f0+vK0neGRfDQe8fjx9XdQ1HuOPpYd4uKadxkAf0EdHZwuHao5xyAc+TwO7Gpp5vS0QuY24OOL72yk/Xsurx5s5febwjx6qT1azZd9Bnqg4xclwmKBxsUTkLM8pXjnRREnAyerl67hv7drIZd1Krp+RQHzLMQ76wR8CHE6sfUGCzcc44AdfyHhjQHIOVy5ePnAbq/n4unwW+I5zsrWFIz1xOJMyWF+wjnvWrOO+tev48PwMLrE28+xpP519Zjcok4kj3snceWt536qB7WjtWu4tWMIVKZBkA+wpzJ85i2vyMkiOvoi0pzB/dh43LMujIMFCQnI2GxcNbENnLgVcm5XC7Liz93H3oPu4b+1aPr5mDXfOSWHOCGe+ZDmz+Oiaj77JD+xEJolwGLpqefF4MxX9KaxbMej5s24F16TFYWs9SbkfAmHA4cIa7MHXcpyD0esGs1ghJZdrl6wYuJ01fHjVYuZ6q6lpbeOYz06yewaXLF/HB9ZE/rZ8aG4qK2jhuUY/3X3GG5RJKRyCrlpeON7C4XAqhUO2q5VcnRKHtbWWcj/0RrerQA89LSc55IegcTOwWCFlLtdFt6t1q/nQioXM8VRxtK2d4/7IdnXp8nV8aE3kfj40N4V8WvhLk5+eqXK8d5GpLNQHnSf487EWaizpXLJi6L8/rnADbXVU+aEvDMS7sQY8eFtrqQgMXDeYNQ5S53Ljsujfo9Xck5/H7I5yqtq6OOl3kJacxWXL1/HhtWu5b+06PpTrYmGolReaAgRCxhucGmJ9Q1dEREREZKIb6WtbTVoQEXO9XRypq+GpQ7W0LbyWf7zuJn588838+IYr+H/LUqnav5/9nV6aQpE9SU8oQNHRI5z0+ukx++wyJZfLVl4VuY2bb+bHN6xiXaid6uojFAfChOmjtb2eourjvH6yhRODzmM5Jpqboaws8kHAoUPQ2GgsREauqQkOHoz8/4MHI/89hoKNxzjQ6yacOZ+7cgd9yzw5l3Xz5vOxBQlY/ANPpoQs8t1ONtobePK0j45esyfqINYEcC7ibTndhHq7OR2ayZqll/DQmixyE+MAKwlxSaQkujl7JyIi08Tp01BRAf39UFoKra3GYvSE+wk0HKW4L5X4GXncljNof58yjw3z8/hgXjyWwMCuOHE2q9wJXGJr5JkGP95zPiUysCUS557PDXM8+Pw9NFuzuXTpen6wciYz422AlUR7EskJTixE70TGRH09VFZCXx+UlEBbm7EYNeFQP4HTR9jXn45z5lxuzh60XaXO44oFudwzNx5r9KxRidmsSXawztbIlsYYJhnYknC483jHnC68Ph+tthwuX7ae766YSbpj6HYFQW1XIm9WXR0cPgzBIOzfDx0dxmLUhPv7CNRXszc0g7SsXN4xO+HsYNoCrlkwh/fOiccSfUon5rDeHUeBpYmtjX78F5pkEOckKXkut+S209Hto8Oey9XL1vKN5TNwx1kBK0l2J+6EJCJ/9Ka2kb7BKyIiIiIyUbzZ17JWiP28aerMqTOnztyk6drqKG/x8peElfzL6lRynQPncHDNYta8dXxvUSdJff14A4Ajg8yUBXzaUspBj5fDg77SFw6Hze/btYTLcmCJs4m99f30hzp4cUcdllnZ3LixgOuGmVVlelvD6A/10xfqM7/8aQv9H/oA+P2E7ruP/t//nv6+vrd0CfVHz8V5YbGuhzpzo90BhPr7z/mdjvjy1FOEPvIR6Ouj/2Mfoe/pp87d9gYu/aG3vr00dnWR6nazJDOTrDPPtxD9oRAZs/K4qvAa3pcCaQNfXp+V6WbB3Ey2Fx+n0xeM4eOBMLPcKfT0hWju8Q25Phxu4XCzl6KT6Xx8dQoZMXxDfrj1MFJnTp05debUDW9U9vePPUbob/8Wurrov/u99P31z+fs58/s78NvbX8fCodp6OwkIzWVJenpzBjoovv7mTkLuXrdVdyVDO6BF085WSnMmZXGjgMn6A70Gm/yHBZgtjsFT7CPFsP+PhRu5lCjj/KGdD64MpnkGM4NYbYeZqZKB9A/GtvVL35B6FOfgvY2+t99F33bt52zPY3W64hQKMTpzk5mpKayOC3tnO0qa85iNq69gjuSwTnwPsOcrFRmz0zh1bIT9AT6jDd5DgsWZien0hXopdXnHzQSJhRuouy0n8ONaXxghRtXDOeGMFsPM+rMqTM3nt2o7DcefpjQZz8LDQ303XoLfa+9cs7+InoJhS4waXkQs/XoD4Wo7+wgKz2dxampZA500f3G7LxlXLt6A7e6IWHgKZ03O40ZGW5eP1RLoPfC+y2rxUJ2chrt/iBtfuN+o5GS+iDHW9O4u8BNYgznhjBbDzMTuRvJm72x3B7qhqXOnDpz6sypM6fOnDpz6sypMzfROuNkheE6o2hn8fv94YqKChYuXIj7POfSCwQCjFdXXl7OokWLLmrn9/upqKhQZxDtFi9ejMs1/DkQJ0NXXl7OkiVLLmrn8/moqKiYFF1vcxnP1HawJW4dv7psJklWy5lJBN3dXor27GTe6kuYaW/hpap6fl4V5vNXBPh5bS43z0tlke8UW984RMP8Aj6V0cQPW9PwuOfz6PrZZ+7v9OFXeP60lxcd6/kH+wnmZM/Fmd7L/spTPL/Ty7WbruNKm5VUw/ItXboUp9N55naMDjQeoPDhQvJS83Dah+na21hc2cwTB5bw7cNHOJqWBm/x/NYBn4+66mr++403WH7ZZcbhM3w+H+Xl5Sxbtuy86xFr19PTQ0VFxbTr8vPzSUpKMg6fEWt3eP9+7i8sZM6iRcSfp4tJayvzWlv5ypIl3LPqMBXLMiDd/PzlPX09VLdWU7SpiPWz1xuHzzjfetTuf5L/9uaROjufv8+xUlFeTsBbwWOnu3mjE9JSZnD9Ze/mfud+flHsxZswg1uXOXn22T8z//rr6DtyFH84kaxVK7m74yUuqVnAJwrm8cC8VLq7u6msqMDlL+eXoXxSZ+fz+cXR/Uc9f9pxiNLOBFIWLWGFr47C/Hxc53n8uru7qaysNF2Pwca7KygoIDFx0LdNDcaiq6qqIj8/f1J3Xq+Xw4cPqzOIdgUFBSQkDPo2osFYdNXV1eTn50/qzuPxcOTIkVHrSnbs4NPXXcecJUtwxMcbh0emuZllXV38/ZJ53LuqmhNLZ0Fq9BXLUN6gl6buJoo2FbEkY4lx+Izh1iPUH6R2///xn75lLJizhI/MCFFVVUHQU87P6v3s88CM9BxuuPRm7k/az4N7fTjSsrhmrp0Xtr3M/Ouvw192iEBCBrn5C7mh/XUKaxbwtTXzeP+cZDweD4erKnD7y/mf0GoWzFnC3y9wAiGgnqe2HaQymEJa3nxW9DZQmJ9P4nkeP4/Hw9GjR8nPzyd+AnZdXV3U1NSMWle0bRufvekmcpcswe5wGIdHpqmJ5V4vDyzJ495Vhzm1dDakmG9XnqCHDn8HRZuKmJ863zh8xnDr0d/rp7b4//gP/3Lycxdzb0Y/h6sqCHjL+empACVeyMrM5YbCG7k/qZjv7vbjnjGLK7OtbHvpNea//Tr8xaUEXFnkLcljY/suCmsW8P1183h3jpuuri6OHC7H5avgx+F15M9dzCfmJQH9QD1P/vUgh/vTSZ87lxV9TRTm55Nwnsevq6uLY8eOkZ+fj2MCdp2dnRw/flydQbQrKCjAbrcbh88YSXfixAny8/Mndff6li3863vew5zFi4k7TxeThgbW+Hzcs3QO96w6TOvSXHAnGysAOgOd9Pb3UrSpiFmuWcbhMzo6Ojh58uQ569EX6Ka2+Em+G1zHpXkLuSslyJHqCgKecn5yqpdD3ZA9cx7vWP827k8q5suvB8nOyWZtRh+vvLGX+W+/ju7dewmm57Jw4WzWtO7jkmPz+fml87h5louOjg5qqiN/j34Y3sCl8xbwsblJQB9QzxPPlXHMNpPMOTms7G9hfUEBjriBL1eYiK5HQUEBcRfoamtryc/PnxTdcG/8tre3U1dXd8Hbm65dQUEBNtvwE+3Hojt16hT5+fmTumtra6O+vl6dQbQrKCjAah1+4uVYdKdPnyY/P39Sd62trTQ0NKgziHYFBQXnnbA2kq6xsZH8/Pxp0bW0tNDU1KTOINoVFBQYh4YYSdfc3Ex+fr5xaIiJ3jU3N9PS0qLO4K10ZtuhWWemubmZ1tZWli1bhm3z5s2bbTYbLpfrvH+MLRYL49EBxMXFqTOhzlysnS3G7W80u1i3+4nQ+TrqqPYEqU3M492zE4izWKivLeO5A7t58EA12+rq8acvYqYjSHunh9LOBG5at4RgbQ1hh4W2YD+e5g6si1exLq6NN7wOgvFp3Jl9dlKMv72Wam+QI/Yc3p2bTNaMDJzxQRoaOqioCzJv/XzmWi1E37aPLp/b7T7vejR2N/LwvofZtH4TNy26iQ1zNpx7abRz6b4G8j/6/4grKWXB1VdTcPfdFGzY8KYvq668kqtuv53ll11Gwnk+dLdYLMTFxV1wPWLtGNjup1t3oe2ZGLs4h4O5S5ey6sorz/mdjvhitZLf0sLcz30O+959rCx4GxuufN+529+cDeQm5/LKiVfYtH4T2e5s42INMdx6xHWd4Llm6LQ5uSw7GbfdTnJyCunps8my9ZEYaKU9cz1XxJ+mrDFI0J7CZfPSWGZrZFtXPD2NrTgTknBlZbHCf5yftqdROCOV9akJkedbXBwtTZUcs2czIyOH9a5ewt01PPpGFYf7Upg7fwEb52YwJz4Ot8nyDRbdns3WY7Dx7txu93n/EalueOrMRbe/i93Z7fZJ31ksllHt7AkJ5C1bxsorrjh3/z3SS28vy3p6yP3kJ4l/Yw+rC29hw4Z3nbOv3zBnAzOdMymqL2LT+k1kJJlPZON86xEOEec5ydNNVvocTgpnu3HHxZGcnEJGejYzrQHie7vwZKziqoTT7Knvw+ZMY0Oum3nWZp7vcNDf1EyiM5mUGeks9NfycHsab5uVyork+Mj+3mqhqbGcmoQ8cjJnszrJT6Crhkdeq+KYJYOFCxZw5Zw0cgb29+d7nAfvd6dD50hIYN5obVeBAPnBIHP+ZhMJr+1mzWV3suGSO8/ZpjbM2UBGUgYlDSVsWr+JtIQ042INYbZdWcL92D0neaoxDhJcrM9yDbyOSCU9I5uZFh/xfd10Z6zgqoQGdp7qI96dziVznORZW3iu3U64qZlEdyqpGank+et4uD2NG2enUpAcmRxhtUJzYwU1CfOZm5nFyiQfvs4aHn61ipO2GSxaMJ8r5qSSk2DH5XSe93FmYD2cE7SLPn/VDTVWncvlwmLypljURO/iExOZl5/PissvP3c/MNJLdzf5Vis5H/kIzld2su7qu9mw/rZz9hkb5mwgOT6ZypZKNq3fhMsx/JcZGLTfGLIe4T7snlp+12gn3ulizUwXboeD5JRUMtJzmBH24ggFCKTnc1VCAztq+3GnZlCYnchsayvPtsZha2oiISWd9HQ3s3yn+WlHGnfkpLLYFZn8YrGEaGw4RE3SYhZmzKAgoYeutqP8zytV1MfPYunC+VyencLsgf3G+R5nBj1/J2rncDhG3J3vEsv9WiyWmO53qnVJSUkXvbPb7ePWxfK4qDMXy3bFOHaxrsdod7Fs98TYWUbwPFJ3rqnWOc/zHjrqzmskXdJ5vsgVNZ26wdvp+VgsFuLj49UNsAx63Rntov9t5kK3FzX492EJDzdFV0SmNe/JPTx5rIXH+5fzm2vnkm610FR3iDdOnuDPTT4aTh0is/BjfDg7gK+xnl/UOPnau9cSrniJV4KJnGjrY2ZzA1z/Hu72vMq3au3nHGmhtvIl/trQQ3Hm23hweRKRozs2srPkGE+ZHGkhVtEjLez42A4un3O5cThi507Yvh2++EX44Q9hwwbYuNFYiYzMa69FLl/8Inz723DVVZGLiX2n91H4cOEFj7RwXq1lfGfvCarI5NbCtbwrM/oNyh4OVezj+dJKjqx5gH9J3c/jpV68ibP5m6vmMqfnJN/bVc6hY60kz17EFYXnHmmBUC/hQDOPPPcizbnrWL94Ppf2n+alg0cp8sezeNFSrsidxdLhv3wqIjJ1vfgilJXBJz4B3/kO3HILFBYaKwBePv4ytz9x+wWPtDCscD+0lrF510nq47O5bd0qbsuIfrO5m5IDu/hrVR2nVn2QL6Xu56EiH46MOXzsktlkeCL7+8Mn2siYt5yrV517pAVCAQLdjTzy3HY6F1/J5fNnsyJ4mpfKj7HPn8CKZflcnjODRcN/mVpGy1//ClVV8PGPR7aru+6CtWuNFQAv1LzA+598/wWPtDCsUB+0lvGvO2tpceZw25qV3DJou9pf8gYvHGmkceXdfCm1mB/s8ePOmstH1s8kpSuyXR092U7mgpVsXH7ukRYIBejpOs3Pnt+ON/8arpiXxTJ/PS9XHGefP4FV+QVckZ3JAm1XIm/N1q1QWwvvf39kv/GBD8CKFcYKgGeqnuGTWz95wSMtDKs/CG1lfP71OrpT87h9VQHvSI8+ib3sKXqVF0920rniLv4ltZivvhEkO3ce967OILHzBN/bWc6Jug6ylqzl2mXnHmmBfj9dHad45LntBFbfyMa56czvOcWOqlqKfPEUrljB5bPSmaf9Rsz0lq+IiIiIvFnDTUYYS8NPYReRac3lSsFtt+FtOsaerl48/WFmz1nOu694B9+79lI+kG4l0+RLy/Pn5WLvC1Lf0MDpPhj2n8j9PdR1+enqtbIoPYmLvvu7/HL40pfAZoPPfU4TFmR0XHVVZMICRP53mAkLoyZjHtdlJbK4v5nth4+x+9SpgcsRilq7ONk7k3mJMOT049Z4LK7F3OT24uvv4dDgU8X6OznW3BC5jdoT7K4pY7cvh1R3Onm2ZqqOHeSrrzRjy84iM7GfjpZTFDU0Uu7pw98/7LNdRGTquf56+Md/hIQE+MpXhp2wMCosVshcyDuy4pkTbOKl6sH7+2r2tfVwqm8GeQlgH/yCypaI3TWfW90ddPT5qQoMXB8Og7+DI2f298fZfayCPf48spJTyLE2UlZziO/uasOZN5sMR5DW5lMUNTRT6ekjGNL+fszceCN86lPgdMLXvjbshIVRYbXBjIW8M8vB7EATLw/Zrg6zr83H6f5M8hIgbvDrCFsS8a553O5up6XXT/WQ7aqd6uh2dfI4u49XsTswn1nJyWTTQOnRcr6/p53kBTlk2AM0N59iX2MzVd4+erVdibw5t9wSmUCXmgrf+tawExZGhS0OZizm1plxZPQ08vKR40P3G+0BmvozyE0A2+C/R3FOkpxzucvdyulggKPBgevDIfC1U9UU/Xt0jN0njrI7uIg5qS6ywvXsr67gR/s6yVySS7rNR2PzKfY1tnDY20efdhsXNPjbcCIiIiIiFzLerx81aUFEzKXPoSDTxTsDh/hOaRvHPb30hUL0hbroCpzi1WMWvAEL5+y7XEu4PN5PZvA4j3XCmfcfw2FC4dDAbYTo66rijVNQ7cvikmzOvR0RiYGbS9ZezweX57Ds+B+46uc/H7g8ww9OWsjeeAdfzIMshwWrJXKJPtVWLS2gcMZMcq2WgRcDFmz1e/nenwdu51dPsvGPJ8goXMXG+bNxtrawt/oA5ZYavv3MH3jXwH3d8Nun+duSDmp9/UOWTERERosFcHP5Je/gQ0vSmH3k94P298/y46ZE5l91M5+ZC2n2gf09kf29zWZjbcFK1qdnkGOJ3BLhELbanXz1T78b2N8/zS3P1zP3qnVcnTsTe1MTRUfLKO2r5uv/91vuGLivd/zhWf7pYCfNgZBxAWVSsgDJXLnhJj60KJn06sHb1Z/431YXC6+4iU/PhZS46HYVERdnY93yVaxPS2e2ZeDbF6E+bLU7+bdnfxu5jV8/zV0vNLLomkKunjMDW1MDRTVllAQP89XfP87tA/d105Nb+ezBLlp79emjyMRnBZLZeMUtfHh+AgmVA39Hfv5zrvr5Vn7pzWDpFTfwyTngtIHVasE68LfH4bBTuHI161LSmGWxYMGCpT9A3MnX+PwzTwzsN57l3h3NrL7xMq6elUG44TRFxw9S5Kvgy088xq0D93XzU3/mn8s9ePr092gkxvPNZxERERGZ2CbKa0WdHkJEhhHCH/BR33SK10pe5IlmOB20ACESE5NYseRG7ls6gxW2E7xSffb0EPNsVmgr55niQ/x3RZjb3/se7vG+yrf2H+E3dT5yE+MiN9/vYNXSNdy2PJ+bZydy9uxLF+n0ECLjbFRODzGgN+ijs7uLU9FvLQEJjkTSnMnMdAD9Ppp6QoSscWQ447EzcJ0ngN9iJ9mZQGq/l8OeAL4zR0ywADZmpKaQ7ojD1nvufQBYrXEkJqWQm2gj3jr+L2xERCaat3x6iEGCgW46erycHrQvToxPIs3pZoY9DP0+GrrDWOLspCc5sDNwXVeQXpuD5EQHrn4v1Z4ggTMzSy1YLXHMSEkhzWHDEjz3PgBsNjtJiSnkJlqxa38/7t7y6SEGCQa6ae/x0jBku3KS7nSRObBdne4OY4uzkzZouzrdFaDPFh/Zrvq8HPYGBx2JY2C7Sk0lzW7FEjz3PohuV0kpzE20DZwqTkTGyls+PcQgAb+X9p5uGnvPXpeU4CI9yUnGwH6j3hvG7rCTmnh2v1HfGSBkTyA5IY7Evm4OewKDjphgwWa1MyM1hbQ4K+HAufcBYLM5cCUlk5toG3pEB5FpQm/li4jIZDYRPhiXiUuTFkTkvHp7/TTVV7G7K0RHX+S6eEcieTlLWe224A53UdfRQ7UnjnXzMnBZLNj6uqhr7aC8rZ/sefNY0NvIgZZ2yjsHH4c+nnmzZrM0M40c+6Cr8dHU5uVEUy+zls4my2JhpKesbPO1saVqCzcvvpmZzpnGYZEJobWnlWeqnuGOpXeQkZRhHBYRkSmiwdvACzUvcMfSO0iOTzYOi7wp9Z56Xjr+ErcvvR23w20cFhE5x8nOk+ys28ntS24n0Z5oHBYRGTF9rCAiMjloooBMFpq0ICIiIiIiIiIiIiIiIiIiIuMielpKERERERERERERERERERERkYvKyggO5aTOnDpz6sypM6fOnDpz6sypM6fOnDpz6sypM6fOnDpz6sypM6fOnDpz6sypM6fOnDpz6sypM6fOnDpz6sypM6fO3FTrrIFAgNLSUjwej7EZYjy7kpKSi975/X51JqKd1+s1Dg0xGbri4uKL3vl8PnUmol13d7dxaIjJ0O3fv/+idz09PdOy6+npMQ4Noc5crF13d/e07Hw+n3FoiLHoiouLJ33n9XrVmYh2fr/fODTEWHQlJSWTvvN4POpMRLtAIGAcGmIsutLS0knfdXV1qTMR7YLBoHFoiJF0Bw4cmDZdZ2enOhPRrre31zg0xEi6srKySd91dHSoMxHt+vr6jENDjEV38ODBSd+1t7erMxHt+vv7jUNDjEV36NChSd+1tbWpMxHtQqGQcWiIsejKy8snfdfa2qrORLS70Ad8I+kqKiqmTdfS0qLORLS7kJF0lZWVxqvPMdG75uZmdSbGs6uqqgLAtnnz5s02mw2Xy4XNZjO2Z1gsFqZTBxAXF6fOhDpzsXQWi2VSdG63e9Q6m802rbpYH5fR7BjY/qZbd6HtGXXDiqUb6X5jqnRutxurdfizZ6kzN5LObrfjcrlGpQPUDWMqdLFuB+rMjUUX3Z+qOyvWDsDhcEz4zul0jlpnt9unTRd9Hqkbaqw6l8uFxWIxDp+hztxIuujzfDQ6Bu031A01ml2sv4/p2iUlJV30zm63j1sXy+Oi7lwj6WLdDmLpAOLj42PqYr29idzF+rioMzfVOqfTaRwaQp25kXZJSUnGoXPE2kX3VxcykTuLxaLOxHh2Z/Yb4QtNxREREREREREREREREREREREZA8NPYRcREREREREREREREREREREZQ5q0ICIiIiIiIiIiIiIiIiIiIuNCkxZERERERERERERERERERERkXGjSgoiIiIiIiIiIiIiIiIiIiIwLTVoQERERERERERERERERERGRcaFJCyIiIiIiIiIiIiIiIiIiIjIuLOEILBaLcewc6sypM6fOnDpzo9WFQpGLiAxltUYuxPA8ilJnTp05debUmVNnTp05debUmVNnTp05debUmVNnTp05debUmVNnTp05debUmVNnTp258e4sfr8/XFFRwcKFC3G73cbujEAgwHh15eXlLFq06KJ2fr+fiooKdQbRbvHixbhcLuPwGZOhKy8vZ8mSJRe18/l8VFRUqDOIdkuXLsXpdBqHz4ile+YZ+MpXjNeKyJe/DO96F/T09FBRUUF+fj5JSUnG7Izu7m4qKyunXVdQUEBiYqJx+Iyx6KqqqsjPz5/Undfr5fDhw+oMol1BQQEJCQnG4TPGoquuriY/P39Sdx6PhyNHjqgziHYFBQXEx8cbh88Yi+7o0aPk5+dP6q6rq4uamhp1BtGuoKAAh8NhHD5jJN2xY8fIz8+fFl1nZyfHjx9XZxDtCgoKsNvtxuEzRtKdOHGC/Pz8Sd11dHRw8uRJdQbRrqCggLi4OOPwGWPR1dbWkp+fP6m79vZ26urq1BlEu4KCAmw2m3H4jLHoTp06RX5+/qTu2traqK+vV2cQ7QoKCrBGvx1iYiy606dPk5+fP6m71tZWGhoa1BlEu4KCgvN+wDeSrrGxkfz8/GnRtbS00NTUpM4g2hUUFBiHhhhJ19zcTH5+vnFoiIneNTc309LSos5gPLvW1laWLVuGpa+vL9zS0kJaWtp5/7HZ39/PdOr6+vpobW1VZ6DO3FTr0tPTz/tmwki6lpYWMjIyLlr36KORD2e//GU4z78vRKaVr30NvvQleOAB6O3tpbW19bzPI5i+XWZm5nnf9FJnbiRdW1sbGRkZo9IFg0Ha29vVGagzN9W6zMzM876Zqs7ceHWBQIDOzk4yMjLUDaLOnDpz0S4zM/O8b/qrMzeSrquri4yMjFHp/H4/Ho9HnYE6c+rMjbTLzMw874dY6syNpPN6vWRkZIxK5/P56O7uVmegztxU6zIzM41DQ6gzN9pdT08PPT09MXU+n4+MjAzj0BDqzKkzN7izhMPhsDEQEZmsHn0UHnwQiorgPJ9Pikwb4TAUFsInPhGZtCAiIiIiIiIiIiIiIjKRDD81U0RkCunzQ0M5FB+Bhi7jaETQA43HYPcx8Hrg9BE4VgMeYziWgpH7LdkFu0wu+0vhtA96Q8YffIuCUD8W69sP/nY4tBuavBA0jg++3xDgh5oDcKoReoytmV5oPwWHy6AjcncxaTkKh6qhpsU4EtEfgI5jUHIMmmJ5QIJQXw3HR/vxExERERERERERERERmeI0aUFEpoWOU/Dk38G7NsOT+8DsEDNNB+DJb8HV34FDJfD4V+F734RSzPsx0QS/2QzvvRKu3ggbB1+uhrs+AI8dhebAKC9TEzzxNfiP70LZaK5vN5x8Ff7mCni2AhqM443w2Jfh+9+GA70QPgXf/ij86hk4ZmzNdMCrv4QvfhR2hsFrHB/Gtm/Bpn+Bbz9vvq7eBnjjW3D3d+DpEuOoiUb49b/B978TefwIQ38fhELmty8iIiIiIiIiIiIiIiIRmrQgItNCajq8/+OQUQ41R+GIMQAaTkD1LrjjakhLNo5eXJfdAY/shT17YW/0shUefC/8193w12qTCQBvRRZ8+BvwhS/BamD4M46NIQcwB/7tt/Dxd8NC4/gouulOWOSDxuLIpBQjTwe8/EcoXADzs42jFxAE6uBrd8PP/whHjeMiIiIiIiIiIiIiIiJyhiYtiMi0EOeCzOvhUgv01EBVnSGoh5NHoagP3nYlpLgN4xeZOx0WrobVgy9XwsrLYPFhaK6HTp/xp94CO8yYCzm54DSOXSwWIB5yl0BWBiQYx0dR6qWwKhXctbDfOIOlDTor4dlWWLoCcmYZxi8kDATg5GFobAW/cVxERERERERERERERETOsG3evHmz8UoRkcmqpAR27YJNm8BmGzRgA5KhbQdUhCE0C66ef3a4rRh2HoCyNPi7D0K2D/a+CO0+yM6H7f8He/ZAnR+sDrC3wvNPQHguJLggHvB1QsXzUB0GWwIkxw+6/1h1wRvboD0OVt4Ocwcf9SAIrY3wdBFsvAOW5UByAFqq4JcDy7d3L+w9AscCsHw2WLqhuBj274aaMvjrK+DIgOrDcNB4XRGcOAmO+RCds3F4B7yyFbYPHO0hfh44nRAfhI7T8Nw2OFUOu3fD8Q5IHvSzEPnwvvU4PPM7WHs/LMyBlMHjXfD6Nuh0wMqbIdcDLz0NrRZImAmJ/YAHtj8NL++AN45ARSNYiuGIBeL6of4glJTC+ltg11bY+SocaYRgMmQPN/nECZ4yON4Mx9Lg9uVnH2fvMSh/HX4XhI99BFZmQ2IQOk7C1sfhtb2way/UdoA9CzIcA+vxAnQlwLwNUPcobHkNmgGbG9KiXQO8/DJsfWHQETTawOWEGW7AuL5HobIRKIZqCzgSwe0ATxPs/EXk9/LGXmjqgeR54DKsZtTDD0NhIaxfbxwREREREREREREREREZX5q0ICJTyrCTFgZYG2H7ycikgBs2RCYbABz8CxxsgORb4ENLId4DO1+E4/UQTIA/PgEHXoODrRByQkY3PPgJCL8NZmVDhgVaa+BXX4JjeTA7B3KG+wT5fAYmLRxvA+d86K2DU3VQVwd1B+FgKfx8Bnz2JliWCZ7DsOd38JlfQnU5lO+BbfvhjTa48xpIbIXHfwF/eBKOHoWX3oBFq2H7n+B543W/hJJKmHM75AJtNfCXX8DT/wevHIhM4ggWwMwsmBGCUyXwxS/ByWOwZ39k4sHSqyFr8PoMmrSQfhlYAtARXZ86qDsKr+6AQCqsvQlyT8M3/x5asyCnEFK6oPZF+MnDsO0N2FcLB2qg8XEong05aeA/Crt3QfIi2Pp72PMilB2HxkTYsCpy1gmzwwpZ2+HgaXi1Cd5/Izgske5kMex+BXrugg+vhZwk8JyE4mfhhz+Bogoo3ROZGNE9A5YvAHsXvDEwaWHOGij9d9hRD3WdYEuBvLWw0AWntsCPfwNPbIMjByPb1G+qIke4WD4fLB44uQ1+/L+D1vcoND0BxdmQkxN57KvegF/+O7xcAbtfh1ov2PNhSXpkHYyn99CkBRERERERERERERERmaisAOFw2Hi9KXXm1JlTZ06dudHuhrNyHcxug+ZiKAlHjuRPGKoPQFc9XLYWrIM+8d3TCM90wY5XYOcjsLgR/vIs1OTBdasiH/qfagC6wdMA2y1w+UpYMtJTChjs2Qqf3AjXbISN0ct74JM/gfwcSHBElr1sLzzzB7jz+/DUNtj5BHzpcuj8K/yuFlqDkVNfWJyw5HPw+htwdwFkmV03eAHC8JdvwpEZcMdv4JXn4cnPwHM/g60vQxuADzgI3ACf/zk8+M+wavBtGPxoE7xn8PpshI3vhv/ZBqeMMZFlaDwK37ob4u6Af38Gtv07fC4DHjoITYNOj1Hnhc+9Bl//Eex8HO7Ng60/hJ1h8A6+zUEWLIFF8dDzMrwR7cJQfxwO74O3XwXJAxNPSl6AJx6Cxf8RmXCw83G4NR1+9oVBPztg1gL44h/gygXwN1+AL34dbhx4cH/9I7DlwVcfh53bYOd/QP5RKCqBonZoOBJZX/td8K1nYNs34TMZ8KPo+obhyMvw11+C9UH4xTZ4/iFYZYfvfQNqw9A7aFmGE+vzSJ05debUmVNnTp05debUmVNnTp05debUmVNnTp05debUmVNnTp05debUmVNnTp258ejC4bA6E4M7ayAQoLS0lK6uLmM3RCAQoKSkJObO4/EYh4aY6J3f71dnYiy64uLimDuvd7iPHyMmeufz+dSZGO3uvFbBdethtQP2lkAoDByAEivULYV1s8AyaNLCikXw4dvAagWyIMcdOQqB0w1XXQ/7jkLNKehugMZq4HrIShn+MP2xuvwOeKQI9hZBUfSyAx7/Z7D9CP5SCtVeWH0HfOkZ+NJVkO0CFsC8RXC94dv2LifkzLrwdRA5DQV1sKccklJh6SJwpEHuPXBjO4SOQHXb2Tw7C9zDnYZhkM/+CrYOXp8iKHoO/uEdMMcYAzRCx2H440q4YkNkIohzISy9Ce4CUgelWRnwmQ9F/pd0SE+HxYPGTS2ElZfAndnw8hvg8QJH4Xg77C2Aq3PB5QDaoLMdOpxw7ZXgdkZ+dv4iuDIIJ2ohGDTeuLmP/xq+9Dm4eWHkFBVcCdc5YR6RU0e0V8MfV8GVl8HiWeBcBMveAe+Krm87nDoK5afh2isiy5J2KaxbCIXl8GodeC+wLD09Pezfv5+enh7j0BDd3d3TsvP5Bs2GMTHRO6/XG3NXXFyszmCsOr/fbxwaYqJ3Ho8n5q6kpESdwVh1gUDAODTERO+6urpi7kpLS9UZjFUXvMCLmonedXZ2cuDAAXUG49319p5/Wu1E7zo6OigrK1NnMFZdX1+fcWiIid61t7fH3B08eFCdwVh1/f39xqEhJnrX1tYWc3fo0CF1BmPVhUIh49AQE71rbW2NuSsvL1dnMFbdhT7gm+hdS0sLFRUV6gzGu7uQ8eqam5tj7iorK41Xn2Oidy0tLepMDO5smzdv3myz2XC73djMjqU+wGKxMJLO5XJN6g4gLi5OnQl15mLpLBbLpOhieZ7H2tlGsN8Yje5Cp4fADtZmqGmD1wPwvrVw7C/wWhekrIC71kROJ0BX5PQQ3QlwzYdhkQMs3bBnO3TZYM3tkG+HF3bDvDxwB6FiB1huhGsXQHr0vBMD2vfAY7+Cn/wCtrwIW5pg5RxISxraRU8P0e2Gax6AS7JgVhZkZUHWLLD3wZ6HIHQ1LJgPC1zga4RffB1+/yw89Rxs2wH1Pih4P6y0woGXwRsPG94PCx1gGbgPs+s67LDyZshtg//7Dew/DEV74IU/wdZtsHMnONfBsuWQ0hw57cOGv4MVCyHd7PEedHqIjZ+HDetgSXR9siDLAaWvgdcxcL9dsOV3kHYJ5GVD21746VH40HthcRYkxkFvD9T+FYIbYXl25PQQZVVw4+dhmRMS/VBdAgcrYP0myLVAgnG5AOLA6gVPE/y8GW4vgN5y2HMUmhbA/VdDkgWs9bD7AGzvhg9+BGZZwR4H7cfgdBW0roNCBxzYETk9xMp3Rtbjmd9B+gZYth5mDtyl0wKvPQW/+Sk88Sxs+TPs3ANpl8OCWeAvh5/WwIffB0tmRtY32A21L0DvRlgxCzyV8PxzcPAYvPIsPP9n2L4D6r2w8D2wIhmccUNX1Xh6iJHsD6Zb53a7sVrNTigSoc7cSDq73Y7L5RqVDlA3jNHsYv19qDOnztxIuuh+fDJ3AA6HY8J3TqdzUnfR7UrdUFOtc7lcWAbPNDdQZ24kXfT5Nhodg56/06GL9XFRZ26suqSkpGnTRfen6s4aiy7W30csHUB8fPxF7ywWS8xdLOuhzpw6c9HO6XQah4ZQZ26kXVKS8UOIc8XaRfcbFxJLZxm0HzofdeamYmcJX2gqjojIJPLoo/Dgg5Fv8dvtxtEI7wF4Ygv8qgp++SD85QtwfBGsuhM+sGwgqoMf/DMcdcC9P4MrAcvg6/4XrmyH//gGJBeCNQSH/wobfgDXZEC64b479sHTO6CoBkgC1sD/ewfMyxjaUQff/yLUJMC9jwzc76Dh2hL490vA+d/wnuthVj1s3wo7aiHJCbY4OF0OzQ1w1x/hHhv8+itwLBE+8AhcMbAe3/uC+XXHk+Deh+CKWnjg3XAiDTJXwODFXHsLXLkKrPvg43fBx3bBDZfA3EHNGV1w+OXzdLXw3S/ACRfc+1+R+73/XTD/7+Cm66BzC9z4R3jyEbguH1KA04fgf26H1s/D+wqh4y/wi/+DB4rgCgukNMGWRwzXDb7PQfzHYc9f4P2PwaP/EbmtA82Q+kH4f4UDj30NPPYE/O9ueHAL5A/8Cvf9Fp75KQS/Dp9Kh8c2Q20K3PujyHp87C5Y9Cm4YxOs6Ae8sP1xePkgnPJDYmJkGYp+D2s+DbddA/G7Iuv71M/huqWQDNSXwf/eCa1fgLvXQ+vz8MP/gpT3wmwGJtkAqbPh+k1QmAbuQZMWwuHIhIVPfAIeeODs9SIiIiIiIiIiIiIiIhPB8FPYRUSmKNdcmJ8Cc4th2y74YwWkZsFl0QkLsYgDZsANSyFQC9sPwYkMWDcDXCaTJVLXw0c/Aw89BA99Fx6612TCwgX0+6CnHZpckJMNaX1Q/CI8tgUu+wZ89Ufwvc3wkXdAnvGHR8IKJECKC656N/zjd+GhH8FD34fPbIKb1sHcGE4H8VYlpMDMXJjphY5O6AlCfw90nIIDx6Dn/Ec5jknCDMiZD4WlULYHnimDjjh4R3TCAkAapMVBdi1UdoC/H+iB1kY40Qzz54IjOnPAoLcPensHTrlRC//7EHTMhY98H/7zB/CNz8JlWZFJFQmpMGMOzPRARwd0R9e3PrK+vkDkSCEJSZFTU9zzDfj2f8JD/wFf/2f48B2wdgYkGY6yICIiIiIiIiIiIiIiMpFp0oKITD+pkL0QlqbCL78BuxdCygJYaOxisHIdVO6CF1+F+MtgjuXsN9/finAI+nsjH3hHLx2HoeIl2LoK8ubBrF5o74BaO2RngdUC1X+B7c/DDgu86cPo2IE5cOkK8HdAZVXklAy9x+HfPwq/eBpqjD8zFrIgdQm8qxJ27YTKuoHH4C/wLNA5/BHGYueE5Hlww2p46TF4qR/618KqwU0apGRAug92vBp5zHsPw7GjsDsR8uZAvHGiiiXy+2htheYWCAUjR9E41gvhFEh2RSZfvP4deL4RTgDMhLTFkfXduQuqBq3vluj6psGcRVCQA6+8Fpnc0NsML/0cvnQ/7Aa6DYsiIiIiIiIiIiIiIiIykWnSgohMSwuWwHU3w6FDcOkyWJBtLGK0ClbPgnsWwLtuhvOcgnVEdj0D9xXCJYWRQ/sXFsI174Mf7IAfPAyXLgDXAlh5CbwtDJ/ZANcWwj9th/YlcHceHK+FQNB4y7F7x7/BomZ4+v1QeAUU3gnOB+Cam2CRMR4jsxbAvzwF/c/AF2+Ba74IX6+HO8OwPCvy4f9blZYB99wPbR0wNxPWLjEWsPZG+MCn4cin4X3XQOHdsKUN/uYHkVN4DDl7mAPIhQ0FUP5b+O5X4GdHgCvhg2uh/L/h7kJ4533w0/lw03LIBlraYNaiyPr2PgWfvzWyvt+oh3cBBbPA7YJF18JNH4XwP8AHr4HCG+BXNXD99yOn+jj/mcxEREREREREREREREQmFks4HH7TX8YVEZloHn0UHnwQiorAbvz2+2A90H4StuyG3EIoyINZgz8A74aD+8BjhQVXwUzAYnYdULMLvH2QdRVkDbqJN2XgPqqOQpdxDHCnw4bbIMsa+Wy8oxaq98OhdgiHwT0PZiZBWjd4lsAqJxw/AJ44WHhlZJnphoNFMVwH1OyEqkpoGPjv5dfB4tmQZoGu0/Dadlh8K2RnDvNhee8Fum4oK4LuOFhwGczshtdfAtcymLsU0vojzesvQW0b+FKhuxPKPg7zn4KbL4fURjhyHJbcHlluhx9OHjZcN/g+jXqBRnh2N9jmwNIlsDDt3KbzNLz2IrQP/MjM+ZB/CSxwDqzHXuh2wIIrIvdZ8xpU1EEwAxauhlUzz17X5AO7E9JWQPYp6J8JaXNhYXLktl7bDnXtA+vbDmX3w/w/wi1vg5XJ4G2BA89GjtDgB2YugPzCgWUxCIcjk14+8Ql44AHjqIiIiIiIiIiIiIiIyPjSpAURmVJinrQgE18wcgqF7c/DnJtg4RzICMLhV+C+W+GOv8JtV8LSROMPTlJBaK+D7X+G3HfCwpzI+la+DA/cDne+EFnfJQnGHzw/TVoQEREREREREREREZGJbJQOZC4iIjLKeqHjGDzzffj1M/DnV2HXdti3E+pWw+xsSJ0qExYYWN8aeOZ7g9b3Rdi/C+rWwOwcSBnhhAUREREREREREREREZGJzgoQ68EW1JlTZ06dOXXmRruTKcAJs1fCl/8JXn8IPvZO2Pge+Jdn4Z/+ADcsHIXTcUwkTsheFVnf1340sL7vhX99Dj7zB7hh/uitb6zPI3Xm1JlTZ06dOXXm1JlTZ06dOXXm1JlTZ06dOXXm1JlTZ06dOXXm1JlTZ06dOXXmxqMLh8PqTAzurIFAgNLSUrq6zM6eflYgEKCkpCTmzuPxGIeGmOid3+9XZ2IsuuLi4pg7r9drHBpionc+n0+didHuZOpwpEHuPfDbP0VO+VFUBM/9Hu7NhXSHsZ78HOmQey/8buvZ9d36W7gnF9JGaX17enrYv38/PT09xqEhuru7p2Xn8/mMQ0NM9M7r9cbcFRcXqzMYq87v9xuHhpjoncfjibkrKSlRZzBWXSAQMA4NMdG7rq6umLvS0lJ1BmPVBYNB49AQE73r7OzkwIED6gzGu+vt7TUODTHRu46ODsrKytQZjFXX19dnHBpionft7e0xdwcPHlRnMFZdf3+/cWiIid61tbXF3B06dEidwVh1oVDIODTERO9aW1tj7srLy9UZjFV3oQ/4JnrX0tJCRUWFOoPx7i5kvLrm5uaYu8rKSuPV55joXUtLizoTgzvb5s2bN8fFxeFyubDZbMb2DIvFwnh1NpvtondATMuHumGpO9dItvvx7Nxu96TtSkpg1y7YtAmGSWQSsVjBlgQZMyArK3KZkQFJcWC1GOvJz2KFOLP1tb219X34YSgshPXrI/89kv3BeHVutxurdfizWE2lzm6343K51A0SaweoG8ZodrH+PtSZm0qdw+EYly7W5VNnLpbHmYHO6XRO6i76uKgbaqp1LpcLi2X4F8dj0UW3P3VnTfSOQfuNi9nFunzqzI1Vl5SUNC5drMs3ml10f3qxu1iXbyp1sW4HE7mLj4+PqYv19tSdS525aOd0Oo1DQ4yki27P56POnDpz6syNZWcJX2gqjojIJPLoo/Cv/wpf+AKc5/0ukWnlu9+Ff/s3eOAB44iIiIiIiIiIiIiIiMj40qQFEZlStm6Fb3zDeK2IfPGLcMcdxmtFRERERERERERERETGlyYtiIiIiIiIiIiIiIiIiIiIyLjQwdNFRERERERERERERERERERkXGjSgoiIiIiIiIiIiIiIiIiIiIwLTVoQERERERERERERERERERGRcaFJCyIiIiIiIiIiIiIiIiIiIjIurADhcNh4vSl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnbmp0IXDYXUmBnfWQCBAaWkpXV1dxm6IQCBASUlJzJ3H4zEODTHRO7/fr87EWHTFxcUxd16v1zg0xETvfD6fOhNj0e3fvz/mrru72zg0xETvenp6pmXX09NjHBpiLLp9+/aNSxfr8o1m193dPS07n89nHBpionderzfmrri4WJ3BWHV+v984NMRE7zweT8xdSUmJOoOx6gKBgHFoiInedXV1xdyVlpaqMxirLhgMGoeGmOhdZ2cnBw4cUGcw3l1vb69xaIiJ3nV0dFBWVqbOYKy6vr4+49AQE71rb2+PuTt48KA6g7Hq+vv7jUNDTPSura0t5u7QoUPqDMaqC4VCxqEhJnrX2toac1deXq7OYKy6C33AN9G7lpYWKioq1BmMd3ch49U1NzfH3FVWVhqvPsdE71paWtSZGNzZNm/evDkuLg6Xy4XNZjO2Z1gsFsars9lsF70DYlo+1A1L3blGst2PZ+d2uyd9Z7fbY+5ieVxi7WJdvqnQMbDdj1d3od8HY9DFsh0wBl2syzea3Uj3G6Pdud1urNbhz2I1lbrodqDurFg7Bj2P1A01ml2svw915qZS53A4xqWLdfnUmYvlcWagczqdk7qLPi7qhppqncvlwmKxGIfPGIsuuv2pO2uidwzab1zMLtblU2durLqkpKRx6WJdvtHsovvTi93FunxTqYt1O5jIXXx8fExdrLen7lzqzEU7p9NpHBpiJF10ez4fdebUmVNnbiw7S/hCU3FERERERERERERERERERERExsDwU9hFRERERERERERERERERERExpAmLYiIiIiIiIiIiIiIiIiIiMi40KQFERERERERERERERERERERGReatCAiIiIiIiIiIiIiIiIiIiLjQpMWREREREREREREREREREREZFxo0oKIiIiIiIiIiIiIiIiIiIiMCytAOBw2Xm9KnTl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnTl15tSZU2dOnbmJ3IXDYXUm1JlTZ06dOXXm1JlTZ06duTfTWQOBACUlJXR1dRm7IUbaeTwe49AQsXZ+v1+dibHoiouLJ3zn9XqNQ0PE2vl8vmnX7d+/X51BtOvu7jYODRFr19PTM+26ffv2Tbuup6fHODTEaHfd3d3Trtu/f/+063w+n3FoiFg7r9erzoTX66W4uHjadX6/3zg0RKydx+OZ8F1JSYk6g7HqAoGAcWiIWLuurq4J35WWlk67LhgMGoeGmOhdZ2fnuHUHDhxQZxDtent7jUNDTPSuo6Nj3LqysrJp1/X19RmHhpjoXXt7+4TvDh48OO26/v5+49AQ6syNpDt06NC060KhkHFoiInetbW1jVtXXl6uziDaXegDvonetba2jltXUVGhziDaXch4dS0tLRO+q6ysNF59DnXmmpubR9zZNm/evDkuLg6Xy4XNZjO2Z1gsFsars9lsF70DYlo+1A1rIncj2f6mSme322Pu3G73tOpifVxi6eLi4mK636nQATE9zkyx7kLbAaPcjWT7mypddPuzWoc/i9VU6qKPi7qzYu0AHA5HTF2st6fuXLH+PtSZG6su1v3LaHaxPN+mUjeS38dE7RjBftLhcOB0Oid1F/39jkdnt9vVGYxV53K5sFgsxuEzxqKLbgfqzproHYP2Gxezi3X51Jkbqy4pKWlculiXT91Qk6WLdTuYyF18fPy4dLEun7pzTbXO6XQah4YYSRfd/s5HnTl15tSZG8vOEr7QVBwRERERERERERERERERERGRMTD8FHYRERERERERERERERERERGRMaRJCyIiIiIiIiIiIiIiIiIiIjIuNGlBRERERERERERERERERERExoUmLYiIiIiIiIiIiIiIiIiIiMi40KQFERERERERERERERERERERGRf/H/Uf6eLEvTO0AAAAAElFTkSuQmCC" width="986" height="322" alt=" " /&gt;&lt;/p&gt;</description></item><item><title>RE: TINA-TI_ENGLISH: [LS ELECTRIC] Inquiry of TINA Simulation</title><link>https://e2e.ti.com/thread/6422854?ContentTypeID=1</link><pubDate>Mon, 20 Jul 2026 22:59:36 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bc19f46d-d19c-44fb-8f4c-96134ceb3ae8</guid><dc:creator>Chris Featherstone</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6422854?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1665713/tina-ti_english-ls-electric-inquiry-of-tina-simulation/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hey Tommy,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Let us know if we can be of further assistance based on Ron&amp;#39;s feedback.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best Regards,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Chris Featherstone&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>