tag:blogger.com,1999:blog-59425438066343943952024-02-19T03:13:59.974-08:00Deaf Ears Madnessmovies-reality-storytellingPawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.comBlogger317125tag:blogger.com,1999:blog-5942543806634394395.post-77405854594547854972023-09-29T08:08:00.006-07:002023-09-29T08:34:34.244-07:00Connections<p>I finally saw "Human Nature" the first collaboration between Charlie Kaufman and Michael Gondry. So wonderful that even though the reception of that film was generally bad they continued into "The Eternal Spotless of of the Spotless Mind."</p><p>In the "Human Nature" there is one wonderful moment (among many) where the ape "goes ape" about the way we relate to the world. (Wittgenstein anyone?)</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh0aIa2iD4oMIgG68eTD6fgZ252_cXLsVyXn3uAlNdoxPdmqEMCqefMde3LXcEZKwDAv89m3WGI226msV9HoDI1CpeWL-cmQC7k2gzsnEMPG622iPpNkZ_i65BblM7PYfJhV8dHEcu2yOum7-grQPpjiqY95_zOud3V_BaQtw7q1_qHsAvKFaQI7VBEHKmS" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1232" data-original-width="2042" height="193" src="https://blogger.googleusercontent.com/img/a/AVvXsEh0aIa2iD4oMIgG68eTD6fgZ252_cXLsVyXn3uAlNdoxPdmqEMCqefMde3LXcEZKwDAv89m3WGI226msV9HoDI1CpeWL-cmQC7k2gzsnEMPG622iPpNkZ_i65BblM7PYfJhV8dHEcu2yOum7-grQPpjiqY95_zOud3V_BaQtw7q1_qHsAvKFaQI7VBEHKmS" width="320" /></a></div><br /><p></p><p>Then the ape asks about the meaning of simultanagnosia". </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhfTDXzW1RAKQ53x51R02T_UTd3vEZAH8-dEME1CYiVTjMXwaItbadYTyJ7py84LUGDtq5HdIj3YOjWv5CdCqFVCnNLyLjRvl25N3e0fMX6660EbiXxZNWezKgGN6z1jjgvQa-r85_W3YUu-0qWo9WoSZbebPSjlSIMkwKNWBzdQHKHhTALfJuSPm4Ko767" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1232" data-original-width="2042" height="193" src="https://blogger.googleusercontent.com/img/a/AVvXsEhfTDXzW1RAKQ53x51R02T_UTd3vEZAH8-dEME1CYiVTjMXwaItbadYTyJ7py84LUGDtq5HdIj3YOjWv5CdCqFVCnNLyLjRvl25N3e0fMX6660EbiXxZNWezKgGN6z1jjgvQa-r85_W3YUu-0qWo9WoSZbebPSjlSIMkwKNWBzdQHKHhTALfJuSPm4Ko767" width="320" /></a></div><br /><br />Natan, the brainy characters responds: <p></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEijPNNozD39iO5A4LfE_hEj1EkuTsZpse25woeJa0RH8g8VRCC1ii-Naw5y4hyjbwBGpQfot4zjpcLvLZLkdjvox3w4Z0CuZy9GBG61IZwIZ5f3tDRQwyxNZ63jqPbI8ICz1iEcygu9M6DXxzUYqRFOR9jp7HacdZ879zN6Dw58zzCbRmbgm_FfaW4jKNP7" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1232" data-original-width="2042" height="193" src="https://blogger.googleusercontent.com/img/a/AVvXsEijPNNozD39iO5A4LfE_hEj1EkuTsZpse25woeJa0RH8g8VRCC1ii-Naw5y4hyjbwBGpQfot4zjpcLvLZLkdjvox3w4Z0CuZy9GBG61IZwIZ5f3tDRQwyxNZ63jqPbI8ICz1iEcygu9M6DXxzUYqRFOR9jp7HacdZ879zN6Dw58zzCbRmbgm_FfaW4jKNP7" width="320" /></a></div><br />Elegantly said. Google explains it in the following way: <br /><br />“Simultanagnosia is the inability to perceive more than one object at a time. Patients are capable of identifying individual elements of a complex scene but have great difficulty in understanding what is occurring overall within the scene (i.e., “cannot see the forest for the trees”)”<br /><br />This idea chimes with my recent state of mind: It so happens that I'm re-reading now “The Books of Jacob”, by Olga Tokarczuk. It contains the following passage: <br /><br />“Ascher Rubin considers most of the people stupid and it’s that stupidity that brings sadness to the world. It’s neither a sin nor a virtue with which a man is born, but simply a bad way of seeing the world, erroneous understanding of what eyes see. As a result people see each thing separately, each disconnected from the rest. True wisdom is an art of connecting everything with everything, because then the true essence emerges.” <i>(translation PK)</i><br /><br />The question of the narrative technique is how to implement this approach in storytelling. Adding elements to emphasise the connection? Remove elements to penetrate the connections more within a singular? Mix the two approaches? Use other tools to seek unity of everything?Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-14330491687344655642023-08-29T06:12:00.002-07:002023-08-29T06:14:59.144-07:00Polanski and his Magic<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ORJRiUN-cN1wo1Q4eOtiQbRdzXHzHQ7oxgS43cfQ1mQBwa5bbQTHHogMnatrmEAAl_eKDvfOlN73vmkuK_-vjWN-WgxqZrwfj438HOYFu3MSxv6-aoQrBo83O33-DJoHoQFkiKeLYqf2CNkHtkm9U4LgdnZWd9s_9Qei0FOGwQ8Oa7F22YA6Blwsq32k/s1270/Polanski%20screen%20shot%20TC.png" style="margin-left: 1em; margin-right: 1em;"><span style="background-color: black; color: white;"><img border="0" data-original-height="982" data-original-width="1270" height="247" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ORJRiUN-cN1wo1Q4eOtiQbRdzXHzHQ7oxgS43cfQ1mQBwa5bbQTHHogMnatrmEAAl_eKDvfOlN73vmkuK_-vjWN-WgxqZrwfj438HOYFu3MSxv6-aoQrBo83O33-DJoHoQFkiKeLYqf2CNkHtkm9U4LgdnZWd9s_9Qei0FOGwQ8Oa7F22YA6Blwsq32k/s320/Polanski%20screen%20shot%20TC.png" width="320" /></span></a></div><p></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;">When I wasn’t here I have been hanging out at the YouTube channel “Thinking Camera”. The most recent entry there is about one of my favourites: “Chinatown”. </span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px; min-height: 15px;"><span style="background-color: black; color: white;"><br /></span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;">Let me add a few things to the content there: </span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;"><br /></span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;">I dared a risky thesis on a supposedly rhythmical arrangement of geometric values in the flow of composition there. I haven’t checked/examined its validity yet but since then came across a wonderful podcast/conversation between Robert Town and David Fincher about the film. There they discuss the rhythmical occurrences of the double elements in the film: glasses, car tail lights, eyes (you got a spot in your eye), cigarettes, even nostrils etc. They say that Polanski probably wasn’t conscious of those rhythms, yet they are there. So it’s possible that my statement wasn’t entirely bs. If anyone out there is game - checking the rhythms of compositions in Chinatown is a project to jump start. We could do it together.</span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;"><br /></span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;">My short remark about the Gittes character is shallow and one sided. In their conversation Fincher and Town examine Gittes with his ambitions, limitations and values. What emerges is a full scope character. Needless to say I regret a fast wording to describe a complex being.</span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;"><br /></span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;">The origin of the magic of the film is an interesting issue. Polanski says he wasn’t really thinking while making the film that it was something special. It was just a job, he says. On the other side of the spectrum is Robert Evans - the force behind the production - who says that magic happens when you’re a bit irreverent, almost as if a certain modicum of irreverence is a must for magic to happen. </span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;"><br /></span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px;"><span style="background-color: black; color: white;">Unrelated to Chinatown: Polanski’s conversation with Charlie Rose is fabulous. You can see there how a person with a massive intelligence reacts with respect to a journalist whom he considers solid and worthy to be treated seriously. I suspect that some of the questions that Rose asks if presented by somebody else would trigger quite different responses from the director. </span></p><p style="font-family: Arial; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant-alternates: normal; font-variant-caps: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; font-variation-settings: normal; line-height: normal; margin: 0px; min-height: 15px;"><br /></p>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-40158826151839567152022-11-14T08:04:00.005-08:002022-11-14T12:52:29.599-08:00 My way to Bresson (via Skolimowski and his "EO")<p></p><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEihK01mkrWyvuTtmlDpjvnd7SMSK_CE9NqRNoxERif6Ul7RMTlA0tPTBS-JXt0KrVASb6C2viU19c-rBwmMPg8GiBF7fWDdHdr5-oKy6bHyA4sUgvWpygzZGErkX-WnmCqHamnxSSNNHZfToxfcs-Utbg1PzG5ujuClOyMy7ujnA4Ho2OydPCnXBCkSIQ"><img height="403" src="https://blogger.googleusercontent.com/img/a/AVvXsEihK01mkrWyvuTtmlDpjvnd7SMSK_CE9NqRNoxERif6Ul7RMTlA0tPTBS-JXt0KrVASb6C2viU19c-rBwmMPg8GiBF7fWDdHdr5-oKy6bHyA4sUgvWpygzZGErkX-WnmCqHamnxSSNNHZfToxfcs-Utbg1PzG5ujuClOyMy7ujnA4Ho2OydPCnXBCkSIQ=w469-h403" width="469" /></a></div><div style="text-align: center;">Oil on canvas, 2017 </div><div style="text-align: center;">by Jerzy Skolimowski</div><br />I approached “EO” with two preconceived notions. The first was an awe of Skolimowski as a painter and a filmmaker. In this order. A few years ago I saw the exhibit of his mostly large format works from which comes the image above. I am also a big fan of his early films, a wonderful burst of cinematic energy. <br /><br />The second notion comes from many failed attempts to watch Bresson’s “Au Hasard Balthazar.” Contrary to many opinions by great masters of cinema that movie have kept me cold. I don’t even think I managed to watch more than a half of it. I tried several times. Something is clearly not right with my perception of this classic. <br /><br />Anyway, here comes “EO”. I go to a movie house and I am floored, moved. Even shocked at times. Great film. It beams with freshness, audacity and smarts. I felt I was dealing with a painter who communicates feelings and sensitivities rather than anecdote. The feelings were of a non-human entity, of a donkey. Or was it really a donkey? Was it something we don’t know much about and can only guess its ways of perception? But wait, are we sure of our own ways of perception? Do we really know what we truly experience and sense once we put aside a heavy armour of social pressures, cultural laziness and our own physiological and mental limitations? Watching “EO”, I felt I was exposed to a way of perceiving the world different from mine. Upon second thought: how different it was? Are we really in full emotional control of the events around us? Do we really understand what’s going on? Is our grasp on our existence coherent? Are we in control? Or perhaps we are just as lost and confused as the donkey in “EO”? Perhaps the unclear ways in which the story unfolds corresponds really to our own paths in life, which we desperately try to turn into a coherent narrative, in vain, most of the time. <br /><br />The “how to” manuals in narrative storytelling present two ways of telling a story: though anecdote or through character. A classic Hollywood formula in which action is the character in its best blends the two approaches, but there is a yet another possibility and that is ….sensitivity. <br /><br />This is what Skolimowski does in “EO”. <br /><br />Some sneered at the “EO” as chaotic, unfocused and shallow in its critique of modern life. They attacked the film on three points: that it’s about “everything” and is “all over”, that its callings for love of nature and animals are banal and that it’s all done with too much “pathos”. <br /><br />Perhaps those critics look in cinema for stability and comfort, for pure entertainment. For the familiar storytelling since the Aristotle, that prevails and shapes our travels in the universe, the familiar which makes our existence bearable but is still not reflective of how things are. In reality everything is a mystery beyond our comprehension. Yet, we endure, we yearn, love and withstand the blows of fate using model storytellings as blindfolds. <br /><br />Perhaps our nervous system is really more like the narrator in “EO”, who just feels, is surprised, elated, shocked, amazed. <br /><br />If one sneers at “the message” of EO, I would just quote an old Hollywood wisdom attributed at times to Frank Capra or Samuel Goldwin: “If you want to send a message, try Western Union.” Or put it differently if you seek a message in a film you’re missing the point. Not that there are no messages there but that’s not why film are what they are. <br /><br />Then there is an accusation of “pathos”. Well how intense is your (inner) life? What’s the amplitude of a soul that is trapped, confused, misunderstood? How would you present the inner life of something (somebody) marked for death? Bless your heart if you don’t scream once you wake up and realise how tragic (your, his, its) existence is. <br /><br />Which brings me to Robert Bresson. After the encounter with the film that is a take on “Au Hazard Balthazar” ("Balthazar, at random”) I attempted to watch the original again. No go. Frustrated I reached out for “Pickpocket” and voila! Suddenly I got his strive to bypass the stiffness of storytelling and to get to the inner life of a character. Then came “L’Argent“ (“Money”), which again presented itself as a masterpiece in exploring the internal while making statements about society. All done with restrain, ellipses, unorthodox rhythms of shots. The narrator was telling the story of feelings while engaging my mind in a precise and abstract manner. That’s a very difficult thing to pull off. <br /><br />Having watched those two films of Robert Bresson I realised that Skolimowski is not only re-telling a story of a cute and lost in the world donkey. He’s also riffing on the bressonian approach to the inner life of a character. He does it his way of course. Then there is the episode with Isabelle Huppert <a href="http://"> </a>- seemed weird at first but then it hit me that it was a very bressonian detour. Which wasn’t a detour at all. The donkey was there. Additionally this episode somehow feels close to what Bresson did in ”L’Argent”. <br /><br />Bresson said that the cinematographer has great potential but very few practitioners. He did this film at the age of 83. Youthful Skolimowski (when filming “EO”, also 83) with all his energy, raw nerve and audacity he is perhaps just entering his next creative phase. Perhaps through his courage and abilities the medium may open up in its sensitivity and narrative freshness. Which is what Robert Bresson envisioned. <br /><br />I am still to watch "Au Hazard Balthazar".<p></p>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com1tag:blogger.com,1999:blog-5942543806634394395.post-17505596141599607672022-11-05T09:37:00.004-07:002022-11-05T12:31:11.365-07:00My best films ever list (first attempt)<p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh98Xb53RN0fo86BrVVzmNxqW9925cWfinOV8BD28AieA92lbnnafbeaSZHDnuNgC0E5CXyK2Rhw-i9_L1P6Le40Kvlj3VLHX3EOuoBMcjY3pq82wL9Veflb27qSM5kWTQfo9fftOtVceFfhOoR_dtiuSKPKI3E5XQNMUhPXtJO9CqD8V3ymMdHCBYsdA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="504" data-original-width="1184" height="136" src="https://blogger.googleusercontent.com/img/a/AVvXsEh98Xb53RN0fo86BrVVzmNxqW9925cWfinOV8BD28AieA92lbnnafbeaSZHDnuNgC0E5CXyK2Rhw-i9_L1P6Le40Kvlj3VLHX3EOuoBMcjY3pq82wL9Veflb27qSM5kWTQfo9fftOtVceFfhOoR_dtiuSKPKI3E5XQNMUhPXtJO9CqD8V3ymMdHCBYsdA" width="320" /></a></div><br /><div style="text-align: center;">Tootsie: Bill Murray, "That's ... one nutty hospital"</div><div style="text-align: center;"><br /></div><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">A high-school teacher of philosophy reviled that he runs a film club for his students. I asked about the titles. Most, as far as I could identify them, where with a positive moral conclusion, with an outlook helpful in navigating the approaching adulthood. It made sense since the course was for the students about to graduate.</p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 18px;"><br /></p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">I said that when I was teaching filmmaking my choices where not that wholesome, rather bordelining on “sick”, and probably not appropriate for the young audiences as a source of “feel good, educational inspiration". At which point he challenged me to create a list of my films. Upon completing it I realised that there are two kinds of films there: one says it’s all gloom and doom, along the lines of “Forget it Jake, it’s Chinatown”: </p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 18px;"><br /></p><ol>
<li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Irreversible, dir. Caspar Noe</li>
<li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Chinatown, dir. Roman Polański</li>
<li style="font-stretch: normal; line-height: normal; margin: 0px;"><span style="font-family: Arial;">Nocturnal Animals, dir. Tom Ford </span></li>
<li style="font-stretch: normal; line-height: normal; margin: 0px;"><span style="font-family: Arial;">Biutiful, dir. Alejandro Gonzalez Inarritu </span> </li>
<li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Requiem for a dream, dir. Darren Aronofsky </li>
<li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Pulp Fiction, dir. Querten Tarantino</li>
<li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Mullholand Drive, dir. David Lynch</li>
<li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Vertigo, dir. Alfred Hitchcock </li>
<li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Eyes Wide Shut, dir. Stanley Kubrick</li><li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">Black Widow, dir Bob Rafelson </li><li style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">King Ubu, dir. Piotr Szulkin</li></ol><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 18px;"><br /></p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">The second list chimes more with a line from Tootsie “That's... one nutty hospital”: </p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 18px;"><br /></p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">1. Adaptation, dir. Spike Jonze</p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">2. Eternal Sunshine of the spotless mind, dir. Michel Gondry</p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">3. Being John Malcovitch, dir. Spike Jonze</p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">4. Tootsie, dir. Sydney Pollack</p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">5. Some like it Hot, dir. Billy Wider</p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 18px;"><br /></p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">The “doom and gloom” outnumbers “whimsical”. Hmmmm…..</p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;"><br /></p><p style="font-family: Arial; font-size: 16px; font-stretch: normal; line-height: normal; margin: 0px;">the lists leave out the masterpieces of Kieślowski, Skolimowski, Tarr, Antonioni, Bergman and the likes. to be continued...</p><div><br /></div>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-23537440870917628422022-04-21T13:31:00.004-07:002022-04-21T13:36:02.139-07:00A nightmare of a documentary filmmaker. <p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">A nightmare of a documentary filmmaker: For some reasons I am publicly showing a documentary by a noted Polish feature film director Krzysztof Zanussi. Mr. Zanussi did make a few docs, but is known for his features and one of them - “Illumination” floored me when it first came out. I remember that watching it made me feel that I was hooked into the very center of being, whatever that meant. I am a bit afraid to re-watch it now. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">Anyway, the subject of the documentary is not revealed in the dream. I suspect that it wasn’t even a real film. It was “something out there”, unspecified. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">The documentary is screened in front of a large audience, in an open space, somewhere in between a cluster of drab, tall post-communist apartment buildings from the 1970-is, the setting still typical in many smaller and bigger cities in Poland. Think Kieslowski’s “Decalogue” and you will get the picture. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">Somewhere behind a screen, the sun is picturesquely reaching the horizon. Because of the angles of the buildings it is hard to it see from a platform where Zanussi and I sit. The platform is a makeshift to accommodate the event, something clearly improvised. The screening is not very formal. </p><div><br /></div><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">I am making a public introduction to the film saying that we don’t know if the shape of the film is the result of the filmmaker having a lot of material and then narrowing it down to the present shape or just shooting very judiciously and carefully. When I sit down, the screening begins. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">I want to be near the guest and because of that I have to position myself in such a way that I don’t see the screen (it’s blocked by an edge of the building). Zanussi on the other hand sits on the platform in such a way that he sees the screen. However he seems to be more concern about what I just said than with what’s in front of him. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">With irony and almost contempt he repeats to me what I just said about the option of shooting plenty to edit with. Somehow he finds it ridiculous, untrue and really harmful to understand his process. Pretty soon, not paying attention to the screening, we exchange the arguments pro and against such a manner of filmmaking. I try to support what I said with my own experiences, among others from working - as an qual- which I stress, with Chuck Workman, an Oscar winner for his “Precious Images”, a short documentary, the editing ode to Hollywood. Zanussi doesn’t buy it, and his reaction further strengthens my inner suspicion that bringing up this argument reveals my weakness and low self-esteem. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">I feel inadequate, like shit. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">What does it all say? This dream? That metaphorically speaking I don’t see the screen? That I am stuck in the old ways with the people of the old? (Zanussi is old but I am not a spring chicken myself.) That it all happens in a post-communist projects like settings? The setting of the mind? My mind?</p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">After I wake up (with a terrible headache, probably induced by a stupid decision of not drinking any coffee the day before) I try to forget the dream and the headache by checking FB. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">The thing that catches my attention is a post about the new book dealing with the devastation of the post-communist transformation in small Polish cities. Somehow the landscape from this book (the book is getting raved reviews) chimes in my mind with the setting from my nightmare. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">A strange connection. Can a dream foreshadow the upcoming internet perusal? Of course, why not. After all dreams are meant to foreshadow, so what’s the real question here? The question is I think: how can I stop thinking in the old ways? Can I be fresh and look at the world anew? And if so what does it mean? </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">Is it relevant that I am talking about somebody’s else film not seeing it? (Which would reveal ignorance and a lack of focus). Being blocked by architecture? (Meaning positioning myself unwisely, so that I don’t know what I am talking about), trying to be nice to a quest - that’s what causes me not to see the screen. That’s the lesson number one. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">The lesson number two is that I project onto his work my own limited understanding of what’s possible in the craft of documentary filmmaking. Cleary that’s inadequate and limited. To my clumsy introduction he reacts with sneering. Rightfully so. His authority (he made a few fantastic films) tells me that I should shape up, that my ways are faulty, inappropriate, lame, shallow. Now,</p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">that’s enough to make a filmmaker shiver in his nightmare. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">Thinking back I realise why Zanussi: last night, already fighting with the headache I started watching the film “Rose” directed by Wojtek Smarzowski. Years ago the film made a huge impression on me, and somehow I kept it in my mind as one of the best Polish films ever. Watching it last night reinforced this opinion. I noticed that one of the film producers was Zanussi. That explains “casting” him in the dream. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">The nitty gritty of the dream however is: how to tell a true life story (in a documentary but not only). Do we gather the material and figure out what it means later or do we go boldly with a preconceived notion what we want to say and shoot accordantly? </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">I don’t know. </p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px; min-height: 12px;"><br /></p><p style="font-family: "Helvetica Neue"; font-size: 11px; font-stretch: normal; line-height: normal; margin: 0px;">The nightmare of a documentary filmmaker. </p>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com1tag:blogger.com,1999:blog-5942543806634394395.post-88036483982001713812021-03-31T01:27:00.002-07:002021-03-31T01:37:13.127-07:00Casting for Orson W. <p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMS6Ibm1fmhSTT859KR8Xkeu8wcEPydhzmh6VxRUXPi_Pw8tvCFrTesCyU9P-mVdXUpC4EJkM_hfBcWu85vuuqQ9C422LqwuW1q4FDDpeiqe2beDU_i7bQm127DzsQ5G_LY1XHeHnODOk/s2000/Welles.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="909" data-original-width="2000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMS6Ibm1fmhSTT859KR8Xkeu8wcEPydhzmh6VxRUXPi_Pw8tvCFrTesCyU9P-mVdXUpC4EJkM_hfBcWu85vuuqQ9C422LqwuW1q4FDDpeiqe2beDU_i7bQm127DzsQ5G_LY1XHeHnODOk/s320/Welles.jpg" width="320" /></a></div><p></p><p style="text-align: center;">MANK, directed by David Fincher</p><p>An excellent podcast "The Spoiler Master" (currently in Polish by otherwise working in both languages Michal Oleszczyk) analyzed "Mank" and wasn't convinced with the casting of the role of Orson Welles there. My jaw dropped because one doesn't criticize David Fincher, does one? </p><p>That audacious lack of enthusiasm toward the Maestro opened up something in me. It allowed to dig into my reactions to the film which were that something didn't sit right with me while watching it. So I was pleased to hear a learned critic to formulate his concerns. </p><p><br />Then I remembered my recent Breaking Bad and El Camino binge and my many highs and a few lows about those titles. The raised brows had to do with El Camino, since I am floored by BB in general and consider Better Call Saul a masterpiece of the medium. </p><p><br />In El Camino and the last season of BB there was one small stone in a shoe. It was Jessie Plemons, a fabulous actor, and jet somehow always sticking out of the wonderful gallery of crooks, villains and murderers there. Every time he appeared I had to tell myself - that's a fresh "out of the box" casting, just enjoy. So I did. That wasn't too difficult because he was great. </p><p><br />However after hearing "The Spoiler Master" remarks about the casting of Welles role in Mank I started wondering: shouldn't it be Jessie Plemons to play Orson there. Wouldn't that make Mank more perfect? Was this a case of miscast-ed casting - lost in time and space? A case where a perfect actor hasn't met his perfect part? To be corrected? <br /></p>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-31036227015153058802021-03-30T12:54:00.006-07:002021-03-30T13:05:06.912-07:00Dangers of philosophy<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGy_vsU6m6ZlHJbc0HbZE30MuLWMNhJjv-8XdzUJvfHPSXGikIr77_AOn1SQLodx2ZOqzNRZwIaUom1bVsolU5AVyY804t6x1bmsfqV2ix1rLDMTFFImlYdEiHdvLyy4I6TqDUhW_v0Ew/s844/brothel.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="477" data-original-width="844" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGy_vsU6m6ZlHJbc0HbZE30MuLWMNhJjv-8XdzUJvfHPSXGikIr77_AOn1SQLodx2ZOqzNRZwIaUom1bVsolU5AVyY804t6x1bmsfqV2ix1rLDMTFFImlYdEiHdvLyy4I6TqDUhW_v0Ew/s320/brothel.jpg" width="320" /></a></div><p></p><div style="text-align: center;">Christoper Janczar, a Friedrich Nietzsche scholar, </div><div style="text-align: center;">in "Light Denied" written and directed by yours truly.</div><div style="text-align: center;"><br /></div><p> A quote from Eton Musk interview in "Business Insider":</p><div style="text-align: left;"><b>"Döpfner:</b> So what writers were the most important for you?</div><div style="text-align: left;"><b> Musk: </b>I got a bit depressed actually reading Nietzsche. And Schopenhauer. Really not recommended for a 13-year-old."</div><p>This is in support of my<a href="https://www.youtube.com/channel/UCNM4icv-da8a9ikMntyUZ3Q"> </a>upcoming Nietzsche-an episodes on <a href="https://www.youtube.com/channel/UCNM4icv-da8a9ikMntyUZ3Q">thinking camera you tube channel</a>. </p><p>Stay tuned!<br /></p>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-29832661051668890342020-12-15T03:26:00.006-08:002020-12-15T09:21:31.917-08:00Thinking Camera<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-d9q-Q84K9Lc/X9iYI2Q1zVI/AAAAAAAAKZ8/xsR0j_KeMZMiiMc91OXy-W5RhFpEdQOigCNcBGAsYHQ/screenshot_197.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="564" data-original-width="952" height="190" src="https://lh3.googleusercontent.com/-d9q-Q84K9Lc/X9iYI2Q1zVI/AAAAAAAAKZ8/xsR0j_KeMZMiiMc91OXy-W5RhFpEdQOigCNcBGAsYHQ/screenshot_197.jpg" width="320" /></a></div><a href="https://www.youtube.com/channel/UCNM4icv-da8a9ikMntyUZ3Q/videos"></a><p></p><p style="text-align: center;">Thinking Camera YT channel</p><p style="text-align: left;"> About a month ago we launched a You Tube channel </p><p style="text-align: left;"><a href="https://www.youtube.com/channel/UCNM4icv-da8a9ikMntyUZ3Q/videos"> https://www.youtube.com/channel/UCNM4icv-da8a9ikMntyUZ3Q/videos</a> <br /></p><p style="text-align: left;">and its corresponding FB page: </p><p style="text-align: left;"><a href="https://www.facebook.com/ThinkingCamera/">https://www.facebook.com/ThinkingCamera/</a><br /></p><p style="text-align: left;">The sites will deal with the blend of film techniques, philosophy on screen and screen philosophy, my own work, musings about the work of others and general amazement of "how did we get here". Yes, that's after Brian Eno and the Talking Heads (<a href="https://www.youtube.com/watch?v=5IsSpAOD6K8">https://www.youtube.com/watch?v=5IsSpAOD6K8 </a>) However I mean it a communal, global, civilisational fashion. <br /></p><p style="text-align: left;">Anyway, the upcoming episodes of Thinking Camera (to which you are invited to subscribe and spread the word) will, among other elements, relate to two quotes that are currently on my mind. </p><p style="text-align: left;">The first one comes from Stanley Kubrick: "Either you care or you don't", the second was spoken by a huge movie star (I think it could have been Nicole Kidman talking about Kubrick): "You know what is gold in filmmaking? Time is gold". <br /></p>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-88560937189888745272020-10-24T02:58:00.008-07:002020-10-24T03:46:30.891-07:00Opossing heartless politicians. <p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/H9u5t0yey2M" width="320" youtube-src-id="H9u5t0yey2M"></iframe></div><p></p><p style="text-align: center;">The deafness and madness of the Party creates fury. </p><p style="text-align: center;">The Party must be doing it on purpose. </p><p style="text-align: center;">What's next?<br /></p>Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-62681901619535080702020-07-10T04:05:00.001-07:002020-07-11T01:43:54.722-07:00Approaches to life<div dir="ltr" style="text-align: left;" trbidi="on">
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February 9, 2020. Medyka, Poland. </div>
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The above is a snapshot I took during a historical reconstruction earlier this year. I was there filming actors playing contemporary youth as they relate to the re-constructors. <br />
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The reconstruction itself, including the solder above, was entirely organized by the local passionates of history. <br />
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With the lock-down easing I hope to further develop a project based on the events portrayed that day.<br />
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Once I focus on something to produce it’s usually that simmingly unrelated events, meetings, thoughts, texts emerge to appear relevant. <br />
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That’s the case with something which this morning have came my way:<br />
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Synchronistically perhaps, I have just read a text that tries to convince its author that being “average” in life is OK because most of the people vanish without a trace and nobody cares about them anyway. So it’s useless to feel frustrated that one is not accomplished enough to be “above average”. <br />
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The text’s reasoning tries to ease the pain of not being “above average” but - it seems - positions the author as somebody who tried to become one. This is written by a person nearing his 90ties. And is applauded as “wise” by his equally senior colleague .<br />
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I strongly disagree.<br />
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I think that acting in life with the purpose of not being average is … well, not wise. Being exceptional is in most cases the result of an inner “must” that produces exceptional achievements almost as a by product. <br />
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Similarly, looking back at once’s life and feeling discomfort from “not being exceptional” shows disrespect to once’s genuine battles, struggles, achievements and failures regardless of their scales. <br />
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Now, is it fair to juxtapose unfulfilled ambition against real life struggles? I have an answer to that. </div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-70616373384458167362020-04-04T11:04:00.000-07:002020-04-04T11:04:27.417-07:00Where does a war start?<div dir="ltr" style="text-align: left;" trbidi="on">
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This polish book title is “This is war”. It is an investigation of the connections between ultra conservatives, anti abortionist, anti-LGBT, neo-fascist, Kremlin inspired “let’s bring back the Middle Ages” movement. Klementyna Suchanow uncovers the agenda and money flow of this scary ideology in its insidious attacks on our freedoms. <br />
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Suchanow is a strong writer, her previous book was a two volume biography of Witold Gombrowicz. It’s a fabulous book. When it came out I wondered what would happen if this Gombrowicz infused sensitivity turned into current politics. Now I know. The irony and absurd has been augmented by fury and horror. That’s a powerful mix. <br />
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A bit from the book: Klementyna interviews one of the anti conservative activists who says “War is a state of mind”. <br />
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It hits me as a simple yet powerful truth. It all starts with the mind. Your mind. My mind. </div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-73354856055518418692020-03-15T02:30:00.001-07:002020-03-15T06:01:44.131-07:00Identity is not a crutch. <div dir="ltr" style="text-align: left;" trbidi="on">
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I’ve finished reading a novel “Deutch for moderately advanced” (In Polish, I don’t know of any translations yet). The author, Maciej Hen, spins a tale of an identity search from Poland, through Ukraine to Romania and back. It’s a journey in time as well since the plot is about uncovering the hero’s ancestors, needed for an inheritance claim. It's a nice, smart read. Bickering with the dead father, hints of time shifts and a sudden romance add to the mix of funny, poetic and reflexive. <br />
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I found a polish interview with Maciej in which he says that: <i><br /></i><br />
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<b><span style="font-size: small;"><i>“identity is not to harden us, not to steer us. Identity can lead us to feel obliged, to solidify us to the point that it will reinforce divisions between people. That’s what I would warn against. Identity is to move us a little bit, to allow reflection. My hero feels a Jew but in…..a sentimental sense.”</i></span></b><br />
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I understand that the relocation of identity to the realm of sentimental softens its edge. It’s a beautiful, harmonizing notion. I suspect it can be easier obtained and spoken of by somebody who can afford to treat his identity in a relaxed fashion. Simply because he’s comfortably rooted in it. On the other hand many searches (if not all) of ethnic identity spring from a strong internal feel or urge or lack that once obtained, filled and satisfied becomes rock solid. Just look at the converts of many types. How to navigate between the two ways to handle identity is a theme in itself. <br />
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For me the book’s narrative somehow but not fully matches the conclusions (or a thesis) given in the interview. Perhaps the meaning of the narrative given in the interview doesn’t fully and immediately spring out of from the book pages. Perhaps it’s how a narrative should threat an idea. To let it breath and not to be so "on the nose." <br />
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The call to go easy on the identity’s role in forming our personality chimes with the ethical conclusions of Zygmunt Bauman (as the previous entry discusses). In short: no rules or ethnic alliances should release us from the duties of constant self-analysis. There are no ethical or identity crutches, only everlasting, individual struggle to get things right. </div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-86348084243290263072020-03-09T03:27:00.000-07:002020-03-09T03:31:13.882-07:00How to be moral<div dir="ltr" style="text-align: left;" trbidi="on">
Thinking back about how my <b>"Lawnswood Gardens" </b>(about Zygmunt Bauman) turned out, I am reading his conversations with Peter Haffer.<br />
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<b>Zygmunt Bauman: Making the familiar unfamiliar: a conversation with Peter Haffner. </b><br />
<b> </b>(Zygmunt Bauman: Das Vertraute unvertraut machen: Ein Gespräch mit Peter Haffner. ) <b> </b><br />
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I am struck by the part about moral responsibility. Here is how I understand what Bauman means:<br />
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Everything we do influences others. We need to take responsibility for our responsibility. In our existential dimension we are moral creatures. Morality begins when we meed the other. Since there is no easy way to determine the outcome of our actions we always face ambivalence. <br />
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In the past the way to handle that ambivalence was to follow religion. A bad deed or a bad decision was softened by the notion of sin and the subsequent penance. <br />
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Nowadays, the rational world disposes off with the notion of sin. The place of sin is taken by fault. Judiciary became a response to fault. <br />
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Traditional ethic required submission to the rules. Modern ethic requires that each of us assumes responsibility for our deeds. We have to decide what’s good and bad on our own. <br />
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A moral action should not be conducted with a goal in mind. In moral issues there is no (systemic) pressure because morality assumes free will. A moral deed can't be calculated, should be spontaneous and not thought out through. Morality is innate. <br />
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Levinas says that asking “why should I behave this way?” are the sighs of the end of morality. Longstrup says that even if a certain rule assumes doing good, obeying it doesn’t make the action moral. Moral actions have to spring from free will. Morality belongs to the kingdom of uncertainty. <i> </i><br />
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Bauman is amazed by the fact that Levinas and Longstrup although coming from and working in radically different circles, came up with the same notion regarding spontaneous value of moral actions. Longstrup says that Jesus couldn’t have formulated christian ethics because had he done that he would have created conformists and not moral creatures. <br />
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<i>(here I hesitate: isn’t the Bible a set of moral rules, haven’t Jesus tough how to live morally? Or are the Bible rules for the weak while the true moral action has to spin from an individual assessment? If so, there would be something scary and potentially dangerous in it - going in the direction of Nietzsche) </i></div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-35699295301622738552020-03-05T07:15:00.001-08:002020-03-05T07:18:36.652-08:00Philosopher's Paradise<div dir="ltr" style="text-align: left;" trbidi="on">
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KJN7cQnToQGNqs18nlUndK+wZ1GcAbf5/N51ZfvYKBOKjcbtf7OWCbH/lYfS0BWcIt2YrQMEJYrA2F0EpGO8cTTWaODwspahy3OqSPCLaWvcU/a1ePHh8fAE0fVXR6OCTKm8EWeJPCzffO5Ni2tB50GBD11I5nje+2BD/WKauRBFcH5Fd5xugF2+iLY9mQZcY8c4aH4UoyPOHBCUZv3vjivW5BfZawtzFZWoOJkNskyXkQfIDptcN82unG1xC5Vhd1lPxlRXqtg0oAKp1PQmupFK5/M7kj371vHuqb9736VG3tfrWgnZ9fmLqOVrXIdo36kZXBN+2QVaSWd/fqWKJkAjELK0LLK3EC049lx6ejBxR0fipe21GGV/vSyHtPflB1/KcmXMOWnjrXwqxrqZ+G1D6G4pC6oW9FhvtYMbRdmCjd9OY1VRRqg11bb3LPdStW4tXpeP+/XlvPcfFN0xhPxzaHsk4PTmpWrkulXVuTT68duhHarQxkAPEYf5XNrxFnHjodN/XkSYigdRv/Pv/u/t+mo5MUoYgT2k0prAw79t4zsbm9vcTSL4fjkeDg6muPE6PhBooirTiRiQAmSrKKNntb0NDRpPvdAFLgS9vbN2+H+/j5O5+zkdDg4OIgBcUowxFJJBbEtYQunxqxPzO14V1AwHh4wVuKrcTo9Ox2ODo8ooiVG7eBQBSOqCIYLY9zp5IT/YDm41mmgoQH7+aefhq++/ma4vLoeHslz1Pvi+fPhV7/61fDq1flwdnYSmCOdL/Azle4JjS0Z4f2Xf/gvw7/////D8P0PPw3LtYZ3ljIO6n/768+Hf/tv/y9gboZ/+N1/4vOfQZNRFyMAHT8Uc5R2DDcMkBeOyOQHlNiNwkeN+bNnF8PL5y+Hjz/6aLi4uOD6dHjx8sVwiLwODg+GubydIQc6Zo3ogKBjAFbgtcjADgI4WpbhNFNfHLmRf/F6/77kil9P1o38UvApXwAxDhm5Vuk+K7RfP9VsjKrqmssQXl5eXg5v3ryJQ5+yfGBaGGjBTPm+YoRpYKRD6s5yhDO3zOXl2+GGoGo2nQ9Hx8fD4eEhwdR0ODs94/ooOqguvH33blg+LIaL82fw72WCLQ3Fhs8UpxcjB2ITnOnV1dXwhz/8gbqj4e7ujs/tcHNzS5nJ8Pz5i+EcGEdHJ8HtnqBQvVaFF0RogUl7K3RKXBnPhx75oFF4Bx7v3l4O68cVeN8N9+C+QS90SMr01ccvh48+VtbPaOt8eP7iOcHcHDbhcGg/gVvkQsAJD0fo7TfffDf8/d///fC73/0ORd3S32bD3/3d/zL8n//m3wyfoc/HR0fBJbNktCMu9/cPw9d/+tPwx6++Ao/73BdfgyqDF4PSsQEH2KtC1jFQEIfoF/nqlLzVeuXA/UN00mBzN0nI7ehz+g08Uabw3I/6pN4s4IVtJmhSIUjaMds0mHXmw0DHpLyiNJQzIJsR6E7QhSltBhfyhZ0ge0kwHThUCSzw5GjquuT5BAIz20LZzGBAjG0XPLCUZxb0O/ngwNEypiqX08CVAuEXU1IiN52tS2r1vB9HULmBaRPFU0+eYNvSVoY3/nDRahVuykUbVrw3gC1w2kvxjK2mSkpzvaY/RWaUW8F7U6dZ3X1Al5cG2Aar1bglKPO+T0m95AsZXQfHTl61BX+pH1vEDYNhByZeq/MpAxD12//0GXgXnMlXJx6Qo0f90TLyt9UqO8KuRj6t0aKXgB1Zpg4tSEOHH59mWZ0Vacdrytm+gwLtaBFBHv/C8SOfuAyPe5uCMhDQ382PatB1e3MT2yD8zPCpT9aEkYWmUPRLSsmjJS37xNvpqDlaHZpIxxFVuQIGDIE5WqzITCN5T4lZRpZTOkUJ1M6mXEppBSEzUAG+m0KS53ihkhFHMW2FI91sNGqPwDzigxHgI0PHCDoRLULkHyJKQL3j7zqFePJnUmdl7gaHeY9jtQMfzO3E1bK+UUcm3kkyDj6EThoxGJBZwrbEnO8txvPwcJoAZja7GKYo2MPDEie9QCi3w92tOFN27hagNedTnIWC4MMoysDn8y8+G7787efDW5zJ4gY+ropDBknn5+cEG4fD6ckho58HjNUdBtnWa+rWYVhGksKLIRS3Jkjz/Gv4avzQS5KOjDV4cHE9VJ7N5+Iy4w5yQcnlrw5Iw2dHUScjwiYmFbw6Cbg0dnURyh+LpdPZHG2opLtr88TLeg1ey4qQxNHxTU/WS7FettUDgyA1ItBxNGRwtV49MrK8TYc4O3kWmT0+PFCuKq/Xy2GFcbm/x/nRaZZ0bnrr8MD1Dz/+MNzcqsPKzIB0MhwT6L188XL4/PPPCX6ehW9315fDLQ759JgZDqbDh+3BcCAv4Z8GKsYFhsV5vDgbXr34P3DOD/QTRs+0Jz4bOmM6eto6SDDxVu5j9NTLo4OajVksMIbMvtiHkDR16nNzcz2sl0zJbLn/wMwQ+Os8V0v4jLwunp+A7wlyQxYuh6l7yBKSgqN62PVcI1GzEcwCHR3QNoZkxvmz48jIOjN4tIV3w9YRuo6M2QVmnjRKc/TZaf3NepHw0cBKiVEldC2RixvDYEz6oE4RDQSWywClv+qhzuiRAYH93uBixYYR+722pJcrGlfQxX1Et1iUUXQZYLnQUNuQM2O25dKB/Vma1T/7cy0TRKfA7xH+9v0PG+yMM2pLyie4oaIyE8/t1pk3+5JyhX7OYy9Clv2EYrZMe/atclTSRiOlvTnKl3IClKZDrcHJpCxiV9RtkrywrHULRJUzJKr+JZ3cTREdeeVbPXIVv8C2M3EfvEzyQrxz3uaPxWcKP+213R7EviI02xNmbC02M04NHghTPjgzdXj4tOdmvqZXgrABrc0sHpEBOmr/1xZJzy6Bn7QkBX/OLJIvhMutHnhJUwJdjRDJth3UrAgSD3Ho1qlgRn0nAFY5SNo4+4N/4mrg/kD/0z6Lk42En+JBP9FJVv81oBOCQWmH9z7+wrRIZNf9RuSI/jRn6iBrSj8ZV8eDH8JiCY1Pgj2CFrSkAhMGUwZK2uOLF+fY/NPhn/7x2m5jI8Gl+EfLyKxSkIxue62PM9nflZ60TUdjOiCd30oyzoYtUgVhJucaHTvemsgcsQGJz+YBZ3OKEqsEMti1opAcfAQeZYtSovSBK66Vbx21dx1F05FiiEaPGT0TqNO5FaZl/dAG9WW+tGpEClxTdEoG60LbRqhKFAmOo+ERRz7lYzZ4A3MCzHQcrqqm7DDgAH/umdInOPW4YlpzhpAeHxhFzMHhcD6cMdJydP3dt98O19evMaoo+lilW2AEgbbCiCtYnLFc1JecPTsavvzys+FPX/9huL79HvwcIWgojXirDR3yWDy3dxnVjFeMsKBHBd7QuRSe/HAeij4X9O2ISlexR4bcMJDQyB4wAj+mE84NZpDVjP0Lcz5LeTMpp69hGwFP/tqZNeDCiUEDv+JRZy6X5sCbLuPqcI1vjX9VinLAzN9OKSsPYjI9qt70FDihorVo3YAFN2WjMxdX6s7h8YGTPgZY0KZz3EBflJqo6pGR2xamb1YPOPU74MAv15kJGsebRXihMciMDLJ5pINfA//+4mQ4P8XREazNp4wA4ZU8G1Pv7rpGHepkTZ3TXwApzzQY7rFw9DKfHeIsCQ4unsNHZ67KYCxxSO8ul2gEcDB8p0enGU1Ld5ZwHjU+4A3/Z23N/h6dOSYAu7w8HC6PrhmljxnxM/K/XcARZgjED3kfgOuMelNokC8GrybFV/3GoKICBPXp6IAAV/7RlxnHhp4JAe0Wfs3ho/xVzzQaI/g1x0Y8ENjIuxF7LEbwY4Ls1Ev/pg4KqKfAHJXZX2mOtv1QjgDBWSY7njQ6XW9a41FXY2AdO4oHWfr2Abpre2uMssHQwwM6D39X8Gy5uavghqakRwNqv4Dxgee05Gii4SSIRS4adlAELZcn4Bk4Z7YCKpT/eEsfRIgT6H2g72qHzNfY6sjtA31jYE030xe9D532CDQAGPaV6jsiob1MG9BtUic1uekHMMRrcfIr/NMGmpfSqRE+mqE+mQxWrDembeVOgfQtKgaPAmf/hhciltY8cqc6UfJcozYFd/Aej7BbFkmO/ICn5G21Ydol2lu6B2ONsmx0mLXkNEV5DKRmBIPq78MM/uLA1ug4ZjH8sB2xdfRd1NEQ+tpTbAN6Y/3it1SIizj24MK+4+yMfbz2hmRfCnU2G5famCFFD8ajg8y0pH7kjr1DN66u8VnqJPzb2Zo2cOtlbW/C7J7WdWPQrt3hY4CmnGppQZnD28Ze89fKzA5Cj5YXB/TZ2CdlgD1ZLrTpyk5dRz8Ywc8OGEyh64CPyq7XD8MPPzADuLonWKrZsJhEwVLHf+UeOZrV7GVue02iq8At9N1OhtkHcZBX8PFi1EGpTZnWpYTR+uKRkdDDTaZS1gpchU5jCAjFtROlDgZFUHHmIhLd680Di3r+TYlmKiKmA61vaYVOPXYDDtFMBGAQAIthIpc5al1kOqzgW8Der7zgEwRkIAZjfRM6dLIDDlK1Sh3KyyBxryQ2lunXO9aljLxJ5K8zQU4np0dMvR4Ce4IRng6vX/84vH27YAr7cTg5PnR4UyTTMYjF7N1RgvnBdvjtb18xzf5ppoivLxkJoKCHKMEG/k1wvI+M7O7u34GfjpaRnIoBzVzCg+Kb50kIVv7Q1cIb75aRKWXMsoRypXnpm4DvNIaDDoBBJkxB8kgfZyAv5E52hsPsROhcT7xHyfC8lbFt51uqU8F76IvCiR/6E7lbqCWwb7wtBnMFQHBVlhiL/ST+XRC5kzbF32lR50jAiQCUyWzauYfVBB4TAhPgnRC9iEdGJ8BZ0JmcaQqdBHTVEpAQoss4ierVA3kMRUscmU72gADBGYz5gXzECW0JCJiNerh7zOjYeocEdDMcJr4i6ZppMqfDXU45PDjMLMuMgODk+Gw4PT3leApZOKbFNbJ+g8xw+rRzyizAAZHm2TkucoW8Wc5ZwUNHJzqq1ep4eP7yaLi6POdzNdxcP8dIEBS8vWHt/4Fp9Yvh8MQ1eenQsBGsHWJkUbt7pvrHwIh84OMax7VeIcmxSwQuFWDMQ/sKo4wxhBYm//g4u9BGOOqL7AH30Zh78HzY1kwBzPZGeO6sjgzGZHKsfI9glY+3nd63X26c5tw5Op0ULkY7pNOgqkGmywRjHIqO6+gYY40hXDIbMWB3lNVmjVID2yWjB5dXCErUDZ1j7Uc5Qr90VugLhlaH7BMF7jfYEoho5tRTp+BdbjGoFvYGB+YMwwI5gjL5ODBkocNYOZPVnHF35vY9+wYtgWl6CXAMju1ZlTLVTaeNLYPfuPrQ6QyaeNlnDBB6H7Ji+hDHGX1L25P78tb+0Qy6vEod7Qspuk8Z+SDd3M6RSrnvYS3vPWmyMVArHWiwCIRhV/yBIYj7EQzGYjdtF55OsSnO4GgLHSRpqxzknGIXtefOghDXgqZ9URmKCYn69k3bE1c/+kdvO/Mbmi2a4mIpwugU9wZ0Ykk/pPHUmWBbM+gIPwwkWPZZ4UyRU0b2ICcPXEoRoDoRuwAOCda4Jy8dBKhSthU5qIfcs80NA7LgBARO+CrD21G0aZOcjk3mekywokOfzZbwyFkB/A46b30Dxslojn3QaBAk4dhv765YYn6HvUFfKRNZwBNnTeVr/KpNg0+ubbAn8hzdy8MRfGcmraJIG5MA69mQn4ymI0iUFMwlduUUBec1dYBwmnIobDue3TkK1sF41BkXYC6ATTs1LYUDI9+oueDbyW2XTzq78Lifb2uKn9I3yUKVTHi0bgPAtbCCcfRu1CaXMyUv3AAq2gpaQcq5Rh84Vb/ne6diEXN0jsXQTYz5ydkzpnCvGSm9Ga6v3g3PL06ZLj+mYCmt7U3lH/SXMXM9+3T4zW++HH74/nL4h+s/ZS3+AIPhmqVKoPzs5KKa5QeMFmzvpHGOIVNOAI+icR6KaDP0cWEHEobYG4g4XeryhyPEMkLyUSNUXKRrcV2GKHkdkDzrf5ybdsoNUvLDYZjTbdJnu+rBrkxqVBuFZWUIM8lDO60M4atn1RYXyS4s2j15q76AaPwQuDs6kCdrpsm84eN7G0bhc3jqGrh8sB0d1GzBiNuNgayFO+WsrtrpjfIdTTniVjcNZtQfUfC+MGokwNQZBv/REQj6MiJgcEry559/Zh2aWRr2Uyi3ko/LJxfDb3/z2+Gjjz5mLfsF95gmZolAmlZM997d3+A4HoKHhsg1cLVaB2zf3DAacolGp62FXDCqfbhf8GG0Ai+cRr/HkF2hf7WkYhBgsDJDN+FleAU9gYW8oEWaNdILpu8zo4GBdo3/3SWwmMrXsW6YNcp0s7zj3/oGm14o94xyhIWsbCOGUiarJ8D3mjuhwaDXc++pl90+mOefsNJXMZbyjdWRpOieiqWMOLq27kh7SuCxYkS/xGmYajYRSK1d85aO2GiXMAeY4E7fcgZsh7+6Slt+1B1HtHPoWx9IC7LFyLszXf3u/c0gUJwSHNkP+UAQPKAe9iOOBDxH1DGAjGGWQkinIMeiRR036dzFWTubGbmUCrnROXETJszhkVba00SJk3iH11SgvrrkkRv5SG+1QKv9hDuRnhkWj3zkHWXSl3Xg6luzXdwo/tgcrfFR752KVi/7ngyXkgx4dOIUIYh0NgUNph0tkP7Bdmkx9Np8D4jsNybr+bGMydPimfVL9makPPSr38vgbE8JJ6xR8uBY+qkDr8BhIjCDAPjuHhWbkWswweY41H4PBxfWzdKKNIDU/sc6hVfpjnVt3fqu+ixx/oxOGEQqMuVkObLUG5ggXfIOqkqPka37N05PT8DdtuRN2WFH/c70iab5UGdzpGo7PM5lrAUVHZT1VlKwFLcqCMX/poQi7R/EqoQy1EglCFgKY4hKk2ej1N1LjrIbsN0tCcuGJ4nE4VX0BzxglPPlSCQTpx6mFGMLvnWE8H7qjDd3TdDhlLfTD/YH11vLiJSQOlO6YZGW4Bg6PS34Hjr6ZRiJgAisjtl5fsJa6vPz0+GUUdprNvBd31wOxzcHWdtJJ0TCBiYGLDEIYGNE++oFBv5ffslmotcY4jfBzznzBVMtK6LPzYMjZkZUWxqCnYlwZSE9QTgmH2czib9/MQZG6BoSFZ2OYt4E3mYUBqixU1oZjWNcY0CKYtVHcDqt0BrI9aXUS2jVHkWTkp/OYB31oCL1p/JVrn8/8dmcRoOnqtEHKSOZ5FW5wpKilM3jgi0aDXOkvndKmLWhA0ANtaEdweucRVmD+fAo/10Gcc2bejgt2SnLnG48PDxmpHFIO67TrrORzU5TU2fqojhgzKk/Zko5/ZJ2PMbZceIa3R3LUQvWhB3huV5/xuZLN9mdnB4D11EfU/04mhtG8zoE8dRQGQxlZ7pOiBFnOYMGWyWGWeq4I/oJRkDDYCc/YA3fqTxH9XOce/YLMC1ZAza1wz4J3uBfAbocwdiBh4EF8QFBpf2N0Tz7P1ybNxiwnjG1Bto+76Yx9ZkbAOq6aPCkDMrYEhfQk+qe68oWzfos+qHuaoTjLJVT+E4BkvQXf3UoPhng1KRlVBDhQz1GUWd+cjLDkYPzxGlzbiyY0aJ8DJx40UbW79FLHzF0ycJpfWdUdNIqhPWUZQI34GY0hdyXtD3FadW+DCiJwzEAMXBiyQubJIWYE+jGukB7bJfMlVocgvrArWoDomxLrZS+OIxoJOdWISn3D5N0GzSIrBtldTCu59d7Jqp02TtbLb2QbiE1TCivrZN/lcp2eE0J+UZyZkKdUIaRG3Z8y8yLfLaMuDujUcWx88jtkadB5nMdu2W3mXnyvst1R+itT/88ErS61LhiJsggQJ0UF/fgWM5+kMAuuqmjlV7xavjLx2q0MlKu0FZXYl/BP2vtlMsfPE+ARb7Lv+aJuHBrlsvZLwJn+GReccAiypF+3uTitQEmEpOztC9eTY4NJ3lv/7Sc8pMX+iq5qJ4a9IANeIh+BVfOFNF4eL5BgdQ9Z2alxb4VfwhclxO0T10/ALRLYt0/8t4yCfopAQiABt9CWMR0zE6DOqXibtaM6Mgz2pLgKYbEacoJU5ESTM0CSEeI4hqpN6Izqmnwo1ggWamO5qmo9Uw3bdGhVNhRFNmOUsrYHbXH/dTv97zdfaZL10RH0uNSQX/ZyhOcqtHB5fEvs8DFlG++rJcpf62a1zKTShss4N31Dc5hyqjrI9bx2KB0zU7pGVP75zWamuAg3ElpEKDg0GGMw4Y12ZPhy88+ZcT26+Hu5oo17M1wcggfFjcYkuVwe880oFGZbSOD2A+aR03StpwzcrOri1G6p6OfsNTAyiljpx6rs0XiFgVvO22oACeQibxqty9tIVcVWWV32pHTXVKuSS3Pa42HjTqVNXZujlT8LZl5XfWKZzsY3mhpJy+u+33z+nmKtaaz6YlmolO0m93NXGfHqEc6gU8doKGR20AwxEoWH3LQq/lcZ77CYTOyZcnIDZILR9/0gRX6PWEaH+jkw3ra9OgGJzujfUHddDpMY82gnqN0oRHozOkJMjy5YyrcTXjsjp8SrWN05Pf11cNwffbArMwDdZSBIWvhe3l5E5w1eD2hIkjVwYS799WfYoD8VqelWwNvHzRYMbq3vtP14huxqDvgmW4EfUIovurMNLI86XHnVD07apGdU+4bjLjdrQJ1BW0/hDvokXxRXzTKBsqFU+ladoHD+6SGa5er5TwXdzVEZ1o7fIEnneGfPFSeGkSXFtB0+sS+k9PgVSBSdByygc+ZFfGxIxwxxeoSVTeitrkkWLm71/QJXz4WHzhJe2Ub6F/wUvo0zu53cBljip4oV420uKsLbv6T50rHutos+4hQs+9ICoHhsoE6IysMmpVHRuHIxLKQwr2SqbAs6DVQA5svKuhk7e9mGeQVXJcpnlLBiE5RRnl3uB6tK86xu6lkefs8B/kODQZndf1Ut3iorMEBINoFfUDBNlB6ZAOpdNTyg5s+5Z22bQae0+nBMEMejk4NMJdLEAOGo2IdjzNgOj0A8+0eCcrbBvfC6yD0RKVn0pHZBPCOFJGNuLlBMnqhrqIIPq0innISInPUl0wIxEboywQcnF1234j6YJIdOeNEmEqCk3zyJEPyLGdJknzlkH7GibMSWpoRhto9OLpO77lpL3pFYKG+ZFZuSSAD/9zDpA1xSWmEnXDpAhbH3y0yECXglw/8y2fbji1QyELlkJE7epZ4k8rsESmmyIDdR9JESKsiI2QclWS0Ci4DXQ/UiMNbCvol7TIIBjZY5skkxOwpyauegAV8nZKO0cdebMW1O1QMRtQUiZxLJ4Qx4qrzjlKp5KQ+irNt/8RRYx/BA8M8HXQ6LueWt6slP8iDm+jxSR7fNFBZMQB1rYNUUBsUVB3IprjsDD8aPvnkk+H2+nr47vvvw5ez03NINcKyffimwGhihNHwqEF4wc7pf/2v//dMz79jLdTH2vy8Zf1dA11ROdLVukJPHwmlU8kheCHSTnEXAV4rChSH/CW4ukM6IwydCo5tiSJvGGUFiZANL+QbbQQadNVUk/yTKQWz60i/tj2do8YXViWq7U8HeC26Hk2RVZ1Q6+k6EhB8NWGJXR1PLKvMTCVb9MQewh2dgXCN7M2ZsfmmpsUZUWE8uvNx04y65Pqla2Y641obdRr6EHjijq7RuXTW0wkOAgMTGqynY+QvT3EIyb7S+ot8q35lFD0djlkTT99AxtmHQt2K3NmghoM4YHOLOEyp31iTdjQ+Vzxm53PfGk9HlIUzsifd8Wilj1c6nXlzy+MrlNHBqNNzaPjiiy+GL778PMZQXmZqmHrhD+2V4wio5NmXDEDkpaNf9VOn6HT9+fnzwFH3XHdUOP7Z33F1KWuAYZJW+aTjXbC73JFW6kgceOiITBW8oJHBrRzE2vVobsd+RI8N5sthbjBk5STqMcIa/Q2ZYldPHUCE9/DfEZ7O3PV6nYGyyYwIM1AGDY4Q5cPKqQeSfdZRT6YbRHLvU86ZIIk60uijUPJI+qRTnlTwIP+4Rne0A5YpZ6m+NDp0oPwZwLOtOnhFHgCSK0zq5n4AIe3SdnlaH3FVSaxjEm6O8FTeGCT25D3LFb9plXOvW48GTDmCgAqYBisAPbcHtURz0mJZ+SF94rYxaBUhUu+T2hafAHIE74ZG8XLGS9kolxp9U48m3MshUO1FyRa/4WI7aYn8tIfHRyxPIj8fJ87sSWvPMuED/UnHKh6qlvCVx8EBTz85ixA+uE/kPmv29m0KRzfUCwdU6r4DUW24lIVWCmbgWeSlLduLz0Fpy/YAqN2PLN4rK0+EbRusk0OWg97wDziWj/0IzHpXifDTzwULLAOcDEo5l1/dJouDDauzysFUtHgmjvIUf5d87JfKGKUzA0DeySDUul5zP90YBKGaygoWRvpsrwSQJ4srldMM81vOXzpYpjo6MFGGlRuHMHhucjJEsXkVMQg1hQsjtQKNyF+CXUoM8TBgjZHJm7Yw1BrrsEOrAozCeT/KrZrhAV/SlcAqbUE6HUhDsWKN1BH33OlYAwNAH7Fz+Zxne9+9uxrubx+GNz9fDqOXPj/LM8sYAZV0C7AtI0Gdpcbx5GTKc+AXw5e/+WyYfU/brIm5kWn1E49csbHJ7jjBuYS14CNeecYS3igfI35HhmUwgG3wUMMH6tAefwt4oOOr3fIoPLQIh5PQX0bIkmYWj+SxmziqYUEVL1IKYvev5ZHwNaQmA6hYbWEBNZ/wm1MbprzKa9LRmRp701yHnYte0LIxMA1eamEQdWp8pCGOQPi0pbI7eDFPPZ36OAsbIFNb3mezE1OBbKCZs9apnV/7qBVyMthyNK+ugCyw0XMvgbSETp+h1bmk88Xpw3+MimumboJlDpZznbjPeEsuzpv6s/kxPDpEVhowOjrfa5yfDtR+cMdMjM+ZlvPgPpV1jLLz5voKR+5sA86IEaMzLj5Df8dmPBqK7r365FUeiZHVFpQH8kzeqBKyRpoqQCR4AXCMJg05EnUPgTtxDUJPTp8Nxzxv7zS/I257xf6fPC6DXIb3gb0HBv0Gj3AwoxIbVANrpFXGSjoVqTNOyo2wKo8PJVPE0z/pc05PohQaQ52EwY7MtB+58VEanDlwJkwjqjyyj0fSodcgbUy5JecUC+46ZJNYwTTkXTNlhY9BRLWpzti+gcsBgwprGAAaIB7Sx32pk+83kC5qRMeso88WL3U5/SRKDQco5AyDAbc8quCOzDgT7wXB0BchRYAAJoVfKoC2I+jJv+qp6Sece11Juop+27dCugNH95eYYqcbrNQnLw6kqua+8OKsk2db4Ac4fPAuwToSNIGrcOAY9tA27XfMXECTyxqVDPbVO/aBQIua7yyI9sJ9PADJYE6ZaSvl983kGt3kqQ70XHtS9eQVSAkLKFmGtQGyxOGAJayzs7Pw8+rSJz6uE2DaXv4wCNrtwEIX1JPinQKDDtCPxjZeCTq8Br51pDUl1GsZy78O13c9UJKyFWAlYJBnBDmpRxllLHyv/VSyLrZB4yJM/rLkgD5vrIuu2H4CCsqlPu3YtgEwt+gbBsbovxfIJ/ccUTktIIY1Fc0pyphpA4hwLWHBeu4jFR/tXHYe7jvKcHNJEAQgridRrM+/doKNnMABhSonIAOKSaoJ52Jpy+QnyTTK5iPPGtMzQqKNBZ3AztEjltRpVYUhHWV8nEVgtGYsYBN2LvAV1+qIwIgcWmWKOJ2dwg0n28hyg8ICDx3iknXJvIZVKyFdDUdnE169/Hi4vrwdvv366+GeR3hGvEzmHKPoWn1mKii7zBSZIwunotgMd3bOVPu/IFqcD8/Oz+g0a2YonAJCOYQPNU75jfEIvr3MZ1WXCo9pUQMInyfeGTunuamUqRhotVgpXBO6BkznT7m8XtcC0Fi8hx/gFHrS4VEu7tuZ2A4WFqo4SFOhhI9xbIGpQ2SkoWESJJ+ceFDGXMvlKGbd5JxODGwqBV6Kpp5VrKMHKijiV3EpBZSf95ssrVdy0kg4UnU36zPYYGflHp2NpWA8QcEySJwsGXlDyIr18wenYXmeX9pm6qoOFJxsT12pkUB1YJ2iKNemMKdfa/PVinVBncHl29vh+i3Psy9s2AYhQMfOLvMYs4zQ7AcAsQgIxlyynBHHiXNy3ZdblC99XLO7m6kUtECH79MezBxAwyN6ogFxfX+C7omTG0CZiMhjQdreB0Y8GloB4v44VB1uxQl5FAcjQyiFZ2BDYOK1ZWk4eARAkwHYRG4G3O6ar0daqU+dTP/Chxhv4NiNlFO9dc+2gEsbNatSbThbNGrTn30605mn3EWnFtD/yMcXkjxyfQTPD+mHhwQaOlnl5uY/j7blXxKNq+cwJviqM+pR/yhLA7IyAnBXPNV7jtlVX1AwnMBgc+WUp0rOeRmPgfPbt44uGY3S1tJNaQCzX0+QyYogPw66oQEh9Fc2OdF/bfuIQNJkv3I5SDjBibZjpLknPPMyWozCUd468K6MPHREI2Sw/EaXHd2CY8nNbDnY6sTmCFdrIs38w5+0AXnOKpnAPnWEngGIfdMkLtoG7FDZVCrBB+WbshTJbJCjbkAtOeqMhS9/5Yej1YGNvEKUBoM+g0hHyVkrhn4DW9OGTY6+V2G7Qr78uckxu9OpbZBKCWAX3RsDP2Iu33Z5TEBgkLm446miGUtdKivlMphBrhkppz/Z68IGvpG9F3wSxDSS0zfVhzjVsqPVtrZJqvmDLjgTOUU2Gk+uMzMoZJxPNuaCh4PKPE4d/G2L/gJsbYG11EV19xH9znq59fnoY03CTzl5Sh9zTV5aHaTUqJ1ClC0ORoxkUFYlEtFE2TROcVtPJaepBGyHs7AMEDGJy+MTIGieSNrgfgqDyAh6wCg0LWEEbvRtFFNwhR2FldNqTUueBk4BIZf7wdfyTymKaqegXPwFrJF51rW89RpfwbWYa/3cCmyvqnNDIagx8mD05oYlDUcf8WyNsOGgncMNTkaHTjvdsjPYt4cZybubWgebhjquNgp8o/2Xr15GciqzO3B9xOmaaVUjLj/KU5TE3XNHj4n2kJHEuRnLzivEiQ4DpTJStV0NpBullIUGRAVI00CMBIRHhnyXJnFSDpUo0fBVgUr5aC+34TflK9iCfxoyDFtG0EIJrmIdiMVXzlXJyCDH3AZGHUMT+bUrFnyBYWoHzlpdKgSv4G3QxvPmbED07X7Owhj4yRN5g8jjzB29qafmnZwdpfzd7SM7wG/yuNe7125CZDTGiMKX/uiknAYTN9unJh0LY8aFo7xsruKekbWiNe+e0bUvNsnjcOibsrI9Ryk+HhZZ4YBc+xMvr53y99HsU0bDTseesO6+jdGrvnV95VvW1FUdFw76gUfDoMPgwBd45GVAwHBfizuKla9TloCmHRupVLxUnhoQ+IPuqKc6kFoLRZ7oQI3UlKtOXQPThNPk1Y0QWHJbHSjdGedJEAj2X4ZJO18xwuopqfSL4JAlJB+PKx0WRvU/nallehDZ+awj17Y4rW3fyxr5wGOh0FKOT+j2DQqkXa85BY/InHM50Z8V9564q//K3HLCFa9TlkqOkbOOVhnP2uyL1y51ZCofhOM0nA6mnnD8ozFwLEecwEA2ANtAl5PQu2IfRR5FCxLKuGyJywHSLZ3Wka/B33ItOfUc3rT+mQCFAF/9n6Efli9xSZv8Vja2YRkDOVBE8czvyfvvJUHs5VnHigZrAAE/6VU/qillGNopp9Os/tGWOLA7PuddL2WiT4H3eo2jppxO3mlyW3cnuDCVpzZGnBylI47MhJbOUYdUfBGV0kzXlqes19sv7qmgPRWHGiwZwBrU0TYwbTc6C66SZQrPOArXwYDXxcd27j3+ArNV6uwLb7goPkuLvYKPuMkfC+S85MBaBfwvOrK5UznyCOlc/ND7DG7EjXrS7Mdz4We5COiea098YZnJo7rpgE762M0u4iXknJMZgOQboSlb1xhEwPUIIxMjKvuOzJczNizyTp85XT4mai/HIStMxRCZYhvm2Ybtei9rr9R1zcXr+liIj4msnmuW9ayvMpk0cNkwJ0wzKKziiqQ7Mctg5bKNyK2kICjNf2C3ioAIbHH1XCY7jXfLm7hu2PDm86cxeiigBSyjGMVFZ+7n9U9v8uYwHbNgpxr0OEzaMgMe2KpTTb717QVT9JJilGVUe8tuYl/AMJm4gQcFoCO7eQMqhynPJgriHmPiM6g66ig39cVZ5VWpD31N6RFTqBj3LDVQO5SCgPwrmYUEw0hQskN13DjSlrLymPxWJneiG5zRAWrdHNnDF5+71siYIh/OS78COHmBh5In2KuiKS8+8tW1SnXHKV4NauQDHOGBCqlw8ugOVWmRh8fQa10fW1IXDGQcUbg6abK+G3NU/ucvL3hmnMfLeLHMHTr97qfXmdbz1bzn7FvwhTs8UwCOTq+rW/QF+Oq6tsYZbrF3x1GV67TAZvSDTeKEC8Ng2vbMR9fGmdb3mWmNC502eqezlDc4dOA4s4Oo0p8mjLDgYvg54o1zOvKb8U2udeybDRvWeKZX4xlnyShZOOqXz7f7+FjkS/vBA9zjOGEDLUZ35Ih50hTnbv3AaHsKuFcjZY7+KT67E7jbH9yHYdBiChxh0X5Gl7RXdejr3C/uW9K+rxGHQ82JWpds4LlGwTxf3niourucUTNKHZYQakRWTty6GmlhFV9Sgj6gbeCDjuUD8h8OLMRTHTNJml9dTw2Gwgvk43KEAZO6c0X/L0fjND5tTwj2nJWROZSFNdXDOC/b55MNjrSYYUCHfD2ubfTA0qPl3EMhvDLm5dC73ERtl4AvPZ2jvY3aKFj6IK/ybH1gSh+OHobDShJ2XZ6IrygrJ3kj7t427YTVT+rYyym/aHaBSP1oAXziYuestAlT6Jue+TIV+jT9U3enTG3EGWD7uzyQP/JulUdwG36UUp+0X8K6xyaKgza9Hpt0JlDbQ9/Enjmy9aVektafWsgTK/Rfy8lf70moR5/J7sl7PdlGAjSONe3NHetpC8Bnj0HBR+4oKz8UCE19NteGvB97yL30UeQdv0S+8tbeb4Tb7LF19GXyxg+X2AZG+AwC8vgvuj6Hlzpx5T/Br5Qe8IYW7Np0omHlIz5ivs1mFpjlmJ0H3I2bKsJg9MVzsbLBF2usfUzC6URTPJSuBufp9JYCkyEgVMSGIymafM50spYU+UxneFdD5zoEwraGHTUMMcDwTwYxSkxz3DFgFGeRF4Zi8XlR16fdhFAGyDKkhkLwCX5WNtNaZbTqutqxrfqU0jnN7sdHmPK2IEdZ1udfhZH2Y0bDn3z6Ea/cJFpkt/RPP/0QZT6dn6WlPqVFgyg3ONL0Cc8Qj/PmOKYSge++kM8//xUjPZScedMH3ni1ZYTgWq/GVCXXgPjLWE7vGdmKhBTUphCDCq4gj9LcUhYotCN6GrT42mFOS+HvHm/MVgGddgUACTw5uoThZVfefrQzKGdnV6JYPeKWf9RIVMz9QBKmcJoh8Vz2C8tk5D+G5vCaTi5XfQRP+KYqRRXaNNXbp9yMKX+EqwNgZy10uzSRjZvU78lHiNyGcPiKR8Tgn6MWl4WWX34cmdnR3Knt6E+nk70DjjrRel836stffL5WvZLWQzbfOIt5MAMGS9hXl/fDHUGWkbKOf0wduSBd8t29Ek7P1+iYQMBOhmxq1z07gdV39MueNGJ6fu6LaXxtK48qzg7QQxze2LfYAdsR/pSpytHolA+OMEEDHVz9l2SOvE+HVPLzrCfZHp5zoqMzKFDXHa1Ll6kHadE1ZOGo1DLKwlfk+tiRBtPyfqwrzMhGefKxHet0+XqUBwpS2WrQdDAGJiMDN5JlbCMf27NfC4/EKec61xAocNozUC4ZWUdem+S7Tt2WhGFgp9qUY+e8wRSSdkbD6vv1lY9r9QYFB0ZYFJD24+OTGEydvU5a2NphlzjKTthefUInPHFErH7pGMTrhIDzNe8jcOZTu/fAFLKvcQ5fwVG9SWBOm07Bd16KYxLLT/UoHNzTfkKDR+m2T0m1qdrXdsJj9NfrJPCVNhoMf8QvROzV6zTY/116tIx2gwYCx5rC9d8kbbHHjXYxCD6Ulx55d0SBWhqpPPXFQYvvWOi76RcseykT+4Y05fWW9rPWD3XctqWzVF/kv+VW7JR3M56vXfb9CzULCl3Aqs2uDKbwU5kRsj542r+E12FE/txLoMV9A4zs6JcHwNGGhebwSRkLvjEAevu58nKZSTnEJtkHGXB0uShb25RHXf8cJFvfj4GEvFMGJtutI4M+dMc+pkm3C4U/WeyBbzRp0MTg0JiJe9QXkNNaRje+nY0MDIOAyWe92Oe2Zbb20U8a5bb1a6MFURJIwYJignD5K+SEY8k6ZuqHS52AxsE2fKxBwwm6tENp2tZJqkAAafh4H6gSKiiSDEoRzo2mjU4fnfZkc878QGMnsyxiBYRpR/QKmO/DKYARDve8QuawQSqclmQaFqbO8biu9fALNXQ6CrFpwcIHREy+3/uaDRg//vhjpubcaHTEdHuiK2CELqroHeWUysprTMrw0lm//PILfhTmFSNG30E98JgaHdigSUdAkOKehexSx+j4DKz8813uvofcjXN5PAf5LWiXh+GRAx3SiBjWZm0V/qgR0m7nGDMakrXiZYqswnvzzeRosAet3YmWPLmjDGQ9ADItCg4j3ultxGgw5fKEPKy1J89oOQEaMHftPbWpMrvZS4dUxoxyCoCq6QQw22rp9BxdK3P0bFSeaTv0xa4aYvSySeoUSSLVEyAo3zmvM6ULDKMjPtxar3x7FQY2P5LiSFhnjeOmjm97O2Ytrzs0tUG+zl2vZlPjI+/ohyw5xbuWn7FJ6opgDocLvjPe9nTCu5fndGrX1uutZOS77kwfc0ZLB0dXrvvqlSTAA7nnY0E1K0OfAMaY2QXVTYPEMJx/XqACXN9s5qa4PGWRfiSnmnNNf9K418d3eSuzvI1NHQi/5bmGtHhdo93qJ9O28xiA4Z2jFAPJEbpTTtx+7IY0+fuXk3zXmWqE02fBO0aaeso+OkYZpVh9FoOcDma71quR7YQ3TXpuHesXjAqabF3aFHe1wwkpuAHD1GH3c8vqzO07OiCvpct+w0OMmY1xtks9c6lNfql7GekSSMS5QENmCKUR/ljGo/jrGIX79t3bOFPvUYx75dwUpX3RPRMmjfiWEZnJ+pEPbbtGv3UXeS/TaJQe1T69jbayzAU+CYRoS8fipxwFewy0By1ph62fPs7RPh3bDJy8Jpc27Mc2kXaoJ387D3WO9odKpVcWFoajxdShzPKA12rTj3SY8m7F896+EU07qJNzM3Hnn8fodwIl27bxkmcMGfBaV0b2Ot+aLaKnBI3SQwIy969Q16cZEjDSBuyglHiW4xQ0FEWXxE09tqwGCgkGXvSJM+nswda+rnd+WFh5aYt8v4HnfrxvefVV32iy2eitedw3lXwaD7nu9bznubg7Y5Z3qIirPgA6qBGAvB+B0WbBp4qdHVKpKJF5cxjGUofh1Jovkzg5PscwoWDFN9tJchrA3/iNg6Cyfxo8BWFzaY86hTeI2akBkmgIw+BIIBEQuKjkqVAiDQxVpvJsTuJpAdilShFPgIu7myaMeHQM/AZHylleJ2F/fkJdOH5SNQqtZReuhkCnUXergx7x+MScUbaCCq7wAZHANiC6GYODj+xdsFnm7Vt+mYto8d27S6aLqHfBKMrACfh85SiuCntOfR3JZj0bPv3sE34Fi92fPgPNVPuWdw6vHa0SUNxBk7sYH+gkD8iDXSJ8GBVzvcIQ3fLokq/4lE5nCZ4xkjwlkLDzGLnpnOqRmxpZ1KjeMM+Oa/eRPztlAMfisfhSoOmFvNAYwyc+OqwROhS+gxM14vRUXPGIoaOFHonKUMEJ22S97gLkRYygjGypcNDYojPBRzbbJZSno0OdEFdW4VOOXqmVETAYNE9DV9JU9XUE7iGoqT9h+e8GwUM20bmrZjxmQyI66QjCX/FzGt/oXqdsexpqAzwHN66VO8L69FMeUSQwdYTgyNxfbtIsZbmDejNG2/f3LicxupRogk7ZfULQ5fuwH5kVW5JnoIM6gBBrzEydO63mrnzfY+5jPtgv2sHp2L/ghNP0VtKoGVSpu5VKfhWwew5sanS5auzt15El98pAabDkXclYbpkqr0ap0l/Tz/A7uuAIxB29cNi+wD8A0o7GXmyEZ3bkC+/yjLZwuQ8CXNfS3BbYPYmndkL8dP7alpUMox+Iu/nO4niuHfFa+KboW/hY/PCe5cTT5HUf/crrFX1JmWn43b8ijQbnjqgNkn1Ll8HcJQ55Qr4bJtdMfSToAlZmGQK5aDQY0DFoA3WdwvX9+3JBXoqnbWhbTeaJ0y5x2uUUnSbgy14l5Fxlq6ROM05CInSIwNAx+4Y/eaPOKn+Zrwyk2fqK1aNt7MsYdU3qcts5ee0iss01JgNIqJztUZz8wIlSV30DBl8+Yxvi5w8Eua/I6dQ72hSBKctyOiOfCAHl4O5g0Wl46ajn3fFD8F1+CcfkjnhlGRzps/I+y7vMQoQXQcq+J23Abbar+Ft0JGDipn3cduLIfTdHa8MNlprq+CkhNX0OAsJMG/JUWp6u1R1fuKSueE+8S16063Urnzyw8375wCf5dzqVl/LF++JXsBkMDKQ1T7SQH1nD825Bp9c8H32UFzA43auC+8rR8/xAhwoJm6nkj0M4naihI8EcZ2pHGI/a0SrDYDR0iayKpCFXh+yEY4TjTZGMg6d51y3czCWz7+gssr0epNdIIyiQ9uYa4Y+B16dP3M2rEN2FL65FkFD4mC+TUS43bSAmOqnGz1c7QoHMtChJ+JniIZDoCmsdmatyG436lp4Zz7W6Q9M2wYKREJGXb8dS0uRFKTQsjgS9JvuEDRznvPXr5uoyzxD7k6TPfPYcYx4cEBLqE35lAwjTus7XGvnPmAd2XVUF85fjRmPWjajmbuUTnL0vOXlcVLSn2ZKf4Q2FSnXFhfOmNIcxPBqTesxobMQP7SscRxDwm7LZc8B5V/iurI70uBs5c7vdfzpaVwPhs94qpT8Nu2YDoJ3CR566jAzo5K1BH+QAETTks+fiagYp/IePvQOa5311saJpIhonjwAAQABJREFU7nEfsuEDNLHGfMuvm/nTrsrCHd46y+iZwUE8I3DTgPxXRmWxxr7pCoE5NaZ8kTgjX9/xzlv8eKuayyn+nOkJhvyYny/1PfUGbwZGhP3UqzdlOYW4Zs3v/Jwp2PVp5KVTXaB3GvSMWjHmS6bLTY7kheGPQySCR8Y+nWC+T40YAMm/g2a419sjRsK0x+tZF+zGHz3wsg1oyE9OBr4b8Bbpx/3RKvmXJy8IsLfQKA8hMbzTEJax4R66ID/tm7aZfgeOkUmkU3Us46hEGftOiDyCZ/9ugpOj6ebAU649KBSOBkh5Ify0ZZsaewcSTvt67VR/+iRl1AHtyoRX2UYu1rc/0yd8Dn3NiK4/TSCKjlSEE0cAnrbpx34RWwFGeSSUNkyBTxsGjylnfXGB/kecq/sYskyDzs2ZQXFmhkrQ7S/tVdKx2V/9KVSn0mWDe1jyK4PwCaSwndCuassDbAgNQhc85/ZOz+U99JW+y0XlJN7VO4onAKGcMkC1eS9HyUxMyA2/fcLIfloDlnIizCWmHfXPoKRk2EbiImF9juLnMXJq57kJz6uMdpjy4kk7Y3WK8i6z0nVKfuG3ALVC3oNcYYPd3fpuWKDvK+x4eGkflP84zNg7HbM2Vp9AXfGpdqNVnJZdNs99L963r8sbl8SsZ9D98Mi0PfdCj8sxygGIKp/lExR12LSjTdLmW9825F135t6NbZcQ6pQcPFWRk8W3dGJZuC8/qrxPKrhcUn3M/ODJtankXvXljVLLr/5RrngKJtos2xd12jPQvOfHovRjPrFSKBVO9mVLW3f6D7/7R94ZfRFD4I9CuFlqxgYb9Jq3kZVS3YPcDc9P+wzf8QlT2Bgdny/VWdd0gkYBJDD8dcJBRaAVO0xfo63XAhbSrv2MFIRCVNFhimug7tItBmBYBMpHxspwYTma4kK+kCAExdhFjBCa0WJGKPU8rgyRYKdx8jC/IkSprKtiVqQuW2Ef+T7OJDyNvu8zV8FtT4EZSFjS4N7111pTVdiUcW0qjdULLl7wHm5H5TdMfb4jmj/h999Px8xqtChT7MUh7YC3zidJcAoTWDRH50UWCMqf1vNVkwe8M/vIt8WBm44q9YIbwZYjbz7WLx7COYzTHS/z961NvjyF8UYUaoPi2qR08eV/RBfNAJGuoMLhFu34/ZT6ffPl4Zbp9YxSUJws1WBAVER3XlvWe2mrgRCuXS1H25De1kaO4ObeB5Mt1z3oQhYrZl7ye+U4c1yc2pG3mQnL6N/ZhwP0+MgRL+3TSODAsgCTvdVuTTHnvmX4CF8HoFEywp7PzjHaHuEd2a7Zbdk7IlIxuMikOjoyoadpEGKkcAQ+c7vEIekDHtlw55MGR0zrnxwT9WNsDKKfseHuIGvfBisaTeEybU2f8FFQnedzpu4/+uQ+MzXq1CVvlPv5Z35IFX294LfSDQRorhkKiSRJi2TwKQMkFyspC+FqWNwgad/yMTDpli8mS6ceTCv65D28Vr4ElN63ZDYbtjryzhTeIhMkit4atJQh7fd8216cp04mhjw7cVs7ZbiVt/09hgg8xcH+AtoFn70DtpO+bz/VYHG0ng5T5OjCwVk5mYf1EAXo1o5wDdO0DTpaA4sY9UaLvHBke8ArfmfTwwR1/Xl/6bRdZ4YcweXRM2gNvsDvPLTNKfIXN4PRwlGHVHsTLGfb8tW2Qw/4+8z+CB0Pg1kXFU837fUAKUS0L+2A9fzEzvkGNjx+7C42STlnrbbrNUDTXuo1Obe+l8BX/Pn0/ibPAR08zeMfeBaQTmGXbZDXPQUfLnR0nmuzfY2v9b3uMtoQBG35xbx9+rO/B/momy5LpS8GVvFanZzh0E3ZZY9F27BPppx66Z/3tgzE0k5k5EyQsy/QQhHlKt/keWYQ7HASaQqN3RalF+SWPLRvB3/VK1X80pcUv9Ay8rUpXNNuYMkoed7o3msm+PVrYVhm96FOfBnwhOvMQ/hBIFty0JmrPyUfhTb9f/+/fz98yksnPv3VpxhBFtlRBEc5M97/XNNNE0bOTBe/fccPSXwTxb7ieepnvC3qqE0/Ws73fuvoshENyeZRD6Z4z57xrLVRtsrYhAnGINYjc8wx547Y3Knox85fozAZ7mhGhy/TavqL29xXcHKNg+36h3B0wDLESE1FthPUZgQEyjQKrhFnYOREOxgaFS14CUaYKnY7j8ARfO7Tvk7KETiolsDkYGs7vlhhyHpsxhGbZ875mdSrmx8wvD9l2jtTpuAT4xiFqM6cutDCLZwu9cnIFB+45bekpQmiNUeIEgXHctMW7lFMg58/EqETMVhwPbaibGY9rtfDNa/ujGyg3baUcYyHvC1mQpdKUobXtoT81DXSzHtf8tg2VHCNk4ZmzDTwlnOTeeqAI0AVriugcD1PkgaZSbJ9GxWubO1K7T2DmaK/KThyVlZ2xCW/auZjY5f80MgNr8b1sRafOZXX7u5WWOqT+ImLzkvjGKfLPSWIiOOgNCDiHRRw5vfsWzC4tb6PUzktmN3BOLMHljUc8VhWx+wvbwnfFwP5ngA72ohZHd/DbsB5xHv8jSsO84tstAmvjnHmpydHBGcn4KcBQwHQvy1HadLB2obrrR8Dd72iL7IXxB95ubn2SQd+854ln6NjgxmWc6DNZR5TjGHEC/3CNUks8GkJXYMW1/WgWfm4sSsj8/SzJxmlX0GkMkv/pE9Z3iWJOEvuqQeRG+DVbQ2wuqRBEw9H3b2fmZ9lOwOxjMrpMdZp9Xi8JmgWY0W6UvpgwyPOCSNnnpscTXGU0CUeIyMij9ArXAlXRnVedkg5l8OoqVlpyChHWcN7A5ZHcdneZEbS4EOHb38sHUV3bQb61HM3MthrvGd9f9XLFKPuCfnCV8/lfXSdNskOHSnClziOY2vgvDdJE9pFcXz0KNd+ibupAihaFlf+7E/yOIGF9NOmgyVxsowpctHRps+XjLzXYVpH/Oh4yLLaUIe0r2BMOW42leKy5E3x9GGOxWeucTzC9CmnBB1iSL8Nfuo4gQrcT54yNehSXE9PG5TuSkuWlMDRulAf3tRmOQdgtCWefEyBhX2XCGE5M1X8Vg+kU4deeuGN+JJW2f4t3xPYAiGbqaWX5AB059DDy2qwZFxwDEYit+yj8n7JxuJlW8yrfGEGjCckaauBZl0LR3y11aqAT3vo0/aT3bWCPGj9b398jcNZDl9/d1WEogyObPwhCZVUx25HfP36NZu6fo4jePbVj8M5v9U8454jQUed/o6y6tTXMX0Uw8e0/JWwA9ZvnfPX0QjTqSgdkWvwP7FR7Ievvx3OX70a3v70c37NaowBVd9LUXWOMSkwU0ZjSGIcIBzVKjZ735G7RhKFg2B/l3aOs/YzseOjJTp6y3tEw8lHJ80DH3VTG1Caoa4yCiDy3Dq9KTOXt9xjPXr0DAHDUByidkRh6CgNErQe/kyfP14x5pnSjz4+H7778Yfh66+/iSDPnr2EnzzaYidWwVUyFdMe05p2t65rSD5u5asKvecILAqXUvVllKkBiwHWAEA8MRW02HEq4NBobja3wLilLJsMNxpsRlWOlqA5G/sgIFgUIdStzloGuStmHVWs3AeFHjF7tHuFr8LwnKPOwdxQRnbNPCgnEnU+TDujl9t2+r0yngIjdrtl9zVX4bgRxF/9uubRwTxqRp7T3LdMB7t/wlY1MM/R2U8++ZglkGdx6jppN+m4D+HG54jR5bwvgCURO97lO2ROR77gkbUKkgxSdYC8JObmbd4nIF3udFejDZIkcMl0sA7P12Dml8ZoR9Yczlx3ndIv6leS3L2ubo9nLheUgfJRFTu1+1KclTngZ1i3PqLmjMoUfcAI+5raO2bKbphx0cHe3fFLbWzYcybhiClh+2ucG/pou0+JXkd9rVkCG/pinBi8KQl6eDLqyhElpc0ySI4MDKDkTV5VDH2Ct1x0ozWk7Oy76m76sB2T5LVThdnTQoAij+yKCQopk3rK3UwBN1mbX0bUQNZMeCZufkjmKV+NXk9eO2Gm4xS3J2fRdKvVtXzH3z4URwf/zTOpR7YlDnF2tu+1kYKKTyrnZH8Cs4aL0/779XzXgJu+pKucjf208PZo6kfpkSdUKL1AB3vZnaOkTMd7jxRgl40LrzkPbyirE1DmFdjJP5AHF8ul74mC1xx6GzpLHTdQyNXechfZaHNqBE0F7vOdehx2SXulOFY4tfANva5XJxOAYX+s4Hs0bE9YtumSnrDpkcHVGb/8SFTkIn/RgzgG68C/1loeUQ3d8Im/GqVzEwVYUm5CFO0ScvDYYVgnkXPjQ3ABjvI1SRkSCo+Sp82U7xTUJqtvwkw58oKbGFDGgMiXO5lCB7ahy0B/U8GndKgDRYnn/CdPpnq9k7E6QJ6/N+/empJR9TsfCVYf8Rzz4c3l3fDuhqlDKttIAECE63qZusWA3d7e82FqHYBv3zIimP2MUGpjldOF/ma4U5E6PnelO/XnJixHqEf8xvcxRx+10VgeEiwYAd3xsL9vTPv2m69x5p8wguVFK+7ARoiuR6lICj6BL+dzggc3ILkW67t8PcqYRCYIQAfs2rObg25Zh39gFOOz8bPZNQIFJhsImEXHoKCMMNnf9nVjme8ZV8mjJ3ITGu2gTnOseZ7W3f3ZKIjDdhNT3n6FktZvKMtwHxNS2RAwMJf8pKXGTuF+8slnwzfffj/8tz/+frjgLXHH/HKWL/lwDVBDp97YaVQ8r+XvjMwDDPkJz5SrOSo7wuFopyrjp1H3GWgDNXXBaf8y/JTRkSQTh49/OYJvlCIQgUe05f4B2J9pp4xQ4WE1QRsQb1VMui2Cm203BctZfaloJu/GYNCmV0XPkzGMQpIf3LkZhbVkg8tpktc7mDAhEXHPKxSCkwbUt+DdObLTQEGbRsMNg4ZgD/yik4bUte7XzIi4+9hO5FMF/ozo69efDZ999hnT268iL18G4gt+nD0xKP3881/zwznq8kECAx/5ukQG2Q2L3rjmZ7Dke+6FrcxmB76u1ZksZiFo2zVlZ4Zu+HlcvDW8Zq8JG9yOD855Zaqb6XgPAP3BR5U0+He3jCKQnyMod687YtYAlLGDr7AaTcx+R6d1fari7JCNk5Nj+tANVOOUF/5aFfsskGVGcKoBfHqfz0rUkajT9wZ6GgVnngzeqUfb+dERHX6XWZNzjBYsdoSnjeC/6ErJkmfE1OSqLDNCBbuOgwbIwEt5FAx0PopX+qUhX7Nj2/L2/exURq9iuMkz3zZ0RD34S54Lieor8MMsv4HrjIhaGh3U+HPfnIwspSu4CpH2OFeGnmvHtH32X8tKuzzzGD2OPChK2Swd2p+5MsanAO1wnv069ib4isxsV3ulfRQPN8SlL1Beu9HP7YiRG/WcaROWwZuBlBfy0P0EljdJp6deGwC4GdVgK30SuAVbHgLHurFz6CQ0ykdlUVwSGB8I8ZFN4Ul7+IgMd0lCSQYBtlHPMIOkp+2eXFZSwrDfaM+wOgDOkCdyrBkEm4O34ClteR8IMIRj3YDnonRPPTJP2IBqR3HJBjlo0e6GHngCqSTqUt+9I9rLXCNDeWyIkv1V4Io2gZr50qTemONl560UoWEAtZw6F52kvINVZ8N8za/BqalsXY2gLWvad9jZHxK9pj1nP4ArXdQMDqnAV3Tb9pC3PtHkkysGmJ0/ynDalmKxM0YtEkeDEqhjo0B+bo88p/ryE3/kOUWoIYlCEGmIZ9ZyEJSGaIFh0Ond3uBMb9ws4iYu4NFYRjY400yhwFCv4RWjHw3p2+GndzfDz7y8w3ciI3PalPUwGkLcCKbw/czoOHaKM0ZXvmHNKVN/xCJTuhKNQbu+fhj++KevWdv3ZyF5DSSO3+nS5+wy16HL7OyCpqzTru5U9SdNO8MjOdoXwRggdxkzwstGEoyRo9u+o1WuIY4onKO8a94q9o6d7KrvxcWL4de/+nz4p3/+/fDPv//98P0PP7A8cT58zOjwiA1WWcdWWPzJU4XmiN3ZDfnpb0vnFaxuuoN2O50RX35hh3qO4HXWBidAiARLIfhGQSTBN5r5E5waJmm1nXQOOqwOw+uoUfsqRQ3zyecYJQOQrVuGJMVdSat8u1G3KdeuA6bBQlnEUKVRb8JrTvrIQD7XbW7upd6OED23E2u0Mu3J0amvAIzO1npjTd9Ku0EfsyVMVavTjjIf2O9xw67igelTHcsVvz/+44/fDz/88D0v73nBG/le5IU80m6n8bl1XxpkMHDP6F9nrgNUGhlRosuPS+QEfzWcdzzB4OyA5RfM0KD86K06R9w8vOWxw9PorXJ5wXq3sjE4eHjgx1SYuveFNs+ZCdDZb9EHuR0jh3vYOOPje+YZ3fo8vgGZj8y5X+PxsWbQfAmJDobuDgXFy4wQG0+VjXgabNSjQzWiMLjWCcgn+axBU9es67U6Q0P5U2aKODJpchF85KPeUd7U9UCboI5mZE/byq4K6ADbMhZtC8+kLvAf41hGC5y5qU2w1Rjb1ka1Wfq4P+IR117XWt6TBoPX6D/HODxsgUkD22GXoynuRQLiAy+KLnL4t9cCKPzCEubPvhs9xulYngrk6xSBrfox2+nyiczz3fwdR/tT+Nn42lARreAtX+RZyYbqNO3gJHa6jTjdmxnZioNtqwFUDC+5LmpAQ5z4ZNmTXHlROOsUOyXyHpyge8ssk3QIrOhXL2jM1PK5mbbTx1q+Nqzuy6biuUcdpH1fG+9mYp24Oh5thUc+Eq2s6E5xkrZlQCC9XZ+cjep6Q1HqFp22VwFGySPy5R4sEn3a5cLC4h2B0C6ww/uUkR8GDdwmRV/lA/hZyKU+g25n4OwrBv9ffPklwfvd8ObN69gL+Su+2SQLjOikfRe5q7eMC+E9dkVkGk41tV76arvCEFX5bZPqpnjF/8C7bCK2vmKgQF6nyyl9n7fzhMmMOnCwNmB0QzeOoaU0WRoknIFv3GgKoBO1UXmzZFTEuMRb1MJoMdq394kIj6YnIPCd424Y88Ue1itha4xhDk7GteI3b67idFVWn/FMZxTj6A6Mph78iON2xuCQEU6m3B2969DB3xH7Hcb6q6++QiHXzCLcZO3Uci4ZnPMOdAVTylHveXYD4Mkpr/nE+EfJ4Qco5BGw62t/3/lh+BFHXD+kck9dXsHJ75jblnyJMMDx/u4Bh/1znjE30Dg+ZEqeDnzETmgdwx/A6fQZU7zMZIynp3kcST45nRqeELQ84jgWS97xzcc0or7G3mUKuJKOp+PIqIF7cYoIej5jF7V8YilixQvJ3eRhkg7X+cTVqNJu7Q+wWM+OpQCj+o4MI82eJ5vKmKdQ7intsI9vDVkpYO9kKl+dV+fW6iRAaZXckR+ELNfg2bbOIUlkSR1eXdX3E2xACCcJp6XD5XoJjFsc6MOdQZczKejZhCUNZlJ8+cUhOulmPJdqbm99Pv+aAG3F63PvmC4nOCOIdF3OOF0lkzduODT55IUvFLljJ9u7Sw0L+k4ZR+2+p3zL42L2GWcDLnnHgNP9GVWySctp+WfPmG3SotBFfGytZm14oxyBhc+kO81/xZr/LS/RuLg4Gv7uf/tX9Shcllrse+6MheO043q8O/jtYop4TnC9ov/NMYwa027w6VnhE7mRk3TY/9VsXyHpBsED9MJrp/vzO9PUd7SCL6qPtPsHf+sjFPPs2/CpJeXVZZJy5OsINMTe8/MI3Ro289ULA6saNZbs41Aol/dVWMTz6EXV5zKpHHpruHLQMR0AzFBeFIh2WJdz12GVVzbKhjD7U8HP6DKdpuh05ip/3Leos0OCceSI+0096RY3dd9a0tJ/16E2WNnDhO9He0e/pX/6YyRckWedqhrnBj801mkjdaSb/gmvfGdG53L9vgXtNlnpAzlNGdvzlZ8j7Ij2yzpIJEjQrUOLeZTgnEaAm1dRw5e8vEtiSaHZPs+f/VMnoW/QKYYeZUeq0nUyJlDQyUXOALC8fD9iL4jJzaoO0GYsGcovd/6nbGQjitWOkD0XuAGpr6PugYY61deSXRp0Gt0nWdQZB4eSqjjKb0EeeMepi4AJnmdmw3PQkzbbKhtY/cLz8Aj80x5FfdopL91BD0zyOXaaxpyB81cM3Uf2jgGp9kHnXqWkpWrUZmRr2keqXX2BqY/uc5H75GmHq3Lhqc2HHvVS1alZ5epvzjKbl74DEJ6UtIMJDoJdb24Cc7otr4ZEBVXCTC9w9D+KghAd8ifSZd1PY9puh+AYFhVM4YJQ3m6FkCrRDo06zz/BSRkT+0apSARGWSOZIQfCbRO8NDz391c8ilSPBLHtiRJOc2KUMEx2NKcwnWb9+cc3UYArlg+MaqJkwPG++DjaySMtRMiOjl6+fMG7mdmIxN1sZAKyIxefDTUi8gX6r1+/5WdO3xAofD+cs7HPZ4s11ung8NB11++//47NSXcZgTOw5iUz5zgARmsEM4+r18Mf/vBVRmY66OfUd31/gdI4UjdAcZy84Mc/pCtKy3LB6zdvYhhVMjurUWFGUQZU8NdfHZpNqYNkJzzmpE1zBJCX21BeRbVuREEZHY0Gw5eGGBQIK1NDoR7uqBBRKOplekrZFgxF05P6mg6YIwr3CwZ+56iRfe+sNlMdtHSmwzPPlHtwoCcVWa01mk+K8bYTYyiZvjZKv0HO71j+8YU6OswKstBLNq75/L5tj3h87PJqyY9zuOzCyJmyvo9ggYGZEVzNp/zyEsGtv3A2I7BbMcviKNy6Gg+f41/igH1LoXKf03sQGSt8rI8Rcl/hxH/++U3aP2QX9BnvXHfW59XLV8jCqXPkk9kQHCpTc5nVgqZH8Hn79ipT/W9eO/N1xAj9BUEfP8DjnhOn3X1VLjxRj3dT4dSV52s2xLmPw0caXWZyE54mXR1SrhoPeWrfzhQ7x/uHa+Tv5ry27sd96dz/WCeyIN+60SPkGFg4QfvFxFmzJreMbq1D2cBBWB7tjyaNrWU7XGF6v0ZsrQ2dawyAwhafGKd2/lTXPh1bhZpoa5xqrUd6oAO49Waxgh2zox4nELK/Apk+4WtklRtQwYEAjZGpbWofQAv44JLlm+KNbZoyY8Fp6KZcasgf+rROR1MY+nPCNDNPBwl/gi4ipMAwyDXF+aITcUSUt56BTh4Fwy50/khrZEFrYAN98kV8gKsDhyi6cco4Muz9TlozXU45U3jmCRtHS5e0IUWX18o0uAePtARsOZJKfBVOlo3T4aaQ8355Stnvat+JM53o2fiBR3V5qgR91+7YW9SH7CmhQzNpTDnyIxR0HL64cfX4iJd9wa44PODEZlmd5UsUPLbZwZq2Sxtm9eKhZcX2KYjNKJic6C3HdBNwCa+TX/fkoY/ZZtmTfD3fGJ3NiLzV5xC6bCu2gwGBePg2yOKjOle8tqypt5PX2HIdOcLfrtp9yUico3fAK1lTl/L6WZmc8uoxJ2VrDTCFo04g/zQEESHUG9YTGfIiLI6otJkB7KlOVXYJUDnUb3zbbCkOzUUQPmfogERmY4ZSXuFIPC3BJF9awdpdsLSTqfSl8GaJh53SRoILnWvLaCgb4igrqTFWGNcxnc6qOk1vnTANL57+q1RuvhDePVPvCiIO2ndwgqNrnG/YrS9EfFbqW1GlsGxtHBlhzO9xBjdsaPuOdf9au3eqOvCbcvjS/weeJzZo0LDPj54N37MJ7qefX2NLcCrQ5fTv23fnwzOeBnA9GxDMDPBDLaynOp3urMT1zSXO5pHZinfDP/7X/4pDfw0fa/exPHI9bZTpdx07DgCn5itbj4/YdHh2wQbFZ8MZu+mdIVDQ/p8QLSv4bN6gQ0QGXkNn+Az9Rn6msDdnT19dKStH3pfMM9oyUwZWVhXp3/C9lzXLc2Wd1A49vzLf/7aZFKOOdaXBZmKYyHMd2dezPrJeXoFKGSGNhC/cMcixrLx3hOybDN3v0N8RndEunfiIH9rwtbkwg38DUY0kL2ghSLtihuaG6fO7qzuC3no95cGc3e5T9kegd9kdS70XOO6jw1MCPafLP0aux8MFckjQhwFWl4zQkzj43oCjm2OCDpwAmdc37wgYf8j1wQnr9rSdKXefMaWsTzloLA0YnTFSvifM/EjLyclZApQYOHQkNg2YOvA4fQ0QMC4ZRXz77bd5sZH6rSjkq3oVIyKP+Th71ZPlMttDflKXH5IwWPB+6SXtUmCUPl5whRX+C5d7fmynf3Kv5feyZazIbEoVmYtny+pO3vIWiUPHqTkrnKcfkH3BV+Y6CWWpRaAwSUetMa7pWi2WQR+8oKyPp+KaOcoH26w63lOnxKHw9E45ftvSGfTZJ7sRzUloykpPBeJOl+IgEPaBS5DArDXd4lGIkU55RVtA5xwnKSyufLzRo7vlYwNsJPcryM8gibr+TnhgcN5nRLSh2pbYd47GAk/BnLQZkNhn3FPBeQRZdMg3cRVm/ZBWhYviK+0mHXx0AF5Lq/nuC/EVyAbH2lP7p/TIg8xA2CYfQURee/BqZ7m2254B3vZfbJ6XBsLBFz2TfmkSbn3UXXFCHuArznxFNrIxls+8liI7bkAhOU/0eDu0NfqEkzZBwKDliKBfXOyTeQER/NSvKGvrdf4Lx+agBLkpj+KXdIWfyDSBoZhx34966TKEGiam6m5mdQRmHpny26PlzZuq+PU4SFUyavEGehQgYAWJVbhyqpyGone4EgoVZSrCitJiYIWBWMkn4uEFHE5jGr06HSUT1JViji3arAYF9HHMTjul4yHBra8xBM9EVBRMu6JkLSKVCdOZeQacAv5MqjiPfDSEOiqQjDapyLLUCIpJCAy3+SoYRTnTWAYPzksgCte37tDhoGvORicZeMd0+v2DzoOf40gb4kod7pnczXyFsV1vvmeDVr2VzZcj+Mz5V3/8DrR8XE7ejDJyO2OK3+n/jz96Nbx6dTHcXr0d/vjVHzKN4zuL//TVN5m6Rb7hpXQbREQplA/tGk2CSkbpn//6y+GL33wxfM687iGvs5U6y8rrvMIz/FeRwBseWD+V5YKRnykEwXP443kuo6BNAaP4VbTu9vNfOIpYS13J+3UYv7sQjaeyT9nmiQHfwaGXKb1yT4c8zewO5UZMQ5f+Us5zBCzdMUbWB06tXcoZtZsP+jqeE137PnVG/G6M9KdUdWB3jMav+JU1d7cvOM+OUn56c8uTC/6u/TGzNL6yVwd+ys/eup/Dd3mfHBNMMTI3YEuwxChYp+7oQ1zEy8fOTnlJ0xH1zl++HH7/+3/KO/1v7r5GF14Mqwt25bNz/XHBcg9r9u5Y97EpA0U3UV1cXAy//eK3tPMMJ49TR7bqfOejDsHNM+EbdGskNDguCfhom064G8FyNo5Mitfy2+S1WR7jzJCRfShBOvDVK9uzL1RZ9JOgJRubqF9TyCUzvzvt9pfahEQmdQ0KdYbqqlLp7Sp7ccxI2QBL4aqmAek98XGGqeEtrOgLupuEk0kFKwGZ++Is7ToVDbOPrtUUuHULlx4Eani0By7d6Cy1AVBY7adJygPTMvXDJ4WPTctTy5s6n4KvZWnXGRpnBzpO8hVQxQ8NHucG2z4ZkYSNdAZC82Zb6pIoyB8LC08ADpiUVT0JIz0dR0pTVMdieetllg946SfwJIMt2lCe5WTScr6UiTTJ754SxIg0WTpulystF7iU82U6zkgp76NjRt78rG+CQ9ryqYzyBAVNO2sgce8vBPLuCvuLqexx6YTOM/ulmC3N48LKBF6a+ixU45YuqfQQ/OS/uCOQlO0wS3byunSpywLuQEPt7ep5wjBVP4Bk6PRe6WfvK5UnD0w7+JwnMAGEd3rglXLwyCQb1TvxzyALPUlZdZ6zasuShYN4ZNYHvcCCYQQpF4DW4mM135xGJpcItSFVxLcCcMnsUhjrqPCOEFVSoqZ0EApEwVFQnNmUzUP3d0xVYlhVFN8RbTCRCIW8TIOR5zqDj2glqVQYVkrTCEYZOQA1RKk94segLBGPWEisyRoaB5mcH5JBkVBDcCSfzpGOx0hWI5tdveSlVqsvHW6aSwekHRXczldvvtLUFB4uHwCFq2pXBzlh+lVl9XnwRX5ZySUL3/bF8+8o4Nd/+ga85Jc/f3kyfIzRvuXxwA2PF43Z0fY16zD/8T/+Z0Zf1yxPHDBNXy8pcQObjkbc3XG6ZoSpYfZd6NoxDZN9+eTkfnj5sY4bpwQ8d9trC3w7WHSR+k7hI72iT5rhcVe+OhY9FEp+UwGv+BSfu870eo0FVvmLqcunF/jwuuf3o/eVcU9eKwsNqxjatnJVX/IKRq4zC9PKZXSB5esGqI9m0Bpq10a6LdPN2dgJjCn8HvPDJb6iVcPgVPwlL0tyIyXvU4yBUq8IIWnXvRq8DAjn7eNrL3m80tmVOS+1sL05P3E4meL82dMhz3xOdIoOOBOTpxlQcX9Rz3X349MZDpmp95Qdhu+++461OH8fHSzRKaf4B/pkPXa2ICj8NoHA//qv5sPyU6WigS0+qVvyBzHHkXTDq+Hx3A12n3zySUb0l+O79+Res1D0lfARnRdIS9Jdo3xaa/3b/m//tZ9kvd02oN2RkzzqqeuIji32gfKOvIxPy3mUvpEdzoIofQS6sE+ATBkYQcAlbsJGB/nTjlgwekCdBO5kSb8V5UjXn/Rly5OT/hnlsHrluaSUDVjchyLy+YAQ7AduUSI3tCTyUgdlzThb6Yf/GTnTaLRSfKAxu62BtbY8ZdRc8VIWbmbymHNgpk1u1u5r6W59VHlyPzJGviI1xc6YyM5HmqRfJ5o+Ak7+Dvl+cNedXrHNZShHyDXAkQ81+wJQCBOueaAeWstpyxdupN12hCb3kOQNmtCT5YoMCuQTSs499RYyQ0Oe+WfJa7HQjtUo3b7muR/ftFePESNv4cF8R9r6s8LVNXWeu2fkar80WBQ3l0V9lC02AjgSod+IDLmKJocosa8kT0v+lFaXqRGH623ak9/+kJEyRhqhwVsJUIEduSnHwCl5eN+kLKE4ZZLRvmwv/k/9o40aVNbN6PGusAKQR8U7g9nqaxQIL6iv3aZ93EEG5UEE7kUB1bIQR+EABsk6lmK51qPS1lQUZS2fNuvE86xdgbAbGewUruVl+lbGoGx5qYYEKR2SDKsdedVByyh1JnOMUahu5JoLVUlptOGqEkKYuWZTQOFaproNeQo3eZayE+JYMdSWUMmEDnYpErxkFh9lqIMWvg7RN49RhfI6CGphWESocS/KRreGR+7O9dGPmlVwo4lTTX5sxE0hGjWfx3/18lN+be3l8JwRnh3f96v7QysMwFAif6+bx/nY4Odo0an6TFtpCCngy0sMOvKbtyAs/EOmXcUwgZZBEkros+XyWBrF1s5uICOv/JQy1pEKMqN9dT5yCd388yk+WabqmSlUk+ULjve8rPzczFdv789udPkA6ymBby6BaRte8HEUocyEbqcxgj8jMDKgsV3FvSSIeWQpRQOgkypDR6BJ5J8NaSCH6qGP1RndpSp4p8wdwfrWJXeq+ga/RzYVApqROSMJCh3jxN3wcsa+B9+n4BMT4QVtOY0/5a1h6qDwkSL30OI4anVJ56DzZX3RJRJmrdTB+fwFa+QXjL5rKv3bb74bvvrTzwTATO1D4ylLN66hrwgQj1hT9CdyaSFwlLX4FnvKoGmc7Ks9qW8++WEf9geBfKHT5Ic3wbs7E/GK3KiU0ZwvYyCZpyHRMWQGKtnKptpKIRpPtkiQ+ohUnSuzluzwLzLq5cmugYK0VFCiEVdupsgcGEIVdBw412ZYJBu1kF1GzOBpeeta1naEXZhpRLFImXGhIvcoRb8uWLZlPWf5vFfwqakhsH0O8qefy3sdDSY2+qIhDB1SK98Vqm1TUQhxsOitPNMw63x15rYpnsrAZDu2r/44+xIH6xxzsuVDycj36vuOeKeeLVu42ffAS/uAcxNu8U90Ss8Ljk1IQdEcB0a7nefaj06nPPLtmXFseA3R3Mm26ZdtCC+ENj5pcx05gxibPcW/yqiHJjfmnjBS922ivude/vjIpEef9DHoXS99IRMnwAxLw28cF3m254xvlmqpk2VINotavxx4k7poqafIVd1B/dWeaFR4gAwiI+SXPuNNU47qDHCwlXThnKvP6b/wKDRT1DKSb5KH9kev6743xKXrZfGh6lio7noSFtoQqeB5Tj1oUg0rqBCeNq7h1PQnw18bRP7CTIeN8lYbIRKU81cOkkIkjUSItJbMSJABcCTtSD7Mo5EsdIAEk+4wE+XBiWFhg0hQpuGsITLqiNJBSOVLQlriS8Wq63Q/GCfDKleiejMaaTsB+ISZnIsPHScdGoEa6XTIgEmqaQ2DgRKAme449uUv5pWi4gxpyDrCDpYyzMaTSrBOdviWOOv4S1ZqoDjJD5ncO5TPMQvP5YCjwwumSz/ipSasmaM0M0bgR8fuNpZaN/T5eB47JVl+cKRiAKFjF3Z2uaOEeQEMeBhFjp0FYbQnzbUpx3bskmwS4lsiSsnqGGrI67hJjnVNUudMiX89UYv73qBdGeIpuKhtXXkjyxQpY1I8rHMNasGkjaAjjGpfHRPHXt/nci2j0UuTwuTP2RX5akc/IUr/mFGxAc097xZY4ux8PM3ffF8s37IOfZ066QjwOy8twjja6YEUXNQxjYHtRlTckXhfRvPfGbvTnruSJLHvD/elSBaLtXV19/SohRlZNiALMPTCMAT7+wOWX1iWZcAjadTLdHXXTlZxX/z/RZxDsnskwUne5557TmZkbBkRuZ7vWk9hXPNZc+UPvTin4Q8BlF4WuQqoLj8JbnOgDikiq+mJcODl2TlGBogRiGaEoGlYVsOf+U3GqB5OtPz617+e4fO/u/8fL/7Nv/k3F3/88k8VuHxxp90RVy53QFMHyVzcC5+G+g3pcyJow8VVRxVIK8O97ldtgfOx5c1qYXPv0/ZDZB3B5lwZdn2Cmct+qMA1a64rcMh+DLu2kfynTPDAYKzxGBazdxrBpeFxZd+BP5346cj17OtdNi1hHnuHI1cvpidZ2bFFBz6m7diQmb4Ivh6zMuOk1Vl+eqpMrKrd7e9pz+QfhgzjiZfAfbb/yEz3ITrfm4/OUI7zZLFyjFPB19xzsLJl2gM7VE7BBhtkSmUOMQoXAYA5+4QyQfnqXfl6hol+D774OgHU0SbSnzHslZsOSj1R+9DZPDbxz+aiowOcU57kP73Ag28Ha4Y+1ZLVTI10TW/DYPgKBthnjxxe2vvChWsNBcy+NgDetUjdmalNY2B4NfpnpKKP+nbUp6kBc8PdU8fLaHGGw+s6KnalvJmDrqwxOGz58IZA4pKvPuDCfQP5+JIzGtx65v7IIRyjog9Eh8PVD8ZOB8ydRi4nf8/Ht4UPnMhveN195UEQdJq2VTf5j2OdzpG8ZBXwMm4wDUm/01NyQzzk8TRY9HADHLborKHs6i0DXHZRXmWSiXvv1wEGmLsA7vgxFXSNQFHMruKLwRopIhRwn/J3R4KTjxpmQZGs3chs1CDqvfaMAnEwXizxJkWfk9zKURxWMcrYtxH/Q/k1r4AM64u/Bj7k3b141f7b/sX1HUqb6uALI2YDY5dhJ15zvyKnMg50eJZ/BNyN19GFxrjpwXuJskbPODdGDJ3LZENhRigIlI9dg6D+FYBetddPW5PgepzroZRP6unxx48bwr3fKuhfQTYjVBMvXzzRfSsDXtspoDc5C3viiufS8AZ/+mcbC0ZB31atPErTxb2khRIFxepYw2B2EFCGWhcQFcmAMlSTb271vAyTp+fdx291nGl5sTi4t416qt9y7917a+DPwu8/O+s5nqkXjWfy+y0u1Q+PMRy0T6QcX5zl/zIl+6T1BkYvLILLZubIn15870U3D9tJgIcNx73olYhkpSd95UqOsem4121pevj0m3oOevBrBPQKjYBIpkVsH7PKvdnFCdBu3s7ZNA+OhV7M8aZdhAILjtoOwrt3Oyu94ldmxbAhyHoXtQWLpQ2yTjAT32n4bF2hCMe1A33u3W3ovgWRDlxKAM1B3m7B2tcZf9kK0qrnaj2QXuUcTKfK1dsmx5RweqfTDjLc4WRIcw4fycChqxvRvfPiDBeeSpw5OY4Ri+9jpOhT/1beZQoX9Qh6rDk4y4786dzIh55vcGD+Vu/TB5+M2A1O5Zx6KqKU/OdnTkBsVGtg9hR22pURgT1TYEh4OxI1ehtZ9FuwpI0xr9ei3ejL9JxrS09b5GrrqnH9l/bqgx0+Eyseow9+j771NJDH9eI3bTzYG1jUlsLHUcIIgCv5X62XiC434fE2IK5tar9zyFP2DizlBCFWS08gVrl1ZslJ2VbAb1p+Lm+n2OClloHT9zja7NC6huw121Ha+tmL8Am/82Aj+bs5Mg/YlN/8puocJlQQym4VUGkTfkt4Q8dXN9C3OHqOL5KzG149bmFz7W/zlYeukEX2bQ/jsQLdaEKVDIzwIzUyrC1fal2It+d5RMdmyqi8sKgmKJfwUfHJNHJcumthkT/TE7W1zY8H8H/3AUFb2d0l4VGCL11Fp7aBouWtK7qxNOKrgAoO65y7j8z4Kgt2yYuqMJm65Rs5hAj/ISBip9eXrAw8P9tfBctfGW24fyOC8AJ36thKMETGKZd5kYHCdFWGMb5QKNM60kABCrGYZ15S5qkY8oD1GeL7PRUnvIrMPcKxoMFQ4ssayxMndAVcoOA3Jwe5iTwSGDyCOvCDPI5s6lZ9D/V+RDI96ZOAMb6f3LKyM8cGi66hNvPhKiiVAxWD89CGwQTiZr2AMOm3UhIYAPbNqXZbXf7NvSmzuU8BgO66ptv3/C1rMBOIMhqzxkFp0OLbXuefDKNWI2VXjzyG1mbZQno2Q74dXjKHiAiM1F1icqZXFA8ZOnVxhnrlVsxDVS90g5FBoTzVW3mD70PKkLP4nHjaXzvB01HR6EWNEb548F9K5/0DtT/PcpSZPGVgbue6+xrxpi3pPhx93jWe4zomybUKThc3n5Pd8s8Ns98dQ2bBooNhPvyxt9Xd/XicsR67BXJn5M0hebHP83rVL181R1cPZ3gTTD5vGmYyfPSDF5xofPWc0727nRNwt33jzn6n7Qzy1QzYs2RIB28XXDCIvSg9eCHbczom8j7NLa2hK6hh0DhnieacI1lk88mnDy7+1b/6n9oG+eHF//G//18X37Y1Uu/j5RPnDjQC0Mr7NbyMYw4wGAJn/CGr4RNe4tNbPi9taNUL0zscAzYY9CwjtXwQMEz0MU/YDk7GgiCwbK3cHm76yQ5M2y8ruBlErXNw6PcY7uhXT7ZtfqvjrMf3mch/2lAOaWW1tEzklH6P3lS/4WcyYpsE0nPKGvsaqKEWfLrtH/j9lx9+E/Bkewyna6Vq98ko+XPwDq3kG5D3dJLujuMK1GnzdocCGa7ubl2Cp+CXz4gL2n207bcpHl5qFA5OJ93zLDTgOFMOwZg57+BoD2wpfnoB46KmTtd0ar/3YmuRZ6jDixjFfs97xLuLz/j39njV8PPbyII3f1lgNyNJlPFIbMG5VsAtvHVvZJZ9WwvZOpGenVMmMyqY/QCLM8cvZzSceJz4jX05eLgdwJU9fs9JezFTDfgh75RTY+iRLadPJnihLS0usKSvFvqhf2XsLqpO3WOPjSQ5fdHoieTZ6OAyeO75M6MX83xxGB7gJaoHvPaA4SsjvNE6Ty7SSTZ5M7vukqJos9W1jl/93ecj2ZCuxw8nn7ETilQQBtMmglGnUYlNiJc8JAiVDaJ9T9SfEjGCKgPInC1EIGZLVb51iLd4aJxoimuRwsxXNix5t8bDANgehtV6ikjESFUzTOpzeMP0BqAWzEW5a8pIID03WqBHD97goNGkKKlMaAdnhL30zIrZcPRvmNYXxi/jMEkdO38+iFQVBZDe8qdK1rlAKrgMS//WGAQL7hXZobuoY0n6bS7Xmd/wfOmc90qbk6XI8LY//sYcPhNvwz/qg718mYarlvJ7t7Wv6a3DP6R9AouqyOphv83/CnhmIVD38Qq0aUgZZzTAewx+8tgIWb0VDxa5vk1dyitNA+nZW35MicXD8zFwfScdP/8iwXVhjAyOp2AKQJaC/T7hDz2eKHgkuK9c98boZDrxQYvOjJDcuukoy/QzHX1ekDQLEOvN2nroWN9nT+mllbJeksJpvc7Rf9/pfyaBXl582kLEO20lu5FDftxBMk6acuiQ7W1kCM85TbAeJ2HDeLiZAam2DshwDsLj+dys537TYTGhP7T3XFq91oCjhSMPCmNP98fOxD66yXhRBSvaZ8j55dWL/+ff/T9zGBIaPrzW+ooMoqBte8sbZI+cKEXJtTQcDAn8WjkuHoyXh6dTwuuVibzbazlhjHEKLw5KPnri32zJ69pv1GyF+71B9+JwLsri0MbJRyyDnVaHKP2M2JL61igHM/vhpLwJ9APjmZ6fgMPJXfigmS/e2kA4DBMH1MB9rvNwzMPquWkbRkNsu3tdgCaYOjVWeW1vnNXA3h6k+kZugR3aa4h4RpcZdj1rcAM7OA4dwcq1lJ9zXJrmPl4N7NpcyKPJZ3t6tYcy4Q9ZcT6cOteiDF1bGNUDZkE33PFAQXXRSGnh7rWHQ9sUl3GyTHtnB/ACXYJQdapL+xCw2fI6GcE88C7zgDhxnzY58ogXi+LASDsGXsTNgTYOBmOH6IDFwOcCvh2ZSN0neHTfCFf1Ri9doGdGXob3Q+fi6DdiRhPZtfgINhRmZ8OBy+aL39qbMuXzPaXj2QR38WHuDUy4rD7S92K6xcPwPWZHKxgTQA/Pq1CtAIIdE07esBMgdXt4A/ypE4rE0n4nxxFdNkG9B24DtTxrK1ZX3FMRmk9a1IWaqwSnvMpGEYZpKtaD3KENCq8xzieltfIXQpTOe54t0BqA5X9WVPPqWQcy1OPR8BgqCN7J4DreNLE0dNkq3RRRY1LxHk8agjGBW9Ho9NghzRGBvcPUzuReRlEMQ1c4RBkcXO2tUQwhY6zOXXmrQY3YxtHZVoRW5PcnGnB3YYyRwUicTTkYgYUNfpCjuZyDF9wkTARnUvgEqsQAGUVowVHbncyB62mbw8Vvz7ZxlrNe9I3h4Z3qC6u64+bqnTtua9QuNFRHNcMtPODf5fCFMRl4embdNPfkrOCZzy2PpjC4GhNW/vhcLZigP35L8zXP5N5/cHxbvErJYfNumfPa/fPZWyWbnH/+56zLXfmkNUBzNb/PP5sXrYzKwh+FLwPDt8a0BpXxeZ4+cd4gvuyAGIcd2aN5q9Xk99K/N28a/uzVsa9b2W9Oz5Gu1zrX/FXB1Xfff91K8fvp3POcuhOc8LXjVVtR60jiH374cdqBhiuQJK9rHeqSeDICGlQGBPPCs+7MxbXKOQ3KEPOd5r8v5dTNt9sF4fx4xpMGoclreTF+tDwQ24NOnrVHxtchN1dz1h/f//Din//t35hZiL4Op2nYf9510FvZbhVkoPdyHyvjOZRazzhdazeCFOBgEXaJjk8AUv0MFoeu3jCa36eDkS9AoRd+fciLPpy9n9MA10yipXz+KROsWX0c7IFKKF2ANzTLcyROxFHPyws3GWR2pfzx4EY9OFMNAmLvMv8+un9sWyjjxk7AP7s/xl9fgh1Bh79Ul2NG+6wTmKmMMgWfLZ4tR9U9a03IQbuactlDuMZs9gjt7B67gk/ol+TFa08Esnjj97SZnk1Q3D2jP/Cc4VyHxkxafQbbPDr6zdOPzANiVf2MpuEPRhxp1KXrgWL0jOPK2eK/smyZqU40BnruTzvph7pc+1yuwCnnk0awJfVdn0Nu3gq2uysjjEWfD3gS3CW/xxkfvDgDOe1kOjr0p2enbZ8R3splvroXHcFRN1V8VVu7cts0LPi7dfBlC+JURW4WAI+zJc5gTttLd5ykaWsTmmxVJSRY6szp1OAbvfGBPn45mY/k2VX6UtG3adpHZedI2+zlBHn9rvTYc7SIP6YeiJe2lvLwFcomj9mNxZ8Nz5TeS/XuQlx0uFfbLN+WBY3+uq8TRqZKdq/kCqoLzZ14s85Jgalibo6ARrpH9p6NQmo8Ya+nbQHQvYYcH1gV2xinxjpDiSE0sBCiur6fM5QtuPEmrU8++aDzyr3kIgXuGcWYxoOYGGqI90lG8cfOuLbVYFYWd2/mQCb/KtSthjnn+MVwE1E+f97EZc9pw5wDXVDBgRry0win94/BBH0oY02sGWrM6Xmy95IKIw+zdzP6Ge85v/pgJPCyUyAGkVLgFXpXqbqurukd4kPwxlBSOHUOP5SUP1WtHOVZR9HxnlamXwlnkX8PDItNDx/e5Z16wmsgJC744HEUx8MdEqWg595TPGZhNiINlzEU8ItYBA8fKj+wF9fhzRhFsJdeCnPKEq+mYlyLvskUIkf86e7x6ev9NMDe3WCwqnbS6Bs6ovP9tPf3zujUYjQ3DDfTQ8bw+bPvxoE6rW96cYERRDLIDsWApBOobt1wIpv92Dntnstz/377u1t4aJSHAxaEOq+dDJzo9ujRw/S2UwPJcvBllCKGjAz11mu3xVKPUE8ylxN79sU75r31LLEEGi9z6Azb3kBG1zx0w5mTyFy7S1/IQTXOMjCPbGj/r/76V60D+L696P+hgO9lL+LpCGPDtO+llSVEgxnCbBRtNaRMR6th4DKs47DL6cQt+3Y5LW1ROg12KAwMf8YYFyBwCKN7UO85OyWpWzuziwWvZuSsvH4gaw6hwQu/fSozKvS2faG/8gUm3hqod3bbK2Lb8eFQICNXNzoVD9uG9/GLo7b174SHBs5h6Pc8PZ/1Dx0SVM3b9qu0ElP/PNc+5+m2RS+QAnOmIIZWRhetRzuMPkXon1Mcfdu3z1aMHRho7/4IRvCJfuyBLPCLjKmX3qxzRAMnTkZ4vHQsc7dtuGa/+iQADvNKH3ArOnZwOifylPVsP77JVT22so6NmEAnHkQLYuCS9CYgQvurzg9XvzY+5YanJLZ0jOOeX/7gD34uV2crczgqp2510B00oA5us/PimL7U1tQvvw4Tp24NEDpnNXw1aOcSXRgatTnwKHgwAzzw58LvdH6fHM/Q2X31z3qbqWd1He88m10R2VGld73Y4j47uJQMcf/8fpU+jvGu7LSZwQMOFabscqK5enVgB0+EUySY9WwYMTwI5uCwj+LWXvS3wgdQP+jg3hp/1jPQFU0zLYBT4Q7nzNAZ5g/kRWajvHXmjgcVyXNWetpeTPFJB118WM/BythbLUBy/jkDRsEZR0ppRTWQFPnnP/+0YUiOt99DVIiIxBBpEUeW4bsWLjltTb4ZUiuvleFchlECSowYZ0xLDDBHqEFx7N7t7HxsR7DOto4hF+9WQeA0NlPDid6z4ezcvqGhXFOfWTwTPpi7DS0mZ5uUQcApAL8n8o5Gi0wcFKIhmHfankwnb1mheTQ6CkG5PeOIE8AITM/qSudvH2yZCNS52+fQCwXdZyDAYP/hwTiYfu+0BoXUmORiYPEe4nBXb/hmBOFDDTj/SfN8G+EOK8ZxuJVWJ7pA+xBeGeCl+EgeYA+CkHwv/fmvfXDyc/SvOpan7xWay61AXoZg44+i+zF0L0YPGQCBn97wHzs//4mzz60Oz1g9eebktq9nERuj9Oknv7j467/+JwWTv0g3k1Gr0/XSDbdzdvfaqqUnZfuhIPCn9M+COgvrJHziLDyD7+hTjsg42gSnjURRkJ/6/cMP+2Ifw+1jyDpmd4KLckyPlJGMganZcotu4r8eYfQxZOtAc57D6F4uVPD8sy9+dvGHP7Zl7T87Frjtb3VJ8UD9nLP2SRfdW77RjdpLeA4evsvr+QxZT9l4WmBCR06R7nW/CI+8w8tonak1ZQfX/oB1ynfqC8K0hXB54ZhZ//CqfIZYyeHULQpEZfxefdjaBZs3e//7BwVdH3Z6HltjJO6Djl0WxMyK6QI3Uxpskd67tsaZgsnAPUmGYyPqdNj61K15NnzpCh2IWLujxFwaQ2kAAEAASURBVNY9epYu4COcjfjMtFiP5Tn1dGiNnnvHKYtffvll9TgApXyVk4Y30cYOzj7s7J/dGc/jAfsg3wTrm33KqB9v4Tdttrv4Oet2ppe3gcA7ma4MvPcCbTvSoM0GO97Cd/VAGxI4JJPa67wlrFwzYjJBbzxg6zIW9FM5HTe/W2oyJ865R4ac7Ql3kD7g8DTonBHRpLD2bmUbNwa/00YYxtdhmdTXBAP0jDL1cSKiOHc6Numl8x48Zl8dJqMO/sCI1xRTtIvzs/ZwwQOJH8MT39ER1/qNlne65y6frF0OHv25LMDNPrg/HUOgqke7g8PaPbC1N7LTNny2PnI0VdEjBcu2PJ42RP5+I6Ds2yuvnpwT33Mg0bOeS33JO/Y8+HMXqu73uKluzFBwH45wy+g8Agjp8Hkpg1N8vJhB4/HmqLsdNXnDedF1OV73nt7LKdqrGP7aSyB6wQUDeM0Cipy6ngWlDY2Lj+99FNw+wZ+zpLs7DWgaOYZ17u6LB7MwjLANIxP8zNVBhsZEAGZqJPOjG+epVoy69657/emcvR3Dl3Ep0zB56ZpGHRcoJ4V50nnojzqk5VFDeY5kZRie2KMcfRr2KGZWm0DhqPwqwg79WDMgkHHO++0PrheMdGJX70B/Ek/ozQxLppSEH1nVa6FUQhcFR7uX04xiyEsp5COhaMZjZrElGiMTSica0QOUNE49w+5uQwweCRvK2uGsggb8755/kuFaxuJaCxMlQZPno4T4NPLqwWafPP+1P6OM83A0dmGEzSo0VAB5B+jMT+5nev/6vLdlFo5entEgOJPBGbwsLLIVFBXJm6KghzHjcQvFvvrSanRH4z6/+OrDRx3E05Gsneb2cUGo+dTft5dbEHCv0aVf/uKXF1/8/PMarx66A3laNBdYQ2leEGRvt2DSyni98dMw0QO/BYGWs99ouP7DFuVxQiMUfK39iJ1GBwWK3ZvefGwZ9hwcKtSaMkEfWQV52PG6IO92rz395ON7F1/87JNOgPtDbavgorcAesFG1nYDAS29zwxZBoEqwM8Q4vbOacnChBs9puv2LE9PLGROGzDOn16NYVr5cVB+o127YYAQQHclX57P9NTc0Qsjjx70UK7prRDQkZx3oFwsrK1Zvd/++6YQPridrembMfW2w5sdkwunWZmegbraKJYRhbudvGddhPYraH7pMJJGA1lQ9s302/MOZBKwCGCmncGF/kHICZNYEo7aEljP0qPFdvHUgRi6yzZBSeWf5by/+eabqfdHnQcBRLymoyc/qiGjhlcb2FgnUA9qYLk3/Bhc8N0UY89SFCM54I2xLxd4836M9G/5G7pkEx/JUNBPrtpDOafDM/o2dqo74ZWl37LDe3khB95gGf+jlf0xUtTltK35Tl+33zQ8cx8O7xJe7qcHc/v8fX6/GyZenGfRp3qT7cGEAwaHGA/iw0wrRi885/CZkPMui1fpk/bkHQTay4xiqj89Gh8Y8u/sw5BSFYvz9pJDEdDqHt0bjE112Amz0x7v7FG6GZ+vwDUmbOfSzoB8ITsdrurCwRltHWIG4IHD1r93/F15nb/pAFj4RLcPZgxc96ST12iQ1pbHo6if62RL72YBnCwnUieAcVYBm0xFhnpy8lRG7okcn3fE5E+PMcGK34bey2cu7/XLVtm+2XeZz/x6zADHYRhOwQrMpBlSGuMQgsEVJV+v93P7Vj86bUsUr0duG4we0YsUEz3Kw5PgOFqFL7V6+PUrbw77JGf8qxqkM9K9vvKsDNbS8ft9pmeQnFmth/dtLzX5sWHWr74WEGykbdGTIR2ncH35+y+n8WKiaQN8weRnOe4rTVpcbw+ws+Nnr2nOVhAwho2cjnTy2HDejIoYmZh1CKkmJU5Jp4GZ9ylRLA1cI2MToY6fLmZxnBbYB2Vur7D7jpdcgjRRNp7VCDxfQ50C9HuyVJh6TDoM7/54/2+Uvqdg718fBUdHXJ8K+K70P+b7u2d7xUEMraPU7z2tqAY1BrFrC38wYrYxDd8MMRo+NKKS0S+ImT2nzWhev9bb63oNasvgYlEBVJ03Q+MCqSf1yr/77tHFb3/7+xxH+65nGujBxZWCVbRtdFxVsdc8nfULb6qDGg63Y+3ZA1id1DNWZye6dZyr0ao7nU1tSHJ69EYMDn3Ef+YVzXpTI873SB5nwLsVpEwjTweMONgW9/GnH178/BefzylYtwuqdyRsrS2+4+EYIILNK6wskh2jlLz19ATChtfpL76hfbauVf6U3eAaH045y3t+ZoFUtLATnr8O9lnP6aT8XkezztJJhScspAoMtHn4Dt/0YOGSDbkd3271dkEjTQyw0RjuUG9oj+Y1H125emq3Gnofo5wxf/6s6/55DwHFvtURt+QlqLXW4Kuvvxqbgac77x+Pwx//ydL5EpzopWMbI/wrvTQOb+lh7fSg7fvOHZDQijbyXD6sjk4nwwhjcJQjVzwcXca7+DbyIqtg2B1x8s8w/9sea3VU1N/5nqHmqXf1U5NdHPZ7OhzBWxlMwR4U+AVk2xK68GV1sIfjV+mCsmd6axPmxgGnawENc7FQ4IYuOhr9yXX0l20pLV9O/qzTmv3U4Ydmadb+1HamU1L5GbFQRdfkubpJZwo+W3tEh6XEldyqI7zVSa8FpfhOnm/lIlP2U4Az+MB8qj7wChZ95KzLMXnBl/f8dqUeQbF29LKpG3XtyNLihl+rM8sDOMD/5MEpo4GZ7OnvVNc1ezBrDcJLucg/yh12EQ2TQIQ+2GeeOhMgybIoT875gzF6wxoZRHz0yneYY4foXragw5F8iSKbU4/E/OD0Fi0Q0LvtxLMMm/2dhPHmTQ20Xrq0xK0BGEF1DzGG2PQ4NQrzwFduVIdh4RzlpRRFD4jyryRiXMaurGN4RTgMgPm2e3cdgl/jTMtPwS8Dtu5hcFCmAecczJcYqhOVeye1g0JE2wyz87fB/vqrry9+9+A3nZ39VTi8acuQbUr3is6/vfj7v/9/h7l6cy9fPZthf8w+lXC6HUcETASizkzE8JfhweeLUY5doJXNumjdVuXjUXSnRWFbxM7qRAilSH33frAm+QKXYic7PJZ5FDA4K0c5YdCznoMzEcL8pAunNij7ftry552Fff5afM5fA/P80fcqsPIbyZ6/ZVk9WCXd59EKN5iEm8Z85tdI/NaAutx8yVc5NIPlXGhDo7OwxLN06lrHq370YVvFMvbXezmCIBLN8yrSGuYMqaorNJau5SF9txho9S0nPnmMyOAbeSw+M9yWbaGzIvs5kQqu5QfDiE1Awr2pl4JGYnHS36V0nWzo0kHNfvd8ThCMRnUOYtVluso8v1PgPv/808HDWhTTW9sroC+1omlDyg24qQ/vSJfKCOzw62rt9VzvAm98QL8Ph8Lhzar6wJDI6fi1BTtWksRWcPwdeVXFOCNEqq56pDFwYyj1BRn09HccWTIryBdYOMjGCODyd99aaJGRkQPDlcjBNwsV1SW4xh6v2zQUzvlxVLdnyq/gJPtxs/cpGE1BOF45ZMnOhnnffCtmjPIM4NCddhO6nJmRCjYQL+BzBnbwRgvnA4cYjry5PoeVOYShb+SqrZ2J7VrdGoeu7uMpunpY58U+b8PsYLSgMpnI26NBcyGB6LM66x5U2Lu3Ojn6NyA9HidrOklQCQe6CsZ+T5b5MzR1dX6reG1suI+8lt7FafUErltYfe/ZW3brSEYaFyYcgw+/7qFhfkcAvWEH8V3e2SJ73J/RttrP9fEjRo7tgW9E9qRzdLqyfNZR3pTrymtqGBOs/cxxz9kMz+BRjF6d7C+dXp56x4iEZlcnP9AnTftJZp4tP+cqPTz1ie0pn8xHWhju0qvaQX9wDg5nEtxOQBRuI6G+zzonj3LRqOldrhw8PGdH3vbMpwDi+kgMgh7FDAuV2crbazHCCVeM6awCLO+rGDazFzG6XJU0b0gBDONy5p10ZkVqTtGrOr3flgD14svVp9zmhSFUoxsjWQOheLa3dTHD9TOUX+5ZhX0YCCsFlWN0LjV3csXcxMu+64HJwt5qStrb6RTckdA5de6v6aHeap7uowzD6wcfXfz0cZ+Gyi3G0cNS7OOPChRuvLn46EHHeDYsawGgHsRvf/vbjt38uwxcr9d8skP+L8N9qQunhgNDoP+o5cL9Q3+GN8EwFhqMhUN0ocAzuk1N4EcNEa4RlLjG71aw76EMqwcO3uG+AGjes+3tX91heMhuHdI6h6oZ2mc0oFz/KGERVCe9vThvzPepJ6M3e+et7vxZxn/0Y/n/XgV/lmPhnQ1/8ZVhsSDQ5eMofHfxJ60Yvr1oF8XT3pr3vF63BVMvOZwMikjaNMjVHLPV33oFc6RrCmLkSK+UftLVHS2qtpw9Ds/ixGTBYL3peFi/DW+y0+Q3iw39KLdh3McTXH5XWykQyDDdLHig9/AvlJnh32cFe1cuNQRfr3MCkfDZd2lrwGAJejhvYGHBUFvkmL4kX2c2WJSnJ2SvubpPfabn0uh733TrTBwQ66H9niNXjIE1L0aZBALTJmpT0vTipy2uPJSfHlRi4NB3np1uV6f/ZLONDkYDC/JjoKKM44TX5QL002Cn2OEYnxr94tRf5pAfF1Bf6vXBeul6Wnpi8PSSGcdBX+/zqrb+Y2cAPH5sjUv87fnDFivi00Xt9wPbPcNTUOcMAQ7adiXvlp/DZbr/pvfaz/oKPMa2cB26xiDjAR348wTvCBuZ+MZ3TmgY4G/y91AObXoW9QLhWrnkIUB6nb3ieJQbG9Az8pwen9GU2u0uEnt3FPFWWomsPFOyDrW6EDoy4KjSodGBMgxNfU/B8Ak187Hbdquvcq4VlaZdJKdxFntr4bJk4TxUTb30xO8T1mY+eeXZ1KHqEl6o6wyE9i7QStCZLWmEagJBfOkeXi8tSpQnuuE/K9a1j3gkXhin3LSh7b7kx2fdIJsK6KG/S+CNZLq1NFj1TmSzA4ZeBRPcxSjcwT9+jfwqJ4EiKKZLdMvI0eBcwXNd12SUN5nzZejcKe1TJtpGGeJN6JZHrYLcMO9y86+OYTc476dZvFnB1SvOvAx+hFtA1vgrACxDxWkb+mBs+jkff2Z+EKV9KDAmcKR6Iq/02DOskZlwerOYRtwqRIg/C54odIb1umZsKPBEaWXAuEs1ptRk8J4GMcSiprwZC9ViHJzJ9sr0tIo6vVCkG7OacmjQ4y7rIc/hRWWko/gwzH3zUfuvRlY9Vy/VU+nDeF+/pkFdLZo3fGeu2+rf5sdbgPTJpx9ffPWnL3McFtlYMGNlvZ5hNI3zFmnmALRACKsbZ3pmkYezsm/qMTQnaKuJY1pnmxW8kThkyx9HCqSmEaGbwR/FLIPhePncjVcazhjxGDVRNW4OvKLywQBsjf6M7CobzacjODONXsB2Gic57/UB4v/318I5a1bs/et3YP483yqxOjdtmf0VfTloDte0BH791Dz4j20l80a7nV/TUBpur5FZEX69k9Mu12sXIOn1xqA5lcz0iqhvFh9aXBOtJEVvrLsYA8QoNIdq/Yfe8XC6fLFsdAXPKeWrDtt43Xz6s6ftxOhj5a3XkirHiZjHdUwlo13zzrgGq9VFDgMiX+1rnkQzQ6RBoxrN4yTCu9wXT1v85WN9xovm/Z01Po4guPjFyeIl3Le0Nu5aewxynx9/bI43XV09MIIA9vJYWR/FyZ4uWRxq6uIFPQ8H9yZfvyTXEBV4+ucHeLXYruNP+Rk9TyT5BVR63S9aoFYIHgvfXHzV+gVn4cPndkHQg97r/vEnHwcu55Ys4cHJKfd9ZwS0J6/RGKMuly4eoqn1O2zR83vP48+9eu3hXpDtVbIOEqLjFtI5N8BrQntb8aH34RpyT+ucPPY2xP7tAlu0wreHkTg9Zu1Gm4iObRMHL9ybdl6ZZPGqY5jx4RypCAzPM2XcpzdT3v2ysoPFLtPmZ34/Oslger7JeEb58HKy0z/w41vP8HxGC9gc9hDAaHg/TYBYx2nWKvWYLs3/KhlZzc/gZIeMRJwjRmAY1TptGLy3bnSjgaPijDh99hzD4E3XwmFRHv4uzXE3Plweh8zRsSthU9bnApkK05rGJvqLsoC7O/6hK3imw77X+abXJ9/D8/Jl07lp1Eu+iEdR/kjxBs5qYEM34cQGG+cow+CjgpL8QJAV3obG6L/toDoARnTfpI+ew3v4XFZtBE9WDgt/OsGjS+Qjnbwk/3JOYIh9dIxU1C9f9A+Nczm2gt2A0rbF2rBsEuR9PO35XHNIBGPo21C53jRhcPIDYEpiaFHnXNcrrbFfam4GkmB11sXsG0SU4Ujn8F6/Ln9RFKWIYFjs0OA6F4EDgSrDIF1KILOHsGuRt4j2VCwN4NRZhmQWRxWJYwQ6uuqvq/PvYjp/0TxPYLu54fw6JXzRVjeLqVqXVp27EOV6wrthQU4gbXkqZ4biWfuRH81K+unFjVE0J0sVqcvyVfRMKSg3Htp286ZFTaYhbtW7nwMbQmaN1ToMSv4qB1DMlyNqHQJegVl52JKP3xOm41PP3fNNsU7FWF7hQzygXIdhGnm7FzAw5xz3fruW1HHyZxvt6dAPmvBYYfko/JTQyPbe3l8IZ+PYZ+HKGf8309Li9abrlAZaf97BO2HscLj1C4bFy5Jx08jZkZFJ92NKsmB4Vr+1i6c5wnHYDEuOUnnw+7lOD//TWU4kGzF6DheGbqLi4bfANl4PyQ3x9cyrdLM8swbjh+ZUYWyI/frxlivsIVttBa+1g3N4uawjHkKhPSe+gMTuwYGufPfdd9WpR/Cit7MVcNaztqp7h3p3oSQYy+93ctIi0EgedFHPZXrM5T3lPjj03Mrx9qVMXnAsLpu5yMo5rMZI1AQHunzSqTdHvVRiNClY9EMPmYpw6lYJc8gPv/thnNXDFil+nON2Tr3jc+ns/bsfzs6QOYY18H/83e+m9327Xje5ff3VN4FrQWIjMJijPV6pfT669mNwzJs6e6I9yeGVNtTB8Oripxe3c+YP6r2TgeN6n7QTRofFEKkAxxkDnPnreGpEB1+0Kf/GYR680sMe+YyR3TYTGqVwCfb2vKGGfqSTR9/40/MtS3fYwh3+vh5MtvDVVSMOgshdZ0EH913Y6ll4M1fbL6qHFhcLc9jR3XfJaIzKr7e4UHlpNAEufY5bwVmHbLSTDR2d8DzgY1sq6tuzsc3ZkrNty+N6DtCpjOfggD95jufwlA6w+91vbteI29jW6bGtrVz+wRmuy1vW9eTfglt9fu6cjuSuh06HFjd16ZSywdEEVN+n/XCNv9ZY0W80zyhReio/HyMgGy4EZ/DGsL0YHXnN7ndrgpfAmwof2seH0Xvagw8rm9UnFEn47Hltw4ePm46aZ3KkEwqW4COFxT56D96fnwAXcgSAaIpimAshVrFbwT5M0HCzbAzN9I5YzCqgSyLrOUetPF6Hym9ctZir4Q/Ri0b3QXPaswk/5rwWIFgUo2wIzlCjBt8vNUxv388ATYOC+ChtjM04jqA6GW0j0YO2cNlIdX8z4tI6MQJcZuzQ1NY79/Am2skn2xyOLZhq3t+KRfDHITaH9fr1k/B6UkNtNf+NHFL4Pm0lvHk4Bvx6w59zYMHESfiSIlS/qNqBNSLI6/UmoigFSXFSAvXqPV6xjSl+jeCDxbm8KWi4XHCUNMZnjxAoJZpyWrN3fGiiEIZ9BF1rgJdncA+16KjYyQ4smQSO4kPfCLjr7kXy3CebeTY1bhl/Tz6+u7P30DJyUel/Lf03Hik7tFWWLp7pNI4HinN7HER8yhWmV3cvHt1MXk7K01uvQV+/8eriTj2zVy+/q7EaZbGwzZB5Mus0uGdP9PQyyE2aGbr2Bqbt8aO5dnAYcteThoHJkjGboK32kq4zHobRGMxn6acezfVgft/iut9d/u3Fn/745cVPP/+iVegPZi0FuA87jIYzvne/3mNty8tifF+rV7HV0eNtB+rGlzGuMUd5h9x8//23GedWfbc+xD14wvQtvoO0P+/4ODwrGNfzlW+MVN+M+Dt90Q7Wub+DtXnkJxcHj4Axb7vSG5S0Fca9y6PZ1iSige6F35X0nxGTAR4u0EUeDoSxHfRW61MECob973ywuwfIZHCrhN0m33z17cWTH1u93rn7l5LZ097INcaxjsKdu03rJYfH8eXJk58y6pfmbXrW0Txv3//zF08bxXnUa2Dv1+u/306GLy8eM1TJFg8483HY8QythpznlLvOcx+jfjqn8lq/szTQH/QwVcvr0ePj+Tx4Twbze3igbS6v3Vu7ax1NdiX6rUtwzgE3Ih+Hc6l6Z3osnuD39v56luOZKYatbKvYhj1lOSkw0DNTn/A/cHUf/gJW6YQzNKTr9HCCxGTnnuvZbVN5tmGmmg5ZLoR0QIePoNONeeFND8iIeRfkzMr56j1VR/uuwMCeBaHRNjKtPnWufnuuQzQWNehbfzmCvjzyDE+c2jgdIw75wHtxW1hkufZj282syYBPfME2vFkZgl3qpik7989/XE9qPbXvd7Di4+p2MMqPt7MF1FBfoPCEb521KMEUZJZpYPijWcjDTr1NPf/LRF7w8H9HbPJbB6rj7Di4iV4gVC5EGQ43l4xBoTdGkQTedF71LFYo78xZV3lsqCFFQETWRGucGkT35EkB+k9eM0z24nnzZDdfX9wob/68qNmRiBlgzh1nSoNwhPiFHp8RQL85wxViuJzEYoZyDfuc+yghM8wt0lsmr5AMW45iDmBlwKcQ2IuZKUVByNW0r9g/5UNd6wOeP25e76eG7htqrxuI5TfD90ahGFpfN1f7uLE7e+c5ViseeUZKoFHasvdTjvv5OdpQeXgIg2aF8PFtqNh8qADgefPA3mN+ucU7AhwcGd5QuMpLHAg4DKwT4Ga1csO8dg/ErPBJ2BpY36eSKXzO2ymLowvrgHrwe27uk3eXx5Vyg//wDg4aRxWWRlY9P9Pm63e4yrN5q+RIA6tr36cj1xCLgDYHHCNgDE/fdFWaCLhvjWQ0I1ncasRDz/JR5xVcOhwvHjq3/dlzBpFBElw1ioLygs+rV+NXeWPxyO6DnIkz2OGjTt9kiVPVNnx80V51tHDkj3MeNYDgFziU34tdLKTU0/s+5/3k+S8vPvv8s9rF9Yvf/+bLGU6+c/eDi3udS3C/RW0PHvQ61eq83Xar7QVV06nbsYABgoeem9eX2kI5ehA2eiLwo8N4N1yvzPweQ3IYbIYtjVbu7IVNubTqTGd7wk95zgU5Qz/KKxvgCRpfXau+6JWUGxZN7Xg05mZ4MXttZxBydwZcjweXWpn/0rREbd/6hp9y0K+uZxMaNveKVm/CA8/0ybMJmHseLY+TqW1JnJK3bD1rV4I1JG86TtfogcDoRnbE2RPk8OoYqr8TX82/72ttv28KpHULJT0yO1Y4bwmdPoKIlTWxxh+NXQDd1xj15I4XI4NoP6/BmEwHSxfW3B3Z4OlkUQdelrY97BoldpXDtuNiRgvqCDnv4JSL8m/bWOWdSzCjK1mYU29GViHq27MdfVHP4k7cp9NW/zjYwWORHrln5x1KA+YkZciUg5S3D/QFmZJ8no+DHl2ofDq0dneyjJy8BIcNmiHycB9Hrlw89oKV2Yob3MxV+C6Phk+u6WT1DS/U63raYqNEB1+VmdHUEJx8S9LkHcc+AebxLLTmXnL9sAOAbDW0RkpwNGsSeg7G+Rm5qydPXjUXl2r/Ej5PGxzOrK0AF20WxD5rKuk87e3MS9+MDgS9fNvOwEKrTuvI0I2/TEO2dtzFe2nGBghBpOXRSfeZh4NfhROV5CRzTuZ6X7V4RH7OiQGMnGG0chTBvsdlQMwXjtGii/Zu9m3++XoGyXu7rz3m1C3m6WjKhgkJAhNEG8COgR6jsgxlyMhw/hy0nDivUvRsQkwsWsb0VToy74+3wjl+zu/JVTbbysQT142VVA5TwTY/OcMw4cOwihbR8qu/+uXF//a//usxSo3a9crNhNcQ5HN8KoJh3BmR5xl6cz1PzZsG43IwvY8YLwzP2g1gT+6zDBJD/SpnoOf4hJJfPC3w6W0iwxu8rpExJuQWTx0asVMVrg11icCD2UdDpvI4oF7hyilphn+dIjmTGUNxcnTZjC/vp/eV7P3rP8+zCn3eO/O9+/Z8n46kqnLq7tZoYs88nig79aETkzLa9FHQd9MoT7j6zPxzNM5UQfltX7LV0DC3qJvukoHPLFjRWJOh4XLD5mtMYbK9HE4Bj/SWbR+M42/rkocxGmNY3Rw5J2MNw5PHjd7USF+E729/8/vwsHf1RS9JaX63APfBg08uHrWl8+//028ufve73w4N6rjTCu3PP/vk4n/45/+8d9u3gKdRGrxaQ7nMMHozK7Ftu+xjiF0evUnf2tCrtoW+KZAZQ4IvyXOs6wR765RmgU26B2/GaQKY6MFwcHyk5a0g9t39NaoN2coTzHEs8cNv+c42qOzAoU8LeHE66vWCIS+0EHCBwZloJyxkR+Gkvx1M1QtmLHrTe/7Nb/5zPfGHTWdZF/F4RjAEJYLyMF9cq+dF9f30qpGyDPaTts2m1QNf7wjv4WWo/etvvp6AzWIp/GNntO3n8ZT2z4gCaz24O8TElrhtG2icdnfUC//dhSP/JtwAR33rAo8HfWGdXuPwrufLUw/WXs2i4zoC7N/zF1bjc356eMurjMgEBSBahPUsfZte+8hYfVuH76k+wBM4hxF92F4oufSvDPRGUg+SqQz7u3qw/PMcvnOverYW8Lac+/MpH5hLdw8HHgl14W/5TH3N623j996dR2//TDCa3ZxRslBDw+KvrgyzQt3cICEcwqYmOu0MjtLiMFf9WdwGp8oJTlOL4rKCWgFbbfVm2xvHbrLFx8gmWOgr5+j1wET5wMAD+m+EOH8QvzznS9nd9ZnVnK163cr7l6bYsjlzPx5IeDFQMLw0/J+rrjmgEl07bd/krw7p/Wv4SfXMFzAhulb5MrxmAGCFF0m9pR1KfJKjma0bOBhX7tyxenydrLI+wyRRR8g4thX+b4q+Xzd8TXnMg1lU4frGDadsFQ3lY3zIS3Sqh3ktDK0oX9xCGpz+DL6YAX2fo9EOrinbEOj5EL80yPPnTFBuE6PAoHOqyNKLFViwFF5LiemcwJwHH8xXzYlbWHO3BU6//MXPZ5j3Sud9P3tmYVVGpaHX2t8aiBzD4wyI/fJ67t98+92c027O8NPPPu4gnbv17p9f3EqJfv7ZZxd/8+tfX1zpXO4XT6unlfm3601WXWulcl79M+RuvvV1jcGQ3OuGkC+3Yp7QKaDhewsUrbT0bdqBL9xFPMmm4Xh53k+UkWH/r/Hn/bx/eY39dGUc3PB7dUA+8N5P+/t8HnPhVQZ0rRwVeu9eP9+fLxpoydfeasHW7XphdAgvGQELnR43hG6I8no9vJsN2z4SYY3MmhM13VNv8GY9QFZrthK+KHB61S4GwWoywgsvYHn048OcuakPRrU/Y8xyiPHOdIm5a6cMDi9z5K/00lulDHvHPeInnSlbgcXT2dPudabXc1DPGx34u7/7QzLrpSkf3k6Ol+f5B7fvp/e7W8KiSO2E8cMfNAr0nrf9UY8e3V4yox39eTqMrJs9CpP5xvtx8t3W87Bw0CLB92U+eeSbtlMbSInxVRoHliL5BQ5HOYuS9E76n+mYcjNScpSZ9qlwv9kC7VHP2KtpOc8XyYNjo58TzNUJeNq9619/02l3v7h40OK3l3/4w8XX3/5QsHu99nL0nmord2p7P3Xi38PWrPyUk39Tm6HbbCP6HC7y7E5nCVT20aMfksPLGfXYMxfa0taIo9MAH37/cPagz1D02FCGWfsPJ3zwQQIc+9520lW/BXFruAUWnuIBWo5ArGv8i/ThDR6yC3piM1rZg+Xr2jgwBIOcXUWnfb/U+WmEVDAhMNcznbamdxswPTzlhn99k50A7ZQrfMf2cXvBsDBtKaFVta/0SAIDbxoMfIvTEDlPPefMNy8awUhTphwa+x+Pwr/66MAMZRNs+cjk5I9vuOEbv7HBJdhbL3yEz+us1y4tClPplBtcgjvz8z30UiXwbDnklBGGbCMbSp2BiJEueE7bjH8vdYIimLzojDqVGYd/lBu8CX9wGtBDH0Crt5z02t4ydXttwIwi4FnP4Pa6duob7ZN8h8vIqYu5P7Lax5vnvev/5mW8AMCHQrFavq0I54zf9tjd01ADNqt5DVH34cy8t/aFKJIHzrHMCniEqbje48n0IEB3nNCbeveXLj0dR2MBmKGyUInolNiwdKUNWdyOKS9T1usx0u95zSHmlGODBczAhPmaugiqh/2hqClVV9IasegbobhDqDJvGv/fZc1iGsjDVr4S+AcfFHhEmqx61u7NXHUOXo/HkNOnDQk+uN+JYvFDL862oTg4ja/ucvgW0FT2aYZYb8hw+qMfneWccelwEQr09MfvmtLoXda3P7341//L/3zxq1/8YnqRlwsQvDZWL//lvFMbj+0WqPc+q3OD2xDkT4+/m6HXL764m4G/PcGIrYSXCsD02pXRCx2TkTDfWKQYLzj6mvMqZ3jiU0RO49uoknMzQoEHh8J1PYo3d3FydUP+mDcKezx6+/UuP9mkDRXaMwM2i+enPM5v90ZuFFzd9JNEc6bPCyhjfsYug5fDvnHji4a5PxyH9+RJB8Jk3L//+LtOYrvRcHbvDojHDL252D2QpJVyLZaJk33IuTOfa4OCBOs7vvv+q3qC3zdadCMDkVyTmbYx60hqGwIz2zKfhQdnZIX88+SJl6yhEZuXr/flELd7acT9e/cvPv/4n1zcuflJzvvOxX//t//y4ve//friyy//mAxut4Wtc9avfth87uuLr755FJVXLj67/XFtxIq+2lMscKyv0ZcHD+63nexez4xO9A73FmvST1Mrkw5euqesfxJnGrETnODxOK9on6D1yHMa9smP5z0nq1lXkM40jtF1dFWHdQPWGjgfYUYAyqu9nX9PGL6lkWXtWTtxXDOntfOQ1TJqUW9aG+n+RQHv1z+0qv3WtYs/tTaA/v/1P/3FHO8qyOfUPvvs8xz1902TZE/SdWsgMkszHXU5e2H9ys2G1gW1Rtu88+FWwc/tRkIEbN2++PkXn2XHXjZS8vedqvf1yFJPb3kS0hATDLeWAR+NAAmK0clmzOs94wU+b9pvDmpuy6McmDgTT501wB5Mb1oh8LNrDozRQu3+6Q1Yo2ts8a2CP7avB+m+7ZH1IpWbdmrUiZ2F8zqjaUvV1Y25v9MkMFCERDc/EJNiBHpjXciug32lbURKbB06Xtt1EQD2b6Yga+vrNMPXg1KgJy8OWNA59zzCiOg423hk9tvoZm3ECGOyWPxxCLdyriqPyGH/AR+Yc3pUzqEnUEZFLke7+fTZdhhs+nipgHq2+8YziSMNeKiEO8IaKZtV8OmKnQfarzDidcHp2WbGxoN1BjGVGh+A5wXiUEPX7LrqB144V16QOxhWjWDa8dIakjeFvp0ehFf5YaI+PADrXfI7KFP/8v/ds0pM3mBWn9QI4/aoZx7CnWAhWoWENd8Vmnz9Vv5kvJ6JQ1YYewCv14vR0Bh1ToOwhkhg4ThS9L3DVs8xLUP5NCbq+dies6eqFSWZL6oB36jhLa7VrYceDqM0gZEQNEQldYIfAvru7uDpjjRRUoC8hGVQIYR9NOUxHhz2zuIpUbzV8TcyLNYBGKab1bvhBLZVrtVQGfOiX88KXMOgFS9abM46p0EBbt5ua1L8oXAhNMqlXV5tjtQ8mDlZdGbJj8MuOkCjt7796pc/H+PbDGJ41IZD7GWGU3DjWi/yRXPpE93n3F60BVDr4yBvJgM91jk9S+AUVuOEUuAJ2lL2kBv+4CfZoGmM7cEHfNK66YBhaPKlqHhE/v8odetUxvfzjGzey7y/1QaFkcTbp3+Zdx4EVy4vvUErOfgwDoYLfc+LOXK69x94FapA1HSN1eoNS8cj27B2fopO7xSJck77u125hz/+0Bnbdy8++/RB8hCl57JMT1Tf7OcuGDJSpLezI1DxOX1dgyyKb4RpzevygPanH9cyundu13MO/7/65V9d/PrXvy5o6PjRtkz9i//xX7Rl7crF//3v//30tu82zP7ZZ592stsXLc66W71OUWQcIjEAg3cw4XX/o+bWe3e7dmbE51qjQXNKYgbU8PRwdWTk6l1629OpR2LYVjDg3ilPbWSHC/X40vuMjZ6PYd9zJEc7oQvaonKud/hZ/q5Hf0YVh1dzHsLIefFQxoceBkXufTA62S/6GM0WxP3df/iPFz80tP4P//DltO07netw/6MHF999/e3Fnx4WvD6721GurS+4/lnt9VUr4x9nkJu6agpGsHOtMyG8ROdai+E41zGi+KLKPobsr127ffHpp5/204jA06ZlHnW1dsa95c0WYMRHHtlOfAjVPnRq28f7gdBbXUb7QTNC8cpUmiHzgQ2fkjY2zqZrvLGW41J6qAeuLkmwZnHglQILgdjmB7+HfeCn0ZKh32cwzhlI6JmgqzqnPU/+6NAmdDqqd3vJSbE8u2spPBJIrnJguk/XkCVgfUtn8D0D18Es7g99U/P+2bzdr96KT6Jf7SieckzOCe9t3qFNbhcl5B7ObSkyshC9PVh+oKe2m+6+sHaKfjYKxnacaeMMdB06nK7vaZ/v2sKf45480Ny/SFw68TTY8BSMkJlr5dRtqH3ceHng8D68M/gZYpTDt/d84+B5MuhEuu+TN3tLfV2R81Hv4cwhEUcTquejoCFIOTFoP4vsDkXucPurtm6JKin/DBsFGbFDYIzSuM2FIZSAhc2RNoZEJPgsJ0axDTkaFuW0HGfdiGPKneF8ujAmcs0DilIZB/0DQ4uhVl3lwYgqrvhGXN1DqSNQpZMeOdwaxsr8F2kXI+BAONumJHMtFvPRkkwqixaL05z5XLCSI/2+12j+8R/+4eLbehCPnz4eZ8yhz97hqx80VLpn1auX4x6n0Klkjle06OLe3fsJ1EhHi3M6UMQJckMPRbDeIHrIwAI8fGScKErjjtMwrqujQErP/8entuUoo0EyrSLBJDTsx/8uDuEjf+Di15F6NDITWQ+ct/e3XH+n/Bhjwj4SHr2vsKfinfdOhfM9MM6Cxzd4Z94Tqt8a4ZZJDgUwGrLGAk/PZmFPtD5/8XhoxFu7DMjoTob63r2r4xwrOMZNPfLQ7YeffnTxs88/bm9xC6AKfsB82ny2eu/UU9dbTxPSx3gR332bT5POXrDfs3LegTOx3cElgj/TRgLTN+HqdLPPP/9i7u32lw+S+92Lf/kv/8XFz37+We8S+NOMJFjUZl+1N7kJ/hxXylCMYsM7A8HJT/0OUEluz8Kd9xtdLy/acLhb3e9/xen/pm3D7tNN7XZG36KX8x6DAhYtqX35VrdRsMLveW7a4G1PTy8PX8MNzQye9k2ndOkYqZHp8e16hzBrAxlx7WnWGgR9hmSD8yIZG0ExtfJ9jtWw6Xete8ALJy2q+1tTID89vHj05M7FX/3ilxeffNarlYP15MfWRTypfcSbjxq9ePXmSTyvF9tCVotxpTniuSkq3980b+5lO858N1pDJ2YHCZ1L1qEwcEN7vjnicZjxbm1RGTCzD1ocdIX2dRy117Pdhdz4zXIajZB2uButKzOwMw7zG6aznqH2u8G2Y0rbJjdBFZ0/6wUv2ZFJ5clw9KXyZCL5hv/+3nvksB/0bLmznc2hKmXTzsYxj93Z8py4NCM6AyM7HV/pIfhLm/UDdei6x/5IowN9Q2nuH7hpi5fwI1hGIl712z0s7f/wYsqnhHTrXaKfcoBHT53u1/RVdtb0GPyuOXugNVp4o34+pormenV+ileefV+5sv8bxB42p2fDJ+0HXiAESxqHXDkB004J7HPPzt60rKsz2sziT8xAwUGaltmN8aHB2+Tueb13znrhi4cSOEryq6DPMDuF8lalMHtnBOSEzYHQtQiFwBwEUD2UUWMXYV6qwakgVe63hRq9FCLmMmJMy7xvuQa6wxuhSQAFD1dzjGtQ1lkRgpcXtO4rhdihysHasEh1U64bzSH30pyUW2MLR+T0TaS2FknMlMRASEM8GOUzVAnOsmMev8vT1Rn1iTqtTvf+aivLZ2hpeAA3W/Uc8arugqCcCcPx+vVP5bXI6qeGaB0ViUcW9+2RsLoXFu/A+WYv7bCC+mXzgobR7KWPczP399NjPcnmEvs8mZ5odeBtH6EMwRrxMOSpd3qzhv5RLw4xn2qojjG8115a23ZYoeUGvvczpcL1GT9L7lRmHH0wOQDDhhR1+b3Kj7dnYiwYVAk/R6m7fl/Z5uFf/PF8FFHePidO5/0zO3h6UL7fzzPGhmMjO3paATyw1ei7r3/oQJDvajjmgBnk9C4elDXjtsdh2prEYXOwrvXenAj3sy8y+kGrytGLhz86g/9ZI0J7hO+lFq/MeoTR2TAPL9gz/KZILt9xQuC1Xu37yczHft1Rv3/841fTeAUUT5O38/obRW9Vfb2yhqiftSPCaMKDj+thd8zspwUVXrvKad7rpSEf3MkQVd/lAjknHgpY4MfYOIhm9b7f3VMHHjL+cNLDEwjTGHoOV+37lE835rdvjtX9zVf+5GoxmEBFmW0/Oep0Zj4Zxs17DtFzYu4JBAQE5nPhyQiqsx8+hFVikC16o0/aWVhXTmC2js/34Iq/6S70f/yp0+Ci27D8b3/7D/Hpx4vvvvmuoMv++OCUxxazGxnyN6brWrNgIe1M98VjhtpWtJsN1+ONxW9PnOwYjzhH6xBmJ0O/h+ba/Y1OlJvFqkMTbPHRSOF2Yhq7aWSiNut2MBG4fEQofmx70Z6GBf2JJZOnDBjU/207Ap4ZycSzCAZHoIV4nRttwRQj3MiGjXzZkPAGtGyUBbY6ACS+9R5VTB3qVZZNnvZHQGMW4frnCd5noGatDXqNzGnz8FJigo6uuxGKeIIcNoculAfR8oXPaSfgpQg+7fOl3x06e36PLQG3z+rQwlL3+2kCnG5o/7tmQGBbu89nbHs4dLz+0mv7x0rVOPjihTR8ZguHQVFGHuk/mtA4ozhHPrWzke4rN/h0k34bweUfZqRWgxwZmHdf503PXYOLPyctV8JrAtjwOf3UtLHh4fL7zBvQSfsb7/b34I43B3t42JSpT4jFm2HkREfll0+BGTYZYUU8xZS3DyBOYzL3SHDmpAjHykBlOYRhPE7k8Cwu83KRMu9K7oi/4WjHYXAKkdJQOpHOuRhJ+SsNI8LzxXNvs7LoiUFjcFLyQ9GWvIPIyh/Id+Od4gzx3VHfugPZVnHkk9aw5CgFH0cu+a0Cn4aVAeDM789Rrm11me0vRh8YA/tj9x3bc6RqvZOnz+pPx6MXnUxFmFZTqyszHa+fX9zpfGk03+B8onFUL56Tj7lYC+nm9a/hmZo1nL5zbdOoa9yOnLUwaN7/3rTHzYKoD5uffX2zxpSihS6ixlGY1x2FDZa1A7MYJFmoC7/8ezvcE80bYS5P8B/XpFM/5sd7f5aD7934L1xOXf+F+26Rz8CAb7//Mi/dIi9D7ue55qY+bP/6wx9+l/61fmMMXrDSvWctjrKegBG0DemzTz9vQdWDMf4fNP0xIw/JVUCqx2vv8ezUyIrW9sZQvEk2hgXXcOE9AyeQHLZOb1kv+6971/inLV785pucegurDOF/14EotsiQn+DMcKCh9Us5aM7GQjZ8fdDRwXebdpm2lk6zCYxArXG+5d3fZOJ68fHGu9nGlKzW2eYYaS0+Hp/zGn+T3OA+AU9lhsExGW16ym4MfyEgN70P522feBrs7lV97T79ii/n1NPMf4fy9HIGCww66uhycM5G0FsGUI8Sj3k72zjBXBo3r2F9Dpc+oMG1NyI+7PXI64uczf54FhZ6C97lO8mvQMib6tgHfHZIjENh0JA/HJ4Iwj9o98yHrZTnzB+3++BqZ0b0dAK4uvvDlh1x2feTa4dhNXxCB73E75iBY+OE18Hgvn9ryLe3u7wce9kTdK7TSAfiD3tDv9yPzNo8e7owE3sp25IDtsMUXc+fR1fbKp2yiV/srnICAbYQP+2Ln6mf9IxsV6YDbHgAZ/pBj8nT9eZDUnpZe+GkR+4Qi3mDI3RK6FfpGUBql+qbGvozjqxMw6vRY/D1kMFcWzlrLiBe/YIVDhwO0tvRCwVK+3cu94/7lV0a8K/XIPfGvBl1SS/RZy3GjMgWlDQuOvrDzgJGQnjHlobA6IE2dvIArTMdWx1jc+AAiT6CFBfy7vB4dfUwbg6sfdZvfO0f+cyo1Tj05XsZ5z7ZJ6KhQz2byAsU9IG58kOrNMFVMvJ76nXf78powZsA6HOmdWpl9F+BiB94Rz7D5xZFcFAUkNN5mWORiWFyHvUu3onwgE5U055UewzNRYuirhZNrUC6bhGGBoGMMo+iOD96nzMSRTcx5GUrVgdiwYEgxIH7o8QH4pt/G9BJyxDx3vO5PGgd2rpxDkW6PfoX4RRvGknX5xDrnDFfT9gpVHPmdjjTQfPfosOrDZ+/mGMcC1gS6HVD8Sky3qnrgw/ujRDMxf7U0aO2IBkifRFPbh5bivB8hugzYLfi863gUrrhTz1NdoQRFUTZrkOo6nhSL/BW74C+Ve/T2eBXBRj4xLhU90wddM0Q4TTZzXzTwQt1UB54gkkWIt1p1H7Vi6LoksbHyFIuaYO7ffYWXPfBmrrK/1b5psR7f9QlH3jdJgvyBmfxOPJOnuWDgIoTeJZzMBTrndWPHvXK2eZBn7Xegj7at/zk6Q/xuSH4ZPHRh3+6+MUvv7j4/OefJr99Qc7XrZrWW/xFc9X/7L/7Zw1xP8hR1UNtHQe0DNMpq7Fx+mvAwvFQMW37XGX++PFPDQ1/29qtrxsa/m5wEBA5Cvbho+9zHB1yctHe6cqaLrLG4sd6jWB/0Jy5D/jTnYv6k7cQ0Tt/Ee8ZkbOHdv/+/SPITD96RjbaiNdd4vpE/iue4S35ClJnKD5eThvMieO7gNB2P05zAuRDznDz3DddGWkGkzN/Hk5WxE8gUZvFr8G979GTbjCalT4E2P3u0Tt0cGqKJPy3z9UFkHaX+h54q7uhjWA5RIUzJpNvWyS3hwAVDIf/5z/72cXf/M0/bUvb7Vb73774Pr5bLyHYEzij28folJfTeEmSnTRPHu92W+tc9Ny1e8HNvPQEUeGkvtFL3fFuwR2ubNu1+LK6fZAxJHiCFN+1p7n2F60+8TIdYGcFC84V1xsGhz3tqjr1XMmnEl3f6TyCq1c+HJ4LiOalUOk2PN/1GlW0env2guGA51JiHLwnU3igwYcM1X1+TB1t+z5kPqX3D104HS4449jwovKcigW34EjbU145wwEuWfF9hqd9nANx5h/59xQ+np34TIHjz+Lcj6rwfDo28RAenKdvyTsZRm6CuUZBlRNsKjPnBsRUo2EzEhIwPFQW6vBUdhJ5+tcDVA0N8CPH/g9d3ccvNybfij2Vrc5weht0BYPMJw9eFHyZatAWwdrOafdGXmd9y0vlhh48q66tZ9w+rLxaF/KUTTQZBqNgMjLcS4zrOcksyyWiMlTdeGH5NwFKXKnfKLy52+85mfK+aqWuRWQMwauc1ZsMhjrmxRdFz8ryByIjiRE2fzwK0oNnz6zUbZtRPV7R+o1eJTbDc61O9XsXhVhwdqzkXZSG2DANFiEMn3aF5PF82eT+OpB3it89NB7MmtXv8I+BRhY4bKXG6CYo8/cWl13OuVy7TrFS1Gid4c7ovdbb5ESJjHFflWz6IFqSShHpKr2RL3OCVjpa8UgeswWp4VhnT+OrhXK2Wd30SsfoeVXPm8MzbOw98hyKM60/7AUwDzLyFmDMlr6mAUYBD5osZhqlri4cJ8uTXsOgqwvdJ5fyontf5wqvVap15JV768gpVOrUn1Fw14fxmDLVTQiurTqmeGjm0HBEOb9l8yfpvzVO7kvzbIZu9VwoMwPftE/8/q7FUt8/9D56Ux0CnRxfvQsG4eJyPbD4Jl3JgOPn87b8Xbx52glt37cX/Df19n6aBvnrX/9tcqLX9J6Du3nxfbsMHGJiYZCdC2COYey3HoUm4yzv3//hH9o+9c2MEHz55VcjDzqP3NGxRpK0MRF/XE4Lcsr1zK2gFgD8k1//qt/N+1Wnt7yhzTguvVQfPtD34WH3BCB6Il74Q37yj6Mio/JzbtrhcBjzloHznm7CEvx4n/vbeU1UB2No6nqNGjvQjwoYeYqDo3sCAouLbL8bfSHAeDZGFL7Gh6uZIZv3TreQi953J9r7Ljt6cBo9S9M6TNdOgpOXYWPAOI7YllzbAdOUFdwvN0xpNMWbDb9KTxlMAXXqOlNZpvnw6+uvW4/AQY8B3dEx9uXVh6/q6XoZSyN9TUlZ+MZQZsIn77TVaB5bJGKLLnJECdzQJ4D2Ot2XPZuy4a5JbHs6HMHQuA6iy0loWpFk6JPVraYA2DG04wqZg2OxJLlyVnZZmP8nH/rRSfMFgs0J5xi9zz63NToBsPqTzmDan3idkyqol7ggnSgkHM2XyZny50tY4DEjJ/Iny0KdKUs/wNs61nbrmEWFm1Mvuuj35NusXecwaztypRT9X2deCNM8dws92T1wg6Xne07/9GNkcR6cBLYRXiOMrrFrcDW9lnoaAVu9XXs0xwfPVlEVR28iifpsizYIm+QdEDZuHDl7UVr5ZXd7xp4o53oOctEW6Xf3X4X3PAuXhbb5ejpy5VstEjdSMVzqwbSE+EFfBBsz0hdfp4M7IyBBUkcB5QS7Uz/CwyO9wSiHiY2tnuAjSoJ7qQb1tmcuqnAUHewRIw1RBFOC0I79h7DSJUqJIZsoqLLljam29+g9Xr5shfcKySrrlynk7DGvR3plmJcShMVpVKCgpVPiMZqxaZjfsNKzmDOruDPUDvUwX7xzoPYIw2fns0W50+Mc/MI1QcC4NjLfBLOp78qME5q8/RzOYP1+JsgYBQyPBGPbiAbxKidCcRa37qWEhnFepCgtr01B2huaYTayw4CDNmyduXuGPYFVMec6kV7GMfc0QY25VY5a5G2+FoNmaLIG4S1fwvRnPUPFGKkEPyvjE/Kd5nHvN9yo0WhWL50rj26fg2orrbF55FuL1hvjWBgNawXQtbJPFBQX//pyT29Rz8aUAIh+u4+PoPY1+cWBp57IJ7cAiMLNEFRlhh8DR5GtY+DLPPfRMKAHX9canZenoGGmbOIFXTHdgw5bWpzy5tAiIjV37kUnjOCtVpbbw337g/uDz5ui9fx+NNTLz9laJey9s28KFO/d/Sgjm1O+1XamAqhXL536J0BgiAKcM5mh1S5Ndegt49t33307v7UNc/d4QC+++uZPF7/77b1Z8Ein7rZ9EF+c///HP/2hqxcXX3zxs57fDz/rSWgDB41PmJ/Rri6hJ6c9w5oY2CNcn0OHMozTjuOlrYunfDH67DXg05P21cPZfm9NcOBWBx6BDSaJTflDTmila4zQyLs6GSA96LM9DToakzJhxdEPrHiwZeCf/nSfehKzNIYtGQqAZ/442fIwyqwNqJ7mxwWohskZxDv3bjYt8tHsNff2Qo6PQ7x12/kUZJ0zj7fWPsz6h4JtgZjRkYcFvaZB4PLxx58U7GmrV1v38NnFZ98/6cz3r0h46Dqdg4DiXfC6z9iIMdQRw96MY+Dv4pEFcqhF5Vxh8luK99k4iOGvZ/iy9hOs29nHTz/tgCHDx3VoTBl0eQRs1t60Tz+90tOkT4bi3x9RCWD8C66q8LsPbHaKFG/V6L4Mm+gRuyORycp6n037ZBcO+Wtz2qJOyplGX+YHesCv6uSsTY8jyj8M5coe5dAc0MEzi/gez10HYEENbXAexPs607RBlPRQ25zAN7zwUEfMtNnyNRyyk9xp1McSgJNN9TP57ukgqGMWN8pJD+Wi533e6kLwUbesQ4u6lZN7+axddNn96JghWqkvAABAAElEQVTrQX7wpxF0cXivkxAgPKK/41/g/F6bAUj7neAW0CMNPl3Dw91x5hjhBqBuuiasEU43ptKAzxAeJFBfWmeuRARQFpzAoOhwfJ0h4KdPtxeaDrRIpYMeWoRkXmuc2NFA3mRArx/Ks4JvqO9wKg71UL/TocBwIpp3EouKRXvPbmzQ4KAJzJ+eageAcEquQ2fogRo4iznc0UwopQPvoeP4STDTMw3mKExZl/6EkyGnjPjAiJuXE4HNdpMKEuw0slEk0Renj7ecdQYzJ6/XoDEYLrZKWcMRGOjlMyy2lol4ndWus8h4n9ujGA2EGSIipxMPivxBztyxlRr/M6ME6Dn+gq9R7VDTGifzrpRiDXv32tY1cswYgUsPZ0g/GBYleia/rpJI3W+K5hv/+7UNPhynR1DewZa8up6zpY/8g9bxp1srn5FXvBqkyciNaKguST2kiO5rtunEW4acYacDRHrV8bfpIzSH5/F0hpFbcY7/emMTeNWztNDqVm/C8wpOlsOw4JOmP+i2xWbthap+df449ZMzmWmy69jDJhzpwehCQ/5GZ+geHB2KYnHbww4teZVMwPTSoDlZLh7PFqrk//f/6T9Vxxqey1cEEi3iiv8vZ+Vy+pO+wI+zFdA5ylQS2TMMbx0tdkX4TIPFDPexEo50zCibXj0ZjuFLr6bn2/MxXoccRq7lP5Pfuyh1hysN4ZO76aGRydvvsOzZGsapeZ7LcyYGjmQGt3RmRrGiSzABxxlyrGo9JvTFmIsPHKzTc87c+8o/+ujeHI37Uec7aCucsmmCFy8fr2OP/y/ryX/2+eczSqJuweTDRnF+kxP8oRe7/PFPfxwDeu++KYbrvTn1o7YQdhxzi+2MelTt4A7XsRVu4K/vLujaq/hZ3JVuh3c6fkUPKVo4efi/o5tz0p5WX9ivgRIs1wJpCcsFLXNITLR7Z7tFs2TODpmaYQt2ftjU3tZBduwoPE9Z03O7hfDbh7w2+Hon18VhCDoIW5mRw+Lje3XHvZFPeo1fRgM3yDnynjI+wAm6nVR5+hJl4bYBEF7QQTaO3dn2pF3JZ/SF/blmoZgAE/6GucA2lAArX33wBd2z3mCe4Gnw/Qu++sYZVm50fPRzjEO5BTB02EhpgX+0TZnaMDxmNXzV6jjqKZ9JnYNL9cNjetGVxQI0gJHZmJTEy3P8OL/KiOZZ/zPX2eX0wNSVw47QjldIPJN71oK4rw7JX3XKOGH42St2j+kVuyggJ2Azf1lFjDHCfc5Ir8eTBrGgjuIcTHz0Y86pIbM4OYr9NETGCcQk+b0OjuJ7Per1G2tMMZVgMHJTv4ewNQB6KXoXoxR5uZ2vx+gaQY2Zottzypia9+QcGV/PzogLjGmcw4mjmqGUYJb2cZjRyxmsolk5zQGnGHCrrEiJEM3Lma/VU7lc74jyvGjk4KeOYL3S4pqaQNmPyuqZa5iCgciqvu5nCAiVIpk/V172mUOrjut65tUDDw2oauZ5Gh7W+GKfPgeU7HIUXsLhGFHfFCSwfWd0KhjH3tKoKKXTNjTOkWG0zVDywQeB+ihmMlnnpeGss708J25lxCqDX4yzbXDgnMqIuxwnJT0b7dBZfoSU9W1S7kynHKp99S05FAlUZBuofNuLtw7hgw5SeZDh6/CcDPHlZ2so6ZZe99Z76FPVkt/wIto5iAnCBh0Rs/q2HmsiXjZ0S+9H5IxGQtvh7jU6eEIHOQoNXvkIG5zU4XQyh4RI33fSmH3TTqHzud3Wt88+bZ73bx9d/Nt/+3/m0P9ji/g6DOfKP7349NqnlQi/ecvVGSy8LBC+1/MC5BJ+zXxheul6+Np9hut87jvSJo3Od0We6JZ/jBRZHAmc6QGkl2fvaR7hW/mNfkh4qPyljN5Z+tSLyXD8OZ0NuHgk4Bn9Cgf3YAruBKrBPucOU6Ux4vbNf1jP+5c//8WuxUlPvXnRyXwCobudhGcu+e68p1xv0bZRtMWjhq89M6pFTjNcHbxHHUajx2sqi6w5TAcDXW0kZWgKqeHVQRg8R1012BKajgY4NEwbaucB2xM15d1gCayFt/LAH+nkyf4mWyc2cnrxtrrwx9oPr8zltKfyysnvs1MsuzhvFrUevDR16XW40xOcmuLhgcO24XS3vNr0BhqbaeTAOZ30JZUTV07RtIc8027eg+u3D5zlt63NiNq5MEydevJn3WDMNRzKP3pQW30Fx6OjcNa7ddWWlnULf5o1+xIfPDjk41ROsCXlffyq1XatzVZvNyaY8az6JWX6GU/YSMCMhJnWoHvr1D2TThrULLF1Khm+xPetP37AI52S4KHc8Wt+e103Np928sQbL8htziDINsz9gU/X4lXl8MS0ova5dmpxmXUJ+YK2pu2Nqf3tnzXIg1eoqIgh5TwIa5gywwNTz5Sa6CiODTREdOVkpWcJ60oRD4eKOK8u9JIFx6HWsZxI2wsvLDhhfL0a9GXUXrLtJGAi/Jm/rxYy4JT0zhtzTwCYKJKtTAIQtc8inl4fqOFS5Bl+bLHZBzFfxGvuM6h9qnwUorr8XMS7SDGqmG7T0zHk4XoeJPOyntmlSw27oiXHOqc5JXAnV2H27XpUs8o35wrfy73mVEDAWesFmzN+WWP3LuUJDAyjchK1MLRazOLcbWeKP8+wW+CjwWLW82BdmV5V+FWX/eYWdiBjFi7dZBTraRYcceKzP1gUiphRbDw9VAuN+Ifi6p4GECPMYYVdAQXnW96UaBR2emJGD7Yhqn96A8lqFDZ44MzQK5iIPxIDPtF4v0XZ5HUq8Znn/HYfLtLZgBA4+TWEoz6OYYxe0w2e2YfrPPxrvazn9WsGcGkWSC2wQp564j6zfdK5910zQKYS9A4XdlMI4a6x4OOjenAcgeDwYT128/GDY2BngVl8oGvrVAse07EPP3wQb67OwivG5G4O+H7nCfyiPeW3Cjwe1wZ+7KUs1gzc6wCZLz7/VTJ/cfHv//2/61S438/aCIfNXM1RMUToh6eXlZgv1eOCIxm831tAA97O/eS8lJ/6Hkvi6+ramwKL76eXBy7dY1wmUIruK3NwjnaxQcLwXg+rPKlh6IAT/YZ38W0CGHqhjsXLt+1pAZn1LNrN7IWvrrwUpStzjysvncO36hoHVHuxNY8+f9iC2s9749zPekkNWbwaJ+x1yl7FSh45tuZGtRUvRupHOMFdAF+g2lLwN2yLzsTre8H6fAILPd7r8fOHHxo5acvbnTv3L75v3cPThrBt1d1Oy6A5dPQHOUMnY86wr/n0HS/ee07u9ElpZS4VXKONI7eHXnt1yhqe7a4SzODQo6PLeTlHL6ABwwmH2s8lXoYdEDTWvkee8ZMu4J+2xVFpeeoax3LoBCRMDW5iB2C/+Y6bA4N5XAjv2m/sLGOUBGN6jxO0dDx1eEwQP5p2tNsy63iADy+HkaGJTk7qN1z9mjzR1eCj/sg40B3xCYeCsqGv/PD0gZmsvbkrcvYOxOAk4SUbuvLnAJdOrkudVG/0klL0DOTRyYN/4OPT+rqzVjLoCZoOLOCFJkl7EhhJ+H3K2BTq6xmZXV5MBjUOjtt50gl56lXb7EeVgOu570mu87nqgBY6B+uen0EGfrHDVG3CbARO7gMhICjRAJ0KAuhZOEN4Y/Gt8Kx4h288L3pQachRSAhMP0L2YNplzcnoVeH7k4YlN8qwwjRH2LvOIfgyzp/RT0VKG7EOwwffXUUMVwZseuQxhdH12xYOw31e30oYyt9thWt3T1KX8SgDDwO7JGdGC4N2u071BmANtnnx7dlSTg1MZM9wCyQk9y1mM5UwZTqsgON2HCjjrZFfb4udHtgsfhhFoCb+eTXnvkjC4SOP6zFwOJy51e8atR6HBqTHcuNF96tXozI6IGDCc1t4GD2/4XhGgYNgRJ4GdxQk/H2fyslBrkLKR3UyCuGIH+OE+z2NtGeUGG9OfcHDQEUHlq5+yFt8MCs2B57KShMQdn38nPxT71Ef/cMaBn1haXrVXR0ThOSE4OoDvxNnjU6dEsOJ377pmGOELZhCxz7n/BpJiX/4eeqwugfv7hkJ0eO3fuFRL27Bj9ELjTUeqxc/p+FWTi8Qvo8rY4EdvfBGLusYHnTsL3k8rFcoPnt2x5kEz1pB35Bx2+Z+rBf/5Zf/MMO8j8LTgqdpwMEzGhUJ/XYufVocTXRvFkomczygQeRkeugNPeU0w5dE4A3XCfrSb+eRT6CaA0Q/XTSFIE37O2gjn9OY8DLaBzmTJZ253g6VfYc0vtMdj/e5b3WPfCo4sLoDj/FYmlzX87v75Mp54y/6HO/MTqjPKFMc7+yK6xcPn9QuOljpxYsCuLZ+To/0VetQ0gkBBnmMXgRT6icQ8zHa9XGnyIXW9H7tiHhka1u2gqwNv0/PmfIVIJDlQUbILrxB3zXykDL/9tlJOxWcchxEKRc9uqstTnsKiHlbMlTf0Dk5Ae5ZANi0/Zf/CthrvbI8UyhpQDmnbW/Dw24J5pwzMYuUIVkiIyNTXkCjjnHww/N1QIPjQcvIuRpnXr2y6Np2c7T1gYgudqppiMG9XOnbvh0NS9iEtf+D11Hn8GxgatNVGL/VvTxaXPH6UvLBn6vpFR5IZDmja5VbfhlxW/zVuDDAWtkro+61G8GkS/2T6GhFELeyPQTFqfNyg1P3pk0fgZIi6lVWvfLg1Wy1jr9nIBrAAC9e6qML+CepBtmh0vfSCNZMg+T0wYMYPZzRqSm1OE75A442wgayTxMU9Xt65vmYceZLHQyh0L9Dud4iBJOUEmIjqK5nqGOQV9UyyvcwORvi/HGrjiHuBRQVvrjUkOHreqKP2woyitDpQdevOwThRfd+7LCMD2aF6d3mfW+2xYpzwzh9DL2+UUw9if6pf1ZcDg6Ux1xSAURD61a232xYffL3Qg17jic4iY4bHfDhyNl40LDEGsBho4p8MLQgw55OixHibHDD3XwN5mvcB73ngj+KamWsJ3B2HjAn8aIRhKe9B/mSQx60wOqzcMyJdRonXs3xtymwrTOz+j+VGiPbM71k549fbX50ou5MwjRk/Gjk4lmRPZgch1PEOKnvvuuYy1Y4W2SIZ2c6lXvOFCDnQnCyMRri2fkSHUbdb8M5hsfJEKzZ5hZOnNYgEc0TVNSDIvdpeOAOB9UaL4alGYJW9F9Oxtv4NQZ6pFS5yzMGBnuOf7QNDgOrBorG/SxcjWaNdoVKGg1cbDexPmENqgd0hQF713j0as2TazC7fdLcdqMoyRg0jUSjnRec1DO/30lij50DH7/ovsbm2wFIMCz34FqTWrkmoG861GRGmRotQMePBWbbxA1vdyhNh8Rcvfqr4aOA6JtvnIJoSqZDYzojQMQ+QYmRg0RAFg7E0Ys1H3/dS2Iy6j8VwDkQ5VnrSkyTCBrfzMgTHqzsaTgchtHxaLgajuDrsVgd7Iz/xwUqeuuGn8dg9HyCTQ0lGpWfERzfyuNBYDlewcDA31xyjAy0HdfWvWhDPmQzab76kyxH1uTdR93aBZ2AtUOMnnWq4fffftXWTYch3RtemS4SfDx92uE9pkPSL6he63hehnEwrq51xmTaHZPbtT8O3fqd2w8Ewq8bGfmidSY/tZ3QNk8OU1Onp3DiiFfXXUuD1/xdqo/bPaHz2jp7VD409BAsbdpvfDPNdnBh81ThBLfwLc/p5NkItU1HOJ5rBn3Nc4ti46waRx7qMKVYE5hMeEBDQ2hgx9HKwcFVT9QD2CQy7vmKeR3z+Sh764GsAhJ4kv8G8UNkRfuuPkGgRKffZPck8q5IuK9MTUnBYdssKfZQvvm7vB3ZZ2/TorHpNGHmyycPXBfu+Y3nEefu2AHf83Kmg3Y8wko0q4FVmMChm0Z63ec7pqOQjsyIpsYR3UZzn2mEYaP46v3Kka5ORyl4KjjbBFpG3WqCVpl7PGvK4sGM96uvqeAfXz0sZ6ybNqaUtPrJ7sLbTgXz9i/pZfnwRJuAjBKjp3IGumF2zEHsOSw3+SaT+zOsnVGBx7b+iHLZDQgPhYOH+3rDMm7SSyB0jJu3TIWUk5uuEKg6c/IMgdWaV366cnGnXsqt208uXtx93RxYi4QyptvTCK6GGMNsFaGo87FiOeczgkgoGqYhN8PPL+sNifLPOboZPq7X9MFLC5Ce96zedA3fsaxQnhcmIKjGxm+jz2ssvZ5Uf4WiMuS2BVzJyc72iOizqpqRtd1sezfmvJ9mXJ02VvRZ2d2OlQJ4UUUN+TIFaaUtTjH6Vr477Y2C45/PzXriu08yflXnLihSIoce1FWAYqRo9hY7hlgv0Pt4jQo8eNDCrfJ5cc2Wj+PBH4T6oxcDLwGAVeHm+CPdk6FD5G1kYRtKQVc0K69n2cW0nXFsNQKJTkwjJJvjDrlIGguapqcBh0mb6/gxaA393ZhGU751rFFbESeh0b/R02BBQD5pDfXWoy5BHrwnkAxdW244kg8+uNk860d9Ws0eUD3uq1e+X5nk4BnZ5b/o+Grv1H4wx65ylH/88k+dCnZl10YES1AzOngiMbiEU6hpfByzj/ZliubreukJuqHiT2t4nUTWXPyDT2yV2xGeh/XE//THr8cKfPrg097CZzV2Pf2mawxlO43wUQvpHJDy4Ycf1a7au95vC6I4J7pHZndf7Va1kfV4azqzaYbsw/dJw/xWs8uDn1ZGf9UWrk++fXDx8bcfpqcbtOCf7V8TOHfPtM/TjismB8HPLOak/8FkbBnDVTDf3etLkGdKxBZTx+a+zDDWQiwTGbuwZyHoUS+/mKuYexithnELNp55cc5Pty5+sFOgQ2PiSvvIb83xxz+Ez9P28DsGV6/9Uu+E90rlNcjJvX87vso20EeL377p0371zrfHE/y711C+9Qz4UsbwyVlOQKQHuYZ6ufhOz4h++Byt69yG6rFHbJ5Ah+PDP21DWhuSrYgnYfY2DeeqR5vBT/rLomIptBnry/FywARKD1ZAOdteuw+u2hfXbXdG59hN9+h1EN7q7Djl8BqnNj7gLSrbnvqpHP1IIGv61UfOawLmebnCSYDS/ZDb9gPB7GW6IaEH9fvsCOi6wb5cmkjl5GPf4YRfAoIkM7AFno6+loZP8XT5tXS6D76b+yItv+AZ3lA46MPLGRUY+PGqR5drY3MVjnrfypkq8yY1s7nkd2VwXFmce9JjXPzHP3UsnWUOfz7vWF9ldKw88h0YvuXZygkdyY5Qx26md/kbtmcEDqdyrIyGwrArD3r6OaVHJ/bZ8da0mhDEVKzagIwgu55hjQpIJ9ARUvhheLSO8VSmgpNvG7X69t8OjYRYcGa7WtnCnV/qXnnCbRx/BsIpct5aw2mY07LAxbGZk0njOupQkfpF2/OaxhDRu5xGOPUc+4ybd7KQx+pQzl7gQKkYqVtPDckbKjQcz6kGNB6gL3lPw3rcmd/PGmWwV1Wy5WV6zAe9jDVDdG7pUn4i81GM7XkbDUC3Fa+CAY3ckNjwL1wZgu151wsLV7zUM5whx16N+lJ0h0kaU89qO5PGAHIMLZYxvO4FHnjMIDmABE7TI7pqIWLMXvGMbMs29ImUOVnDtVUQTvHDXt56q4KEJHUY47YC1vhmAQbhxUNHEkoUHk/hc35T8tGh+CFgmxXxXaMdfeP4AzMK2f0zrR4SA3kGv0e06Exv73dj4FSvoI8yMWhB7pAY9Z0HmtDlA5dyOSxk8sMlfBkU5SaoSgesuQAX/gKd+62afvjw5w2BP7648dD2oM6+j94TI3kl3/htmBO+eLGHJrWN6k5v1Ssw+OzzTy5+/vOfXfz8Z590bGsBVyfOEQtHSD4Pe0vbiwJai7bomAWXnGbAc6TtSf/qq4K1bwdfzhwdn37y6cWNFnrhC+drugXe6BkLnNrMUc2D5bCzdvWkI2f/NIGJ8+cZFIuqhpbqwpNRF3PNh2zwkAxnBENd0TdMeCe6ym/vCz1gkaX5YPDokmFsdCzM5Rt9lXfqnrx6dGGUQ3/TULrV4tqs3z8UsFa4YCz+3PjZ6OXXBa9P0/e7jUyhxWl8tvc54Y0svVWObamKqVdPSmDx1dfxsu1pz1r45q2N9wqQLITTFo2qwZE86ZUXQhVOhQPTGtnpnECOPaTveIMaz4ycbA9NZ6dyY+OIMJ2BRGlGdo5rZcBhcMACRTl14d86pPhTMMcMkMv7CZ7gmv7bxbEgapOVr8DI6SgwfK9JMSX+aMaCqpM36j4DcO1y5VTe6ihnH85pCs+zs27BK8pmGB8NATxpZeO0BXkFxdda5wAcno0NKOCAK+atXwkH/AwGfvium1aessSXsyyYFvvRR7Ya/VkAYAZuX1N2UO/PGXiD1//9hPWcoKjd12ZeCDSrCK5wmo5kTHrdEeICwZGFwqWV1VxOfnAHv4yzfMv/bHv4DR9D0mgB3cHbsfkVB67aUgp307YEDPaui0FvvAiHE/+tcf92t/L7UWbDnQGKwi6G+mWEIhBRySrYZhkAGI15esPJTx5lEeH56fAjuwc7xCaLjEZECIwT9ljewLWwo4iGw+2IRUbJcOObN5/1OZiOqNHEcDoEC96enb73JiIvP6XkfMYohJfgQC/Wam/G+/kzDrYT2DT4etXXWjE79BRVMdwz99wcJucFL/Q/6z3ZlBNj8Qqtev6+8WmcVnXqJb1OaW+24tYhJVc769nCP4caeBkApdZ71vtieAUbhl8pDwdAyd/UM9ieuUVx4BtuIfaUK37+f3zdh/Ndx5XY+YeMH3IimCWSksZjj2VX7f9fu7VVtne9wfZohhpRVGACSRAkkXPa7+f0uwA05doLvN+7794Op0+f1KdPdyPmRdArZoDwn1F2zxkEQ5BwHFyurdP3PTXPWO6PCyQM/BKEm/AivbSi/08+Lw4ghpm5uNrF2SQxpdGfcEyQ6dAl3Le+l58yGUOiOiYALphco2T6Hvqo8zb4lnJfysMRghscg+vaTrFTSgSh9mnrUlpOiHOOfM/rK0tazl240shrKV0GFGXiw2DisRAdfb/RKFjQmJUA+iSwNWXqnpUL0Yx+95yyxWgUIRrkptXezfjStmGovCyziUf9MIbLPG8DmoxJy+fONQXi237illQ5x7xW5wFqxULu6GtfffOqfooP0x+tvXa5u92o9HdFvd/OHWw++ZNP2u2sbWp5ooxAlxBYfQI2fYrhFwcPyQKz8u0DsWJVvGfgXGwe+Uy7E5rfP9OIFS4nbeXA3SaUlqEKJ/iaiH/dh4s31js4w/cVP7y6GSbLWFv0PHOzJHGJwautEXltTfELKE2I2wYZ1d9q+ojSIHT//W//fnDI4Pruu+u7n3+4URlWEJzaXWkK4713352Ruu15Lx++tB8MRKPBbNmng1eezlp7a8obpd99svvVr35TXVF44JAdmyeubuwRYymhXIvWKKubaBKtwIBGirmYK159bERYXTxEM8ochb7k4pxTzqNYYnKIaJd2GRyV2T3aBwP+HHxlTEiPflXpPfknHy/HKNNwSO68eSljHTc9nVF6MC9+n+m2EnsjHVqBn9XPC/6tLPXgQzKUd0AsDlpbucNA9KTvDtU/4MPLcJxUn3t4YlRorzwLjsXjRvPk30ajI0Ok2RuE4J2rr7kN7/LDi2+j1GdNL/Es7pyjEVz7HDruFTxzPwX8LS4o100O6BtTlnhjyZjjM+hjpNjHw7/Vbs3Y2rHgGDiDZb7RcXW5l16bph9XS7SuO1AuWKSDQ/yjX7cLn46xUl3Kke/121UCw2HaXBkzMl+ZAWK+CJA6D5C9YYkBDNsOIuuUnkvnmD7E7N5mHdZEA+ZI8znVMI1QZqQ+DUNrs6kHBtaQiEMQHGIy3/MyAfUigfas8p41923eXYSqEbq9te1uZu9zeVm/A0/2mGaJUhdU5AIVoTNEFkO9SBBSiOa7HTUJuYTLWMOBcdBe8ogYQTzIyv8+l+oPP/w0AU+DqGAw4h8lfPrs7v7dxxkARTgXrDfbh9b5OosLxrK4MBIEgvLC0ZyT+yRhdG9cY2fasOSgU5oOjrU1Y254O8c9qs1HzK9G7MfatvLFBN5URHVq79n2ncZMtwrOIToOxzTWTWMqbdkUO6Kk4MCJQHyG4CmW3m1MVBHrCs/aR1jjM/giYFWyFKVApEabBPtWnq4rnQ2G+ho8I7r1ibEqS73P9kOIIeTwgpHVP8p5+q9n0UG1/Q2BAgxM8hEG2zWGRvUJCKyrEuprAxGKfLWb58W63Ie7j375MXBXcFh7+TMmtOvx4/v1tW2Gj+xuNDI9lQF1uSMyf/75xxktn8qDcqg4hOfPHqasW/J2SuzF2vP77TYUeZgx9+Vf/pph1ij92PkRUIQYV+fQc3xDqMPditwO3qz9Gz/eaT725/qpmI0OdzndqoMT7RZ4+GU7fAV/zU2pW27lpLbOry/YjhGBkvHTw0aljEubUzx+2FrpIq/1ybvvxK9tdCPCvaqnXrSw4RkONjpYXBG+g7fOa6+DE520V/vyep1oo5ULHdRzpvn6Ux3yYhOVgBsBba3wcaOG8Dc8NW0l7PXMEtZoh8AzFaTv/qZPq0va8ViTH+XRtHRH98uTQuFRlqYjnsVLay210d6aQvObMTyu/KjlVIbwBx98MMGMnn/xxbWhF8v2Htxvyd/JTiI8dzm5YQqieIXgO5YRjdJMf51qX/4LF95qbXpyKWPvzr3r0z7xNk/yBhxLkYAOnOv8h5RX3i0HuQw9exty4dkIyrcLHSZZ4k9KlYCugGSAa0bmyox2sdj0UYbcdlGDI3vnAWVe2+srwvplivFFZdt3oCfTp+QVfjWY6kH9n0FQQ+H/yWwUVVoysNdk1zKKa08DBjSFLlzzN3iW3F9w9etVemnklc4cvk+tSF5n3NbuMcDAFTxajUYmyK96Wf/kgCBJmyC9iDZ5AsdLWCn0zDHE3/0Gk3pmbj+vAhgFmS4s7ekoSKxcWPSWqNqjENWZgvUNHwNwiGagBP5cpn2mtn1/eWigAvZ7yf0T6QH9O/3ac8YTXp6+oqjK7/5NnvJbfeolA0uw8vebcoafkc9g6RkYgAgu/VdjtKiHq0/gT9/ipa2e4ZrSqwt8roFp7sLB/lnbuXoS0ipUm+f3lA0RGrAqWUDXWTH2cgVgxBpQEBtljPAVoG3jSgigBVRp+rfajBDVp1hA+Wh8/a7TCqQYpQMJvcOoP7/8KaYs+juF/iyhbDRDWS0FBiGr7Kl3/qht/RtrqPcsV9eL5t7s4sb9JkjODmDcJ0fup4QTIpT59999t/v8sz/vvvz62hgTDuQ4137d3OuELYY3crcs7fbtkwke7sM2jEmJa9swFWOmrjNK5GGw9MX+0KcYJGfa3KLRd9Q9AUu3OrJPhOrMO521nhxLLCY5Us8T1Igf/s+dPzfEgUAcDnGitflwfLMyLubGPdfyp4MC9+z3vqi2kiICRLncbeElJuGt0HfHx/pZ7kT9of+nvweChEAMS4gP89U4Cnm5z/f9Nu/DbwSI8JZACPYRZtFP/Tj1j4JJiJRGv3nuPlDmW7WrRPDCobwxWe08lAKboKDSEHCugXP+JCyqi7FHYKGdSpxYCCO4lylLO76Bx1JIFjc8auvZ6MiyQvu2P24kyGUt5kAwmTnkEg2NOOf8oNgKSvbi1bd33Lqf/vMfBjZ8MMBMmeh84UzE+MuE5sw919eCHM80XaQs5TAoeG1GOYU7I3jwW9ao7Q9amoim7PMPB9qnPwnC0ymyUwLWMijkGSMJnnuP6tH8BOX0YI0me9ozGH5ee3l3jPA3j4J3Xutr3iI4wB+EvumapTRWGdIpSR/V2f0pX4BZhYKeaKn+T33ySbzKrx9Ljzc8QycKGXd0yn7JAv27Nk/xDb6Jkyg9mGSc4L88UM4fv1jsgxUCf//3f59h9uNMP+CvoyltpwWeOrAjnPoohKgrfoNENHAzdz2cXmmK4t333t+dPnu5Psmou/3nMZpsyFOu8i4atknU4bTG4DHQ9cm0q1SMNu0a2quNo1DDPZ4o6bR38FLaEcBDK2B5fXmOJxCT+zHk1FN/T56SK8uH4mHYTZv6vfjRjTLXh6JDK6/xuqbulDWxMlPXPvXkQx31JVlRv5Mv4BlDovfk53J9LzrR9oqaPuxuyX51y1f+WZpW/4Wd4qOWp9DgQ7/K+/y5+JRNlizQgaHd6McunIczdPDtin/RLtWpdBlN5rW9j2wzIhbccEFGLLmz0mrl5FZB7Vtw91Rd/ds8bxHX7m5xTPAojUj1enzwrSQy8GTeNbt5wsvgZqBZ5e8h7MnKrw+2QMapowRoCr6WpIAHOCL78UbtB2IfHmT6YHQbvpnn+s6N/K9xMXl7AK8zliWwVVWS+bjDpsMDdSrhgPHW5H9p9LxKereE7gJCGTo9nL6+jN7tD+55nyCadyqXflm43YWkVwo6KV+N41rkQhnLvDlr89anE3hn20tZxPYcdLJKm7K2Mgf+Gg0Z6jTCW0RUsF2KbGDP3d4kSZ3SnHQuN4T2MMX72b/8S5t3XEvgtdY0YfnkUQzaeeFORDOHR0FDIHerUXMtnvYpcxTsyRgpxueav9WpWdev/zTfmnvk8MmUPmMgZWHk0yjwofXGjd7OPnSIgiMam//GCKFJPfIRHphs+xB08Gk9urbaCe2tFI3ArqMxjd4nPHW8PsScyEhhC0e1qfLGuu05JkYnUxh8whmG7xnBy+5EdHNNsQuf+1Kri2G30m5b6W71rDoWLPJr0wjz7sGkWpf0yvDetfpu1eqdtATlvN+n8fzngqK+vfZteHswZQgmPHVwNsZrGV9tOGEUHBNqz8uW8qGx03lXBMOdaKR18mQMvmuKJXwMPdc1JxqxOg0PCs+1GcmhQ2cyls7v3nnwLLfud+3n/k2D2/oPTzAwCs4BC2t7tcLqhmI9zqLVs92vudxff/LL3dtXr+zOZBycPJWwgBaRwNEQo8eUT6heLNJLffIgmv855cOQtMPdqVzgb/XcfO+x2kiaERrcx+CHUTgdXusbXP7ZrvfBPcFfd3dff3NtjEz4xKto7bWLNt6rPNM+8Ea6op9tVJaYqVRXNBmu8b9ykId68D9PD/pU95E+PR7Pw9MncN01jxjY3YTHKaN+0a2HM3KsVHiSR8umUs6Rx5v6Tzoja/3HGDe19O//4d83Qr+/++Pnf96dO5NB2xTKpUtvZ5hcbKSVYddBRydKtzCzmymKG7nWb3SW+QmekOJMzpzrcJ0YxeYoguFMxVEio5j1Q20bGRg8FIbGDlZrm/bUZVoy/AZ3SyaWovdLWWgjvFLa2rME+D5Lz/A2I5fxTE4uup9C1VEFptz8HuXNUxIcynfhJ/CN1AcZhdNn+r40BgXbSA8MI+8hu0sJ0k07pGWIWiWzL1uaer+f2q0OsJIfwdpvHpYAD57Fo930vBzJ2XlWOaOUSsbAcI0xlFdRnUs+lQax958HbVzyYZXk7s/At3nx1jbZpsTql/6Ba3RI+fTJ9A3Y9/2g0A0Pc0zpq84q6dTXH+nDn1eIEPyDT32R/pl+q3xBfgLjrAkHvKZv18Jgv6Bo4KjMvvXdNjWjvcfFYbjxLnrCVzNKr0z/8DMPDB3g2uSnNEmblXXerD+rqGnI6znzMD5IH6KpWdUzS7cUhrhFnndX4+rYSRuDTU8i0NJXGSWzrFbKuE7PQh4hIRIRMfh0bSOsgUwnarwK+3Ze+jzXj5CpkaVhrVCkj1LmRsYPO97Slo4UoE463lGqq24dHOJnZKZNNRd8U2hMEfIYB5aCPXuWhVj7nlS3E9q++fqr3e8/+0OuzNLl7j7c6PfloRMJ0UZpQtpjqMMp3mMRvDOvETSY1WvvFkF05rwfdlrX/XsPd9e+vb777toPufifzcjv0cPnRSQ/zH37aHcspZ/jfzrLQR0vErQnbx0UAEVwpXQSzidPFDOwZqqHIHedmf6kdetG+TYZedH2jSKK8QgX49nmPB1EMbtf1e5lWYsdYE2Cf5GckeNiRf1WuvDse12ILOTrhiFwcLqG1FeS/ko//0qTbEEx84wgGcWJQboIKGk3hhp8be+qcpU9SaeHZm98Pwk8hF4xkvte+K6+cS2u853v5JX4x9/9v23N+e3gkgv5RDg4kYFzkOfiXHPiFOoIyipTxpmz5ydAynazNvMhBE7Nssg2ccgb9OTRnWjgdvcdaHGXG3yNvBy48uEH787ObXdzdVOe45WoXF4sDAcn0p9qpP/Bh+/OaWwCsxgPV9+6vKaKKIws77U8UAOLs8iz87gNJMLs0JOgnzU1EJ1FD2eD+VDtctDOjz/+nFDoqNuCtrRn6CXhiOZHEKLLPY4XZm3J2/bKGatOGvuxILqHNnOqPYeihTi6dsQXjfh4ho7Zp74yZrOiwBt3bZ3MtT8j0fqTXBAgNksw81a9iF6Vcai+meWX0RrWQ0eMqpNNLTlN8Gmb9VDOXhDQx+MxnjZlmV6yekRwqmVnL/IkENbmailZS+8O2tOeulhL9I5lxF7c/bt/99vwezH4bNBzvimTdxq1X2mDnvKZu62fKZTuEO70zzaNZI98+/gzmsQL8MDBoTrGwUaAJ8coNPBsRhK8koOir+vNoV3PXK95aXUD5b3xBBmp/cM/weIab+QerlH+PUPvlPR4NCZdddWGJQ+XUpRXufA7dCBd/8s6FU/a6n6Zwbi8nvt5fe+7wCDNq0vewZO6w1X5hp4bnKAR5Y43DVxorKw8m6NoomfX4FmZJR4lXv8JmpsAtemLdc8YUTadQnnBIPphKJABjm8eWlMpjR+9bbjY8DVGo6ldeasHcKGiy5N1bbJn8M1gD3Zt9O3avgcPvR+Fr+1zSZ+houx62bd0+H4MiGpBA34vYof+1U9jtImUh6upsxL0UzpipiTiM33tGUgmHkG9weba+oUuG3lcIp7AobnSMLD1+5Ze78zIfHLrREisU7J5e1TugFDZICdkQoL7ITi/Adk/1yIqgqX0leMawpg8iGa0SZ0FQRif62eVPdZVQl9Rq08QwCpjEFEnTZRw38aigmMQh1HsqUY53HwnDyhSigPzhjBznxVWCwaWBdBUMbBsRzeeSIgIuKIgv861fuf20wmQOtzWjoKqzMkwMHyO5aqjLI3YlzvSOtWETgosVCRgWnqXYnZ6l8AaZT5JSCME850MgJs37zZfd7nlbRkKETfX+PFGj0boN378MUI+nCv+zIDL6FnziXvGCF9O2Przn//caKSo/KPrlK0zZy/sLnZO9xBZaQRrcCdyRR1vjpbrfUZhoVSPLQKbHtZJdPzqxX1/D7EHwTxHaX9zebD6xjeG9XM92d713fONNtTnUu4o91clVPe88KdLWZi2W4IMwU5W5Xdvnn4ra5JPraVLONpPe9FYaUI5OmKYno42rE3GRAwse/yfK9JZ4Nj9R/dnDbm+/PhXH+8++uij6PPYbOrC1c0TZP0+oWH99dET52dkvkZFi0aH6biK+zcBVCHNaPtx3p5799r458HZDK3m6esLfUwsvqi+s2fyFtQ4c4J4wVkG3NqUmI1t1ihmzcdevfrWHAJyMUVppzvBcJYgOm3LYRxWcUDFJtSHZ8Il/oLLwXv3DBxTNVffujpzzuvshALMMlD1IzxONPZe+VBcSlAevvYRp0E4D7/HB4zpZ8W6MCQmACrhI0jqeHmm/3RU9yfC64tTeLN9EZrGgDdyhBJaH/EhRvlLVpjy2k7XogDjgN2hNoixwkN7yJHt+ze//k1R/e+EvyzuYLvQSgHGgVmXklV9/Im2ogfR7h/+4sPmy6/G54IQTzVnbtrsSTzddEq85zS5E7WNSBr61P7gHNm2b0+VuxsYwLFdcPU3NIoQK4U+GsVQOxjZYyi/Qc/KgJOtrMFvDai4uTbhvgwhAyKyrfr3zOv9SJrKxOvP84aqpxQpiqblKmjkbGrTpR6fxWOpVHCDMxpA3z2Ydqx0Cw9zX5+Nl7Z0Mw1bWdOX0yb8rcYlF6b8gTOah6I+LxgIKWA9il7J6jFa9g3VLtdSoCuTctTpl70/yDYXWGcA2fsQWh6lwoq27tuYVST/1AXfMqKx6tnwveHYq+m7EsGFMta1+HTK7IHyyNopjXphtVbI1kdb/w8tSCtJH5upzRTe/sn0RzRZxkmgL/GcAcIgslzqzKx5jaN9YXDmwkOKg/PmzFeGsagGyJVoGlMdA9B6NJknfXe+B3iWg4b5FFVbtbWtkUaCBwMc5YJMCStnkDBAEDTcDYi3TtoLh5VmWSmQ7zcr3/ab2+9HL9eIGIqM+u/eNWd3opHLNg8ZMffvaO61o7ktbQxTBQOrugaPQVlvzmjleTvFmUukDHwgnasJ4wdCMHBFOtigOcwEklGEoCP34ge4zR/lkj2UHBGBaQ78++s3xw0v6rgzX4NdxLrlRe3+dat93Duuk+l9cFbUuKVqa7e4OzfvNLp3HnrLLIL7fkuBHqVwDgRiFZyhkhs3rs+a4OdPKZCORjzBsAnrCS+u5VkHHxwO9pDnwsUzq8NreGiYC14n7kE/1rZRTvXxWOMrSS/cIBH0sRhslMO+H9czVOLaGFC/erLy9TV50arLO2+nX3sYRGMwzMv9H7Jp5BNalHrgU160kvEzwqZ3RlaEyea6o0yetzCUsjnGWMyIwrBGtUe5WatbP1pa9uB+qxhO5N0oit2xpUeM5PP4vFsU9MkMK/gwPzaKKoFx7dtvmyf/5939lAkDz3zrGA7R7WpvZQcTpS8i/cmT4E6YPnhyu7ntDht6/Ivdu8/ezgskAPN0O5BdqGUtpwuvTv+z8cvdpnVuNi1zG3xN4UzwVlM7YLKGGip4GCy7cl29apVHdBKprr3ibWW7gnX2qKz9C5nLyFlzzwxR25n+4vbDMUwYkENvo7nCOKKvMiP5iZKm1Hq3jPDwWx3oaI0E451wvPi6Zymf2bQmXBOyvGDebS58vKNsnjHfE7RafdK41MOVKUh2RkgUeM/1sRUH1TT9jwbAh87w/smmVU7kxbJ968NWwjyfPRusZKn/Z/CwyZ41Cr5U5P6J43nHogsbVdn3+u7dB7N88EJeixs//JTsItPU8LcX/IBX2QSve7zwt+lWfevderO8kdFWaeWdQNNeUerSbUpMbeMNTXaOoJ6SVxrvXtVdGWjab6M6TmuyktEiBmPKBGPvZhQ5aVd+rQLVVpbfcAe2klX/ogFwzEAl+S3Dasnqp/FQxNfqHm9D8tQa72WsJ1/gvToYC/qrwqOHyqULvAF330dS7paHrZ4OHwGg3dOuaMjgiFwyGuetKNvuhdiXyoZHZQ+d9oROXVKj+8qo9R4MjumipUPKJw+Y9pe61Lvap5DVt7V08LGMd28H8pEPU094Gv4Hs3ogzwVIEHrWZxRvTdfHS155L32l7MHQFubB1pZDybpXV+ngR/nasF3gdo3xFXISBRBXh/fQ3Kd/GkHBEt46dm22oDDvEJECEMQCfgInEjyj0OscyxIIGCNl67tVaoepe41udPw0OphsO2kUOaBCZkhklayd2ViJMWNwYLamNwdOcwwVu4iI67/2PLxP6WVZ2wSGAs/VffDiYHcqd2EStDTBXr+ONVz61V7CvpF0goLb9kkK8Umj4hcRYR786YWDg/MlbrvP3NmPc+EdTVkcK83xFPnjkM8lOztwPREodCgYmt9sCc31GzdrZ2Va9lUd8B8tLcGeEDqaG/H8vfbrvmgePpfsWZvXCHRLQdUHYS8cMWKao6/sI517fiK3vNH+19982xz8nZSNwLwikcOvU+QENonkJmwvNHeOVm/lBSDgD04+6SNYJKET3JYEikZd3ZchEHBLIA2Jrv6pazEVmloxFX3r9/BPObwiXKjaE/F6RyAsuqDgBPE4xnPR0Z5hei6NVEusdLO/hkAXjQ5My8hcfbcxr6TSRdq1O9dtSlY/nWBMBuRTwqc+Ksmu2OSMIi7hxF04O36aUZWxWZ8asRw+cqZPsBTPcLgVBtb0N44Zl+7z5seOVO7DAidv33ncPOud2m46B+3ag3+IqrwJo+h6wRUdZOA9zZA7fL/NToqozuYcWE83kn6Qd0AE8v27toqlMEXgdyxnKxXs6Pa0vtGPDIPLzdNffeu9+vpMB7H8U1TxfPfB++8XYb8C4wSqXWyHukcZF5R6Zu0S3N2F9sERg2bg7Bkj9VhtEuvBI3UsWhe5fShcHAtflv4J9LIaxeEVziu3Thx/wL0OI+DRqBHVHEFbo7nLR7FFL/qVF+Joc+7yEF48D+SGejEsOGyGIy0BPVMr0sYbVd/7ld+GJ8pdy0sJsvqD4A+UiVmp/ebOnz7LAIr3Th2cy8sV3BnnMwVY+YQsSplBRu1wJCZlZwnSzzevLQOu4DcGh1gJSxcdj4pP8BScg5My1p6NxvEGhbAUX81DbPtreKnf0su7aBogZG3Ao3p4rQwCXLoZefaMzFxydHnV1LGU+jJqBobyjaycIitDO/uoq+KmbLKOF6PZ7+jTaJ0sX3wIH6VMroJZIXg9/PdrGzQpSjqdLt8yPhbcYB3Xet/k2+qjra2lJ+zokfTK6rvKjy81XbmrzkqHgwxSRog+Bz+epltwoeOk0e7TSZMcx6/pF94zaeFl8FE5Iw8mf6X3e/BeXbyzh5PNlpVNi7Sr91s+HolyBzOdtxSu9q5+igYYxF3GhMokV5e89Lw2R6OTf6Fq5as98LZdwy8j19N1tcG7Me5CES+W/OBxbbAvWBftmILQn+uaX/t7GdYHD83IfCntMgZsEE/nU0BjnabAa+cQi2Km0VWscIiGgOymyTsHqtTqQ6I/E47WeZ471y5Ldca1a9cqu8YM0IfGvcWK//HHGyPM5Ak3I/xzkM+ShZqYcB02HIKBBApFvSKRbRpQbR07WOc9qNMpSgZELuxh6IA7WsDQ2voToUJIaUMs9+azhAzFr90O6ZgRbnN4ybBJO3OAIfyFNpXuUQL28MNGhS1hcka2oKs7925npNxuJNw8ee7D+0UZm2Mn7Bwgg8lc6n6cIHmWwP7hxo+lsTd7o+aI7f3jb4/b/kJuP+05l1t2GCG348mDlixlpAii+vT3n060fb0wwl6EP4Q4cQ7B2NTDXt++GQaWiRl1cUsZAZ4M7hmthffFyDC6Pv76h5EI3Ll6idDQhH5GaP9/F2LfLvdo6M1L/o1Yx1pVX21Rh5xKHxjcTFW9A09pvFkwAAoj1y898EEPFFJqpPSlDhcsXNko5EfFGcw0DXqhtLJQnpXvaWUbBR7P7X1cwFw4E3V7+EhLAMOhZ6LcLyTg33r7nZYtHU4B5G0ZfFTR/lqt9heMaN93daQ8bt+6G0xf1x9Hd29dPt+yqYJ3oj2jkZ+bhjFKlcfBOnMQRrAr52x0+8EH77fRzFvxx73dp5/+c+l/3v2bf/N34x2ijLiMP/7ko1GS5y/gs3DVf7y54Rp9ufSHjyWgIW3obkYnpZ+4k4xePUFhMvSehWNGegVNH4xRWjnoU9+tEfx0he7ok+AjvEtjOR8+BAMDl2HPIKfk7YLo+1CD84W3fT/WhwQaGLI44uEMk+h07RJJKSi5dgW7KQ/GTimHtgncu+0CB5eC42Y5bDhAx4OT0kHM0Is6apf59x8LgjMF9XaR7xQUY4p8Y/g9RTOlkW/qrS0Dw3z31GPvBr9kyv53GChlP2pP7yiLedMjnqV/fWnP1lcM+O3SV+rY+GilgaOFr6m/9xRhDZpaNVlfGC2rFh2Moq9QsM90Bt4IQuXNyFAe7WC2BIt2jIdunu/L0d/1zPRNSYcn9Q1gK2d++wGo4Bsd0Y26h4YGmNWW8WwEi76oipkv16Z9knhnSp2ywcFziZfRH5hnBUk0rM5xlUdz+CdsgWbwJd26wLjvjfIz2MCmNYPfEilH3dKBZ7m61/2rMpQ3AJIzMAHfK8/ruuSWLNjA5Ef4Rx4jD+ZnHquSDTYNoPa1LmOttNVBdk3tWxuCb0qrHIZWmJt+VY9rtnbtW33Z8wBYgEg4Ch0RlHEb0gv4MgezLEaV7gvqC7ADVJVPnoRlrU0Inty9k4vw3XeuVn7z8Cmmxw+vDLACsGxScaSlI3/96xe7L7/8cuYTCb8Trd/GqBrV9OGC7RV8gdx/imgLxCH6zK097tnTRmDccy86NY0AwUhGMYcbEQxTBLfvE41k03G1Y29ZZy0ZpS3PA4SFj8oTUWh0QKgwKrI0SlOgWjvHITrMojxu19ttrWnJiJHDleawLRvjXj9cAB28TBBWo29GhqVQzxuZWC9shztEy0Vuj2kjphONak6ebL5sbGU7iHXSVoaCNe3WIIviN7JhNJw42XcjweY4loCrQ0RSSzPMpO9qGwU/0boRkQ1KkJRhkf7T+xsNdNuFNBbx+A4VfWpvbSUUXqdd6aT515c0Q5hVoP3yvx7Rw3HVl2aVsH3va576CKDg637qi4lGGOsrzB0cysTI2seit88B4mM9x/Z9ouhoikNPipF7jaLFV+g7lv+zFCV3q21eKW6eDnEMljnxKo0btrrEaJhvH/du1TCKkERkOkJ7tV/9C1cbA8uHNr755lp9/nD3dkFwBymzR7l/vvjyiw75MI0SjfRvgvaaGnGozvvvfzDK3DGf1qhf/+HHjLNGs/37MWPQngMPm4K58talBJ4z1+F39Q18Edzj2SIc9u/0h4BP/cHAY3wSjrwKRgz6g2LXKWjSbz/mr47ov3o2hT6GVPl8eyWhdvMUMV4Yk4LZjEJsBqVe89K2XX1a+zeakhXsLv3pepE36qjNcIz++li58bjynt16lsz46+7jX76TQZShG+7UBUcAePed98eQME2Gb13gdfnLiOKJOdsg40yrYhxDaxmjehgeDAX4G5pbrSpXApUyCcZpK1zs320yYFC1PVNRD0LFqzYqb7URzS64SjU50Lm+2vhk0fVKs6WVZmCC66l+tck9o2HRO5pc5U//hW+XfBuuVxBV7ai969l6P+kkH9jB9bf1Dy2sRmrU9PPiu/IsICZH9jKA5j09cThZNnDLu0BOl4RfMgG9yqAN+zzgABc5OpHr/YZ79Mpo176EqGSjnOVTQF36Sl/Ny/0f/Qr2hVt4Imv67VtZe7jcv2gUt4yPAWlwJJ8+HqXf9/RjaZWi5leXsvbXatsqe1b6KKN/EeYYWm55p9DDyMEM6TGIBpZSxoMMLc82flhGgt/qXogc+KsTLL0QF7EHsPcQiwhWRHT3AaFx4KToxrXWCHoIu4erYICqnFtTwMaKRsXEp1pTe7WlONy7Dx6m7B61N7a10EWNmvs71rz22XMFcRWJbn03YUkx3rtLMFlyldBvNKQLgOxrTgWqbufCHkKQwWcJC3fHjMBLlIjeHStG4nAuzt2ROym3BEijL2093lIkXDbrihPq9VTLfJo/zRIXq/Z82kEALgv3SFYWF83zw5akBUI4uZ0AfvL8QUuMCAxWfjip3oNGU2dr37kLV3dnTl1IWBRg00hB3ZbMnD5XtHqjBxHY91tu9LD7t65cab/u98JDc6i1p35NuDxJCMI348Gyo5MtKbI2VrAS4jdXjCGDq99PntwJly23KpjH3t2W0cG7JWvmfuXHeLbsdBAF6xSjHJnRlPCKkK1x3VVdmB7yGNIcRpy79WdwEG70vc8mgLYkb6ZfxFZZkLm/1n31VNAwZs89ezPfltaUDMU9R1f20G8Cl7E3VnkK1SYyNpEgvIlt0DdcmbJfwFNVi6J+kqKn4CwNMZ/HULU07Wz4O1lE87GixA/llbkXjn8oWvxGCtOOfvD2xRdf7L766ttkSMyeQTYBkeVbzYr+B3eENQwuxtzwAiLu2ps/56IXC5H9/KLob6dzXW99tKC5J48tS4wWzxzdXb18dne1aOxf/OIXGbztMx4fMVBPnDgUz9hXPiWUAkLz5ouf5uF5+YxBmDKoH5eyjgfMp5uQgw74jUJ5hxiYFLaNcnwYfhTw0ETP4cgFfnnJg7/tm0UnPRyB+HxocNVDScLr1t+mvI7UN7PhTTw00d0WyAAAQABJREFU0esZmXjvfnPUU09tG51bXxK8IbDL/vGd11A8ywg8/RluxTsISvzjHz/f/cO//WSW+R0p6PTI0fgqQ+mO5aSBzSNoMDHyoPK3wce24kC7rly5PHDa7lUg7a28Ht9fvxZPxnOaHlCUANwNDJT5/p69sXkY4RMvrUCueqC8BPWRI2s0OY2cJuHX13zw6nkNVhZag2d4V9/GE2gMeXm3Ipvhv6uvUQBuS7PwxJiTPzzun8s35epHyPF8ytrL73nv+eLBlf51GVt6POPa4NqUO2/MeBF910/kkQ1iBh975YfeyE11yG9zk5l+SU4PTsEwHR+u4zdtTu8lv/KUJTsZa7bypR+sqNi8TfDp30AWPjae29owo2zv923fY27aAV9z7XEBNhfDc2i/e7DRdWIBRkGXxjI/uI+daq80C9eUrhJHeY8eVe/SXD32pkHDimXYcLj6ZfGn3H73Z+olD2w4Je3kpty79Xs987x7tDIp8D4kQ0RP6osEWsyVxctNZs4FYR8uWnXqKdGMdFiCKFrGeeGre09kcPVlm9S1/rURZO4SI84rbfhgC81LbWmZZCvDy5jQKVOEtajym7svHn2V4monpcoawKea1d3hR4uin1S2xiWwpjHNpRCy4BZ0Z7tLS9gI+8cZEadOpZJj8LMvT9XQIsYzImwOYYcrhp6RK2RpxyBtSMToBsqU3Yj3dHOLGRiWydgbu8VoGSKeHU2wVkeRsKKFjcJtjXm6M6lPZf07xIHSvvrelYih+b62iX3Yxh33MlxOJZBntNaI7HlKyqY2L1+Iam7e9MmDgcf+0d8WhGU5lACmJUwaWQbT83Z7Ml9/k0FS3AAGp4CMNmwZSpHbs32ihFuONzSMOPftHMKEwOk+fyLY6pDuTeEj/cqz0qAb7i/9s/p8Edn2GznA45vXlk45rkWUr1MQELJ47kPAbUIOk4wyzwCiAL3fGHJZsDFPwkNDyr3KjraonFUWPDE8vQuHaDkFQsCDE26vXft+hPrvfve7RtLfTPCNmI77xWSo45Q+Iq278Asv1sJJZVUIelUYYaNPKJGBLfohFNDYjUbYdx0Y8uBu/dXOgcFzuP33zxSoaJtXAW9XC1C7nLIxH6z8k9HtaevWM46NoDGwKGxuQ258bWBEM5KdqHYw28TW9rw1UC3d4Kp2g1EgmrbfEqAZfk6dFtS53MuU+YbbWveqfdoBFhjWPu695cmKjcsrD4G3pYEHngAZuO4zqQZHnvN4MHBnP/gpsdddYFSOOc7HKSRlbfCgHe5v85XwYloCvSiHsD9/4fwo8++/+36E5opmF3CHTghcijK6rt/gwMhceWTEd9e+yXi70f3d6V9p9gzhZq71SOsXfSrXBUaGUDeDQy2FD3A/7zm8LRm7hLX02zU4+5vf5MyKKdr6YMG/1flG3sqVxgVe9+unZ3s4u9MHM7L0ss+4q3sN18NbpTUKJjddq8xV7uvf80oTp73zfCFp+nRL7XuDSd8MLfStz8TybF09CjL5/LyDizbDQ77X8oZsW0pVH1nmOXv6V74y5Qc/vMuHI0P5/+RakA2PlU5e6WFnG/Ga/pG1V/OOweTdm20Z74H2SjNdvfpcWaPE931R1viidOmirOkpbwNK+Rs+VLYZQwue0m88VCXTxtrn2vQpzhs66pk89eB8V2xv/DZdVmePRQzSLpnNt9pFDIK4k2cjEM7+MpnXMw5135sF1ORd+WcuKyVzcCrGA2D/Zo/0EDSyNkC4uiCBRXu6UdHlKxdnh6ykX0rrWkLmdh3IBX50grisf5UXyABfQmSPSA81ro9GUmRjsZWeQhdkpON9P8pNDb6D2bZTUBl3O6QIihL1pv2IpfLUFz59WPiIirA9fy5XeO6/o528dq61w+bpnwXf9Rs/jyveiCLzJKahfGp7gmQidC930lWu/9MR5umDS7vnna1uFzmjzoPmUZl6Ao+sL7YW17ayX37RErQCB20/+ec//zVhlQsw0hu60k8jRJZyd+rWMkhEetsC92HLli6PEjD/ar/r+61/h0f4r2V9r/YSPjV82jyCKYoVfCdQjFU981YxEAG1CHIx4eqPVcYiMBjUFUvQL+W6nm1/ddV2KWuIWd1db47UCR1WOAueMYmGuLi52zwHL6ZWBrgIdAQyPND3KJAaOxaucnRklLtFaavvqWWFIdMqBm7wa20+89lnnyXYf2q0RgjnJWlpHzmkPIYURfC06RZ9EHeM2wwM6iY0F8OlEL1Grd241zf3gvdpI8vD5XdKngh6wYpX2/Dnl7/45e79997b/fLDD3YXoxXtsb8D3kS/6JGha/MYNEcRPiw+424j/C+//Gr454Nv3muN9butb39/XMhGp2jhRPw8+CyAExqcKkahGgWhe0vc1Af+JWhfj8y0B+3DG96x85wlmE3iBNMe/ykCwgavb0Lc/cTU7IXS0EeVT7Ru+GJ4vHjR/vmMk/5pozR+P87oBOjWt5DI03fx2IVRwpevrCN+bckMNoOOK5evRBe7jKUfpix5vRONrQcE9DJCjBi1c7wUwW2e/U5H1K4VCmCIShjwpScHKRtO3a1daJpA5yFD5+vSenl0tt6e7oouGY2rXeBBO9zcQy+l2dqsnm3kO5nf+PNawXmoHat8v7ZytudLsSyDSjojdm3d0uIvgyBKR93yMx5GTteorTzvfLZ8c9Of7b3fK05lvZnn1UV2LEystFt6xqf7Lcp+n6t68Ud8hdG6xPf4aDMv2ONWLqF5o/JNNrw27havCSBFeaMcg0F/qStKqsSlwKfw2gwnYBnDewzMhctRwiVa8MJx5fizvzac8zy51EVFKH/+7tPKY7vk0T8VKvWSCQaF0X6waevW71NaZdFz6H3D08C5gJjytz/Trp6vAcKqWxliHUR4JzFsxWiElctj+s/8shG5yNEs3xON8grcmKCYiQdZc1gj9KERJvrUXTXQPeW3F34BSRnYE9tcsTlyIwubLzx3BGhu5JfNA15s5EqYsN5ON/oR1cpdHBDttvVdx09+H3KNxEPW9PvqJKMj9UGu5W9+aIPlYto3c7a5+XT440cRR/taU3JG0U9zpx0p0MbcsqAmS1PmBLcqQMcVOb+NehCQ6YEPPvigwCTrYRvNFDV7OYV8P2v+0FNrxL8bY+F5S+UeF7/2op3jDrV8LHGwe9x0wt1bN2tne2i39EkHH23q4ejhRp7mvl88CNbwF07gpjHvRCj/y6d/aH7wm9bEvtXewa1b7jSwWRbXCCs09gmfwTkEU9sjhxEWJxq12fzCRjKn+xAqlnjYWpZhwfV+pDXz/g3W4LEGb1agEf7PjfTN0a8dt2yNuUZ5S0Gv0fsWrFLu8i6XKIGyEf+M2Lzro4olIFbf9XOuxUD7PuzJlhds0lMgGGCVryyKO+OnhqM9e2dfvHi5Z/eiMwF/Kcw8GmoUCHko4YkHxbOuyFQjkmgpxqK4uG3Nk37L5Z2C5MpTrgh8br7jeWEoGHQA35sS78E0aoM3SKpzg2mspOEJRl1PZ0rISKiKhz9OnTrX9Mrbu1998nFbir7dZjQftgHKWxND4ZS95e6Lr4Lxpx/b0riAN54kbt0nI7B2GWrnB18/XL++sz/5nz7/cgJO32qK5erVy7tfffRJNPte9NPxoBmRM0pL4B49cjcsOgegEbnvyrTF8LEx7FOQPROBvgn0UfTRB+8UHMPb0ePc0RRTNJ4y0kfewwehB+56vA865arsOzwmrqc/KOcnT7Qlj8kSPCNA0fNSkos2BaqikYOTp3ax3Swfe+/dlvkdWTspPn5U0OipNRV19a23wxEvA+qJDuIn8I1SDRQlcgsvum9Za4OGm001CDBE12JsxrjQ38muGcn3HO0+7Z32mMs8bGtYHpo+o5ynjbhvXRtNjIKBU8waPJvnYikvtFJZ4W0pNXLTvRHyKsn7VZZveIkn8Nciwn1tUV2wzbv45VhnCqzye71P5/2mQKTbgl83b0sFTPnTRLWXZivTvctvn+1SHmNBGxm6trxdBi9eTS7J00d+o+xD+Ipg9Tt68G0K9zAe4ykK1hfjkVw1yLcM+eKf9pUa4YMBPY5CQzcDXnX3HF3CNNqjn4ZFK2fw0fuh537vIRs490W/+holXpqtreBYK7vCUTqGN242IlNK9/prKe/qySAacGr4BBf2i1TQThtUVYBcK82Wv+8SB+seZ30P4no8Zb1OPbh8Ey5ZX9VdvrCyGBLiKVNbHBoxnDqdKyzle7a10Cea/2ExpYmzlFJegxCN1LA6NetTiL2+GpefEUwf7jAq5jFrvrXYp5rXXfPaynMUYqOcCep5vndNN7+cy9ouUE9zj1MqQu7NSzxoZHknofuY5RZzULDq0FZpRI0Da6EkBurHE/NpbR4jAtEoFmofV65gN6My8OURby4/EcPUgr3yTdBbwvtZRsGppgTOlIjrnJC8fL4tLjNCzp1tpHCQO7BlZffu/dBop61Ff66dzyi9vABHjboLVmuOnrC4l1v9/r0zM/dp207zKc9fdL7zXoFz9zmv2p7AtqxlkV5PSH//Xcc0trZ5duMK/pkHrtsE5E031PP1whADAlqR7+3b3mj/SB4E+OY5eGSjDtG5Q1AIK3wMb2LuiIKC6wO391o+Zacw+80fb+s7Xo0Tueu5YwUMYaZyoMH5sNIHdz3diK3beYmh5greda0Hi0kG4Yshaszf5C0xIwUDgiuSGAYehgwPvB5DbzHT1bev1j/nppy7be15/fsbw9j3HxTc1lTIwBvONX0C2ZrCMP0ypy2FGwpq3JvqTJExHCZwp0ZZMbExMGWA3qfR+qJ/rtm4o2bB52YQKWn+1Z9L+NYXNWK5f4807XJp98mvfrP7zd99sruaZ+pKm7+cb4pmbe+aoVfa5HzK70XBb99nLP60+9WvfrU3qigo76PzFKiYDei11exXX9/YHfv8i45avdKOhtdmB7qPP/5l3i/7mb+VJ+BircIrRjCMsjWCnQ4c4WSEZApJO6MxSqh2wTshSWDio+kTSw6Dk5JiFD9/XmAnWuqPvgH9lNBAYSR/ZXmO79W7jUaN1uFmu9CBDxqhCKWDdjEmP1y/EQ6KcxBnO/C+qK3vlcaOjqbZzFcvunmUcUbBNDSprJ6lVB7GZww4o3abOt34/vrwpk1qZhQe7LMbV4J7NrGpPTNwCb6XGedR/dCAPk90Dr8Q1DONVePAPUonPAGakJ6I86GG1cJFI4veVzvRjc/W7n6EuYDue+EBX1I0+uE176w8fksnvwtdjFE9xaw886I/S+FJ39X7VN7U7SfFMEpIGxBf1yj8vvHxVr6MY6j0LNO6nwaDqz3zPBhJW20YEPq98MvHscrUtgn0Uk0DLjplBhrJf/w4ij4aR9hoYxlZ1bOHzd7tbAJe4w2fY4xV54voQPWhrK/VZ3HL4CRilWLasgIkwVmf+guP/Z92Atw1j5Y5MfgJXjn0N3STfZHb0IQVIOh9X8jIBfSyaxvwedwbxe5r61vjeTMo/P6mz5Z3RSkg8lnXjPrBV7Khk7mpWPD1x3dLugmbLJlG45Y4zfGMuf6unD+YJVIHJx+nzBN8KUauzh9+uLO71VKstRnLvqJBGiKrgXUARjFn69vIijvQ0qi2vRgEaLL1h7ZRBLD1p9zNjoM83VKRy7kZjbjC0wiG8x0iIvIW8/01lyKlPgjYawro26NkFACpqnHcDxgYYUgPRSty1S5yRhhQnUJOWWHkIXSFRaAYQiajjgsFHgmYudwSpYsXikjPADkxy2cU+qxnZ3t3IQXYFp8drWpUJfr2eNtl3u8Ql1GyGQ4//2QJVLBRiNxvCTcEzP1/7euvdt99+104O7778L13g6epigwrng3KhVvyWURvvbuDJOBv9ax2ubSuu4iCS9QOZkbiN28axT6t7jZHaUQxgql2oZ1hwOiJ29Yyt4etm+e5uH27ndHyBMyBE/WBES0Ge/Eyl0NCTMwDr83UWpXyg4HgWiMawgSBIUYjOgpBn+h394jY+zBAUZtOm/cYZJWrbH2jDOXKs5ShZU9GjYRlMWPB8tFHH0XDSwAxij7+6JOmaqKVL/4yMRHcsfYreNLI2PwxV70d1+wkqBw4pwQw6xg51TlCMxg8Uk8ktb+66f9qn5frfphxn8Yc5HqRso2+CR6vbBpjrttqAsr1ww9/sXun6OtLF083cmYkqkp71zfevHPnzu7zzz8fvJguoWiIyAOBa+EEBEbdl3MzX+hAoO+++zbFf2v3hz98v/v6y+vV88fdHz57e/frX/9m9/FHv9q9/fa7gyvtg2tGA7o38tcmo1jK81leLF0xfRStSaPuGV3rw4T99Jm+SWk/a6Q8aeOpWZoDh9GdfNKZ2sHP+hSe1+qRKug/ej1ZEBvDgHeER6dih3f1DxqAB3LEb0bwu293+FFePM+d1cAr8NOPN6cv38orcbod9iLG6ma4Z9Cndh5G09e++WZWApxttYJ6TV0xok1rgWm8C2i+NpnT5ZEcmgw3AaJjgDx418cLnmiPZxDCeutrvFLRHLo9HPzjm+/5UsYr2G3KndIUjR+AvMoYXFXQ5naGs21ULu12uZ9qV80jt6Zf9kkoYzCiSYp2eUxWfdIxmBccr2EIyoFnPV9wUTwjE7X/jTyjj7DiHqaBPrxv3gYe1eXaVma0Xd6BKVyDhRR0jYciXJC3FDe8z7M9nT14Gn1qo7opeXnmW43BWI+BdwZiaBuc8K2NiMnlQZf61z8/JFRCX3DZP4+Gs3quPhfYlTOu8J5VhJQ99yHnXPSJsrxc8sit9kzq7l36QR0Sowc7Vap3XfATXhjAXdoEXrJvM7BWuv4qu7r3xcbLRTwbodp32iEOb+f6o7Qun0uB5Nc6faIDRRqZGyXfTYnPntIx99EUyiwRo8Aha/+haChx2yISkBjGEhp4dO6yUTdhVh8tq6pnGubAkwf374ywOHA4RiNBrf3Nr3+5e+f9t8coELBjKdef//KXGbkOzqofqny4IKcbjKbq3OR2V6hNYRojEKaUuZHDCOeElr3O0/cRQe0oX3gcBUqoXTzX+dONZN4pIIn1b5nQQSPwljTvjmRtHQpma4YPas9FQW+NqJXtkAixBY+aoz5WncdSfI9bk/64ZWWem7cyehBsyNB4mTKZtbh5Cy62FeWZBPXpoqs/+eiT0metNc9no+jHzzotKw+HTV8EN+l/xBZb9K9yQ7K9te+nyM0D3mtjGt6VJ7mdGRcXZi97TL2EJaFLUdsi9npHgnJRm1c3Z3/Q2lsHltgdjVdjjRQJfq7W1qwLrgq75v1FmCPGxXyEX22KyMwFooEloPYMVR5MPEwyxBg+MVfcN+7QofLahWD6/yZD602/LeMbQycD0KYp+tzc+BqVdaRsO7z986f/nGI7ubt1/dsx3MxZP8zTQoHPErOMCIzkMlJUBkU67BxzweUISi17Dfqkf/UHAroSXQve+WFejLBBS8qIFmqfpAetnT7atNbpjhl9+5338vjUPwy2vAYS2Pfg8JHWt+d25BVhBH351Ze7v/zlrwHJwyNi294Ch1NAFBvheLjplHXa2fvvfzBepFOnv2kEe32mSb77ts1RfvqyUfqPu0/f+uPu7/7u3xT3cT7D01IuI1lTanUET1GeG0Y7F7ggT/Qh+p8xynNBBmzxJJQ0LwejnsJEA+B9Fj1RHuhFF8pn7v5F5c6orVptgbzWcWO8qk4oE0q2qlXm6oUSDn9YJRN9ROfieMB2PqPFyWnvvvvOyCveIsGEvG138oBZGcKLJOI/5FcQL0BTXQU5iod4Wjtexvcz/ZYR8ywj9mXwoe0RvNARbnbPc/+GA6OigSsYN7pVNBoPstqb4q+aNZ/rec8SxvC2pqL0/jJwR5lHD+MG3hsKI7DLoz/AoE9B4PJu8sDBpFnPVh2VA8n754PwybVP2/PxJPVs5Z1WDb9N2eF01a3MyTjptEtb5urF/tVKCy9vXPJvaYev96/B7N12wZfPq+y9m3bpbwqtNkuPd8azsa9V2QtGbVnKdsmP10ypD7Rvk0EDT2Vu0wmDo8ond+HqVXmlAdAaLMBNPNt715Te7ZQ73bHa4jf5u4ySSbrH2WocWDaETfvhAF3J59UrnEjPcFd4dDQyqDvpVrGv01aEeuFpaGOfYGAp9fpO/l24uFzIF1rOcbZNS66mzM+nMM8UFXu0M3y5qFIjEVkj3PqXa5Ki1DOENmIdN3vvVARYQtXHPWuadSktg8G60DNnDyqj8ir/eYedcGW6bF1q+ZW1qNyRtiY9d77DMi519GcIvJTgdgbziQJ2/vynP7Xe9lZCwYhA3ZaIBET1zEi7GjarSlACIjHXSgjpQAdbPKwNdnw6lyK2BeTXX38zZZ3qzPHjrfW1hvfS5avjKeACFZlvS9XZ0Sy83GsbzodFJT/IneuQDDtyHRxQfAX3dPQfHAg0IqTWaGStlz1tXbF4Asoupe5s7A8/+GDmst9OSH343i8KbKrsXz8Mbyc7IONR23ze3z0uGtu8OYHZizGabNRDiNkMZSN8nU64rs+JhFiHhoRbylyfjEuztktn//Dvi0nQdvg2J39w8kIekiLxG0WCU39om6kX/TYb7sSEvC5ftGzLzn7Om7dG2xppfUd4HmpnkNnvundwMXNmYZ/pERjThnG1Lj4ZouzpXPqLlc59TlEjWMJxHVqy1u2DT7mUkTXHy4Xdzmrtgf7NN1/t/vTnz1OARpx5D2IoUynmrTH5CkYhYPeVT63DNQMXATCsPvW+mWYPYF+vxdx6NjB6TkgmDniybNQj8Ie+tBkQj8b5CwW+XerI1WjF/KvlXeawwakMysG88/28DF+0D4ODVQ46qOSbb76JX9Y0CMUOhxTlrJ5IoV/uTHKboJzPCH3c1NHuxc/1VXTQDnaPWhp644diA67dmONDb7WCBHwMM/T8bHbSswkLZS6WxEYq7Xc/MBkhrg2JGOriDdCOZ/VK/bqUJRG4+mCdGf8oo/BQ5c88dnO5hw6lcMsz8RflRC8GtGsLVgZuhn6GjD56PdpZ+Fx4EcDYvvQ//rg70/TV6aL23//g6tAp2r3SipGbTQ/pGQYP2oVT944u/umnm/FCfBRv8FRR3EbmDzIEeIic0bBGQU2D9U+dRupoZUZkQ7SV3jeKkHa78Pem/7Zno5iiBXKRkl5TG+GrcmcAVEL0r90D5z7jdr/k65KpYJiritW/J8559BoKgv21YvBy0u7h3lY1TP3B9er93JGh5p0pcgb4kskAk3KDFx7Ut0bFi15lH9nfN5xKA9xV9/5bojevyh3FmTwmk59X3yjIjCAKDgwuxqBL2kkP56U3rat8bQmKeG7hyegaPiWz9LYX8ZwBTG0rzcv6uYxTpj/yo2Xtcx669K71DM1S8q693Oxu1bm+4VvfzzPFlti072ycFt1RzSu/al/XC6nr90YP+zbCL3jIkDfSo7WZrtm3ezMq4SrsTf1HP/jg/Zmrs5uU+fJLlzq/mWW+a7Q1Q32gVEHzIo6FtGZUJSwpx8FpPAZHuEabBMNGoGWsM8qXJUzosqq3tBozo9O+N6tkXLlRAWV89Ig59SUkCAv5jMrBW2sTbscTdN/MkiwWt73Kp+2Vt0aCISMYzWnQfea/LasTFGN0btkc975AMQE153KVm9t+1OiZwjhasNHxlMnJ6iEwKSXlI4rNmmKoGAFz6VKcRiQSGW3ZgvPs2TwcRd6eam/144R6OEAk0jUmmp6HSxHFmMF+2w7BUIbRo/Tc+7vDneJlZHMv2FOqdicLBYNPLtYnzylOBLiELFe5bWUJ+ZOtV78Nxps/pYxP1r8dMvKiNdX9GwOj/rF6YA7uKMjo4sW1dND6ToLVjlrOkDeSONJ0S2SW4Ms1mpDm4rQUyC5+y83b2vozL0ax4zGu21u19OLFJxNACO/L4FiCEiNsQmMjXN8+mOOgfiBk4XuEZSNxo3L0AA+WbHk3c9bVgzZ/bG75d//j97P96Y8J/aEt5QW3HfnQ1GJG9FKb0EiCezFvjIcet3/Bt8GCll24QX5W/HbNb8/6TPoY70jKi/H08UcfTZ+C91jGiMAyHipTSWcKoDyZYToH+DQStqkPH5KL254y/+GH6wnGwwW2dYJewN3JcLQlqf4oyQqMzBNx6uDOTD/pB2vHL6XYy1CfN0+cV4ZQNB3isJ9Hj65XQ7hP6PEaMLa/b+54jLei97070yqTMaK61wfahS/OtoHR7Yw3+IIMfEUM7PIALe8NuNaoy/tRDMF6pmkicM2IPkPatB7vBwVj22FR8t6tvoHfZE7wT+AQiNRXep4+q1CMOCk4gZ3aZsWF0TqaZ6wuIy9YdGh9xTj+oWWB13+4kbu9ab9icCpw6Ergrn7V+aOI8GgPnpvrrE4j+Jne2PfvJF053O5hdrcUN1jJw7JO+9c3w4CyTEYkqMmzJQtf0/uio+m2V3CACz5fXfNgqqqYPS0H1+Ctd4MzcsjV+1f81c8wOGUpjfxwlkRZB87JH/zLgFjfpZKjf77LH+za5pf0owAr7JUiZc30kvyleGeDHvxp5zsw+tc3ha//lDwKuvLghd7Gz682mun50K0X8mtXbZpdNeNbinvBEr4ri94ZnJSGUakPN6UID4crR96Zapw2gMHN+jNtGiz1aI/y4edJYgS/MLEi6FcC7QDFyP7qUOAUp8juqm3uRk51J9dW5sKk1wsPywja80DA65/BsfKHH+iydOwez3K+vtIoH330ixktOyrwdOtYTzQiP9KI6nDLQ+x2JtjLaOxpFr7P855zwXGzO7IwzEzhRr2UM5dy/QHn0yqK3AEjRnpctkZbGmMemKWqIRANIYQBhBrJGtEO0N5kVBiRGJ0zNLZd5Rx1+VMHI9ge9ebN+yliQTBRaeUZpSNea4sJf6MQlhrknG3kcqkNOZxm9X5HWl69eikGP9NI//uWQdwsAK0RaG5to+ZZykFJNlp4ETO+bMpB+zL6w1v7ft+vIyJwjEkYn+yFrSjfaW7ySic5nTvf8qCi2eXp9RLYEftiMmuPHzdaSFknpHrdxhXfj4v1ZqOxR3kpHnTUKYFHiBlFjSEQ3uBXmda4H6+t3ICW1yxLltvvxe5Cow77ezvUxqlQDhW58lPzic0zz7amFUDAMlbMNW8bzpw+uFh/rQj2YylQ65t15oMHjXqGGs2hP54TxWyJ6WjNc3l1KAWWvQh4imN2xSudvjP9QFlYF7ws5YCvESWftqyCdR3agNMUIgbs9zBZ6aK0wVtNmzRojcCwta8R+I0E9Weffb77x//2L7tvWmaGmRllcDPxEynTGYnzBI1Q6avbzQgiWLbR1hrhYFLMT1uVVoEuuNcBb1xgdPnySpDju++9s/tf/uNvd598/PH0U1ZYBoetdR922Mr5oQUrOsarwOkTfaILrmv9faNgL/vwn85lbNMhMQ1n+7Y/PKOAUFnTWJWbMHRIi6WWv2iZGyPsWMekPm5EyrjTX48e5e0x71w+bnWA3o/GfD98/HP92C6Djx8MT7wrYjyCZfBeKmaFsLXfOuPj6dMDoqW2pOQ6H2G2cW3fhSREOGrCJ9hM3fFKOHOcEWc1CJ5n3POmkRfwOqsH8GcwWYqk/Qy+bd937YNr/CWuxv4U7713tSV8V1PenV9ebI+d83i5Thbzox7LzcagxyA+dfLDPBU//nRrPnChoxgrUVwt8aGs/E3aFRzpm/BGz/hvTmDs9+QhaP3r9+ur9AN7ZVU2xeI9o2JgKaHf0mzf8vJaqGuN7si4pTDN348BA7Ktnm6HFxAgULsGhj0YGw2uN+uvNoyCDh7lvAifS1MpAG+tMtdy1Xm03tNmcDdSdHmylD/1Vw7vVk0JczDx+qLYSxXu6sPutU/9vE/4By+i88n1qg3LWB9g4ndwudQFH+h8cNHjgaFyJgBxUq0/3m9wwPcxXhnp92ngHQ2JjavVSu+zlOigV9v2aX1hdXmmVJZP5ZvKUYl6tEmOkSvy7p/L615bwAp/5Aqvopz6a/ps3oFCOvVFA/u+n/dSl3YzIHSDtGBd5ZbgX11HL142uqFkYsCC3XxnD9VJkE9pZCmoJIVqVLtcRVzaRoMp3+nOrNA6lguRQl9PKyUFym0+S74gd1VUYzUoRV4jdCoAIc6HovEb7REeM0dXDzxKyFDQgrhOJ2CuxLS7D5fr/UpLb7799kajixvt5ta8vvm60j5vNEt430+YjRJvtPHOO1dmdH+16OGL508nEC7O6LX4uuYxLyZouknAEiaPu799+0gC9PzueXtkPxnPxL2OKG3DmUYwZ1pSZ3/243dONh8bbgJ8jJCswtO9u5Tb7+x5xkuCLyYyj3e2depGZKYYbEOLUG+nzO0IZkmedAJyuAu5Dh+33vleG+jMaChBCGe1bnCEUJQ9ywZz/0/gXR4C/WJf8cyyptqP7c61dS7LLofmfiSjP3lSOpqjEdOVq+9M4OP9XPn6lbIccVV7bK5ScSNgTx46NTQw0c49O5a3wtanApdwtu02wU8wODiE+x1zm1d/ZWhU5kGfQ6UZIVM/Y65F8EuJzzxj7RoLPhqc4I9oy0U4nsyVj6Aphthpd6fAyC+/+mpG4//8T78vtiPjsSV5Vj6kyzqoIVos/XakJhxG2YPLuLHnhBqmwi6v/0mCZcGBsRYTlTmaQr+Ehufb0qoBMJxbkUDIHe/7bIbQpaaJus0QPVeS5R06VHCY+3Gxo/fKARABSCH+1Ij8+2vXZh25k9bqrembE9HdbEbTNsEUQMSRIidy1vTSo8edlnfq5xml2o7Y+vpjeYZyCzTiCdcBIjByAi+jlYMUmn3nr7c++7M/fbG7cfOH3ceffLj76KMPd5cKhDXCcRKgXeyMQvAo9zj8PWlJplgN8+xGsVzo+gRNmr46edyWuMfnuFkjdAaS2BFLAXmtGChiCB41NXD/bis04q/E9uDiIIPQqMpcO9QcpLDtm2DlwifB9u7bF8YgP31mueYf5FGr2pE5cGmaYuZMe6YXHXhzowA5O7wtTyB+oFjhu56Ay9pEXlAMBCt55V67ckMmJ5fqmhU7JZ8gYMBFN+qOlNe3+9IyVvAm+uXCP2pJmzS9mzp6JrucL6OHRYMV1/NFa5N6BPrkmcGPZ8qYjN2gX7TL6GhAEL1TWnMFF8GMTvW3epz5jmu2a2h7T8d4cCn/0lb+ovlw03NKVTZ9MkZOMDLAyHuNRhevYS5pj2Or+HxtUpRYGPm0xSWRL/v/A4r8LmUbOdMzUx4DV19WP3jK1ad/01+lV2/PyN4NfuWof5ZI6tyMOfn0x+EGYysDnAVF+fYPZFvPKnO1feFpoxH0NDCUh+wscbhEsUxbLVp8uBoOnk2uLLpCExUQXVaR730/+4n+TF+BbforPGspGBceG5z2fmDu2cIWgMNXsoEMavdHHaEAgPh0r0QZeueZGowEjCK5tkQ591Kq1ckBpnBEKO3487sj2EfglnDOAacVXIqXDgf40cXitTTuaAIYwozeWPWJh4yJKDRgWUGHGx0TlheaFuBi5pq/bDOXIs4FFJ1r85YbP95pr+a7U7bjLy9eWvOJHxTE9va7l5qf7gCLlPjp1qeeaNT8Mo/DTz89TLg0T9wo9eULwX27lMTNRuKPp1y41YF3E55H2sTkZFHt9pu3y9rt205Zgqul9HgYCEGj5mG0CNII1+d4LlYBZaxTOKacBDARGHdjDoqcsJsAJUleNPJMG63oe3iqdxqZzZKg8DdEX82MHiNjvXfQKVBXr7aByLud23ylQ1wKZDwXvg6/bMe5cAbnDCMMrq/MNX788ce77769PoJ65vAQV4KZ0DGFoC3yrT5GiwLRcruePT8jNMTILXw0Y2DmJhslMqisabdsSVkPOw5UPp6XQzEn5iJMItcpe80xws0QyDBjhdTGBHxEuoSp0YuRVTEL1SFw77//j9/tPv/jnya4Sd2nTl8ej8PTRpqPczEzKOBlEwj92FOdu+7rh//ZNc+jxUnte59uBEA/CRLt2a41L5rCik/ksUXotWvfFLXedr0FvcWyw2vHM1IZuGhjDAIT6ntvi2meW239ahObv/zli3B6P/yJMTE6DW9NdTyKr8BmKsTo+MQzh5IES/i0N8CNpj1mxFAueIdv+BuDoe+juaQncrf+eRT/3G4e2Z7/AvZ+/ol354uUd8tQ8x4we3jsDhr1GuELJBSMyVCETyNrHgPnsM9Wm9GL7VrVqd/xAhoSt+EYU7StLp4DMShQahrHToqHHy4cCzozul4CFW1wx6+6jMBnXr122xb5yFFz+xQa3C7ZwxM0eq/2VcjQmOkXq2Hgw2hxBbYRY+iLfMNsVdVF/uvLTeFS7MoZEsDndbk4CO3faGoJ/Oot0VJsy/ChmMbDGN5VsNHaIqVl5E+l8ydYk69LyL9+OlMqRODK9PrFPs8iQXRKDgQ8Q7OH9Cylplnog7cbz9W5k3OM5cpM9M81ihSc+7aup/u/g5spad8+A6w8hTyxGZbDE1vSyhychp8V/+B3uNk/374ll299Fh+BYbu2dGNYlbeUr+qRZ3OXTzlbJt/10QuD0FGmDKbqr1001jIalFSy4JtuH7jeNHHAG2yl2drVk/mnFM+1Z6ORflZO8FXP5pHxbMU5vNGeSihZn1W49rk23PT6VX06zmspXhkpK/mqu/eDtwrcP85vaYQ80GX5CD6ISZcy7zn7O6XDbTYNH2sJcpYir3uGeIdQQpZiRcQ+fZr7LJfEOiNc9C1BJCqay2UqW9+E9huXjqTcNgbxCqESeNb1AdSJTDNvHCynTzkp7MnubMLgZC7cg0YwAvi+/ubGjNQfJqiONnd95uyV9nF+Z9ydb13t6NC2crVO/PBhwXkF+YQQZ3+Lij3TvPKTx9a/N+c7e+PWyfX4qQRng4zd0/5wP8LL0UY7p3PVm08HG4YmNJ1wpifMwZuKGI/FuFEFYiCiCh8qsjRtbUgzQUHlEXWu/fDwOCE5SvBR7nhrzVszjZhGqQ06MAgXFLdsZYZnEf0HbUhy5sz5DJxL4+o/2XK4Z88K4CtS2ugUkVDQdt8zp0j4Moauf3djVgkcORweMoyU+ezO8zEseGYEbHG7YgiR7wwIW82OW7L+0AY7bNm1zofl/iIFtNzsVkPcm/acadXEEfPhtZP3hzLHIk7eqrf7uKKmGAa5DNFjlJCHFiwHFCfxL7//bPf73/9h94//9GlTJLfLE511NGmpap/leVy0ygtrfS2yh7iukKDcjR49GuYYOvNeEgKk71eCfp93Sxtw4NtGndKz0ik2BdxsWsPyuN/83a+K8Xh7FG+yvfQEriC3BL4C4sFRLuHr54yRb6/90F7w38w8NsF+DOHVT2jCNqpPEsbOr8dTNrY5Vl/wCFlDbtRtymECVStbfrEEk7cgSfigaEkVU1LSftFyT5eloVUQDT6t/u9m5QVPmF3VTrW6Qn+sOgvwjM6MNo2Ib9++M65ofehUttDQlcESfTyrbfD69JndFx+l/HPzV05vgq3dGPMM4T08Rc/AII8eo4RR6YJffPHtNYZ0MObSdy7C6Xj1gyedg9A8vjgV+9eTB4ToTMlUL3gfh1fTcWhCWbO0M0/D6ttqrDtGBwb4GuV6lnE8/L9k1My91wfaBoeUovaqT/vQLr6A2xHijQb17fybb7JxaU3ptW0p/VU+uPDDawNi0adBDbrC89JTwC7P1k017MkSzCGnMppSVP7ekHK/0faqlyIi34mheEy5lQe3mywfhdN7+ba0KtqU7dC6vMmeKXsPxAaXb/mWwmN8rrpm46SpeZW9v52vrexR3tOO1R9gmfpqOxwYExqEqNc1/aiC7eq5MvavS9C7laj82rDw8bQ8UwJ61LfhTz1hetLhke1y54Ny5UEzb16e6evtUs6ANH/KO3Krt/vfCtMG6eQcnuh+ZF6086J20qhbG8kV1+Chb8Ut2gofnvc+SrHjGPHX1WjhkHlwSrxOqnU98r6CWIwJ9zWvJLVO5PrrvtLGuujpk+bDPCJUZgvRAnbOZdkDarlPFlGzYjZkaxTBghgXsXHBroYuxcWaRuyrcZMm5Fs/Gr22A1QKJqI3uj8R8zqxjPImzM+k0I4nMBxC8s7VXHOXc3GXx/7nra6tZaYO2vXqxPMU37ndvVsXGhk9Gsv76LFGlC9PJHCa/2se/fTp5l1ONPeXIDokliDkG5U46OPYEet+wS9twjd3zr37bfHaWlX5Tx9xOEYWPaYMTxN16b6+PJ0gcmLao0a2t9t5jVv1/ffeH0V5+1Zu/9zjpj0e3IsJwxPB/jJhJFCEC8kzc9QQav6QsbPwthQAb8CpU7n+W+13v5HRzUaMy80uWM+BFATjqTliU1Dhww+NxjpKMhogsL/55qtGvT/sLr91dpbpvdUUBfca4YgGnMVur2tLnqwScBocLwFDRGS0bWEx9u2WFhq9MxwoF4JqiKe/iFmaZ3k90M9S5Ith0cm4wocmWqKVofD7FPn/9r/+741ev0xZoUajAyP9o02rRL/IuD/c4dxX6NJ7NLiNwhYjQRsGHSKu3vJ1LSXbs64JuOl70syT9Uf+ZSz4vQS0O6NawuRpBu3XX3/dLoZf7d4qdsHa8Ki/lIv2V3mrT8vR5iV3WlL2cyPO+wXy5RJOgZ0sKPFoSpgQG3wl0Oz7b4qDsTQj1XCsHy83t+370GFTNNZP5uqPXMCoj8cbEx9NuytnRriVsVZi5JEqjS6xOuBJJxDevfe0FR0XqjfeD745RzpYbFhk9QdFYMTMqzQKNBiZZeBiyNZrQ4uz1C1wZgqtvvWeF2YCXasQPEY0m3IzRy2NvvDc9JENYeqJiei/c/unNo15GR2dru9butoWtiL5I6GBaeZztdfgIcrwXH47Ap4qdkf0eo2tPCPheoPQjo8Cd2Ah2FGU/Oqe9/32rF7uK7rKmEGXR4MDnEbUjtQ9roxSeTcKseeOcR0lMOTk3ZJt2r15oyp86vYOXpVZMdWdAqstDD88j3YVU62TZpSbBvZQXjzkW1uYyeP9Ko8H6uJVHEWo3VNJsJUf/GhefTw8U8e8L2ffYBLzsnBmINOgQT21bFPC0vls7ZOHsTMGeCnlXcqdIVHPRC/Szqcnm9KelOFy6gVD/bHKDM5gXa767qNhz8dzMeUwJCFu5Z2se3jUt0bN83rao5FgZEhryuJlZdbFAxtIVvvHoPfCb/TS7aprleH3Us77vkMn0uob39Wj4E1eTNvqK21TmHb0Y8rkbV25ZKlPXtW1x6/6afNIcvZQKY3d5wo+H3IfBM0hDikhzyp3EG8EOhlKbFe2qu1dRJXAOnQopSV/RDJIKdMo5hjAcqknEfH9NmM4kyKc0fUwWIRZEeMHAxOk7esiACmhsF6C1RCN4Vp+nnt97bpT5j18W0dKy5X8tP3cnzwWiHcixcLaSVkl+CzX4e6zfeqL5vmw5IrUr23VzYh4SUl2aQt3Jvc8d+iTFPWZFB0X3lpzaycxSBUdnOK63UlOzWmfSOg2w9gc+eXd2dz+BOcItJi+AWsgC+jLSFFJ+cfToANqq5Ox1qY6Kdvw9VXCnwA/HexXim5/9KQz3x/cCp+2G20kHOMhzDpqd/R5wnWUeaPuSjefac5aedyijwqKs20neOCXi/pJ2+tqX+J1obKmixI3ZfHFF9fDdTEJV95rNHZhdyjhLzDu66/brrZ8lopdvEDhis6vvZR48+bmzs+aLijQzqEVDx6sIC5KG+NzPd8PFnRiD3TGmVPBdD7lgUmf1Tab3RjZap8DQygzguZYUx/sTMrjsz/8afef/tN/bTOVLzMoUgwZE0cbkZsLxR+2i7SXAfoYGumb8eEfVzPBqr61OcNSJEYk0nrvmyDQV6MYoske7a/FUH4MQ1bXqqe+rJ32FbCXAOMKj/zQNrGffvovu1988H4rJlq2Fx0SPjO/qa5oVHS66YCbBbvxaOi3W1zCCSsjVxxKCBhlhqWBYwkqPE1ppQiDT3S/kQ/vif4Wl6AVeAxNMLzR7hjNPZcerm/dprDi7cp5PoaNKjraN6UXCDPifzFboy7jEJ4fZMTOyCuvwByhSijWP4LhCHA7CDLeTM+YRrrUaXDc6WcYiQGPH9X944+23l1tWHhn3KBTNLZXoK+QXzvB2LtH0bHmobXlWSqupb4AN9rS3+pRJpqDY8GQDKrHeD1jYXo4/Eu3Rma1pVd1/eAbTgXCvqAAyaX9BfejqPvW52hy5Fu4A1sg9D/l2WfwHU4qYXIvWll1Umy2X10j9vVeIu1Gd/qEzUFZWmYnWNKAYeCtHwOqNGXoe1/61AF+z8i/wWC0UCnljfYqB95ehL/NYNYeF0Nh9Q26UYRStWS1dzP+4HK8cNM/+Ef5+7b3vfoRna3lhkte7isp5ZRZXQv0YIRb8PZs66+ZE5/6e1U9YnnAOVO/07byl568HpzW31Ny75T3as69h9r0P7vAJS+81MJJ57f2zHf1KlX/rjivVceUpn+UqwP25bz6Ls+8K7lyVv1yvc4fdqDs1bP1xt95OH+DaHIs8MEq/Sp7+h3a+u05Gpm4CMoabSAeAt98GHfeopTV4F7FZJ6txiM4u2rFXaN4VKhQiDAXxhpfFjgGrKIYbJtDAxCROkRaJg2eTRZ6iinMtbow5zbCVF9VT9oh8uAbhHvWvwlOiGXut/HMw/ZFP59SdfzokRj4RJvQKOtF0cQPG7WJinWUXY60gcF2p1zaoschnkXeWpsxKp7mRp7NNFJGdrmcyPpc1SaanuRi/LkIWUcvnmqTFcFtFy691VGoV2a5GlfixBeM+1jHLAatga9wBXZzjTVjjAZHnf7pT583DeAAjpZ5nbmc4HxQFO5PpTk1W1qK5DQ7ctQ+75VtlGSO0cgJ/PdaiibgzJncV9+yMcml6dvnzXHZ/30C+W7eG4F/+EjnYSeQzhfs9NFHH+0+/efPg6fCG5VbpmZd/+OPCsBrac+Zs43uE4aWPYH7eJ6LbWR/LiXvnotUHzJKuPJFuesno0y0ZStNx92KVeAxsPTPKgC09qjjPG+2hE5AoKmKc095B1BCCjpFLwL6z3/+6+4//+f/svvdP31WGwXb1ebo1SllUU/lYMAoOInFPe2QHnSobgL5aH1vR7bns6Qquo+wtZ9hQlHYn3wpEWuuo4nqlY8iXJ4Em+YI6oxXwrV+c2mzPf95S2apYW2+/+TeTC189oc/7j58vwNQfvFWRpNlgZROKI7pBEihYNvQWlFgeooi/KHI/HRA9GmFB7rPAEiITr2lHzEzimjVvUYAa75+E6IUpnzDq/HgScYAuMMpz5CjKHsdzvr0LRiToh7jqod3gudiPMETQ6nAB+Ve00bxE4aAI9hHsZMd8RllPkFxVUSpGrlbOQLHjA19YMrNczQiJmD4W0O70MvWB36j6eF1ijwcPInmjxbpJUreagwjfkYsFzeZcmjmcZcS0n4XhUBZ3QnPhPNEpVfdM95InZh3jtdxKTSCvYaOGFp0pX4fsEiXSf3qt2eQ6BseVpVwWx79O+WDYl36YMoJV5arvVaqq/3jtQrsZSQs+BlnXPEKmzqqZNX7Gj/AGDhLM7zQ32lTOHuZB0EwmrIPz8CldzURLPp/3PfhlRfqSHtkKFsfbP0K7+Dxe9zxgzTt4YlZO9rJsz7VN7As/gLTm5dyKaqpuC+xH+Q8Y1/+0UERmnrWdAZRbFqUoiU71/TG0wkaZKhFD51XIWB6dEppjFQ3PKt78cfKixbQ7vJ0MerAjY+ka0lddKWO0Yvhxz4l/7oN0rnwIUW/Xdvd9n6l8nZ7o7bV+i2P79fp6gtlj+6Lf/eJ3qgiWFY/r3z06KKxAuCSGGPB1UkOWKmcxhW7ozUAoJBD9mg8C3JclSEeUexC4HJl1vBuHSdq5OYkqLcuX0kwWZfexiG5vR2UAGMExXwP+DWKu2dAntq6q6DoS+MxQ4knJWRCdoZy4GAG+SRcaDByfpKQvf7dtTrXMhVLVoyuy18dz9PED+9b9dxUQLBbQ/7CZiuVa4QmsM6WjEerQJMRHCIxp37/bkF1P3ybsLhaO2PiwV1LtXIzP0oRc2cZRQssMko16n2Y8dLDTqwq+GgUDELSltUeODCioXB0GYUkyOidzrK2LOhII82DlPHaE715/gutFX7S3GLp5aHExTLoByP/EzMa0S4M0C5ojbLvNtLTdkFoT58VfGaE0babz57fH2XxtLl7c32XLl4p3/EU/zvtuPd3CUyjR8LjUO7LtwYX3I1Hj73oRK53xp3uDGiCeKzbhKdWCZKMjyaQcAU3FZBoA5OUwI0brZfOm6GfuHW/rZ9OtczJSWGY9nHl3cxgud2I9F5LC3gsCPwleGtzy/1+bBT23/6f/7H7l0//mLegeeCMCe7O5wUJPh/reqg8IomRo1UR/dzRdzNuMPCUOSOTDM6Os9UHmG4Ufwy8Rq8jwUegCPC5nyFF6aAH0xfD1PGGtuMVpKsMvEGJHWt7QEGAJ2u357ee3N593/rm/1aQ3r/9dx/tPv7klxlZ6kYP4S1YGUA3WxJ5qyCxh9HUdwX13Wqq4ty53OYTf1ElMdgomvDMDX0s3kNP1qw/fdB3fcygfZTROct26tcIbNrGC6Rt5sRNVYl8tYXkzB+XbKavhp9qj5k3z+bTSW95ZR4/zuCpHjrgCIEZfR2Nrixj3U431IYn4UT0POEyBlR4Qn8jVJMmPD+8Vebp33vv3VHAJ05cJLdC4+GZ17Y7HBnhXAGXdebwxMjyPZHh8c2ZsyfzWtkF7v1xs3MBryjuVxw2+fWPvne07HfFhNz4oRPxWmJ+zMY4Mc6xvBhiCuxBMYfy1Kdo3cY9FKGBCHg2o0ChBgahet/vTdFhwCoq+ZQzsR0xgk0+Zq503oKLaFvwaZfx+ou8l5SUa1MA7sm+ZVhWfzSyngWrAUX50A9jEO4GmPpmK0dpI7dLyd4ahUye1zdoCB7h2+h10WE0xeCtUfKpz6DMKqbhccTQdb8zG/ABI1E+9YJF/MwrBT/5lTFZ5s/QeWl9y++db3BVyJSjXw3SLF1zoc9FFaUn98s03tJkHzw245CSlRXvGVz5v3A8VVe+9ilmlGN9uPgiGHruWf+DuwTgqRJlDd7TDdvo3FQuIxfQK0+ZILVrGQirXfIunC+YlA3QabvyVRKP6f8pq7a6SE6/B5/gx3z7a4xleQnVufpRmpkWHJrRj56tiw07d7HolDkJq1T5PuuKUCN2TIkYgrrOiO0HEaylHumk3NsYiltb9PS9EHjKjm8FPFFKOmwuZfdvI5xp0iByAY2YIEE7/dHJrxvUk8HU6/fTq6Hpcfv33r9/O6FRANT9S7uzuREPcc9XrRHpg3a9MvrTgdzKRmfqAjOBxl2OMGP1YRQdTADC5ZOWxtmT3drmhymb5y9Trrl4KZyDdqM60sjwWGWO+ynBa2TJ/cflycthkxqu89TkdOzqeK7vxeAYUTCTTT9++9v/WPmYJkPgyJnd4UZzF4tKf/wwRVg7htFSjEZBRrw3b96eZVDHU1yzW1tBf0eKwqeQxRBQ5ocPV1b7B9Sc+iKiikAt1xHkRgmdKWjOfuHvvfdBB5W0s15GinlmxsKZ9r62oY0AOK7xVT+lvI7F1PdrT21GwBIEArJY2IgT05qz5KXgwUBHExz5gKsPDl7mbr3V3PI3U+fBBBUWoR3+D2r7QfOcorO/+vr73ae//7zRVeuIo7Vd0zyU+TAJRkGaaDPaWbvkpYCDf0Y1tXvRdHBEhyfD9XZpj5gLdCCAaxgwGhNhPXN0JRy671v/ElwuuKfQh0HRX8qfMDJi1PcXWxL49PHL3M13d19+8e3uv/5f/3e4LJ7jyMXgWqMftGwU63AbUez32xjoeuvLHxbvcf5CRkc0ZdRpnfSzpjDgEpxYc6YJxqAj6OLRPE8UD7Y83PwRA/vYbOYingQf4NvaGvwMV/Qz0OO97npbf7jbrlztprb/W1AAAEAASURBVGoyMLj4K7VK9QlDmUfJqNxIO+OxdJaCEnx4yNSPktCPmBKBktp4s5gQXib8N/Pcja7gVlyFa5RHOclLcI6AreP0ySYTGGUOP6KgnSVhH4RN+GpFQPblQ8rk8crN/6tff5LSfpFCv777/M9fZHg0tg7WkTV4MqlfbTN6lfdQBuIyQpQDskoNTyNqo+kZ3cFb+ES//pWgpH0aEJiqnKm0De7KWNuJrrKknfJSRGupXDkrV5u3tiw5mMKpvSWvHvXqQ8ZqD/Ywaa/3PtPiPbzb+1HmtVXfq1MqfHq4eB5eR898T/qeM8zwrjSjcMnf6mTU6k/K3HP9QZHKv8pdqFpYAoS6GB2vR9nqkA/tyaOeOX62lTZkyMqz+lqd06LSo0v/RjErpAuvkwtDG/NktW3+voED5eivsk/aN+GVdvZG3/fT0NiUBZ/eRsPRN5z0YNq9sYjXWzUr34Jb+7e8vk1fadcqrbtgnufJNxej7FVJ2lrfvoiPZZt+8mxS7v/s27HJIWW7YnfIqLED+KqE8DOXx80wzN09N8sAr9GDHIAHAuJKeAyz95vgMQfsyFOXDUlmLjGELDfRsry804iZA6kMBKtAANa/01EbYnWGxr/ZkfK/eUEgq16E7JO2kbRmlRLFoCLg8+ztbibMbPWJiTv0MIGmg6svOJywdr35TTtkHS/I7URBaxSPXdPOJoAtWVsjszUferdlVkcSDly/tpV8kXDgRnRpl+1NRdlajvYsrwB38LGUOZyNq4hYSIBMu0o/o6PynmsO2v7SlDkXICFz7rztZU+F05YSaRec51EZJogp4Nr8o1Gc+UKu8BEoMd4wW8xEodv0xmjETnpLQBDGKXpUEz3MnH74wKwC1Wx1CVfSGvmcPmvXvEb5tUeAo7XkmFr/rPlKra8Py6/PtY2islMc1/RELpd/SO+upXTcsr5XdPrNdqIz5XAyZY5uzhVQdz43/ZFw/EN7an/2x89n048wWJ3benhMEpP3US4aEVFvvll8gTlJhOsfK5sCjAwmVgKMc/XeaJVwEFyzhGg4hme8UPsYP5tQOhF+p67wulzTi3nHSMlVuAy6+i0v1fvvf1CaL0fR/x//5f9sL/HLuRV/u7tQP8MpASkivOp7fpCyW8GDTr2jyOFy3IEpPW52io+i8D37zGdALGPW6AodrLlQigGdUXyUuGmuiX2pfxmkPFDcmkal+t+oZ9z4OCZ8uLTdRjI/to/7seMXMzDwVP3bdMvJ6IZB9igcKgPOZJMXH7AT4EP/m3J58rhNhTIO8Rvjy45zplPEBqAPckbg5BhUwRJZDP4HkP6sGIdlVBlNnwl3FPkE/IUP72Px4KgPZarNUcLAYzBw6crl3T/89kT4f6dAzqsFG3ZwU8aTJWuP8hRIIxZFvMM28qG4MIYRtrZM2Ri4GrR36KXf6IqiJQeHMPZf0isXNpOeA0u3c+1RPM/w0IbzrR48pXyXd1vdS4bynuIdCro2VseMToNLn43cDoFkogv8a7OWTd4sMJXrM7g1Su9SD89PFUSPDGbP8Pcqi8oYOayDu3jOXJ6BNmhW4YypruG3waP+XIbyGNu9i7RVU5qF3ykgOkC7szdJsIxcYWiFC7Li5Z4PySU1aDuY+zNtUd9qF0/DgjmKm2cyDH7nd3+qcPK6feMafKRQvVPWDDr1BxzET8rwUad/r9L43aeU41F6o8jS9Gt156RZZQfXtGKVIf2UqC4GZb+nLXs4XsG6ULvq6p1SfKLWrYZ9xmpVgEJda8F+wi7gPeeeRrNzTaHAIQh9r84aRVGCB41g5XEBZKqtQwI94ZllRwQToPv3M4/Vj6381WAdsuqWcty6pdkXW0mV349lGDSrHJM/T6k/aC/qR4/vNeec8qgu87O2rDVfbJtRQoYgtbGIqPcnLf8S6CU6vYHHWEXgtN3rpbbenH3hiwWwCx4Xs/2kTzXaNYVwNMV/uBHKIp2INGFJ6Vm3bpc4c/LKCjszMoZ/Vju8bQ1B6FpOqN0WVNdoyP2585XVvtwnGh0/edbosTOgCW1sgKCtSyaEV/5KiPHg0yiAYrzf/vG2nD3f0a36hWCfpUnctEWAryj8k+HAPtzBiGkSTASFjXruNMXgfO2TB3ayMu3QueiV+eNP34/wJVzm3O+MhFMFa2m3pgyxB4fNRkQt66bzdi+LwZzP7ZtHgEHyOG+JAzCceoVeDjKCno778eh4He501vynn362+90//j6htebqjfaMTg5l8KR/K34oYXCGFuD4ef376CGhh9ZKV9mEw8QX6IP6qUdhMvoKznHx5rpYTAOLlVEU8fPa/aKRrmVWj4pPOJehcdBo0Hy8kat1utrL1Q7H6OomBRivnMqzYEvee3du5Uq/vfs//+t/nxH7f/gP/xAsggSf7W72jlCc0Wv9KVDrXP2VvTJ1QGjNTHxTNIuXtFj/8w6spZLmLotMD9eUs35BE4yBxUc1FImVj8CncBkia8TRqwqWnox689IuhlsLICrbaXN5hgLMAUSMHArPcwGXaIdHAn09OOLUvvujRJ5YQdGWxyUfOSI24Ifc3XBlWdvD+ohgN+dptzs0uqb0SCdcUv8EHz4GO5jEXqAfcudRPMuAsoulPh63eI043LSSEkwLHGuO/erVgjcvnd69/f7lPCYFYn7zbQZp3oLoTiDd3WC5c//mTPnAiynFskerU0xtjX+qn6FMwaEzcKJxekPdx4IdUblnUPZrrs3d7rlrDHKE23/tefW8dvq9aHCSvvojtmQ2QmnFxrOm+8Bj6mKWrSoqfOpHQCsDxczVI7Qx/NL7sBjMGS4pbc9dwII3gwqX/C+irSlvPeoZORs//X+M3fmTXcmV2PdXhSqgsDX23puchQrZIclS2LLD1v//m8MeKcQZURwOOU32xm7sKOybv5+T7wLomVGEL/Dq3XdvLifPnie3evQzTjxN7aXMiNs1c5d6vrTQaufWtknQH8VxMi2/Wo5qkc90lV46x8ZZHeR6kFNJdD574TJRWX5lev7u6nfatbz0nmjDSg/PnF3tkGeDa3MOBk/BwQSrUZpZhihbebbPdDLl96x0m0wJ9XNgVlRlpS/ZXPOlHGWrf9JVR88WfdbzMvv/s2vD2bRze7l9T8rVHuVWuEpqfVyIQd+mJD2cSjFTtFkAE/LeASTkURy8/CVUCKg3zYMVvk15peh41wyCMceZ8JLSNF4aliQfwClzG9sTCo8H0dUzqAJc9S0EyOD3P73CYo8hSht9hHaNo509Tol0KpLzj43jz362zQe41K5Tx1nqBymWlwnBaUbzVTNu9XJf1aM/TMGdXErJVRU5O8oBuFiv/KOrGeXG6A5aogMWRo/niN/0hi9daBih8p6YGAXu2mtDmZOWg51LQQmvj0Gh7Gsjr4sS0nA4nZ5xdRIWSvHh6f2MhNO9UlTPD9qhy+x67TRhr55Zvc21XjxBfrXW7mKUUc4J54TO0Kt/xigd73i1wz2O7aqVsrHRxkHDA+Y86OHOmFe9IR6lCWloP/uEBx/jdzDH40obnip/9crb3CZljXco7zftyb7CPkOUysAb66J0bPCDd5zTTrFzQMwRsN3v99//WBi6k75S8JyBK6cvptf08sUfC/nbT/v27r/8l1+3LOnO9FbX+tmMV/iigEJ6FweEEsQLcVF4dgSnY3bhvh+hu7RxDD3HEISeSR9Zhqa7lmGOc1khI9R7oyid894rOnjDt0mVwSnSwKjMKXblWZNzwFL6KrHf/bMTh800i7sd6TiYv/+Hb3Z/8//+1+hxZffLX3xVO+83z+NO6+Yf7+7k0Pz45071ytEU2aF6KGvbFB9FO78BQXGIZnAa0GedXEZh65XEgdrTc4qHwQQLRRmFgixlHl4wr2GScdIrefWAyL/ypwnzhwwKfT96ZO3+08pOXvpn0lqMVmKfMvSRllE10bWa++jROW3tybTzUNy/uu62F7uoAlnX1vMd4IOPplcuDeErHVmbotGXbhj9sELx5hdwQPHjmVbgkCPtpKsG/slLX2lQtOtjNvj5ZPrsjXYtbHjmZhs+PengokfpAPv432nS4Q8twXTw0APzF3LUHJu7kEJu4690m2iZOrR3GTt8B2kkzl/yyci/73Ez5iMfgUPn7T3QldrvuTS0VxUyNAt3EwWlI/ug5eRNF1gCR94Npxk2cu8idtLg39FRCstAm8tA38A5g7scka0Xu2gnP/jVPTAsdYfrgsOfPvtr2YQejO6Xy0fdEi08rDTrGZ2JN5k+cqJ8f0QSwWLgiHF3EekQO88tjVVeP5eYd68O7XNxuNySec/cryGIMvjf842PhK6NmyvMP/+VDSu+55m7KbCb0oJ1nKRwfyZYxinqVcCVQ5pyafPQSDlT6PxW5r946YRsr6pr4Wyl3NrlFzAGnVshfrxLD+5Vw77G9MAk3Dekt+N59HCM0ryDpJRBheg9EKgVCssPcMAHxIRQPQFK60rhQzPZHWZgeY6xO1XOZATICaBoVz0hKUbQEMzj0kANsAQOHJwGdVMKY/yUVFIlujaiDjJ6aP/3L7/4cnf35EEGopD59PpawvJsOR8nbXxhhvdH7Vr2uN7GmYM7I9Tnzz9PoTCMjLq2r1C1dMb1nNx2vpDTQZuuJM2VYQONnIfa4KhX50yfK+MJBRXxXzcObALY7PQWtIwYe+L3ODE942FXGD4bHKLa29p9elpP+rRwcyHxO7cf1HNomVanzV26dDV8mPwBNynfFIuQKkXJw4ZCPSQ9teOMpCEBBochHWZMWZrtbkMJPQlREMoBDey0hx68ZGP9TojTc+M9u9BCr61g3cAv3Hq/cXpRjBUq1sPTK6x3Vjn27+bsoQv+UA/W0wu3CxeDrgdwrYmS9nUXcv3pp9tTBkE0m1uP1WlhdkGzv/jde0U3wh9FNePhhGZprtqkdAooooSIWZITYj2n4wKjZ0szMV65d0MPBhE/MpIcs8XLS6Txu/IP2iYXf5qhfuAs+erHg3hgem/hR71lH8ZU18K33s9yfBhdjsS1Tia0KuD/yZibwMXJEr2a4Z0co/u1W2/WPAZj0bMda5MO8QlXa3otCF1Z4HHYjeWkDOhS4Hru5NV4OdmpDV1jcHrOaXwdj41CyoiOcS6NvMp0TbvnbimLMDDp0Vx65WvPsyYGzkxt+fqsQ5QqC19V96VZ6XA+Wtmi+EJOaU5QMHPw5TMsJ6uhjtm/fdoQP/aMAVtLBPdwTR0MJ3rktOgo5GA4TOjLl60QMLl2I8C6GVpo/zgx9Be8jUHCKfFGZQRGvH6pbZ0/asb+9d2ztol9Hn5skvPdd9/1+T7e/H73U1EWY/roQtbOHq8lnSa+mcBoi1DYGmO1r/M1fJPTeGDVHV3SZ6MT4LtLs+Z7/tYAjduuua/MFMcbMlRZ9CzjN7KVs4S/bZZjh0zDbBzUbQzcHJWhP2bdrurDQwNtj9/p3eoaHVob/McnG+/sHwVHUjK6fvGR7a5By2lcRnrfmJHD1Q7t04zRA92sMsNJuOfY0E3e4U9DP+vktFX3LIMOTWCU3nbMjJX0q1x1rDo/LN+TDfZJq/nl6c+yHbrS3Q8Og2HQM69Xub3sUkpp+ivytDkfHDTwKB/Mfs/KotJtMga2Cf2HK8p9g2W+1dPlnpZZ79QFD57Payne4Xq1F+239CvN5J3KyjSZg1X5U3jMwuN0Dc97Xrs1aRiKF14ljDx0lDqjYRyusT2TkVL01pQ681uY7PHDGKvJWgwCr3UIXuMVGlgDwOwDHkDqxygQxWEgAJT92c4TNsa79fIW04C4EgJyxhUSDM8pHWP1egUmVdmj/VHL1B6eWiudYao3hYH0IvWUze617Mysd4zzIMVqjNoG1nrvel3Gnq800ebMUQqzUHPZu2/ZW2O5xmWNxRvnnEkh7Uh1tln0rtlQIq00PUJtLZyKthSVb4Txo78DN4eHkL1qZythvp/u/NTGMVcnRP4oI3T5WuOsGegz4XfW/VfIKMQmN8GxXsessU6wXqQ8GfnzhcWTt5n9TrlSXnpBp7XzbmPdepTnTq6UrzahUf8I1+V2x7su7EnJDn05D3o1GkYJRq9gxSv2zWYj9VonpF2Z6joqDEcZ1+qUe23MmXleeN5EPcMaJ+GVQ2jSGVxBu8/btOvTFP63GfdWEE8v9UFhUI7R2U7Kso934A4Mob8LjhOweeoXPpICTwVrd+NGDI+tVNo7QhZP4hrhQnzksQz7u/L3JJzV3DFwFKd2csZEm57VHvw0O62VDm7QddCkCneVq9CnHT/LaTqszYYkTAT7z//515XTYTid1mduwkweq7IZty2bU/JAbO7EGNv2SJhDSYKLEUdPQ0XG+IXn36S80YOxJl+WTXIAnh+0z0D4m0hadBvlGA2epfxFbTh3qyfMYLSj4r43OOgYZOnxxzscDM5hvCIyYiUF3HKSyLtw/uxT0W/DFW/tQ177OfmJyVShDI4E+bMhkfehLL6zF0Oz8WuTJUV4Q692onm1ZhkvsjKIjWdEnJ7OVr7PXvzl7qMpZ+F6cFWypVx7FpzgspaTQbId7tC5V8o1dHSUDrvQbpJXr9wq3cnuVtsbf/nllzmYd2f3w4c52KIsf+6MeN9z3kS4sWRpzqwHGXLXGK4ifTeT3yof/1tFgi05dOCiq/zHIy8ZdqBnZHxx7hmI97otjqwe2tdkXHxJ35EzDtTC+wqX4ws8YihEFE/PfDlA9HoFd6nDxWCb1Q2rw+sepjc3h3ac9+oa49WrwWuwh8UFZ3+lye2aeraSA3Wl0N6pU70oB261l0Cd/X33noHtnSjKm+TE3IppV6nw81x9rbtw252i2AUwYKLpbPbQc1u3uqbFvVt3++8BoXTheF0rj/vtyfacXjxKXhU3wykSUISItAdr2qb+ydRf9U2aksVvG2497n84J9Pr+XpHb8QJAK+UZSt7/w5DyyZv5Uijs8LBeHeVV5UtTVvEHGbr7bQRPKruv+1ILWHi6ZnsVZBrFMko61qJaZ7GRCctpbJ22ISv1xmlx8aeGrO+cOFq5SSkVWAclkFhkBypSsjGsFWpdypkyHnwlKf2GKMfLPSnJgwzLcAWToeYksbggHdS0+XXjWl2uMTdlvvcbZwyddW7CH/QwQ9FB2d3rNIa99NL1ZM6zsvnlTPkH1293prvS1PBpfbUdiZ0JKgNjOlh3vzV6Q08Lww3CjHP2Izv4zA6Aj34j0CQibu74Fl7wDvEiyhvC/vpbWoqkyTU/yxD7Hx0xtnmJzbfudOA5bkm492MsdKZY0Q4FeONp5Q5DZwfeUwiIpTWbr5qYwjnlZ8+al/24D86ftEa7+9SSj+0UcjDYE55lecoZww78vrN4DbxZWbjh0NbjzqvnsLWBGU7/90e76cPRQWsAuiM6bd6lU92Vwtd3ti1T34RC4oBzvTChIptVWpznV989VejiPQoQ35HhbbRTg6S7V7NX3jVkZ4zy97Z2oWXRSRyD2pDxkZ7MX7Kvr9z2Yd5BAx484QXix3iq3gYv4xD6FkppBlD7qY05IJamhc9m8de9Y/R3BwGPOnfOJvR1SZC28TQkg/tq2CM4urhGsXCd5WYNIv8GMo5e9KStYZ4fvvbPxRJ+izZWj2++9MrV0Mh7QwfAR65yyCKImxKAMOguU2EKInTjDKaTY+ZQ1WDZhe15Ig8eje99wlmxn8pAxEAE9O0aRT4HkcTQRvkwSFY+o6FjTuTCYejnG8TKDv9vUj28SDH0ASrfIVgLHG9WL1IsjvzYJQ9I3roxICSg2VozmW4Rwd0uiG4HC5koujrho/qqo1Sn9nG4XdgDZecZ3Dq5b8saoNGyiCbAzMYgnw5KeUr7WrSMkVrPLb34VDP/UUnQa52kkmTJo87dOnT5jp8UruSyerBm998803LI+/M3vc/3v5pxvvt1sd5QW+RSXzICIyDHEyxbm2ISGNc6b5hheFlzoQAnbXddILVCMBm7nEkHKIzZ4qjjQ+3CKX2wsMyviu6McsPkyl1v221DXxJz7FVHiTgf/qXHtJOfKUOeFPmu953sHEWtYfcL6NZMV2DY7BUjwb4DeqtjG6mLGk35woHbJd0W5SJQ7zy02uVp11ty+tZ4Fd9NsH8GDgOziFrf9RoIij+BuB0AqPlBsM4TdNDGCD82VfvezkDwyVg3cNbcR/AGzy1b3DcC3ZOhxXv0rOcAUMXll5OhKq3A1UwKscFloUZv7b6e8J56Zp2S7C/ojjIyo8ftqf/5Fvd+Ltm/9MrfCw0y6sAvySeQgNGSNNs77NZwes3btbLzWh1tOL5823o0SlaozQyZh8VrrqcQdNVm5583wyAWbkTZs5Ym1BV0urpXQxu7TfmCZtjoKpumIv3zhMipJb55IMu4EqQ2I4TMAoWk5WdMsYc49F2T8nameyo2elmyho3N/v2o0Kj8nGXEYrBwuR6mXok9xu3FP5m0ChEikhYbSarRTTMROEwzITrWfA4OOJlws4QMqCcnCHrplAG44iKiN7M63AM3gS18uXQg3EJk1uH+8YBKylj4+Z3G1eFc0zjSFN1C6kJc29LBkUKptdYOPO0+/MXHo3hC30px7a+rMed2d1986c/BXM7c6UI5DWBS1idUBDYtRFH28uaGV+aEeIF9eCEYTahSyic46DXAN7ToiDofdRcgavXRDNSxAQ1B4mg2fjG99WcAJOkhGyN0147uBrOq7de30l0P58RY2iQiQFyhC1PFD8SQkrTZ4xvT0ZPQdz+kq7Xwxcj2GEXfiXchGdoMM/600tKY9/EkYFJN+WslJQWnt7kAx9oG/50LRxhUcowyHJgTuC39tak2knxxZgMUUJoueZJ+EZzGw5xZOU1tMAgC9+Ok1DZs0Ijh2raHUzawuMX4lcuOA6aQ4EP5ZkebfDhR6HoWYPf7xkmEM4IDwymevC2dEfxlrLgHI8tvKkonIVzPefzRaCu5fwyWHh2wvzJL2NuQiEn3cQl+pM8GZMGKxzA7WyJWxu1E4EG7oR3cBketjrpHrIi2fAPesN3+BMFedlQll42I4mfGCPDO+R5G95Q/hh2bVLe/K6uZM47WIRDFyMKXgbvZZ0QNi+qhXedi57X/pM6KSfnbtRjvzF1OeGQMReK/93vvt59/fUfMuwPIq8tTy3bM3mRnjAR1uRR9DR/yK55nLQ13wOCFhyLb3A1fNn9LFQCtT+gXHiEk3Van3TxSjD2KOQyzvFTzHWC/9JPHAG43vRoOSe9AuEDTl2rTOnVt69silzvJ9GkU9N6T27VgSdFao4bw5d/eKg5KmNspB7ck5He1x4woIu6SaVtY8dBoWvjselt7svliKxlZ7W19HHX0BuM5i6QHYaWvuKoGwJb4Cl7aloyt2/Sat8eJrCgf7Sf59Jrux9dS4bB2o8e460GzHevw+/gTrv2sr8qQ2s0Wry1bBr8wCEZcu3/Vg+6KGdwwIH52bXK8sj7SVd6Tuc4RtUDLLpno8GyOdMzX5VhvEG0RvWhRAiKSTUOW7jQBJ6//ut/vesMBq97ZuetenSYrn/CPpebve2Yz1cZoFv10C42dmoTmQsX8yAbVxoPloxEGr09zE+YKIc5wavCKAUl8kbfJhCO1cTkUCEESRA0Yq4Ikrjm7O+xjuDBjRiWeJlNfveejQ7qJRR+X2NBq84JrQ4xgz1jd64w7sEjDsfzJmhVfpt+CLWLFkaW6g2uPXEAA3bh5ueFM5FDeAsO4rBRCOAbo4PKwSyP324w+exA129EwdCEjnJipB1c8rTeQmiprW2F2hrjb7/5od5ayjdFfHj1eHay0ktQJIwt/qSNV/nOrbYhzOPHRy3rarT7eXtSP71fz/zHgcXsfJOr7Dx27Vo9grxfkRcnqJ0/eZMSWpO8HPWK+UYJ1wzf9hH44stPuz+csW7G3GxUPegVgdFjaxlTRsnWj2bUV8GUaR08Gt1OGZoExZi4OE7KPpehf5yTUqB4GjU9ungBDqfX9w4WuOwKpkQZhZZi9DgccPr8T8WHd7y2T1x+l58rKf5fMuCvfzJOCLak86s8r+pR6pHjxTf1SgmZjwu/jZPY/fZ8oj0pGgppeDlcOWCHIhMNehPPmrF/p6EH+Smzp62oMFnzHCU3/EURBovfJmL5FSwU+aZQt7Coej3znjLhCE3YO97CU4f2Qqg9+FRvdoxGadWL1uTucRGRafBwEzytdhlasUcAJ8Wac6sPXvRhyMGiTXTj4AOu4uPcwCIRPSwveBj5LWRKTs4E7/A9gxTzZhKmffaBMCRD3o7jifOcvHhmnH89tHQKjj/f5NJLHRSkbds6+JnDEC5nV8Dwt0Uy4BdePsTR6q3Cp2pRnoxnzMMXZ99yUmFq1xiZrCs6XG6y3uULHcXazoq//OqT3a/+8i+KsHw2x+9+++3342S9taQwuSUfZAp+0TsPLlxo965JuHZI3MtN+0mMoq4uenguOiMczk+8RtfNZ+kL9mX4sXfaTSdyGhg3Qzk2Aa5Bw3vO4eacLC5fPKuOjWenvv7Akc92ocv0PN89qgQwpKvepjOH3iUmw4wrPNskjHPlnUjq+lYXPbsVBJIFx6qTA4xv0/Olm1D0GKtKoNhKKoK5OlUkuyHVeIJjuU4UbEOb5uOMcz30Uw/gtUk9y4DOg/KCZZoZDiUfnC8F8a798Ak2Omr0xwfvAzOcLx1Q4bWRol5GuWbniLmHH7xUWwcXq8XT3g2uPa4XDla6GYdX6AC/aOKXNPMd/KPjew+u2YW1F+pomCKveCpW+crgO/qHINtWvs4YX+js7mu7y1drRUQDcDI6hNbrVjGloJEmrVm6cO74VkK9DtRA7HRLACEUBQGhBHh5jpyGt5Uj/EPJeOeiKMzunvdTJyOYB6d70zVIqNKZdHNoMorwTc+zDzaquX795u5ZO59d7rCVk2ac2zEMnke4E95Xhc85Kwt2nr+xQYoCkVOsjT/PTnGIotFdkDZCVVr01Xs1CYzAuninFT1M+E4wB8O8Z/gljMpmgl37McJ+U/J6y0sIYt4Y+HUK/1k9dELyMrrcvHFrHJwf21Htz220YmjATnVvM5CE2Hgi5yQxDhEUlDa9mN6uGcAmk4HZvAI7OjHmenBnGivUuz9fOP9iCguOVu+pxlTOEorugx9czpZ2cMXFTj+zrOx+wxmYS7SA4tgmw4kuWI+Mbteu3sgIvCo68P3ux8L96hUx+fIXn9WbvzpG4OWrNuSBhwSOYYOfJQYbvdEAPOs5HL8iTGFt+NhdPJZq8Ci1H5FK4x/azU+ljnDI43l8iJiVy8mbXo72w2fpRlAqy7ddBieXMqOn0KD69HQpxyXTZGmDOggaThnFGcwU74xBpwwOD4pMVZrr4HDbkz6nqkN5yNBRO6yJYoCBwxtg00N27rye4PBx72YznhysBw/uxcv4Jp48/1Fli7w0Zp6Cv9wpejUv8u2NcDwIh/C0euP4MpgbFtAuvDr6gGErHz571IY2LzJyrwqBvwmecXAVCa81I1D2+ORUr2ECeDgTX70EfxfegV/pKS55KeHnDQmp90P66NWK8txoaaiOgnZwUiwzVYT32k6xmqBGz4xzGH8Pf1Q+40CPwBWaVwNCVk0wd4mKzJCfZ8Nv0iYfDPk8S5JqP0xZ8fOiiJmhkuPS3LzWnvM5xZ98apLspd1/+Zu/3X1XNBB94U9bOWx43rCUQ1ks8WTUdCzsqvfTbY7uug4buzdktBQ33kr+ewVPYIEnJ31pi7PR8YROAPnWO2PgVzuXc2ioy3s8akimje8Wvof2aLyctQrfQ6Aa+g2juJaR3d4vuPBqeRexB1Y9V+P3M5TTboSiQ2Ab2vdOWqsaXHqYnDl1w48yx5EZELILMenYgOCe5YjBJq1evPJqaGPD7ZZZdOtqu206OEeHQfbZeGjK2dMyEi6Y52EUTCdkuI7i6clReWzO1j7wbZe6yLQO/4siKqIAdPu25JcjRWUEbe1Ym1BdvH6jVRDtE0EfVwdN3k340iGtLvAPKNW5ofj9Te0sfR9J3tpd9YNL9AEvDwOnb8ap6n0SVBsifC9iCQ2fGt5lnfHKgF3CPBip51rYNeV2mKepNjkIIsO6DNMqB4EQleBR6hjJsiqKYiBJSKRxbGeky6ALN1LMlAkhWAxJYfs9IbQMQRAnAKWtPMYIkaYJNd697Sxjo/mEvdKHrUBHBDM+TXQzqctaVESyTOVxM4nvNVFuToOy9Kf22Ov5UuF4m5ZoJabkUIJraFGxEEnAwH2xNdGEZnpCpfdPQrgbsmBWmO17u9zaPnId+bl3gPqNkcGAubVdeBmjWoIlsqCMuy3rOvPwbce8/rGZ7g9HOFSpLkJkQ41xdgA7OAdLE4bqqQupo5nJRpyY2x0Lqb03b14rNAhPDYk0bcqktKUUKiKOXcIWbFPRogNamCcAMdMjDxfGs2fcMDgnBJrgqs/wg/3cHYBjFjynCS3OhFu4uGySYcoRvzhsBH0WT4b0hb3yxmcpIcIh08KzJqKzdL0C3/5a+SVdeN9+jwTuUbMMulzChUKXZKn2VNcMmWQc5B/lNe9TtKXljI0HnWJgCFXho46ZIDhh8xX6Xc6pXiK1LOGCEX1FmoZLuh8vvhTqhzsFovnFcAPO6V0Hl62SjSkz0i6Gm8HnvHKOlMugcS4vxsOWuC1n2r7sOZ/J8JPmNlRhym+N0XJmdx1UZPMa2NLTsJpinDjtDcf2KpgeV79nmEzCLk4eHGn74Fg2L/byi14vizJhRen0lr2rmPnNCMhhV0UGZ02Y5RRzbovcZPAuNG/lbPsrOHjHx/JXkT1Lss7KH85G2VX2zI2oHjCDYxyGMQzhunai5QZnAJRgwT3KMbDAMj2tRSavJ822TS3lTxJeC/X3zeH7+NbN3f/+H/+3ZsXf3P3XX/9m94c//OMMn6jndQchUcxngvckR/l6J9vZt8FWvac5ZWeOfmzIyuZLwTFkx8sLp6BZehC/4VKGCE/SudoXPnOaZshl8lDsKfXoz3me+/SfOROcB5EUsPjnwptkLQbrOTrDxbyasvuzr7cWd7/t+Ak+HaftH30z0ZbqUveIo96eFPhAQX6NPkpmoy39IhpHj7jwLVjed3Q8Lz+mnYtRXzxjIqBNsHSinPZocyg9czZnkUu+lUu5Lrjwjz0Pu/0r5Tul3rN+wgEHdSK45QOL1In48OPYKeWVDusoWxE24braBkbnmx/G4D9oLtEMc8gY4nSswDXXBpgnKq2g4cde4k3zQ4Ji5GXZzH02dfZ+u7Z2jVNSawafsyWlAkP0GJEyUQoUCgCE0+OMYWDGhWejIaOUYtBpcL8XofS49QzhaRGLkiZ03o/i1XrAZtTNwnYvTA648SLLO4jflzmKNAYeZolBEUwRvBjpXJAxYfu9h0LYhEceF8aibIW6lI2XJkvfZibbvOQfv/4mxdeJZ+0KZemaYQGbmxzX5glNjfKFCRcHpL8VkooaL9ESsO0aolBuFEnek2vSB/BSLjktYJW/F7NOuhsTiCghODBeej0P704HofRwnnNELjbMAT74NSPdDNu1UUeCVLvNWKYQlA1HlDzHx45Wz4NJj0ooHI3NIi/lTMj6KYP+2aNPZt3z2SaerE1nFnyYKkoNzIRSr59oMkKMzpnGfS/FyFYQOIELLzG6cMJB0gMzEfHmJ7eKjrSqIEVyuQNkDlvj/vjRxxmI++0LcHN3vXfXG499mkD+3d/+ZvBAyO1YF7q6GNrlqmHBuSAQfGi5p8v+zZ7I7379/KYM/nEFhx97OxGhnEu0UZZrHIfZe6EnRTE8541Pnj0MeNonFkeqAKG817aZL4XSCwsTZnmmzuFbCQM6fnSNtz+N8DtHszoYTfxw+riJZHpx3TPmIiHnzgn/rrxj9KeUqq68GfvVtoAZ3g1mh5AoF10oPgpwyega0lr3a3z1uPkOL/bjaENvvL//gIuyx18Mk6At5cbRhTUS4Zp2dusXLDOCKxRfitJvkwGtjedwcIQ/aW8IERwb7dA9j5sAqo3ni/qICtqjwMoZuNjg4TzrmePzo3iffhChwzcMzeCczO8/4H4zM9kXnGD1bMpDx/71YHCHo6ZNPcJgcDH6qw7AC121InaGv/TqT8hYqS8U4v43//P/lJG+NnT4b3/325Frqwyet030w0L4NpCysZJliVfaRc+SvIePTBZuI6uioAEArD1cerNL9sja25nIxqDp6dIV3Zd89YBzfPBEe2swRAeHbVW95y9pzYfRVI5TrDR8rh7RuRpWGTW0/74Wa5W4fJsD7dmeawczxq/h93VOn+6YlQ25ivMP3kRlFKhO3xu/4p/pfdbOkbV+H0cvzwwFSAfPYB+5qi3rCoDK0t4pcjpq1d+E4RnqGedgbVikUvIzdEW/4EFnn6WfB6Lu+/anOgeXY0/m4Tjkkw+u+mfZLc2P3/1bq7sy0MFpDpG5YpY2Hh5dGIf4NHrWjGCgGPynb+OScBbGF29CajDBI7YeDJcntJe+fxoLoxU0fCpJ18BcOjrBpR5lasrRn7/780ocoLw5iYR3eJzH9eAobN4wYVF5KOmrnAGjkK2iwUu/h1gA7UHJJ23w9h3R+lcBq1ERsaImjZtpaMJGOJU5iItx3Y8B2htq76VFrOW1rfcYweQSy1n0Ju/Xg33Ukp+jM529XQg+ExdwkPq4e2PTjzM+Pk3iCu7jg9agt1Tr5KRwfMYGrpwhPMpnPLT3CFwZVuThIIV0Jm90mBNTESYN7yIM7+6DfyOEEPIYhzxlk9mGEL1/GhNYFXDj1ie7h09SHCkBu6FdbI25OQtCfzOx5qXeSksAYxZbhgo1moRnZ7uZ3VnpGP11oVoREARHM2eUX66nRhFysg4OWudc+00SfPLUxLqwFDxCePYo1/YNfjTAkJw3+H+DHhkqXrnzzPWQ9MytfMBD2srpgftrDPk1QrDW5V+/znCfNqv+u8pv0mNDBHBlFr+JXHq3K3SEVwaVqopu/nnmh7to0ge90WSDdV7055/+3p7P94TXyl85QnWWIFICp/EMXrK857B9BUyIJFijWKuEcdA2ysYFHwcZff/Go09BfsgDlh2qg7ToIVPGiw+MmTeJqfCwoZVaPM9NfuK4wL9x7Af3nQvOkarn3EqStRwtBZqjY+evN+aVNI5tiET6KbOQuCVTh2/bS2HPg2j+6Sdf7nv0rY5ItiFNyNppb2gnRG+OhOOGKRHXCnVS9J5TjHx7rUHjjMmeR+gMMgn+MT6TO2d9illyMFELmeIfPTjhbMM6tzrgxyRMsMIrBa2s5XzkwNSTtcc8pws9TsZZXRE9s+H13kdvJXucMOeHo/3bJk9SxOipF0h+KGcXfOLp9aO/pTG5dXGV772zN+AufMirhLRP+fFBdxR8Q2AM0NkmB3/+xae7//Af/u0YtF//+m/HCbPc02mODx8etzHSjxnP5LlhP+2NHUbm6G46Yf4Gu3dWklRTH+AF3/5eDxZPjvNSO3SJXGgj9fS2ycg8Eym1PXJDN5Xx4sXiP/doDBt4ncO14Ua+qZ/jgK5VoBc/S77KgI6vHdpUOuXguWeHOSM9QL+Ru+g8eUuD35cjCMb3+lHeKVfYuDSjV+B08oDvA50bdkhJy6+mnWb+2+Fz6gtO9sLW2/jD3BTOLN5FLA4luoFrJhdqqfqm/eoBR5UOT5Sy9PZHsLZfAdKKSsjPCaVQwc0In2suypWPLu4+/fjG7rihLTJ4716TWsPH27FV1Vn+w6EH3VnUsfqUOTzat2twtv8mP6WMteBl4eNnaT9IL+848gFz9O233w7SzybQwtGQjfBXCrmamemUJCcYLWSUc1+5QsYbdLO/1thbhEOFrg1AWYbR/JnnAQnLEdH4ESWncT1MoawQ0DRkUmssJi/PnlEknc0g9vVglJcdssKQM+gPn6x1oSZeXf0oY57hmb3RKxvMxpcwMgeFMrngzPM85tmLvZ4LozXpqnYEfk9UAE47YqjjlOfBQRs2BBmYtVm0YdrRs0G+9IO5Huwv5W5LkRYTLeYkSLZmLflMQlsz6582V+FWhvtqTNNuY41Hw5XZ5DdvXengmEeFm9YkEMvkLKNxjXKnZGIGY0vWaR9kVC/Vzo8Kx2qESVCPOpTG7GA9DHWbPHNoslG9anBzzBjKaVPfnrmmbeEPsN7pCcEvPDzrRDSKsheDE2n1QJaiphxa2tbkxNcvRBqOY/y7jec7x/s0B+xu2TB61E6ZTXXlVzNEq3Euz/wY5RtU88P7lWLju3c5gP0u82Rc5ez/Gvf8V7/6V+029+fd71uCJMUYYG0oggOPI4vV6356RvAximXhxPMepQVXoRNC7BkDCR8UEdoN7pQb++PB+hZTn3tCGQonPVxSUCP8VT49l1IKiYv6TI+sCrfzwzm5lLieLVzLb1XAcopXz57T5sNpOVt6jsjaNjc4GVcKobzLYVkyDKecp8XXtXlw7+lStnTb+2u1gdqdtgXP0K48BxluuLQsDN+/yIAYKpgoYL3yTz75ZD72Wzd8w8nFH1fbt8J4uWVBc+6vEsPzkjcaOBzkZDgOs+DFpBGRmnbjzwzP8ChZHgdktSuAer4gn/d4aRF58f3GU8OPtWevVGURmTIlZQxRbXN2wJo3YRLsmd0v/+KLMQb3H9xpxvu3g297WTx68KyJrLdzWJ9M9A2ccMCReq+0qwG7T33oLcqinZ7BbxVHI7KIFsMj1QkkPAg58o5xKg8n/rjf+EGUpizBY5IwvYVPlpGaTZ/SH1GnNJ7tjX55UXvwGT/C9zaRDZ+RZ7RQpu9Z9SGViromUqIt8fYG85Ih8C8cTrp+oMxGk9G7H9BnOpD9HhyQm0LrHAgqz86W5AKuIM9KGbrY7nH4FA+YswGimUT3LsoR/uJLS4DZFp0sAEw7wNI/umX+hdCRe/jxrLJX1Cwbku2crbtbXuuUwe/b0fGgzb5UyIHcF2vUarZ+nrZNa+mZFWXRkYIrOPrw2nSZdm/33m9yuKVH8yMezLyMqGff2BSCAloTSSzRqq3lXAVBPkFCwFmiVQNVsl12QxoK7R94R9nU7hhgMY1Xw6iYrF4/BYdRALf+eR9CfZRf+nSmXH3qHUQUSkiIeRroZQ2x5zpsGfM4zZgL1UH4jGUPNmMcyiRCGsNf7WZotNnSkdLWy7ZJzYsmYb2tZ+vccw4KvFNOyof8MXLBMnB/oNAhh5eKWcd4TTuw6II+4KYxY+wSPnWyEtbna97tO21d2sYUNz/5ao51vHgpA3uusHQT9wxxCEuaxfnll59H+M93D1seRkEJq+vhTRgt+B4Vgtd2PV4byIBbSNKJZ5frncOXU7l+uh1Dhg9k05scgxQdGLL3l3b3CcCNmRbNVxpC4DhHBn16pLVd/smhvSFPT1MZUXloPlEavakzjlfd7b77xtawbfGZkbH86KCJQAwIvqnW8soZjP0apQo+9Nhf3o3g7eHeGN1T1/vf87M/7/Pis/vtRwDvdqbzG12nRGArvD+Dn7613cfmN/jCsZnKx2dLqeFLEabVqxkDmaJh4AjxwiFcaln/9mUCaQnzghcfWtoyPfmBt7SVaRgGrZULox+2ZZRkCFU/WMDme3py1fP111/PPBEK7fUYc3Cs93gF3Tb4lCtvD6ujX7VZg0cMumX3trS+4c0wxEsRjWSGchXSP8lJJlcX202R4RIxMxxjUpFvcvg0p+P7dlqzGdPG4wy6E+Y+//yTZMGJfU3qa2JmVSU4iwbgmxUCdEJtXjO51zDP6K6UF1z0fwyi43/hSCFYWoumXXPTj+EyfKf83lW+98oenSVJufTCwT1RxGjiOFhRhuIlwZMzFd4/++zm7j/+x3+/+/XfHs+WxHTP82dv2mvByY52xxQVOZ6dKK08WaFl+mYqmXoWhJFgnonGNJehtqoXqDoGcE/+jQitOTirMRv8eMgKGPAvemmf+2XMD3PyhYrxyKPmLYj8eE83TZQDlqStDnnwdf8n0sFOrMji4hUGPc4aXlCGzYVc+B6/bu2B0/Vu8ZtyyS8nUr7FaxsvThE98+0PXK8IzMz5mCGW2sNAl9elPS/ae39oX3oG1UoKjtDou9DHeZXOPJ439fKH1nujPrq+csABNnVOyeD0LDhGIyUEHK2ZXJgDcaWVQDes4mpo6NWrO+EQxDnw/aO9NviVOG2sLNv8simSjN6twnkny1Suvn3Ofg8N9+2c+8FL7+PZo08//WQYxA5peuYaaAIYQVwbtmRQhVQqUaG4jXwvGf/QQEPmApIJBhAGnhBNy4wQAPFH4XAYGI96t6sXSNjy7LiTAScvQvB8IZZymCVZfS9yaidooNgkNfDFOD0D/wW7pe0e1QN3+AIY59V0mgjdMGuEsyXlnTYyOdtGx0dn8pZvgLnEEUkePdapYy/M6jR2Vcxk6p39nivfhJlAHoGwtE07F3wVhUH6h6CLnDFebXdQSMDWNqyxmwlGto/8hz98HbCOku1UqELoNkyY/aGDCT2upeSuFRI+aSndYUptbUvb2E3G2rg1hXa1noze/yzzsYwox8ckmMtFWpwARyDPnmuDl4z7sxQq4MFBaRA6DA+v2oTo2rLh27PxLHvu5fZvKZzVA0B0/KYsjhevP0e6aEbtrdc/O4ClTU26uxzjO87yo+A4d+52PKDghDVlsoQqPFUpI+K5OpeS9Xt/DXybElhYHvCE79ysPxWzBEM5044K1a6HHVH690//fuinxLMpONeio8mH/YafUUpLQdlCk2K11GhC1W2kAlert7siJAtn8Xl8i+fW7ym6pHgkfu+aWeHBMYZbWydt+EoZMt7oRR7BAyePOvPvdVspv2iMVDs8k4ZSp/Dl5yQbc6ZoepPyLG/wcRg4K7aSteERJX1YZMQkKgaZfI6zGVzu10QnPeqaR+irCzpJnnrwjUskQnTmYvM6btzo+OH41Ja3l+Jhp99djCctIbvbuPiDVj7YupYRG3rmwDEmswFVu9k9fV6k5sm93aXHRXAyji9fpijroXNIGScUGFwG72xMk3OOXy1pcrogScvElmavn+I1eLLkkyMfqpNj6tg/ORcdup02KXsMQQ1dUQk8t8cHHFWW+QkQ8aoI10FO/xzDV0lvXrWdcrg+13npv/rV5+Hh3O63f//73d/9+netNmir5g7VsffGm+hnJcjjx7ZhTUdULljilsE5GFcPDsrbISL5kMY1jsTeUIITz0mj3XUxNEiqnteyaGQfAGvBh550lWWfpSOfOixxT3iLfukUYWKzwjkcdVkHBrw1RjCY9H7x4fZRJj7QW6evl9zijvcXfC7eJ2994pmFX3ThGK0JnhPqD3b8qU2WK8MH5lMHBOkXnM1ukMWJHliu2EMGWfRDh8BOeDpV4xxw/OIve5rg8Zk42fDL2eq4GO8f1avGzI+TGzRms+yXsHgCRaIJmHqyZAGN8A95hVPzkehYezo8bv5GNqiIEhKE/toSH75tbkfAj9wEdxxEQyp69ZNWNeM8LTzBj1rwmXt4q749HvdsMO97OTT2/siSIA8IulmyPOpgrOGtJw2JB435gUriEd4Ace8fb2Aw3D07jHFcemIA4KlDzsuM4hL2GCYFzpt7I/RbmvMYOyxiQ5u7rFm6AVPRCO17lGHLOhhqPaSSjvcLrRS7iRiIDi4TKoSeRxHuwy7WqE6EYca5EJ6xWct29AhS5+3KdX332bPPdxdemaGtXciZsqyNQ7yeTM+q5yNUMSVhwMSaPZP4Ss+AmoXcJl9yDEzupiH9BaO26h0d6vn3myevnRjQLmo/fP9DhvZWnxuFo9vTvJ7L6wh0qYl5vL4JhYYbm+M8DRdwTElhfj0VCpsyPzl/pfKvjPDjGjNA7d52McNgxYJxoHv1Sh3VOr3RyipDDD+su5gvmlDY8aCXA+98d+8b3GE0nPSuf5L1a3gIviz146SZQCUUKhJizbONH1ycjFttRmRY5Y9f/ykcgL/ZysHx4TW/Bqfq8ys6zN/u8EnXyrNPJE3/h3b4V9rt1fwaGR5a4D/1UkYEdGjUNyVmmGlm3sd3yvCOsdOD3Al6dK8iz9Fxy79gCh/hckFcGtK8UofblUehlNtyXCiMZCmDBYfAfZ1iEh7dDqrhGH1k9UR1PWx+AWMtwsVAwOWE38vJkFtZwBGBWzwBNr1B4/F2z5oZ8t2bLKpX5R0cLaWx8IBvGArXUipzO39GH1QuB9ImTVYlOJr04ya0XWwNOIVrO0zwm5VPTi7Ha09v3WjOxNo98XG8PRgMHkZKHRsv0hN2m4NrbWTI6RR4HlnElxT+tC1lluPDyKLJvK9+fLtoAZ9Ljy16LJ5415phEL9KVXO1ePtof5pw2oNelDqajwGtUbMMrxSHDGUV6gHCtSECzoyo2qOHz3Y//N9/U2TkabQ5GVl/2JCOvR7gkZ6Z8HVyYWkbSVo7boLJjOlL09mya59VKeYxbUsDB9ByLP5f/PTWvAd83diDU+VMgBXtmehJOBTWdRlqZJjxyLStevXOZ85R8A2N4Vm7w8OcOZFuoYPoYjRdJS2+YWyJ4zLYg6xJMEa8QoY21auswXOJGV18TJfLh//Umws5eBy49vUbe57IHrnay9OM4Yd/DohhGwZ9OktlVCa+Mi9g7WuRnOYM4K0L4fAo55NTfHpaZFdjBq49r0CQ9vTM0MrMIwq+uQAfH4wDq+Mbf0KhD4fnTPOIhO2dsHdYlHdW61TG0kglwvX7MoZui6Wmrql0eEy6RVe2chyY6pdNuwa2AYaJrkN65/bt8f6dpDQ95ZhxJoqYuMNw1iufMKoSukwAmHG7vpdxq3Hy2Kmr0idVMM9s+CqkJJ8XUsNIxk55iAuRdhlrQXckE6LEdJZP3clzx8TGk6YpERbDUbQYyj7wkDstAVCXtBo3vUtw8axKgyGkky8A+52yjgeEjygyjKNnqh161E5hupRSO86r3g6IUf4qpXKqds69rkCmXouNzbhApA16G2ZrOzp1FHtpNiH7EGY8cZiiM1YNHk7VF19+ufvk629SApY5NF8hgVE7+McxSknApzrMPIZTE4dqccp90QUs2hkxp0e0lootfME7R8fa7mH4wkJr5nlOUE6ctCOg1Qn3o6z6nhZWhHZEjf0TZTL6FE+UD9/wuHqZBNX78vSNNmbV6xkRxHMJ8NCk907aO9uEOEpf+Wbcn6doVvZVBgj25XkMCt/rs929SzJ53v3xumvgm7tpzdwpIXkbBQMgfAjn6Ea5rR5JLe6e4zRKVzvLB09LYfGM17raCcfu6YUGpZq8YEcjAG+8sNVBuQ2IXsdg4PFb2eZ/PGmSJqm68DaFkYxpvUN/RLYop5knUd41/6PZtCkzE8jAp44LRduOUjScaXDCt81YLsefQrtqe1405NXr+6MbKVayO70jbY2merwfXnDpEQeWITAjnSxzCq80J8MYt+Eg6YxbWgIqrDmTLsMPtUKRrnXiOUzVAfecUvhRtw8cKIchiz27Vg9t9Fy/8PMaphPW714vKFwwhGXumzHY+FX+jS/xKx6Ez3VNE3s2fFsZ5Bzep52V4/84YN1M+3u3XcoagxLuUBqfaAf8n2+i21e/+DLn5XWHttzOeX60u3GzCaE1wtASmVD4OByq0QCllHfjFWvUnQZpB77vc/T/+Mc/Tru9H3jrnep1TvcDwGxGZeLbJZPrEBZrpPEB58tSY04SvIvoTE873jdZTpmW/z289HiM4Nq5bsksXqLDl24K0vTfnBlQmweHqoasaVPvezjyGliM3HTM6Kcu6afnGZwir3rm9BvZ0aOFf+c6TFn93XY6s1Ni5F5XDpSlrsLdohdjb9Ll1VYFnIL4O5lw0A+6nOQcWp5JP+OrcxevTIfjUcvJvNfTPgBHsgduF11NF/q3nlVuuNQhOtgVJQ2HnKPptOQImVT8hHNQD/K4Tig6kXN2800T63DOGbCZeNFfeFh0rKUqc3nY7aKfHKscXO10uWXMPd9fpT0qtY6xAABAAElEQVT629/8bYhJUiLKFpYy61hF73raTT4B0BKy5ckRGACuySYpOshTu+d5JY7ppHTeFu59+eJJ6RicBLpGCy+9TuEYp5uwWYLLe+JV6YUeHprotZQ7huR5P61+7zHgxkjD8NWot7IZ6iZrFnoOoacR+UWNHgFrV7XXhY3ykhib8U7rMXJerLM+e7zG6giXHsWVjB1c+gO+JTTJSMTGQyaFUUAr/ON98Edc7214opeDsQjKSe1FNsSgtrehA+8d0YoJDTVcvOgAl49a3vKvU7g2ewiXzYx+EWOEymYtxwAx+dPW+55JeRhHvBAzHpopXsThfMadQPLwnbfOuzbL0lKYxRTo61M7YlThvjt37+TNPh5lzBBphzSjjChTtAzyLV+3+wtywLeYe7EUxSdc2Gff68agDIgNI8yut0wnBJWPMGc0w+P8S+E68U4Y1tjWmYtrzTpHCY2l2S7w8KpgVf2uEYTSaNt2rVdSLUU5SqX2TY536aJhCSmJEaJ41MqEwUH5RjXX1XjdkiSjLy7vwDRHxQYHp8hwjA2GjlqJgAYfKvPNqM64XTwy+Qe3YYAHn9LayvWtLFExsnWhSY/P61Hdf/QgxfEsGtfTjqcOmtmtsWRv5CRY8ZNlpCavoq8oz/POvM5VqtCGNNo57VxLlrbe+Jven90b3HN7RUo5mcXLsRuHMH4WcRlaz9/uw9dyOuKX4fec5J5ps5UIdO/ZR+0Z0PkIa6IUw9TBS20mclZvJX6f9lVeSTPANnji1Gs7hbfGd8c411ZOlGjeuYRg0wkOh6Ev8Kv2jmOFhmgT1XrcR73veQOMU8fIc23ICKivFN3v+Xjf0/P7/WeyzZ+N9r1NzqJl7WKUGVHLu/Da6/Z2Z9jhH66fxtMM+pdffbb7v/7T/9G8mI43LrT+0GFHGXh7tsMpxqSP+LFv0nfa7wKH9gkd3713JxycmY1q9MwZDzC9Fv0K/4E0n+l11KHxjhM17UtHKEd+K5Xso2GC4XKoRGOXgZ4httQVmhjiwVfPcijxOVnmPKEDPnSJLBwywNU1GNaW2qDuDYceTG91HGW0iUrhCO9PvTP0ufT7QZPallO3jP/CQ8NG8Y5LFCQRSXcalinEnfgM/ZFyf6lb+ZEnHk0fpXMsF75Y9OpKRvzipXO7j3OovmrlwVErmJwz8KwlmS/Tuc5PmH1WXiYDdULlVY9JCZF6aNyD/tdR7f2TJw9zyswD6ajslw1h1lk5ST4v0WHx13T+0nVk/Q39qnMcTK/be4FZWMuz98CP3izd3qOfzkR52JsZ4huJiY5wq434ECy12/fRf//Nb/cJ16Qj4kDMjA1jEJ6OMHl5uxj0CIMICTyDNiGuvl+1hvjt23o2CeO5i213+MmNzmtuM5KTlyklu4ulUGqQcDDhtHEJJapnTNAYuc0ro0AAjNBrnKN6AL/1GnqOYOO1DBNn5FpTvjbDbzlPJ7bNgSMhkxc3YychHxcYihD2Ishnz17cffzx5zG2mdVrqQ5lal900w6XONXw4GPWFgqgzrV9r/sVRiob9NXWwAtXfjBwi7EGfyn7Z8Yrc1ruNXbIATg+Pl8Yrr3LM3bXrzcprLFlTsGTlqbtS69ubSYEKavuOWCUOWE0y/dsDGQCXFSLBkKWhXbaQtdWvPCo7vnEMJyin27/2OYWfxhhtasceOFgCWvMF53nqs7tGqbe/5CeMhuF0jeW2hQm1EirbWgqpMozPpsxmYoqA/3WtfBoeMXsa+VMWRi6ayIy0WuP/ZXlg7+rHGV9SI/3CTC8izv1viULvjRy5XofpYO3/9XHO1+wjTMRDaWYnlPfHF4XQZMOjb3zobBEOhjT5RhNzlXeQlg0W7QgsHh6lr/s24pEs3QmWWAszp/PqYsf79/LWcg4PGv3tpCc29y/vdMxiqu64RnORWueJp/bRFFKGE1fvar3MEu4lpKVj+Mx4c1aKCpDia0LLnyk3T96hz2U8HBhFp8x4nBB8c4OWSnEj64Ucm+zl5P4Uxkvks/DIl6uo5Zc4V8G2Yl8qYMxEGYo6+Gk5t/hpuB6OImXzX/pnbaEisVG4Ys+oad6Uh5Syqju+QaOw7cPPgXI4uHtuzbscV9Te9+nCx/PP+/6v0qtXPce0UMBYZ7K8F95TcYCh/FSmbSNQTnuKFuOnmOBf9kRqw4U+u7b28ldewlEx8icrFdAimmaYdgAjw1Afe0JwKhyvGcuU3KOdmWdOlGCXiAr0o+eCCXDx5UzkdQAX8YhHIbwbbiT822sGf/IP7vXwWP0PGn+AeP/9m2dG/Suc0FHKA8d8M5Bw4B4FJgrbTjpH4M1DkYvDOnAU0nWdw3V+XHK5QwFNcHXGDFZetOW2kjBx0VbbZgoQmeDwKdVL89zdkcvVObsTy86GnGm7eWdjYiyR+j1oiOMydwsn62Mk3OXppN5qR0RLZE9udSQTw6XfSGePdfKXcb5cfiINvH2dDqNiXPYojmW2CIEogzgWStEbiBWc4DO7/7VX3+Vsb68u3336e7BozqS6Ta4mE5Dsjq8UUFjM6IP/nS/VmsEwP6aPNGtZg5+l8TBYr/7wNO7lyU6mm0QE0LHf8Z/i5FiX2OF01tJsJYXW3aA2J4wATyot7IvLoNe3gb5X79G9EI2p0e7W598sbt6/bPdjSt51YdPxmM/4h2my0YRlSd9OGE4jCRciEERd4yV0E8JCBagNdj7rVeOcCOfRRB4+g4P4SWZSPeoXvmdtjqdLS0xZgWsiXCYaI2VC285kevWzVtjzN8c5lzEOHriFPMop+rXi6d0YXOQ17cbwk55LGFbzDrC07u1VjvvmsKNaOMZVoa0POzvm+j29R//NAbd+DRjbmxTOEj0QghSna9fLSYYJyY44ImgAsA9w1Ftg5tlbBKcYD7qOMfnMeZi8PCTspBv4Y5Q+hBiCqj29m8b9wOjcdcjXs92IX3/XN6PApt75fRGGwlT/6DKJQ0FSgHdrxdiCOKks7l5+8KGc3YxBva/Mu41IcrkKI5iP/f1wK8k/VnYnztMvnRdb5K+9V6d8k31P/szj/Y0mxf7Mpd6WXUxroQNPmZS5h7PSt83KTxnZDhoU49aV3vnOYGMfygkcOAFOMDvwxfhc8MbGAbmgB1jI4PPHnb4nOGXxqGdVIYH3/R5VVidQmkeeHKzjAZccDAYe8fQzoqMoleGYuCV0gPz0GmPnDWO6nzy9Zkew7RyAbAckUXbnyGyNGRkUBOwlTrK9HU09lz40hLJ6T0NHhkQy6HCQ8N2JqvpjZnbMU7oyJlxxxzRDMzbjAL0mhsDHf7omePzwWGqVu9wKb4FmfahmTqO6r1ZhmSpl5Vsx+Psmpi4eFGOGXus/nGKV0OmoKlvFTl/0QBuXZmU/ml7wIWiTR5PklM0V/ec19647JWifPSUULZz1s23GMNWz84YugOrvvnTj52ZfrsJcXY7BPsa5yeTHPpR8tisss0PGFirX2/YJjqiEeh5mkxpP4dtO5t+zTrH4LibMTS/oEYka4sO6YHKJThwKSKHv/CCzagcp+syv+byR22KUzge7kcvB9OaX5POqo3yWFkBLvrKhMcJj1c9g8VBxwvQBgbRAHMgwGHXNquIlMtphWqyYOjoWUcwk6MZDgiOiw05WkI8eibYDuP/M9t6ec4QJdClXPwPnnUSpGW6DfHGQ0/aw2PxFXtW8/szkeV4j2My8zDqoRuCBIsDrt42SfFV9diGl26wjNcEP2PnE7GqY2SbbU6wYYI17NmcpI6vvvjR646yfrr77ocioD/82FkUd6LTs/JmE3Rqw98rQ9PZK3BzjlcUGM0CcC5yE/KiJJjRYZuPJkdIH5wMcktzdHI+ZkzRHJ6J8V5ROHoejPkKgZg48batFBF+uyjcde0b1Y9Qv3t7cimvKSG6cG134eonuwvXPt5dvdmY2mGnfhHYhCjeGuQvIx1wEYJhcmkCxp9w02bM9wKlwT4iAQiBWTAsg2ErSIbJnuSnpw+iql5K4b6M9ZX2710MyJgWTqm3+49/+NPMQr1x/Vah6HOFwZqkguMwXQ6HeoRLCL7tE8djCnuDwEH8huwF9UI0739v3DyedIEY/OBNN6yxmMbIf8yY/+H3LRNqb/QrjYNdKMT+8mUzXeupE6LPv1ieuS0KKV7LtTC5eq5fjwkr3rGjlt8kdlWF4IsZztZ7OZcyzDcYnBjvskbZfIUDEZKY42I9pk8/uxW+hQJfhiOnYYlMEAofvYQ8yXA9jsxQRpPgkJILL/swoLDceOY9MxlphASuSmuCnR6Fo0+R8ejq+YyRyXCiB0u58IX1ZO+0E52VBaMMeNqIMbGR6IFp9yifr8qeFP0YQfYjGFca+fo1P1amMZwrxbz7l/6MX6HH1cuBPWFDs21W6TJwU9Fkp3hERl4f1ispIQcI/Sl8aRceOMjLOdgD967qtVIiHAQnPI18Vd+KGmUk0T1FeCaFRwml41tOhsaF9slL/D9tVLcJoPW6p2ebbDJilp6NAQqWOHnqkV6vT6Tkx5biMQRw88C2ouVBo0gz7e/vKH15FhYXzud5PISvTfTiPLpEwKwUEUZkWB6d4kM8oDyzzOuhx9ub8RMqr8r4AK9xVJViKSmDv2iIBynaiw2F2UNi1g0HD/zCP5yuCMSCMChqZyHM2kU/cB4obDAOrtSgPTzB6LtqUW8wLu9w3fd6lGhpNV5eQw/W5s954SllBnDmD6WnJk10mFB0OGFMbAdsUiKsiRrma82w2nG9UEOFT5NJh61MyLohMksEo3CfKiRnldf/dEb646i5DpVn4qohSm3XRpteMf74ZOlnHQB0QJNwpIWVNUWKNIYH9XGo16TO4YyIIDLT3Ira+PrS2jApsAcW0Sa6QZ1wYgLtNgFRW8iHyZne2yNABymwh8fsIbHGqkmVTYAuTsSGkebEcJrVaQMjqNYRO32sU2js3lJE7bW1NqPf/h+lUfezIgZzal8yYrtr9oPsuYzpcxouWIIbAl9eaN5JPPTi+d10T/Jdu/AA/IkKP3t5P/10v9UVD5pvEv+FZ+XlEpYwmY5PTTa92JDlq1eGicJj/MewP2qHRnw/HcMm9pqzoTMmMvDlZx0ZXO//RhOZv/uoDWXO/HbmOqCw6DXePsr2va3TzC6tLYTxAdoH5PynS2DTtfSluunMfpVndY695ZAfXesgg2edymXrSYXMP0uIEnoC3qD3ZB2mqIL8lAoa/qiwCpyee3ULoSbMZ0P8lcIXV2/Uq2jbwjON20k1XmcIdNAK/mIkZiZqDMdD20M/9QdizJHhlma/xzCAKb65+joXgi1zolSE8s4XxnrSuMXjJ5cbH2zxzqNKibDCWyZs8PB3rTM1nuzoQie7fdSGMk7dWQfQp/RSiLPUJcacrt9U15+BOfSNxwRD1ORinlEMmKNkQj6YrOHfIZZeeFjtk5gmzS/qLTl7GhGeFJ7585/vBV/eeqeUnTYT8+6D+ym/4Kht55tlaQwZshBeD/fgYmPoMY+0GPJ6S8vG8SkPJfYmZj1oS9YR2NorZPzmDe/Y2t9CsMZPNSf8X0nwLjRxaXrMCaPNPDC46z0DlbB2YrAh2rxDm/dqcFOSk6+yJ+ngJ7qW7Jxx0ul9hLeKmTXnATB19Dsy185m+v7ww2pjG/EQoAUDxYRp31Xf/WJq/DSNAV/vp3CNw63Sz10paMSfXV6+f4aaM5kEcC7K09AIg9FnHq8/83r1DjKKKbZNaaKn3EKUehof4gTt4HVmWW91TElBSpiDxTKXPTtVH4gW3ELtxsopOWUyEgw2A7bRYC2PK2RdHU/i7UFoBRgGiwz7T05F7TquDAbntLC40CADMA5JefHt9BBTSKJF8I7DF35gesGlXobNMJDoAWXP4IKPIz5t6R5OdQT0zihXTreT1vL3pgfvvfuLGRF5V+jRZLlHtVOUbM09OG3jJxsf+f02+XoTH0+ELv204RY6V7SJpgH04tGXhbd3HdMspGwcVvRPXdNjZeD39IDv7dI+w0NU5vZePcvUNh8lQy60agvZGQ+tzRxbRuRtBpNcapieK0eFDKLf3bvt/RDff/zxZ7tffPnJ7q/+4svd7T//MPz59rXhSTWSY+O7oFlQgXac6uCiF8DHWOjlmd9z5ojR4Vgl//X+pd8OehHpWPmjEQepIq3v1st0Gp1tmCfa0PPpEERzPG/CIkNn/oKwvklj+FqbZmvdvrXzwvmGUHs/k4kr04ZUnALO/oOzD8epw5cMPhyIPnJI9ODJA+cPUAwxXYcXwQPf4zzPO5ELz5QT7+DP880niaeG59sGFz+/bGka3MDDs5zVCzlS5zkC6bzpTZ/NoSpcTrqF69k64fTT9iP5+h//lDzYp+RodJA5BUc56SnUaEF219CEaBKciLbam+L4eY7zUWH78Di2ig7NEQDjuWzJjWvHHVldm4P1+bOH6ftOvkzXpTwWH1ZfOYZG/RncD+WjA/2HA1CUTnCmgWfjFHe/ZIauG2aRmTG/2hhzhxw8X2MdJr/Nnr0VRAkRYd7tVNKfxGQJuZpmnFx4i+IIaQF5Ukjkajtq6f31M6LHnJOdODAue0KVH2Ix6hgLZe/rmSYEpAYYb8GQqutrpe3HCh/FfCkSYyvhL0Y7qqd7ufru77799l7t0DOyIQBGWOstje+ZtX7uCNPlyaUgB4aQwZAz+uAYJg/CBdtC2Ia4QBplhaG98RwDz+SelMb01FI88Neyw9IQtlcJ9J2GA06HoMI/esWWmZwp9OZbDxrhKezjnKAFR20ONnijjBjfF8HJW8ak6MMbHjXGuw8gyh7cC7fplvJ7xoPXXmmm95BAU+iU4+u2BuVFf3jVLKSYa4xi9+oTHdGbUsfgR7ouSb1/9y/C61XCJSGYfQwogtqCHrgJ7ijHr//4xxRUS6oSVMp0gJwSMXE/u9/w75fLb/X/7DlYGMl5vwde4rnm6Sp6e/SzJL3vv/oPoh3899WzhNq/cebgM54Np8Ov45isQuBRCFTPa9uFCg4pmBG23rsGr9qmYf2fchiXlNrgszToKR9jgHZHObWbQp3tN+MvrSGbozBLq1z5l9JfvbPBdemMM8L5afx3+46QX2O2pdWr5+8ML0dT8v0OnylhdSiYoR9DFSzP4hUhf3WTQ0pZujGCKcpXGRUwUfLPnhJ+b/EBntyM/zJ82g4OcDLo62Oi1erVWjZkMx+nvqEqTEsrz8AJtsqAscEj+KWcNJTecqZmyV4NVf+EKns/s9MrZ7C9iNI7oedp9cgPvi9pZa/6RJrI8IUMKdokkKXTCzffxJyVdcGLrbCVZbKkXro92O0Lce7c5d1f/+ovW4r59e72T/cyMs2+TpceOvZqLHm6JLgOhNzTR3CCn7RPHYyKe7uOXSqq97wJdlap6JSZeIcOs+uZHmv3DCFZgyc6QZROeoZ15jz1HBrgw9AgWJ8/z+DWBgacs8JhU/fazVFZK/Ref2Dq0GonyWk//DCwHDkdmoofeIdmIKkecG3DfMCj++ifJfvGwptrw76Wt12nV/5oPBGU+NIFBrxJ3pU9MhOuHkejixePd7c+vpkjVzSoocg3jfc/ap2/OSpXrpDRk+B8vPvm+3vxV4c/tef++TYlwi+M/RyMRDdijy70X0M+HEsy4nTNorpFVT795NO+ixzEDpxiQJsEvobrdBovlObjiVzYS0S0buEimDVwOibkp6zVpx0+cMmA43Nw0aGiGtPW8rE5eEM6fHZ0/db1Ca29EvaqwWZQmzqdk1GjhosrmAexLigbHPpZb144ui52txGyCvSGL1w2Bpy3WljwIA/nsIlYXIBEvEwUwGrE7BjXE8Bt1yKKOpbwLOL2NogpAyl9lkAHn35vDyhSurImZaieFM5pjCWinzkyxlE+mK7xjuOc7U5TuCaYXbgQogoHqo9hI/T1J5cgd0fBTgUD4kLsPEmJzwzw9Xby6pkjFOFPbQ3+ktFwkMJtPOZh3tzf//Z3u+///FOe3cPqNLZdGCchpLR41maxUzYIxWi8iNDTG6xQvTR12BZj1i2qq7RwZl/9WLAPZWpdY23vnkf+Nk/TtYRq4d7GNaMEay4npKqqV4/Y2JzQvXRoMA2f/OvZEqQhyFBC3ZgbHNrax58uvw0bXLQuunkBDrExRIOK0usFrCGEZ3OkJ2+ZAKyNYzA0xUwR/fxazI2F/0fXHmbwTBu2tH33f2vBh7lXT1++1RZK3WUS3NvpEVF0YTS6TCpyMne9L422MmoiJWgjmkNJwSt+WNdWMzjKMLilSPFf/KKQHDLlK3uc6YSZfheKd3Ubr1E2fslXCDHZdc1M9ZT1EdzWS+RjeyapOjjbIjx6l35T7C7LZPTc15kBlV3hlIc1si6y8eH3GLEeCF8zKkPLYBFR4f6/bizQxNVXr+LfvjkXlCg5fJlRWNeSpWl7ZZBfZfk98z767Z6c62lSWrNMaUDZ+Kv24+PSHYgmMia13TK9bgbvcG9oB8zeTVQjuCk/s/Gn9137J6weplZLYXa12y56UfAdbOARATnKoIryHdfbvNTchpM3DMQKn+IROMPrRycZwmC8mJJ3DvzjJ/d3r8+92X3xxY3d//mf/tfdf/6bXzch7vtwn/6dGN4ePfsvMM+uiM1Vev68JbTPOHXgX0x1XEcg7CXD4bcOwMyvkCd8mYMzQ5g5oTo72rGGd9B6bSq1HP7VanuYc/KnzjpBC/8N32ToXr4y/OFAmFbXhN/luCxaTS+69r54Y8OWohCF1+9mIHWc6FT63lnreNHRvTPWXoTRLpRLznKwgl+0SDTnPc04J1YGLf1Fb9SEea81+MUWwdrofv7FZ8dZYPV9/HEHOHVKncNxHj54mtG+PxZTT1oH8HHbWZ89fpLhv9wETTRfPeXhjeTX8DNH6E32yzt01ONG13NnG1LIuXF4zq2O6D1pk6838VkuyTDPcUdKJ2Ej4ifnnJZ3rW24b+3uNU/imXkJNeUwPgmg9IfIeLdLUPvqprpdYOGAmpDMhrrQTHvX/XKcRYmOrt+8sbMPeLHb8cqkx/CBPESdcOJ2nzKYzsnCaRWF3golAuPR7IG5dKm9atv56LBzXM9ar04hlYfgjHGIuOMR7gEGFMbZLnca4cJYLu/dz7ffmtwrwjWKp7atPGtZiMbrCZ5vMtiZJl4ZyzM5x4xp3jVH5PassS8MnxCaxDfGPMXx4sWaOUt/rnpDisoCbFDYLVgGtj3cetM+G7wYWOq1013KoHQ81d/9wz+0reb30aoxoUvXR7ketHYegzOqjDgjsK0/Nba0jAUF1QSRPF1eMsM4xrhqRmAoS0ozJS4SgU/APiHLmE/ofSQ6Azp19F5b5DGzn9Oyyt48P/B/cPWTkmJsKP2F8353bW2eb+VO2z0XnlonRTHSnJNZ25qBP2heA/gIOANDCcg3TMpBgex/ciGBa6tvUvRsWwr3/p2HfcC8z+PdvmM9+dW9XRuvTZ2TZ9GWQoQluIMzinIuWVM+ytZ71gt1zf72KUMO6PbsDJrFPg6vWby0yl6RkoxMNHd9CM+AvAdveh/K1sOpN0zoLd+D/7l6wPiNUkSf6HiQEy0k/eqZ8drGVUV6ePT1xCjiS41Ba5t75T/PmXwbHXgNcLDgjCdyUuAGPMBxj7Tu8R7Zwz/4z1Pv17yJjEvvvKdozXI+rLdHCaHdcoLX9qSbQyGte9+jU0rHwOtBKl85Z+Ohg5wotMCHE/EIZjxjpjucKt8BJNulQyI079poMnBGf/nVxwmYJXyVCZfTvt5vNBnczW+8rWe/JmiR53PaEzz4nIGzW+PGn+oZp7oybfTzpJ7gnSZ66ildbRnq//LvfhWOjbs2h6EJcYc55HrD6OCfNpsUBT49dTQTxaqAaQ9YzpxpEmu8OD3C9DQj9W5VQnnob47q4D04Z5il8umbrX0K8z5xHcdr0R+/LkfJe7yiPnobPsgybvFs8pb/MD2iM+SAq0cTaVyRPkboWfMGHrf0V6hd+aKKDx509nfGehzgaKsjpO105uAwPOtgiErgs5lwXBIdIGX4TNgd/NER4Uy0PN9w5IULR004vLD7q199Wd7z4e3ZjOM7k0JDdegen15P99/cfXvyQxMS7+8eNnypTa43zR+zuYxCg7Z2wqWfVg61rK8I3JVoahj37OB8hfBnG+E6h2fOxSN1Xjnh+jYX2yjIjpuia0/rRA4PLgz2l1zsbeNerFeEBiTrGijGg18RX7KCPmv4AQ/Gu1dbKnE5oEzGevG86htLhiRtire7NG9PtO61yHvjLkPQehQzDlrBlpuYsGCXp0vN9DRmOnsnh5MZ70bwyiVayzAsQP+lv4zfJnTe+73Q3A+Mt8/U4y6ISAkov0Z677mDYkwcGYPVezMoCceVORPaLNfylA6yQaUGbXI/ikKNyvW6axis760N83D/nKKghPRCXARwO+XJphvgMKFDfYTGudRv6rYjLoNr/MYax3MJrI3/z4xSEB7NSYih1S28qpdhTJOi40W7EJKlGgLXlgnNwFD/wQQvCzZjXaWvTWtyFYcL/WxEs9aSKnfoX7m+F9b32AZ7ZW0XGiqrv/No+GKYcuV9Py4m34KTIsSAvGdRBhOKfmgs6VFK6kxC4Jo63U5VbtZz735+SVnbSreSvstUsu73sML5lDqP8MY8mKK0Z8j/QR2ejVEpnW+TD3njM67ZO46IsWJot6eAS7onB7YnbfJPziJFrJ61tnSFeqX5sFz3Gz7dTyvADLxwO85hisT3jIP2Ikmcesdw1Wr4XBGuZKKslOmZesabQ0VBgochYKjwCCf3eQoSztBwhb4zJJgjvvVbWXYjHPzUDmnn4R534OWYgQM9DXdhA727GZ9nRPutR2yeBwNju2Fy8bLfZEMdA383cMUw4D+43iJCG358kzFhz9E34WVAqlJt0l6OEedQNEi5ogMzcS2s0SUr5EtGbVu6oleeA3zaoIxwYDWKiZgbTGNgSwU+8rqNXWvTOC3VZeKeVRovW0mztUkDOROqMITnbHkROSHo04sPU+7XWr77ZWOpt+vJ3h89kFRUT+lb4sYnYYj1Vqc3Wwj9+PjF9I7hFRxprPhfJCR8pE+W40m+dQLI58JTD4avsp3DD0PGANP6wfHc92uUIV5Ck3QHJHfRH2PM50F82DvtWnyLP/pRVYw+HsxWTxlr5ny0q/fZk/CKFuF7DFO8XCEvc2gOwN+FjmAbexGPgMBv/D9cWDUbT0i/bMRKz6DjD0OQFwqBG44ALht0PnzabRSuhOptofu8teUXLxtu4ljm+MY7JlkKsestq3gZ471spmgSjbgFrOi65HmOsG0o7qQhwus3Owo1XIHFCpSXdRp3Jsn2z7p+wxTagkd0vDgKUFdl79rFwRZBWTTgxC19FGp7Jq3eOQfN3aIhPBzZN/lmIYBnKaVnbezw7KlJXA0FbYITQ8wypRo2PeuIuI2zYB5Es/mL8e0V2vh4d70zrnNYUg4ZoYA6zHOZNekZjrchbggUGB8qVWD5Pc/UVXljwN0HQ1/7Ru8JuE/Pa/eqVP1ZXjMj4SLkNsbQ8yZ4c255bbXdqrO1wW8zDYplMavQIUelV9W5cFzdwTITElS0XQAqASWgdqFVxpXyKPkopWF07cAApbvc2ttrhWR++Omn0lqniWj1Xig7My152AhXea/Kh+AvKMOEmDImAM/zLE8fPd399NOd6qXIY5rW9x82X4DwY2ZbpaKfXgLmO+yFAzDOhAMbi3AGAD+C0Ld/vF+Kudt3Fxr4qal6H+ghQWjuWVTs95yCVSKwrmcpITTW6K5XLa8zjmfccByt8sCP8rTUOJnNMCYcS9AJQR7+VDolrHLcql5e9freroFq70T0Vso+jPQ+0eSR94NMW+ZJuXLMo1XBu7fgeRtNFDURjARY+9dyP3DA/xI2e+BLP0qPQG/19a1m71YvtuKGp5cBi00Xv5Uu0g0wDNfThoTQxGqBCbvVbg7SCoNXJlxR1vVGXHouDNrLvbORWRrlKhys7rXKwZwJeE5u9w6HChnQWDj+WDuCGcMcWaxcpY+jPDQlC46NtePbpQml2ufdJFOXHkUgpBeqI7yZEPeyIaSnhRZNDEUV/MCok89Ven9rOx4iQ4wt1C06r7YNfxmCwgRdSx4XneXVdtG1c5fWcic91Sev2wY5I/GqSAUjMTjI0Ct/6zGP3O/5Fd3AtOBa9W84wNscDWOtV9uoySmLd1pu5HhWwCYJY8xRGqyiIW9KvxwBdC5SmNN+Nvw+fngvo367vPXY6z1+/sUnu9/8998MLszsZrwda2xMtmw5k0UUmwgYBy1+gF/yFh6XMYdrvdjFc2D2USfcuMcn88w9fYeq8a5r49MZ0hxiezhv9nRYHbh5yKDVY13DGyKFK8Q9dcbTLw73S63omMpgsxdnLLrNkMlssGQWe73xQKBCRXnJ0lQL7rkLVi3MAEcNAHVx3mLU7erxelOO2qgN5zrG2nkJ49zFx+cMtQ5d5VNPfBJuTxr6a8ebesqGB9psrEjLnVYU4c234XNqV35r1ROA8obL4SXyvlYYcVyedrxtoa3G6K+NHbD8DOLWZma1oMhUkjUTQS8312J65yYETIm0FMeAVdzkYbAw9EIbHzpGBwwP+41HI6VqBgEzv4y3eCXmfJJSfdGEdCE3EwOeNT7zZGYgxDAMQAx/UM+bPI9Rr+o5RrM0zzJGmOXETMU812tXbTdZI3pGz7zR2wdnTOQ87vmRcITTSuGdaVbNrXBKHpDbRemVqA8CZ7y6nRnAHi1e7FXKSBrMWYKTvJ9hrlE+GIHhIYzn2hbx+u6t5V1tQmHMRrq6MiEnVGb5BkkTlovDygM4LCYSoQzMBJkTOegX4DAhUhiLOT08HbrbQ3j1TBlcxaRa673YRpDgC9G9PWySScrmtRnnKVaMqGzjRy3bH6UgtDuGXOsr6Flc96gZ8U8T8EeP7s6M1hs3r+x+8fnNHIB6jOfCK8+4fHopBHqEevI3G2AiARS2yR4UAGdirTc2NjfnwQfHZozBNDjSzv5p3GaIZgvG4H1SVMc7Cu4gQvAsnxbG0yP8w+//OOtpTd6YUBiUlYdAGed5UC/lUUZrFIzeLtGHZsnQvCp9VO1rkIvOc82Tni+BmIyQXSmBO/n3CQf/nilMatcWwnYPHjSaq280Guekb+7nK3xoIhw+yNko2Dt1SK/Y7WJoJ7oxvAp3y7ER8dlwil9mLLZ6rHIYOamQNWZdL1fp4V2dHLkJS1OilcEpjGTBC9ahiIz79uJrOKvcnukVLmOyxiRPC30+J6uV7Xr3XY3nknHnGghRT95xUiu28uaq/hmKon1rsR64iUaOliSVxvulPQOuUb7VGZ4OraWtHTYmyf6M4kZXxncQF6+wWIwT+T0R2fJMMWDEb5UJDPSZuS/hfuscqAtnCrdaPiRawHF/kdN7rCdWWWaZH/X80mFLUGu7Zbcu0YR3NJm6gBS80dBzPDCl95txEAYXRbt25fqoMLO+Dw7s1hgGgg3dTWDVi3a4x0GbrawyalNtO+ZsVCd6P8iBvVj08sq1s+lLzkGh4DYYeVP7DW/oOV66dGaW1R49RZO15A9Whm57A4dTF55qwCjEnozee8/Pi1fKGYzSzt9ulj7rQfiEX40aepeuYudS+uSRtzbI7bwOeHHpiS/nK7iCUXuV4T29WSYVzXPlkIezLWmTRueFuKKRGeJzRW/wrMhMPFKVb3q/6gsa5UVP5Won7TwcWXlxWHn7pM+Pe8e/nD0+4g0TSIGz0pSMPKWrrsYzx60sAOvddlo8bTMfG8icSY/uDqJj+6nQk3HNdFjpLPYnKSxq2lBFPfrThrKOe6b9dK22uRe1e9hxt5evmTfx0YKpIQq799nZEe+abE6fKv+ooeBpMGjYoP7DnDaLJsDJK8OTnsND/7cLTxyZ0fjJp+0AFqM9OTU+0RKCvM1Hj1oSk/dhZ7eD1v3pza3eK4W7wlFmPp6lvJrJd/nyrSYcfNyZxPYQbnlYayNNMGHMh5R9rxB41e8ZBTy1O9lF0QXWOwXbu40Jh8H2UHs2Ql2efZatPVOwJRuMCE/VxTsjHDNmm7EWYtzCeNuSGuXTLWTA93jtEcUVGAu++bX+bPCMIhh4jM/vD4ypDnUSPr0MLDZtrPCLlz7a/cVf/OXu73/3+4y5AyOWIOBj+jiSzbfQs8lWenEvGHMvu7Rbr4YjYNvNJ48L0z+IVqedQNVkjksiIhfqedWTExreQqsMwIxNxdQXGgLhdDluUiTF7EjjaA9sGZoXa02vfAhCqW89smlruFkrA5Zif1MdZuE/bIwMDTEl3KGrMSkTe77++o/TfhEgSn0ZNUrDsMGLdsFre8tC/KtHlNIqWgHncIECFP8U2P0/uyTs2pTTZFiP/tnfjWbzYp9vKvpnKfHke84afouP17OgCm5GTV3TG2R8QBu9wakdQp3y8aTxvDZT9PiNcZ1ejVzoGQ5EJwg+kfZsjH14lFY+9KMEPZ+2wk0wwidAPCtbIy2V0JieQ3l0s70dw1k5eIeRY+BHjntJmaM15QRuw1K2yZzlk7V5aFo+dU1IV/qUGBjND3iSE+oC5yjy0g1c4Kgeod4Z69RmwlWd03NqstoyAIuvlUEZzTkJtWd659NxWOUpn1wqYHMI5TTJD26HJn1PCDP5MBzl+WuOVDANzqt/4Yzz+r43KZI2F5IH98xiXk8GZvDOLpQ9myThHKzk+0Ehc7JOfjgRyvc9xID80r7jl2QPjtc2qiftDna36NrtZPByw35X0sGfNNTpoCETvpo/E61tiQ1v6KsN4wDHC2PMIRMfvIOVw7B+rLTrHu8sfRm+FhIHTm8neX+mo4ZlwjE0r/JXem1Cb2XUbG/9mWf4Bx2VNDTq955MvV/phocmhVzVVSX2A1HWDNENENq45H5Lr17lLnlY39pbzuGBwUt5lbHqj77BqAcOxw6kwkf0FdnSQbKpS0iYj6FFhlek8kLbu37+2ce7r7/5cffd9z8NEl46QrvynCaHbviOUUdP1hS/vyRL2twHrciS3ri0swtnHTSrR04uFs5vHN/Jf9bi377XioZ4lHzo4aOv8H9fMLT+Vab6XQv/wA521e9pMi+9x5PDL4U6HNYhwdNLSzkHezmaOVnv73me96qnCvMWxqhPgW93l9oa7+rNT3aff9X527d+GXLedvxhh4QkH7aPdtWXz4uO2GgD6AG8WzidR1PYAPmeuF5MknXzwd/VvJLX0H1b9281fgkZY2c3oxshiwDwqLelVGsixSr83B5hy+ujPBl9xrxvQlQFlTD/BsWDxFUdfHEKEHVTZKOwek24GWJMUECsdiJ2XnvrML/8xS86o/mL3T/+8ZthJPMMnhSGjC9i05Rl8BLkV3rNLRua3nrImlnV0+aUUQL/pl7iqaUu6VMb+5s5aqkKJrIfPqhXGDWch+vTJp+A2YRHs8s///zz6N7e7TE9JnxSb19o0v2mrEQWDJPAxSHBgI/auwRV7+Fl4cIHLbmz2167P9X7PjnfjNjq4XWL8Nxtwo9wrN4OARYi41jl0qa8n3dCXOeIP7w7Qj4h5BS9d4txA7z/fG9LbbYLHD+/pCMM//T5z1O9/1X6rv9RcuXD1T+/wu0+EwVowtMaX65eCiPcoLkwmrkj99s3gKDhCwZ82wZT2ZTA8E69iEg1wKhyeoU5cnayUpallTM0Em+8U7Lx53Y/3zLifQWBvQ/ZgjI4J3XbNeCjQ7S6WC9TL1K0Z+Nd79FbVGBNngJc6B2YVzlwMOVU7ij0DE0eQfVIu5wMTufLFP1RQJgUhM+l8ZEHv8xuX+kYMqlMvO5ZCXYXUrKrjqneo/nowY9B74F7G7ng2VmH3mExeJJyVYfhNo7X4L8eDXkQrdIWTpKPMClNxPiv8eVFe2nkg19DDtplkhsYOWvPHj/f/dhwmeEpEzg/akKb9GY8H8QX6F6B5UP//vYH/S/ncD8+vby70xg5J9hckVu3ruz+/b//d/XWT2cnRHx02rvcwRyPzclbRnzoGWLA5xqM92d+1eaNNmBxP3Sb9wvv8jDM26XzpO2uSd8r22Kv8vyVr+/4a3MopJ1y93ietD1TZ5mnHGnI8NY5Y6yGP0q8UGOIqCf9Xm3Zl6IN6hvcKWXBtX5yZpeTib5gW1t4A1p92R161uS0NgubDpYoZdGoJ69P52S/2aCmHjA7xtGmR8nw5ctnd1ebVCzCw/CfaUdQNmNsQ/CMU5ROZ8w55aAVHbKpk01tRAHwBv4Cu3LwKUfwpdnrFzs/o47W5fhEdPZhc6TSFmUKR8hhnfyqberoTzzTJ1lVJ9rMNe3W3v1vWTFFADW+H9OmT4z96HMLJb5qJjqD8eBBQB2tyVejHlSA0IUGUmXBUdi4nq4DP65e67CEDNC5zgY/GGYgYHmXVWZXtXVBAbyXZu4w3HoC+NXTmBf9rK5ut7DFevrzv4sJtIuRYYT0QDuLt/CX3oXflTDveUHqUKpebygoZFENeu21g3JGuPz8n1UyRmWeQWzpP3g9PSUN6LOIvUKbJhfpmejNvHkZwfXeME367FozGm+1b/0//ulPrS8P9z2zP8GqGf717DPosxwEoXiQPC8CVmi80OUKQRm3FQGwxONJiuVeTNLmL7CbMjALWGvXASCWl7yYMboTe+W3nIIhsQuU5TS8VJ+hSzjS2xjcct5qGzqMAh1ZBUtPat+se29DGgbn9LH2pqRj1C0KQuBESXjKBKeihxZTT7zCwfjTN3+arRbVqVyCxanBIarpa3ACv3HI5EcgNCfa2z16jq0o73a9C91tD/5/fm98tTTNzzOtnjZjAb6grI3LCKx0hNk54YwxL12bKTm9RTi3Rzqe1lbRI2OreJbzt8qrZ1peJzoxtAqYXiZvb38RboYeDPiTER9c9b2eL54HC2WiLmgcp4wSCx50EpXB0+ZXbDAItS4nQsiQkV04X7LJ8K1rvVv43569+44QwsTHx/FYBtVFf6zduqJznVcTCF/G5+qln7TxsB7AZoTUN3ia7xyVionbhx+0ww2cvt2vErANKaWprXrben8ico6uPMyQC0EPvsoLz9NLhZS5OBJ0hVKXEd/wqyepB/aqcdXjNpiKkZtnc6GtOu/uvv3mu93ropp4XKTCWvNzQsgDX/Upi34l/sFuprUNWCyFOmkL03v17O/eE4Z9u/v0y692t774fb22HNtC+nw8OvqhlUbxtjD8LL8D8zu4QdxF4/saJlgJVidmJVyTDT+QlQ/yD07IXG10j5GUM2X1W1ITCjlns6wtYjFarg+KqX2rfsORXgBFef6ZoIlLpzTva8+6SiSj9/HdvPJiHD5p5qUn+7LkXLJDg9Orbxv2MTwIx+bv4Ms123xNpDRv4979u0MjB6LcrDNzUvTxTLw/rJltOsyxPRNpj5t3ZH7XoXJaVskBefO2uSM6IoG9b3Y1Z9uSv5N67WP/ct6t2Hr1vPMHkm3tnomX8YK2OKr4wuXrORcd93zrarxzfbZ3hfPpKW/tn/bicTKzeLwf3fer8kfXeLfRZ968/9OeLITbmIKJ9Kb6O8HqQo1/NRMUCLxNIKRLVdSgEF9aCtfmK9//9OPud3/4/e7f/ut/s/vlV5/vLv7VL0c4FyEQYwGhynfE2gM4YASrxo/C6Xsx5LyZP/O7YjYP7/2bdSevNBPazpPijY9iSKCEq4Q6hd6xAc8NY62tDGtr1Jld02oXHGA2vZFlwBdcW30D+8Lr9qjvRTgNg2iKaCnC50NAcxHGCQr+UU7lN4Hm41udeJZCeJ4yX0fkLWXCw6I8J0JR6Uv58c71/hUSLjWiepWnR+KayYv1crWXkuSZKmtm5db7oPxsb3jjxtXdzTZSMIv26rXOWq73KBxF0Tk9znnAejv2tp7lJ3mX9JI64RkOffNI3QtbYVoMrDehB8OAOKABPvS4eMcM9MIfwWsIIWeQE2IzEL36l62hNUmqIhbup3xErxoO1zD53ono53qyPS/JKrx0koYbKeIJ2f/l6196o7x14afFV34T5PjCbdl6Nbh/Wzgb76ABmhmSkA/eRYZm3DZceGaJJt6Ao232u+LwGQM/hqRy1clZEPERvmQUFqRLuXJoZg37wLJosuRmnze5XOHwZCL+sCsWudCyiUhV9oR5c67MKxn+Cb/ox6jaz9zY8vQ8qth6WHy2DHqFaPx8re/lLM+jyqBesWi4CwfaAgeRPr5siCGjZvmYZUfncyCVC1clG7lEcliGL8Zp2hovC5sO3ktLLmBEKLufw+8C/xQq3KI4vlJGA0jhlXwkW73jMIuO6Y1PHUPL1Y5B0EL01KUN5ECLtAP/agvnSvmeMeD223agTIRKBtfkx1mKGt3wy9TTtwstORDk5dLFZK+NXh52uJIzCU4u/LD76qtfzMYif//ffrN7XHTC5DD1wNGsMU7/Wta1tefDskO+x/OJWgunnnFgkgeGHZ57MImUSz7RdT3dGr9SLJ4swlYZcMuxNPS3JslmlHPypcTTvsGihPndK3WpwzV1BRP+mOGl6Mn5l48eIato6Vrlrftpz5S6ngdxLyqn8lcb43V2yFBL9a+9HdqhLz14WkTw4YPHu/NnW4JcelHae+3xceHpOnb7jHC7q3eqtv2xLY5Pm8i2dlzcD281vOxcdDSYzsbIQk7lOD7RsnIutL3ulba4tYfCm5fni3o2Bq/8fovkQMaj1s9fvfZ0Orw6c9fTw3hqhuH2ODT/yES/icBWD8gWedAJLfsemMND9Bzg/e6Cm1BQx7lECGsiw0sIn/t1NJ6p/AwBuiDGmwpdSF1/PUPIe+1sdufO7d1f/eUvxoszlqW3QpBV+qGXqGp1AGwjeI9GZ//smayuHg7x1i9JJ6+fiymDJQBtU/g25Ur4KSPjZ7OjkF7n/lAKTEiwtZxQyVffpd/UyOrpMFyEeTzMfR3q2mqV570ggXjB4Y4C5p0fPGyDgoT0xvWbzWBtP+ccisFjkJtAYyODW51P/M33bWIwRYBrKR60CLD58ICtM6dITKyq5ql7NobQS0HU/mPq2WEtr//jj2/tvmj8zYlEM1xQz4VHiHkca3jt5rWZVGOHvuPGeQi0d6Nc/z/S7qzbkuQ67PupeZ6rB3SjgQY4SSItyqblV3stfm69+EGURZmkRIgUiEYDPVd3zdU13Rr9/+04eauaBC15OavOPSczIyN27Dl27IiMSQny4BMeY7CxpXuDOgIZftDD/BGnaCmYfFVh1eCc0WD9VYfRhHCX0f+8ejGFri2MyumyU9TsdVxIa+1NXJf0afgGYvsMghhKYu+sv12f7+i0FNLi4cX90VEBz3b/dx9T8eGtjZ7Q/sPjzfNaV+84WkhVHxRfkjA/ZnQziq2KKACfqVvBBJSy2trqSuTrad0Zmq+y8OaYvI6e4VidLFlTVzyLf2XLGnFO/QpvYIYj8+WruZRkZTd4iDqZkKRoHtCWl5w3GfgeV6+2Nb/m9nttaWtzPU8eNrg3A6DZ7fiBEu7iVladz0p+ffzYICEZyzpyHM48PVVUpvXv8Tx8TuTKc+Fruh8MMy0WzKJo6tcX/WUUydlziUrxnLXnnCG9XvJShCnDeuRcFY5/sTfm2pa4GF8v/bP6tGB948BDnv7Cu+Q95dc0AJhEwvrkIIkK2HTK1NnZkogtIaWcyb+tRkW0xkb5NgIbpsYXgRXMy6A/3n36+Rfh5WT64N3mbd/fXStB97ub3ya/clkYvbZNbXAl50Tki06ryrmO+9CD68DArKPzcHxIk70s0WscPM+ObRgcL93uuaE9Tug6R8ZUIXxfv3Zt5nk5K3duF8HpHzxvfDq8u3ratdXYmlvGS3TFqnsGSXAvl6Pk6LCp2UWLdAnHdiIaq3NTF9qo801bsLhkCF0ASydx0OiYXWvDb9+5tfvVrz5teXRvAWyvdTpQpIzjSudMhDaoxhEtMnSkeiQA3+25B60y4ADOQMkAFn770LeBPbDA8+jjeMC+7/CPPy5mxI8dsftoOi54Kjy6kSP04Ou7A8Ply1dnmuVqO6SK2Cxn0/RTMkdfWx3G+a7PQ0/CAIF7O7tOujbX+56bg4b5U9J+91Kwr+sYzSKEl7xMY8vzFrpzr4KUPeT2UwjLaP1kG+C/06juwx//OKJfThEI1zcPVp3CSmtd3yI+Qh6GJOMoRAfrIng/9semDDYirsuLUVzTvs92YFzCg5esLcT4J07cGgOqDc4FY2KO+X7zmE+fthY+b2q9jSmmqDIjrVVziKyuef2leiFufyCUwsR0rnJu+rGV4CBcvXI95ng96/btaHS80fngeGBs1JDzsG3HyAs8WehutZGymnbDSe0IKQp9W1721KhJv3NGZH2/7FPRycrVNuV7+eLJCSH9KIXwQe86RwvC7+UTtmdUBg7sKW2bydRKVS4T5d3Wdqca2qNGdE7sxnPGzBgWHru0lGHw2RWKXZ7tSwszHRw0B5SQmz+0b8E4NtGCMaeM1hyWl0zwigs9FWK3vO5h2Z6tgK7vK4GQkFPw61jIxR8OyuXtg913BawLh3jq7RL/3O8f1oOGi+dgcx1LkahsGeapv/5O/SlFzp67U2IqcK9r3RsnC7IGLjVscC043/BU2E2Weyhao63mGORUZtMXM/Wx75Am1ohAm/HKvu3U8x529zPZcIR/xqHqJ5p1fnLkMXyVh/Gk9bWMgnJeLJF2GuWGNyhVinKcMsk5tT8KNSwv/C/+r3mAjPJSBu8Cf3Ayz+CbhQ9KdHj9uemeXpTRCNce7Bw7PGdDkW0zkTEI4WNCutU3sh1Mc72yYNgcRstIRXraeiwULpmEWw6ichTwHF0Dow8ArXlW7tDghc91C5JzvFPOHAV047DCsVU4EgUh9EHLxG7euVkm+tlea/rT4Hmx+/LLL/a8bU35O/FHTal0aB8PRRzn2l2DG8aoEH7OuiVRD9oZ7OKls7s//Td/nJPbC4cs/0q/MkJ01cXkiCNBFuEZvh0zasspsinR6mM0Cc71wXvxRDDPPQJbnbHJXDctWkG9G5alE/QV7tBItEY7onZC1/fLj1HeDoOahx+8stqlI1a9r3ltPKl06tC4SJNj5RK14iacGnTpgaW1VtYwyuhKbyzHko56c0x/9qcTcq4cOOXgWN/vBTBHikSB5VHJa3eawgADfD+biKVoVyuYcl5bCR4MVjxJmCsglZOGlxjkq9cuNdXxaPfqaX2sfjrNIDasTOuRI/iesq+70+3Gd7Ld6U4/Kf+kEfqJpkd0CgwiBfjrmFVD6YQnD3uj57NHRVya02/b2HGoy4Y/lk4/3XMTxWxzG0vDtfE6w84GWcF0JN1I0y3bqQ08ANkwuGjm+7gwjHXIL+sMABlEAi8LkMcLybICOX71a5BDsJybMzWCODX7sV/PiDLm5p8rV13jjcGBNl2swUWgt8nUre78c8c8ur+5BCHWm7q6qD/rayEwBjGv5AUERqE81PFc+xZi8xiGwzRP2qDf00an28FjX44L5fHmuvvLkGsSEvxfAuIKGI28j8ZgFy+cGEMu05Uxv1gGu6S01Xjl8spPNzq6fOXq7tx3DwZu0xYIw3myZAGTrvWYa1RBiRNszGeP91Fc9SlVOH3Ut/MlFNky8P1G5e+9fz3Pf4XPj8UgnBbdCcQA2MOiU0HO67SrlLCh5BDCNyF2XK6j/vYwvG0Hnjhm6WHwLMZ1npKorvGAUwIE1i5J7xbWn+S/dkAS0tfOjd7Y9V/+9he7//Jf/i4FUdbo8QxKb38D34uMGsM2AOtvDcOHz9uHdrcDfGgNZ4jxj0i3Fft//U4Mho5vF6LcNhxMewkZPlhGYI+b/QMDY8rW6AJkyiu3wbnx08AKQJ/K+FJu1bYqMzKQjAi/HD+8NTzQ98ADJ/O4/i48+KsOyidkDb62tijIxf+cMEmO5ukZADKxIihCgzK5nds3wjzkGslVn4rx39afaRPf1ypYODDdBx1Dl2V8oQAAQABJREFUtQx7dEyPvKi+I02jmP4HA/0gXPv48Rp1H2+eXLQADta8bYowuChpo5dxIgMAnqp9eIz8andGcl2d+f5GNPSC+tHC6EkymqgVMPXLgU9f7Y09XnXfvRl1Y4IKg3OML6cpnMD9mUbcpkDkedy6dWf287527d3dRz/56ejCv/v7X84UJbkTmr6U/tEuud7kVfuLL6x+OZ3TayTn/dn32zjmm8LtP9799Kc/ycH910VOTBEaFLTsKfn1Ktx5tStFHg+SNbI6xkakKHyoe320O003MEAVbgNwXORAKb4ZAZfC05RwjQFuqrUpOA749WvX57dVK6YIye/SqwZ5jJBERc6oyEktBINDpE07crEuWMrXv3s5LPbTWPP/aNuKlvQdO4MXZ6qna2tqZd1XxjEwVl8PTb3LYQ4P0caSzmMZ53MNjDobZ82AKmrHS00ttZ7f1My5pjZyVRtwrA2TDGbsyfAqHsBnBkA/Kax+8vTd3e1vbufXFW2pvme9ClUfRZmOmq/pKr6QwIuXbQ7Dub9+te2q8Q5e7JrEa44QPD1tsPS03KZj8RFDTq7x8an0pKlr/HC5pYgtUCq50m6cDfvqwlqN0oi99ubdDbWu74MVuIGT+cPJIohd5L0bTSPAhJJ4gQkFxX2iMNDLlqxUsPsVqLyw8IvmFAiucKwRprePqUDHja4w4xgcz+wPz48SCIBhvKl13QQLRh0Cgnbx4QC+/7na3+rqewliDL56N8QjUBfbL/lZXq9+bgqYUzKOSX2DyPEQY0ZKwOPaHUUE3D3Mrk2f923OF5TFNts9zxP0eSZAlKcoVqiq0DqFUt+0gflPhyvCeSWDfufuMuhwTQlxkAjqy5ibYevSKLmZRgin+kIBUH5w4hvDrgzqXrwg3FMZDpnMTsIJ1nXArX46R1t1v5xM+DWivpAyXJu7cGwGeQO1rlGoy0Cpyzk+0UdCSClSLAOXimvIiNySG9i1+5fchV/84m93v/70091ftSf1Z5/dqL3EK74J5PgteKoDnkYJ9mUrzhWmdPHNAffzb/8NT9qkNNzr5E3h/6FfGEUV6zn9m1/7c1XMPSyVkWFM+z/tKavt4YG32hoDpT/dU9ax4QfeD4+5Sf6MYFb7nrHSgHLQyquiXMdEajJSy2B6ftWr/c3BXXLQE12DS8fAXbXwiM8As71qVPcoaWUez2jMHuKFJKMpZ3yEsDLKOXSVM4+HVp+iQjfBNIzpqrYrz62hbClNGyRxJGyV3MaeFW1fgtbbnm0r49E3KXRTNQwXYw5P2li8tUbI3rioT5MYGCxkWZ82B9Ja+Wfd1/axRmCiiGQDb4a94OCo7J2UroB78hWqi57bd2jgGZzVFe15Q9bzjNuVy2t/cXPlDPrVptGuN11mVP1przQ+aFT1cVONco7ON+UlpwTeFp4W8hhgW64yaAym6U0GW5LW1QcXev5nu3/zP/+b3XfffJdcNmJ/cL/nV1IkPE3kM2GR5DtOtT7UAFwNHYJ3YK+5urjo7XfHcMvIdb8aOS46Vqhj+DHm4URJeKNPrpZbgxarnDaUXc4s+qzf9ADdIKKTzDCuw9vgKArZBi6WK3sZ1KnTt4O73RTb72ObL379xHROS1vTA/rmWLSPPvVlDgjU9LSPbn6udp6nU+ggg6TjVy+MDhJ18vIUusxKrZP1Wf6RlTemAmf1gVyHdCNYjwfbvfbKOH78eoOhd5PvU7uDNuZ62JvU0JTz96wI0ItsxqOH6aM2iFnJgN52eW+u43XrxOHNy4tsJ3us14pvexbMOz4CXCRJBrxloCLAj3PazMv3pvjhieetWX8ebmkfssYRmO2Jg2G+4daNwYXvcI8USRuXY7htyESA+oeBee6HxMorENqYo/KjN2MosX0Iv1hCx6XWS0psofCXZY2YStawFzZsymZVouqEDpEqtT6uLUK5Wm8WvELZ2hrg5866rUMdjK9jlWFEjABixrz9JwchOsOopD5hfoyCoM/LCpxM3xjXiHrUFsQNvKtuv7dj2tdUl6aPfg68g42pH1Lt3kTQJEFRkubXvMZVf+0k9qAXDXjP7+O8NAQwClWG4nyW1+u1sfoE7hkd9FvbDOWmRMEENh4s4eNsEZCu1j5GY5AbjcdcRnWYFpowzx7pY3h0D70HR51QjsLg4xnv2+hrj/uFC7DApW888tA2wOFTX7QvvLThTdsSKHny5mb/6v/+m92/+3f/Z/sg3wlHvXWoEcziF0qPt6uvS2Gz7uzD2zgAy3ZoAwy+jaqmzQExOnuwAwf+fznU97uOrZ3t3szRGonWvw0Ohvzt5133WYpt2HLBWCXwt45F2zUCXoaFQT/ZtIjXCNuohOGaObomxF631zoce/xoEahF6/rbta29qRduRqHC4ZLX54WWQ23P5QTWT0rHaGUZiBLKUo7m4Wd0hCs6R7+tTwzBkjV434O/0Dwn+sC8R7bpLL6yxNLJLDmMn8274i/vfGbYT74on6QRu1GOqBAZ5si+qq8vC9G+sD+2qbqZi1ht6uc43wFBfnt4YMYnBQBG+YGPs/68ewzEGInwYPTnGBy81Td1bgfaeHb6WkX6f6+9EBj0U73UBD2+/vrLDML3uz/+43851x4+vFWE6WlK//Xuq8+/2l2/XISsbT2H9+m+HAn4gzaycLIVP+da2/zkoNHY5WtNOX1WmP7LDOer3bsZPhEsekC4+GKbmugPOTfyBQ8YyCwcL94xanMWOuoXSRze7AJeHWd4uoiGC38bb6rPLf02tYNvzNvOSLk2LHkVJbrdm/YspYNLvOPYeGNO+kOWbSiDnoyW0a6+XGt0733kT3MSjx4tObiI5eOmVs5l0C61VGvxYHoiGcJ/aDmO8Z5GeHGBj/fhYD/wSf8obyUB5j6RvnvxwstgDnoPB8MrmtCIPLqRG2SevdTbEMYOnM9fNKqu31euB9+sMMiRyZZZObSiVhJ1JeeqN9xMu6Ye6DvahXPddEQD3eemKV/XXrixkdL58yIMvca6NwzawQ/OTJ9ZDUY0ObNp8H40lSIBuIGnJah2/TvoTYNeHV411Vmfg2GXTp/B7msR5XWAR7/WyKIw+yh4bFCG8Wz0nxHQgOUqmENUdrzrHsSSrzMcDun7jO+EgCLIeRl9hZMtA5Fh6r28BJuq8b1qm0fXH036OOt+GFrfPbGOkD839mdvCdy+wHxtDDUjgzquPoSgNNxbiWWUKobQR9GEBb+yo1gxdIzjGGXhe9/2MLu2Fd6OvbFwysCaG2LYvNVJGPxJ84GPC52ZsmbcXyNEGDAyvXnz5u4fPvlNiRr3h9kYHssrdBvhfGNYAjghtJhtYKv9Fe1YoezlmOhPz5UTAAaMgulevbZUAlLDfchfYl4FEN7Z5EjM74VjdRlFY3zHm5HRm9HjUngbElaN5kLvp+h4xhTdItEqA28Ujo+DMvyLv/iP7Qj3RTBxYlIKvNP4DD3kYGDajZ5zcdBe37qvfVM/fnfmD/Zb36vhdfL/8+/W/urvP61su06Q1mg0HNb+wFefh596TB8d2/XtOde2MkNsFzrcX9EQMrdXyPVzRuvJPGOMr1e94SoU9HeUGUVmxEfhi8pAkuSyGcFC33706lkfbTHUPpuTPe3HB7mzYwQ9M/Ox1UZtbeFurXYC5OrZG3vnYK5eKsoHFP66RXm9SJF4M+BByu1ERutFS34k6519dbp3TuunrOI1CoQfH7TYNzW/8QS4OC81NjJtNL/tdV20svCmhCShywDw26BH+YFlwaM//g//oF24IwOmGRiiWRMdbJ5ivBiMT3/9WdG0azV7fPfdt3fC3cndhx/8ZMp68c1i4pe7Lz77olU9H60Bwwk0SydU08icb/TBGrVrCaJM6HPtcyuB+H6jSfJ0Xo5JiVPf5/hPQlT9PipJtE69PNnWyI0kX9jXQLJWHbHaQjgdvhbX7fmv59BVno2jLkPb9NO5aYxjOUqeE40Rfjb6ZDREhZ5lpF6/erj79tGNWVOPGN4pYd8AYWURF+nlMGW5siW07Au8+RYdtDT2aAMntsGWv8qM0a+MQd7sSBmON5kAr2ucijHc+pdeXCiDOyPyNYiEmzG28cDTBk+vX12pHUmevXugaAdc4vHHrTsT2TSnffduOnLm1rNnOVVerXv63OWErlUoT27vjvTyl8fhwtJm76vgdD4ND/hs3m4Wf+RzjLOBtvTr6K36+8hLjQws4iU7LXqD2q1bD3b30vXX3rnStRIki67ZefRxc+hn6vfL8HIqvHAuDCovhF8RjlNl5N+7/ziY9BFOaysCvso2L9mI5l23dTeccQ7GVV0KrOJCUgkCY+4BRoTwUxAzFxIxKbH11izX7SgmtNvbmEqqGmXLsAzbkBYUCwAd9KNG3xzOnWGxfiZQmIViSpTn1tyZapYQTlkXt3rAM093qR/DVtUpNDFLpqpzqqwMBq3re4UX42nvdxwbLhZsFZh6l1AM0mp7FLnWwlMVZ7CtAe93OBM+epbRNkdy5OHRPNt7GUkj/tft5Xxz98mnn+aFf9282NNeidrrBBNMiMD8NtaAp80DX7DoD1ijRW3zWkdJt/RmTYuAR1g/Bmm07/OkbGHCKOHD7nGj6KPjIAlHdMAc9MOPdi2js7Xv9s7x7SYYNmdiU/yepxSMjMy3U5yMufub88BIW85i3248dKt1uTdu3AofzU1dLZpQtIIggh1E+szhOqQ8GqMvAOfw7QPqDtfBptwC9rDs8NoU6k731XFYjdL7KvZFpla/F4+uX4cXt0Lu9+B8tDfNw6IpqrEYUy9caG+mHPYNbUbUt8N9jtlAHiL1ap24ok8rOjFCSw67PHLIMuUbTeit3xxVeB7IK4SnxxGoGbI4hiO8Dr+ydB2Um+mXFT6Na1Mg2mOwOAvC+keerX7OA/4MgODen9TWRpfBPwCB3qGIe06XsdSfpZDMOX4fP2jvbElA6G3HyU6DqbnEPstBwF/7ClW6P/R1iyJxfCYhLf5xfd5vkDMLN2eix6vpDx41vFl86WUkM7qZ88U7FLPjdSPKhad6EOD6AWNWnxhh/+Y3v21J6Qe73//9PwqGtp0tqiTEztgPDnrAUlBZ+vdacsmZmg1pglNyldrUqiyHwYiZMzxRsGhkv4HHrS64fevWvGHtfI7uxQy6ZVX6NtGEjNGJZyt5DJ7qVfXho8VDg7L+zL/4Cs+MHh9irDIT/QoO18mqqMmMbhvt262MTONnIWrX6W5Jw7fSXZz9C21MJcSMz9FNfRLsxlYgeG2ZrkYT/GkPDDqQ4QYBvaGMw+Dm5YPldOKtNRjsJv5Bo37GIv2ucPe3Q/9UAs4j8ezo+gqZ3jCy5Xg+a67acjPRqxMlkB0Pd6bHxuEt/G2VxPkSDq0qunrtvQavu91nX2TIn9zJIK/9MeQHgJHONbhavGnQBILomjHHP3jElC2Z9n3hwqXaOl0E4llvw7u5++qLrwP3dUniH8bvXsW6pk82/NtISH6Rftpg62y7rtmh8/yFBn+3cwbukXP9TU5zRLA0OZgIRtEB9rlb7ekQsfDaIDkFezSBKm47600ts/AqzudGjh06wZBDcF9VUOJVRsN2hMIXhPZIhK6VtMb48+iyp0MIEOdTj0+QI8miy165Vb/YqvC9QhvRXJvPemLueXR6sG9gvO2twr4x3YXvW5/S/RHg+sQmCsEf7c1DwjhHx3EB04Jr6nzrD6XkDsYagdU+4LuaSzPQwMNB2D2RkYzmhUhsJ2vJz5rL+fzz3wRCXl2E/uTXv9r9w69+OR5vUeeYJsFutGIfaXUSvmEYwp20iGYYgek+wq/Nbax5LQEoIV7g17848e6DIgDmbNoQRsYk3MgbmLXghZXGuDQiOilkWb+E1F7k4XrPOm/2bGGwExl1oxoee0TUcf/n9xgGnvj0OhrVHwJr/ulUOQCMwpsDNTgl+i2E5K1Fp3c/+ejHu2++vlP4qDBVy60clAFMvsqzR3fNcXwIxhiMUVZdDM8V/cGxaOLSD2/AFzjD2PqmnKtvDkVXp9Z5f3/w9NbIYZn9c4el3/yAE0rM8hbKcYxvbU/vU2Tg85th2lhYv1zTppqNhKlj+NrojP09a/9zZdEyXVjwpf7UDjGatiuz8PWmS+pYCjteT1G/pGDrky/mhJwvPkNbT7u9+sgQMujwjrb2jd7KTMGBuPKKr0fX5f0pfk39rmv9nL5pu38LP10MkMfHc3Trijung8F+D08aaRphXj11Cbj1gboMVo8QsqpFTyPjxRt4MCD6T90wsPhMbgYdJUJ1+mhLxGQR9fCLZONoc50vw+XMoxfF0H3z8BPF75nuJAPhNwC0kSKcNs+evZRibhlZUaU/+qN/HR//dHe/UPH3Xbv+bjKUUzqlGZamqu40ovbOgRONYHVijEhg0HkDczWjEdxKhiIP4wh3/UERrKdP3mkfgN3uanrVsqlXhY6tDBr9W1vP8UDP4htJhohqYOGKAz0Hh1Oma8NPrgdEv0VVR//GU65xOjwjx+hFukgeiwz9lxnCUydF7ITWC0GfyQBeOF5Y+kL4lXfkZTz6HiToFT7Vhzd9c+a3KQpRHksjL5T1LaQsNC6iN/ZHNLjDvvvTh5492m80WL1EwSVHcUD8W58a0aKYeuk7bVfx7kyh7Y/e/WD3sKlOBs/A52UOo+gEup9tSe61ludK7jN4uXatAUyh9S9v3Nwdu1H+T8sxRSlmxU96kAwO3uCa4YPA+msAR2ufyqkzB750TRfC+fNolGLNOXuSI/SwQcyNDLxow79sdVLTDEVtnxex4AyQEo7CvHPj+/CZcb5yqeXLV97ZXX8/fvriRvR+MFHcyF4Xm2Yx6m9p5PP44ni4MG01K5UmnB4jLI8+jz28njjRrl15Nufb3pVn86zNI44U74evEaxZDxcRq8jmJ9dL5GpHu/BLLWMM4aoQEoEToZ4iUPq5vvuF6nMdonjYGPvQwBNed6fB9b2hcW7s/6zR9jqZsv2smqmLgTFPIxRltLw86JV9eSynZbw6xmM+Gtpg21e+/xoj9talTbktVROTxdT2GM+aJ3B5dIVaHj+6HS0fV/exwuk3Bx61f9Hev7dvPxqv/lE4PYgwR1MyBykcyzkIvUQdW2nOHJhQHyENhZM4k/NEEZ9M6VICwl2emDmcKP2wHY5u3V5rUSmbDz/48cxZnShj2Mj97LkSGU/x8qOSOa3aQV/kgCsfylwfRzim33CzcOqb0Ls/cAWbETUG9xyacjrQeUtwUidvX+jrj//kj3ff3PimPdu/TenlWY5BHxMzyq0Ha6jziL1C6urR6tuH9jZaLdi2u4e0cbu61lffweXeEsqtNHD39Uy763rQv3XdtdrYyu0fjTqu1lcjmDUyMwrZ6tugGuPes1v76trw59rhBw77P3sbhDthtsgcTsad6zzLV6XZmVHX8HuspUizdW9X5n4VyGuZrOxorcLjGYBaVHWfZLN+KjsOSL9nNMVR6H6qeyRVYcrFh0ytnlYgvtxwuOR4q9m9AX/65vc2XcBg4SM6UIgYLY/kQD6L7183p2mEIZN3MqIn9JkROZve6CEvlEhL1X6QZ62PMmD+VZ96Z7TUt4GGfRye5Xww4rwe8mON9mzE4Tzj8ehlIeTeMS2PhTE5dQouGumE48l36BkvtyBfVTv1k8nZovjUueo+vrtZyJTTeeHi9SJsX8TLJa29+956f0IwnitvBSyiVffvf5/xO767dLxR2hh7TjJHKWTUhr28z7UWWphXljXH4MRxGfBHG7nd7VoRhpKoTp5aytt8utdTM7LzGmRyAr/oh4DhhufvGqWvHb8deNpBNifPqbB3RaJ3pjJHaCIbEUO+gkdsZ6oNsk2ubTCVuSnEfnH3s5+3uU16haH8+uuv2xwro9KAZKYIC/TiEXPB9Cq9a3rtzt0bZfdf2L1bMuzxDN+pb3sfQ6Nmz7IVdMmCNagGVAOZeD9+nuiLvgUBw716kq0Jly4/r8yR+mOe+lYbxRxN74sgnG9k6yVGs6791H4pWY7ehUvndx9//JOZLjhT3oJp4pMnL/SClYzisUL1L9f7BuALXBiOEwWnsyeGgU5wcMBMQ9yJ77x97fU1gxObIel38NcvS6Hv3snp67W4Bmd2l7NK5KDBni3OT7UDKJZ93pslv7vZ9r73nmTIz4XPK7006EIGvWmdZODRk8+L9AZbckO+D6LNY/P4tX2ivj/NaTqbLTg+c8nBN+H1gCZYJwobGKm9upgHVbj4UckdG2PwrDtZCjfhNLFvnZ/1cuNFDXIj6J7ZYDwQoGY+iO3YFAPh3K5RfsMMU2SV8/ThNTT9R8cG11ZHhfu/RrlChjwoGaz5RQP3gsNPikbZ1c56bn++b2e751t5RUdBB8OMfhIYowECoMwk94R8yjgQ6jEPN6JXxvaq1jbOPs8xiTfSvSzBJ/GJ+NNLlVTz+mhvYCRydHkVqp83OSNua8cz0rNULUaWXOHwDGVgacvFwj2MjZ3hZmlE6yJtaLHW16+yyk+Yqmdl1mpHX7a+L3i0H1wDX89NSxJ5ek1jS+IcnqV019r2db6ux+i1AU9/+Ad/MHODp0/9fa8afFSCzz58mKFIRw4ex5Dv+z79r03fe5LM7w2Cabg/3T48Bn5nXVuKYI/TCq0+HBZdPzyryA/qcGEduvx2/Qum5bhx9ITtZpRc/8iS9aJrFJpBjJ+XQlQHehptAMzIdx/mzGCkJta96GhL00H1BsB8U9pkU9JO/NY/vDU8FnyLXgumNYecQcxQxYKj9AZ7Kf0NroG7c4aAcffthT7zutC+Z6TWs1u/32BjD9R24S2c6R/AfW9L3Iyqx2joMgSPElyhdf2QWMUoi1ydv7CWkhrNGAmCkUPBYZo6GeuqGOTUdz/hUMTJ9zggacZZehctvLQFf8IDHWNENw4K+HLA7cpnLW9d353cw745ontoBwGmEs9niE5kqGWXk9sHhaO/KHT6q199svvxTz8cvKLZ2v3tdaPyB5Mw9s67ogz1PBifNwVwOn3E4T/aKxHJiUS4CyltMn32bBso1UfJueCjvC83yrzcS6u8e8Eo9mVbjOoDQ6pe9OTQMWxkbwZRrMM/PoINj/zwzpuzVVfPz7NL9tU9dfbUcvDX6oN33pHx/V46xRK1XYOHh7tbGSLvBsfrWMOa9JOSzHKYnjWoQfsolK04sXund3kcbUruXiPWg4O7Ia3+9hzDOwd89W874HWRh5O/yc8bow4XK7fo9e7b78o7KCJiie5PP/rR2Cb12B7bnPT5pi0ut2HLtWttrdpKiuMZU9EC3V4OxTKu+jFRg4xmd5IHOIefZcemN/3kFHJsJdwx9MrKOJ/+Rku8Lan43Ry+d997b3Tvi14RSycb3Dx+xAlZDho8PfbWtgf3Jufq7PnWo1+4PDsMcqJu9M57zhH+h4+hD76Pr+w+l8YtzB5AiGlXKSNDAmcO1VKC170041wj71tH70eKpUAQRXmAn8mjtLxihTkIiMzxNQJQj04hBuEYhdfd7djqcA5520FJCQ2ahyGkIJ+yVaSOt0fjoxg9WJml0DDiMkaE5UQEZMQIeA+OUCuHOSHDASLPYMztUGY7Rgimv9sVVekZI0xprmVhp1LCiMS5mTfj3Cp5pSkKysBSNGtpz+Qg8Ycf57FhhJd5Wvo0UZnBQcxU2z4iB2u3pAULpsAADLn57Zkb4grUDzjXP3UxLo8exhglhNj5CONSiBS2pA4ibS3unoSjCEapwwtlU7nBJVwrtCeN3wstwdM1v62hfOed93pZyo2h4YL5DSIP52XDkd/w8pPW5XIuHv3yk8nWhXsjiiFEFTvNqZ1j0WEBoP0Z1bwhwz/59Tbd9mDvyyx6bX15u5wCq28Lzz+otEo8+fYxuKnznlnO4B70HxYar3kJf8qk/h1NsKfdhcSF4z2vjhEZyixYNrQv2nYNbwTehH776VtEBV/jW7B0tTrX94QnY+9xKmtvRsoZEcfgsPqMyj1HDrY+CXkeNKon6wwgGR6YVfvfO34H+jyy2sAvyWaVzug553VWcRTZ44yakqKQydKFcynA5ChQgo0iXnLqNaZg2mBeSUd4Al8uOBlDSpjBM8rkQFrHSy7mbXKmlTIa8PP48doLgROaWq790+mLRo0ZHCR61QiKU2JJk1dAn0/u7ty+F8+mT4r2PWqN8T988qvdn/zpv5p2PDRRj8K5jPHDjMrkNASHpV42gkIryaqLriIS5KI+Jb+SrV61U6W92GWAnzsvIcvaaBuZXNh9e8N65/Trvh76A+2Klwx9GZgg3VPpDcEGP667FYzaHp6uiO/BZzhkrGasPjyEx7rGIMFv/TX1ZmOpe/fv7q60K5ycnFOnGmmf7E2NLT971DKup+k1yYBofbRsbMb8+fNGyeVU2cf8JB3ZAPZ8I2J67NbNygfXrGQJOVYDzGBxb2Pe5k1wbn1Rv3tjyKOlxDLOhRH00QctdStSal+AaxludIwQ0aalgtGBfhbVnF1K69eREgtfNsr16u8kOhyIjNKnS8ZX1AK/4sNgGN3ENrFU9Cg5EqETETjXteU0o4ApHwmDJ04UvS5jnj1CJ/aAc4juE2VLNvXJa6PvtqXs8xy5kuvbz/1CUZF3wr1yoikibuuACwfdIN+MfTguC9t7h8XdzUcBWNafN8GUZj2dF4oYYcRIMZxOY0673lxqvV5wVKG3HZXMwrDMATF7QezqhGEqt11h6vO7A2aVpsQpnWGEhqJCX34LWcyhEYev1Y859efwdIo4W4IlYiCBBOExblgfQ26EO6E7SCRh+0N7bx/DQG9fOCynhXDRs2MIg/XEzGnlH5kX6u07FAyDKkxGqRw5sjxZuHyYwBblTlD0n0ILNG3XVQrLCwPgS3IMGLRhS9YZsVRu4Npfl0GPgSabMRpSKDbEsaTEdp3oyyuVsJOeq636G/MtB0qDjLvlQmtzoKFBtH1z/CP8H95YyuhK83pedfqkxA5bF44zELwDdziY3ITOOVAnTz0b5vaq3N9++XkRhBWSmpwMzmT/AggCwpeGEowYJBS9dawy6t+OcQh6lqEaGvawLnS2L1LNe7xtz8z3YpUfXPonJwntGNshTKD5rt7NUO4B/cFjaDrd2GiFxvtODERdH34fPDNGwe6BDv1SFs8Iy00/51oleObJpPq9yESi5RsHBy4ppLCm3ulbxiJHDk/wlxzeK+59ABht+C5lMO8krwAD4RWo40MDsCMKDmy/E39TYv1Bu9WDty4e/uxe9Y9PEhx1d+hDU7xuy83njUpEBC+0R4LQpVA4Y70M1qrkdfypjGdHo8LhfN6e5zd33ggvfMkDgUNy7rkudk8ovpdh9Jx7FLs6XjXlRYGfjn/IirlV04QS9g5SsLaMtQPbXXtC1InjzcXbLtk+4GRNKJkDgddtJMKBv9cb0Bh/StuU3/EMyEoEHgpN/4Ylps12P3v+pHbNMx+fTWTO3rc1rPngjGFz9t+ffVp93ybDcjHWkimGBI6MBsgJXtCGA5wM8fATo0Gn1Ffsiw5xXaUWXTgfjBVj6J/rqnGNQ2JECK8ifp/99vPgXMZp5tIzYKeLQLy62hK+srYftFnWseATlj9W5IUB55CY4pNX5SUip3t7mDl4ftSL+jvOZrCDD2P0858eAPcBn59KTP+CO6P8LEdDNKZLvXDn6e5sevb71q8vY1nS7ctgjLaXyipHa281I4RGxvTE01lpYYRdQln1W1eeK7OfwinqEC6Ap+W08tAPDiUuCntH/ORq8ZMaqyidWt6SbbOr8KINgo54S+HjsZA2gWEr4RwNnx/UjzaneZo8fPHVd93pHRdnru8+/pmVSXAl418ynv4aJAbFvJo8vYmeeH6FZxSAnkHRKGQPUwI8W4ZkRnNt/LApTvdsoWerQZmBRwpbIcYbdtDxxRq+V839RQtfe2WxbsDSKuEpxyixCgN6iOziwub+nid6pv+jvCiw7qtlKbgVPuZ5SxYwh0ZJCLtJ7MOkqhtF3bP7qvvGTG9gwRy8YceCaZ3rw4SfhvkITcq33/BEGchsJVg+HIqzOLS6hbSF3S2vYMzhf5K/IAaeapA3uMLV+r8cHB1dOEvJYTi+U14+757khaZ5nmASOolpRhHC+mGiwsuRAZtQoSUi4EVH7c6WjzR+jKf/Gy0Hx6oOru33IT26skU5zIuvHsClfsRTfQYH9QcDGknOqoeuU3Rgsx4eQwsVwboNGrYD7h1oo+9OhwYj1HM218H/9rFqWg9q9009q2//qPjA69qbfr2pbat59Sm8BKf2wDG0mhHNG97gPCm7oh9Loaptq3tTsOtcHeGoz3buW3/Re1Ok+s5JWm12JxRt4XROWbfmM0pk6upCdYwTO88y6EYT+DE6xD8yqafOnn8Vb6zQot3hjFxX34ABtqlsQyLQBoF74sw5aD2zP/nBV7Wgl6/9daNw5/J0POc/4zprwxnjboowiShtbVH4eJcmnF3l4Kn7J206FAImpH50ObHg0NcXhVcZJHPV+N1Rs9N3jrYylmSOfkv5P5uBTYp+VlpwlpqPzECc7y2S77/3/u6Lz7+afdMZb7gTZbIV629+85uZmphQeMYBbWxQImIlhO6Vl02K5cy2/3b90GE8qn26c6bNGjWaa+/pDB/Dn0OTXJvy4DzII3hSUtfdthqdp8mo3vT9PBq9rlwnQ4Nl2Pf0H/p1y6HtHsFfsLFoRkbRf/GgpX/o//JlLyx5CHcNUDLI9ARZ8j6Fb+qXNednC1WfO389G3FuDM4ma2uahhMQLsOrDVJEcCcSsedVL/wZOALE9/B4bdT6uhB8i/7BGTwrD2vBqZ3hocqoX/h85Kdya3D6sh31vivH4WYw2BxsN9MV7+VozHx6UzoGpByLg2f00JFZ5//JJ5/U+uI9kS82A09OhIKOBWjHTA3BdVObcrIMnKzDv3RVgmADmnTo0K2dLdHc7xqb3CqbxEgchH3lXhWdtVphrewBE54/Fv98v/v8iy9DQvbk6LlosRL6wMVmGEyYny+jM9yUQJpOt80usKaAiw7KgfCbW6WUIN4GH7Z5NAp0rJcF5HUw5M3bWP8HYPePlghnvIhh5jskjP5lAR2DlIWYdWH9XYpsKbMxKHN5laNE52l1DXFHDWgS+bNVMXe/l1LEAOZuzCvz0FNQMSwBVH6Yqv7JmFwmQg2rXwuSN3+1NQ1oYxT5/l71UDB7KEYAbOOnsHDyjz78IKMpwaNwUKGeZ813mcOlkAjGkdapPm53ode82JrfDLXnJwu8XYE0vcKPa9S14cfI5EAWeiO3wJg2CbB6zdFLfpMUQZh865qyki78G0aLIGt/faHHlHxKERMtPCyloOaR/z29CPybg2CJ6iynCJ4oAYyvD+mEmeLYySCmIHrW1q3fN5/ISD3pfdBobOencSrC7XidgTF0noYghng53lydC3O67vzgHmIFL1qhzotgAtvQfmpZ5xufTLVVc3g+bb35M3yI96rD4XsrO4YxIwSnFPN2aGtzcrxBbDtWmQWba57X94Fftm08Oc5miv1MO4g9brMJz8hkNrSGX3VzfoJ4vik2ytyccBzTZdCosu/ujTPcMydzZIWeGR9ZxidzpCg29Uf9vq0Bx69v+rnhtZZU94NDubdxMY3uu7In2JQn8rq4sMAA4bKpcdoWUerHyKjMY6FGTTHU5h+JLBnSb0Z7Rr/BuWRhOdQiS4ObmFUfVj1wl6JvtA8jdAFY4OBp7ZER/fcehyuFY0XrDgohwwc5GvqVDMUBRZP3WsL0PCX8N3/z1ynWxzPFdKGtmm9+991sT0zzedYgyPQYeaagRccu1id7u9shk86xnAwJ9YsumlcEhyQK+2iJbr0oeWDwhi36d017ijiYHmh7VytyBoc43ICgkSOs7VkNfwwdu9Qjh4d90OF2EIEm0ZCcchrIJNlnKMh8d9IlvZku43OkRFVLu4SNhYuFifXLuxVOn/5+IgemZI7WX8lwHMVcj+pqhHzm4qwsunQ5I1f7J7MXL4sMepuidsgA/OLnt49JPguKjc/ob8A7Vz/nD3PIShfRkWtwKwNuitEggdGcaSOd6Jn7Dw9290q4exmcEjAvthyMg2dnwltNif71X//d7pNPvm25YXPbxbg5D3hJ1ArWZgagb+yaJAbqADN8aAc7GwldvNYAreumqI3C2SS85IPz2aFAX7ge+ut/9YUIUZb2tQ5HPZeuftnmMLca8Bw8/7QR/sWck1tTzhtMOTyTD5S6fu08UOzeyAwPgiAS0888YBDbeYnnwGjzAowUCZQwLQWHuPNGowkvm4RnGBejYuwRNpV2+F17Hf0l2aiorRSUDFJC9hbPDcKmuKKewYRjfObqIbzrbMG/KdhNwVBiBqQ8b0k1A1N/IXsz+mup1x7WMVhbjW++R0l0On2IOKtfazSglHpl9Qu/QqqwPQZ7v6SHb766kXKClzWSskEM/MKz/jO2w8jTv9WP6J3eFgqVHYlfPb0OoT/PzWgpwcFwLaI0mF4oDRZCyXO0FMzmCyAM7JQYenIQhOLR0vXUeFVQ+s8wbsptv05nRgLa8rxjzceuK5NJ2jXGHOU4dL6DLOW0cEOxmcd6+nQpCiMtnq7r9kAWanuYQT/ZXJYEE8ZqzBGYqk2zcDvEct6x0Xb7Xlff/N1oNPfxS4/z7pei2vcD//2OwzOOjY8Oiwye1r2NFlv7hw5Yzyrh+jI8jBABXfyy1UVxTf0iIPhtX7frwsogYwwmKlaY+EiKaPH9BOSGVoQfzeY7mpqv0895OVBO9GEkq7bXSKJwYorCPgB2VntimU74Xuu7w008OAqr8ocjBLQotIfPxiWqc/q1HRuOtu/tuu9xuuFhhEGPfnjAif6OMoKClBEFIAHvSQpZtjaZM0A5nMrAGUaHGbYKdx1Nl/OEBgye69ZM6xslzOi9Fq6vLXDa6hU0B9WN1+3EKAfFSMfzo3SjmcgE2k2CUlnIa5T7ciKQ6pHBfbLlWp7xspgH3y/DQs8I7Q+PNGJ60py8TVi+f/Bw98EHHw4+zf+Lph0z8GH8asd8qNdovt970W38dO36xcr3foV2grvS7nBeJxxXNLI8VmJXLwEpo17CrPwc+OHUDz+gEUMcjD6m6F76XRv0weC8Mkv/LX712+5jSz7wFC7GS3DmfBsBh+MinJfsbFfy2/kL11sPf7e+fdMrjL9vs5uiHPHR0dq3NSmaHCvRy7Sr8Drcysw/Ul+PHo9Hw489+U+Un/Dsjr020E97KOSzZGfJ04IJruQw4Cu0Fwn0fSSjfDV9ss2Hyx6/c7ulXy++L8pXVCNH53F654l9PR7dbcna80bRD+c10aIdT5O7b77+bvdVujofID6LF7IbBj8vWwHxuggFzh+THigc0Xl5WNeWAc5paOrKSocLX96sTblBXqbSCohwIh+ErRRBAPtB00hkl5wuXb0M+Wuj7AZ43qWR6z1vUTvoZS9PntyLfmX/t9GMBOrBDde95w0mZ7BSvf6FRcSHSMD1w8kgdM0rUcjCAhCHKaxzw1zCR97dautJWYpHjyUUPWpJlRrePkY4p2p/3hinseIJlzb96+k+b57GlI4hYIQkrAi8Hdv9KUMBBP/bo2edHSaIyezXC97t2Fc9p5TegvFN21s531ocxTwXK6NY7al7g2eyVLssVCdL1/tzedonTrVHfEr5NOHC7FWmP0LtatbuaOPOeMhxTacruYPCmLF3yk47WyhSW56dEH0G1ZImBtUGBzZ+IISyYIW3HKOgemZGvgnqhOY7NypS1sHFOJl3h8ns1AQ/S+Tn9uEfONV/OCOkRjwYdxyEPb6nPjit7jXaM/Jj3J9W9yovw/PbG3mdMfnj+Ev/jLwqto43ZD5s++0fYzTC4z8+Np6YO/i5wzWfjVbbM1N2+tmVrar1yFbkkEX12fOeQffBTrh0zUdf0Y/T8na5Q/z2nGO75/rMLe7rGJ7qPicLv9jv+0mJMPgEjis29JdANgYrzWM0PfIU3rf+TQhufz7tEfTgWzAvuh1wIgsxTuZ0CH8qdNf3kvHFD559+1CHY7WzfW9IWyVX2HwwM3KIzzd0bv1Wcv2ujv1ddHfQMxOirbNDm7m62qK8GCaOpIQymxHpv4iD67KST8hOboQtm1zoU7gb/+EVI+3BY3WSI1Nf5AKujeTMnzOQcOBwfqZXXNr9S/gbjzPYt25/2ctHzk0E6nZ7tItM1aGRKcZBuJ8c3rlzZ3fqTMvV0jnOTzRHLMEY7dYbJVtpU3/RxWj3Rz/6oJFvrzB+72qG/FrvNGjJmrcPNspnNC5ePDXvObh1+/Fkj3OutGWHsAPyg4GDRX1Do77plqFpvAbno2siyDjm3V/oRyM8TT6i/Z6kK2KE6eUtwUkb/aRPJL3Cw8srr1ty1r7xJT2bGkPrV03fSO5lRzKT1X/QqDwnsvbhWmJjN4cW3qxok5fXrxkrPOpWf36HrLrulno4X+zQFu37PtrcKcR9NvrgNUuln7a88dFDc9ktM2vwIkGbqXuVYX9S5vk//PLXI6svou2TYB9Hrs0GLsyKipwZeMwpmYhFdoeYkSsI46jg1o2v2aRemjA8JFJxtt38Ll26NvCaznrclrxn4gH47NHRcT0+Nazpja1vaLXwPzIcTkSCyAPHWuQoKa5euF2tj6NZTcvRjq8GiQMsRlPxGyMlZIvpzS8hhvDGq9Zb8pAt17DOmRGZUHtN+YeRtsYG5rf+DJP94LyT4AKa0XmPH57P9eoaAnd5u+en421h38r41jaDs7WFmTEjASZIvFGh7mHWGPC/d6z+7EtVfBBX/dryb9paPQiopZTsPfzFF1/MPMp77+ehBYPyNkoYHFceowjHEbD+d/Rn+ssoJIgxrk+Xpk9KqIdyp7zIYn5194zM89BKhhDiFkZ1EDzCLkxoBAzu02gVY49iK9LCs3eA7aDflJERCcF1TN8BsD9GoToH6l747WgEHn3Q1ubdg8UUwWI095bi5EhQjL//ex/v/usvfpOybM1livptxp7m3jS7NX/4PbRdSDu89rt/qAR+12cAf6vgcvzimGG+t2689RONV7k3FzfQ1OuY+odWi1+dU6o+5OawTNfBjqLbNXW/uaKu5XzJeTjoFYmLPxhwkRzyR+iXM0iYlwHVbsqOMqiySs/ILO6JBpK4DiaPAt3JwsBU2Y2+Epw22QfXGo2uvi1Q9799Degbzyq9jnUZthRZ/0Cyf3IrNo9Pu92ZfoePLcJBJvDLsJgOdYAVPkfhZgxk7oo4kYPvm7c9X7KpnStPNg14ekYup2cOmuw8YNQLgb738t153ujNYbct9xkCWefagBtGymh7DO6cSxqlkB8nF+dnVPoPv/p0jDPDSx5MPcIXOVzOdQ3sO00Wn/S5efNWQWuj7qu1u5zcF23zfOfO7QzNxTFA2rf71+USSsnHTAuMHluyyOl9r+VND9tB8X7LOkUW8IKBA8dFo6bRHP6uCGAOUs7MnMeL5BTS8butQ/Hei+d0hznb5cSsZ6ea8A5WvLxG2xwm+kGelEQ8TtXxkr7OhRsy/KD+fPvidtGf9ifJSXrxIh6eb3ybA5nOGUMZDfX1gw8+qC/mnBtJ71f+wKUoIoOA7trHCqNH5gf+XDI5jk50NGXyIBycbZnsipqsEawlaZN13qDDwAX8gVCdzYXnYHmVNCPJIB9vfvtsWfYcLQ3OznpFGckS6i65Tc+hSTBiUnyatembY2ZN+b0y6IuwdE0Uxmqi727e2J15dH5ox17q06pr36dqGLvEBo/T1OPVy/aeiseOT7JygzXTRMGJTFUd3Qyui/oGxKJcQ+xwkVdlRNRcR4g7EcFlqnvjkAptgmJ+81l7Kk8mdG3ZU/h880XnrdULSa1m3xtj3a5C3a8RgOuY0MT6vZkJuCDKHZDTl6KH11w2hwDKvoYb+3JsZbbveVgfIMn9+jDzrBHQg7w4SSyMrsx4SmF2fUIE4a79ob6BY7vQt2vT/A8IEHOFq/FylUmRTFip725MX58+amR+s1172pXt2aWyZNsI4KBw89OWP6AXZuVtD06gr/pH+YMpIGANPoTilmI2ImF8Md0y5COQ8yziJjhFtVocsntQFq1wDSVxtG9hSyOwCcnHGIRr5ujyWOetdhnxyF32phCQsK6GgzE8rhFT9weXVVtB932S/5TR/d2v27Pa94WWn3jy6lVL4YTNhMIIJqdFSMjc0YnaFHp6sfvpT34vpfyXJdIU7jx/pWcZPQKyeGejxYSyujPHHrZ/8nt4bl/GV0oI4wTpXDzklc42wzE3/gf+jALct6sfDrUOfBsu4gfHamcJq6V4eG9dd3N55drf+qY+zs3ThNByRAelINJlV7EDobXqmUSZykxeiMb7Pcp6/wz5ApT2h36dohlZsErCkqbvG70Yea42Go0GO3mYZ8g7nqYMOkgC3G14G5gZigXilDESc76VcXHari7X/OvH1DazCtU3tqRrZCps7Msppt2uVwBv4vMZRUdHm688j2evv3OtcOXK4Tnblp2qtrsYfiKLVmvM/gndeKey1uYKndqB61mZwjZ9OVoY/HzJr8LVFKWEtgftf+1FGnjS+ujnhVYbR44cG6TI2J4dwRr1//znv7f793/xlxno3gbWvDEHlZEZOiafptEYsYlSJbtP203sTqP3q226Qm69KdF+HpwxCaCff/ZlBu2nu5PNJ1PUj9OzImu293zUHK9M9qNltMO1+d2r1y7mbBwkc2fbJvRW7Xvb2u1G59ZWt2d65cnTWgNukAV2I9lFy9mUi7DXQ79pzJe9X/5JG/gcPNUOOhjRoyUH2/x3bgjr0XVhXo7GmUL/RxtRn6wv58tm9/ZH9HuWET9zroFfOUJrA5yS+85ebEOxtUuaDWPWyHJNY3z0k4/bo/xYb1H8h+iYAutgh7a8myWrQvZgDqamdI9HD1uaYiYh/VczHVREJDnycho71t3j6Nh0KEazO2O7l83zuYpDI7tPnoye4winqjgMTKJdMdcIunZ61uZcXqM795NVagAmvGOcFKO9J9VDV7+Mh55autgAxzjpu+++3n39zefNz19tP/9348H40B77o/uTOY5d+LUP/ZFsB9tp69/TOSVnz1+uP+fGIX2QDIyfNgDUIrlNpmfJIEEIRvRqMQQAV9LCyf2yM4QJugiewNeQMI7Rorp4ITZAOR9RT0VctpwsSvCYBqt8L8rVoR6f7o8SW+cj6HOn8x6aElUELn9mJ6zqBZtjG0GtBta1fbWrhepQFnsOkJS5Dga7eSTMSODGk0FcDVVmmLvn1rMbVG73e4BxL3Naxz2rbv+MQLVFEW9vK5ONjTi8fK/fIwRCUhUrCW0tGZrlRAn7QAqZC+LDtigzh/5Oj+qXfbRlxls3SclLQqHgKQxK0NzRK8soshve3mMUZmnhJAvVBywyr9EM/xwCvYRxKJp9uPumtAjDiZbPPM2YPE8YPU+pMmbHYkLgTkgp+MB2586tXj7x615p+ncpj4Pdxx//dHepxL8R1nBNEJXD/FCJ/urz5ixJTrYA/vjj93f/+T8Xjgy3I1i1Ae9kF3Yc/azO/Vn3nA8wKt2Ot3+7VvHB3+FjcKX89kz9r86NxrCyf2LVrY5/5ljwETuVTysjP6oY5UO5UwIpOq/j3JrVJ1vren6erH04MWUCL0YR8Hi6zTa8BW+2oTRiDJeDu563vnmDWb2wAfaJMvVN+eJVMjlymWJQHu+SZXsu6PdmuFHH/WNGvCrs8K3MyOv+WqdVSP7JwPyf+tYTHvLkggdM/s15/VulKYiu4m+31Lf+1B7aLL430oI3o7wFh4SvXniRgrxwsazz1iy/aiTlFZXWOVPW99pkQ50X276ZrMCxJZI/+elPM2wPJyJhI5HrV68Nbs6mu2zUYgT8ya8+yRjem60/LzSCvpQDcEbYXofr64oiNYpn4FO2H3zwo92PS2z9+qs76QCrd1Izaf2T5sr7nfQPDepo5UtKarnZl82xn24f+iPh2Es07Kwp3E5B/+bT37au/sru2uX3RpcabZ881d4eDZJePrdUz/sO1tQC+uETI0mRiXl9ZtGbJy112kbt5rWHtowvXIfj0Xv1BV9I/uOkq0s5hvN1To5B23rhVjQamldmcED/N1U2gzrvmXjc6LNIRvvDi2qIWJjj/b6XgjwpIW57xSg9dr49SM6caYOWphDO5sSYXqM/htIpH9MjFy5lS87eXJxQu/Q0/Tkvpwpmzj/4zQuv/JwFF37xAhf9iV36HEv3XG6K4t1w0Z7sOcE3mxd//KRk2/7pb9Z9LHF2tD4uucWGBhuL37ttCrm8ktlrPqjoSw6RHCbJwqZQjf+Smj7ryJUcll46xIBOHoOImimeEiVzGvEa3jcdcPR0Wf05Q/qJJhM1FhlTT7Bx3ORQfPhBb88rPB/U6XV5GQbT8NA3Oafw3e3/DLrC7XFKXadU7BvyMLIDYU3cW1phmQcjFisdZhCebP5qvJKp3GiBglTLPDyALErtLw0pgbeOQUBtaHsw3RNDbLcXnH2t8lPrm0drZ9URJYbhZ8MbzDl1Vbo+8OgnhDjXErXuT+7JvtMYmBBq0/ylY6rd6u5cuwyUDVfWyEVSQluyJlTCcnaP0mePbIbcsghGlWLR5pGMue387qdcvi/bcjy06dAihCVqE2497FS1Ve8kphiJd11CyyR5CG1leHnhks14wa/yajEbYRqFW1ucGPO3DH98U/05BuhVPdry7CSrdU4YTufxun67UBnP3sgIIysPK5jO3I1zdd749uu2p+2FMQkxDAoDcV6E7+BVHyVWzbKgniHgRlavH68Q8YWE/U//9F/v/u6//rdGI49nZE9I8QTyOBYta/0QL+i67m3339x7c32IEQx7ar71/Jsybz+nOcW30OSbUquxqYmk7Q9wjYLoxsAYfL5fZGyPj0QuR0EbeMbIehi2L7/XqHZb1SDMuUbwQo3nctbef//9mYP77W9+M/OM5hbN9T3JEQIjBT+jtX4P32DiOi1nZOjTfW2jK74xd0yJrXnm2grWcQCSEaPEKhwDOooeIn5wgL1HGAHXNeXHarKfq69uOTa8zhRA1JyRDjyo4/BZPxxVRLH2tX3gieLDC6JJncZj3+eItJ+21uJrvMiYC3V//c23o3y9IcucLKfa/OlHH32UMX+w+8Xf/v3uq6+/2b3T6PH8xTZ0alROSf7sZz/bff75FzkDayQ7fauPnIkamQ84GM+DtkC2/bJ6f/8P/rAkuP8wdF17a6++LD5YXdqrz0bRJYA2Mn7v/YczIhfm1WX0M898I9h/+lEJbT+yH3q5Ixnnp4+PT+j/2UH7eMQLQtoXeye3jVWONT9N9k0TkMFHbQNqWZ2NoX72s58PHk7k6Nxu3lgEjuN8/HibC+31IgPu+kF6fK1tNhBgVIJ7j/OhyvRfX9CmCFHG/OnNh/Fkg5gY6fz5e7svv/hi3qR26fK76Y4zswxPVMHeHpdLAAYfvkWTGWCEV7xhlG2AIX/m3t0Xzbu33Wv5BSJSr3OaDp61E55IYzxroDT5QeDLoC42pxclcNp4i2Lzfoj9qoV4yWDnWpGZ81/fbYRefZWZ+e76MQMGna2uZe/i3a6TqdVvDS2b4NuAiY4PqOBLj8d3U274sGqc9OzwdTQle3Q0nse7p9ur5Ucfvr/70XsfDR1v3bkbb5cQVzTD06zGWoKstfVvnMMGY5OfsKfztAO0jokGJANoU2UDQ1+BQY+HMPsaU/TjOXVR1mFYH8V88eKVXgZiDaRQboC0/vFik/znCkmdrpY2+VkGLWk92ubR+Uy1EUL6twSbEgToOhZg/YWByh1eZ0y7tpYkbH7P/qG+1PWm7NQyQrGnw9yfbO0ILRsTM0iWMKfEixZuMs9wopGP6AKkUH4gyDfrH09b+0Y6C/btXB3385oZOYbcRhLvNP9V6f1oy5SEtaX3Wt7wye63baxgVCCD+CUTWBkAAEAASURBVNiJ2qlrzxJeb0ozXWGNObfF8hvep+Vp0y6qgCVmGMMWHBiEwD32Or7ev/vkiRCREbrNJNqFKSP6sjIUz+A8YVOnRhnzYzarsFQwL0aYTH1w1lcffWUAahVzdOjDZ599NspFBGZ5x20jWijyXHkSF5ujdDxoi9+DwpeSPYTerl65XrjtWhGElcVJkRC2TMrUJXHpeZtwECLzwefOXt39iz/8w92/+pd/uPtvv/w07/NJDoFkpuDrH4pUemAd2ICXEDqG5tXj3zqZy//kz8Lpcha3/m2F3HPNZ6Oze35vx+96ZhN8I1994btu70/nwKQxRtlwfLdciQlT5jw9bw785WT76mFhuzjvxfADA/U8XJ5Nuf9k97/+2f82itgGKpxr9GaNOVicA4qMkuOp6//8IzsRkhJVboz6bMzR3Gj/wPIoJc+z76EpQz7sSVAth8fW57fxsOFnu6fwmoJZj71dllO+koUG5IFvHAfiDlnJ3Yz6JXalWOcSPPZvFBW5rOzIZ9WTXSPHbcpGKDiK7i5fLAyZQ/jy2ZfJhlFiBv+pt0/lTLYkzYZWP//5z0uyvLX7Kqfzxx9+vLvy7utG4Rm4QtdX2zzkD/7o93efffpNc+9GeclZcJwt+uVFSUKrkSg8r2VUD+JZu4hxEk6e+OvgMnIvZBo+OVSJX1A1mtSvFPlzrz6Odu/96Nrup235+mEjehGBoU3XJwQeHckbvpFw57jx7Y2chpLvcq6/+OKrmafH5ycyEmfPxQeFjE9kwOUJnMp5PhUMH330Yco/WQ1xE6LP+fF64RMlo82cdTDC9bCn5bKv0iX654hvtjB2CmTkoV4ffpsSfJqT2p3Cxw92f//8V7MUmeGm8+73rgmw2buC0cZ/HEdOIofFVNH9Msx9jjRCfZluetbrb39Z7sHflDPz1ee3Jspnp7ajZb9bzmbUjS9yP+OFTRcbIKwpFWHqJ20fax+AJ4/pVWviH+W4NmD5aSPh5Oj6O5d3396606ZE1RdtZ1oymXkW3XrzSm3FZMkiB9Y9G/ZwDCyrPtb7MnooepfcHR28bMXAiizql/KTVwLErtmn4Wih+1OSwUt4PnfifFMCT9tn/WI06s1s77a1bDYzMMrHi2bR7WRZ/idNpwntFw04mrNGHxyp7bgnXf882bw3qyEknVvyx6bZNKrG+4BT5LZNieIduSTHMZc4fU78HnGZhBDIuJ/u3ulGgBcv6USJcPFb4/QJ+84oPOZdng31EJL6nzzMyGwJ8DJO+jwqEgL3x1KKQ7G5QiF4lkAlG4fHuv6mnBuUyni3m2LYl6YQJlQdHF5SjyBrPuSwuoGDd0vobE+4veHMdrYEzGe8K0y0B8S3NoX7hJY8c6IRs3k6Qnj+fEJWzQz+p7/+pKUOX1fPyiTH8M2WT1KI15OOAdC/umQJknk6rs8y3t3ov96OABc2JByIZk/1R4UcDw4ezF1rj3nutokFQ9AHW2HU+r7qiskovi7oz2wwE+Ppu0YsjyHE/IeNLHAnxCmhRn9PltwyAFXePPhifJnDEusI35ESPq41MrheRu47tWNLw+YdGzGsjNOcp/o4o/K9kRG9MGK6duVZiurD3Z//+Z9nuF7kBP220Ju5Nc4Lhb1aDozDAze9ffzQiLx955/+1kc8M68qDC8r5BiyBttLYfyOp+a+dra20M+BPmuOcU77s3iPETLdwuDC4XwSjCWDCWBGVV1e9pPgDZ5EkPSXLEow+vDDDwfOX/zt3w4t8MAiUs8ll8rJQB9npyc32HSFU6ePo1SDZY1w4qHawiebg2GbScZcaHdbi79G38uwbr2anqoXDgZKbWBSCo1jwH/BU//0GLh0rGP1WTQIzxcuTyniIVXEcvPZ+Ba/TEJWz/o2QvK9rqkjbo+nOZHg46ibq/aROW7e3Tpmc7k/+cnHhTd/0UYn3xR6f39k98r1s8nsi0lKutOI80EJWGT68mVyQg+sxFTAmeM+l3E9fp9z2oulUs4iUKYe69XoF5E7fLvx54ySCj+/f+3S7o/+xR/sfu/3fr857SvJsC1Q63tsh4YSzzhTktTQHX2E/dHscQbt7t1b0z+8dqXR9/GTNr8qMybeEvGjqxh+r6Fm3L2L/JFtYSsvQiRKlmnN/ie7jSq1G6YH748bIZIHhhfsswqjAozIikCGWUYDqXuKU29QYemXuWvyA//nS37LiAR77z+vffjhuEtQvHfPdsPt6X6+EH2JiDLYbdn69Xf3dn/1V3+1+09//Q/xX3kh2R/24/gxBq1lZOVpeeMfPK7pxOXozUoHGAnf+iLn50W4eNQe54+f3E/XcBQtDbs27U9ksxrH2arfjLG5dCP7Co7zMzpSH6NtKUbVvV/LH0yMuwEQ3pUnZmDuTXJkmrHzPTjsGQfeNh1qF8EYtBH4yd3FHBi0fx1cdPXRU+VHkE/84jM6yfSICB10L91x69ateHIl1cn50KKXY9Vs/ahc+pv82XTLC3tmqfgY1e4Gb8cyqGBFSAzHOizgI2DEPNX6YIoBMWcuvSxqiQhexfeq5S6CKLycCckOCKqdymFqEFOhw2PVvU4hDXLHEXBpe25u685bD87Zm/NRHNXv31IcGaZGQ/qizqUMKNq1vGES/eobBnwYozHmlAyBkqW5Na0uG+YwWmDlfZ14uAiz7RxllCQpbkYREVtb5/K8KB1C9Ly1igw9R2D1d+90xGBzvtzQ2jSqDgd1Sx1gJ2hXWmYmoWe3e2eE+VGe9/e9IU2I/datb8NrEYJ2YbKZhfnoYzkIdosyAj7Te3Xt4DTz5fVFe4OrwekPMeo6ZWOdvMx7QkP4OUSM/Aj3XnExyjOiGGXXiyISbMpFjdqYMCtvkSFCg3CtfnwDLufc7z/5kz9uXvHbdmC6kZOQ6qFgcHX1wEeYmOd7dO5hgVU/fvhnjv0t5WbNrLo4Lj1reoQQgWEVwzEd/VF+fhxW271DfG2l35Rd5YN04KzPNEyHc6Wdqx3+CCDBHSACZBRM56YnTp/JsKWkLaOyjvnTTz/tvdm/P/zyXZuS2ISIAzS8mNKHewof/seu4h+06uvI3DPtUlJX/GHED0600T3KWj3CkVsdYN1jYXW/qtQF128fm06QiUzpMYJgcWjjsI7O6+Fcf/uP9h0cykxLstcT4UbuyrGiD7MUs9/wpV7YI1N2Hbt9+9bMPV6sknF+UphCkQyKpC87knlnwbnnkqzw1mrranIrmsQIyi7+4MN3i2adGpzeu3J/jA/n1TIxOEvsRnFrN60R39MjJ9sju5Feb/sSEiaT+rf6E7y1J9nUyBgO5LhcLHLwo48uFhH4MLivJFcyrBePSDykZ+zBjq6PklVLmtD5/IUTzTNfmxdu2IgEnd7/0XvDS/gDnBwAODjaciqDATzE6D0OZlnddIAte8E3dOnHDCKSYVNr9Dq5FO2YEWt9pMvonI0/FvboJwOCpDCZpANC0qCW8/Fec9TvXHs3WjWFWLvKzO6aaBfvZb8ySOUbxKc+4HpVdPSrr2/sfvvZbwux9+7wgxX5kA90qbyIx4/bm7yohlyRJVfkdjEkvJNnDoH60qLhwFTjy/B4UATmy3BfEmD5CDfutBtgep0D9irdji4rM7woWM+epM9QpPrgaZrgYAY7x+45Yx+OnL9uhK7v9FMu4zwDP6PPMAxODUmbPoAgc/zoMlG1WgIj41yueEa+VRLRz6AFXCMDA83SkxMBTj+JSNn7oaF2OmvhgENyJhtMhuRMkQGrJE4VkWqKaSmaY+Yk6tS2K1o+fQaqEUP6R5OP6iCv7/jZNo4vpi/78Flv/WpmIO8uJS0M0Do+I9ZZchXC4+6QgIX1/FC+/JxjrvdrkDCSUeGOpQTn5xALpqcrU2Zd397MJFSeK8LmQEu/1Cpskof9khfcEoGMqPcjn2y0bFegs8+8+MSeybYabM1k/TSSxNirt3ocsjpVJ2Ntns3vV68vFzq6krCUPdl7cE1NPC2U5JWnmHktL2lTlAhmLvygsJaRpyUwad+uBWoEERmgKBAUN71uigJDjYdcGXD3fwRMj41wL/b6PkaBh/rgQSGk4P62sJzElAfetlM2rKkEcMjoPHXz292l4D17PqbK83uVF4cBJ/ENnfp3qIQjPmGhPCwZoRyNeITXKddzplbaGUkYz8jJ6MB10QnPzWgpg4GJ1TnCVlvKjrPTNQqSEaU8Pc8p4a1aV3v9+uWuJShwEGyOtSHCUpDjSMzV9YcQL9jfunj4E7c4lnFFN6wDt4hqioLy4lxR8DNnjYX6KOcYnuw5NFkMiydWAWWWEnjbMVpKR38JMM/be6c9XumF93gSrjgTScYIJDzhmYfxpXWl8PLLX/5ycGR9M6NGiatXWfc5oJQuPlL3tAAo/FL55+1qJYamDAM1jlOhOsqRAaf4hUndV6dOz5x2UA3mq0q/V81T/R4fcGg+j8xYspWS7NmFK/gbSVwP9PxKZB3s1472ZevXz/hAjocjU7nKV8/wULgDk3lxK2Uotlu3SpLqvg1LDg7KDI+OxxuFGeky1qa+4IUSfvW60Hsyxa80Qr9+/cru4599lBG+G7xtUJLcqhs8V1p5cfXa5Xnf9P0Hd1OwyW2bfhhRibrYWc/Ss+zBGEAOwZcZDEZPdAoNw1zf8WJl7IRpoMOYk200M9f9op3kelP74F/fyCA5evfdd2bNOF3KiZeRfur01fr57u5OuulBMM26+mSMvjqaDhia7HEOs+gxL5OpBf0T4l/vcIhf0s6BMP0dvdbDS1bBBv/BEo6NJM3/k13lHRu/aa/mBv/aq5tjaMmtyMeHP/lwdNj5kn4l/k6OULrtoPXvISocpisaUN5uc5gHvYzleTrlN599OzLnDWaPm3oUyjZtefWqN4mVUPdwRVwsKzNFZRA5yXr1zTTRi3QlQ0cwy+oJn1Z/pIOzP/dyjmwSc7v1+E+aZuBkoVfSBhvRkxOcjhSSWCw4uBDiBjvZkjgNe0LXDPKrdmVrwqC2yQU5hyR8rxweju/DndUjHOzH8cmJk+W/pGNsPmPb2Nhz96i+PvQegjLunzY9IOGV4+Id5/qIV5zLGQBD/4ev2FC0wltWEHhvCiNuf3tvG7x+/VqBgAZOR6PUSpxhtDLehRaOSOvv2xyfHlB4RpYE0QicF2JDi+PPKNTVIG/H/VMxOY7LNZh6GTRnrvEWIGOJN0i7Nh/X+jleEiRhJiGI5aVD+pqjU2odo0AQg8Xtm5Ds1cLUtW0HqW1CbpTJC36QAbFJAwY2d07x2pzBhgcqwuxGTRNCrGqZjSqUWHO5OS9M/uJCZSMchUAxPS4J7OCZ9aq9tzuP+3xJK6/sbFUXwTWe3oykCMMS8hqHlekzhwATWJ7wRh0y/JUP3yIgmMzcvXXiIgVnzrzfwyXZFSm43dzQnV5DaOtFo3WMbY7dfNzRU/pjc4YUQbsvwf+LnLAINW+nkwEbpoevazEGTkC6ZzMgXrC+mzuyr8DZ5igpcgb53r07IxTwCFdVO44fuozxQBYXhxoZws4ZAIrXNwMl69PyiwsX2oyijF9ZrGea6zyecyTpZrYqVEe8EKoTKvXA2jqmfhXvj9/1y62BrT9gI9igkkTEyXCPcwHX4yHv61/VLn4dZd1137pjakldWI9OXP30HW3jH6NgfERJv8EB3hLCdY/yjPeSldnHIf4BOwfUSNPo7/btO+NQKacuB16bEStejw/VTU7w2PD/hCUzJD3jHmeeQ9HNCRdOAla/tSUka62taZjpmf50nTM1x3ZyiO+e6rcXUYj6zOYdnTPgszNXz1NqNbyvgIgYKJD/6gZG8q/xFbdYSnHDHZjgRV/RmLExCmWkOVscWDyz9Z+xRUOhW2vA3ROZMq21HIcj8Ww7tTWq/vnvfTxG2Usu7t69vXvnRMvcMup492oG6ZsS5Ix2nz41r71NLQV3yNB9XeJ0iwB8881X1Z9xKOJl9zThTW+0YgwwhFE8/SZfhCNsnTqY3vCBvq017deuXZvscHxID9nX+1RK2fezljfJajb3z9BPZCVck1fOH9244Q6OJZqNbg7HcIjsoxqDXTk5M3h2nOXYafKbKot+ob1P+ihYG0N2L95Btuq1Kmd4ovrgwoH3rJk+U4hfQuHauKc8sZ5/NCNxMGQ8w4FtVe81Uka/WdudTXnQrpiiMKdOR+PKZ59m2d177xVluZ9cpLOyuZXPhKbzBm76NgCM+IXwhbS5nsLNVuFYVvaiTWLIwSQ+1x52nC1so52dRsPE3mlhqqMD+tb/KYcv4ZTuD3EjU/WdDpQETq+i7YTG1a0MZHg+/ecYJyHAOcwnyss4sY8Czqqp6pbE+tmX3wXLycGJ5coIZUXSmrLjuOSwBC/6qZutJUcRJjC11f9u0pWnz4qoGJA2Xx8f5o8tJWdUOus9Iz7CG7HzFhjxb298NyGR8kSH6RDmUWuphdOfPu0NYTHyq1dPAqp5pBq+mHI+EfBGVuZuKMFOBxCdfnO4GMzdhDxE247FqOv64YOV2xjY93zq3RB73BjMqQP1qYoGCX3PqK4LvPwgzRMsia8Q15ne4uNZChMRl/eXoosYBMS9I9bvqXPqCcNdF6YLPePl8dYxD0ZVz/Xmj+/feZyBaDOV+j7MxRsMZ2Mwqkq9o1L311h9GeBgsF7Q4TmEfRaFzKlNiL6nNuE+lVdm9B84CUah/xiEt/rqVbsyeT5GpPx5opwBiUGwsjHseOa1CRaHv+NVD/PgpKWIzcE6jGYcijPm3pL2TvtVX7x4cZh4lGzwDm/v63TtSEktQkJLwS0jLvwltKiPRokXe/OeqINsfOdGCVZPiNNhbHP1NMmCVO/8il49H8rm0OQSCM9hAd9urqcUYiQYiHmhRb8pIYrRAb8TUpO4o72Ojdc85/d8dx3uOBr6pN3Zf737WhvjGx9QvpwWNa0wLIWa1pxShblz+kzrSBySS3Eq5Sb8yVnSFr6aZUhNe6jLxzG8U7+XQwEWGdc5Qg1/hAKn3hStfnc6eMBHnMwzefNg33jr0aOc0qHVwhN0xYXTvitgBb9+O+BUBOvh95b80Ber1Jo+mCIqmGP6nEJXxr9JvOsewzXlx0Ks5/Vp40MjUQfeFc0iQ9Znq5dD6xje7ZvR4ojPXGw4Ecbk8IpMgVU5We9GwDdvfhfPfh+d7fx2MXw2og3f9kWwlE0mOR549YojjtfRe4M3Bym5NKj5+uuvunN+9tjg0AgrM0xR2RMDrxEunNOTeGn6W4np4+CM0T828vObTz/f9yuDnYEip6NfoquiDASe1dZ6qciFDN+1wFu4Q3N9JWvadHnxJfllpOkTsmLabm7Ob6Vm1Nhga3hCBCFHDa3xJbpN1LBH6Lp976Z+AzdtVW1RDFOOzRPn/LuJH/G9A5/Zw/3Gt0Vsbx3PltwtF6u+n7kQ7eReCZFb339uNvq51H4c6jU6tZXpGOv9EA1cIkmmZkwlzRr8+j6Ja5ySuokMi53juPiMPnV4qxoONujgiIzDGGzwNLxUB9EIvmagVDKhaS9R3MFlZSU7kq2DwVMOxtSs8iUHeBzvmUrQB/vn0wXz/JQ+untQpO3rHMcCtcGSY1FCZUhauAy2iaKFjxV2BzejXkui5v1DD8l4B0XBXxavP32Gjapnfaa9E2HBmNb2jrqenzke/cF44I/Ha73RxgfWSntpAY8Wse4X1uWNnk9YHhZKkIloZMlJORMziNsR3H50rw6HqfW9Oj+4GIGeXwOUTiyDthQqWugQIcAkG3E8sSkSQEPkKITawkAVrAQmJ4wp1uaVKNJ5XWCEt2sZwT19VqJQ5dQdjEYADIoRPCFfxMgQqbJRD4aYMHbIHQavrQOh4f4ZjZvnsfzhi89u1FZznMGAuRCe4RkYq4zTADVGmuD1kdGurzNC16me2vpIoYGF0gDv9LESnAMG4Ny5vN5GFJcur7frVE39JlgcmLJNTwpXxu2iEV0c49D9pXxiKvRPMWJ0OzRRDBwDc2H6jiG0iUk5JQwx5nmvN0lZL24bQ9nb27EM8GJEv6d/wcqjVrdIxjY3ZkT17rvXdn/wBz8fRflMGKq6Twtt9Qx8vGzqQCa81zjCpw1VxlhA0/5Ag4XpddHZOrrTQ86j8vTp8RO0KFS6hxlPc5KUozSNBsHNC9egtoYiwwh4a41+lJ9D/cEJt2i1jvBLs3aMAnGv32jPWXbgO58NdCPqoUPtroQoS5DQmzxQKF6RmPGPdylUFTL+6DmG3Pxpv1eVnHEyaJRlOZG3dy1jbqSIBqDXnlHz9CV413r/7rhZ/fqwdXPrzzi90wF/tjJvcOGa3pKRPQqmHv2fpawKdEMZhmgNJPajzxrWV4ZlzWWvTVg4A+YZHegy4PWsSMbl5poH1v4wDsuwLZ1BPowi0figMO83N25UvizjHDk8zIm0fpyxhxcrCJ631ts0CdyImum3jZU5V2hg6kzEbMLpOZ7yUbxlDAzwqExcOsp9oinJDSQjGVlThhK+0Np4TpupMvPlQt6uwwe8oBHHAr2vHS2aEC+cSGda8sWwyHCW38MBNjJ9XXjW1AQZnv3DY1/GqqpyRgws0hl9TmWATzaSYzQhUrgWzr2Pwyj51GlTQMeLvlpb7aU28Wih7CSwj3nlImfkOF78/lEJcf172ojb5kRep/28yN+jomsvo1co3D0vEW6ivznn+oAmr0sAPfLaOnV5SJwySXRGvlm6MsGPHs3gx7d0HhzYKVJYmsGjV8HHUTEAlZMEz4LAI7No0kfbg8+u28o1rNa/9uvv+WctNXSOtviS7HrPOTmxFJAto39MScqGf1oURuT5ddOVltFxjiBvEsDxZLVYD/6wVUyzD8mRNR0pcY48KuHZR20k9Dwaskuit55TVxykUHCwr/iFLo44OZHgHBkMUBGCBKHv2mu9v/X99+/fiwfjWT2ZDtWp5c2uDgqZSDyZeZAmjXhrsmR1wNzMo4gobGdLwnpUNrzF7s1DF/o6SCiqtJcoUJqMJYai7ABu/snc7cA+fxZzY+Q+KWoKyO+KzuE5So8Ab4f7Dkp068N2D2MiDiWMwrx9joWQmzDyenlB95vXN9+/nI6EoHNhHcrqwoXeWDQhs2AOplFke+fDCO5JSyEg0Vyc+df3W4IiQULbs5YzI4UmL2KE6UuE4RmPQPQ9xj0cjOFTf3OA03/l9j3VBwf4KBYM7INBxrATPvN0fT+POXmVGGHmj4LRaProLGkIjpjx9eQzuk7Rp/RhOGHyb5Q6xu5DGc52keGOAT1d2OtlzLKMfLuJ9T520Y0rlzk8a7mUviEFKhEsc7f4afW9G3MkuGCP/kbHVgcwTu9deW/3J3/8J7MBzXc371RP+KjvQ3cwJpSFHsboTJ+CadsxbV/xCNVwxJ6fXT9ksbeYTf/wzOOiNJwL53BqYwfzrxTHvehqb3R0BP8oZMoCzyXkywAtZa+dabd76pqm+s34uD6eM1jiM+dgUo0+4jNPD47m3sL/Ghkp82qMOsfKVI2MYs8c8/7bjk1eJwwotJd8klGhcAd40HV4xb3kgPInE2ULDCDuAyg3rSemJwPPAOne9AkfrnvqdRxNWTrATjbBivcOpyBSRvWmxykiBmp6vuruOaeMkGqxuejWHNPMopwwtdG272MSumqDw7+N3sEo7MyweWf2yEgwb1Ek9WmbYfa65m+//arM9jtT54J7JbcKa5Pl5ylp/Dg7JBbpSuqqIFj8D+APPvxwEhN/8be/rq+tgw6fE/VbBRb88St8wAMDNOunwd155nx0knwBPGXjLbk4nBZ4UEb0gW4wCrW3BV1I7nyONEJ/8kS9vaAoGZIFzil1jKPN0MVnNTLX6D+5OeA0FbL1Y5J4ex4LyE8500iUE/T4ycqonqhFfII9weSfAy47TYeiWX86bKlrFc2tmzcHdgbPC2ZE70qxq8mwmI5ipLRzOifiaMbcEjEwM+4Lnr3zFO5mp7jgYi/xiHb1n77QX3T2AYtOGaRxwvEk2XGsKES4iNfZH+HqGYV7Yu80QdMkHFd/l6ZOkRaJiUyopEy8dfTI6d2tu9+n6+/3dLbNUXm4WTw+qE0GzI035ZoNcQ/s8hc4QhyTeSx+mmhK8KuDnhh9Uk2mJlwcSxfdXnJeukJW4HF7XlKfDWzutLJA1n+VxG9NPRgZvcz7OncxBuzGeDY9eiKkyHakQK5e9WJ1c315swmPLRIBjFl4Ly9CpMzFY83NOmwWcqwwKSawm9hsxBBAmEQnhVB1joCsc/O8Kb/uOY52/3jCazQ9yUn7612Y+/4oO0zWN/4dAkcwLOYepSzsQclIlDHfwUALy4kwnIpQlncpJ/GI58azOtMSC4LCWMHFJNjFiKu9DbGLCATPCKLXM0374JrsVIlL4YDnfHDAa9cvJMLUDPIygBhUvYHfp96MsETcvaBgPoI4n5Qx58I9576N8ISbGPQXF1NswT0JUI2o4Zbi14a3xhmdMMpQiIFrtv51EnNNWKdzz/hQaDbasMTq2qUSd/h8EZhBwS9fffV1I/ILY5gnMlG56V/Cn7j3XMYhvG8HGlBwDLmwvNEk/hGSghlCTVH+23/7b3f//i/+4+7bMrgJUcjqbvgZmKMBoVQ/B7E76t14aDl7nftXH94crlS2Dmtr6LjnD8/jZzOepmCEYDmoFMJ46MGsXrS0hhZeJgM8eOHNPbA7ZtvIff3qZYCNkODZoV1llxJahvzwWf2agqswPpiIBGdsf29oM/CsstqmFKb/DPzcW/jS/ozOONnJnPlFhnC1B+6FHxjRLprhwO0Y/IXD7eq+C7W1p0f3OI7awQ+e3D7qWPz7pj7XBs7a0h7Yp1+1YKTuPEELNymRHtOXh41gliFfOJQItRwgypTMr/qX3sjp2UcoTJ1xzpTF+3SIcyNfb+szRWB745nXDC9ezGJ0j96cN/WZJx16DJ5yHE0x9fvDH32w+7M/+7OilW1IcvdB65l7VWnX16AB30d3o8Tk/kTrhc+UnQ0X+u7eZpjq4egdbX7cTnUvSlhcDqONUuK3DD0Db0WJTHhIGdoF972MyjfffN0Ib617Z0g5xs8aGU+2dGInmvA62SYl8DCsVR34ypJA+IY9vAg3nECRIIYZj4N30SIHK+LDxeADbRqwyDW4UA6N6T069uHtuyOzz9oSVob95AjBZQbGCPJINkQoXlszmg4nE4qvbrAKcc+0YPSq5XCaTNYWeMGCV5DbCHaNevWFPRltM46PiKm96eGbgaT7NmcZGc2Na0d9c/Stjno2p9oCi9OhFbpWx0y9lIPEkbC/yNMMLFoojy6+aXBRtZOtNYcncLKlfmttyQ2b2q5+vXLXi46Gpg2qosi0r4/gnOXgRWyOpyvR2oZadC/Alg6rHO1X3SJJjx56I2gDZAlwNoLBfEcjhJGlYfzrIzFG2Xbft1HM0+6dPMO7NzIvy7AtX2Vv69B0A9PUWPwwBmMg68+8VjEGxjjhZAyH0ZZEMl3EZItAeaEysAdBC7VL4VFk+1FeMB17nkGprY0YowA0huA6GmMW4ZkPI8w7t+E/Q2q+w/yobGxLzOxS9DoF/bJ5fkrcCxlmh6X6cTGDb2vIWV8ITf1HdMTx26YCJzI0vOL+z1pvhudigimJRo4BRh1l1X3TFeY4XjUsxqqnyqi/1LrDV+H91q2SIer3KOUY4BTPMuULL7bPFeKRUGhu3Odkm9CgEQW1zcPx0BB6tnxtz2qe/PNC/yNQ4eC4UV14yG1t97sUSm0wpmfzkG0mg5VnN6gYgxEzFYIJzXUZEZUll7AQEkqS8do1whGStEf0b0aZnzyRcS57VR5F8j2GbJ4dBb2MKyG2m5X1zb69D4DCuldkQ6TBmvM/+1/+rNDei91/+su/zOu8M+3hu9lHGlJG0Dg4KL5XkoRKJzqW2V6/f/ffZYw8MI5ahYbvOtdfDgaBJsyyWC0HNB8rw988rGU/a4rG/str9Ev5KY8vg3Bwx4g4p+QncjTXo6kITIUI7ToWbgg7AzZJQyGYIab4SRhHQh3dnvnZbQQrMXNCyBkkDunWd3sncCQ8L2wpa9pobebz4nX9HmUuRFkdVMmgD2B7RG4ytkfrgArGGfXVkpHuO9euT/lvv/12jKBH8eSW7OMhamer0/n8rpyW4ICMjPwmd+slGclI/EzexrhlwFcUqZUoKUsK24oHiYXHJyRr1Grt9ZNqfLPkSr1GzuhJN3F+rydz94L5aQ7bk5xboXKytQxZMpaxiUKzy94WNaszA2s3BlZ64U//pz/ZffLL3+z++q/+JpolXyWHvkyWjcpkMz9vC9dA3V19//Lux60Kud76cMvOZgoxFcKlp/vQ+0K5AB99+OMSWMtBqN+y/znnlrlKgLQvPScXaThN8PftjZZxfv7bdlz7upF9K4sKR9+79yCaN3WVnB9pe1ajYDgcZz48DD2F+cOnKatX8bgwL+NqOZ/lZdq4+d2t+ina0Ek999yEmePbl11D/1d9Fo3p2NfZiCcTvWVUjh7NAa9ffDL4fJqMPM2oH29nsfMZiKMpB8+bAqBHiK7BEiYcZ42jUX766xcit3QVucr25Dy8fHk2feFNgvbSiL4l/x4RKm+k/jo9RtZO4mf38gTo/TVI4STmhOCD8EKHPedgxJp6acROm+CZSXbuGrx1OXwVEQl/qbqiFnuHvmkRBnwcuOyTeXh9Od4U1tl2duMc2kNijDrdjBDBZBc+dvBsK6BMmtMnR7ITXvYyvEOG4ycG31LkM0UHZhonORZVHR1NNsLPJDpWbcPraCDqCn/Bb6tEcfmDe4VpMwaUE0P8oE0Svrv5/e7zL25GDOszP9pdbU5BR7wyUOUUPOJr9HgZ8OGjI+Aw7D6MEtpCoFFjwthI0pzMMNogsdIpKsIzXgelFeYhwodAY2IbZGAsjA5ZnUwbEL5Cb5QdLzz1QYkVkl07RlGmIOAEYOAMUsh6MaEaxC6kWnbrrebLrJNmaMAp/R9zjzIm0NMvzfoR6cPB+Yu9cKA59+fPLtUuzxJjBQObj8ijkDFd3npM/zIcczu87OHy1evjud+9dzNiEOIYKgN16fKKCmAO2bAULebjaSon+eFkMPBegbLkoGfDleUpMmBfvlqe46N2xXolsSpH4nxJPU9O5e0zGsF3tgQUhxD60eASln11okbDv+zmc426vIHqbhsXXGlkjkY8VN61QyLLl19+2XOLF3784cezNvZ4+QZWQTx+9mBgFt5lZtJdM+I9XnLP5SuXZhRw/17vgi47+OD6uykijsTJDPqPdn/+f/zv4f/o7j/8X/+hcHdLc/o9/JIkJNu9qCAwxcSQIqFcGe9wgE7dhJRuO5YSQy8XEtiQNj/jhWoZug2vBaBlLbPPfc+7djTD5wU998/ciyeaz8vh4LThQbtN9fAhDTQJnm1ahDLWovbnhUGdTR/gN+K+nmdTKvE3WZoNPqoAHc3t/vjHPw63L2Y3MErflIImKJeJ7+h+19YcLuXFAfG6TpsZMe4cPIZ0TXuRiYPaokDGmf5/CLvP97uOI8HvFzknIjCBIpUnr3e8yfPWj/1vzz72er2PZ9aTtJJGEimKmQgkApGTv5/qewBIs/v4APd3zz2nY3Wlrq6uDn4sEPrFuqSswXV4Va7py9S5ADn96MWCX8tpKYN//Ec/HZj8n//p/xhnIdkGliGYMsbMOd/erAvdvKygugAQ3XMwZSFRzzj41FY9jh/3XpocAnsGqmjcMlcib99u4UYzazaGTLZPimkemPssHjK7UsILzl6829HnmEKzRvJwRqtMoSwYlgfVoa6jWduMy0CgdgXUoY0rly7u/uo//JvdF599Mp0Cd3HK8Q2CxgTkfP42H3zwwe4nf/SD2TY0ikJM24x8CuxevQJyncsb/D4FpVnsoRRsMcYpIjfag32tXSrf49QXnc0Y1bGHBVR5GG0/jk9/+/BmysKZBE7+BMHkSd7ftgY/pYQ3/taYtUt/t/jic7hObSbI8bu3335394MffH/o+1cffThoE1sAXRTSGMXztXfaD67x68bjVopt5Fcfwq34jgnRsXgIi83JFK3LhTE1ofj62lfxHDKAMrgfz8fxHAZNUqjyOG+Oc+NzhzX1r7p88D3+A3jD2Q6jefwsXtT774LJWkohN5JDpQFd7XJkrTYuJbpvhNdOHsIJDGtGkxpz28UDPNNpE8jHlaVcivqhcGKVo+D63z9x8J8NbCuzOimvEze+NrFsnD8vUFiT4CYG5KiJ4plHYrG3NNJY1J0EPSfVQvG2DMFrvmIBpT/Ju6FbS70i6fU4K49jfWt1OEKQU7Qgd8mHfqy744+t6Ye7h7/77k4ITptjMmvbQINyq0X8r776Joekr+tAZvIiCGmIiEJ3Y2SQN+nTAKxtAkcjlKOtNaBVgnlFIgswCXzNxACPPbdlQ7vXGtYIvQCJCA0oYaVnNC3CccagtOPQQyiEsPKO1hRyWOLTTZ3DBDEFQDF7F3vY2s0da/5prbQZG/WX2SUBhkgrC2CZ2DpnaeoUXILX79qbW7raMRionf0z8CMwIkRa/+FxZNKm2kbLCkjM85jks+ctRSRItcUpPeClibTmi80QzqQIfPrxRyNAONBYp7nYNhlOMeAHxk9mZtKRh63fmoGffXhutseJxcy79mj9kFd7zVzsPYSbhCjkrAfBPqbd7OFwihdfgTktyCy9fAOvMkgLmRBPD3u3gorw8hXZ6Uwn5Dm/nm+AMZfuZgcZfPzxx/XlYv18lFJUIIsYpFnz84NOZmvME4A+rA1TX2WbLZ6tXGZKBDxHSAa/2ykCYGcm8x/+/b+vOc93f/O3/0+wbaiptLOmSwCvcTkIbxYa+JpPT9bVzRDxEMt6Cs9Ybl6/hlh7AH8WUfej5J7DJ9/WPAlpuKAvYIVJISb1LrzE+uDuvgV9eee3MuaK0YAN5YbTD0crOGinwtQng6s8ghi5jCWYe09gTeCfnmsLhkQAmiWjW2kwIjNbs4njzTrBCozhLsaiimnP4PWG39VTuvTQ1ei+wMAPjHTfo/k9T2uUelksMFk0pD2+CdnXr8VIVz9efw62BwbXVunaq3H664bZ+G5OqGiMox/mFqsb/xQhLs/m9QwvZ02yNqiHpej+fc5V1jwXzPXV82fN5Dm8wWc0Lr0lFXuaj7TsQ0nDjGdffk2iSMM5/VtKgfKMmR0qCarLF3Oae2tikzNt40trrI7vrr731u6Pf/rjzOfv7N56Z4U6JsTQ1cC/tGNZI1yiQevz1s0tg7HGUbLu1l9LAZQ9O4nefPNyPOVgywSXE75v7f7yXzfze3a4cK9fNbM+M5Yjyvuj+O2jxwVpIXyq1ETtcEFZnvSMAmmcWIcsbWhLYAg+KwrmOMPVx8Xj1mAs5XaNkb/gNpwiWpolkNonPglLks/zwk1DmLdzjKUgNMi7M590wlvWG+TacCy6qn2bNXZNVMSz4HjK6hIvLTF4CndqiQhuMTVbohslsf3sJhcCqshvdOC6vHxhdGx25tRL/XT5RrvM8PqtnZ7iC/KCF0VYGnS5JonSydn7Mh2uDTOZqK8udcOvI+W3NfBMY/F1Dpa3m6ScPlcQnGbYcPiFMLVoPeWFSD5A4a5MeJbm1ViyRlG2216Xo+/tgHzkSKFvkymWFV68aHti/Ns2U82eiWJ1asbTJk948sOWcw+/aGrP1AB5n2Qq5fD2VRrh19c6C7hN9/bKnT7VXsJMvNZ7EYG9hxj+44gXAB0TB0DTuCrRMANPQBvAIY5uqiLANdssL1kCcGYeMksPaMOo5h1w1akRRg1UHUacBs5l5uIyW6jKuXTVzJIZ6EFAFizGfmVhQiGDKhASRFEXRUGoPQTxrHQCIYy3bWWE/SOAZh8iaizTtHEGOngRLvXTK2bOp2lRazYewpSWtoy5QTVrRtXWoFFuCrqRuf/SpbPF7H0zQX0rGBREotnOuQQ5T8omGI2HvdbW3c08+i5EKvM+r/lDETxz+bEjbb1JaPJBqFe13eEMKS17RjlrVD0j05h6ODXq2sMjRRtr6eRwxJbhfmBsRlGi6sIUc3BL6J6rLWcdxRfjxuwEKDCe7713dYhFZKpLFy9nFlrreqo9WrrjraedahbkqEpaeZCrjzHD1vUa8mbxF/Ie/nbWofgYvP1WuNQM1XoRxUQACXHbv/zCmfD2/4ItRSNmF9MzFoIUYRasGmYSLuNLUOjKPPJ77rYH0nTfVRFDGO49kX4UQnelkY6gRhdjXi4R5jZ4EBDQAsZHeZUes9qOa1WWz5od9N09xKWJE5BMgMpGqBi2S31TXs8FAHLBd8oOGiPQDiSgxwQsbaVSSuGrdN4rc/UPg1qHcXj2MGHvW/msR5B2gi5FhOjLkgiM1uZ1GbP+9WD6Mejv9z5FHbJN6/mzFN/aBu/QrdTExGrdgufou155O/lBA7yC4QDNi8UXvMfIWYrsmOCPYULA5+NwQTgIeUzcUiD6t65oLzZcBWvwcCYCgU4JIqT5tDxuJjpLX+GiXSrbjgU+G+dbw6SkWUoRRjTQDr9i0WNFex5fWAwe8+X/Q4ljSTILvLf7JiWU4L0Uzr539c3dT376/QTZ+zNLO+V8bMSsiwkFOExQDBgwrXCBAs6HB+RYINaOBmv8b1TOj4bmvkpAGFc+S+cLVXrm9JXKWsL51P5kNXB6GuzAz1o7PyYmf7hLmTkUTAjFIyOsGqH6qQl3sn59+mlCvb5ZgtA+dDVtlsBoDn9fz2TiZV1Ng1MhQf2xLGXClX9OZcDxCdhTfPSxGAVnQceehPf1sDrgbPQUbanPeH+bIzXaJ/Bm7R/l1l4BVCbktYGpOczPx1krgvkIc2XUSrPyA+H2Uvwbw6yhWj+oV3vJqxVVznq9WX/FhS/beBDyTr9b/kie10ddrq0LbXFuM/jkyPD+au2/LaWlbmfUsd2lt9oCWT+++PSL3dk3ju/e/+C9Cnglux7XPzHxxwqozU3WDvYMDAn0GjawpxyczPdDkKBHWbib2/U8PDIhrO71ic7CAQrog+jk2MP6p6G0MoC501F2s47ZmdgISdn2AJ5oZjaHdMTAxkkkjUIXhiEF1GPNvO60Bep46+mx+yrFBAnfBZBtnW8xokyFVQrHMQACZ5m1MQSfZfIgfDExdRwOUTCsYRgLv7rfE0ldG2CHQDObCikxBURPUD7IPHHwkFPfzJ6ZoFIicgQzFZFOBLPxCD2O0AweBAuu9cMgjbJh0L0ywMMM62MWhGcxCc+YLwkdYQRplw5UUdeYQILBYmJlqQz9cGEqV6++XQjCj2fvJaI8E1E7aefuXUx3KTtt2J9BFQ/aLFgIxTNpqGfaynGukLEY2ePitT9uxGdGFgObuN21GROyhoTRX79+I43RNpB1OtOLA0VcaqlAGspMeDOCw4EVTOAEzmx7alnCbAFjtNZNMfv+D75fnnO7NztAwPLEsaMJ79p3qpnPqTMYLA9jSkJwFlADTMOHUCUCXdukOCR98eCr8RpX59kC8ugzhmnM7Q8+F6O9Ubsx5llzCkeXkEkRiTgrrbSY44JX0B2GPgUNlDEs6RpPYO920jYm7o2da+U3tv3ozyLykH9/wR2XJaAAOmP4gp2wSxkvx3eo38N5NX2dNItzzMPB5377Nmum9E0L920h5CgvYLYE5ILJOHPGsCnSC4d0pncxgk2Yq5dvAgdOiqouK58SMmNAoPjXiyc9H6tXdPSk9datDxrpfn1ewWYav3+n7XwaLD1or/qZjV0D0/KD+9C7RoaD2/stjWGZ9fveWydc+RZtgDfLmnYSUqUc6x5GO+2cfioTjTj+tK1E/bDVx37xG22lZZ0S6AhPUQ4l1SwMvh9s69QG29m/HazGAexuS1WNyXLQfBTtW0akQAp1apwpV492n33+aQ6in0VTXw9evhEu/+CH39v95Mcf7L73wTspt1mysryVdXCBVWrAU368Rjk+c98LNHmvgDfah1YpB1ffvVo5hXVtdv3JJ7+NH3+VItF56PGyNy6cKc78Owm9eyOkEg8p+MbKcaYFjCpQy4P7TlDke4EGlyBiScygN3Xjcz7PM80LACbf3egQ7PHkUyc7trNBGmEXDF2UJZdfSyA2qRvhUln4ryIjNNv/KF4//aMflb9Y7IUovpvyp1+VGFz2s99gYQJ0r3pv3Wrssi7AV4qFfLOu39gc1rkmHUgk+Ve78DbKD5rto0G906WlMPXDElyPXXV5+gJPTTCn7AZn0YRxWP0y1vqufPdrVqyElLr4l4lglONBeeZveMbqmQUty8+Vy1d2t97qRLnffRb8l8JhoncoxW+ibqKJWqVcz9UxCkI+Xc+ygJPrHAzPx+fffvedcKuCD15vuS0FtnFRJ/qvgfs2JHvCS0sns3tggBmg79x2Hu2dBiEHmgaYomDkzSo1+FCzgtGaWh9h26cVz2EJFc7J4WgzfGsXtS9AAzIgGeBF2JQAjfDemjViXUI9M2EMaLZQ9K2DQ+SlHSYhTyYEZY1ziP6FDDTeSddzdTEt2ZLlHmJ+25qTLUaPn9ACxV5m3je7dMReji+ZOg0C9kYIlHGQFNOBPA6aB8DZ5hXAthnY4U6UM5OuCX23VpHW6ZSxf/y7n0V4KRDNNG8wIee08HAY0lJ6ltkHQWDWEU+zVAKNue5ZGjTGOmbKkMC1EKrRs/Wsf05csoWGuZtJXtQfkZLAodXT3d0sKt+kUCAYMw08EMxobgSwM5mP5DV76BAGlxm+D0vE2QQmRcK+07t3b01/rn19Y2Y4589firm0PpmicyKKIRD5Hly+/GaC/dy0n6aqfsxQuxxKcaQ1omlX8B3CaQythRrPnlSG6FxiuReII02eWep829zM9igB3i/FzkyF8M+UmLJwJ89OMAY7Mw5wOZiysEpd5W4EPEx/agPNQb1py/ph3Ne1pZ/v/mjvdunrMLRSS0+pgVtbktfTvsqzNPmX5e8TSzufEsIlAhE8PBszH6HTPWYGhwkABD84ETxYiB7DR4yuMght+Pm839qkLMzWh0kZE59zlVNmvaMkoZvpz3C/ZhXhieaZITx9umal0w9tNU77Tm2wpIh5prybnc3M3M6M6L1nf3gtRRisN6FgHPpVG71zr71gIL9v+DR8JTw2+9Jmiqwoa4SUk7I2xjb5KwcjxTzNpNUFpwh0DowXs7xZ8iFcHibQMWt1qdeEY7zaoz3KKgWAs6hZ7ZhP43mWMcDXWRNl2d24dn33q1/+fBzQHsWAP/jB1d2f/umf7v7oj/5odv0ImAWHxyJVeoM1PM3UYAgInnqxlB0Oni0MjlcyxWJiOwQH0RbRmNCmn332WbR9J0te+B9/PnVyxWbQts8TlHjrmZYPvit+wv2sqRscCanlc9LY1A7wZJZdsrkRDg5g/fxFPL132mdior2chIV0llG6WPvcgy/LH0XETJr52Ev5ZntqMLVn/6OPPmpJwPJAilLWB9c2wVPGtCW+5BlauP8gha5/+CdhHtSiAcuFWTXDgRfOAOkprCRTeJejj8UnezbKRCnm//pWJxljVo7GVv1hcGkpA9PemWyVLZhv+OQeTAlOz8QUcLyxfpOXgtBoKx8WfG78afInS7LFE8/lT1WQo/ClkJvVY/lZPspFcNSHmqfPfuOBp9vSff8A6+NaVoOvly5fihdkaSpE950md5ZDxooX7qwJyqIX7VOWaHKHrQlyRLpWOFBHya3ACc3mEkT2Ap7ANBIMAGvGt4RybW3AaWeYj1jQ1gGl0+FeDXDMzEvZZ10bwQ9QMaw68zzvy0OIK2WAJrKAGhKGqKPR1vhDHeQiL+sBRQCBDwBDuEHMylImwQXYkFCfltCMQO87RzazYI5CHM0uFDTilD3xCTQwDxzTwDGBVsbDTEIf/+7L2hO4Y+j29emJI0ffyEnNvshjCVK+eLxO/+6//v3u//pPre82SoT2s/IcPZrDRkzyebGeIYKwtohCsJRrnQV+qTjE9rUyZb94uhz7WBOKozCDsyCG2S0NEzwMHCIAi4UUtU+Ztffa19dnbR2je5YGDka4T6+HsUBens1ON3vzSgckFAv9jTcyo1c/hwzjp3wa3teVxVP15In2TR4p0pAZYR9nsW+Witm6iDmZchiTyidgCBFHESoLEkPYdYFgSQcnQtoQ1gySWdTe33dyxEGYNOuxCDBf7YlQG/kPwMd7MW14pV/W0561PWWZx/dla86Gctt39U57UNFqRqBZcN3guDLNL63U1LnAcT71i1IBt57nZAhPXcr12S6CWPaX9c2LHtSorVR4QEAYq8mPYCqCkCe8bcs5GPGbiapHmRQL5vCxdlWmslhiEPjyN0nIls5zzFj5j6zBZUGAO9II1TzKV2VhQoT5KJGNLW9++dZsZxo9bVt3/kbjvZfGJVSw37OuGh5M2Mm+8YWBQWPpGvH/CjzzbP70bAm1+tJ4YkhjOm9MlaGf+It6gZpCah7D8jVr6fWHAknQ3z0qvCwLYecXdMCJvEy1E/wphzIR5NQx/gT7sdJPAmgx6OU/MzP//D3CqIGlGVSrodFz4xQM/f7FL/5bM83PWl4613LTyd2f/cVfFPDoxwnay7WnWVqTyLUHfI228d1m5oQA/uPf8LlworfxBIenrCOWWcVYwCxtsTjoy8OO+3xwXyz80n1zK2HerpyLzQTfvBQ9fJejHMVq+S8oF06AmbEdoVV/qL6POkkSzlia2ugQHY1gKT2fmvPnVjCot4sPj5/euvVtQ7Cn4godQWJ88Mb+6aU+1ky9mrG/05GyH+dPc/nKheJvvJWShS9wlFv4Sgjz81B+o5CfkqVcPjlNaEw8OqLVOL9oQmT78FryjBZq65zXkJzgQ6TdY2kZwbwsrYTsNGqPadoGT9Wv76vfyo0/TtJ9vvqGHgd2AYU8ccnPikXRss1aJnJiGkNulO9YJ6GJZmdCJJqlMMP371Ow0XBLPS0VmEzq95Fo+llp79V+1soTZzuytRgXR3PgfpKFdWinOiwPHWzn0+DO3lqwaB8xLYKSdvhQeKS5h7/pmL0vv/qy7Rqku0GyBURHE6gRvbjcc7xeDJvW9CBhYrbew+F/GKf9v/3tQ2vHaNe9v0h6EHrSYEYBKobtWvuGITbtAiKsfPZP85ScNiug5MqwzQtTMiMW4IUiwfHAWgjUMsNA1BDFuhHEeFQc4Pha/aj9Ef2plhJOJtT4ZT9olny0ds2aXybzdT1PkP9m94//7Td18Vh11qf2Tp7g7d6hDE8OPtpdOnBujhUsIOzuzo3bncn7xe6bjvIzi2yJu+a2D7eFCGtcz1NS4szD1I63XKBPd+7kQX8tZ7QcB53GxGuRErLilku/0iEcsBytsve0YfeuYbq+g+etggd88snvdk7YssOgfTshgZnEcrQAZ4JvGETm8ROtZ5+Yg1OKUtQYgy0hanxtN7O97kQe7wjqwME84pv52Dp05HEesoQNIqyflCszBbN8CsFJTo5twfPOh1NlLRwkZuGg4a71uOBRNwgGSpf6HPxhdnSuiFzkAMZozfGNi+1LT/F62DhaZjia49PztufYRsMaM7NRZjKUXj8oVIN1le9ufCgCOmEYHx32A8+WArBgOY0t7bogHIJdfSBQEM3xCGpK9mJxri3DjAEYKne+VwlVrgy5PFDOYuTzs+feTFhHZfaLMDYzW2PcmOzb4Bn8OFg/MTCEB/8fN1sdZTrcxVgJaj4ufEbuZ/2hzB6McRw42OxAFeoJ8GDPqx1sAiItYuof+av48GwY+H5dtpfTpn1Ppk+jRPScwNCTiVYFBqRDjHPG2bgAwnABVLGUgRl7M90qHIiUb2sGnBj6rp/u9Vc+p2HBUQFJFq+Q0/a7QmxGpPfblx776rfjTVO67hZ2diyOt8cf5VhWFROA2UoYHj7M+mg3gN/rnIbcZJtdHW0LrJ0cx+JxJ1I2mUeNDfydI5NbV7/0Zoe3/PiDIhdeaV37x5m9L1QvR08pay8hA1WmAABAAElEQVRmr9ex0YDlYf8bn2HKhsBa8MIXPjFffnW9871/u+/LvXYOvTPm1jcOXWoN9tvdFznBHSki4p1b+c0ccXre55V9YJzhOCWrwtCqdbaVBXdQJ8AJeev8HHFBjABJfA3PkyagDj4TeKfzP9CX77//veiu7Wrl/zZrHxM5a4VxAZtRREmPQRgCfvUP7sO/E6dbdswy+qsPPxyLHCWUQpyqOkoRQbmWKCn7rTfHX86nuDho5nRLut/kTGuZVzwJPNyY42tPogHrwk/Cr8HYylTCiqkARxe+LIFtK18Dsse9l0ui4fpYWWu0yYc+4kuJnyarWW6KlInWAsrkpfDF5qK3YNeTGdv6CxbgdfykiSU8qX31y5G54ogsJ858VZpApiLMlsDxWLPEouTGD3kM/6o/x7JeHLKc3Htr6k9SAI415uho6iwtGn7ZtuEf0X3fh7yITg7f/c5pNzcj7maIES/tJF7ddwny3Jy9zWkaDxPiXO4J0yMBn2Yzgp7wCCBBchpooCDWaEzdYDAQxUwIsF3r+NElpHSmioZBMNlIOwPlT+X4DJOcrH5Yy6DZJaib2Z6oLTy2CQ5tF9zD7FKUJIKOo4hClpKBoJZjwbYXc7EESQJa9Zs5f/XVFwnHj+pT5urE/rETzWLb3nD6LKbDzLE8LG39uH4tZ8Evb4zJXhjSsLWZsZPkYnIxrKMJOX0gmE806BDoZILKdo4jlT+x1oOz/csEmrjlNLqjMSmOHwgEFvF+5sDGHOb9COGarY+Y1mefti6VGXqCTJSHRmeGY3+lZQFmP20wHso1W4Md4DKzk/Ztiub3+eefD3yPZSq/GxyrrnII61ONCyRfGiwBxyQ5BBTsxms4hBpzW1YLzGtxGdp7z8MLeTZzlxkjbVn3nOH82WefzTq8fEN45bFV0mxIXmvzZ9JiPzh9bnextam//du/m/3uFI0RztVdQwfWw7Rq6QBuvl/9GQWpnxiQC3xni8hwwnkwzzWMYCJgLUvAuTvNmhAWUy1no0XwhHD3ffZFrvyDxfvb7Uuy8mMm0s7Msxsm9DFZvhwLyq0lnqWwznp57RCSc/Ch3PrshMNZI5y2tLbbuE6sgBgNBYugFTObJWmcCAlqwxKYfFN++ctYTx46qB2NlK7E9GPAYOBH13z1Z2At81zr99A6MhvFxwguWGjrau+Cs05PPeHisuBYJiHgKWGCG7WEEo47MOVuSjc6a6QGx5QIJnZ2UGTgHesCBRoem7Wifaby8/bpxrPAFy9g8bIENKb07tPzo2OOgUVSC0az8yIeQtgTImbW1rHRaoVPvep8mDf7lTzLL7U97XKC/GyKsdCq05eUJj4im3Vp+QhQ7oxZfQAv8HDTAIAj2DCFf92y1qeffJ6yau9+dJ753pLCl19+GV18Xp9by350e9bu0fo331wHyKEf2xHRB0sER8GJDR5+0QR5wFNuzqa8z64aY344Gq5uOEUo4x/6uPbciyfCShcPTnECYzCxvPqkWbJtZ2cTtms7c2VwQJrLqNaX7gk58HsRbn2bX8WX8bGxoFUPnmQ8pVxYZQyzZsSTj+WkDF/R1rmsKwfPZ3WLd/P1uZ9VAuDmpLpgxhg4IZ7j92hwE3basC84Xh4PCgabBY4jKRweZScaHMfIYEBp5fz7rG8wcTAyh0HKMSBTwKP4MjajVtc8tytHBEz7weONCeEznSnO8VtME8u0Dx+1dBBOWk4+kPXQrN14sIqYfNph9KKxAEM8hkIJ9k5QI8z1yzbVxce1Qc3ohHKrbVEZJR4P38P0MEk/0r5KdHaZttIQuh/E7FtWjJs2Pl1skAe4hEKDMUME73s7xFtBw2wIkz4Ladcz94jX8+3a3g9THIRfeUZQ1BCMV5hXDVzrmNoJCCFP+9vN0MT3dRFMkBSCr6vMXbR5iMtMrZ/Lk9Lw145+Qwgf3peO5jS7PzZOLJkki+frY3+24C3aoAzb9BDhndsdstIAgVc43LSHNrbfrhATsW6lL6eZsxOikNbw8LBlBRHT2Nahlx7JISHtkvCbdvf9ojWisylSM1OvnmWKpDhJwwN6KQE04BXUoXbour4Zhwip20mr19pR5vnNcehhazJiRN+8ebuj+piR63frMGdOQ8KCf8YEn4XQlDlwrPWD/LbvCMYzJrNgX6tX28ETmgxca0Z5NKcqGyNhD1doRgz5QWV/mzlvLZNQCARqcCBKznj5PRxLkWjzev4F7zcT+v7u3ffeDxef7/7jX//HYdanej+jHZwIsUF8yDE1Lhj09+VFSGnHdvktrRzbNXgcjOzFd7+UUcInLA/extqFdraijPHCb7jg3cL5rUwJB9eDBVz3z1gQ7ktwwstV9tQZPOHzOL1IX/6l/K42OPHQAI/VYfBqMUYwPelEpRRQzqOaOibEKauZWdkOdKoThVxfKGDrWgofFHZp47ZtDy7O3r7pw3qv7VPGFFjb6j9cHHiCWf/+xeVR9Q+sSwMGLA8cywQFsWx1/fr1Jhi3wr2OG06w4SXo+3k0P5G4EvhLaDBr22/f0cYU/PCVsJ8162jOVr6l3CzL1IkTeQknfG3fMjnRVsoxukOTs+xwlCNpwmusT/KFT42jci0tCAvrPILT+bBwnrUldBsTXYPvgQE6zR/8Bf0Ns+qJssw2Y1n1yRp/8bpTYvgrCVh1+kwBino5EeBGwe+Y4ATHg/ruhL278aYj17NUzForc+69oU3Ot2aD9/pQXuApoQqPOC9bFjsU35owxgl+ihzFYfh0cIIzaJRid/3a11k2HzdDvjvji8bPnG5rWIo0czihgy6f34dIa0AJPd3009IHuBzJ8uhApmOdDcG6ezbrHl5zpzV6a8DatvAXf4pnhp8EjGWGSxffbCIBlnl0E4y1GT7adaAfT5suD62nBBKG8w8tViY8ZNpFo8odyq6peOB41Pca6cDB4QVa0QO8jSAXUZMHvw6RLZO4NGQWpdsrSwMXs9SufeDrGQWOX42Jxzo9r7FvfP2lHCpXpfCFEinUt7gg9q/zOUNj6GFiI9Qj93YJjFd/7dva7DkRTm2mtHhBwZmgNxoxC/QhGkYNpjgAYBikBw0sDR6S2BL0JGAeaWEfUTx91uw9ZItdlH5pZu6raS8omDsaowrFEK2LMElMYq3rAnz1GlqMjVhGAIjNt1TTkRjrutZAMQday7CuNd6vDawBMYuaPpjJAGX9oOGk61RQQ1v/MAOYYxD9s1/SCwFRaMIvElzWOxwa8KJ1/YOZPPwej0bCvOR37zxorbpY4rXzUF7/z6tn+l75biEW8yDmgqm226BBxhwwrxSO1rAEJrFHHUMxe5pADyHEMJr92ldDlVYeFPo/cAoMM6Np1s1jFSPSP8QzQgZCg2KaraGUUVsGsY1x7UU4A5GlKcUIRaS7Wbm71s0ujRn+aBGNLmXaPhbTYopi7mISx2gQGeTDSK9cTlGJgMUkOHFSjcFn6l1/wBhzZHVgcltEXKtKZH3pWU6K2jZKgoddCHd2VsRAQ9PgWYCN2mUr1aXWCv/yL5/sfvObD3c//28/3x2J0YCXfskNSwiSQXpI2X9t2C5lz9G/vdOWeSfdPs3WPvlGQAPKXOgDgwFn4xs+1Tbt9gCxU6Ze5q8F3mnbmPZKvRQHI9J9H9+r/kYj3IS3g5r79hPC4Dzjqn0Ji+lQf1edixZYKOyhJpDMrAikR5mSKaUzAyuvkMwQdxPg+mE2Yi0RvFxLmZdWH9cz7XPvJ5gGgmEe6BmDdKCLOigdBJWEZhUE2yjzpYOR6lbWwHD6FH1kKQKjY8cTkuc4UJ5qq+Lbu+9dfS9Hy7dbn/6qpZ+Pmo12BnZ0LQyzScXwjMrq//CIEQYJPGcKOLjnfJHNxGx468qlTLiOFs3KVTvGohhT/VbshpQCPA2jtQRFcDO9gwmlgaWD8No8ke0Ht47tw8IHZNoPNgSKsZlvQ+MDYO72M3ETDNZEs7K1T97RmsKnLvwfR7ZCYqNtwww/3gkWTkTkWzLwH76S8p+5/xc54l1oNm9nx+E8pk/kFGtLKGVZ8JjNlE1A4fGR2KR9Xv/NRlnrwA8f3ILr8KH65tbN3e0Uq4P1/1TKxUnb32qDrVunEsgni7EOD8RCVweFVt+0z7sLOR0eCz6i0nGAwyMoFCZEwAQvnzx2T6kRPwE/XWv9xsi2PPvpWQVtu2Jx4CRL6dFWR5eKXVHuzNHRXHln619vB+bTp+7hXbAEn+PHG8fGymmWjzoqVVstP2xmbNur0d2ig4WnxoHCJUIqngFPx3cp2aBf8MX2W8XM7Lo+GzdRATlMClyGR5g5KxlvmAN54hnu4WxHXmR1afmh46nRBtmw6A1vgT97OTp8YNEhGA7eh1eTJHgIjHP4eMjrLNTHabVM0pXV7BJyroxmjU9iwo+ZcxroZzXwQYSLGT5OS3p2lnYJCswyNUBv+j9MoTSQBBDMxBB3etfuZEwEZq0ZCYWhbAGOcJHCBwME8Uqu3N51/zxTOmY3npSVO9vEEio0HsiLoTiKVGcxWQhCNagnA7wZCPAZaKwZxDilhNgHmrlrs4ETuo8XJTMfoYgBrGNGtSfBXV8fJHy/yBzPRGxtJzDVthDcINbP8CjFgikvYR3SHhKjPTOL2QKG99RWmfoww9U3iwEmRciCP888Jjhm8THdp6UKx6hH1u+etQ3wBeeQ2nNsb6IZzRHjGEguRC7zwNF4m8EFiBnbp9UHcWbtpvodN0mzP5oTzHvv/rgZwtnW8y/E5C7UlwBan7+7d6t1+S92X3z+Sb/BJxOTvfkR+oXiVL/YOypiHPqPYCiDFCh1gy9LAy/6062r3enAlqPfVU6MFjM1k3CN4KgAcAIXRHwgBxEe1Ddv3EhzP5fD3FsTLvMXCXNQoNA8gUj7C7NxvXqyf9HXaOM1y6UuxNOfuV9P19+XzBgMp2zf8iCi+hhebLiJMHsxZfuG82s8woOQg7VhiHXfxlE+uicYp+z5Vnz/pi2eKweBd199k7b3Y+1oHDGeapw6mf2Yi5cpEy7ul51ajuLU6jJbqqCKTXHqm3VKrIiXVxXMOnptYT1DrtqjliEZuAMVtKVvcAR3s10zYP4KFMI78QtmYrO9xbQomsy3aqrdlSOvto55MQXtRGvOVy63XTKcU6aY5R988INxjvy///N/3v3zP/9yd+Nm0ShjzKItahCl5Hn0D/Rn2maJZZwrUtj3v/9+ZvA3Um5OZbItLkPtxXinvpa6Trbj4nB12sYm+tjQRe3SxiOHT+SDkim7Nd9jCbNz5x/NNlLtMsbWxjnDgc/0ZmlewSoozRgZv4DjUx8jrS7wWrivjWCCP9ktxLcBnGxVdTlnHi8Dj7PFdTif8+flFOqHKRgzc23krKvyhyDQT6SI2BVD6NiZcjcvaNHGAlNp7s0OGDBWP/5ifffpo5b3EkJoayYTtRUesyDqo6WtJ9X3Ih5FcTmR5YsiSHEx+zPxO9222AMpHsLpEuTT5/p5emDesbQJ/cdPiug2uFx/Kxc9iJFx7nS8px0pHGUfN1myFMR8zJSP7w6vLR1l42wK1KMCSdkffyKlYDklhkvh5IPCceOhIiTGVnoSSNERPI5G/Q5bRikTMMjOAYrno6KbNjKTRvu2vg95lN82NBNC9Me0/6Lx4lneiBrS+mGiJ6yqbdNZwIIvBXqURfw/miLN8C/UczieeiB5YWvggWTBE/I1Pq+MSqpMv5WdDOo5Oj/U5AV+iGinHHxg8SMdXP1kgY0TDYzJwsNz2lCIKd7xWhtQaIIkvQchc7DobZnqmIEGte7tLSdEAFznOY/Qxq3PQuARjHttgpDlaFK1CQuDhbBaW4loXYDp0okZggD2UkOpLoRv/ep5AAawtd9UDttw2tec84DN+/c5XN1CTN4ZSuXOsNWnhUzDpHpsW41tTRLrwyGKTANtOcH6E8VkFJLKUN94ZELGBBUE+vb2zd2vfvPr3WdffF4NObo1QGVv4A1MDYjgrMvYbpUao0ET+pBCMcw9giHswUQLZ7YUc/X7xGnempQjRLbBp1SKVQcAD2ppS8gRUTLZu9RNqcCJmSBdwOEDGUb41Ab1TTsau0eP7yWgP5+DFszCTyUsnZlsXfCNC282zvr0sK1+J4sL/cm+NNqqPi5hQfEYZWY/lsaplkxapmPRlU4zx3e8JGLgmOgAnGNHv4uJ8ErOZBlubLhg/M2aMCAXIsZgxQK3je2NNy4l0N8Oh9pSEGAG0esfBa6eTh5/4PBcrx4NMBaT0S9tXPAZAM+vBatJY3QWQu3f+FJY5Sp6PyjKwUDoYWAvj2f6QzgZ9xmbiNU72UaZKj04aedYr0IizN6sgELNgkQBN+aqU0ZFTX+VM7ANnupi0gSvVf7yY1CPPMPcogGjovnGzqmBCwcreMom4vvX2KG5168pp3H0lFD0mkJyMHM9QSSGuPgHBJO16F9/+OHu17/6zZiPmdFFTuOUOTKuNAT6VgPTJTq51prjjZw4BSF6+803Rzn56U9/1Cz9nd2vfvWrTtX7xz7/NG1zRsHD8ONwa7juLxQW9ViBrQSRsa5tdm62hdc4zlKfhsnWcKbaq1ffndn3CPToxzgdbeZ47uyR6KDtkrd+1yzui90Pf/iD8eXAL5jVZ7lK5xvjsToEU/BenYFLa9wosXVr4WNjM2PibWMljfeUKX4q+A2BzPue7wm4sAYIQWtZ71jCAIZg9HDGNk/LEmbcs/Ojfq/zDpqUZZKepZrSzGSnfJtlBw/m1BpCDJ5sfNnz8ZswptEzi5g24mfLamgXS4piChCY2z0DH9ckAh7APwrrah/fn6cpA/Lqtz6/6HMk4cX35mjjT8GAEywKFNHQvZaGd4MjL3JgvN3Mtmbodzd4HMUMbVgiuH0bfAm+8LixEz58BqH6jAucd40CEX9f6/JZRBr7g9+ZNVNAytFYGk7lHk+GPWjP+7Skd2AxFocsv1NmowBmx2szfMKvGv6xUNilMDVW1vhmxO+UP/RJCXK0KxgFEwoFuFiaFZlzaG0y79FoMGBNZh5lFecLwrJJudA2ScFqaEglng2/Z5az1zFgBps6hsjM7qoobftMTh7HM/GOV3DIE/RCaOfPno5w7H0+kXkHU172fcLyII/4ALFMcBQCs2NATnPOuYHGC7hDaEESIencJmwmoAL0Delog+ojzF88Z87vquEgFSwGEAit/yGkQWxwfUqGAJQ7WYYA94xREX73fmY50owwyiyZ2dt6LK2IdnYggnJIy8mQUAznk6eqNKZz+8613RetMT9L8TmU1npgnS869Qm1qVyeo2PhqN/6COHgmOaboap/MfjS0tYaLPDjtGPgMHQzCjNd/dAfBYyJOCG+ZlHWrq0vr33Ck67+W555BU8IW/ngofLuaOHW3dxbq+TF/m1H/J0880ZdL30wR4S2M1kWMWNxfq549MyhZGw6b2PAe7rxq74ROikxWxsoI8aiWocBwSdHvWrLiWZHPK0djyhQzsWL9gPDC/1dJ7chYkROeNj3bw2ds6a1SzNBjIxZlkkZMcKXUlebb/3UpgW7+bH/s+FErwZ/5vckhxPr8iwo1C+4sH+2vfTde0zSlkNMBbGDiJr1Tx+IRvqlsZ+SwQiu7dOgj1c1lq90yhnUVKm650MBqDR19e2aMks4M/6sM1DG0cQjuKt7siuo8VbLRDbsJ2sYnAw1g1sWotr+suuqrP6tjVPRvPSndHTIyjTWM6o9FmPCLhOOV3jChTcux8yOFUDlR7vP/vzPZ0b9+WefTp1bqNnBiQSZNhFQj/NEp8jcZuWKx3zRqXxgqJZ333lnrDYffP9qCsPl3TtXL5e2NfP4AS/oseDVsMt5Qn/1+HpOijfz+chE3Mwcf5gdFJVDYGHE1n8PJiituzroRHx0tLjguRj6e1cPJSy+S4H4Rd93mr2uk8RWeNel0GjdfICmj/GBd8PSK49lBCx7MQnMHjkY6xYnWvCneH30UbtQblwfUzRv6CMt6dl+Szjm8ZhymCBrBqruw9GjXQO28qLLFyMUOSkvZdHAFN68vN4T/osWa8BcT5+ert615LNNHsB92+pn3NdyXzww/k2Arp0r9UFf6t1zvhaZhJPVgwuC2OD18plBLjN05vEC2ni+zO+ImAWlWBaFDzfLNpPlb3UovoL+1e1Dab+R9e1OCM0hEl8bB8AEuDPT+SzM6ZHRjn66wL7iGuscVcON5eSGlvCwxQ+elFdbhMk2bqibJI6CprxzzdzPnmmZpZ0KlgrwOw7f37Zsc+87S4SsGOGBPgV3Cs23dxLER5t1R+SWZBbcOwujHTmcak2H77c8fbx2HT9VuNcLfCw6jyI5YKkAvozfC6HQmM8czBhTVm5ldUnWcPRzCI/dJxzEYZPkmu9r8vfdjdgvTKUF77hb5QKsJMSfm+KHTGfPX95dLs7u5QucDup+TPPQIQy29d+8JMX7PZKAo0UKFDOMaOppBl7lw1zVGGI/CEBm4jw2MUmL+lXykilhbBiy7/W8/OWlxRkQDJ0Gv9av4FZl1Cbp1eMYV/vDR4DWW3mHKVGdoiAODT6IuGxg0XaPEKpvXoHjTdxAWS+zr9MJP/YGnsxpzZqPiGTWhU8cpSlBuK92X9/4emDA698a+8yYcbwRAJgoNlof9RcTbgANIUZFKxNycGZctReD3UaIF7w91UJYzuS98tY+/iToMHcDGqroZwj63Xff9LnTu9qxr5GApUQNezHw8wEz1WA0wTZh/qRliZtFsvokhnsvZD3zRidXJTSeleAJBPMvReNQbX3woDXvlltYZepBJrLakTCwVmqpYVumqYZB7EFYU9UqH1hU53IU3FtXKkV0LaY8MwsaLYXJuM6OhBgwqwjFY7yLw4MHzeDu5nwjNjgnFBaZ7xqzQxST4DHMMiiA5na5X/Ct634EayOxBNJK6TfQvH4N/vxhQSUgqF1DvMqqUjHEJ/0wD7Rg9tlo0xhmVHw1zuGw9CXrG667jEuffbmeYIRL6Abb6EfZ8HxjYL7hPm/YFxE7s+uqM5pMIWIN4Ncw2nvlY6Rg+SThwJRr0jMzm8pxqf/1a5SH2ue5utSvDNes/+/zCRX7ye8+GedJHuOXM/OKnfDee+/N/tl/+2//cvdv/uf/aWaf13Js+/TTT5qNflN5YLB4hDIIYPVcKO/FBPPt2zd2/+W//Kfd9z/4/uxYoey9/c6bs/7961//OiH/1tDjrdZSRQ7DTIUJvp8Q+ao4DmfOdjphTNWAc5Y1BgT/02cp5Adsf9TvNQERx2KNfuMRHl+4cHH3F3/+Fyl6u5aVvmrb270RBJa3zKIo3fiIcduuWTYZOBFgC16L0UoDH/2rlmangnI9j4d8+NFvdz9rmeja19+OZUP/zdwszT0p9sSBztEe7BmkpcihxfoQ3ZnBl2B3tP7wZ6IYLYUEb1w4h6fBKZYwetiskYcX057GU/sHZ7tjPcFjKVyEMqFq/ZxPEsVilBP9re9Mv3wxoG8k13tt4q8UTLG5Hmrf7E4o//h96In/fZpz1ibnVWjzwvVntRPdE2qzSybHPrsaZlaa0jN+UE0A79ypJ/HasXg21uUoH+vpMns7gpbSplxKx+PW5ClOc0BKYyYi6MvdQOGzg6bAjoX39JmjuzfD37ey7BwrTsidtt1+WcyN68VgefTbdhXEj87Fp86fb2LX8obzA+4/vNXuhvP1J9xrBs0CSanWfwouWDkGFh8FepE7n6bUkS1pHsFqKdVP8p/iL7V8XZIvxRM4l9J377vkWrCeCSZJAkYjX8oYsC25wDDT5cPCcp4rUtI31xzdCQmDQq9p2W++9VZEczUnkhrP7MMufzjAxrzN2gJLaWd0BsnG87Un86y/B5vVjoddSIoRmImbeS0EMniLWcx6VtBH3NIR6muWYi18CXPPCb7FCBeBmLG6W7OViCXImKlAnnU+rrYS17SajZy0bjHzxcD6Vb8REu3S1g8I54NpWb9hxqOIUFZod2YQX7Rt5G5hWw90upLyIHVfMGsyj/iqP8tcuZ4pdJmBJesZxrAxahV2iTFs9rwVxxSH8WAWkFSQDiaXaKR9iKWPwSAs74+mmMk3banPWxkwxpqXOs1o9IOjj7Jo0EzX1s84dcg0ywva12Ws3JnF3crM7ZARQuR5yDh7ZcvA052TpHW9J0+UWz1j4sewMb3lYGV8ps/BlQZvJv7dXcfOZiqtPUtBWzDBVMasqP7wxJ58REhTR8hCBBuvIdx9W43hJnC2tm/MSt/dg4kx2frlt2ve7MdgPVl/1/gNWOYBWNhZAfe2S73K99Fm3/OssZxrYIhw1bLgWZKuVcaaPfSm9y/bWR5McgRnKaf8oRH02RhXp4vgViJ4sqCM8jP4asZmD/aK2a4uMz+/mcHhwLSmeob+RsldAg8ugc+C51KWa8Ael+FXOY1l17PMuu75xHyTT8OXX34+Stlvf/vbQg+/uXv33XczeV+On+Q8Fp5imvq7zYY5RlkDv/Wt2dWB3Y9++MMiqv3x7rcf59z485/tbrfPmoXKoRVvFchEVEce2z/+8Q/Lc6vdJJ/uvsr7+t2r7004TWeMT5zweIAZzgqdSmnMkQnRdOmbSQFa1va1Zt6ANBx8VAi1N5vEcFLlLQ5maIxCjy+h2TLGU8MjxFZWPEd540jWI7i8xghO7GfJJZysKQ9ftbf8b/7mb9oC+1lpj0Y/K3IbWroffh8orjnS8Wlo+170HDcc+hzMqVw0rC0HR0hrijfz1pDNNfyx++G3ytFnjXbB0eA7VrpumX3zSfWiD3P+cnDD26f0+jxruJURRk8fN0UmzXXGCu9Fl0z3Zv14sm9lgX1YMzAR+GXM4dU7pU+D9+0qFT+FVY4yyKbg0PNv82mwFAC+/G94j1u2vZ6SKNEsa2Xxc/piXQteTNvqotIspWe0+urjh4RnsHyISunM+3NNLo4fb4Jx1sFXF3p2K8FtmbgjuZqMvpuFCP3/9tMPmwCFj/eKX5CFGg91WIrlQcF2vip+C0vA2U5OCwOCW1sh80/Dpy1rg5t198cJ8vtNlOSPq874oEnRLu1yAgMTpUA+Yzo8YmCFgmdU+tvYCVriKLyjRx/uvmtgY8N1Lu01IL3ZQSBvty555a3TaTAJcDNzof9qxBB0Tklw2b0BHMTuXmWuNXDLhHX8+GJ2CArBLMBmngyQNE15FgFgLuVvoJimBCvQYkUaGNcqXjcMcECqszWgQS4+ehr+gxzYEM0gUGEAZ8bTyTVMRk8bUEigbfPZ406tH6HExMP8dSQ3Q8DTvpnl9K1iDiNCKH715fVgxVRUX8xQlTetk2z1df/z5de0uLq91wZrzNrpmnXuvhHtam/dDrgj7IvOpk0Il8erwUXDT4PTrCf1YzmY1be03ueZvvXzQAjDvAWAG4PeEJcwx3iY2JmtadXWtDmJKAsDXUpVbQ0QzyLG2x0Aoh0YstCiD3qm+ZCQ8xym9/Rpdj7XHhj6Muu/a9Cm3xt+KH80f4DeXxvOYJzg7jJzpzjYPeB0tluZvhCMuO20Vlo5eCp38u/HdF9kbXk1NhrWz7m28fJDlq1uTM/9jNOWeHKsbm0C3iPpjL3AQ1vdqGgK7P2M3xQO74jdnpWWQNvaMvDoxVbnUmSDfwQMRvrmOtJYLkGIMeTMlDnbGrVZgv3AcFEZ6IuwwlwxsWEGwVg7KWVh9r7uV7SK9gym8jf6wHTNiCyJaaN2uV4g2Ncu8Jplm9ZB1Q/XhPSEV+IWsLpYDhEgyNYz5Yt7TvGwH/xiW71YWuDJX/3VX+2+9733RlmGh04+NMO7cfNGMdE/j7bvN3N6M5oXH/727u///me7aznGHTmSpTCnUGvPzKF8gSjix7KsUYbhLAUR3vCKtzVvhHigqMmNC5gsXA/qg/PazXHqbnhPyNp5sSk+y59mCXEWETTisylks3xRwcZ/omrGOw0jPL5549bun/7pl7u/LwT07QLBXH2vSG55bFPMt+iJS1m0fLR4AgdU7QtEI3jgIDiydBmz7ePZRgdob/xYStvD6ecoYbq6vwbn6vsI/IEBeFTPHh+VSx6UYlm1av/gSH0bPWDKfVVgLGVgoJ4NF7TJZzlyEVa4LVgs2lm8E20sxcc4qUM74BJr6VqWDBbVd+uN7+IDBduqTHh1qiBBE7So/jKRE8zOnufkZyZLiEJZOwJudu6IssZXJNjxsMcLjauolOBt7z7heThfBMfmHmjn1p/8yR+3/PNleFpc/O+9Fbxa2npYO+52CmaWJM6HdijwBaob034Kmr32Fy7pF4vNi9rbzqAsqHD9Ye0/XoXHWlo51szsVEG3pKOgUMTXPnU4kfAPZ1nm1jLp4iOvuFoVVmkOcMXYPmedq7OoX6R9VIm1yMuXOw0rwmD2Otf6Jk/2EQuZpI/GJAxultcpBAIfbIuaa5Cp5wZyECihMkLpSACsMRiJwVyzMGuyiwlKv9ZodTyTT8+xDIExaHSz5gdTuqYTDRLzD2FPoPm295EXJo2ZcGL6GeUBM2ofH8QYhlrZg2AR2igOfpfffmemHaY2n7UWymQZ02nWOvGh8xD94ssivnUEKFMRj+7+hJmAMQDp71BgA45F9A+su0YxBJeupfHq54IZmEgIsWMzPcQUKSXgZTZAsTGo5cfbM68gQML9TvvCMV2TYU4v+rq2fSBKjn6IYsHDrNrMRf4ehzCCUNzofUyif7PFQeyAZvJmDCpDhHfvpGl+eS3G+qA9tmf1YN4hQOPAs5ZpaWBcH8ZwWVPNADmoGEswdy1CRVApJ5w7RhmpMV2DB7WRABfx7fq1m2nC70RoZ3b//IvfZEK9Xp6HjfXtiYlvzBxIoY11avL7riTFLdybUeipDv8PrsHXeaeMAfD8mlkMDvraZYwOIKxVxVSHeevrKEDVg1hfXiU09jML6eFqxsJlaYzv1jbt0EpjZvvTyGTP+m3W5AJjzIfHsxmv4DqzVlmdLAPqhncPClpxL+VTrHJ5lAFnwN+9z6t+L/h4pgHzjrJJ8AUO68zqVI5rY/hbOZOpOs2E12W72qOWo3KcTKhveSnxlA0gNv5lacLwbrPxP2tJq5Om3v++wmOCnavQrP+Q2AxZAX3EHedZnU0qOn2cp3fHRDbs1699m7Pdb/u+HTxau4yWfvKTH4+S88aRgmElSHn6W6el2IARmrZdbbP+1PCpF/1Yc8U/KCiUn88/L/zy5YvDF/FGy1fGGe0JM4xGwJSC8uwFU3yhSzOvwh3ftrnNEbT1wVr0z3/+q91/LeiRdh9tS576ZtbahOOEZb2Wj5jECeOZTVOuzcymjcamsdgrTmN2rQXbWM749XsbV1lGCgcTtCp9lD/l9mb63J9u9KPvyeC3e7jUbfdwt2EZ3lRX90nDn9Kra6NpeLciguIAcH6jg0VX0vpY/934AX6v3egHHZnJqwm7WNZieLWsvLZ9PX2bj0ind8Y3jMUS5uVoqdfkhBJ2qZ0RaEJvzYItnd4Mp548/azti/mW1DjGNX1xpkiUUZ3hZLhy717LVoceNQ4OvsqvonCtwtJSkAXD4STMUsMJ98LlQusWj/1Es+1DLYscnDE8mpXowigVCB/sOJs6SnrOw3jEehn/eBjcWvaq1uAYLj23ayceUruPHT/fmv2NZGy7D2oaWC3YNSwDWZB29XI/Rjmgry0N1rm+/KKz1gbRHW6RU5sG7md/S5uiUUNamuti2GO+rlSm6LnUUOMHqaqEw8U0pMcIhyemRq3Bo8mvbH7PszpCOCxhXwG9z9gOReZe3uGMZdMHjEF93z3okBhelEwdaTqzXt977QwjmqU2qBHmMGcY2gAqC+H5PK5ODh9ClNoLHlT9n/wLuVTvHORmhwV4QKSEneJ9XFu/OI9BcugxyD5v5a+86ccaiDGnIy5tkaZvNwQ4zZHycKQwtJShNX4IQpk1bEBTVKoEm7jOZmE00nSZ7hdxTKH6WHtWYJDGrL6b0QGB04q+/vrLMV2KFAfpaI/qWEwE2jCrcfjrSNxZlzdOCK06KkRa99KALWavvawItkKBhfQuac0kN4En7TYjCFy9V7GEsesck65kGfqmIDZMnpcuXmlGc7sZmnPTn0x0LLM+QkUebYc/iuj/uvbl2Ta0lbtg4vXLVPvEvlTe39qrLdvHqK1re0+B2fKD0GSChjGIhVMzZj2e/ikLZ3rt2jdtnhjvxfrAdtWhLcbN91Z+T/pdWY2RcpnNR9F91Habns8MEdH7VwUCrxCoMz4JTsyNt/CUoQFdW33KW+gH9zDTFQADft1LKThZ/AAzhA3A+mNsXauoyuu/5r8SQlq+lEhlat9EYMQ/yj9bIcNZzkQ/OPfB7kc/+mHbls7ufvfJx2N9QWMELmfHE824Dj/JiShGzbo0ER6r8FG4YNY92xZvCjAkWl99DrccI+lAIpG5AlptESlumc2PNSPTnoECZQpnn46EQ7WNEMEX7nTE6W8/+mj3QcdZXmmCA6/N6B+39W6i6hmn+kNZAfO11mz3jj0sTgJ7MFHMWK2uXGnvdHC4nsf+rcq1xMnPZZt1aozZv50dxgVj1z7lTuQveKnUPYpMGule+60tYC2P9tvO672uURDBAH7461LG/J5E4TUkmGvlc6us2aVEbkTzsw0PvYWOk7qbnoaTlVXa+cDDXk75bsIDVfjd35mcLb+pVb52T39Lq/1wfYRg5Qyv2ddBqUPzsyRY7RNQqXeOo4UjvOQvXkrIZu0hs9ayadEkT6QAHcpTXbu1Jv4KdwjfJHTj19kbZ8L5UPpUOHPsWD5DLJvtlV+KazPnrIU3CiNtaceWvIPNnq507OnxJnpPq/9BMeUpLw7E4jtiMmbiRFmzBCb2wZOcuM8fPAMCyaRakvLXVCuQZDETAA0PDVw3buYz0MTJribwHODV38UDlkKNGwwOzPt4K7Pq+TMX2oZ0affp75w0FhJmPj9kdpfZx5oq57ejaYoHMz0fTFtTgJnyMPwKwiunBcasayqYkVtm6s08R7t0Vus0rnRmtQS8wdry9XKQboQsZK5n4/ymk7ily/MGilAYbDLApeOYthHGEioQ6pXAoCTQTMve9yoKIrvMGJa2F9PKvFLpMwDeDRHULnYF5g7bO0o+18qtMJ8QsC8CfJC/J0M2A/XuYxqTrKfTFY1woyyE0D0BjzCYmqpu9/xoL8EkRjpaqwpl2/+71/iY3Vp/tk3L+e0ENbPvZkaU3zGzJ0sjHbPs0ZD17q22A+X8ZoyPnyjiUnGizfD1cd/Q4EJbbQnCml7/zAjW7Mz4w4UloDFYF0JkVvTOVo9Upf5tRF6pZhmN2+BQM3CWAkgPUvNpnIEEc7x86cru/vceZcZyhvOZsRZ98mkR91Isbtz4JmH1bf0Rs1vLjCsGoJga5arfi3SrV/GuvmtNr7YH+8eev8z2++9Win1mRcxrf1aGTZHA6PR2E+RTR8kolP659lX0sLt9hXw2JqeBK7/2LzxeMz7pCBjdiuyGsTPHPcpK87QY5I8fLfO78glfDNl4WF82VltMcHCliM/OlNo0DLSyF332svKZhf17o8AfP/3RTwfOv/v4s/ZjFyCqmShaHTjXny06nHplNqbrDgzQK/pTzyuhT6l8EvPkpAVuFMTPcopDm/Ybv/fOuzPjfe977w8ze5DlCP0dBcO+hRY9bg9zbbEeaZmFEquO73jF5xx1u/XKn/3sZ3OYkL3rTvLjEayfZmGPcjSaQazMNSy1JTihO+01NDNhqf2e2y2C39lZo5ynWTBZqCjc4/RVp5flIQWrdhEgeIm+UlQ+/yyls7JPdh7ChJltVma8eXNz5jKJMHkR0hYIp1nzvY0NPgprF36tNg+o+wPu8vTWzf7a7uGjCz91jdLW+Lr0d/umiLuWwAeW9Xve74vFviZL4xYZz2UchZb2InAN+sKRufe0Nq3faI5AV9gqEG/e2tlNz9cF9qHhvg14kfLkXfIAH3yQk6A+E7RwnJ/B09ae9UlglqdZkqfexsvYwVmhvy+0pMwbHp+kpD57WvS19orb5vddUTRPxrOONytmNYIHT0cRrAkpXY/yiL/dyZKcNSltZ87lB9KBWep6nGWSk/KxvNtNhK9efXssYgJ5wQ3r5LoYV6xfVHd06GMpoM4OL20pqD5Zvnz8pOVPUf1aqw/7h4YdlIOXzkiOBWyPv/MVb7Z/kKndgRZnzxcwIfNlGwsChK0BN3bfXu+knROZCLL1t/y8e1AMb1rG0UwN7BTDSCvscGZZ4B/mESOZ2VgNQwwbb52BLW3Jel9hNQgzNwCY3RowyFmDA76E7sfcXDnLI1w65p/eLfwMsLbGpMUk1MbxLWQTBlI8ZWVWxQw8pNhmDS+RdpAhc1jM5HoOXjRgeztnmxtTc8AnCOxV5SwhcP6jzCPiBiPECafX4Ax211b9eJaJ3kBV+yDEDEADOeQoTeUt4gIMv0P4hllewIKkLqc1aT+YchR60tY70egOFfv9QEfmIQYzr9n7n0LDHDP9M8uovrVFI+EZMpyKkXDsOF0gCh7jQSjm53S5WwPro4cLzhBjdPADBjXrro2j8bE+yVRFqTqYYAdvHzCcf75jRpqtvQQ6TRfjcMm3Ea3vjfHMfswsOhvTl3aNz9K8HftquUfsfevnly7ZX34hBSTvfbG7R/hhJOCmojrdTVVUh/v//2uD9VhQygJaro25be39/ZJU5vPqWj4gjbjNuV0Dj/AQDNDIhnuTEy6HvNPX3sB1Y4wmwM+1tme2pge2e3xQhv9MxBiea8Yk+FIgKJnjSFXbxhrTWCV6Z4x6oNBgjTm6XTSmbvdbP5kRDdubb76z+3f/7n9pnJ+1bfHD3Ye/+vXMSGzVsjR1rFkQZRx+jPVrStV2jNj3YsAe69NWh9/wZvEJJ4bd3/3yl7+c2PzWxv/sz/9snIz+9b/+yznh7x//4e93H334m4Qij3XR2Z7kMFmAleB3IqH+XqF9f/3rX49gdIb4k6crchvBuYVe1ib1m+UfazfKkSMPxjplxg+PjZhvOGaoKBYELd7FMeztt9+cJR/1M5ejh4fDX/gULJ735EmKRYrUHMZSGg5aljfuJiCEp3WAyMzQmInxkYbBt9Fhhic0jhwxGTm9aK3nZvXGxz8nL4om2VTb6A76De6OsaQe1L9Gbvo5dFA/0CaitOxAfEi/sMYouGDjJJkxca8Mz0vtZ9f6vWDod6XCt/0bAbS2cpY+Xw3THFAtF/woCRxYztU92+PuyIBatFkN5Zhaw1WTxpkYlXZoed+chUv96PwHtAXv8WIHPDneGT6ij6eFSbXjwI4XhaI3W+JOnzo3gpwfCIfdh51UNjPzJq+7DpXis/Ci2bItp+gOzCpyaBUJWRvHc01qmN1tNz5YWWIUuCy9njwVrtXuo9EJJzxjTOGxJDAzt8Z6iWTW0CYy+DV6MasjCyz19P1tR2nzkLeVe62ZZ2U6kHAn+FenVnkD6mb/igHwMzF5Wzl424n4Zc31Tpq9yg/knfw07bT2h+Qx+hD9aAh9oNwjMKr4IOHi3wwaZKhd3ZthQpBhXiFcCYfR6AxNmalrOlobXjEWwDe7rfOArNwGrtQDXMVgUwCgXIwBU7CG5R7K6jztrgTl6Xtul5ZogGaWy4Evz1KU5fQvJlwB8k/mEDH72tsa8KSBE1VuAiCU9vatb6qLx/tqE/P2q+s1puh9/2qAJkwbwARg9G1OwNrDyjAqb2voSgeJIOkS5tN/+QjN0pt5mY0wM/EaDVBTBmcwB+AspYDyAuQHZrvQxYJ7mJ2TecyAN9rfapYLhpYPnBUdOxzCgxNgIBDQ07vLbCh2dBgwZv0Ds9azPFuPZsrTVnlUiDFaGzJ+w9jr2sbMh6gjQMQkzRZXe9aQjNfAsxEM+YXSfHhumVExWoL9ciY0nsAYIMAuJaL06n7t6tVAf3sEvtqwXe4XgylvbQcDozXjsCXaf//hs9fLeZlU5q4lyKoLUdZP47byNxY9WxecjH4wjB5phzbAl5cpenEQLtdu5nGXMTfLXmEotXU9a7qY+Q6dNNbBgXD1se1vGF7Pt75ufdn64HtZVWKKCRf1E1YEmSNzReZ7q/C57199Z/fr3/xm98tf/LKlmWsprJS2mBK/itqxIgnqV3UP4cG99Vu71qX0Pv2f/spXv81WzWR//vOfR4f3du9dvVpI17eKxf/OBAp5v1O87jWDFw74ww8/ylfis5n9cHTDXxYtxMPOnozRikt/fPfBBx+MJ71zvvE0fiTwkQABN4rPimy2eMXiI7U9HBSBbSxUKaUUAOFF1WFZgJCORSTU7aTAlAVAejRWELSErsbJsIIIKctTeI294PxAxuIYroGvq6aEM3Awxh/f4dC1RUOcidDQSkrTxvvkkUlO4Jwfc+NhAz0v133vGt7wrE/l+zf8eTJuSaSHp6UpsfbNGI6VQLnr2mb2jdgep+QLx8sr1bSgR3iTS1lbeQKqrAT75/u2SAfe2jbdme91v82mpfFy4Bau6B5cfpbFUgu0VT1nUlzHB6Nn4D38qLZOooqkeJ4/3/JMu3CQiuUejtxPm5k/a8YtdsjhlKmnowyiyzI15rPb4nnOmTnBMZmfjwe+++6V6l3C90xe7FiPpRxbAcs4+H+wye7J+BcetyYdFVf7+W2IlGmXkqUfdOPSF33ksGgsHqQImv1vdCLBmjxN8ld/tFOGrsOI3trXidaXzl/oFJjWC/o5FdEaHsY0DzLnpcUc77ADUcUO58xGtCbXGyOJE6hmljXOGh4kHpNxnbOGzbNafcNIGjAMaQR4nVsm17SmgIthz9apOmw2Nk491UQ4uKdxWXM186NtjoNK7+5HZMu8W/SkAeYijjUjWp1d9a/1X4P+tC1rzxLmxbcZYNzO0/FWp2LZm2vdA5EK0oAARkYFzceZdnjksgAMwodUkUefhaQzIvv77RnEUx6z+x9ea81cCftLEuPR13rqTZ+okWMGRAFXsGN2iwqySGRSiqFpT/hVXZZEmnnDFeWUB+zOtN4jgpJj+zCr++1ftMXL2iMkWZ6mtbWMe7KfuuGAvbvSngo5abYOwDh46FoxnO+OwmTctHd5hbLQhB21bRin/vduxr43xsn94YjDzIriwYpifRR+My8LNlOOymvvZ8yN4MdMMf0rb17ZHfnn38wsaIOosdVPsBki7LdnFdGLPl3KU6+foxB51zX5er6YkJ6va9Iqcwpaz6bs/fvXv9TrWmnVU0f2v/9HedZzaSdpcO9+z+C9G8LtG0N/NMxpre+ud6tr6hvllUlwX9CYewfnwLCrceB0BQ/lXfWufs9rdUWH05AE3hr/vGwTPuhLLIKzjTdF/+1339x9//vv7T7++NOJS8AxjOBHs7ZumvVrT1UN3K2xe7bVOaOgnzUMDi9gr7HWbgolYW0f+rUCMr1VXPI32m0jtCszJYGPX/zDP/x8908/+1lC9rwutHf98yxPYrq/V5tLVznqnN0VJhPaUN/4vnz55VczU+bvgnEuXkQRNPImFoRzx/oqp0NNbucfY/2cwyXa18Z7Kb1rK1nrrKfOj5D/7LPPplxwXvES9rsLgoWQoNpq1sg0b0anfTN+jZ3ARIQXvmvMhg+WFk/VLGlHMW4Sp5X97LMEDp47uDPjv5T8Hqzx1KMKhVeDo8vEuCrpnWuNjVLXhTaGBit/XXBmMKmfKx3aZsEM++rDovWltHq/5VtlK98HjoGNa9U5t92v32HFPN/as6XZ8m7fJo/g9ryTyDxTJmXoaG1agg9NkA+Vp9m+p35LUeF0vIbTIvgdGwtnZu+Wk5+3Bn78uPDbHcVc3BV95cjHCvH8eVbozOzjy8A5eq7aUN8PN6FlJZ5xiEevsWgc4vngOIGNmujq+dBZ4zHLYHuQTnS8yhlcCE/RjOOmT+U3YYfH4+LIbxNmbcIXttHYN+TlV9vAaaps+og2Z7iOdHvWrOuImVc2+idN6e/nqX4kM8KTTMzDIghhy5x1VAPrcp1YmibFgPBYCKTsWPveFDVro81GPItt7xsBARaSeDDrX5knCG3aLCRXns/TTMyHa4PkkEDAFJMdsxL7s7NjjFY0SBNRmuQtj3Iqh/U220RijkxkxRaOVzVQ1h7v7W61BnbrniWEDipo6eF4XqbCDZ4560i+tqQUju9p6xj37kXc5WFWnxjX1as/S0xoVM3Q5xBMk/gbjBWgH4zbBxpkl8FbCGyQg2sCrE7Mc52DgNuFmCCLtZl7zQyeEMDm0FkfxuyXw4/OopXJp+PaR8nStmlgJsNmKOuYxpYVWsvjHczxbbxjE5jgyvTI6dESyMEYoB0L6iDMDzw/1XbF85lgzxYs6MzuwS9/HeyKthWuPGvLIvMUxK5H5V9mf4cxgIlnxmW2mTReRzJnEfYsCeLcq4Mg6H8XmNJaEyY5NAXNUQKYJS+ce6OYB5mbSsi6oZ9r9g/XhmRKr8J9O/Z4Nlpv74ew9wTBtO4a+Mzd7//Znm9j4Xt7tmC68m7vV1mLMFUvzYzxXpHb8q62vT6+lQtf6icmA3xav2b2SxgiYstGFRoseGSvvqhzVlXkC24wffqahyzGzFSIZpfj6VKWBgbaBH5VhjbMnlqxjX6igUjs8qVz0Xz7xx/dCh/W8aFXr15sLfDi7k/+9Cc5qX25+5u//a+7X1GsmIPxgj4E0b17xkH5lOEGFP659ibZBZfa3z+9rsHDS0BEOy313erAIyFhWZPeffftCd37r/7VX+SlfLkZetHFov3LKXbKPn3mfJHUPmqb0LdFoDsbA3yS09rvaus7u7MJUbjEKU4rvs1P5OY3nVB2/l60Hp3zI8lHRpueTpqcYcNHE4hPPv3d7p9/9c/TPOW74Ojxk2eCaZbelM2THUTyIjo5Hj+583HBQlJK335L+FWm8cawci1rXaofxyi9/SbsMXHweW7rbPDm48JkLXY3MY7mmW55yDO5zrGvjTGIlXH/CYINPvGyrCFuKAYr1YC2HITO3Je/6ul3QwelXpfiXuI2ZRpYjca6Bie3H5VXJcFEHWqGPWWfp6Di6pcH+2ujj9fpZ3vnG96ov4buH/sOP4ZuljBefe6xdHViKRiwJ/zCc4LdQZOYbn2wU22YCR1aKWUjnHLjDu0ooyQUWPcUrMo60YEsnvszuaBvP5n98bZDU/CSa8oAq7mqDx81URpFXBu8VFaBfUra78qsLeh1omai+fAYXNbH8llW7+TBWx0ydPHcJ7tbN7McrBGuoNKLF6IMuJI1wAVsaPwwhgZoDlzhTMRE9ahIcAuOmKhMOYdl0nrccZ3x0cI3Fpe3z9EE63in6n0Is/ZGqnMN6syU6pBwqMw7S8iqDwQCqo5qiNY0Av2dgSXI9Z5m7WASZ6vTTLVrPGrlq/mjQJSXKYuZHYPz7FlmDAMx64N1frTTcmgmzR3hhtY9sPUrrbttV5988sn0cZ0SVvCAcxfTjprJdgToxRjE2Ux4N29+PRo6wTMCeLTE6YIGdSnTV33Rp+5F6HFjMFM9yhfiSNo1YOv5EF8URs4vgdTDKcv3q4tp+W77GhezqbzMMMt7n5bs6m8Dp4ZBjr4R8oJJgrn0z5ud2GbEHHi3mYYscxRjnsLWB0+kDVpnMtMSkKToMJNWEAR1vdPnyuU3h4Hebhvf448T5CEkhm5Z5kzOH2bwcGqYdoMMVhiCA1PuxYiN6yEn0A1zoVkvpYSn8JEsP8ZrCehlbrr3otOXDnFoCUbVBRc4DTk7ePVP75GoL3g0Kmf4NZBYcOlvWD2wf8WcFtQQ5bpbfxUzgFk3L//qz6trG0VVVo/B7NrSbN/rob+v0s+zGXy1bG1YafyCK5IvXJBvKUKYwyjEW2t7pV5rkasNynC9wrH5WZpJF65zthO5UfXgYIbsHcuRpQ5LLWYgTL1mpkzU2zoi4WXd9kJbcU6ess0mBb+ZL9O7dgEP0n8dvtW8NaEXI3YW7a2n8wzzG3qufdLjC7yWLSF9jUBvbgAAQABJREFU+dVXfb7YXX33agL43O6nP/3p7n/93/73cMT2RQp3x1G2feiv//qvd3/3//797lh4yH+GAL/nuwQn68uTx0fD9zvDr66+914C9501cQgWBK4ZtzjtDoqx9g0Hr7cMJXiWw06cXT6CPEF8/o1LBUWi/Aq+dGKWf2xZE63rs88+j0daQxVBsh0dKcdnM8WePefsgWbdY/FYk5MZ5zX8w/cc84oWH6dU3C0i54msabbr8QMa572NpoanBLKBW19zu+htUKMHxoBDnXXj4bulGaHZ93Yt3KkBe4FkS6/CZszQRDxMGpfyFk6vZ4uSGm/pjXswXEpkiadPW96+tXvwYpWlvH239+VPpaEHPB9tftqgHVv98qxro++thMrfvxl4dj+/+7Noy99EPhoNv7RxtiP3zNqzVNAS7vZ66ps6NWme4SWpAWYZ/Z4JwEwialu4s1oRx6nd4EzBgRtwZUBXApMulgz0y4ql/CCybzWuFY/UanTZY+234+hC+9cPf/rVKHKUZG/GlL/PusYkmpm27oW5X7aWEeiE+dM8+GWaBtZws1eEtUy7tJsAEuPHBCG9Rs4xfD2HMIC1EfTMGqpcOiNvYAl9Djq2JgBUX6tD3ayyNXwBSJ2E3Wg5ddledcDQNqZnMzQh83i5WscjBOIv5U4Q6aWSK9cMEUA4xRDoZvqCSQjReO3G1+Pcwwv7cM4GJ9rTbK3tYkR74XzEe77D588ea0tJJv1mqEzC03YYsL82RJ+f89ggYVEhQU5RWjKaWW2cwRwE3yNi7Zx/++IIqAk7a5D2fVCW2YIZhi0TT1Js9B0CDRJJ13gMbNSlrB4RCGP+bAwpAZQq5kantk0wkQh2ZoB9D6OJiTpZCRMHL1YIgTrmEI8sGl+3reZHP/qj2Wbz4x/9cDx3v/jii1njuXnzRoJcRCZHA65gDPBg+tDYM1f6COYDp2w/Y315lABZ44kAgoS+1H5MlaIl/CW7xqFM88mMUUrM8AnzJfAk79+MBzIp8/R9D18/5uq5/w3NlnYezPtFtK8N6T7Pv/xaeRcHnKb+Yabq+JfXasPKq3n7dk7d3u3bqH3dEjBqkD7yCm5rnKa9+3G2BifRKMN1bM2WVh79VCRYDhMpLf1y6lcBWpyxmVqmufBCfzh8iTHBEaefPQvPwjWwH/YV7pox8gzGdODIgkN0ufjjKi9cc2mDcZLXE+DS/yl83jMx4zPRc78pf5ZWeBlXVWbsO7vPi7j4d3//D6O4m9XagjS+ImV4552O6kzoztbTSjjMohc/k/lIwvF4gvZYAT1u5hMT4aYUOIfa9qPltGSt+2YHntgdcS38NnOmzFwpOM17711tW+Qb9cE2qAWPk/EG0cuuXb8xvEBgratXr2aGvz+meIoN/vA8Jyw0fz4l5CzrXiZZQsFkxbLizODqL+ARDCea3YtCBkCCKR3pLARLaEfM4humhTsUdMId/gDhEg5D+xtAldlb/9D+mlQZg8UfvHv98tw/yu5cBt0gvUw3WLDeGUHtXZWv5MHUAwrUejA/u131zDp9+Lbav5L4Cw23NOtu9ck9fHrJCzzo2pQSeeCTNrukXU5ynvds/vcewvdD85b8kA4eutZzJmz5By8bM2Xus61U8Sv8eKDTGJEv8Jj/C2z22/upVMnV7xlaQrOer8PJ8L7GrSfG2vfwrj3sncwmr+aXIovRsVEST5/+dPfoW5ZgZeuo11PKpJN6MlXnYYMyn87r5rp/Ikb+XZG2nj+zblS6Ej1N8AHShNQLUWc7Qh1htlDQFF0hQrfOIBDW3ROY20EpMzBBaZjUKAMJ7L4Jee80EgESKPJCVsju5COEvxjS0mjlmTXyhJsZ5rfNCG9FSE8zQzJHPUjxSAeuY6nCeXJb+6DlnulkpbOETYrI0fZv28NtRv+7j3/XcabfZDrunOLO8D55Lt+BnH/OtE549tyhfAlEBmrrTAfOPA5hn+lbM/5nqXRrVpSgAgSXAfE1nz2BBJvp47z2Bm3qsJmWtgbL8aKUNyTJEoFhYZgz8CUFhVGImp0+TekIYyaICAUEAx0laaWa8g2EJQ8zWdoiQuPB7mO5gUJgbbCulJRp1jgsNB+8atxr3sCeYscPgoZ588a3eZLfn5j9775zddY3H9y7ncB/0qlmN2bW9viRwzAsKjRzTpkx5odTFO2zZFkxw+MFDKc4/FCOZiliYKEvC48e55jC2VDkJicNHc3ce7CljxvXr43CprlO0jMeIAcjB/ILxAsOCOzltdb4Xt8PO6g3Y/Z7maZtr4/Zdv+yqNdu/nvvPNuYl+/X0xgr1/ZsmA5Ya8z+GnrDVfaPvBsLwsuy6m95CHSWs7m6B+vXy/EcHUk3gjYYcbyzROF7XIarQz6njp166+juj//kJ3OUKMOMLYyhUQo3hhWsE9wvElKq1FyOP7YEHTzYumLriTMC/VkKRu0rc0WXNpNyzpVDHRK9HBZ4un6Ikz2KZfBxjLDSCF1BijiffZjp/KuCCBFw4AJfbQV77713RhjfaQns7IXOrQ7XIO+1ti9+9NtPJi2r1i9ysBOR60/+9I93P/jg/Ykkxw/nZs9utpPl2lfL8sbx7lgCnY+GsyHs7LDFyOzbROBAzwiW7+I7GPXZ+IStk8z6v/v4SuvyKQSdDgidCZkzbf1tjlCfi35Zv95oy6VgJLe/sS0qk7wlzRQmNJqo7jtYt9S3jSM4jzAaPlI5Izx66Oql2aKhnMce9YE/6gbPss21cGgA97LsWYMeYCpqX+ZK/i/+rvfxif4ZR99bXSuxcYQnv1/WEsJS/svyl1JCQamPgydy78su+TiIEZzTH31anVE/uhlZUbvVYWLmvXvPcQTlGzNA8A4fQ0cbDQ5wKl+vxOifNIRudWsFGArWNPVO1fowtU/9Em64rlx1Pw8n0VPJ9jDV1vJJ2/OXh6PoV+krvA+41eZwQNtPNdF5/+pbuxs/fH/35FfXO48iK1MEv3h1fl3xf5NiWV36akf7/gdk7QSbGO2BAyJGBZiWYmta4UFL1j8aBxt/9oq6SSMxM9ZQ99Z6pr1rALrHREbDTjoMIs1gqnb6OQAFVKaHceoyY+6eSUIrOYrMOlN1M49gDAZmGBMB00cQCAEjbAHRRkC3HGDmP7P8NHj9Op9p8PKVCzPDPnEyYZ5Jq9aOWe3TT9tHm4vq5Y5N5NzlSMfzBHqa8tHC7B3uRDje/avV+t41DBlSg5F66xUAeLL/ZrqUDGLI5Fv79JnA0j7pDcwI956B8VwVI92GrPq9orI1oP2DFMJqTqCblJp0udn6MFvKmlFb/hDK9WCKC8c0npjM6Fp8KibF4mEmg2GJaHSf30QIdHIfBtOMGSPl9Hes2ZdxccAO5YczkLY5/OIH3/8g+H+ZE9IXKVaZ3RPALAhjDYgorDHpvvZP9CyImgB30ABFRt/vts2MJmv2hxjAEr6MI1F1H80iQBg4CMjsaI5ojBDAxgXPVi0Ls4PMPPdH3X5t354pf4izN4FxLvVNvsrdP9l/G7ft2Rq//ZTi1ftgscr7g6yvmjHvhwZeK2srYPI27LMsEJ5vW2K8l2cYwD6xtFtd0unAYETp4M7W1knTa79XM+DigpPvl1f5jRdGdL4zGt7rVLK3i3ZlrByeNIrV4OEegn2hRbhgJrvi+j+Nb5hZL3iysmgaYYvaJ+c0dd+S16rXjpf9KeWs8+/fGyd4McytrWaV2FKOJbV2MnRRAFl5vm2HiTR8KpYfSdEIWbBSdLXRvl+8BJ/46MMPZ1ZPqNYtjZw09o9b/oF/voUNZnY3U55JydGO7oweBHUh6PXV/YngAIf1gTXj/Q8+SLG1AwYM4mHxIfmOHjEzT7kt7YUcjS9ePN8BR7cK51l4z/7pR9WG4wmlFNSSx8OCc+2TH/0oz2eJ0AHB/PHMtf+aPH7P2Pdw6MSY+1+nR8D3e+UDhD+4jN1wJLzI+99P86q+Ve8f5P4XP1c71mP3Ll9y+3iycNiPaFqbSwAnpZh/+8697JN0lMw9D9CmrV2egZ1v6ckN3/jNOkVxjU2FV3e1a0zfsyODVqGs9bJJG5+iPQ3t2+CVC993TRtevlOW/gS7KTfeV/2ULYrDvrlVsXLr50uWI8lkTx5Ee5xOKYjXb2V9fvBlk7h926IvdDJNV25VjazThgWE1rZTH8XEPnhIlK1MRCtvRJJmI0+FTM5paIRGwNX5qb8/KngpcPcAnEoAyuxvqGeVMA2ZjuigPaBc+LUs/f+JyDdrtmaN1/5A1wyY+ibZGjymY4NEIYCk2ug3YrZX95yA+UXkcdjDG83MT+ewIjLUkVzxWRq+/upaprViO3fk3dmC6p/tiNZzmcV4E1ousJVgNCDl1l9lb203e2ZioTisugNYQGNe0SftNevYhLZmL6UFLEK2tP02uLd0YEaVaW6PEAt5Vv8IuA0uy/RoTS0ze1twnj9zKs8SnpiFfGPCS5hjtuNkoU51zdhYAmFuWYcRTLtqMnM6oW4P5ZnOCidsKUBziEdOhyd7N+OawxDl4VozY7P6czGvS0U6srbzcdaNZ23lo1lihpvX+mjPwbBqlnK2P5jGOqydDwS2dvNUZsq/cuTi5NXeEykZzrbmv2Am/zhhficHJk5Lhw7fD5bgBtbhR9RipkoXUtcwg75HoOzhusxu031veude6nUh7M06oRTtcmHwL6895WGKk3effUu7fWPa/8NLnq3uV9Wvhg8DW/XOg+pTz7OeK9s95RnOwafVtvAU7ezbOzjqXXi4tXMxj1d9mnZWlvysN2bdaEj0LGOiDuXwP9nwHWzkgwvPEjq//vWvWiP+cn5LNLRQmsf1fflJTCdnjKpgmodN6sNEEev1gtde2d/6F0xAQH0UzkONrfIom/CCsNRuVp4jHS0ZdKYceEzRpLxWxQhpDFp8gnevvpvj5ptzSAt6QK+2ssIJ/RQ74/285t0zsYMBmjiVUjP+RIXMNdHxzPor4astJxP2BD6BS+HkeX+r/cEfffjJ0CL/E+3CKwhIlxC8P/nJj9pR8rhQsV8XsrYDnaIRbVL/SzjD6y59HVzrfo3bPH75xzN5t+v1tO6NVwSxvZ5vz1e69fxluRXj+RoX+LaN0YZr67f3K//vFWt06+fv1yXFSr/KnvbssyVWe4juVnmTU1t1p2cuCp1r8cFXaaeu0mx5/Ta59BtuaN/GO7d78J3+aaPi919uRskdMlptMc77IZv6t3r8+O/2fQ83NLddr/MBvHF1TNfQ0oLVxvdHqvd8JsfJG1vA30jpu3jxblajm/WtYDIpiRyhWYqePl6+IQtMZuaK1+mErYrWPseCx3R+68T3xkxyref+v0Vgk3kKqGIIPYyT5Cfkh7Eqdr3T6IFI6WzRsPcV4cz2DNpTH6auIxGgZwbRTIFG78KEjjYwhIMoPQvZZwzmPQZyPqHysFO7RpAncL/Lm/abzoNlbb9y5cruyttX8sIuyl0muLMtSTW/6w/z4LbX+lmC6Wx9X6EiEa+D5wlysQCeplzw9X3YAS4P7oOLdvksQnFwRhZ72D5WBWv8ur1p1vgzpy0ES0DS7I/XV16wdyt3Ihd1LxMTTKVN3yplENPSgz2qp09fidkez6zXbKHBfJimxiN94Ev1S5rZfjHmeQpG+ZU5FpfqZEZdgT4O19eTzcQuzNYbZYnJfrpQmRcvXs7B53xMa51EZG2PAkCRONTs3c4BzIpzj2P7Thao4/LlFIDTRUJqjESTe1g0pJlpz3rUoJiW1LZg2XIFBqpOpnNKm61Ijvgz66IIcMRciL+bGSJGmNzP8nA8ZF4enIcG33oG1gsZVx3dM9BuhGeMYKbvlQ5oF7G6W5gkBUWk7z0dbmWW82W+eS9HuLzdK+EPr01p+BfPpyWqKD/mu6/rD9MtAa1N2g2xSjr9UvcSqJ5JsRUhT+AdqtG2+XgZri5Fs5t+e4TXwM9xjGzMMIklNwiNpylW7VwIaU+cPNwxo4VRDf7Gbryr8xh+2I6Qb7651zayj6OHdRIafIDjhO6mvKocSLcLrWqXsl7CL/6iffOsHg1DLQM6HwugsR2HL4K9o5Sjc45as5OhsjHrcfKv9+D65CFrUAuAXMmr7+uvb2TJcbzqs3Fku1KkyzlAJYGNFq29nzyVkG5N/WJHnypvZtIjnMPT0oA9+OjKnWBjhv9lx6yaUWOqFAYnc+GFDvhgCVhnJBR+NoYzh2u03NeEe2BzNv+bt9+9lMA/Xvvkxx8I8+cTS/9syvrxpy0VdCkTrCwtvBQSw6vn9fxZsFzY8BKu+9fG26Bvw7Dh5pZO3ybNPv0ffi06eG28SjBOlPuE2/v5WUFR3h8W8fL3llbd273x1jZ4An9XY3vf7wPhxbQzuLBSw+Ut3yTtz9YPVL5nCYNDnoOnj7Jc8irzZRvV0fMF40ny+3+0s3+h6Mtr6ke7k3eTUqvtks1nXx8cNhmbeuFQY6y3S+nF4yu9xvH1mnLLPA5uvbFkgPJZU533bkv4s5a3bCOz9HW2ZeCj+RDdK5gS35GHKaa5ZKh+ryUkAJhUbV9qytgnBlFlc0AKjWcqnyYMM+DJesj2jpzKmAU4pJkpzWyUNloHZvN/HVjaYeXiIn04iDDjAuTR6qREbAIekZlhGogZ5QjRNxP/crbR5jUIQ8wxJMRr/zjnkzt3n8wauHB9Fy5dnJjKly5eautdBHzoHogNEO8Wm/yrHF5o/ydbw+Ikc6S+HGhGHv+qH4ROFVW2YXtcoAlRg4CM1tZQVV6z4OCHMdKoBuPAiXDdIwMiNJPSJ6fRYSanYpJPWsdgQXD83Yyc9DPo+3W6LCU8w89lLRAw5Wwz1HPnj2V+6fnJTHO1n0MZbHOyUZmHKQzSVCfG73jRS53z/EYhUQloQRAoVGcKfjAnQsXoDh8VajJrRPAxFsbKbKJOlZ5y0NIGywqTUxRj69B33xVb+o32iaegMLeLIHjj+s0Fh+ACHmAx+BAsatrA3Lfn6zzj4sO3zumkOkz60qWCwnSgxenvvZuiwORuq1yzxIiDgmdpQCCFOhze+DsU1e/BTAUP/HxvRD5EUgF7+ur9YhnSTL7as5m8Ju16sf+7cr0ueDeGuqXd6vm9bH/wY0u75fVamfMcPFTjM7DRnvXAtzQ+2/3qyEqoDP9A2phjHFt75nsvCPalTR0D//Df2MJW7yKsxnEpr+BLgcBk4AFBa+km6p7UaOzbtnb9/GcfZ435dN7D603RRxOcTQem1TPjvwZ98i+8wF9wnS7oOw00hvXBs9Wo6VdDHo73KIFO6dUvkbTgPd7hGi/snrO0RaxLQY1+7z9At2BDKB8Zq4P46ioUXRAdnizuwokUXbTCA53i7FqQrbT6a9ye5IxpielGgvxma/GYJwVbSlsFOTDNTCtaMZuyrPVd20ivXn0z+loKzhrHeEZ8740C0Vzp3OzfffL17u79b0vTiVspsndaLkRP40QX3IyrPo839CaGFvhWO4fOgsNIHMoS3obeFs7MbqU9/EGLYDP52PBkCvnv/PFeGa5VJjwMKj1vVF/lqLxZdpm0oL19XqezKWXeKXOE56TrUVVsM9OtPu1f7dPO6gq2SlvvN5rQLu3T55VOzSUy4JNfGdOPHnunnf3pjjdG5fRvioi3DW2W3gVmo3iWdKVbzzV26Ey5/avwUvdMnaqt/Fkm9T7mRYGc8lfq+lD9pS2HVvet7VOj7CvVvC/NFN9YyjL0moW2NIdtc2yZ5v333k5WpYi3I4vP0a1v22qpFRBZQo5J1oGOZxqKze6ZA/LUsNXw0b4jcpUIrEBzJRzMOp+m1ZudcXrj7e6iBVEIaOwEmvoQOGb99Hmh6QKuoDJMXqME1BbmPsJ9TPRVhKBH2/eu3wCwzQA8tzGfYwBBLyTpLkvCrWLaPkll1x+BRwhRaxeDeAivf5xqbjUbRMSnE3oYmmMTlTnjAygxB3151Axkoj8xzZUXEs1sO+LnUDX7eHtjrdhzgz21VBAEoO0fK61gOD7696LtWSLMPSpIf/HrZv/7zKwbjVFoai9Gqm+EGiZx+v+j7E6bNT2O9DC/3X1637uxNwACIEEOOZJmpHDYYX/QN9v/WuEIhcMh25KsGY5mRuKQ2IEGet/39n3d+dQ5BxhSY1f3e56tlqysrMysrKyqs+bAvY+pcSghOBxfgh6ikfKmIwzOHMunLFYH7asZMTZmRIfrfJ+zoHXPmjBb79QlbQjJo0yFYHJf4ZOGULdbcRb64Ycbu3eyiQimdTqmSCdY3XL2dNoTERMKGKHdBK3XJ/RTUPJCS0iZsJ4ladqBA93NLAu6lbnKd7PDEkFSpSKOjJ1DDMzSPckc/u1sVoMamx9hE5rAXnT2DSW+Noi38OH7dJrt4/7lj79d6URr2tLeMLIpK5RQ5jAZrXcr/n5hst9C8yzw683kjXmArriGex04AQnKVxh4JnHNiYlnL+dVbuNBwKH4q/4rjn5s+snZ8ODT909lSsVqFjsd2o6UIMFNMFV0MUJ92u3rb77b/e53X2aNOWey26UpQnSmudIrjETSMMMcm01h3/+TMvUN8KghjgDk7ojlXlVbxam/6RPMst8DO5rR35p/3q82QrNOTHwWC4/+EUKNgpq9My6cyhaxv9l9+qtPywc++8Pvd//177J2PIVciDB3TgG6GmvaAf4LX947kVGZdn40IucjYPc4h2lU4Q24tSLkCqF4ndP++N2wONXaCE6wp6IBq337/IUTu18Gphs5ffGrb/MyDnBH4yBHGNjb3XTgluNBu2vrtNd+v0+++0FbatAEuKmipzwFri/Se0q6RQ/ieYkvEkALn76v4Jb1wbRNQ57FW3G0pzym/Dxt0cRd+bmf+o+gbfnoYArvqDrFN6x8PchqFPDJFFR+eel/YVhlqPdYmEXIN30zycq7fAvu8qdp8OkV4FSZ4GteCpAWblralN2/ygwujmy4IHRrLZZ3Bn8LlsHJ0NOqz7LUdlO14g9+ptJBfx4G3sJREAzSIkXAgz/kajnmzz95b/fJJx9kiie8PKKaY9z9+5FTEFUBl8oZYZv/ORPHL/vVWnNKI2TYHBf+zE8lc5Vyju6rzJHmfz7yOo8DFo0+65IJeFtOqkTZbK5ttESFxGRd00LzIfRjLpbrkZhdzTHoXPfjwayz1PkkiGWKp9VvbLuNppxxdNB3UxaCS/4cZOzQlBZpHpQTDi+8DI+eSMfFQVKOOtnB6mSOuDubnZyOR2A601u+SdARRtylK7DuJM/vr8eTNjhh4gOxPXmPEf4ZsWoSTFDjaEj494tIygY8wUfM3yfjADM7zFFushQlHfbU6Wu7s+dPpuPfyXm51zsnYhSygsbkjGYJkBOhzp43v52RcjaxcUhOiTf4dzQg73WjaIHZzrsZvQSSrfPNvCOT/8yT6+zwAWL4MPqmdGGOmvZZpiKMSCqAg+NAnvjHY2a3nAycHHSORzG42LayNpkHOsWHed/USnGS8rW9NIifGZ4Q9+sSubSH+X/tfyenfRkxda4xXtSWKIFtL4KFEhIgfhTaGdO52oGKdWCFFhoxb1N9na4mvcAhrA62Ol9f/uTPfpwkFs/IRLtRJOFznBXn2+GkZaaNP515H15w6JH5L7TsgCP+Kqv9JHEoKD8NA+vW+dVPXfKbfGQ0vQw+hH5XnipvZboYeU9e8VUJTdq+2DQJc7ANiRyqcuRVjuaMkMbATYEYCd/LRi7/+7/9d7u/+c+/2929/TTtk5Fspj7QypEwAgqIf4pc/R0cKwB3GPPUfbXHWLTmnZUnw+CC79yHUcQ8PU5hM88exps+NThzT8AbtTN5H9+9987F3V/8y2wuE2fWxzlvGm1+8MGH3Qb4WeYa/+//8//KBjNfpN8/q1/M+5lLP9V+5HhUfWocpeybQHGs8hCm7kCir778srRLWFP+8SQBLuuzUH6D3o/GifDdKLzf+1gYMPoQDpYkRXjOXuK8ufvLf/nPd+eyBv3uvVvhBVFEYiVjPXMYCFpDF+VHSQh/h8O04eBUvFBC27m0lHLW9sGe4WgjgclCp+gbmQIqZcWCUYfmFNQ8Jmb/VugfevbdP2XmNlXS2+Sz8j0UubfhG9pzu5+65FnirV61bDSzLVou6tiytqRTgnafFyOoyTDZTEbiS0eulR63cledFuyuw8OmPCgBV/lGvi0hXyUgUfT3CtoK+UlTGt7yPzw/vnC7yhS77ZUC9gW4l2BMfxzdIN/0+1YmEjFCuiP8+AthYifDs8+eOhIfpbO1zu6dyJRvVkJo58tx2I6ZfToD+QFBPJuZzezmhTEf3cvB7ynAxi0qy2RFwByNxzhB152JsqGHDp2cSvzH8s2csw1fbAl5HHIDt1k9iMHUq0QkH8hjJuE0Ju4KGL48nfb1KmbvffNqTbYROoHjGU9pbRomO8KcWSynKWU3N8fb2Sz/ODiSrzksSqrdypTyIsKhp4Q9OxIBHi/3mJnPnTmfDmWUHwIKxBoq7Zf7YxFOD7PO/EbgoEGnE29wlKFFCZCGI1FKKg60B52BCfNI5pp5RRoRB/K8NOqMNSCqlVE/ZzuM1MEnN2/k4JMuq4Nrcacz12KQ1hqToW/aakyjNYvm2ahZKIHCa2FhBuQfMMJXjtNhoyDFQuBAiddZRua4Vafl+b3uEqNoriGKx/FQf9A5x8zn2U4zSpvdALVbCSLQmos3134uy3MQO1hnhK594B4Mo4hpV8LbLnzOnzfawaysWcYAeVGD34+iwaJBeUBnJ2JleOvNt+INfC77AtzenX0rpslNqVCGjr3fUdJ2LCMC8QcXQjtXgfduwnS4xNreb68PXVrZ1kXfICDAr6NV4ByKuW5XJ3ZdZa8RworT64BYuOBKfMpCFR4j5ISVV61baWffyhjkvMGsjrIC6VCB6qDjKWAx48JC6OYbepE3/LOuXIil5vy50FTwLq29ALQbr3AHrPxtzpP/D//+t9n22JJGOwXOqDZFFibXegsHGKS74PZ+AljyWzAHWAIkiVeENpYBBDilJyR77GhqRclUn84fh9EdscFQ6nDqVI6dTP+5FLP3X/7lb3b/y//6P8ekfmX3zbefR6l/HEXFGQCE7Ondv/pXf7n77puvdz9kf3lLyK5de7/98lEsb69yGhocoyH9Be3DqJUyf/e3f5/pO2bza6E/Z5tzCuVLgMfFMhZFYq024SR37dq1OLd9FYsCXmcwEr6aAUJ6QvJPu/JtiUX/F59ci9XwSBxxvwt9x08hirr+fC6bVJnyZNECE9pYgueneE32KTtthm95SOg1t+u5LxHHFuA31Sz9ag70oCl+FH9FzhU9LFrzWnpCT3y22yk16ftv4nvCB9rchAcY00dNycxjvufjwJr2BJCcmiB34JFHfspGU6FcbKm8uWVtBe/JO//2Q+CSjdTKEuQjSDdCOTWIosis3gFtPw/fF09uHOmO1acoLZdp5Q5GK8wDdyLIeyne4hdPhEbh3eq+wfU6fUmchnx/HXpY96nWfGvecBE6jIL85IlBTwZTUag5DrwRJ+4rF89ELgbu7sswOdYaPp0cGgguFdkYqE4UIXAsTP5ohAjIOzdEOOWbX2L0aq4HoSZpG4YQtJcy053GjCwuAgmOmg3yrib3MA2dwTwVU/3LdArMEQJVTdwiamM+QU3qHFggIljkzCB/sKmHnfac8eycYcL/ZLbmw3gDTgkhXCP5RkikczwJYm/dyj7rGZlfiJMKhqbDj4Y9ZQQhSRtiyKPzh2/csJsOvMSUHo7pPRiZ8IO9muT0EHv/hlrKDHXEgRfMee29kQbTZHqzEffpeMra/emrr77O+d3Z2CLxWBzkvYIOTmHBaHTqoK3etZiK+k8dp11smsH0fliQMlPycRhBYMMdAmE82cEBN9XMXVMXSoP2FAh9jAVTN1Kxy5sOCA8R68GbFQJZv5+fk6LAWEHR1CkkOaKJUkyYpNOxjIJmf+tZ0vPhBx/vPv7oo+zH/fbuZC0P6BHjgy/4Jjhe1IR57dp7u2+/sQHIWAUcfKEuZQopBQJ1WP99QCI67xZp3oPNO8hO0NFLW33yad7LM/8T+qejMXRitPo6SsmWvKl+nAbd6FfBpTm5JJ/v8kEL02aK0QfE9AX9aQdmcGV733T56Mnfvpd3HicfKQ8C+hhcrDJ9m/qssldscQkuqxRmnnZGhPAlDxv36E/fZQ32f/j3/zF+EVYTxK+k9BVGDo4NxkWvq57FuZK3vBbcC5cLlnoN/zTelid6HSVniFGdVzmTfrjgG/HC//Pf/Hr3P/2P/123ftWnTpz8Wc3i+ofd6pT/6aef7v71v/7Xu//t3/ybzk9z3GPJ453uhCrKI+sP+sW8WaW++vrrrnh5I/43/Drko1+bWhghMC2jHeHT7omzguat9If7gdfytdBh+GGtU/ARWsbrON99/PGHoevsMJctkbsdaKq6F2sU5zoDIrCUN5dOgj0dU9vnH1hQr3uwbGRaOLwTpj2aJHHwEG+lS4w89J037Si+/Tis9N7W+pI67mex6FHvCY8icPxThgHOnJSGttMHBpyWufjqyrvVaL0k9D//co3K0/jeqI/35fmAyfdm6c+WZurm41ZY3rtt/m5FyG+fNkWVuJmlDuHPfnDhapvtvfD8LbfGHj68lZCMtfn6vurTiMrtDdgnfvtA4g9Yg/+h73wPKS9YODHP9uPPO8ij0FrvbmrIGRspNPQ3inhUxShFGbSaj8Vmm02QaXvCi+cuJkHmQG9mu8+0gM0eCCeawqvXBBcCmApYn4nJU5donGIfT540Sho+r2UlFMgIYPPs0xmChCCiDZbRM4esLo+K+co84JjYY9aPECJeQseFknAvQhJH5ykBJneHc5jLeBULApOgEh0WYR/v2bmOsJLTMC1mtls3eF3bynaWopyKGZciQUPU2cBtLs1JTl98/lVGpkYk1rmnc0J86qPuRus6HEeaHS9Ep8wZVYEnER1fyNv1eXZ0wogIQWev2/mMEmFjf5YMh1rYn1ldMXVx21nTBq1nvs2VY1rSZGRku8choCg/1ZpYODiqmUdnCRg4n0bDC19M+0UgB26jSpvPaHteykd7Gp5yzL0YRVuukzJignwzo+EnHz/OSONGTK33025WN2TUFhy+ziEEhPTZONdduni5wty+72m44HZGkIvAbUv5IOl/iNNhGqsj9J5Vnrb/5ONP4xOQdf7Z+hItDemDN5p8YOZTYXe+vMlyuKupK0sBr+vUNeVrM9MdiT60eJBDaXc52aDPfa7SHjXd0O30gtz8kVCaDT2zOpyK9cryKGa3RY9/JEnbTv+qgNbpA5xypCvjayL3+sX0ErRaBTDfKFQrDPMZ2vd9pnQOvhf+0Ax6IwBNTymMYlUaWhnlKq6wFENpljm5+JvP+c7EbpLtSBXNLz6/Xjp1EpRdF2sSx/CK8+Sn3TaQWledW9i+z8N/6+9EHCxtylBgK7PTOs0ucXKdOik7fSICxLSODWEc6Xsn89vPnkXhioMpPAODiZ2ssbHVe++9X0uSJak3b97KKJt/zrEsW4uSeTz13fgUZfMPf/i81qOLWfnx7nvZ6z2jf3GZ2Lt+OIxev3odfDgi2lkD6s7S9lE2pvnm22/KM3BqPGd5vTtxci/tezTTZWnOmO1P1NR6Mn1X3s8z6irfSnUrbNMni53iFI3gxfoJdEBMkVO8tL/B0fZOHO8I06GjLe4msFb/5LiYXiv6Hw1LkKMXwd8xjcs/v8qIfuqfKjoGBWBOH0bjQmGRWPnbc7QdnyZurupcKP2RPBG96b/iQOy8D11UyG/vwKg88Ve6XsWVV97D5NBYXgQGvBI4hd+XvMPPl6K2LGHybhz1hE8w5qcthOKxZSt8C9uzvgagflGfuTuA0YcACLXATMYd8JhuZrE1kLbKhzXXUu3nzx508zO8l0wimx2XnEwQfEbDgArzORvJfyXLk5iVHz9S7TRCJYHKE9gIOAUT9BFa8ngVIaayGNfzCNZnTwcpu0xd7wU5DQXWqM+cL7NztK78yx410YAtczrTUYLNFwjzIoz2y6St8v4HRKN65RyYOfMBI08sZ4k/D2xdY61RAmN4cK9M7MxcLzIH8fD+g90P6fwPHzkcJB7eIWRwMtfU5Izy08SQe9t8dk5b0tn3snlEIKCA5muYXYjwaSwYJzbGO56iEeQh3qoxGjGZ0MgRhYaXM6Q9jtn6ZOrn5LaXGSH4gDFaWlOty7KXtIfWfZ3OjOKAhXQs13uajm/OHtzdBSxKDMbQMlJuZXvSI0DvlE+QvMgzL/puf4so802mM1evVlYypF1jyjwe4YIW2sapdBkSoZwlEY/DnE7n3vKe8ZDPXtlfjwKj7XR68A7MrCFPdzfiNHXr9t2MQGZfdcc+anej8YtZcmdk9OQp82YCskl6eXXfg7bxy921D9/Nhj5nd7di+r2YjU6O5CzjoCbwJwHkrIRaKOnVaF6NNaKVEe1QmM526MV22w6aezhCczWpps3UuZaMtFX/waPytxC0zbNXgQn9YmWl6dzDyZSpUSXamMKmJMvbCgKhaVQkQR8Tv0I7+KUwq0/rn2+FJd/L+idJ0zdx/gBxe933ZVDJu/XcynCpgM/NydST0CIoH0WBOZe5dfSOVtonUxEMXdgX4G2DgXsVhgb3g/qWsyai+ngEu3e+ATK/WZrkW94x1vWbh0k34GJnmdO+/m0sPnGMjKn8RejsozgIgetB+jllUNs8jwnneYSuPdrB+vW313eff/ll/FDOd7XImdCUqSQnCR6LEvOHP/xh99vf/jaj8Td2H34YBeDKG13CFspOnzMagoH0rYBEqTu+CQCrbijm1957O+U92n339VfZ9e1C8ZhoyWOc4PTxl0ylqbuBRuyY5anrONsyu9T2edpZnQeDi05Sb3Oqg4T270RqGBobQeNFN+HKdQQ5WCESOnMN7wjbCL/Bj/2yjin1X2Hy53SY9JQWdQ4f8B6NuLLs+HnWrhtI4UUzIPGs7+CBBKQ+X+trijctU8GZ74OH9LHQm7r6EazST+8ZqLxfYeBoBIWkTIQypELRa1pwpc7ioha1VwZ+2IcFM+GyMs99ojSNPEQkb9oOoSv/SqPeFPaD/q8cYV19l3FhncnxQ9/1IxCpvzKSbeKTI1ZMfBVlkKL6OCueHKxyJLT8OEt/nVzKk91pbuCwPLM1byEh0GTlfYgthwNEA7Xp/5N0YMAY+QavSbj98o5XrMbTiOKYiG9eaVihwiwZzvIpbxK3hAsRIbI0rk6mEkZxzie26YORq2UjC0n4VddnR3Adj/lpL3PQCECljcg6L5PclZMaVNirh1/h2oDWGDqigPhux9GKEx9CFsDih+CUSTvsJikZSX779beBMe/MVeS9xizD26wAYzbKt9RJGbR35raluGBmtRhEKPPONoWxi5UDkMoTEJgNWo5mG1oe9jrXBEhXF0vIOIZpj+Cu9UI0jnu03tfpT9pEHbULYgYpBmCUr5zUKVMQ6oVpITs4IkS1b2HPM9O20YzRCfM871xw340n+e1MOfwQL3he7QTxqVMXq5xxqlOfjhpTX1Cja3D6p13Nl8PDs2fWo0fTy3cjI2Ykm8ZYM0k06cS1QiSPMgHApRMZrfz8k493f/Znn+7+w3/867QJRp1yW9DQnzoHjL6qsGottad306mSbb+7NiSBfytM+rSnfBNKE1VAjZxi8cnUgvbxdeLkbqK2bLSBgc2osln0z9CXGh6EKlssWMlvcGe0tlllkul08oHFfvwUskWrTMLwKp3g/QruF/z731ofcVa9UusNL+IsE+aCU5tq4zRG8ko/TN2fhnM0362/l+FKnPAjoT2v/vHfDU9gKL1uMQ5gT4TkLXhX/pLyKVDid596Eqh1Wf3wdafNbNl6Jsc4X4xfBcdXuxI+CU21nGyA8zT8zNy3aafbd15EYH9W583uRR/coknTKOawv/jiy5ZvRzybI/UAocBTs/nWx1bfxVsIh5rTtV24n3x4s3/2+We76z8EpjgpvZl8rExRdyEYCGwzKoVT/iym4Sgirwg6jChRR4nTj/X9ebfS9zt6i5K52lu+/q+gXZp/cTZ9fn9wEVTCNp640sP53AcOQvGQAEd/+Tj1zf2KK/7cJ7OUrd86Q2F915Z+VRY2mnMQVUfheQ8KCgBej+7QYv+5pv3F+2noKoetqhvJNMrE/DEf0Fb+VXFJX4Ye0436jz42SukMfIqmTIUWj/6KLFN1TPsUB3mWp9dkkTA0PDSr3nAKGT3uuhG0HbhMJyflVm/0UotcyqGQ4A94epXL0LD15m+VBuOzFPpKb5x+ERopbIFib3UmmjZwMDxz2ISpgzCOZB6nJ5elYBV+RSgkMyNfjgzWfI7apkoIABgJC/F53f3L521AmHSvIsw0FALADMwJOZvb/NWtY3f2BZlvRkOWdZ2z1Wi8PRdBE5gCEzVP/GTRTUgIKeZk21GOEANEysAIY0Ew/8oxxnaNENFRfvKxcxRhQVFwRKd+9CJz6rezH/mt/PQ5na0j2uDrZXaKQbAazdp0mjaPeu3aJk6H7D1ihNitEXVQdQ+S8i5CnFB4ApdZTnMuZvMXsxxIZ7MGfOqJ2OStzjr5eJ0P8Ri5Wn+djhXtrVvr5rt4tPG2W1cKIACWFceaPskSGBvrpMNFSJ8LTEb4RuJ2ugLjvft3s/PQD42H2TERyvZpBPGNmz/sHLBilzZmV6sAMDteuN0vPURci0x7WJSDFKqNrXW/cGFO5zJtQXmzox3F40FGVvUU7py8qYSk0yFq6gV1trkMLbyfOfN/8c9/k003PguxZxQRj/cyHigtXl0FLzZOlbtq1lDeeNvnXBpKttuH/QsBNoxWHDgZxYeye6QOfJi/Dq1+i+QhWLv41yVP7laZyUdN1t+2Xz6Cv0wtNCBo31WebxwAMfQqQKqUNMyxFCGd/vGT4AAdKvdwYUra6K5XOAFAaLMQipt7L6WroMjTYrADgz4RGi0qKGtpL1aDwNOsNtreKpbU/1SYOg4gP4078AFrmWWZ+lmorN7AC8zhP91XXgZuG2uI9zArKf7TX/317ue/+FkE8JWaKG2QhM6NBikjVrDgb1cv73XU810Et93hgr7So3nyzz77rMLqF7/4Rb69EydV29um/TFS4AenQVhx1gFKiArjhkNighJvKspU0Jdffp4+8yQntb3dPChgzPBgUWb1+uS3L4yTtbbCSns8Z3DR4F1+PcDDxy2eb21L5sKVVlz/ciV8mp/7pKOU6294iTot5ehJ+qF44Go6eSinomV4LRrTJwVx8Cb8yzvPIPGbfpsRu3YCVvPCf2bVimcDuIjSwITXbvkHZuXLk0q0yireEUXCUkLgeqTW5G8Y5V3pOKA0emi7ZYMvnXQsnfg0xQctY+qJk29yh48uo82Tui64XUWYvn5Qf/D4tBSN5ORV3y1cUVDCIio3ErF4x8dOR9600MRn3XkdZZOScDSwvMgGMc4dsTIomAotX9r96pcf797NKg0neT7P2Sn2+g/EoTulph0U/NPAaQyx805+cDpLVYKyE/GcPppJobBoKIt5JJ0rZk/C4Wm2JIWEIzE9ESqLeEaAYeIBMPGLkKRGUPXOS8HeQSKnKI3g2ajVfK9AWGKotFymZTvhIDB5iqNza/wzFt0FYzxsmdnN9V65HKKMKQrGOkq161saD2O0JErn56iHmDSSfNQ9ieA8yWjbCJIDVkgrz16D8aDRppHVH7MAD7q0De2cspRnpm4ZJn23bSXkKUfBpgMsnmT+w4j34YMsCYrVgbIkpJiUG3znBm4sNVMfTMI5yNk0P88bzgIj4dwzfY8/jOnwYtCh4/PSzZy4LLfy4Yin7s2YvK2ZPR/aDDoDe5YpnXa05axowCAeRemxxIaGqO4IjCJkxYC57zfjEGRd7NtvXK3jkLRlLIlbZpwytVd5b0xXtsuFZ9MqNHQWAvdfffXVtHEsBGhq8MiKYGvYWR6I6di2VtvbRIcwe/Eyx3RmK94YI4OjIExz62t6cspdNAX23q9PkLsF+bEqKVecxTjQnmfBpdp4n8Zjf2h09kqQft860/ZKm5WIAlK4/1JytaWG7bV5baAGVuH0qdmIRxo4mDBOl7Yu5rBVi1jgQZOEe+lDxA3WlXffb++2jEq3U6Oh47HWzKibMEqVEwdNUVAGTlcKPltQPXojHFKp/Ib2Wt5Cp8zX/Sr0n7guODu6SVp4o3ifTp/mVHn9+nfzLkwOzTCjo2Wh6ARxyi092IQpvOT69R/Kiyx3JCgwaFODeNXTmNttWnQu5zDYsfDu3Ycd1QP8d7/L+ezBKSb/zjtv5fdOeSEBjBb6a0+YSlaQ55miOoSnGYybYsW6cTeOg99WQWAaJcDv3LlThVWd0R1HWPdl+KutUhd9qKPp5GtU17rmz5HSJNQj9OFb5ac6sO/5h26FlqGtEsQRwI+u0tQNtWYme3V+1sYfuOYrviCdfjR9yXv5+i18HL4PZE0KjgiItluVnDyDofemQZNeFH8IwvKI4HxqmkFZ2nn5o4irPVz92l+3thjG1iLLYxsnOJP19LlJA5dClxVvdLvWzUtjYFeYA4FmoIwNfIOztkXiqfPgZPBAWakiIFH+r3KUJV/x9eVjGVmjwa5RT/mWCJ/PtI7BY9MEzVYVaa60aq5HQ5O3wqcfxklyb/fetau7Dz96q74VpkGTRco7HTxpby1EMqsCQITC49lhGGfikHQlc2X3srbaVo7xNo/HXDYSDpkmKqGVTmJThWfP4/2pGUJ0BDmBvioyFTxURtJqmGpsSVLkp9LPYgrTIXzTqReS+j2g6qCPE48A9E4YRpSqQ1YUCULqdEYqx8LwLZVyaIH5IoyBV+IwVwIqOzll1zEe6idPXAwSE69EO1pTxiHJS75GxdnSMki/cuVyEHcrdU+DqOqGs5r7U8kxu8zhIHvHLmY+PNvApINghMxUToTSwWmDrgQPc1Juaoqyzvx25pJtwOEI0lpKIowVQ5jZxzyRiyN1x9R0jktZ0vXhh++lvCgpRcswXvvKd143I+UzPOZjchwTanCdkU1HeIHkvF3xIlyNqDl28a5XNxRhs5krly9F2Dp4J3UILixhMhVwPRu88L5///0Put/1neSBMVmxgJUxL8oX05GfNvN8OfldzBQO05Z916+9f61tiwFdzKlq8I0O/KTpiWqpO3qIwT8KDUUvJ6el/e5H+WkAbH+YG2cWhJX/3hUnE+3w3wXT4XfuldlkrpjyxgQ1xJjNpzOjOVMT3qOvoUmM78ehuNTzOr+5afo/jtJy1Lt0bESS+GgVo50KSKco9EmpSx2TpWcKqbaBP/ChN5F9W+Hw/Xrn6n2/JQkGhaZYtc6+zIZGyaM/EfPdMZ6nNoZ0MsvS7L/eoJx83w+H7gcn8+WnMHjGxFvDjdGKqd7Swe2bmasmRAlEDG9W04ArEdcvt+osL0LKCWQchSg65hqVQ2GlPJ/OgMCo3pbAj7M7pCU/lFPnM7BCGgV9/sXXURSv7D76KCsrYl7XvwwkFNcyqmjnacNPXuebr0IEWW61B7J5mrIoI7/5zW/qmHcuW3DqD/oeoQ5GQoNJWX3lU8a+te3iV1i1gBahKlUprfShH/ItH/J14uV+4d4VDvCp9Y6STzgbgHhHSVZWoGnc1VbqAbe4wbxLwVvwvOL1mudBgzj5ZqiZQCk0ZahuZIM4xuPotbA1UegAPpuCsyJLHQV78CF/z2i9fAESNhy8ZiFqOeo/OVTYwkHepFqNO5EIzgFT3fCr1iPlaCs8Fo7b//jnqHvKzqX3bsBJIWmf0+/CxyrLFJC4LQ9wCYUjV322S6TTf/gIoAF0fS4ylgKq7ToYyJa/pg2SZQak8QOJcyYfpYuhmyvZ9Y0yaJfVp89Ct/HFUPd4tQSsyOHAvakfGlGdU9MIGYXTHC6nA9u846WGD8G9yKEbr8N0joM4hFhP+GjsmVGbtLmWqOLU0YqFuZSA0qBQiyiE/bncDTmYkFFsCdn3AOZegyMAyOI1/yoV6ZaxeY/RDqKD4DS0RoqdOrCbz3Q4Qk43ytXWtDaCoAFpAJ72jzKqJAwePszI/FK00jCwh/FYhzjwqr9faD0nEcabO/u7f/zxx/Hkfpy9mZnvmbgjqIITy7bMwXT/9jSUw0pORUEw/89p6Gn2ikZ7OiQLA2J0j6QpLXDyMFMLjvk0Mq8gy8E2r7LO/0y83M+cjiBHxMGD5TMvs2fzCTtcJb06fRBheC7z6PaMd17ztxmRvIoGaI7FaBwTs0SQyRsf0mkdf8p0XSLqe6Yy8/TOID+Vtpc+a3fjWV7iTn7qjCky60r3KPfOfoZHDI/icjfKERhtYIABjjVjmHMATp7BV/5pN1Mdl7OlJW0VM2NuH4UF6ehEUkwHZ0Z21jXcYAS29bQ+3VrvklTaTFzMdtLp/Ogt6fPJ+9JhYvne2E2jDO+2l/OYtDr5NsLIFQ6Aoz7y0aEJcMxQ3gcj9i2DXlImGBBRgpo0bWkVBAdB/r5ZqwwW7c1B8QBm5v101QT0og3tl658cadGvqpz/iaP1smrQ2HqeVA2Gh+BoU/a9zwbpaQd5aktXr0cc6ss3ozl5eKl7FgYTmNTk6fpj/DRpWmHcbmVp04HAVQHARxtq5RvnbFDZDTKtJ9Wm6knjmem3Sg1Zf7baBIW4EMbCGOiHT6wBJQSBzdDC0znx4/lzHOcMqHTTPcdVJH91rOO/Le//c+h3bH4/eqXV2ISf7fKJnoHb9siVwHOVE/7lmEDPxlVMKcNmYjBaDknD/h333snA4hsjhQ+o6L1T0nf7/RatDL5l7bybQlk5awgb3F+9Ev+i6YWnax4K90fu8oDnlkgC3sipTq1tFISV0vJa/LDZzO4waukDc1Jh5eucvM6IUioYAXr1ne0b+IH8nxTSAQhXp42OBE+NsJzFIb0gODT30TTz8PjMc7lqDYCnlk//S3pV9kSVBFI3pOaMhUYmhdsaqOpS6Gshm9qg8V16mFVEBoLtKLMfWTeKqPWz0JmYMUSHefh1B9PrlAPrAsmbbp4H6GtvtAzfi2JR5YGl+K/zKC35v7Alx6eeODIlGmUjMcZ3N65+6BtcyIDM+eSXP/uq92NYxnAHInPEx4e6+yRo7Pvx8uM6vfUTWXNiyPAegRrvDh6nY6QsOvW65xfTcj3XOsk4KTEbIDhj/km3wIMdGqzIRiNruMQitlWNQwAsU9HmLmWkFG+5+9GKIcJxPuFTMyduZugsAH9CpED6CNI1WAaFdNLBY+fzRaV9lmPQGFByPz3y5ezFh6RWOZ0797dpgG55SyPHr2ZLWDvZoe4vWyekXnrzEHGqLg7l13X3nvv3d2vfvWr3ddffb979Ox2apm66tApf2CLYE7D6grMyO+/92aE6+OMer/vvDJCFK8mlZTHdPLiRbzig8tgJ/ejdVKgzOd1U4XibgQ2wW3Zn+NFX76yfM4JadksI/j/5JOf7Y59+kny2ovH/be7v/rrv979ITvJmY5QZtszxPC8c+kg1GbDGFgMOLkx/SNSzN3ohuB21ZZvvfV28BHrRRA9a5GtC7/S+v/Nb/+uwpxp/fKFKxkJxbIQItdR2oE6hxcFMA0224RGeQp+BefDYwrSnrt0rnRBOy7DCr24jqevcrMGONYBDC+sOwKHANPWiC1MPSXUu1q63Nud0HkCrChECiyLilZD6vt0lU+H7tHuCCB1VfeDkFzzDq2pH4GHyayOSwgKYF40m5xb3gjqZNb0qO0gTFwwB054SxvQ2E9GYz975EzLQjsULPOcpjzgYMqhYMWhi4KXtD8KAD0Ei/hCy/OpD5izZX1wGlzGiZAJn0L58kpgT5ZT58AX5JnWYFXh/JhOlXdjGdpyk2NDWFzyDB42/M2Iw8P0dZHSG/NTa/QIZ02qgZqd2GdsXpV2vM+nIu1tCaY2ZPWrsDjUQKXxJG0bh+YwRHtI6KDSv/QAAEAASURBVGfnM6pBy6cyfYH5dkSUKUQnJLLiOSjGcbyPs4+7PnPt2qXume6wlMWUFSVvkHeqqkQ0MFegt20DfqZphDVFyHHQenOjL7RsVzk8UlBvvOh4BD4lt1nnHeFHAMA9vii84u+C16CTlM3pV9/tt01pEp9iJQ0qK5/Ns74By8Kig5dpHCjHB+TXa14s5Uh0AlKJTRqn3fpHUWyDwxmMgcHIV1sHuPJw+Elag7nAWnpz51v6pizDXabfZEQ5mcNtsCEf8Kpb+m4FZfDTaZ1cPbeOuXeVF+FvZU6V694Hzq0vhPUlBA9TdQ/tX4vXaiN5Kougre9XY4FXnxDQkv4+inWV9wjrExus+rY8esKnwWiA0icrd3L1vBdrtvymKbWMekwfSdGBTwuFr6hQp11hKPjMZmbdRTX3pmLv3o3v0r3voy/Z9AyvjkKQEfmJToueCy7MmQewYZLJbKu4tjHaZBowp8y8BZpXGZk/zxwsDdPWq8+e5R3Akm5p6At5o5EB1igiTOdoHIUwAf/SM6rpIbPkq3w/cdcVsH4TCOMRMq8izMSThzWZ4AS3eXAKhX6G15+Mx6jRH6bLc8cucMrciwme4xUT29lsW4sZ3o5X9vdZhncyZuVnaZRnz2NKzjnmT6NNX86Zsm9k5PlmjlD98MMPd7cfmJvO3HaI4YSRfzpiiSsFc6AzSv3gg59V8bG4nwC305lRgmNJjYifZ96CZhUk9qfTM1efyGELmEs7b/JjTk7NUi8NDc8YMIHLAhHmk6rBJ4FYx46jb+++v/Hd7vM49ATV+eI4SkKTCTb4Snt662cUiLE5bU4wQq7zXphJ8Z5og//N7B8YnCa3tqP95rtvdp999kXwZ04ydJF6wSV8yHeNPjAmTOLmrZvdSc6IQDnqZkRukxmOj7MKIPXMf7QjnvaijB3h9Jh3IbXUP6PBlzEx5Z4w5xRlt8OiyDX4qbabDqqjtbb++LT9Gj2dR7s15AP2tp7heIXDI0x4rNKTuqIr9TQVQeDq9DMikc8wHDA1z17X/VZmClCO72WiuVJa5CtP0x2YgBElJvIoZmFKqHAkZdHepa1C07db/r4fgn/79I8uq4bthxschPnjTEGpJwYLK61DaNEhPJwTv/nm+93x7HmurjO1JNbKLW2S93iC4P18O/jeDPsNUsSDD3UBd25Ds3BJeWP25ttBODuNDFzXv7+XZPZdnzlsNNq58vRbI53uEZGMKFxffPFF+uwHwd9eT+Q7eTl4jYLvJ79f/9mvarm7f+/27vPPv8zpixd2f/EXf757/4MP6uE+fBGd6Xdgw2e0c2qV544kA7h2YB0gIMTVXoTG9J9Jp88aHB3Ox8h0+nJwRrDAB7RABrQkyPdoLGVBbPESJPQ7RUD+4i6F4lAzJNrWBluBi9Ym1y1fjD5BVPEdYbzSJeMqAqrtFwwArOVNXDQeWAKfA6lk0vrmXRV5100peRHYKwgDr7StXv7UjB4YpBs6mbrPSHsEXq15UTTFQVuBoDCseoft91mmPR9D5uDNRfUO9wVlU4rRrZE4IT7WlfSnDkDANjQ5MM50ppF42yT51kq01WuKYnYfvjB1K0AHfSBoQ7d+8tAc43wnLwrZyD6Wbxownq1Pnj49igF5ZjdWMtjeA1G/kl66fIjfx/NXD8N3I/Ai2LOHQhC5VUBWJdQwW6ogzZSGmigpOJpHIHmRUTmv5mGqowkVwYfMEikplQnguU7+KStQYU46FgZfZjFD25ZZok7+zNZgwKTEXUQ4yBwCxeBV+JXRfjSVkE0K0OFIsAiwOLh0r/I2/qSBBAybs5VNYDirOVEs8idm9ye7H3IS0hkbQij/aBy8sobv9s3ru9vp9C+uXUueTvV6Iw4xmW/P/PYLiD+JkSOE57uTYcJM7BxmrmQ96slo44S5pXQcyIxMwWiuzJK4IcoZDdvXnEA+e/ZiiG06gyWBCAwzp+nWCS91RtCztCKNXfVziE+HsgbY4Slnzo637MssYH8ZBwkdyYEomFjPcY/51NLDN994q05wGAaG2BPzcq22nfZCbJbADXMO8WC0Kc7cjd2wnPvcNaMR4HOSFbwnrwhiO265OkgGIWOC5jCNrJYw72qJtDXBTmkk3NHNEuK+ew9++aEHisOJ42vkbzSlDFpxWhh9B8pnOmZoGu3oYOgQ9PMn17wo/rcX6P5PhemA+Z68ltkWHb86yZoVj9S0G+fANTo/KKRJ2oHL9NrHdGyQFJrQWRhhnuCmjGD7okz5EQ4ptmngUB85MPFF+GNO24jgp/BPf/np23lWZqd4knlpKf2JU6W2YWQAI0EGpwIh9Pz5o9LW42w+tNszRQONlBGZNdr+n4VP+FfVXve/zg34ZpQyuGiL9BZPeZH+eDsK7qPMFV7ePXj7foTsvwi9nc2+8H+TrXy/Tr+Lpa34mSlB+HsWerXfgvfgcvAPYc5B0+hJ+4XnxdfiXpSB07tPf/mL7BYXBfiHbKUaRfWtKOyffPJJd7izARRw4Fw1WLlUWvOpLhapBgJ65SNibnif5pJI/7F00h7vwWrzWcqXeH7iwIUR6MKTZ4OV9VwFqSXBrIIHiNXG4howgcY9gVO6bxnpEeJvwfdwkOa90i+lxTOlAn+OMW+znyTPJCdu8Ql1l9+CW5qSScpSpraTUjz9XNFK901oG0gTRBL2EU2Jcwi+5KO+VrgoQ5kNyVDdD8ftfXjCCuDAP/AvkIZbpp4E6OCSLDoVR25BHy5s+QNf4MIzgp7EV8WpT0fd+Yb/UrarAGx9GUQGGSpIMRuLJH459aGkmz72/nmsqnCAX3QAmkRgG36AziLLIr9YZ8F2LmXg/7Ua8BOLDHiW88s5Bb6Kmb3tmCNQrTOHWiClzUYzeh0zbGIMXmKy1ULVFgxsc0LXfA9xZjhfIuPQ04pvCKZ9BMDR6IOsfKMBqRBTW+uPyKIxV6NvfSE7ERN0iMVg5AEhJZRcpzEGyRpkhZrQN5jNXzOzY5AnT2SP8FcndvdiMiSoL+TM7SgxgU+H1nk4qmWz+ksngqAw5mw0wZngiHnw/Cybe/ziYRy8vth9HmF/8/qNOsHdzBw4ynZE4ZEcMPE4muyNKAFGpI4OPXPa0aaXKjTPZpvGU9kI5eje0ywrOF9TjWUqFy9H4F6KH0JGG86JZzbBCKwRP53lNQiLtkZ5oHTcvJUd6JLuRSwiSdGqV9OL8nQko/MqNTGT00TLMCJ8I9+C49kfoFqzzfitSw9ej8VEj2jeeetaTKr2oiaIHavKwSKmzMRb5cATJo/pBmnFG0tDR/jKz4+SoiM8jY/AvWzGwQLyds6MRs+It+eWp+M6yOPN3dUIvgd5P8JLnTpyN4vTHpQqhBxqdswNwa2zOGXudEZiRvsnY71gFnVOtR30zpzFDHR4zCGE7oq6gdxrbg7RTONtnXHRHswJ69l1NPShbZ2rzCv5lYEUxigWsaiouw4/AgQTXfSKroe211XHVL48lOHrtOhEHaFP06esiJveGdiVLV/1gSZ9yshPgGeK9dyLs59j2nzuV3mN9KNCx2sYc2dNwECfhKaUrS8qVzl2D3yQqTZb2DoVrB0fggPf0EZz/hH+5k2j5M/A6l0gDIypW9qgKzwK4uDDHOZYPFiA4oQbmrGqxo5uH3/8s91HH30UJTRbWb7+P3KW+h/Sb0OrsRBa8fAkFgXMD2+FVM6cH3zwfpVWSuJedlqjdJVph6avpA9bjkZZfP7iwu4Xn37crTLt494ppuCuo+LkNxYXbT/0oB6m9joyD//koEogolu0N304DD6WDlOSeEY42lzhfwulgbTdGnF67R5hvI65yb+BAV8b4WIjEYKqA5qUWX6Y+Jpd2cfCAym/2rx0kzasoEcoCbPqYvKCC3HG4je8uOWLmH5euJIOXeLHmh5vBrc+AdHSg6FmajDE2EuBYSm1GmFo+aD9T0ZJgoKJk3gbTikRrA2tQ/I+nRUqA3/qlHqiTYqsez2n2Gkd9YlB6kEpgTNlBKzCON8HbjwFbbNsQvTqL803UzTLqgbflpWeCK/E09TDVrvlLVJueMhN0DC4bWnFV/CCDpKG1Q7cr17nHI4ohsqBwyoBqcVKrg+bhi4uK7DRTPLO/3ypTKLA2tF0Nm6L0gXfaW+R8IcDtUaqomCA03h26aJtIlKMk4A+EZPnOIpEA9sqFNJJ/06mmGQKULUyQxRWxsljbwiiyMjr6SDKdB9gICEj/ib2Oo0siD+M1ZPR/RDqjBa90wAqRfAYUYTxn4rQvpCRatY+37lrvXycuSLQT8c8cScmdecMY76XLp2NwMwxnE/iaJb5M8IC8zh1Ks5c3bc9e1J/HSev778NHmZO8d6jNGoOFjl97vLuxRFHmEYjiwnkWZzWMCMMheawl7yOZZeet0+/kbOTcypS5v6upLznb2dr1Ax/7E2u3kwuRpzq+DSaF7wci5DUZufP2bQnqwcQUpQMG4ZgYAj/mfXyiUe42kSHlsdcbcndwzDe4zkd7vyFmWYg4hAm4hav58eHib377rUoGTw4YwLMPvbaGy5Hm4Vt7edF0exFOpg2mo7t+VmUM21r28FvczymNOfPXsihF3fDQM9EQeF8dyxWiiupD6UmZtN0Wl7EY9bl4EQAD+HrNJgu4mxnTt5GMywpJ8IIKEwOV/k2HsjkWaijjBVMcFhhu9EO6vhTYTGEP/a9eeRDUJYf+pqOVRo1XmmdMzIOM8TUWDzATfAdpB36lT+4pJ37ubrHMFhrgtXiFu3IE62JP4x20ougLxAi6Ny3g7AxmYOs+6lwq0TCYbhEY+KUH0XkVfxJdF8jcy4NaLK0Gfi0EUfHv/pP/3n393/3X4YJJc+wutareQc2oThNvv65l0eLz+dAHDqZeBTEx7FogQyjPBn/G+UIV6IIGjVjfL/+9Z9F4czJZ5keYuX5/R9+Xzj//J/9Zvd19jhApxQMZTgkxvz66+R9IYrpe3E6e+fdNzLXf7XTFqauTK/hZUz0psNYHfnL3MtBQkZM59L30RkBiu/JGN784IQ85oBb3KXM4ijXWhDTuTBtuLLlLysdOp92QqWpf+kz8C7caP9iYeGqXypsKFQLX4PHwJLYdRpL/wcPxYcyPFhNTskP3KxVhEidXBO3U1VbmTP6HAsPmp0+hhYml0KQfOqHUH4RIe9TaEU/D2GW5ik8Y7UIX0lbtc2DLzxGlQL+7ljmfYXDdOgNHr6XwU9UrnyUYHBJABJYlIj2De/zT3q4NMJdoYI/dRsqOqBv38XPnyQOHQ4IfWw/JLBTDl6tj63v6lgBDJ9pp+IsH8vP1U7c4EV2g6PA2KeSxZS3gNuu2ojyoj0AQImo0pB8Z/AKsclxA9fTWCKCk5QFTwL15XXy8MyxmYwbUV3OXjoEXzaNSRbJvNpZco1sSEOGWHKPUfU4vnSkhzFPdzK/yFHsANdKJj2tFdEB2jujBxpqCREhA0pl8vMOodYRC0omWfqKfEIF1Qncq8oExOJDaS63FfJ5EMfPMYlHrcNOQ9y/n4X2Ga1dvJiTzn64Ge/yU9Fsju8e5DjPb776vKbumi+CbKYLsBDuOqVOfZED3ItHdYQJxDnL/FE7vP3Ub922Pv12Dom/vTt+No5gKftFGMWDjOSVy7R3796byS+HkOQ0pKOxfWgAzoJHAt9ZDRGz+mwCEgIN3BiVzgdvfmu7xWehMIwd0TDFWspQU15waHmNLVUJOgxLp5zzqMeJTEfPp25MYC7faNo8NFzT3G1bS7hiOlHRwvBojghmOmTNge3FSSBR23uImyVCxd+OU5T+rSxz57dMH+T99Ww0c+nS1eR3MqdXXexOgpQOjPTEiQuN8zR4NqIZoY2ZONvcASxRjPKrktSO9TqCfzysZzOgo1HGHnYXL1aYwVnAK4wFM3+2AOy8H9pZL/WTUQjhVfo/GXzyCx7Qd0No5QVGG2uOAKemo+B/GHdf588Wfz16E9wib2W2D2xFz/3ggD8KE6938jsMX9+l7P31sTpDi0l+6uLfVh9xhXlMvK0s8b3DQ2ny+lFyrPeveyZA7aRNMR4w/O53v9/9uxwdeudW1uJuuFOw+2E3Ctp+uSjAo3z0d8/OGX9OEdxgtHSS2dw8/OmYFr/48ou0izxt3nSy01UfvH8tR4Pe23351ZcdebteuXK1h6WsUY4yTkVxtszz9p3bu0dxwjyXqTFLHi1Rcwrii4zcH5/JcqcARcG3M5xpG0tUWYooY3wC+K7YywLuwD1OSalpnvEIplYWM9aJ7imRsvXdfgst/+3f/G02rPmrWAQ+2P3zf/YXUaaVZSRq1BnBWboxElbPlBH8tr1CW3jtart8LC5e8qlJ0C4UeEGXRIrM2X4EXM3iwcGMtO9NmYnzLFN12nsJhfJceSUrcQnz8lF54rlppyoHCISJI2lzFwDSnrFoVsHAZ4ObpUzgmd3TPXE6fZY6EfQUdHxHDmhIXZcg03YrD+cpjJWB383sUXImfI4QxcvhCW6kle6nAeVr1xUGV4O3JB0B7GYL4AKPn/qrM9oRg9OsOhpYqBc+SU4o23swgXu1HzxSDCgB8lntBwYm+cKS9+XhGwzwJr26wU3TNf1qZ5UJNPhweKamOBqYpcF3DbxYZKU9Fn+h1QGVtaeBJezbXOqAnIKsy9ax37zy1u7G1RthMFmiEdf5R08JppjjsuSqCEklG8rwQgNJky8pagDBrJ9lTVxNptEaAU8jamNOSnAVKTqzegQuqRtveKgK5jl/vU/NCnP+RvBBTgjPqCiCVz2OBIY9zl4xlUlJqehc+Z2cSfzFl3GGyX7NEcCvgtg6DySd0eqpdH7Oacy4luRde+/a7mrWQpv34Gktj/du5ZjSrL2/lWMg72YtucaGQsrDV19/2fqfyAlou6M5lCGbtcSZtaOf+/cigOIEZoRgX/ExrcfyEUZmnu90mMLxHG8HP6GzXAN36mTfeMRE2GIMNhowInmZd/eyYxpGZaThUJTbt6NkBBfvZ8RtisT57K8zr3Ip3uIOMOGdz8SOkF6QKoglSMS4WCVqngshWxYH031GeO0ts2GHeW9Kzdkwww8/yFnQmR44dvT07vs4Rp3NEaXMm5gY5YPZ/UycDI2spuVGOGm+0TC1l+bUkpmLDzMlyB9lIw/ECTgMkOLSzq09I4W+z/K7mTPFAKcTyGJ1pnKm5Ide0PYaFXtsSH1KR3mYkg+lXb0D4STIHxwbiHkY8dWO2o7PQXRGDNrH/TxLSCCjy8kfHvdhzDsfxnQbaHKv3Y3u0BvGZTmm+BSrHzNfzAPkKi2jyX/u5m/LKdyTt7dT1/kLA0ycHQWlDPXzo3QRVqGwpLAq4EW2I/19VkrYT19fU5a2SfzApZxpP5VRxlzL9PLtarYBfitLOzmyXc/+6erX3deyhwUz9/vvv5+KhyH+2xe7m/EtcW+7Ss5s9ltH95Y6OmP9fJj86wjNaOa7Tz76sEz+VGguico8r165kOTPKpwJccL4Xkb2NgSxpI7gPRql2h4a6OfWrR8qzPmZdB8G8LehKVYRJHl2ZRJlyue/oh2cGmcrTv3GJiSUTIrpvZwV8A//9Q+7z37/bQ+r+tWv/iz90BLPc4FwFGCZdootsJXGA7221N6e95VGOG6b5E8CYe77KAQBLAFfwIOFUGidSfU7KexUSdERfz+kzFJv/mhnZU0esQrGuqjuyyO/ykzy0r71GE85pkcKR/jjcNYpN9mUFgifcN+WL6/BZb5t967qqUx0R9hYHy0Q6GjmcBBfXKs5yosCC3hWP0J/zWdLVHpsWV4MLOohj/ZJ5cf0RDnIbfFj0NmQF3gSc/eRbKedYloWK8uCX9nTZvBfLE/a1nmWV08bBmfhp/iOsptekv30udVPGtRBXpuCFQWtdQrNNa+0eflX0l44zgk0/EU7BG+UH22YT827qs50yDDWvpVthCEPxShWF7KT2LX33g/xc0bIxgpZwvE09w9510bAGTXRWFPkJEesAcBRpG34EOE4PmV+Jh1tldH57VRC46ta2iWhrGCYBFrOu1Y5HxGBRlxa0CBY38c8wRZgU7Yddswr8Ly2t/y5OLmZGnhhl7V4ldsgwlKDYxFyLxI/+IgwzHr6CBIjAgFRPYuywinh0lVme/NoRrXH4zzzKA4zN7O5xPXdN9/dqjPbvYzIn2WOy8jgeITzxUvxco+Z+/2dTS8izYN48y0pbncvS3vu3rkXBmEuhtNZHMUCq9EBovWzjE/9XmV5IMY29bHMxVK7wUvGPI1D0FnrzYHNiWbmXXjew6z58GOZ278Sk6LNX6Jnhgho40YpGAPsjiBf3ufa+TUHiygdL80vjbyNcHZ0aXbLyugbg7h6+Y0YGLLJS+LcufMw9T2aecgLWb70ZvYQttnG5XGQC1Fr4xJoiquZT2Pn/1gBonFXC45gjgenTYjMlaq/QBlcTiQpLAT8qge1nAyzfhZLC7rD0I6l/p2LRTH9P+nVELPxTlxtMF/kfjhgJGL/OIBj+sePU6ER7cdxakBl3RmvfjmAadWhDDd9Sz7Ceu+exi/4RMvXcZs27yzD1KHHesEEqU/JA6zDBHPzo7DyXgqMMle57Wt5xvQm5H7dJVt14p+wfFd8kvZOhJRgROuwlWOBiQJdZpMMhn2LOzCBQdsyL3KqfDs7qanbpQhl+/mjNY6i165di2A9u7ueQ4yMMvU/R5dy5OT0aec3Ap9XOye1c+cuRCmwI+GNwDLWEAL2QczknnmonzunD2ca52k2OkqdjGasKecQO0qlabVHqdPtTEndL0OnEHRkjNaiQBEsbbPkRHg/dzBTRvB4HRzhFR2Zd45zRqJGd7/85adVNP+f//Tb3d//l//S+jmk6HEsaPp4za1pN9ZHOLMFtL4U1DRfuI6oGwKNwFGWBhJXi+OzhJ9nMBLWSNZo2hX+ljBJIUpq+63219avMkDg9a0/z/tpR0qW8tS3Qqj9adLDoxMPCb75qUO+bfm3nOTdeiVubvodLPDoJ75n+Q9uw9+SsfcVyil70W7zznvwqKuBT3EBfkpN4F/1nIFGcBR6k74/9/m3gnfiu1o2Vgtly2OmDs5zz6+CID+RdiSA87pKnDwoSIIyKpwjY+Q1IfAnXRXgrd7gN6jFOsG9ua40ep/zboWVj2txFXrAK9FGsslv6lq8hz5rDZM+xRsopGKFVVuY7GiiitECKEFiNuEse3r33XeBlfTxHH5hniZe4VnS1F1z0jiA70gvsSrY8wwwxI9IXHVCJiqCl1MIk3CBBUzKko72VK1LJyGsNAriAHtgIqg1rITMFQQds6SNJVLnNnJaOwlSsWhZvK4xWx7ckfnp4I+qXTu+8vjxbFyQeXIaHwSrgwb3szzsZua+Hj24WzOxbW15f/M2fytYuHLVXNy1LAO7lzmyH3bf5dCRH3LWuXRObjJvdulyPMdPvsoINkwwnc4IY3eFg4/lcHGa2giERk+zv5d/CIowPxvNn0bIXIWRa5tgNLAiJkQfWGMJOB/mppPVLK0dEtPpZXsZfQ+Bxawdi0p378p7yzIce6rzP097PMpGM+qr/pp8ml39s/QrWAQDpgw39XQOnmmR5q4xYcvCzHVaNkUAX3hyPmXlgJ7gXIcx90kzrpKF9nWGjGQo5W37wLvK7Ml4vqfO5VwBAGzLPP8i7dW5uaSnKMANGMHmpw5oTt7N1EdBue6367r16R8HkbaQ28LoT++nI+lcgTrlGTFEgGSeFf09f34vZfO6t1nRttNY6BxNq8fqtDMqGJw2ryAAzcNrSLgddDE8myQpe/wy0CamlLbXiRPUe4WV/3rX/Lbv61vxsBJs6QmTWQMcxTF9BvzMghiFzZb0P7gVXNED/Go32R+MjAYnU6cwyXwkMO5Ewf397/8hSsLJOHLeDy94XGGuHlZ2oPcHURYIXcL9ytVLEfRvt5zr169HiM9eDfjIhx/+LOVOX0WblPOvvvoqNP2k+0BcygibMH76NAcoEZI00cAY9MdCpf1i4QhMT2JRu3P3Vp+PZUdLsHCMFZHfwzoRT51nftWySzxDP87ytuAIfs1valuwEOYU83/xF38RZeOH+siwlFEwrC6Bj0WnlRWBCQ7RQwpWVPHrFt+zhSt49XzpAmKf4duzX+k9cfwj4PQd/5Jt221NE8h7n5dKt6X3PqWOQpH2pozKU96U48KcgglzuEF3PZI692BPtIEFkvPMnwCgVUoTR17ws+B1792UAbdTJ3X0X2gcNKkAzymTZcRzvcWz5tq99+RIoGr/WX2iifJnWSRW+SufvaQhkBVXJT9X7Xi8A4pYM4MDbSvConvwr6BscmjBpD/gtaJUEUodG/JCejTDZ6gwb7hwLxy+gkl871pukH6YV2i/Tn1VgVzThBFqoYfmkyyzaSnAEcN4JbaU1ER5IhGKJ2Ont5kJZxXmaARwPuuvO1LeGmyE+RAVIljCmbPX4wjzcesfJydON4QwITTrqtOJMuJiviVoyDlmMQ0BNdWeQqh1JkilIcgvOJ3GDwxdyhUPe4eG2LFnLzWLgT8EnrrE8c053ZYH2KuZQsHcfD+aeWaVEy9WhsCzCNmVE9a3OX6Oydlol8n7+bMgOI1Oe3vj6sw3v/VWzjm++cbu9l3r/Wxu8iSjg3jKc6aJidzI/zQmkBHHqezWw9IBhvoLhAjggjC3FIlQuNNNMixLSuOqoPqnYc0VGq0wAaE0xESoUQCMZtPlSoCY8MMszcOcbHHLOoElcK5zBr0OZ8Oc+7EQPMoOeOC1las174SRVQtgKbEH+ere+aKUYSTPQ5U5nMkS08dcLmWrwWvX3unoiAXj5ClL4ZI2fgN+432J0qKs8cdQTsFVylZHQjLlEQZV6EJDqxOhgzKsXG0n6xl9IVI5GOk1brLq1cstrDzW8/+fKwoqYy0nHdgKbWDrNE3gyG3aEpPKhi+xXBGGcLC3xxI0CurqtKtzLhg8J4uEdMqG9JsII1uNsrT0HIJEIICeZXcyfVLdDwf1k/+6rntxwHoIFU0mHhNsWEYjmO9EZ69eJHb7O2vOzE1iMOYvnRr293/3TT5nVJrtSUHbfA7BAk9BRMuYglKrwD3TMrPXeZXR0LXpCOlNw5zODof6GlpyBClFiBle/e3ydys/+egn+IjlpNLa4tU6ciPz9yL8pVFh/ZjiGVDDN/joZLSV6SYj6SQr32EdE8+SUOVgwpQWox/CXNqIg1YDY1ceQQdu7StQAPCvhsThbGZZrS1oKf4EudPZLJM8kTzt2TGKD9yjW7hSkPZMa6TQtQf7+o6ulK1N511Lm7h5Dy+TZ3I5FLeIkP9GANqmI0pF+uGogV/eYKgQieLmWTx0UNoXB5nISlzjqK3NF03LL7m17t3kifBNenkuwS0u4WqE691SElq8mgVO9SjtJq/DNA7OVTeQC+JWTqT++ou8lywavA59iiuv8pvkAx/Te/TfqgFJm/aeT/ncht9wlLjBqfrBy+Bqu48sXHkpzwAJb0QPdTpMfINNfKnz5cmj8VPm4XzAJai3+ypjoVf3nebOFY9YafD8+hgk7y3L4hqNy6M7wAUVyRLUwzQ1JcYfNGYEifnH6SsAHz1i45eMPDIveiIaNebPy7oNoTNrlV5CmP4FUTRljG4R/+xXTgO2Jd04lBipPo8gd9XgdyNkmRQ1PKcEJnv5drSaTmmOuGb0IIuDHu2IsH0SIXY/WzQ+fGynsZjHMz8WO0I32WD0OJuzyM8RprEqvIrgt5YeIbzKiJ2XNRzQvE+HGV+6eDUOPw4ieVIz9v1s+Xjy5A8BI9aK1J/3/onT8QBPOZdz3OLFbH2L2WHkHBNMKdioxc5azPOngq9jYSpG4hdTlwBdgqJYICiKAMbH4/Z516UiiDBZJnEwMo9HsbDkrFrc1gmZMa01rE9ClAM0u5eRh01xEIKdtDSNOchX1oynvOdhZBSZ+/esf1XGCCM4QRTyJ0CEarwIhZky270yMXb0qVxEq47Hzu5+9tH73XTDlq+vsmbi1Gl1ZoZmtgrW6rSR0tDIFuCyDZu/Bx0GLR4E78Ubp7PgLErf/UwnUPx0Pv0N8a8zm5tStls2LQ1p59U6f/og9z99hzkIqyP16tUGP4FhhYIpG7mjVUKBD8QIZwolQUFgj2D4Ud2Dt5qz1W/Lc/WXY1kKSsgQQoROLSppjyVkU0ADcApl8sAgMVF5+S24F7anNpOugje3i8nr64Uwkcr0k56yLB80xDJnqSUFigOmq/y0S4lrsjUmCECrxNBOcEg5e5z4FFGj8FrWks7BSDaGuZ9Rua2PWY+USUClKsWNbFm54Fb/MaX04nT6ePxPvvn6m93X2enw8qXz3eufmR0zfWrP6qTv6CpLMo/Gp4MgwrAfpA8TsvCs7hRVnsEEuF0qNTkTdDXw4EQajFI1bUAlX7AILE7B+HZNtZOnd/qHKQS4K03US38Tjnm3BFOyKm5K33kv/iC1X3Kf/BWYwrdL3g1uKwzzSZIU2jzFb3tMki0u4ZFbQ+vclD6SRH36cy++S74vmhHX675zzU8S/QyP+2nAX8oHgk/GEPHQvvRVOPKMx/itMoY25KQdNmUj98VD3ornHr7IF9eVfiki613fp/Hw0QlTl5YV4LU1PqYea46+PDVp2h6u6aPHM1WL/lc58jqshCzY8GJ5y09feLIXZTV8VZ3JN7xTXDhz/zI0sOrTOgVO+QqLz7j3bcV7HX4pP4544Ol3NJtBqPcLFjQ6tN6ReaKBarsAABUjGBVFkDrb/XgQG50fzehyHLjMFW4aQTLXUTGnNipzT5DiZ4TZUWa+GbEienlb4lQE575zgWHSzPcq4/SvjuajCDxPpe18tbybEY7KyLOboIQBdOOSdsox/9+6FeUjQpPQPwGO0N9etGpbk9IL7kYYPH+apVyZMrh//1mEf+qVeOC3QcbFjD4cgXoiVol792348ixm9BsxuzPpzZabJ6Khv07jc6apaTs7y2HkGPDJpF/blqoPK4RlZSeNggJ/GWaYhNHCqYxiebQbWdiEhfJjY56O3lP35/GqN3pGGcinJJT2kS+8EChwzuR+IvvQYz7aggDQ8XjtcuyrR31Gy8eDDBaKOvPEkYWANpIwH6oTGhldzqEyLB2rw8F3LSHBUU2KETQ1n4dUCB3pHG3KUkDpKXNM3BmlYnphjKgOaUFAgjScNzCkEjFOOp/67PsSBuoxey0fKV18+eVXhf/kqfPJYzq+PJu8HcJDnvJRZ5G/b3DnrqP/RtkKzP2fDFuUwiiH5Om+8OXe+teWk3t08izb/WoPQd9pWfkGOvepeUGTh3SggpMFJ0CNGlpOvmIyoilPGDi2zr2eE2EDs+kacfvmfuXV98pNkA+8EtazbSQBx2Qc5TzwTPtEEEfJ5Qz6xltXdr//3behJUplaDhKq4qUucsSjCzGdVLMQ/5PSOuHoRlVYDoU+zsRqOjLlNHaVIgJEZzM8cvZCY3ejbAf/oGPOB/g8e5m9nYw6r1w4WyWn73bfsOqZU4cT8HUmUvNUauufqIP3Ym/B+WccxzT5ww04DLKYtsqsCZ9WHHesWylreA2mYCdYNLf9N9TgfPUBf1qnMzsSufe/Punn35aWKXrSVm5qhtFvvSfZ0iEorwujBi2+AS2uECA294nHpwLJaHEE7XPibsGU1WE0FMTi7xoDh2lnqkPKpq08pCJOM1pfUi6/G9BXjU3OfZX2t7KXm1cfh5hxrQWjMmsuAK73xJGi4a9U/Sq39wrU/yRD/Iun8zHwdT0gcbB/yBEnLSj7957FjxLu96B2Sd1MSg4DP6UCcbAtClLsprMBn9kVpU4gDakrfKvykTgNdWI5lhQKfSjwMAvb3hTmuH/SQeOwuBd4lE+5TsYnjYi5DudkOYy0EOPQhU4MFJQN14g7ataJsYastc2blFBwVZpFLMOU6fJmBs9nl23HD2o8l3PqTEy2m1DpZLH7GCTEVg7UTpVTQwIPkJUZyyTCIKTKABFCNisJKYd4XR204ouFyhCavn4RoB8Gu9RlXU6k4abjpcRfObHmNwgUkcJQBViyrB/+bEwpMilMoXzWUd6OiNEQu5U1oaf2Xs/I+g36oD28F4694MXOZf77u50RvInI4zKcFKHi9l7nPf3pcsXo82/WXOgM4+/f/F9lqDZXnJOcXv05HY0/QizCGW4OEUJSJ27o1nM0ATpuTMR+FEqMAO7wlkDaxRhTTfB2aUdCDJ5WmLj9zKjICdXafA44xYvJTACMW2kYc3boL0nESAvgieIPZvRDssAosHI2skrRBH7CAibuJjPJrydUX42S3UunI8jG1wmnIpwPx1T/skTMf2Hcc5+6UOIw1QVNfk1QeqNQGdjDqNJZn8dezojpxhKWp1dItRtOyu+vYQbKX/HgzcJ2uOGuVZIhKEub01TBsq/eeNO5yR1PgqT/Q/aaYeUBqSf/FWe0HLcp5MprH22X/oI5IPgQYTCJO3Elpe2dEwts9h0xmS5XwZhMnFmpDAdOBhMZqsETHVj1Fu+Cp6v0w46MoUO/keLh7NNyCfKgqdEsIHpHdj+VKjSkDhblYZOIvRO5/wBA8hjUWCNLK1IwAx5fmsHzpMffPjO7rPP4m0ehn0qimv8I1vnTheFueADyk9LD1MMcYZE+w5fQI+Uahail1GI+WXoB5QV+64DG++w1pu3N893pwiq34Ns/nT16ukKcoyTQ1vIuULcAMGyMu/h6mim1cByJMr2ydAyPHKgI8ztwcCq9sS8aRR5bajvVpEP0mBec+RtroQ6AZs9HiisgV9/tAQTMz12nlUvPGird/NAF/mNt342Tso/p016h+kWAS3EH+00P2UaSPRagZKUKphQnOaDPMSWcr74OkHcoT/XvPOTWW8mDzHLq1OO87JFEbQvXoooFF120fc4Wl83T+XKcyCf1ENJIgfnyut/sB/8Jtk8D4yy8axsfEWOnmfkrT/5PqUPD5GHsPJVjoC/rTD4UQH5rj43aWBsDT7wW/mAtzDvYyLp0m8DSd78+Fp4iv+p9yoDb8NTFsyjSM6I20CNPPHOaJ0MO9ym6JViWlotvENzaEx+MRa1XfaFeeiMYoAXtK8lv1eRG6+0X2kwA9Zn2TWLjE1WrcQAOihy4pPR1ZGYcOy8hXEmrzi/PcloNubgdMrkmXfpMA9zyEYyRZRMvxBNk8YUMAi/6dAhpuQL4RyamMtpV0yg4tL4Icka0WomAQXx6vS2nXUwSLfOy8i+QiPfzJ90+dIz1oNsmJLRASetc9mT4EwUhRMR8EeT9pQ1phG4tsQ7EdOIne3Afz5a9bFYHE6l0zLjYlA2JzkXAW/U+lbM3m9k69Pvr363u5sNWYps0w8Pczxsyq6jTywXT57GZPiElj/dTQc3wmfq1sHPpk63bhvBx8s+G6tcvny1Zsuu5U+9mSA1jLXpNPxjOXze4Sp5VdyxAKB9+IFfREbgmlt8lF263rgaX4asGz+dOjrvHFPcozSlPtFzUt/gMVSCKDA2O6a1nMCJaJQ/c4IzQtvvfEGS+0XU1YZTdpla0gppwoR0g9wwq6MjeSLgF2HgVQyCRwoMujhxPPULwYMRZ5ZXitATZdTgnTL7LnU4EgXgFmH+3c28Dx1lemFGtIm3kiWvgzBw+5RcCkudVfp0EOu/dVeQVOZQAJODiQgfuFx4mis6HkZPsFJAnE18AOBBRmCaus076f3QADO+UawRI0UIWlY5KwdQHXZy8l6eh6HFsA4L+FWGuEbl7XNph7hwRRGdoxkpZNrodBRR/fZJRua//s0vYtb+Ng5n15PQrmKmE1IS+FJGWrqPaM3NwOqdURKLz/i5EMSmSLrzWuoYkbrBMfyC+d1o/Msvv6zvBjjH+dL+CTGjRxCzELL0EEQV7lFotYm5d4pD91XI8tDHjzJlFye7h1Ecxns7oKdOL9IZWPpe57CY3VFm+TDa0HjbK/RMCecrZCfIqUfyjPJNgTTtYWAyDBTrHzhYFhK5eRnA6O+sNtKPdSV0GSW7DAdaAvvkrYZwNoJJfn2jwbew4rUv5LMY6x04klXKzTv576dJW6aviQdmPEtoHgfRtthz2cdD++KhSLktDaUQ+a2yc9eElEx3zXu7guufCi0P4LCYfgvGBacyQp0/yrP5qX/TTO51mJVD3pUXHMKBGNAouu/y3C8zzzDeZ22YfyARtMF67yrMwGjq2+eUwyEV5R/jea55TduEyZYvpm8VTzFgseII6rjyGxmyDUTyTV9EJwaKLDiOQO3Ivzw098EnQU7mucd3CmO+SydY6JRLqhLgVHw1VL+mugTw6dNMSEaL6buZDz17PvO+MeMy5TJbGUG7dr1lGoR2ocCFXMtRzHlVyIdQaC3unWz2zGg0305nCRXGboF8DFJqN8Ai+nQUnuvhCe1klqN1X999ghlvVIynG8YkDxq+E4uem99IfKb8B/c5msV0d+d+7uNs9iDzuxEKPFo5gKWnRYN/mDny7LOeJS6X4x1Lsz5llJ28z0cZuJ/vRWjq+SRLo5gCaes2xVB/jmePw6w4kWmw5zFT2mXqbg5zsAZcXQllB8FcvHglowsj9TMR7ufKhJjqT2Zb15Opg6YxR4mQjA78pn3GXImhKfvrr7/a/XDctrJPd+8k3bStHj6mGsuNjLyPpo6vglfzvOYin4TZPcx2t48fPYsSEFNqvPS12zDKmTc9/Xq2VUQPI3BTdgog0IV1vzRG79otUrY1kfaltsMWZyeaKPjrzxATOZM9pmbUTYmoA0iY8aJB9NP8EGZyBdu333yb0fnN4IXH9RBxEuRbtGQVTvC3Wnc6IoLHVnSklW/QtsUU+yA09dZ5xT2cXzKYiHnv29Kg5b9G4KFCTRZYRltuH1DWlvSgpIFvvk8HL5yJiMEk++Z/OL77dt6fZKa8P5J9YRQfrIcF+spjFKVhwjUnZy6OpYNwX0V4b/TM9+PTn/9898P1eI9/caMmcvsHaC8KG4WjtBFYlNctQylfsJGrdnoj68o5nH3++Rezq1usZeo/TGxGZcq+Hzr5Ns5tN3OWM2V+LHJxlotZXV0NFuofgrwDKL7z3fXvQ0sz3w53GOuRI5mqi+mdN7y2xxv0LVskO7CCde9U5uD5eKinsgmsJQD3ogwT5sUuPGblCwVHXcTFaNEAZc1zBWni+UdJpVAQ5tMGWjV11RZaKzDC0wrwPbQw7S/KK3P2WxzfGiapxFu+B3ksxj9pQDF4l65tsuW1vk+GKSftJ5QumqoPQNgP2rbCLG+UKM2y8qxI0h8O63nVwTfvhu4CX+Pnqo/rkCnRP2GlWfVez4fzdF+LQkTFj4K23wS6dIr5afoVXx7r17w2herwdyA1n9wseDqQ2prE/XqPzkovyi3XwSvwzbkaJFLMxQ9KOy0En2pdGONoLo9Xr6NwJqtZjuYZnKwUh/lKXniftlh12LOGssDpHKsWvSLAedORWHi3c19zbOruRE4u0wZjYhgtgfZsrtupYzQLy9AQu1H0uj67R3jOKEyeR9IRzmYUeS5OZ2cz8p/d5pieA3gEF0zYc906vSMRRsor0wjjeaXBCp6PNkjIKDzz1/YYRxuzjd7e7qHjRtNhoflhDliwo5R13jdykMOjaPgZY0Up0Xni3f44QudRhM6jt3fPunPZ6QhyIzAmdKPijDCi2S8kP8s2mENURic2oMnUQOr8JKPk+xn5OiP9CUezlGtu8Gkc7+CD8vMoowLOejr+8SgyhBnnO5aA82F6F7NawFyl3qPsObFMlVOTjfjrUR5FA76/v/5FRzSc2t568+04BV2qInDk9czr7QW+KknBAwEq3O5a26wdv/Mga9MvhwFFkQjztmphEahRRs07YWL7nSKNHx2xsL2OcvdaAwkos+xqCMw66RGiQ9AYIXxhwOCsn0VgMS2h/oT8GsHp5GhFfMqfOFY8VAkJEz55Jvvvt/NMiYGiJZco9KAAM+ThbwED3P6dN/JeAX0IHYHM7X59Pe5HzU3jpkPCUTt6P64y+INsSgYYWoct/UJT4DN91fK3d+77U5jOFfpGb8LAWYj7fPjPQfmH3859FfRktRXRl+4Laf7IV3qWsmNx0lzK4mr7Fh8lyajzTKZl/uzTn++++PPPc9jJP6QPzHpsmS66aAE/+QMGqyXezt4Hb76RKauMlI2WMSHlgscGLmjC3LbT9T7/7PPyDPVn5SrDDE4Jfsiv13foBl95GGdPDrJoibDeix8LB9i7929G6buRPnGnTPNSmuTsWaep5fjjR/cr8I2ezyS/Ktmhc7RH0a0HPgtAlE84eSeHsVzOngrg8Ws76QOscto6lRjVhQJMITKVRQmfNvNsUyl48k9sJOPztK3rIM735dW+6GuhVPwMbf6RNWbyDGqW0E+CklBWplA092FOIe4Lwsq0cUPTlOEUANcrFF6F+h0KS1iqd3GxgD8Ux+1B3YbO5AdG71tPQDZi/mxF/IiW5N+K5PtWlujKX4p+5ckhmFtm4v4oH2lS9oJHHvjF/r8/Av/KB40eDoU//Hem7Db4we5227Fv4qvzeN2jr2B26h1eWZVuK3PLQeL5n4thEqu4mUgWSLAs2Gd5arAnz9RJzvnY4mfOnBdiiJoGLqMJo7Vb5tVt7mRadpnEjaeSGLHNCpzcwjHOFp1Mgyb4/cZxTbwKunRWI1bHf+rAz2O2r4C9G2YegWb+Sqc8E0ZtmYrdevZOZDesCJnj0VqOZiTHq5T52qivJlrVCHKPZK6M5sx87TSxOlwF1L3A+iiM88mrR8l7zB1GFEarL3LQCe/xu/dsI5pT0m7/sPvh+292D976YPfoXkap8RF4641LmZPLyN35u6kyJWRGMjGhRoNC534+IjKdh7f8MKd4ItP+U2de5LdzUIu1tc6ltta9+6iHGRFUe6lX6x7T/tW339y9G4/YehGft4Z1TDcab8pTYNojI4y3334ja2x/sfvdf/2iXr7WuB6tV2Z8BfaixAQe+Xb5WdoP3V/NKOnXv/516vEP8Rm4FVgfpe4zB2mUYc9qzIhjobA6IIJyL3R+KR2to5S8W7BZ4th30UDRjlG3zT5ceQ5jwAQcwWxqBE3D1+2sHBBsGoIpwzFlRaenmdpp7mXmOW/cvF0cH8u87dM48IVVpZxYX5I2xTVU1+mbeT78d4TrQRc6/O1P3S/Gsb5P59rwkAZZHU3eExYD2IR6itP5Vzy4mjCd0nvm/1QkUKsx3KU+jTSwHoZb+ubVTwf5ii5nr1cJbpojRB8KhSHvum44tHks/iv8LQY2TH/6ECaPcRj5fvLJz3f/w3//IM6gd6M8ZvOXtGfUgFG2kzcY0wXcpMzkkWf0di4+Iw4neiu0+t31y9kp8esCONMHEYpRCKuoZWe/b7/9tkop34qjEYx1gmRAFILDadskz83L/OIxEn4SS10av9wrafga2I3tTpagdQlS6vDDs5u7x+cfd54dCaMvQFhKZN4RXd65k+ONY0VjbcNf7Mx4IYq1H4ubg5DOn7vYETca1wYU6ddZ+xxoypf2TIHFusQZDz5rFQnPmH4T5hteG+03v5Se+vTYzgq14Az/0F7FYWs87QzSjWZKE1tTLnrSz9Rl1jsPBbUdkmalk5t7aQjA/fcQitjK24Hln/yEyTcjp7Cb3Cs36fvbvqpfR45SbTBKuUKVnSRdB7zsx0m5ou/XIflowf2iD24C3pZ3Pk+vEC91yNPkNz1llSkTdCOs/Fe569q6HCToXWXGfpqkV0wRKZ9R3ic/CtUkrnK05bOftzwOFTBtv3jkCGFxF2w/vfqmXCvFhOGZyRGuQ7yKpijWAd2T+7xrL6k25l0yyPt+LMEBKQQnebNoDegC8yzuGsm08DBs8677hWr4BBdzVEzCNUVHqJv7epBOwxHmRb7dexwzWoh+79ijjGSdNe5M5wihbLhgtHg6zPx55rmZvetMl85IL4E2IMO5rV2NIvY6lFdy3sVb/NiRCKfMgdmFzUifd/477zCTZwvJm3eytjtbrWb53b3Me1uPfeNGlsPEhN6a52Svy89zVOrTzKkHHlp2iixSIbaIh4gQZyEKY6AoME+2kYIzo3L1v5wNVTAKCsS9jNodTsJ86JnwfxSh+jr1uhTm013hMlq1TtxJZio5ZR10AgQGT7/4+S8ycngrjmG30vAc6Qi+MLkkss7ViIcHbxAc0C0bO7t7971rEfJnU9ebYWL3Ux8OV08jLG9kpJMd8VI2ZyFltmNgpMGnjlVmEISrP0KrD0S+iquTdRtaDdIEowDVzBnloDgp/uY4WnOofC+Y4XlO29hH+xbJ+auzMLdSeI4eOZ0tOG81j4FLJ06dQmABL2ErMPlvpNd3LTN36yrm4fvC7eU/EQ6nSWVbCHz+NJhDbEgUWBOjDC9Atax11RppQ/kODJ71rQRpt6wXfMryb2rp49y5JFnzGDxMHhT0lVaWghT6ez13ExndmX45FSe4o3H6zJA7mXEYGrV+GH+scVG09b2PPv4oO539Mr4L/75C1CmDykmi5B0gCjMoFR5lL+3HvH4+U1bn+Z9ka1dOa084nUa5Pp+lopwnnQzoXIPbUXaX5WiZgNVB/SoYUwqYnkfqEaAZuFcRiXZcgZsFaPHfsdTUaD97K1C+OzImsON4l3gGAxDhpD9xLR0idPTN+/eVH2e8TAOcy8oWQfl+HW0fy1x4+nMHG8lXuhn5iqfy80PDtawdal9tGw4kYs3oiyaK4wDkn/TqKhePMCngs4v+OnKf1/02saUdWLcbxejyac42UF/7Q84FgubfMiVNZPxrhb7yUMJKgtRDaFtsMAINfNra3zUUBKd/cNP8wTqsuunls+oihwkUSG0rn2lvsPs+MLoK21+V87ThRX6rnbxfMLgX+n1LO2+mH5geXHms955XWPkuMA/HXfeFrwm2dO2EUwfwqpPga9ki5a7vBk++iLEwEYDy5gCG/XLy3oAVTJObdPm35b9nJFliWpknnrqgyy3OfiGTSHJBJrmksyK0Cvs+tgU6OhMLIP4xPzEVZzFRBQAhcC7z1+a1rP98ltO7OkeWjuWYVJvMUBD2eHZHYJk75nDEk5aDF0FjHl9H9asioiTwp9yFQC8IV3PudbaLUKDJy8uxpw4H6fa0USCcaX43AvZZTvsxT05w2eHtyZMHWa51Mb8rm4CDG8StJI02dexzyscsp4MjwEwBRDC+CgynI+AvxzOY087DzFMTYMz+yrUVrMNszKFfjNB3AMXZzPmHzyX/bFwTtUtetg1kqseUnChV3KZO72bjjEsxBd69G0aWnd2YJ+0RcNy8YzrVMOW0TdJbr9yRQ/B3LgyWDwF4jWgoOkY0D4MPAt0mIRyi1El7V0suJBo/eA79oAjtPNoi3BNQ8JJuvjEzwuF02k456x3TujZn+jSVgJmiC0ygzl+Bfzw+x1eDwsGagfaEaYOhtwIHkkW0jZHqBq6fvts+/X+6qO8fS1+BE1yCYRjQobLaD/MHDv7JUsRYZQweg94fpduvkvdbhhsGknYrQ5k/SecV2OFghabDbPLryNhAMXUYi5PlWs/aNwiufOl0QAzETa5N7Kfw6S9+sfub3/6u01V7oSGnHSqijGoKmD6ZUaolkWi5wi90dzV+GZZgRo1IX7jSby8yMr8RJ07WO3PiyQkyiZsJ5E4yB0VxnTIoEE9TLr1PPHT0OnswgNHpgUQTQY7ehCqcyUAZcLL6LHrr0tHQMboz/w9mS+RsjtQNklJI6RsNx1po1A43wqINc+eEkf4Fn11RkneDuom7JchlLDbervRJ1b41Zo7FT/cx0HxbZhKJO/nmgr5lvAgjt/vv8kW7NH7eH+6rBHwHJut74O7oecs4r3sHvv0NxZQlPvzluxjqukHQcr1tnRIBz1BmgwQy3UJhLMxbTv3mfuh1Sphvh9Ot9Ot6GH8oZD2v74evhSXltOz069KGclOMdz8NrScLo/oW1j8eD3z4xKrgBnX34ECnAABAAElEQVTSiD97YEi/2iKv0vdm+sPL1jVxD6fD571omzXt1G1ZQuXdH/A30Pdo5ifijXc6HU1HORZCLlLSBuCr+SoFtskULIeUQsPsqDzP3gzkafjVeHkFQTWTlQLSuOlYiBwRcbbh6PUiAuv8+TjCRVN/kTls88pPa6KfHZ8eZreyR5l3lpbjy15GZ7ZG5fVqXti8F/NXPagDueLN50IYOKFqOnRMYjHrn8kIVZwuJ0skwiq1TpnPsof0gwiLCMPAwHymLgSIefD78WI/kREvczHFYp2hXXQoSgOZP279I8yyoxbMjGd34Ii1wD3nqDoVRbmZU53CNPPNRgSUjOQSeDOPn/4eEMpknTeucY/Gm1fjm3M372hPdooBc0xNbDG3yQL8dsKzJOzFpXimRxjbdvQ4h4dg5Fned3e24LSOZ1F01PXU0zjthIGxlmhbWqCwCBF9uIdPdVuCrjuKaesQldEJHGl3hNzRVb6NcE8cNMXQkG9lJsH96dOzdPFSRnB1bgyD6LLE1LM7POlQyfzGD5SXmWMfwLRjTF75LqB/dJ3kc+Plnwh/rPP+iaj/6HXTpizUldYaXCSWpkd3xVeeC9UGk0ykA9/hsiucih/tO71SvlIP3udd03cSrAUrxKsGPVY+3u3nnXtoWHluUZvzul/CV3saRVrK+U72UTet9DIWqdMxozM1wytztZ0GrWp5JzvCceS89frOOMFld7pOBQV+o/yuMpEmDW2TJv4Yp5md01ZGvOg+1FVhjtZv3rwemsuystCh8wQMMF7nffHrPnU5AbFJRXhUgAQtZZRoI2ZrfizSNSR+5G6/Q6nVH8zkLIP6s/AivkLld4mojsqG0aCi1j1WA4MIFiUWvVmGNOZ8PFPvVmdYViffCb0xdfM0zgY7ORMCwl+zrJVBKHmCstQLxKlB240Hj3yTZD8sGjDVuYI29t5PaC7bfV/ke/81Xt80bmkjSfTb4aejbHQETVmquR4ODkOQKkizytrKVXK4IwKbslrMglF94D9x2hml39ojCF7w52NSHZSljBk0wIH2/mkQ30+Y+hd38khaG0fJ278Jg6feJ9lh2eRd8TER//Ff2mLyHBkQmss/9GZ/grbllqLlwfMGz8qo7ZN3y8LlvXfyq1Usz3BTWFeVtsTa5wBvU0/tpaymV17y8mvjJJ1v2ao2BBoL7Iss3wLmMQ26NQCUFNgNPWXmKpU8AK+K812bYmxbAUmnIN+EZteC5d1XJaYu74nWa+T86lwagwCKIKcd65gPsj701t2bGW3ez6gto/V8e/2cV3eWnWUe9umbvEntAe7kpAmrkmCciiOwQSLyCFRtasvTKnzyZJRueoC5z2EQKX7W90aiWhpG2y8yk9opZZOPOiePDalq39qqXxiaUnzjqGdNeBDS75QjnUV+tuukjFheZPc7h1gQ9t2kJyN2Hu9HjmbdLw0f7KMWFx55G8XwUXiadEa3NuIwQuGd/iCme6PzN67eSx3mEIWr2fcak8IM905QLrTYpiEmP7vZ2dnvfEZOcJcKtB0Le9qy84xbufmYtAdtDD71H+wGN4FNoBD8iDA3wTv0MfRF2xS/xJl8ZUQJmGdbcLLaZBneo0Cb8g/iFq19Xkxamfh+oh0K84AeV56HPv43bwfOtux+2pVHc51PP84jH+CmFQkgU/rUdfWJlWAJ2wWbuCvFiruuK43r4XcLnr7Pn63k6Zv6IBg3IDAkbQTn2hMu0bFIFDujZt9qUo5g9R4pRGXSKMGto0ujgOdkvNfffFPBkEilRU5xRrUVXqn3lWw+9P4H73elhm1YOaWCldn9woVRiu9kLTmllOBfAQPUzkpdQblIY4VVZ4JIVFaGSSIN87fIqSlFOVNP/CrIDvsr6ANPcjLfzIMTxImaj/DSOe2kn0EMuoywjwVPefXaT1yjeYLclN4opAPVzMOn1I3vMbVLgxd51x7TwpR3UGZf5U+tDwV7o540y8pr1XdKOvjrPfAPMJWHvFim+H6X9waTqxSFvUpK8JMGFm8J8cbJs3D4XpyVTz9uf/puATDJ+mXyhMut4cB1KA/1nRHtvJfI9wq55LfM9lsxf/Sy+I00++XlHkyzp8XGVzb4xBF8H/nQgvbhWN8aaYu3+I00A/+kb5wmn/f7+a3EqbaBpVAcrfe5Np/VamDb8Lbg++l14dD7Kq25UmID+OSafrxnzSbi7wg6mbYQmSccapfeI4KOxvLNmduLeBtX5vl3eFvNsAmfJiT+CqtiXiF0DL+dNbxDLBoqTds61+M5Exz+OdU5uej5k+QZwf40HuO0e4LcEYaEsYiDhLli8DURpZC68NN48o8QNILWuYRn0bSfJf+FMFuwXgyz0hkf5cQjnvn7cythEs9yljVCqzcu4BJqenPfxyGmvldJCjABvtlDIka3ks3NpazATxg/7oh6iNIOeOaTLQHqAvGWsohpGC/8E7wsGg9iOTCfTLhz5jP3/yDzgdwi6swWcyjgMFhMFQCsAW72RzV5h3C1j3+wVXy2Tk2yjzttLa7w/9L2LjyaJNeZXnVXdfW9p3umZ0iRlteQuVhDEKD//wfWwHphLyDbgHeNhZYjiSJNcjjT97uf533jZGZ93T1DCXZUfZmREeceJ64ZmRlocALLiHajsdKOftDyCVrsvcxXZ+fCGVIqjfseCDbWt+840z/DHt9mn4E0ymv5lPJGZtNLm8tDvHJ2RrfkLFh5DdJK8zRyjq+adowHBhsMnNeGaZx6dfVoxz00jnjtuHbYaKUCnwniHukIeaQ9mF1alif+zmA9AyTrQBo+Vz/Yx0IdecGXEH1V8G2ezbaTve3rkrkl5N4H927sAcrwtnztEPfHbFqf+kKOPrboZlo7be+RP8C/HSiK53K0Lyt6+MXXefzsv/yX/zsDeAcUNlLKjJNF1gwC9Umu9TGbEyZfCeo/NnQCMME6vBcn5UMn7yqbA5THjx+xq/5naTP+/u+/zT36yAyM9OXj6llWCNKBW+YOuvU/VyYY1LOiaJC3NvJ59KPt1UHZMtu1DKesPI+QCz+Xh3S1BEGmoT8DVGWYuDhT9sEPRv17u4Zm6uYiZ7rymhb7BrAVpfaqP8XG5El/eEybGJRFZ+LbGT4Df/RN81P3l3gpr1U/g7viSV/E9ngzh+7K3k4j48DP9cB7diBmvvH40oa9R4J/lGnP2mKlReng06FPO94+BET+7RuGj/kTl4DtwWnaRnhFJv+YHrnEX/KHL9fZYI4feu3ga9LFvdBRHMVemkGnY4PHe07WrJVCUlEe26JaxKE2/wDely+QCcE1+lEzQgRRSWeoMLXjE+8YIsxKBISBQY2gLCaz34ZlPt66dI1PeD7m3uq7pyxd32Vnukvx3Et1swr3mf/AJhWfJ/+KR8noGrvkxezXjtrXilqpvMEmD+zKAQdTNp8/D39HaO00lE/ZL/g4yHse63gDfkb27JjdR+B7YzGGTkV3BA6+M/5UJIkZSLxmgfKTfe7V6dyxiylITQP2828ec77gfp8voaER9e1bLM/ZEHEHAEQ7OWR2BsPmH19iIbyP9bkE/fDhW3YL891o9iC4me/x11+dPaEzZ1E/jZeb6PIIEM99+8IOiEOz+iq/v5ajOsOL8tBAKUsAtV3jEbn5jZLLH3ZbBDe4lD16HvEWypa2o+1OP/CeRzbL0j0GvrDIV+YWhoLLchgy47fXQ8xSgCfH97HxLrf6NYC3Bf1XnxDD0DzTwkNyK6jPyEbvCJ6+vdMXTLsFZsiV0KJQ2KEhvsHrjVauk5o0Y4aPYA+45o/P1cu4Rte8DRA46fuMa3Y9Y6+s5jDY85aTrzy2LviFNIo99cWVoTf4Ff1fOrL4gjzo6Fw+Xs7AydUd7ODdH22eQUL5+h6Au3xa+O5tZuH3v0yZ6ddnPJXipjft97vf/Z69GX0LljpoDcs7EeJ2rLXNSoc+iPxqs0TWQbj8trxe2+C54vAz6sYvf/mLDC6c0fz6179hds0AV6bUK+2r/vL0FqBvSnQAkGqCzn5E5N17BsYs/zsI/tOfXqz76e4z4H6Y+Bms8DY97surh/KY5o55n8IJM8ph8pKv/HUDTvU9EKm31EmY16alFdWBdeIlXV1AGk5YDBn0mEgwPWUC0tF3TE8AzkUyag7VvJMLUaFKduvEwM6MPTQXfWlINzDQyRnU8ZXkS0t2FrttoLgmbTKEU9Jtp7W3+b7JzzimTtjge9XEw9H80KesXdWZiVdFrYzaxmf3h9acNx0Wve0aOZRluVvjSSLRtvEkSC/1gXIxeL3RWrCTti5zMi3vzl84Xh9DbLbyTDe3dmrpmpYAHg90UYHdPMIS80aIHnzkdSYfEsive8AaISkfG0893ZTlTEflQ0vigqQz1QB1EiLQ0BkBWHZJQytNCt2ZuTykf4f7a+/ffnH24ikFzPPtl7wV7ftrbpijc2LH+Q8//JFd3IyQz92ccx8nZwcqy8d9/C29IHTQh0anS3G4rxUNGSIjjNQrRiOe0Q4FIoQfg/HdzKnUS9DaaAmtIgQrVho14q5YGMap03nbE0LPIxzyF1vGbm0Ebt28ls1Avf/r84k8UsaSoBU8jQXnczrksbXy+nY3zz6vf5Pn4Q3vH73j86x8jIKNYs7237vrF8bei7wNPYxJebOhDtted9RW7TMIiYyuZqwG1QoirjqrldAGR6VazaBWW1mbhq0tP+0w8A6apJNgOhde2gEnJJMUOxyXS6FhUvdbBDL2fe7SKKPS23fYmexKCkB2wsK2XIRtxzV0TflcmM5dXGdXnf3gH9pUhTnYyLhCYx1RI3VRLvU0lG+i27X40RG6C2wDSPq6+giX9MU2MaTY5BBFjtI+hu2aMrFMhZGus8nZ86AOLoGnY7Bl1VVo/+3c/vp/+ndcv6b+sOv8gffMH2W1x5m3S9KbH0NZ1pEZpWorGk8G+t4DzFsGIRsY6zDl1E/D+ggpts0YgM2byKJv/9f/9l95RO2f8q5sOxU1l7YeIY3Y0OQVpsNSB4P1KDjRmDRl09j8j00u6KT8zsD9+3fP/pLl/odsPjXv9zz14cuh5KbN0hbR4Llq4IbTbH5jMJOnabCjONpQ+RykeDvOV1q/wB99VbR+aFedDpZyMEQG8GIvroWZ223REz3wpvJXeAVHnpgisdGDtkjjmQGYNW/KRNlLxfopjf7Gr10lCD2SzTEMfQRLB9hU6CKrMscWgcOmyhzE6hGdyJuz8k/8o7Mc+VdXP29sR5qw9BDe39hn+wQykxbrm7Rb1rs9vT7lk7ZKeZWVv6Fn/FPBMtpgqlzFAl/rVCZ1LPYmI9ni5VO6xahRbRAO4ShfZBpCC+aY9ik5hlR19Ur62sI4tsRP5ZE2KHVBnSvbRb6ixTLVO9+TjmMWBaUA0Gl0B8CTnvqzGngTGDuSd1BmgUWhlWx8ICyg7SqJC2HRilQKy7Udvbi+kcnPMz5i5nn/Du9xvv2aJb5b6ai8v3XJ8vo7ngf3xSx57zjXLqE7OutyInSgqcJ2QlFFp7BawMgXJZhox9Ulvmprsnj6YDe82YDVIWtY8gCaXx+d4ho+qbhLaz+Nl4KBi6sPWaVg1KktnC3BRUb8+LwnM6VsHiPNe98RDQiF9759P/oghnicAXAkmucNabhayb33z6oGb5WzMiuyz/A6SHDAkRUGGxLS0/gpSRUKPekqr/ZoaGUSJHAiOoUhrKZCQSJjyUCPhi/5GmOFoxMnDzpSzogaXmPb5LEkHC2xj6TVUz2+5zE+7eZnO9/xjLkV0zD26IWCRpxc9qActdkhcdM3dkMGJmXprHsvufdD07iR/prppzPa7AC3EdVGyKV80q4Nq+9uz+YJ4m8GwPqnkDPjGflLSzgb14PEGFY7uQkqnyyF//CQgzbR52TiwNPG0NmowY2E3rdN+QEXf8VsN9j06qdN/+Zv/oanJvgeAC9AumQ2+gUfD5lNO9nYRRmG9uKhTymcts9gC7mU37hu7NkvpPkyqm+//TX19GXq6wNuWym7u9q//fYfz3797bfcNuOxMG1RsyG/dsXv5SFV/NVgR0pO4h7U3T81/yhoN+jo575G+Ze//OXZL37xc+7x84VD7JJHIHkSxPokfuoD7Yg6Zxc7j7L68qk8MUN91I7jZ5a/T3yY/+rlXfzBx239ah4rGNhdXTq4tCwQBDljoxFTubUPvmM5TMdifVPfwCOTedFOmxL3Z2XRzq78pezVMzgM8qn74QOVkTU0pINMxsNLLrZBoQFPmGjHdOSmp76F8JYXOlGH9BVM8xfsrfCgnbSeHWgY7CMMtq2p6+Ff/Aw+8S/1meV/b6f66mcHVHac2iZwwAzPgfU6vqBdVeYQ1HfyTd54qPPIvGy4tz0qqvwldMRv+srY+MizacJeLJ5th8lC9SnjDYXIxv+YeJK+yyC8gDnAjTP/mBHW2JQU+3D1v3hFQ/+WZVobineMoHxbjU2Nwtl5EGVFTGzTQNkaaOJO2w/6gSHXBBX6nNABgOQBnItFG74ZfcInjgnJe+y09VExl+leM/N89XO/7c1omU1RViB34Pvom5uvXQ7TfVSynVwsmmv56lzd5ALMKtSMcF3SUedlxf0sllmtELlAdupZwsx+pBUczho62StOSxGHjD4qDS3l090Dl5Lx/g5Z2hkZL5mpG9z0JwoFUKbEndtbeEkGyTIxbmUxZKMcCVmqgp5vdBt9lNMKks/4MWMy/ZhX/NLZ4lwWT67QlYd/0iIuvrF0USoB/dhjdbZcRGdlDGxkcAbfoDaZ+XBpwyJ1T+O43m99zm5n3+mtLj7V4MzfjYN2vLndwy0d8Qwh4dWVUbNe0QbGxswgbvTn0iLIhhniSYOIZet+Azukl2zCc8Al6jRKGj0cbQRXegirbso0KCMWdLGSo0PKBHBwr8o7guv/BuVoFI9gaddOgCFGzsowDZZnl9T9QEp2X9Np2Tn57LadubY1UFUyA/dRR0ed7sf4+mcPeSxQH7ib+n7TQT1hcKxDmVZTukSwqZ0gTz7wFIjlLJw/658aadtuPvONi68ot39g0PDf8m0DZ8a//c3/c/a//93/kU1v1gAfL32HPHWR8o7vEN18Tn8J7WObou0Kv5/lb1rt6sZa94j8nMc2b/HEi49zutrgS5Hcp+Jjjl6/c0MbS+vednB/hna04+9eE3fh996rew5mCdhPtipfB+62O9hGAysVMthB2PkbUs7AYuXg6BvTbiiq79zQF6MRJKQZHHFNTIZ0gUmCGlf3Y0c3PpdBI7a1LmVVkXPtojSQU07lMd2/5auSFFffmrdAlstu9+AghzgdhEhKAfeQckPo4akuGSBaR0Z+eE+Qn+nS1G4ZEOrrTlAAcjWytE70WDgOQqSvLQxzzsXhkHYeugZ5HW0XuWBW/XZ9rajZfb6Lu1HUdike5Vg23uiaA451MzZdMOpqiI1Ia59QktIY+4C51e9Js55do/3wuvYIi7zTB9c8u3CT1V1Gn2+5j+ry1zm7qW+gqLJnRA5v9c/IbwlS1hLq31yfnmMslPIvkEvhwC3jjFAjsHniWS4pbw7ex/J72rSEzM59q5K8HQnT2aXCaCANA1E7tkUbO4azNMdQU4CT5tlg/sjSlB4/lY4tbY+vhA1u9DIXmh31fYr2cipgJFXenYFnjGQHIS30ofTS0HoPWHdtZwQ+6VpWuxgzlI60g5w0swIZgsJpowp6tPsxXsSwWDpMyqrwGoEgXfGKu5/taJXVMHTl2c666VeO5KmFMJF8ySeMS9yWm/da++xwX5npbBJp+FUXYQ1Frf4eT9w2MDmQaaPq5smsmhzI2FApt0utPmfvDK4fCfEDHZQr5RK62sEO2iC+ZuGcSsu5sx5toFxtsL2I/U0U/KDrHteyzkrqO/qE9nzLs9W5XURed5z7UaC+Bvjhw75y1PcE/PDEL4XxKmNsl4As0pajjyxqNp/UuMHjU6+9f+4LUtLQtYOqg4cjiG3g42WiIswtBgKMp8/4Vk/skVsr2CV6puIhO52g74v4D//hP/JUxVdnf/Vvf3X2d3/3fzIz/+cMOmycbOhgwG/ZMMJqLxjx888G0o89kbBy99PYy/KauPRsu1yRsKOUvBMBy8TbB1+xEe6/+8tfnP2WLyH6UqWbTAZ8z4HlfIc3EDowcsm9nWdlsSN/7W03Vhxun7ezV2obY2UN70M5RnbTlZpzOlY6nJQBclQ/5LKB5m9mrjzL0zwQhZVv9A/t6p/O2jYy1GFAXuIpGztDbIm5HPC6Gpn2lLg8/ZsQGYLePNMjH3Ajl2lHuIHJGa6fomfeJlokQ782xpTysZxKW/1GLF/d7LP9yhGdJGU8uvQc+nNY6khfmAmxWYQowNAQzlXbCUPXCZLg2iphxacjNm3sUABF5g/yR77qEZ9WlF2cqzBmLVmH5lwPba+VNXYjceQQ3rzB08+Fca03nXmX4lSSipwfzNBJB7SKjcCfMsQU5hhBo9gIZSAwki1hkreEMWtwjCvgVYU0lJXBiilE5XEE670wVwVcOUgl4CzPUXTzjODUIFcMoLMTjjxtoE9D8lfiyFYjKlDhx6ilf5VCIIYs+hVFPS2cBYvsJvinFs0zxp9Ai9XwEWCLp3m/ytO8LV906RNC37w12DFdmeMk8DmWReCHDwMFw9DJxbrO+8WTuaU2Aorw4bGy5N+OyUojQMsLoEDYeBaHLGQcfHGyi5hK7mtoncm5tHlxg0/EcvtlqzhQkZSkJxidMlxsJitnG+uU68Ixrn/1caQz3jvwzdmvfvWrPCXw29/+lr0ZfJyGz95aD1p+u23hLrfILvHxS+Pq3kGZV7W79p5VLtkXW78oTSHVPR/eYUe5XwTzkUNtoG18/W3u8TIY8X3+P+f1v6b7ve0fnnyfxxu1jbRjI8gar4526C6198M9+UIYeynapsp//ylObMph/pQ9uBSlPKWZ2R6dt4HSMyN20la+gOgf/+kfz87pLH/9619Tht6b7vPkwqcMoK7uadhLBCpITFp8IfxXhqcVyn9oKLeB1oBOUJv9mg+7aCc3ijr7lpevL85bGpnEXOMbCbeQxZ3pvkjJL2BNXXAp3o5RHg4M3vMYb3wR/c+ZxUMq6ZaTP2U9huhlGj/jvh7ZnfdPeQmVb6jzKZJ+dMnXQoPPv7xdwYFrSGV/CnkzWBFu2tHYGSjQYmsRXKY2Xfg+XoddfezYNpO/0YdoEKWnfgbj+YOgcLmtlzamMMJZnrV55Q2dYKumuvZs3I556CZ9AYcOehrUN/4J5+CTNqsWcy1c7MN5BsmmSS4DF6KTn/S5Jn/08zyyt15otathaAyOudoDIptsg2EpZKXO2wfoqr8Zohs2koZ/XudHgzH0B87zpA2caRNiF8i2PEvnKJtw+p1mF4qXxvCSFpw0O79h6KD9gtm5A+F05CVl27uMLmKDTAxR2HOM57WKXs0LHIyPIUY9pA2dwKQTUVBoSZdEZwJvI7n3AKlcIScfOyOcddHKrGoxmgIco3k+xhfYRydJV4NmaewxZI33EQrwS1CywkN5LAwQKqvxjsSj0CJRXnJTNvVdo/OjAOTWKUQSw5+Bc1GTP7pxkbzIRHTKqo1COKU8xwnnechQPJSJ1/I9hshB+TgeTFiiFM4OhHIzYzlwpFXMNTBoOaPnWmiPnw0P4GZUrRjStPGyg338NY80PbzLG/O+O7vHi3t8ba9o1amNQmlHqhxCC6e+qoH6y18RKVdvN3AZuYm4tOx90cdffcMu6J+lEfCd+uFFI+cuY4D9xwIeiZOmPwemSfGBRGXe3n9VPv01WB5ETmcomNVGM005Ovt+wGdtvdaH/vZv/5aO9MbZv/+f/33kNd+ldZd0/RSuchqP3ZBJ20w5yEdDOMu9ceN9Vjp8NMunJsxKJedknbnaSKIlRe1qmPq5UmbIxlIIAk4gDR2deYWJSQQbZh+B+2d2rj/lPQh/5J0R7g1xdWBuB2lv42gImX1AkPIIFWBjGC3UoD2UpWflr0zm1j95bzurAr7B0ZnYAzbB+d1z7eVnlC0vl9LV9R5fRAs2tvJLkN5KOD/3M692/HzylEEId3fA8R57PynqXh1Xa+Q7j1M6m3VQI3/TQ1M5l8zmG7wfbKLXrgrNPWDzqkc1l46Aac+I9y8pgm58Ju55caUo4OWEB6ex/ngryryp76VMGa46qrDBVWh4pSMh2jKOJuHnLRTHbD4ZsX0sSMZLSWXW3vK0TcngDPTjbFjw+knpRE0TkaBtBJJg61mtkIadeDpyoDzHvtpY+y4CxjMIWfBkluqCCwfiWfKXDnj+qfc2sF6wyl9kAWs34fWX0E02UNZ7/rbBO3ZQBnlEHusfafrb6NkzBLSZfi0LEmcgX6lJo45Ie/QrnGj8AZ92D9nFcyJ+4caoN7n37MYxlrD99N85j1IA1CAxF9GspBQuvCMDcUyQNEFVPm110OIWzTscpwCSFFQLYgfwwwnCGKRgNI4MH+l77yJNhQbiusGCIH3uJUSqnUbpD5/9LO6R98At9uRKAyMJmICgS2azVhkkZ2TuxQYN+FiNtCOzgkC7ystptFlMFkRP0ZmozVxKAVpiihebcp4CbyGbLwRll7MA/HLCBsFc1ziZYdtZTnxomf6ee9GO/qRECZhUp9MG/kwLbQ/ouwzYK/MJgfPU1NIPErRIP9hGfZLGuavXnGk9uDtLZ/6QmekDPvnKu/Nv89gdO18dEKcsdD5+rZpyRfMwt6JxCVyfFNDH0Fkk/Ki26NMD3rK5z5sF3VPhSpwvK/KFJk+Y6b7g63v+vOedX1QJAzWMzcYPMktLKvnwFdTbDuptB5JOIDgcAElDZe+uSIHGHxC6M0M2fdJZ+3EgVyRuINuXLKc/4C2IbiCznj55+j2y8pgmXxyzsXUmmtklg3Kb8kgJbT+eYl1O4PSQQYL0Xr/x7YbU/63+WarggWhMmTw32KUzqKaDnjQ9KH6XxmFpIHgI0GlyX9p3IHzPp3C9L22ww+xjn9YCKMQN4eVAtowDF6NAqw14+WjnDFJCp2Djs1MGkY2yesULk/6Jj7f85rfoy3PvdsyORe7QgacZIa4XQPDshRvyuHXj/W/LibfNsCzvVxWRWZfBPnY2z7h9YQfjK6V9q51L9wafOnGwMCEyIaumyK0Kbc91H3vzhVDogbN3EGjNxs6rgR3bjp6jl9YdXSVs3LLOJEG7pMXSx6WgnYIRPywf2yT0BdcyThsETJLA8WxIp02+O/AzESHLeqk83uaZIP3wEpcgKSljwlzon+2gldu8mCBsRJlBY3P2Y/Y7iauES4CIFyJo0MotNfirf+kXT9a14HFgOtTHlrlWJuTIJkJ872rAQtIm0f4lLwBCiMEvh0gQGku9xKUzAyLjymdGz6YQ4Js3iZLXfQKHQWn4gKNZl6522sVvmcZ/Lc0ISL1PAYMhoJvgeDFqZ+eoEKE3CcM+B+k3lLhOIfkIV+7JHqUH+niu8cvDeHlVyIHLqC6mxDD8tYGpQBZs+HnJTwcNnSC3IYJo0gTZZS588vDO8mhaZAq+8GBdQTJDHp4q76mjZLf8wql+wQgZrxPIb1wOS++QXPmFuno0K7pYQ/YQDOlCU8caHkcrDluxkr9gvW7lLF/b0izZmAHSYulVbOs5dMmbEaRA4qQzFSCFUtzi1xjy9c9uRZ57Z7eoms/PoE3ju0kryS4dnuVDNb/6t3919p//r7/PvdibN++cvc9Lj9ReXnLwXFqJEte3HFDLO1lLYGcLH3IvtbYLJjAubRt357Lf3/Y1oM9ZsrWxLoy+SJcWfZfdRwftIRR04h9E5OPjRTY67uvIjBA4GzJ/znA6O+VMw6Ut8vSCtPIrLTfi/af/9L9lWd0Zp5ubpPsc+ZzlVT5vSwDPcnEGwlujh0JLrvfozIQ5S8t2/E9ZvreDqXm0V+MqUW2UQ9txwJDdhKPMXppRUyirNAbPuGXtkrplmE1ipAln3CC2ZWNI+ZBSD9rpSiO+Co64hjkbH98xboj9pQKocV1LO/mJ5vOXDHTwaF/b7IDJjtgO1X0ZL/lWhO+XcFblK6PjtyD7vvoPjgDAu8w7N3w1LLd6sN01BpTlj0dstxkiRmScBlgYV0xcejZuu+tmRnUtfgTXdDGKciuzshFd+q7Mkg9e4JDL4IQnZ8okgzkuUibQ0P7TcU4roim1zawwGPdnyOPKDCzEz2+Vc/L0Ze26ZDd/+IlvOx2doO+gIDIM4VDXluotv+ovzGkwzU5usrwuXFfB5OO1NOYsDXEcuBp2nFx+dCi9ynFFh9BVpsoqnLfgDOGHcx1XVCy3yGBZqJdyY7PRrx2vso31Q4oD9R9YV3Ssw5aFLCt324FMLoCBmFYLjthDe9qRi3xVC2f1ud03b71vjovRoNg5ptE92LiKS2yCxp34cbRUYWRSnBGuwAphmPNQ+OgcsIVjZkZgC0rrkK9T1Yg1gpVEmUQNZgql/BYmFQlDh5wO2XCN0eY0TAM3D/PPdTp+jUpQdgcYEx89c21+cnrYBhoUbu6HWdAHh7cOCi8N5UrjJSoXsywmqxakGYVtrMfoHWzRWtGSEyMURh7Kbe4hOZk2fA6Azd/4HJUAauvES+6jo3YPb2gcQ8pHe610rRbfAsx+VeiBEa8yNG0aQ/MveUPZX//1vzv7j//L/8qy7XdnN526X6fnYjXpGo2sS4IN68y1DeIsgZmvnnUd5XEDFhKjuE28S7y+MCfLoPBTxue+FpeNTy5fd5lUAm04Y0WVjsVIRL+KoBUsYTp837xGPbBj96ce0u0uY3iuDU9ptMwfGy2c+BlxZ4F+dcx74nbqLl/LWpmcuVj+Nkb6qFS9t9tZilfKWJnTiS7zSNvG1oZHtvFmG6zoVAxRow1pznaykYxz9hUAAksCde7Q2JuinRPAy590Ddou9UB6CiLXTSAI1jctm2lczRe2PkN+mQavNIgmlKashX2/luyjjtew0h/8RLJL7d6a81XBfr1Q+IrM3gE6ZSV6wFfkXM1RzLxlDn9TDb8gZ73MDzwHUe4h0G5pWzhL4z3pebsiZYQTRcJ3LN/rB4ZphHNxOKi3k1/1zEz9kHfUN+WtoPAzHPOSsA76SN6TAFz8A/CsZmIQMfXJDODwoXQqpEtLX6SG4MLkbwWqbSv/8PPsX4O0+lsJm1yBA3b0F85wPA/MnCff62OAw/HyKo/lLwK0zo6O9Y/pl+Q7dBtfPhrK0q/fBYbLo9xTlwff+qeEXscHpJEK1XK2ji51zVlwAjAwsQ4OHnVR2lCJfwibOq7+mwmIIE/axikriF84wvSXT5TyWIofP/E7xJcSZZQwKyoazz+XUS24KL+ox6z7Qf4RbhRNwmcOGtYwhjI+hXsFP3zXEqFAK7RiUwgoG+c/OJozk+ZXHlGOaSGh3BqJc0bBSexBxz+mTXzk0h7Glbcyl9CQHLgNz0bTEpaXy2E5e2gjf6Qlja0jJx5agi5+c1bS5HEeu5lG4iqdXOUgzaXqR3l2Jpv37SihOfSH55FP8kQ1UOE/5tqs06OOiNZJlp5eYHtB13QKutnXhsYNYH/xFz9j2fQP6Ug2WcA1PrIOkVDjEMefslodT+/5V2LhlN6GWVgfV3LEfJNlWT8h++zZy8xu7CqvlDuIgIMJdtWJHOl4QhO6dl5kjqx25O6YtmPp884jrTo4q3Emzz2wzK6VzO+83+Z56V/EH32Tn88/Bx+bZMarbquTrHxYNHKBbD3gz3uYLUN0Js/bCoo8M4yxnbJPmvni2oDnEdZ0St4qaIdHdvVSTIBpswIvg9E3jZMMtTs/N5v6J4y21u4JB1z5zQDFPGlloCQMcYMkVXKuvSp3aQvTtqU6Fy86Wt8EBaadtZ00Oioir9HSz6QprD99wpcteb/8nT82Xr694JXJtJtnH7jvzuDK92GIJ7wdu3EHXbMCob2cmafhpmzTtlQBJdnC6BL/WZ3+yKLCyl2PXTbxGrlNyx8XYzttrA1zD1taIEtL3rF7bArWsuO0U4FZcGa2jGKxyJmyWxILO527SdMGx85cjw3nLIwyGVxJmHgStD/lLk2DONrN39ahkW7+kV6AD4ehIYz0IyO8vJ4QmyxeR36TP7DiZ9BGeRqEnXrm9cBhfDJN2cPkeV4mTqb2NDgBsT9qvDP/0c0SvRJOLoPjgXKVrf5y4bO7Ousr7oHl/hBLcDfYEPOehmTJHwVG0K1iQmCMIM2G5RhSh3lU4Dxwo9wIfLwW3+vJ83rwJu+YdoTtvSy1rWHAJO51z9pu+QfnffQV/oIJuc69+vGjekk51MPGmPLnGM7rIunNq24KMjrmbCda9MCWhHbsbyPwY5Egwf9EibHf0BonSrls9BZypd5SBzcJyrLlfBwZfSYntll6mrfxrYG2cm6ZtGIOruehN2fTogO2cvPXXZ9xJu79uHRH04sepBRXu/q5V2ex73jGeIK0dP7QJLFyNNdXmX7H/V07yjt8G+Dyxn0yKDvc5pxOgCMNNQ26/I/lBs3h2Q7ZazBxybG/HJzRKo+PQdlHGOy4hQm+vJZAptsB+NW+7qJuQzIdhHUxHfkBR1z/ylzqLTtFdQlPU73mcO/ezezodvnVndxdlaJ5PRhjaGX4QgeQ+8jMZt++7apAVjqmTKEvD3+fCzNwzxk+Soa2H4MrQ8qoDXtsE7iDFwIS+VjmNsu4cIZYYM2Ealfzy0Y4mLZMAts8s82zfLTrbJIS3I10+Xoc+wssOwdilqurmvqhHfdt9jVYToasmkDD59OdmUdOHEiaUxe2DlCZYRK5gr0f4qPk7b6Rkt0sJk5upajQIcSu0M0f8gXOMzLJyxB9OYu5xQ+8lN2MlBW0Rr5KUKTskF95Y3tyEo79hHmn+QM3dvZ6eBi3AzdMJy6+NA1Dy7M485v0AC045c3f0s086Ti4Hvg5S2fi2k48r7XBpIvvoMd3rxzlDa44ynOir3SCZzqRXu3tYhIORVhaQSme/JauJjiYyHnJK7z2YgOcswPvqTAbwUF9nMEaDz6zcmdP9vqMoFhiCpMD0VA8OURccEeBk+xcHg0jzc+FKwoo1gHwU3g73UKOvKJ15qnDtIE4kPqzo9L3LyM/sdRT+bWXiwYYK/qfUDzKQXOx4QX3xCk2nY/KQi8FCH/DBrPipoWHhYY4xnO98qcBEc7Q1YndcZu6041ckyh8cD6uTAeQ2oEEcadDiAz6EGn60oSRP2c9JThpFwNiumEa/7lGcBeu7U6XX8aaqZh2ttVLCHSL1L69j2eH2Znu887ZwEKedPc1HviLAm3TX7/zBSbeU+YTtSzru9zr5jMfZfKlnX69zY/8CK9cShp9iRs8Rm8v1Gs1HPpMlqadAZKWHdCZ5VZPeWYTDjIkHKqF9O1IfT2qMtpBmJbHpYiPrkVUtDYqilTblVgGDeA7+PXtb1/zPYA3bBDzda4+NqXc/rSfIXSMrHTldxXJL/sh9YI1Vt3BpixEAMwfAqhrZfA6WTlsPgltBwsG09TLs6CVZc5LrqERAIGaL4+ZWYY7dXLyjKhzuchJHHWYECJJgzu27g7z+AOTnPgVfnDtuu8c6NMDYsaP0n56D5n2kvvur9QBnQ1EW9ZeI4+fXTZntzM0bHSTdpRHDaqoA7AZ7A3c0Z54Q9SNnyGFeM4mhZH28JrZZDr08OOgr/GWNW2eNg0RphPN/WGU6uuV97Zfuq7aWNaVp+eJeysmskBTWPuXsYeyaDND+HE9YWC8PsJ5fezQN30WrtcTpCHshIE9Xhuf9JFl8o9n5YuunLdX0QIwcmZFoaoUDTF2/ztSUle9agNLpP6v7NrLCcLVAcPopQwfB/25qdY36Qt/4Re2/PTmi1d8e9iKyle29KNziDNBz2hOQBtQC7DPFgMwtRaaMhzmGmGC8J8WZiB23E/BSXNPR/qlwJ5GEmleX4UtfSuhYeArI+4e+4izyxraSS9u8OwcD0F8//xPg6ONpJG3j5msgEtmUb0kDP9jPLbR0Mf8haPUVsrRaSriOESQUh5lcSgKESndQnj0049LjBS6t03U/yhT4A5luGMf4Mg/xRHuqEftQ9oqt4H3bNox5MMzdGwzyoxDAjCV8Ygjrh0YrcjW0Hv/J9Ymz7ZS21gm+2xZyayQLovawLKkxWNH3W3fijoi+V5ogzaHAw0YO6pJsuICiexnPKb2CFkvefzrOz7y84QO3uekybMBsfEExsZhlqe3mY106ftN9yUeLuXmYzyWgY0t5zSq2gieXkNts5c+akduJ5I30bHCoG0yO5eG+PA2bWwWWaSnVchLeQDWuvmet6I9OPs3/8NfMlNkx/4Pf2KH94fQdqT0xs1/EPAFUtrVQYxlI212GyKjHwPinjMDEYcRGUqYN8aED8nYDcZGzZuw4JQneq887S6UsNo0qNhSASwDKfUxqKkBi7b2JzosoicX+SNdD8h/ZOOKsz4idvFGNvXjB6/cS7bUGeG9I+0ZKzXe1nCZ/RmvGb1z725ucVgm+qqDPWflXiu/TY60fMTNR/Jy75wyNM/Nb8fOYDoT5TJc9z33xIV1ZcjgteU0KzCapx0BvKKL8OU5vvfB5XwEuQY/g1qWB4SQjWNspCzyEd96mE/BLFlE0n7O7d7beZO+DQ5iweJUZ+oNM8PY3XJTZniXrjz2wQAsExxcVbJeD0zaOssBnPBDrhnwBEOBxFT3kXVdRxaZHsLAeDbfMHCTNumDNumBRSvtakc9tAZuzlc1UX1kXPIlbj0HOPVoIZWeNLGPBBzkWzLgRkPP5pHpqtn4ik9FXOm3zAsOnbnLeK/4xKefQrW9tCw++EiLrZkO7iMkUJdARrdewPyKzXIRoNEP2BrvcwYQcGA2pBXRuKd5Ktii2KGPtKeAzJ30MYB44g9NVWiK5wlAkTEwk+p50oauaVul1GCEFkEINx6GZGirJXnwtZUCcRBnaNqATziO8KaCTt7xHCdEZp3EMLQGv/k7Rq7haWh8xxkoaZg3tKoZOOGxpw++5HbJhd5pD83Ts7SFk2R+zvgI0QPeGShpJ0LkMG5jQQPV515Xo2kt4D8vPbGvpxGI/OLxk07ud0qIkLwj3UjehtZ8/cUOzw7a+56+FU6aouTtauc3uXfOx32uPw2s6fI5BnnmHc2+QtdcGvtjkJ4Nn+d0BuEJJNcGZdAXqos6WZHtbF/lveIu+QaXejvlhBibbikX5bLu5g8aSqLN+dnI3+H1yI8ff3X2+z/8Hvne5HWupvu501t05m4KUzdnhT5PPf717q33L3nxCRsOn3vbAnqTFwTlUGeNIgFDjJTUTYZeUc4rf+QP/DpoD+HGvpaLj66myISRzdLJy/H5HQDtARdmQjvBufrMedGdXefa3Q+qvOJ3k5fKfPnlQx5f5IVFN95mgJWnECgf/cwO11cN3+UFNZajaZfqoZ3w8fzsmVWYTslTRjVRSznRF3g72JHb8gycsORLd6t7XCe+VNQvvLat9nWswc116YaEh0VQc4qq54X7wVaCGZK/dJC3JSKf+qe3mxzQ2IE7SLWOlng6ZaHRs7cXltxkC5/ODN/2XJmVkd+SwfJ2KTtwK80OXkbTmQ1eBF2H3QZK3jA0vTI+Mq7sT6ZJJ/DpAxGayyOd6Dz0Iteipv41wcYnNgxfsla+9cZ6bkBtYpQ7m2VHt1Jb7a12WXIcZTjqIt0LD+5o9eUxfhfbcslKBZ25hW1DIjcRY2zyFYErBFvGzdUyHnAThrE8hvGkCRPFBvhHzsFd+YOz07nKz/zht8GYtvhtaaPFkhdtNgl2mC1pK8hjnnym0IVMJ8R5HCrYiHfESRw8QyRf8V4UNjouvMFNWrD2w+SF1sHuA1E77HY+wp/ifCqvPHf7tuSH+kGv4Q2omlnpXaabxnMoyMO4MJ6tEECR0AYvlRUYq5GeJf90FtJPnK9W0cn6xi76mKRJxw4vL8dw2st/fPNQntmxDb6daDc8KYFBTvsARR76urI707rho0dLN/mkE3aUTty64AcOnG1Xm568nWAlTd1Bv9gCmR0Iq5+D55QL4Nnp7DXx0VPf0RfDA9ryt9N/xnvWn/CctnHlkK72TZMDTMtaWaSV1NjQATnC8mt9FV97+fsTnxB+xdvIbtxEXvg6cLzkU52F6SyxKx1Ko7zahNedXtKZsfnrLa82dXOgQdNFhoImLekcaiHsSiR6maFuIDkTrtQmVXPP2sPHxoy70YwTOnNYwKZfCV5e4a3tSvMK3OHilMbYUN7eWrFTffL0ydlT7P6GCc+jL+9lBcPX5fqyFzvtO+w3sDwMlq1fMFTItgs9tzwUEP107ARmUqzuGCzLdm6UE+XVdqRtizKmHmGrxIHX1kPfmZpBfzRD2T84YDAISPs9naT6aaPUO41DyGzQM9fSDwzXExcXlPhUfHPBmW8YeHU0nx0Fqtkg4grpnKVEnh2TjquXO3RN8oFuPEI405bTaKOGEq3+td3Icjwrlz8HG/MmupFFuMk3bXSoXZbtBpjzke4kj928VqKhMfmn57aFKAVwYJe+xZZHy968XT5XTezgfcqmuDs8tsHeOE/8Q/tcuGv3NaPPV4zGX9Opv+BtcLcwoEtMto3wTLCwHZclQafYgvEFtM6j/IDM9ZyP6adp5p2mbYZawiRfYyxCivNZnGF2ctZ4pzg1FA42hMHRBgZP+qBBzhamDqURpbPJCOAWL3hxluxYn2uBOnI2cyrbKJSCM33DmfhBMBEP4ZTnXOes8CeoR9oHMolOXs+U+1QkV2uUfdGStjDDS+TBrfOGXGzX2H4MzkGmyont4ZWGBdAjDUGlbSf7hS//4JWgI5aN/Qc+8VrbtmEFOGKKc9wx3pnuzvhUdhtmP+zibnGXCg3jK4W1cXM530arHXfaJmZe3nu3Pm32AjePiKV9qB0vlEuZEN7d5N739v68ujqI0Kfy3Hk49yC958+fZ4PVNGKx85V6WNg9vT5mqnKbLg//7t2/Q8d0Py+a8e1vBi2Se3fkj74ZbLCyYHkYzq+xc3t1FHZ2cx86MiNj+IxzBOPkMK6z5JaqrnkMyikd010NcWDhakRo27E4udiLL6i5XHjNrL5Huj8Wj80AGN4D64rlfJvcD7V8/fU3dOB3kM0nDVwyt0PuZkDL0fLLC3uS3q/XSTOzdm4LqYfBtGk79Dd1Szrtr/5t5zMvwUp5Qzu3AA7GsoyyoRFjxDbQHD2mvPLynfheyOcQy0KnM0s7fwePNejIIaDxXOvc/GcGboUDN8vOjlYJ8rTDHd5JA8Gl8SO9gb1yljO2qiz4F3VocCZNusp8pC8N7aZvWDeMm6+tBt9r7W7+2DK84eefQdihO3hzDiw0TuGScHIQSnPEN0/ypFea5arVjjxqRWya5fNe9WmWPsooOSfUtiMOIC2MkRlCZqdMpHnh/cG3bIJ5+eIN9wJx3jvcC+OtRxEialchcdStvzqQhJu+GESrA7Pk7kY7KrGyNnwjp/mb0GaG9xIAHTaHTQ9LQvTqeZVBk6Qr/iFYEX4q7POjHTLyONKt2pF3ZJzzMsmeJ3Pgp6AHN1RHp53FFtvoFf0jHTbAn4poEgud/4xyPwmvPWbkC9wVIbmmAoifhiB5eyU4JXdahuZrLtAT5rwuk5H7dluCDU2hlKP3hnttY+lo9NGjR+gEKmWf13Pypi67JPkAsPQFQLH3qVD0aker/DQc/MlD6h7V06V1H0dzh7ePhtlA2EA7ePA+ajpcoG3QrnM7ahodaYV2hFAQAnFp1iYM+qTvjA/h3/H5zNe+jAQwf9LJrS3kScMgPkFcX1piw2RceaZ85lxIeKVselbtKQvT0+gBaNzBkJ8GvcWycT5Wc40BPIOXlK+dJf83WG73vu97Z5vgKd/1a36MhE+Cnvuq26/PbrMsnxkX7hPdVeSofy73BHkr05zlo8iDtqWDZ9rTp8/SYBPNtWeDcMcgbALJofGJDv8AQnQ4TmrPc5/Wj9O4mc1vvLs6YAf+Ba+D/YqPxfhCIVeHHOzN987T4ULC++MZEEHeNDtmnxbwNbuuCNnpGLTV6OC5cXxK/8I/9OnrnK/TSfrIW3SCZmZi4LvS5EtRbORtyoaWWmnf0JcRQZlITNxj9p5YBlNQznyJa7LC1ceCsA62XfKSTGTBt5xRizmDu9QD8mewFTmQUyBxRsbESZy6N3yEz4+cTTYyB+/4pM60pYM7MHN9PEvTgcgEV/AM+u0E8Y/1WPcYmp4nPvCepWtI2deEub5ykA4Jxdf3d7xIIe0DwsC6r0mc4UE0fjF0BiX2WnLYZlxYuBmBY3hHlzpKRgI4HHcNFQXFd8ISSkdKWhraRdm0vTsYBXbhF9iV06mRfuw6Hcpgo9woqoWQcOVo+Ebbx6PhlgMO8ZWd1KFxytdM86J3sAK+0sz0H74Hu0w8HBfbo7FLwYrMTGeTd1J7HjlGrskd2nM958Ajp/CDe4RtfKCR2RqLzEeYqHc0yg6+xUIbmLqepbz7g3nJJ3XkGL0nfSN0iJinDT8VFMf82QHvCPyCUbtnl0d6T9JGrZ/xPPd77RELPyC/gzWp742mfE7tSt8aCTJ4oFzSUdO42Xn7XDdvOD27zpvRMtsi3d3sbmybDrWNa3VQ3syy2Gw3euexGxpd+fqN78CrF7z8tO1s9vI69lAeyQGjDQzq7AdDPOuPgVtlHmDSDKbveVzb6VOHJyTPa+xz/979dEz37vmlNJf93c3OB2wYMLj0rR18haz2dWbqOyjSWaP/zRu8dY/3RH79+Js+66696fSyArGKU15XgpdRrKlb/gLzNGmRc8HWbrWNchmutANJ2Q9DgwJK4na9g9ROm9/tNgsscmegha3fMNi6y71xvyZ3//69sy8ffcG33u+hO35C6djJ+3Kh23xt7Zz70xlogp/Z8hpAOnN/8/LN2XfcznjywzP8aE2S0OUjX0RmN8AZHFidMwvzoy/3eZ+8HbL0/ciQvufGOssj/oY8yn70DWnMgIHH5hPGbhls4G97h6hfA89BGyvzUTYHOMvyWxlZFML4J135e+2LdUzLAI/rDgAdgMtjby+NG2aDm/ihsXCnYxVmZFHviQMc/UybAZL4EwbOPGEM0oRL5Jhrz9MWK/PIa/ppGPpD+3gtXa/9Tb74irQWMK6QC+xa4TJDnKHnte3XezZcHkPKWpvz+1Sw/NnNzusLWVp3o8dzXnLwBkd+94HHcBy5YAiXKNJOKhhJOrKOMgJ4lpAhpxUfpqfnwg18lR9ax7xaQcGXkfC2Fot8ii986a/GcCmaJmyUDmjdJ4ZFiaM5zMaU6NhRc+gBYEcwbiyfKaiZAeKiJguIqM6WPGvsNqAjY0RdDKXtG8d6629cOgRoeOG/FMzSPrBDA6K5N8txs/vwLr8WsvR1XmdT6pRKBD8kKzisLCsr8pI+6ST07DF890tlqo2bFhGjTynAJTZo7sRbrkcexseGQz0VCdaBO+g7DY873vW1sfUHOkp98jr3Gt1V/Pw5s1uexkiInugVeSGqLYYRZ3XIzwJbQb69stNv4nUa3EveH37J+8SZoKcTBTWzcEfMbxk4WN6tbLEyNHaaUrFRcDNQliaTR35uUSiRG9+YbSO3qwMN4uOXa9bgLS5DbAvsWzbd2Zm7MiCk6fIMd0lbfHFA7b7sCYmx9+ZHEqVhvWBGjRG5901HxDmPTGHXG6zItdOkkcQO13lsyS+NTX3nw6fQtEPyM6JfpYNxFntDiRCifFbZ62eqEV9T3oaRybplXJCjfy2wpPn50kw2VIpfYAdgnQd3dIxvo+ME/X1b6YkU2I1szQVRxYvBak1nvOxERxd36zvwfvjwEQM7XnJN4/GeNwG62dJS1DfT7vGcu5OJiEj5zf6M+K23XmRkmXB+zQAh99WxtdcveNTQmW06JGD82JVKnj97QjpUgfs9HVIGDpmhs6eBsnNAmcEaNKSTOLAOFvwZ5J8NjJe21QxBXGnIoKM+IowDBD8aktxn8AAAQABJREFUtEyBT6Aj9Mam9VlNb9qqqCkKrWXnSKBBzKA1F1yrq/bnP/fPhTkG8fmr3EWSn9eGGdgaN22TxQSC5ds2r3o74Ek68kE6fCUlnJrZMUrDtsb8lJOwRPKlTPWqJjmFnyRDrDJwlRAc8SRyCHM9+WZZdvY3ylroHuc1s5RQ6wewVd18EcDl4G2VrIZEPKxNeTZUnxAdObG3XC7evbXC8GIK7ue8plO3cXSE/pYvSbnh5AYzE0ENlhHd5mZ4aSmJlcUdvNqkIpvxZ4QlzBTkYLQxr9FSMDG4htl5F3YUNG+wNQamAjFGjnH2vAAegcmCag1KenQiLY8dZQlKFSf1QOcQbWHKT/2X3IvScTnHPEPgQ3KnO7J+jpf55bPwoVNnD0UPlAP24L9w8lqNCbHBFe5TobQq3zFfh9Q+x/AT5gjo5/Q4pn9SpgMrO7C8ZQu73bp5K/cSbWz9SIazpSdP/7hm77X9UcbGrbSNyXcaddXRXYd/B6OdkfvBkVt05F0+bAdlh/KaxvANdSL351dZZGAEMStaRvUSJTjj8OU2LsM+efIkfOxAmkuDD61sHFvC6e9j05GpUkNrVeI5H+0XXimbq+VmM9syO6TDX/+z0vvqZvnom/LNkq2+kzQbVikDDe802iTYOG27+9HkFu/Fv3nrztmz7/7Ix1NuZ2NYBpJ7lZTEZ4MdoPnqE36J97qPv9aGL5jtvaUTnFmWolmOEVHqFTaN9zCbvLFVymnZemB6VorxCwUwVXnslJeNKBuXyy2zZ+xb8HaLO/7PeY1wBhrYaG7b6ZtDV3mlkz0eD7+gQ76dPRLO+JVf3M5gMRhwKQ92M7ssr2Gc5b7giQFhu9ROd2QZsGok7fmFH/ixo37kX+TwlhG3CfBBV5bS0XMv3nb6NbdVXXnxl4GARFR/+VpocuhgE9lWmzL2rI/iHzYO5NWPynfulec2lCNrgvXYEHxNBJqd7YTKO1c/ftaHDcpgmYzepl2Vr9exh+VpOQkEvq4QKjkba5reLg1pe469sXWwRCJU90QTT72E8PCWX7QO2eIslbFTAEuHY9I5bPxIUQaDQ0Zf5csQPtfhS7RtBTKa3qzke7jIDlvuyVlhXjAz98UUz25R4e87PuiykALX4DthiU+ViiJKhrCeJoyQcz3nTXGVU/MToVLQGdZcNd7gR7FcHBFbCCZLXzk03qccRfoxClA1ioUXxM3JPoUnbYP0N2dcImwycW1cm8lfn408m2HqOFUa+ZbDb3S168L5nP0ixMkhsOojsiEKLVlX2ti9AFePg6cD/0v4XqXy8VV4qvuItRq8j+QdVODM0342fJnJkHd+q3K5TOgSuPcs7Wicbbyi4UPTobBsSjUITw8VwKMdUkNKPlFltCG+wWdV/apWO/LKkMoaQnwOkyXnNNjLttpYWTMzgVJnXZQ5nbkN5Zdffsl936eBSUcXWGbm6Oasb/CXoPVVxQUuoie6fHV4RuJ1SFp1OyZXX31rdJVQIWC92RZBgXFmrTx2SuiCPdspVX9tbIckLQcsH5SbJsbOxHu7zszNqw3toMHgZwj3JcMVWcwMCHir3NS4V21ELd/H3KN25/gffISOIA3tnUYxKbIDM5WMBGimXi+eR5zyt57XJjkvm+xy7nJbhpngMMl5/+5WNiW6YfE9K2g38MEzPpTmqubFBY+f3bSzdGA0dlCHdgLa6eEXD88+PEB2BHJ2PrS78tAO/BUroxmMA2MnrI/c8RbH2sTV9gbb0jHmbYDAZPVEm6gAZ8tQmfseeRp3Ou/c16ecHHD5ewPcy1d+b8BVrdeZ9Suj/slcMPbUbrnOsr82r+1Nm5ByQEV11u8N8Q/Lg5+z8gsGxpbH7s2D3XLar0rH62P5dLCjP+1y6SNzLd3UPcdDW73eqSrHkWZzWjb6sX6aTYJkZOBa11j1v9Dxr0WnKftR/vK1PO3H0m7AMl1aG/4NeJH+6FrS6qxts9qjvcDNLezkmV/fyiz/KMsiWi1dCaEA37E+r9M8ffL07Ac2e/AYKl8Yuk6D6QyF5Zqs+1aOUa5nGJE8xCz1Lb7EHoN6OQW1pR2AJ21gZoknZBYTdD4Ju3OdZESwGTEe81JhTuhsPAeQ/KRxHrnMGjgrja5viMboYZ5kXaZkTG5C8j16ny2dtkNcLUSjmUdyzNS24qZGBiUgcRTSh//wXhDbSTbjEJNoszhh8L0+0vhz0ofGv/a88UNF+Xl95Huku8EeEtNhuKxIw2jDlf0GOLuN1J07LPnG27CUBljlMeja2/Tt05DhXzmEEUWelqWjYWcsdlreB51GZDdj7Wkjayd9k41ZL3j6w1Xyo17ToEjXndh/9T/+1dk//MM/ZCe6y6NZNrOywtsvFHbQoAx7BxW/gE+AIifAug3h1EaWPakD6sUGI6xW8TAyeum1M6XoTYN+nRnm9XftwO3Ea7MFuE7x9yWTZeCMwU7CF8oogzhjq/AU7xDGG2NvYU+C+aPb0LIMJD4dzaBcgVuJ6TA+RbcGCu3QXUIOjaHp+dhJpB2mPrqb3ZUY9xL5vP0NOj2fNXegoa9kuXspV/p0xOteqKy72/xizY6xFTZ05q0FbG99K6F40vdpBa8zECLNQVRoxlxOrKzVUz4kQj8dAIxsOtTJAYETMsvIMtZ2rmjJ13v/7gGw1bp/xudfITEyT2fMfYQDT63SMpCB9P2JI12iMJUI7hlfhhebRn0dsnDaxw2eypjOTnJLZlcJhpbJU99GP+GMT1t95K0dJtiRm2cYXSYvOFIhXzhltoPULrVr2yNtk8EBvm/9VjZhDakj4EyQ1imf5CGCHbB+qDQDE7/kNtl2Df7n5JWO7YGwtkgOWN2vU21rQ28WqH/TKldoW5gEpt4kUvhv2LmqM7xkaeflC9429eoiy0KXfHzlA8s/KViOOkoY6vGI7nFGyqaXLImEMGr0SuGNQgN8hFvgKXjjwvoX54ankgw+WTDZQAXf8k7jXm98KjqoR2k/kb+MtOFJ5DSEBJQWrNkTHzlN25zIi/qfMQza0+w0D46V5CQMzZPkXA6fHQZ8/w8yCTjXnic+uEe6n0o75v858aExfMRJ/GPVQs48cfzZAHjtUvUls2XNlQaEszMe81/w1kJ90nu4167RsQIUP4nOzjKlpRlkyM8B1LonTUJSfUbcJpI6mBRvKUGe+6IuKZskHXlSfsxAvX98n3v13//ph3we1WK6Hn7lnWsQnH3d5xnk//6Xf3l2l6+d+Z1sZZPp7Eq30ahs8Al/TuCmAVOcFcYmQbfBUCDCbtcuYe7XpZNrQAMvimYILqN+VjK8+25/qS2ZVGZGDtHwv0YdBzjyiWZDFTfFHnY2dEl0UHxV7Au/KsaTBHYcKTPspaBLRlC9igzK429EUaCC7ToJnxkJUM4cf+ALcXZyynjUe2xylZ7YDQPrlfHALd0XSAVTOULgl2B9LMjhnStDbACkQ/INcHfozC0zg7n6RHzFe94UvL7kqo/fh0dagLQTTwXQMdxh4OPwX9tNR9EBKY+5keZM+jYwlQOhYvRy6gVH0tztnkkBvI52fa9vUza+IdABiJnONMWd+uIrau/xWdcs2SOT9hU2/JlZW4a+f96znVhXAsIFOp47WzRdXK/F9R73LHe/dYDCT/CL19TL5+It+3IW1o67twr6aJ/0tEmeBEgZBSU0pty1y6x+Db3hLb2UMXQM1qkMBIlTsztXWvsPAIydNE1MjPyh7V4UbCg/ZbGctYG2OAZ5HuunfHINsQxoLPGJqwt8MjhbRGJFC9KgLInUjtI2zaAc4pkfn0ATBwZ+R35whAuOkRXYPkA2O1odPbmM5FKiI0U/BenvjMdWQjQIrYC+6jH3fPJsLxkIIX7dp+wqxLD5mLE5R2FO4cNUhdQvzsppyMUq4JtFPA5unqW0AdV5dhQMArB/Y5LJqxyVO2kHGskbQ6+zNCy8UitwZoJYIGmrUIa+Z+lYIBHaBGWxkeKPiCmHUFlkN0HZx16eLfBeq4+WT0lyHieApuwWjS6dVo4RomIOk+ox/DwfeR7Tfyo+ZXmU94iTcjjaSNssewgX/cxfPyXLjJBrlwbd3f2CGQBYGc0OjgpX5l1vSSSgphXEy9ic6zZ41VN7usTujML3ubsSAAKZ2Jo/TmcXPGdto3KTWfa77+gQs/km1CSaQYF0XHr2d4+dyDeZrWTmTdm/YfPcdObxH9KCvYp/s9fmJPIHIkJzsB6svOplhqWpMo0VXqozildn/uD1AZnkYSOVjonK5U52VdVux4ZHuMojDLStW9DxZ12/ZIZ6j8e13rGPwAb5gpfNtN0AZsMVvHQjHpfHEPrkj05VYzXGkLGhtNxtYLVXbBaVc4jM0vMqTz4QMS6c5WCoDsu/bPhJFyYqzdv5kDc2qlGDzwHdLEuWo+n03rFr/fVrZ8t2du2U7t61c69mfrPdmbivd5Xn3KpRIm2rTfK+g/AoP1/AE90uGSjS2SqzYus7qB5eRbVzXXRUKhokErq2vG6sdbUkgwLKujTaIYUuNrTDz60gbUncAZhyXcfvecgzHpPOGf+IDnRy1QMw2FnulrE4tne2KccVBm2gX9jpKKKdXQdnlDA+4rVlbecvrQTgzrl1ce2NfiDplpUctZs4lpmyTpmKJ9z4q5NJ+ahfg6WpCOpHvc1gATrAxc/VgzJ0FSy+4sgdOHU3bAMaeIw8w9u2QNupj2+oE08awvmhHb0LssCov74PwUXHnnRuv2QVLNx62PRRL+i5che/GWKxZ+tSOnrgDOI1UAcpdpBg4xLL+8tugsOB0xjgIJoHEZSZfEZhMNGZZYjaES6NJEwtqAk7E4yqQP+CIC7mbSCu6xvkGFqyWSTVxQ4/6TonIbKRFmfS+QwbQWBxQoNFLvVw2EVX4aSFxzKWgxeDI8g4TZiWRjI8RK4l2JbYiDyV0Z9gon8q6CQYmiwAiKYR1gbrJ47xoSVYHCYSSxkceUg/vJomRcPiTsz0ynOMi2uYcy7+BYfwXjb7KbSIKNDwPCDMvawO1Kq/tzAsB+9D++y1G3u8rq9V7pKbgc6BoGwOv7gDJvBspfMVpz5ffpMNTr757YLyOqeDUjTLxG9Yn1/cosK+bcO7aG1ycq1FhbVqOKPUFi7Jeu1gYMowo3no6n9jr8mrLiJAjBDTKIMNSDg0PfkyTKSNiZfernEBwsYCDUzgLAFhbYraWFlEqS5xDDMDIFBk8pz87MKv7Nb31C3S/OrbAx7VunlJQ8yfAxZlGX2W+NRZ0ucCiOpHEvI1jr0WgPpFEo1FzPLNc/kM4N7xaJ/wNobyk6S8JkxcOTYZQmdBBKGdglE7E+Fsz6ZpSONLnh2sgzpv5bgv4NJd/qRrDwd59C/Zz+G9axtddUzp8OTPOzrzt8qKHNZBOzttlkHE0qsS6cu2s5XjBssjsccyV4rF+zgyttzgWV9Av5MVJjtPZff5dzsd9brFiqpL+s769beUkZ2YE7c8jsiMGFvGpq4u8EtHsx4OkYYDvoGx9XOn/nnKQB61x+33DlbtE7q3YuKe04zBWR4pWXWj3C1kBxXTeUZm4bQjPOxPpl7b6V6jjr+DoTIZpFF/40LYxT/44du0tqXFs0OfFYGUFXhDb2bj0tZekZf8CconjCmbXPYHwEwnL+xxEDC0PfsT1zLaVvIoQ/lkQHLgJR1t46++Bm/8QP7SF8fgecrWtsE+mRdSUXrXvFeDE1L4r/m953GLd1RY6MHchk3kNjCaU5tK3IZ2hJaBDpNC8+IkHOFOsj66LKwOaOhAYoAsiKGlcQSSp7wnPQ4DgoW8pWlI5NWxPW9hldngmK4TiCfdMd7QyWwOHPmdhsCcJJ/iD51PoF8lt+SKQ64caSn7qY0j68Ehcg3O8BbdeHmru3FTDVskV4Ozwyf5/5PDpvuiJuc9zavdUSe9Z/MoefXH79IQ4Ng29iOvcH2EBhrx1dJq+h5fLJYE0qMRZFZ0l4b7/hf3zu7xWBoswi8dop2OHSLu7/eseUiJpfbbdGT389ngPCuuN8A/vICjKlGz39Og8q5z1qMLI0noqEPEifbxR7mNnKFD46Hv/mRYnYO+OLdpiqPfUvFdWYOX9WTsZHG7ex0OyOnyOLjcRrNRso7nIzDWbesdsvLfBtZGEuJtpF+d3bpz8+ybr7/KKoUdlq8mtbG38U0IH+hYFoThr34NpscQ4bESsYPJzbOBslNVfstc6NR5ZMeUaeTGbuKHsp3FSbBuD9/Yt2yD0UGPFiTYYa7O8Lb+wJvy7rP6oAzi2ebpA5aps+Dr+I0zap/68UkgFfmw7nPeBD72Q+o+xkhHu9rLsYUK2Xlt14hgPJ3voYnSTvIvfjvSaisPO0VVsRyFs5Mu8kX4WUeOxPS/5V8oPR22Hd2EsZWypDPVfmT6EqVlZfgsmlSM2qUdjvEMZLRFCIrLn/aDh+foiNB25qO757S78PKcvQXaYtln4CQpXuto/dGXNzkoy8qHNsV/Ak+8Z1YDRIT3O76K6NMS00F7tpOMfykDP2XcfuTrcyN3VgDgNfVzdDffYF2QnnRNm7N5b6FtSBr59iXCy1P+qVsr7iAxsAyybvJNiBTA0i19wIIT13rivjffLlkFMKLP2Ea4jPCy9kaBLCMDCN4mYAy/CnQUCfd/wWEMd4oy6Z4pGl35CsjV/GY5IjaMLMIUv/k6lEFDTAhMqNeBrPTqZQguKNIzRcMPbUkNHMVKrtTJh6cwY1PpCNuGsXClvtIFPAlpeBy1TfoWqROY3PnVAPz0WV022XfKP434r4A42lz00+sjSfP86dxAblm7rNiBfJ01acJiMh/3cnZ+7ZydmgTztElHuUNG216luV8J45WzPzfT8TYvZtB32dxmx25OS6ZHBw2Z7pJug/Tg/n0a8d+fvWQ3c2VtZTeemR4N6j3urWdn/KGOdARtWUCI4El/tPE5DaW7dFsw1sVJvwpfzTBPgnRjdxP43+qGuVz3NbWO7FkWvGyjk3veFIOW1Jsr4vL90DWleqqAS6UPeJOcG8K+/+752YOHN/lmC4CATZlGBnkSRu5JyzWwM0MulOJBQzLofJNO8x5L2d6q+M1vfsPrZ3+I/cVx0GHjN43lVqvROeJCUF7hYwK8NrsTGXl8/Crv1zcfIn4efRp3y0b/8CctOwvfjOdrNbc07GAHn4EkbNKw0q+/Xzja1QFCRFgCyHvskDI9tDvm5aMaY5B1tkRGZgcgMZPlu3SZwdzADP25HnK278FdVtJ+pnkWR728ns4qK5Gw0yacgCmltFNE8/gaabvVTTRdT+oAQbr+zb31+Ds4zvqFGxlHZs+sh1ypF7a3k59OT4pLmMmT7nSK8QvaUXkukSO4OD5frg0tX+HUTZrWXRU83r8f+U5ljAyLvzYz3zRtJz3DyGf5r4TAhKb2BueSn/DCjiyeLWJXfmztHbxIWzzh/EyzITJgF3WRb9ePyMiSFkTcoaqRfZmEP2gRROCE8jEGUVTXvcxMSEHPxeEcwRFigteGUdT4EWZLTwkIixJhDs7qaMURTv4DP6PvTSZRrZwHHPH+NSESL7kji461CHmuLM74Maotgh28vIkFN53zNJLInJyhAMQGuIgeTxIYUM4ZcCwnGt1lMgUtaipL5IWXDmrgOvDQUM4Nl6zIH/hA/v9yOOUx/GOfcDwqWplUPBV1GWAgHM2+5QUeNy/YgIV+0tpLZMTfKW8p0REDaAMqgDjeH7/F/dDes6RxwdeSkxmB5dc/+WRZlPK1M7TCxbYp7+GA7al4zmAe8srZVGwqpJIIP7cMQvUELxSWyKt4V9JeVtbLY7CcOxiw0ttJr/p5GBtIcvMN7USecjnb9JWyZemACaMQtLeD0tpzOfGCsnl2JaOfXPzAK07vM2i5ffbPv/n+7BE0rZEOWIafOqtr6MqYYB6HtCd2jl4njTzLUX0M+qiDq8dff5231dlwOYirDeVRmwo7/IyrRTl61RDfi2w0kKkPu02FiAw27uj2hhmOjeurVy/ZGc4nT19x+4U9Eja8fTtmZ2VtXDsjlGPk4bDpMnT1F+xASUW/SnQ46o7HAl94KtF0Nbqq1ZSVVJTJNkEZ0kHF5kXRcw1p9BeP+q30GoSxzJ2UxA4HHYQwTbrp5KFtZ+nbCwNrvj/y5WEY/Y/x4ZE2Woxhv86hFR1CInpL79yR1QRdUb/UR5BD/xz9xI+/Qs+yU0bv9bsCEd3AUc4M9qUHr+EpDeGlmzJVjpEP0JE5PIGZkA4W20dOfF961ivDyDln0yLjwg/vZWfx/U2H7jnX1BfjIPLlPW5/c1txYIfH0O2eAMpIpS9YDrxOA+R9m0uubzPyvMSxfTcxR3SDQQSxscMtiecNcbtu0v0oKLRBpQxHhZJwOAzMJE175NuppHLMV5akLeAYfPEy6chnZFigV07mrZVKkJolLR2gS6E4h3RHfpwotHUkcfmtrMhXqRb/yCFNHU9toIk9tzD8hAiPLQfI0lCo0Ttywcxr4z8ZIJKGdSr3EUEaU3bGzQtdHJ6oek0Y/nPt+Zg/15+Ci6yL1imOeBFh41XdTDeIm45lw8d2COdTFz/8wCdI8XPx/VZ5bNxNAqKuoA7NUzeD9jCJ5gkdbGR9VppHjBhZ+4z5McB9VTJG+2Q4SvYFx+K6KcqXy9j4x3rh3UbTDULe6/L95765y0ofnuiRWVo6q8pTw5eruu7XyC4IhZSBmdGFLw3DW+63WjtFujYbUbnS12bAaUOl7sWgM7Kjhs5tZpd+TOY1HZZLs9eRX0reUrOuayavXR4We3EhxUQGA6R4f9XH9O7Tob95+5v4cBqfLPVaN/bO67TsS0+68utApMR71L9tYH+g83bPgSsnvqFyaMY3MjiQz15Hju1CeJB3lXd9TDjLJfUu2rHrnNsE12wDeToiy7VIdos9El773Xk3ia22OkJqsUtwbEj1Hzs8edmgZzZLA+11BzTY03aFe9sjz5wlZt5cx0XBtexNax3KZfi2XqidIU4CXGeYpdG9Bjb8U4cKCw3o+fZB2G1B/zoOEgdv5FHPG3z21nJQl+c8mfGOjYDex3WFRN/Sd10Y9X3yEcn6Bo/KLwBU4hdNs5MVTt4bv1WHNr5L9xFUXSYIM4O+8rAWyrD0Hag2dPDh4NTgBtCswtjnLhtYn3p7roPc1NdFZ3t6INjgQ2fahW35nzx10DZH2dNGwzadM3iyO+Zzsag2XXx/rkYprrfJxLUuu8Jx8eYGbd/6UM/SVb7SlJQ/fBFHxBl9WYRvN3JJy00fvm9ZA4WwAvOj7SpWCFiMu0AqmbBOI3gTV5ZKyXWFiWukT8VNm0JMY7fwWgm5gFfwVH7xH5wp3BEx18o2/FXMQEVQIu+LDq+m55imzFG5y+gJ8sTAeGKv4StPK5R00qAsFcNi6WaF2eiTn+fKPQfLwiu96LPSZJDrRW+pKFLC5A3u5uA2HIXgXPmECa+l55ihxNQdx7OxF3fJXC5/3lFZRo4/D0OoSqlkwUWvKec0EMhhWWvvQrKx7MXzsz/y1rG37piVQhr1RHvQppRFQzun2CvglpNWoDTB87G3CxrpyE7j7psQ3SCyw7j81UqVJUJs48tBfGbcF9ecf/d93EAb6w7O1K3k3j/2YzAus/tEiLrpF/5Sa5BPcVKMRKyuPv5JdmiYYfmkHLiYQaCrZre4p+/jo69ev6DjUPbCqa96aS/xpA+x0KSVSLme0Ra4uc/7wdnIA9SOrw+I1d/sP3BwIFA7UpnUj7SRg5XHXz+mEfnPnQ1hH1+F2tUpdGVlz/KJLCq1Yl63+kTiyLCyAmXcwdP3f/pTaL1gM+Hvfvvb1fCvegiNobdxUBmRy5C41/x21lw3yDlwAXGG/eHsJoMivyjnRkjbw0ds8LvrSzewwS0mOD69QHHiN30vuwOATITQu42xy+/c49feyGJjm/Y15Q0j4EyviNp+/HSJGAcIWP1J2ZAzdWAJ2zKqDeIf0Eg+542cHWN+4wdQiW1CMDTV39w9/ZAHbFmvNOypXzvASgczOiBvNgBGbmjRSYs5fxR9bIAG8Kwsyij6dIa5f63s8Igs5geaw4rFLb0kRA1tIUL+l4zJ0wZwB0j6AqQ9s9PjzzJthUhWDrEnDFxRg1zqgPj+Gdq+NG55zi+ZHGr71jnrd8tncpf+ykPe6JVbtgf6o19XXJRFWOsPA0OQhHceeI1BysAa6eudtQX8sAedOd7JxTn3zm7eYjcvDVVGl1qNX8jGS2jslFFEOzNyLKw9VP1Rpk5SZXaYq7GBMXXwjhA1tGLI9ONg+uAZP8LlOsIObWH3QlI3Sy84kl/33MPlwM5oLreaUjmsKzopxcs5F6GlQyyMLda0XK60UNz5r6xdB+37iQBaq8SeZ6dXyx/SFkPp2cHHRpSVuKptGJliBi8WbeFnxBfAk8MuY3EkNAOAjShZx3KZ+JCSRtKUBSfUlgpgmk5vUFb/jOUeIumOqp+z9PkdjbyzYmdDfVRGHXXGEKxyURSay2krA9cSB8xsB6znNL76ezorbJlnsG2M5Q5yZqcjl5UKdN9s5XPCobHktQyGto/o3GXGCjlss8oS4Lf4WO5sRTYFiSiNCEss4ir0uha00jgK58MydMSmuQwcPQCsrAuBk0QyQJAOM6g+ZgpJ5L91hw6L+/k+kzw2y7KkrQahu20b9zqitrpzBfH81zYOah4//pJJgCsmr7CjMyFnE0okDc4hUDzpJSgjedYfmrmcJdzyru76oBsIv3jwIOk3sPeHG0FMZzk+qg6m+otfqXtawPKweKZs6nfCIhdOJ44S9KM3lDW0nJX7yN2DL9zz0METPQOPfPF2QCY7DuZu8RrbC58nz8/BmrwMcKL+dE+CPLzFgm+qkt+4cCabjl5If0VUrkRz2bQMyqy7/Cmj/+osrwywwPdaXa2z7mx2oGF4A1/D6EuB5NqD9cDH+MJzXSuL9PO4FnlOPGLfjTaDRx5Zdr+Ig1rzskHN+uJS8ARkq34K4upHBwA3mCxK32CHr0/MYN2MDHItM0OLP1FpGVLGS+9r2NF60PpsZtsr4fxQTfSC1MjvYFzzduWk98etmLEvNP2OhXFXgB2ISld/qX0AIHQgW57mR15w5jyycDc1ITTUEdhSWOnYw7Cn2241b44zWMpkT/zRFVzJK4vnUBKZn/KiBANLHrvwHhhFmZGLDpEdkjieIwR3Qs4HIXw0Tb/o0gSFGLwRo+c60FUJrSSGmTkWcj+OMUwZJzuN79AoEgWQcyXOaGxgjjSGjnpPED5hnSb9X3KWRxxGUxLfaEIkHezwWEQnzbNLORlECasu4q/fyDA2mfRcK+9Bj4H96AzMqU2c3dmYtCKUr65mo7+FRXsq0ZZORDkSOIU2egunXCObjhc3i88UfvQo8tXjophEadmpTNj4kZDGg0bk8jYv2cB+viPb52ptNN9w71z/3GkRc3SAKNnRPTVMiDiBxsGHaWBsZLJXxKVR+FuRfJoj9wdpuOJnOLzjXRsDP4Bisbrs6qOcNsZdpUFIyIpHl53OwK9ddSZDgwu++thITnlWT4Vs3VjVk3zSpLz8wrP6u53eSuvb8G77LC8djunuH/BbCr68RXtY2QGDpw18Hx1NAgK+5vrh5b3cgw4PbAlC6DgsRTtR+4s/2pl4jTzQpUVIA60NbNQd0Hz15dd581dkVD9hiwT0ipAGBr+rIbbwFgG6qWeXp20k26mq9mvetCc9y8eyyj1vyMlH8vUTGzRNaXkYm/REt4MyCp/2DrjYVlqKCYV3b6+dPXv99Oz1y+dnT3/4jvMz7PtlZkU/PLnOx2Uend26zs5iBkJ379wTBaaWj/iu4HjvlVuWyGp47ydyydSvdMm51z1l2w5mL2txqo+xlqMx9fK6Lz0i3dsh6koq6nC2jaZdoUyuBmyq3XBgefqLLOngghjwkcezwfeNKDDFgq2i3MJXF/uFlpfwvnNkK2bqmubPAAO+urY+iOdHTmVpXwMK9GXnIMegXOYHZpXTrASY1gG3GhdX+Sqv5xVfvLVI0/Rf7KQv45uhDSw1PXQ8pM5aZwzU6c7oe5mOkzxpcYiNkxM7xdMjt8ppY1e9Ut46hLoFrrTkoO6T1qzaO+Vb1QosrOVr2qKhDh2AFDBHXcR9BTowCVlmj1hYPiN1MvIKQ0dgFBRmxAirsQTRe+bS977H9sjNJsKnI1XbEY1LcDD/kaCyu0OrbBVW2BpVt4ZidSLfDJRfcDqT/D4ZTP5M1ifhfyJxG5wcaEb25RtH9GlkTIs9Dg1P0naFjmiJjwOcwh3TC6iNsN9q0IbQ2HPSfQxR2T9np4EffrlWx1UUQ1de+ZERWXSMgy0G7qMzMOUBfP7rG6dwhWkFsCLCJCBtkMroPV+aij+T01xB6h9YIp3asYKaKy0rhjONdNxcSzP31iw749jQX5a6yFcWH9l0xPziBd8XZye7nY/8q3Rt4FLeFw++yE5v73G94AU3l8zo0CI+a0NXSXdpSfgoyK8zApf61cSG8U1m1NLLN93xoR+e/MBKQd+SJ5BvxusgXKlsBG2MNJ2dDkvJzKa9122jI7x6K0+kIT+P4cUX9Q5SZdyDkVVuxtpeOMt3f8Afv/sBndkjQB23nndFAuQlu+3hdJpit8a2nLyaFYz4Edfa3RcE/fZ3v0tZZfWAZW7bHMgnDGx4xF5RVGrRKGpggwn1J6+i7Uq2jNU1ikZeM1wu91bEy7xp0LervYANLwJiGf7e7fvcL/dLagwu6IwcODm7l+8lL4Dh7kPsVPmUF5vEFC0D0yuLbSEzYfAnpOyS6tDJAKxqWV4E663e8J52OFKTOb7irHWnHfBcp6y5nE5YOf1NvbDdt05Eppihda4U9qO0pTH0ql91Fdc6lcHkgVd9WJzScdAx+MOzttj5TEzftNzNdwLk4JvhSLOxSfzMtbJl2+XF0Vmg9Gec2ylHsdRZhdmekAk1/UHZC2PS6Kb9w4CsuVWq3NEBe9h+GEw7nl2hMlQGB5C1rzZykuBjoZxCftrlIASnKwflPaktv0xctHOQhVBmZcdnMS0XzkL8kpPfLuY5PD4soBEdoblhAlFjkJ51Hog46rRjp3KdhqNRzMs1YBr71NkmfzcecAi60VBWA/hwc4yXRtZrGwgtol78B0dD+ezskZ7opafgxNOgmtpwCjvpP3k+yBabfgIhIg7cyo8sJ2mnqJv+pxlcm3cqs2ltRHfCY8eB386fEdb8Hws6sDR51kFXSNzr3QfEtyR+PGzwgIdjyq94RxmqYx11q0DI2FE6nGwh4K9fUKjtLLQN7CMXeZFniTXlbp6PF12yEcz9ITamwUpvY+PeGULqJ2leK5f3qJnnUEeYwVNXwjs2aYdpY/Py5et0tA/5Uta3337Lh0L+CD7UaYxsQJRHOaZDOlpKuaaMmt7r2AQdrJ/eL79+jTd9sUphcV2+YvmXiLNWy8eNfMpnp/D07UvqcWfnsTNEXRpXZ+X3kSobdF8ics7b7dTHAmmDvOqg9pSRplxBOcEC7j0d+AOW2r+i0/1DbC6IDZgDbxvu4asO0SMAHOTTU9nKw2ts7d6FdnBdrRm88Rv5H0NoHxM2YaUpbGkPyBFfXCFsNyyUln3f8ucy+w165pv4ioOgu7wOdTZMjk9Ylpav7aTl281z5STtDJrTkGuXNvDObo8duNeGyKJttZ8VTL+bdM7Tfmpby630mx4+LiEdwnSac971DlXw9dtVznDSBHZYBjRJ3uTLy8512gDTjSurBtQedAkZ4Iwe0nGgo31VJCtd4OXatJMgnjSjF/TcyGZdty/yNoL7KPKsu7TQ3w5+Vo0zyLFeSV9FDNLTapG1/mf8Gv41NrccpiwHz3M2woHr6pP+rEyW9XGHvXCz4mncOpfZs6yBhTmhbYddvVKFTs6mAIK+wgU+KZ8/iGvoExmlV2j0hveFy3NWTJcN39AQvXjGl9Mu7pw9+YEXQ1ze4b4RRuV+iV8GCq30oJKYIuFsI8hM/WiMeOGAlGOOFv6nZucKesTfr0sEW2XX7dBVeZc7j0H8UfiYPvGhOXwm/fT6p9I3HoqmffkN76GVfsEsnQBbtbEo7IaffA7afy1ND76pp+EqXgv2CKNT/lSwDCNTCrNxcYZv8rTtDNIWvLQnTdjOSK9yi3zo8ecEYT9frUtBPlORskTtMIJlWZpIKrOVk4quDyCvMx8rdEd4WFQ/A9ZO24bYzs5XFT9/5lfMaLSBtVOz83NfjE2OG58cZ2fpTVL8Wbi+cUt5rXjXGf76+dJXLP9SA/kH5h1Y0HTp3w7Md5bf5Ctvz5g1P3/6PPTzsRjhoRhbJ8KFu0qxNehbiG20sRWdENtHFu+Vv0JmdlzTkNnQZbZAnla/y6a8y0cPsY3P4j/LzPb1Ky4QUZ2dMX756AHvCmc5noG4dLTlNb5PLk+/oObAvjaXonjrtxy65YauiOYehnv3uW/+9cPQc4PYOc+amzcbPGUOGAFO0FpRrtWt9bX5ZBoYIFiMM6CwA3RfgzrZiCmPQRsqiyV3Zb9LcnvY6uBKE3qhS2DFLTdnx87wSIOmzyG74OLnoN9QzvqHHxHRh7zF2KXZaJJrySuPtzzy1TI6nXZEtaH3l/XRY/2c2WJ8YcnX8q6EtXPpKt9UR2no+3UNl80pB3yyNtRulUuS1o/aqQws1+iNLBaEbWi6O22hDTB8Vj8l4WpsRDEd28MoM2V0kUcGD+BzoyrEw1fe/I9OgbPdgLZBsqbNtWf5RazlJ+bbKY7vq0O/SEf5hA60/Mcv3lA+PqIqZTvlS95GeN0y5C8TOs0PvewFgGY6TGjYmSuMHpi355mGLt7GqF1VonL7xrzYyX7PZOhrtU0maLyj3ji40KyjG+KkTQoSMMvd42teZpCDALEb12OX2sRnPOCjPWUq8qI9M/LkpE0mN3Zk4+17HkDntgbgfC3qnPtvz1+e/cDfJTXvLl9Qo61DcOhRoo6KfKtQibcB6T2VvZKRGYVm5DjKaQD/Jn+EH2VMn/goFF2CYZ5cNSQlGafTQUzxMpoaI351dLrQgy98xA/W5Fw9Z6RZSkBJ/WpQB2GqjXq3cIVKbIRGpOhDfgKnyNmrTx7HVrFvIGqvAQ6vLQkJ4FWcq3LKUjHmHLuc4A3NOWsXQeyM2phry9SG6Dpw8pvfpCnHlN2knZ4r5yHVSrFk6hmhVSP2Uq8DbCULj7FhHHiVjzP0a2tWstuk+Hbkjx8/zoz0uz9yH5TO0JlodqTzfPlNNjadU566kA2CH83IjBKhlMEBjD4+m52cef/+93/gda3dTe7jK8x9FTyNkoODR3SYvlnx6bPvaWyoWXdpZMi3gVctG2YxVCt2y3kleIq+yjHla5oj/LG9fueueb/EZcNaOMsr+wDoeOTrprE3uS1Gh0U9v37+4ewvfvGzPFd/TtwNXfKyAYscV41ubZExAb6R3HLutbNRZ9C+Oe+bb77UUGfvaUjOoenKAJDI6EwFyYskp50ieSaPHcIGO9uIC2fH7XsuXG6fQWRmkvZeQLSzhy18V6/jRchMfjum0YFUhbFMhTNOUC/t1tUH4vxJ0o7iFY30cwY8N27wgRIGejEBeZkpMvmxI/P93EocTGSt9BCGZgfA3r6hzGW9ykkpj5MafVm+aeDN5NpTN35WRnXpS0T8KNb7+F86EAyoD/voWAZC8MjABHyD5Zqf9GNLOh+6CtOUT782pN1TTp2Tf3Kxi2eD0nhSOwekplJXlo7BSQogds6LpyjBjT4SBc+f9PKPTubxC0+yIEnQdzwT1lkLGc2AkLKzM9dXHNx69nfrJh8AYsSawZaetdLDEtzckgsNqK3ElJ8FTgFpdWXxTxXLWl6mA0NQeg+xwSYkV8q0PEFEcYXNGV6OBSBCovYz03LpgEHa5Vv4+AOw80a/poou/pJHGiWestM+zMxZcmA0bQG7hEeTRqXksR3qubuGr12/e3aTe2wXN1AGr6R92EKWD7MMX2XjBzCo8kRSMAXXQBnNLSOOMTdih8jn8qQR+XMEIVZRJ1N/PMQQgHyKtiJt5QKMck6nPg3JUB9ec24hlj9VY8A2iSpiC3vLXBFlKe/ij4wtpZTbFRRhxSkcEiyh53wEHn08m/8pvYWfdGlrz6EV/eLAdTgrfjqOpaNwNmqeP9V4SHv4znnSerZyqL+Mp/w4c2njQE7ybIBM9J7kBTPK4alegXMITH6WzdJYt6OzoljBnzIT97lw4+7gVgc7vO5M9hORdIiO1NHV6qisNA3ZE6Jsrxn5y+uCVuScXexP+fzpM35pqLXXJiv3TbGHM7hvfvYYPm7eepnGSljrWe/ToY9yGtQB4jPabiLapIx7Nk3ZDWI5O/KDDp2R8ErRtH7dZGWeqwbWYc3q9eIU/W7R6H/55SMaO/fBUO+he8nrR4X1NkA6XYsg/PWAhc1JGIO2sGwc+Li07Fe4vuHxtHs8wiW/y7u8v/6tz4TT7AepA6W0ZtJVF/mtBsw2IwMQbxOQlh3FwGSwBv1LlxPkic3UVVukw9BuyhRakcxDQv0taCNw0uWVYO+6Qjpxyrt6WR71K8vSwZMv61CXrIAgzzsGR31pEb5/c+ggGw3j3LLRcnbMKV/4WL52fIb4Lxnq59f1Wn7Jqq+kge/1lLsb2xxE5jOplL2rQs+f+Xjia9dReHKC3fcPH9CR8QIkn1Nm1//QVfZtJQFxXXWIXNgxnbuKm0CobbVBACOz9chX8nbQZMnTypk2PkyK5VBZrUHoa4K/FYTdrszyakvodTbPgpOyhco2AEyaRLUndZTrDuRse6hK2HXaH/VUDuvHBR9vyaJX/AU84PQL5VJGiyN+QprXSWeAYDwdr2nomn0Im+MkkYP2aFthivK4HN9X0Jqy2z9X4SFflIaBPFQ/dhI61XsMApT2SvMYaSSRkAF0dADHc4Ly9+/iAx8FcIRnd/7azR4Y4fp7GjtmOjdvfh9HuHvf91UzXkbL63DxZTIqBMVF8OpJ0sfCOuaOAse0Y/xq/sf0bTz3TTrFFEcnOOI27Sr+Mf/I8xjXURNExb7jtDHeVXJHtCvxT/E+AhzlKOwx98fjeyF+DKdjT/6cB8rrY/4x3Xjqykl5hgZpytiKju25HtrSswE23/iEyZ/rT55djh//PQCUp4ZvYmg7+8XvLHtnJ3bssjMvjQ1nx5Q2ODS7SRuSdh7Pnj9LjXFGfoP73hfMHrtM1kqRpzOgTdV1rhVU2VvJaBKopL0H7ZzmFbeh3vAVrRs8a2x6Grk0cMDRiDz6xaOzn//FY+RzcCxf77uxTExn6VK7nUd29MaPYaLt4OMGmYarTqaOR3sa73Ju395mA/bi6RNW0JjFWqkdmLgmjfDWaeurFNNxs0fgq6/6Zrr3fC3N2Y300jE7dUR/r9ORak/+YmPTQ0V7A0Vj84qZq4/gactvvvmKnd5fnP3hD9/RoT04u/6cDnD5YovRZkzaaihhGyy5+ed9/N4Kec7GQvnPoMJyvvfoyyxdv+Qe/010dXgyu4KFDcU0fMrW67Iwvq7DJWyjT5DMVY4KwhVEtDUxBxR+BjbzF/Kv0VCnc0ZYByx2HlMfpny8Nk+/tPOdSYD50j0GbRne6gKeMOIqpo9XGXL/nRci+efS/Z/+9IRbn/307uuXfEPDe8jgvGdA8BT/fsIA88Zln/3vXhDKBrnd5Km8KUf9Dya2lQmRzcHJ623Aa8HYybsqchlcrrGT8uYnBfCs75ZeO/62LW9Jd2XU+8quKkR3DDrw6jdh7AdRdFVLaQKgTAEsMNnJiz9DU37WFG+hnfPOct/gaBDOztc6KzXXb/L4qrcaIJV8YYYF0aRzTgDAcm+8p8gDwgzEWi/CKOVjv5kVJOw75b3ZibqlKvLNfX3rY+K20aZVP8+pK/qBzvP/cvbmz3oc2XnmB+Be7ABBEADXbkq9SFaMQ2MpLP80/uvHEzEz4bHDMY6RLbW61eyFTYIkiH0n5nneN8/31b0Euy3nvfVVVebJs+XJk0tlZckCAD4GM1TaxRf3Wx9eHGoDPshzZIVxSo4+MdPt7O4Tr+h2j+d2D9j/+vjeMR+g8ItSTMOjGDQYJUTfPk9QgXLnM9+osYVtQU9oUa3Cnci3nCMYwgXfSu/rGJGeGIQ6oA3ECaUsBU1+07bXbyEZpQ6M6TMifxvs/0jclp//EXhpl88WsPcT96fyD+zAW0EMw4PX28IX7nSYvJPmWcMUx7Yjs8W5xRG4pfcT8VbMFbSFwT9xOVvhF1wrA3mMwymLUrtJg8O1ja8OLglkxgyTN/KBvyZNQkQsPXmrsynVbOBBhdG5OR2ej2Voz2uE5AhEDfrsML1g9OCI7DxTyW4w8/jpy3QMdNZnqR8jk3R8du8rc3fu3OHx1JWMotw//pjpbBtcGz95FX80w49n5d6WSit29S/XHYWoh5atNHXijvC0Veu/z88vnDnPiO1ZPrsqHTsW2oO0A0t2F+V98OEHVSF0VdbeqYYZ6VV3dmqzy6MFwX87udWn5SmNbpBybnebD67copPw+999mXUs2TRm4ZGGK9CdHm3hiN9OF6N6NsC5SWPt6nrr9pdfMuPwktkMdCnszZvv7P7dv/u73e9+97vdf/uH/04cnS2mvV/gozTl6F9bYXCRWY+NIk37IdtU46YZtjDhS7mXjt9gc76xoL1kzUZkajlMPs/qwjJJg4wcaWStiyWxdKdEZVD9GWLzXHq2jAwOmsRpA+5o3PNzdr/Tlrx3EaT4tc8jdmZj7BXZHz16AK8urJNfH0/UhoN0/eQZOj5cWfLJVtci4MOfshHTC/YJyB4ByG8nwEc4Plpox8qmsSG0rR/oXD5TBpYLdKUpbeuWnQjlFMZgmnU9fC0dm+ZYONP01Ht5Vy47E6YJPw1p64H6QWCCtt81DL6OWRo28Ab17P4Q1ucmUaY2lvwZIbTxXsl/ZTBjIoMBjsmjlTaaE3D+qm+v7dBxja2mUafzPunC5GNG6ohrG3xpRKb4NumSsvDBZuqIeCY4qyC+8Ikehu/MXISppmuzY1dMs9s7t2cIMwjg11ecLnjClPv5x+cZnZ/fffPNt/S4NRC+FsSn9TqFxDmFIruopVorhcXRxFV9w+bbz4GRSdFNgK/eKozq1YCUa8XmZq+TyZXzwExklDnIm32SDuel3CI4RP/Rq8mzcE6hTR758K+OYghX0PI4CFSdBW7OGtkWxxav13OIw8L0fruwMPELbns9OLdnHbpkPYab4LdjR7ACej9h8HnOn2cMTqeUOI1vhck3eSZ+zhpyQ2Ue+OiLhkr8/iubnUnj02M+sFMnkcpBJSZeHNKjquU6/IeITrCrZN3p0I+riMushdemoahd82fDymXs3ffS/fa3i+jSQbCChjfp+BiAUSX03nvvJnXlQhzkYxa/qVvrixXV5/qFhsnQoXEkfmSWxbmuDHZRGspfhRanjw6E6dQuegFMZ2wxef2c2QPzxHkih87FtQPud65sxqfjEH3W6ShH+VMHXK1yDFV+MipSIQQ7CcL4HvHFi5cYmd9CN/+QR3XqKg4abNERTEUPoGznrT7E1eEffPDB7gavtj14+C08P0EGXq9j3Y7PMo/xPa6W/+bePfhtY2H52+DJq75rQpx9jEmZGzu6PMAgFzJVSougcnovXnFW782hjmykomMaJzVbuSq/z2dtXGYtxHSgxGFjY31IJ8iOJ7S8N600oKrtEaduIB2+vNYXv+DVx6esy3Bq3al+oLKp1yU6QOErnVHsFzpZkEkjz/Oi0ln6Vgrp+njpKf7cTpVb/5r/9WNp+rbAS2yXhhya6SxbGeDEZ+n7xpzOojZjkPfp2GjXkVX+CdWnz9Ipq9i6uBo0G8vIxjn7IaxySGNOHZC36Ho987Ye7uG49l5dukjVhZvOink/jwqkjQQhVvvmEl7RMGIeeC+PB77MEBmEBV/tEwxrpiq2QnYxAJLguXLbsU5Ky9BCLASP3OSvnZLlYFYaPIdObcM6lTLH8G30o31lleIa1ABOntpqi0GaQ0velBL9KX9eq7AxJ5djbb/H++rVcd5ZfULF+vabR7vLl67GaC8xJea0nItrrDSuwnb01AAzMCDzKu1fEmyol0mQbfAhhPF9gEA8yhY/YfCPkSVy86OyB2aihyMLSFdsEG4fVOIbprmcmtzGAyAuaflnfs/ayAGnHuSH5FYvUtnQEsO6LZ9Kb0QxnuY9uSeDN4ThpXcHWcwbfoF/G56J28qoL+umHfIxUhXzwG3xDs3B5X2uT2aNSJN/zpPX+23+wRG4yEDMRmWuVHWEbsey7xs7mpFf9YvHBNbGeXz8wS7beAlgb97G1me9bvLQlcbwHmOGeWjgV1I28uHTgJl2fU5H9wWOzenETIZytiMsbfFc59nl+x/cSdwrNiCxuFpHuAC1bZAOk7vk+b4+rMzakemnFZnopgHV91h9b/xCFj/ZsLloy0bg9StWsvNctQ7AkTG1GmO9coXZNc27BDjXTkKRuj/86CCF0r4KbQ6dqRkPQVn0FcfHF3cff/RRntn6vPIyn0d1yjwuCSXovPJMNPjAhL58Tm456EvcefL4GbvmMaPx4MGT3ZPdU/Ludne//mr3v/+H/4PyrD/obnw4Sf5WmwOUem5N8DGgsI7e5TXycFaXNpoiTaNPrpHVtDOmETqLw3UE7Ugxmwu5cBE4G77gx+maY3CY10bK7zgExjIGp7B5Hxx8WcxGrpSrfIwyuTZER6TnFUYqo3ltdJ09cgajazwY9dKYZWTNo5uMgKHpx2GybzfXdrIchaaDAF7xPGavA0f4EOXfTtER66HuZcB2/77vz7d+2OGbRYe2zz7S8hm7ljD2qFzz1S6VoOYzMkVmIQdu5JQPj77itZE/sIxukd/3+YW3DubRgK+AYhc27ik09QPPylUfgB6YVQBF9KbMljklBh550h9wh7z6g3xEifvwCi7fwkh9h14GBuaEnraRb4FYNlzP62tksbA52i7Ih4Po+ExsuSNv67a+6BA6z6ftgS9Bm/BCWgddqX91IB65D3mvQtOYfp1Re7DumNdrg9cqAs2yON0MwUHFfMMuUgjhczff63v6lB4ysOa7fPXy7spVp/L4ni+jGimeyXMBkYoMLlel8M7/qTgSDZPEeZakLGQxhlGECk5cYBonkAUApUQM494OfDEtxSgYCHhzg4ZWROarAXkrLsOWRO7jGVaCWVS2JyGjrNz0EkRBDQdmG+c7XNa5F95fy65FPNTNM9jLydwZbYxOeMI4DGWf6zkPHmHTw6cTMoVsXPXl1SFs47bX5hPvlo65bHrstGx5GmzC7nHIuGxzHv7mLLzXc7/PY0J03PPKvtdPECZS5OGEbTUv7a4xonvNIk0dlTR9XqSObQrtiBV/9a2O7P/psKkH9OzPM918A1u+BOVVMtLQb3gLsHxasTJSIX86Dj6KhodXOE6d/jOco9PMcqbt29D8/C9+uvvoozupjNahp+wg5gry7WYe4Qd607iQnRvrkJgsA1iQH4NnDuXRcegUTBPGD8485xva13g17OKlK5mGvXTVb6z7LPX57ulL3kcHp8dLpt99M+VDOhrndZA+HkMZNopxCT4iE7Er39GTo+KSN7dMGIzzWgb8R/eczedx585tNo85z6O5J/DD6D+eTujJb9bDdUal6pkRjGsAdLgXL/leNzqFvjJaDnfv3sXROvPAVDQNRgI8lkV5sRRRDpf4Y0aTF9MpcNrar6zpkzr7Es3HFsSh34t/UqwEm4JI1U66OiHGRiQpwDvoUS55mQZTHpXf+iOfL/gIiSNhR/OApfHVyVd0YGE8OjdxHTNAURY33bEM7ERcWyN/GytH/9LQ5j1SXlokaOx7nfdZe/iwPORZXZeSec3jSNfjMWuj5OeI3qXbFz97ToMOjzZQsuR1Xsck3dkGX1s2iOfl6tB4Lw/Kpg74J1AWnO0wTLk7Q2E9sjKMJnQAAEAASURBVD7Z4KYslZN77fKl7wBy72r8M+Li1se+EzpjIoh1wJK2ltv48qgg61+cWpe+nR9t2lTtVj35XnpnVtrBcybCWuzGPn4pcX2XAfqW1wXqs3E+IsjaheUT5WUaUa9hA9zl0dOY5XTQ1Iudor0fQaiO4PXhyqG/qC2rhz4GU0/1XbEn5ExdjK4Ka0dnaMR/wItlrx3b2WQtG4pfD+uPvbaAnXo5s1akIlgWWDx8xCILHOlldztqj7qmAnOor7UkV4quzOs3l4e7FHrjhFo2ADOtFAPtOQa7B2qKcVambRjDSRzpyReYLc7malpzq+wGley1mBbBiJCf4DudL46VDk3y7dEUfo9WjPBTKQfzAA9l0hPVvI2dfHN3uB+erSTFeIBJ3HRMVrTw8jD55t5k4z3GiHQWg8M4HQAmlelhoA+ENnmDw64kYUsjEX8kbmiLt84MHP0nF5aFTg78yGuQ5bGPz37xC5FfB/6KhULyWUcCvxIPLn7AU1odPflK2mVWXs9I4eAsdKA4ZCqGo5hxmlY+e82vztUhhSpobcjTk4e+I5NjXv/40Y8+oXFlm090bv6Z6rbXJ0/yER2FJx2OF0lIGeislHnCiTyTnzxiE78jLndfc0Ylz0DJ+wKUTrvaSDr60Fn4ZTkdXXhbyHWGGaFIxOBZdqTPtU5RO+a/uheGOEeQoCSBzhU2qH5sjGfzmLtf8x6/BWGwUYJO7UI7FJfl3WRlsHHIqFG5SPADNq7PUXd23MampCs3aTyCv3jsWElPvdkAujOeDvwxX/fy7AyGjnemhMM3mGTBRn70HbxIzdu34SP6Ib+rw4V5xQr9aoNfdRqH3Doyz7s9O0OjPmzQbTAMlTmajDziUy758tz08qIPPuK98dgMMk9aZFffKRHuovuFkwYqOgWXHyAyjzSsV9ro8FFdmuZOdcyEsOWwnRXfjMgiNMrUsh3efFfbzYVeMc1vWdnQ+SqY8qWzgmzGG5rHDjflAu1q2IZPnOVPmNY3+W6HxTonv3ZYGizXZSBGuBMNwXzacvObW9x0VLGfhsoau1UG5pj9FZePKgyQRx7WkqAXO/VpzJFRmHwKGbtrvdb20RPOJbOVZJzZqiDC2xQfHRJnL+DDRtaF4dpg7Aq9Ryfw7Lvs0pbffuXRckIWdKMNZIEtehReXqRpx1I1NJ96PRmEVT5tUWN+BW5s1xwyT4HG6ZSw/UcN4txrKsazc7t79HIv3MMRYp+Z6jnHDlR28smuiaUxV+8gnYI8Sf5wR5aGwK5rOB9hJtlzClYWZd5/zxRGauMW0OsIGLB9coUuYHCdznPqXoXDyZ6uyeLwOJF/CTH8nUJzAj7s7oXeX5Ble30Sw5ZvU07f17lt4kGVjTpOovmTdyPT9Ph8Nh15Vbb1VIt6SzCfeXJGDivshMG55dm47f0etnUVDMXVeCKVhzyOHWXBdC3N56W3WHDlZkaUSioOjKSiwHH7lCrca3lch07Aa19F8xUefGZ4Dm5QWwH7LFCsiG4lJE+G7Don/nUAjnBtfOx5x3HGGfJKGovkPv7RxzjIi/tG5BmOI/nlQTnhSwfrpSGWBm3rkDSlNmkZNQpjHVF0gvzXxHUUjKhoMGYUqGOKfoG1UVFeYR1VidsPh/haWvZwV1aQOjUs6sOHN9T1qtRh2Jwepb0uIod76IZHaUDIRWyOzn/xj79GBp5346SzE52y50ju2gyX5lG/jqgyfU4e9S8ep5ZdmKtixq7kK45LZYWn1km7cQqRxgu5hP/220fLgbfOWrbyIKCl61WUE0zQNYZ09S+cuOxQXGdb3suUt3buZ2L3Ji4ujkxBe73ySdsZTailoRBHZRcncOhKXPIQubi3rCy7CZkmRzftENUHm5ZHJdI0TVtWpmQa2QZDdWEioATheyiXec9Td84d0XDxWuJ1Op/ikreUCUrwUUH8INHuCOp+AqbJWzpgNOZeK4PH4DctnSsZA946lPfAiddWoh9w23hN2fqYVlj1JLvRi+f0EdDTqhBaqp0zG1mD+DzKc+X77jv2UrAGAWOVrQ5A5IwlsNK1k+jsh4sKi0c9tjFXpvJZfKGBv7Ehj11Y1vy3E2ZHro837LyIw3LUdmsS8ml5KZ74yEfH0oGHHUXtwXg7Rtr66HFs1ccJ1ocJo5fh2bP5tR/58CNORx3ua8YkUvGzUhdFWHkkfPa5TpCPW9w/u3vq5xd5LvjsMr1md9u52GdxycyP7KvrFExRJiliVcIazsrgiGaClTpGZaGSAXM7Icxr0ieomBCbiNNnAGqgAlronv94qKEv5WNWUwnfnst0j2kQlPBkMM1jGpFJtQDE/T8T3pY3ugYn1SqFO3wLO+F0vsljvEYS2e3EWKkJ1QX5ufU6jdwgmzNpI8cY4twPnnhH4IeXSReF19t7zH0Pp9O2gtixCBzwefwTmZjSvX0n39F+zpTmBW2S59NQEW2cicUd57ni2iCqd57T8krZMQ2wMIEjj42acdZ/eZXWEXGxTozRzzy62+AlRlrvMhL2Fc6sM7Eimf6CVey37uzeZ/OUM2eZ7qOyvmQk5ze41Z/68HOFMABjHJuykWeDcOob18HdoV4kUV6Xzcw76d5bkR11nOeZtYfX8m+DolN1KtqRiI9IbvN1M2c0pkyDjp/+hUpoqCufH6o6/vehZVjbNW/tn3tH3kz/X2Zq/eOPP6aj9P/G2flM01GI+YZ3kYk/PsKRCWnazjgqy9xvrV/CIep0nbI+5FUnBxsZxjJTgL5m2jIdHKZvbZB0wrM63IZFWessq2txOOuynNbe/p1m1Sn7DN8OXHSxpt3hIDxZxpaZDYDOeWRwxH72tWUorTbG0p0yjzxLsdrFyCcOG0PlkUa3yh4pW/7Ww+kAhSnQyhvWEzxO4becmq8dOoGaf0bR6ln7djQ69IUxr+o4c6ZbBZtmWStN7JgbcezxcG/8XnbT0kErH2nM6XAKL03xP+fespXxjH5ZkOdUvrCWnTZtMC22Qp4KWVpNk08aMBpHOx0edrDFbx5y7stSGZx9sJyOSLOspQWkqHKNUsnTGSbYD748TiA+9mL9FSZ1l84O8lS3h3pqR0NaD9n1MXzIi4YuN1y7GK4jcOuX/BQ+9RPdGCaf13Yt09kG5wTxC2NwRiC2y3X8C/BHJkrExtIeuu3rmZc6CnbU2TnlxSiGDPZGHrNRwUOm2y9d8vmW0zcuSpCJsLxX0NJTCMvAPnApvYnzPKl5d1SF0RPqCJNCAvmMQAdncamo4jH/4Zq7hTNxpJVWFSCXQAcmpxTSwghtoexj5UqhDMNg7/a/Wxn2kacuhi/P2zDxxm2vB+Z03OR/G82BtUfqtoLbMPkmbvJb+SZf4pAxFWdN0U0+nYejD+8HXly5XpVN/ZxOH3qmpXO4God9XstoHV2kdcCh7uPkNooXf6Y1OZvPEaArs3/xy89ozP3edDDzU3tKpeMufBqLDHZOzzM3rwNz+lDDzboK8LmnQhr/yGklokL7o0XgxM9hGzoAR5Dvsl2qiz+/Zje5V68fZsdEG98fffLR7iYbdxyBW/RWNBuYTO/KA3RAXw65ThB94gRoh8UORm5k0cTcTxSRq+Ib70ryx4+esmGLm9UwHQzPZ2hIzKKD0xk8e86o+dLx7tNPf7xeAWNEHtlwSNpBejXSLG/iCFON+t5vdEqDowhxItZZbpwu/fTPPt29//6d3Rd3v9q9ywj7BTvBScOFTNl2V+nNuGSKgzQv6YYzZ88DTyMsD4BJZBoL6Zb2waENIkFFOelclg7njqKMIQBoAz9w8pJOmbZAvE5d3WgfTkM7Pd2RGqMwp+spT534IhZ4cWk7dp4M2nNsGFrOYLrQb4Kw+eNce5BeOwXCGNfGGt+nI4Zhy1HUNtTSLxxlrD2aEN4tb21/4TWPf1l41Tjr/OAmhlFk+UpDK93QkVYbG3lpuQANDfEZ0qgjr+n8xz+bJ51H4s9KB9jWazpnPguP3mv/NtapG6KzseNw0aTypB2i3qhgv/0xvEnXIB75UDfSFN5FnzZsWa1vR4B4NWEnLjKjM8vUzlf3dnfxbOWpRMgAvO1M8JP/NW3fSzoLUwahSbzlLE/n6CxbFsI7Ld/6tDQEHP+hbflVT56l72Ml5CO9jXk7e8piiI9R/tiY5WZs0/wdOAmk7gpnPCcl4nVCdmx68C3MwxxTL+e5P+KjC1RBBGS6jHp1wZ4qr0K49FAH4p7FTjEiHjAiaiHKk4qsWFSKOAaoAaNQJRygXI/TzQ0/A5NC1mD4mwZ9HMfAbs8ajsHfXh3uVIAV8hCAkIWVJ8MzEzEq83YkrUF4INtS9B5e2IQDJW+lo6HvFV6gQkJr4sUz13PegOZSPNtwmvY23xZfRtAL/zZ+i2t7LZ7gqk3EAIfWloZ5jB+cA2N8OgFLRxvlm0RiK79OYTsLM7gGz9BKvJq3o+Df4i89UJyN6TqhW7du7z755MPdP/7TL5miYmrtzIXKsRomrDHki798a4uXGcVfdf9yruMoOGsbqcjQ09bybirXs+LV5100y7l/zbNFR6AXz7P/OZXZj6i8YWrvXaaw/9Vf/mT37g2el59lEalODRyaXdeCqD8bkXZOVZeVz6Aj0QbHzkaHo5NtQ5EM/FQuR0Rr/3CcodPTTuuqZx8BpCMGoVcsFPzgz2/vfvqzn2QaMJvlRD3RMDyJVR7Uea7WD3c62yQdbDaFClynWYEhXb2Z3ynbT3704e53n/+eus9GMPDjSAwAcqhrgMlgY+070SOj05OWjzr1dT6f04YX6xNxE8w/eYzzvg67fKhvcaiDqfPCC5NGKPTL77zGmREWuPRjBqteFkDRGGiHNj7OQsiHU6Ku+Pbx0ysXGtp4UJKW0TGzPub1OvAOjvzuBS+Cy2dll7/FC3pQh/I3aeEVP2yZeO3Uevb2ANavbFmP6gdNh2GVJAfgjJ+k46lutW1DdeBIdI34Uw7KL28ti+SDcTt+DuBUkXTnzQCJaMvpYAVnFSV/4V3eZHiFuJKiJg+NKoUy8umn85lQ4Ic3OxyX4N/y70hbu/DoiN+8e/8e3ZaQNK37PsqxUXdknlE9uMzj4eOBfDyMcrM+KMOVK35XofYVmYBT9tRDUGcNh1Px4HThq3biM3bvtSF1LS1tQVvOSvkYj+W1HOnSRQeiU/aTF5sAV/wOPCUL+tJn6ANckGhDrV0ZLB99bOqYdsGfPJxDb9Yx9WA+dXZ089aN3UNWrT9/8IxpxKNs1HDj+m3Q+KlHFg5QsI7Nnf66eIHNHVDIGafQMNLveI3rHCtgz8RgRdxnda24qsepRQ1P5i1hzULmZNPABdFNa8z2V8Zl1lmDGgy0xIkh73cYEj9/b8MRQ82eXhrbweCGxtvyOB1kME2a/m2D8afzCTdxc97macGIB/k3sANT2eau59DRSBb5gXk7/gO/2/TT14NjS8m4iddIYrSU8XQMppFB6mTb4tzmTaK8yjLGt4VLXuJP4Iho0j7ED197w3XaEM+Zbx47eIM/d+O6xHPpDz76YHeRhWzPmU49w1fE5D2dw+DVeUENQ6MUtRgqZZ/rXmAE2y082yD5rvkzvl/tK1ayH9rgqHf3Qjx1kPGFIBOHPX9XrNvh/eTjmyx+uwMs0+rAG6fDdLQTsycuATzeK5O6sAJ65+5v6sEQGcyXPCt+bEaYlJeAxenUpDNm165d37+iZuPolPtr3h++eu3M7s/+/FM6Gu+SBd5wIJkih24x9DdlCVp5V2ZlHZ7CGs8dG+SbK9qL8MgIyufJ/r337jvZNEcn40Iw9wx/zqdDU6fwI/LcRnVoYG/oQP9AduC6xWmel4cBOkDqkjTL0+rgY4ax15xJt8o2zqlSGlmcpcF84k014qxTVt+WP1ZFWRVGvcBFys5rGyBnX77DJl6+4JpZB/G3PIFlBuwlDfULZDTeww5ARrLQ8WycjzuY3ozek385vjh54I5nkxNx0wHp7KgdBGhksAS/yh9bqq/cr2lZdC1F5TOEF/SmDXvdnToPaZGTemIZ+0jVe4QCgzXEhqt5lR8lWVwH3u0gQcg84jbMoMOyl3/jZSVlHKzcReWFh+oeRgMqHhtSAnwfW6dsPKknwbVmNcSvzYpc+uJPx+ZMtxC2XPLcecNjGmPKyEb3DaNhG3wb+yv4jAnxGeBTXq89Xvh4h3JLY608pGsr3ptuuMKgwGt57GyN+qyMxkevAsovf8LZ+TqTQTGPFbAbYayndvKF0jTkOZ1R+PR1wwny7SJFO4fRC3jzql7wwoOdA3R2dIspy0fPXu7eeZcvIF1nK8oPPt7dunk7SH/7m892X9/9AwTRtRm4OJutKemxxtgwYBp2K+MbXmtzRVwcVJQwrHhWIM8V2CtDGQP5JlQRKb6km8VcHsZaQc2xzzUo9xEiK7SVpiPH9qpM2StaqDJl9B8NGqG0Twfty5A0lbTC2+SatNPn07An7jeyacBjMKdxbGUy7U/dD8zIv6+UyBCHdJrAH7kfHNIM7+rJ/7nnvDXwjIJNSxm1DKJf4k4EbnVKxmqs8qhDnyL78MMPWaB0nelutxymBEjLcQJJWElM+cFhWklwou4aJkmnU9+8YSctvi72isriaCu0kq6DptFnNkBn5fMt8ThFZiPqt8N14h/Ai9P+DXUAXre84AsnaKPU11Vwpvw52jeIT3ozhZrIt/zsdTtpOAeDjsx9uv3udj6MBK8z0n3x7DWbuby7+6u/+isWwF1D447uzFfDUpfqwBC9ruvwRJxNYvXdcggccqT0yCtP5cup4l2+9f0hO8zpMHWKfszFEVccMTTFO0Gf4XNPdSo3ToPqK1+g/6yPAVZfMraZfNIWBxksD0PqOLo0Xl7EKYB8i1fwGaUPTFO0r4ACQAy0cGlc+2aAj2O62MtR3OtXlUH8NnLaow52HHzKjpGuOKShvceW4pB1+Db64N6EkSvyEO9ZW8pjgdUwCC5u8Qmv9jJLZQmAcOQaeYS3oTCtjV0bPUeb+ijjiq/MRHfo1Ljglwfkj57A5QjRa/4TPMe/9zZpk+87bFy9NNjBwiBiK+XVePnKkfJpWcqXccrNJTih719oLph1PTjcRMeF2RlZr3qQHSLTKygdyTu6d5vjN9y4V/sr9NvBiR7H8qdBRtfhFVmtS9rrMY3/d99dyLS48L4S2ZmjZWc0QpaJ8Da+yp0y13dYv0Be34VsoaRcNsARhK4T+bU3/I2vrbaDTVnpxzRf4FzTcAjaX32RutI8xv6FeYXt+XjjyFdKrlz9ltfO+OQpPY53WfH6/vs05hjAt998sfvtb+7vXj+/ivNif+AHT3ePn1/h/Vk/WHGW12L86pTP6hypW3YwaYlMoXGuMZQxGdkG7yjvFGa7ZysVFDGowROUSy1Lxqip9Tmw5gwE+Oo8jKnyvDKI838maFzboByRy8gl0jptwd56fZqH4IGv0Y2FfJgCHP2hVxQ8eec8ed5G6G1p5tvGez+VURGlG8MGYYwNo9aozJN9xVf5abgG85/GmQSVcVJliQ48Cds8Xp8O2zidc5wEOJ2WnLRupNEV3MYVi7hPkh74nmWMAxvSNZ5lxOW9+4uff3O8e8G+6zphR0z2fH3NJCNlsWPbZ848TUMuHzZCT2ksf/zjW4zKf5TptjY+wFEZrfxlqmU4jl4Vlt82EMqeMvm+Gkz6I2EvcfaD+Pbb+5Wd0a066KYyrGKnw/PBB++n0/KaR2QQSz3xd7Qmn8GWsiAl5Vz8uI7Ajd3Iu3Hm0A4y4gAUyyGuO+DdeOfG7su793iOr/70TeISrxD8rM6/DjgNOr7G7WjVW6cMwc710HybEsKHsoTXQmRUg6ezYQhJiRPE6WOTQ2h92t/LkjeACGYH7/BM2dmXrtx25lFJ59lunvPiwK2bDmbUiw2mHQBlawNwGIHWBlu3ZmZxy7/pOnbrntP5kxYbHPbjMAs3jXnsbgljR9GO43SafYVs6uvUdUeaBunN45i5l5bx5kmnioZLNRrnYRi+atPasbMR6hoNkE+7WpDRqfEzEEmR2FYsXOtERHnSQlJB/cX3DBy3oatuXLvi0W+LM6qO/ie/kMOjdIVvGYRPfmKH4JFHIDijL/ivzlsv7ZfYngp7ltkn5Rt+QEd7B5/4BEfMdi7kQZuxY6Ss+ixxR4+L/gvqn53AbXlUVjhZnRKfq+c99NSU6k19p9OQziGgkoav6MaslZgOC91RmaNYAyAxHdnVdy7SWF/lGcKD3Vdf09Bf5AMNxzd29x99w0jgGU7iBlNQOA0G5GkAnBpJT4WCXNSsRKs6hVwZ76VpfyyoiAlTzk63Zoe2FHid5MBszxaPU38GG3aVEZ4akfteFka+CpdYfw4wBzZUUnHljLEr3ULhaYx8mx/MoOcIQB3UGKjn7bX5rVy+SpGKumRQr8JFDi1yhYnzdvBM2vb8Q/nMkwP+fO86Bk1tixFinMaFd/GjB/Gksi5Hq8MwGD9hroXzeu6Hv5SruJBJu7FypqgPYiVNfOYRZt6TDRx57RFrp/KEz0uIw0nlm/JWlyOfG174mcjLebaczRcYNVpZ1bV463i/y0IaHbKjb1e+S9vGwZXpfe3k7O4+DacLQY9ZUPKTn/wZi8s+zSIepzWdElUvXTzFnuyMUEcH5bT6QpOrTClXHSb1LyHypEJyiw6ditoEdbLFl0YPAe7f/zbwjkQ61dypPBcguSrbYN7q2zTlB3fKro2o1+UriuEWWslp3nXhaSK5nHJNNPnfZT/1Tz/9ZPfZr3/DhzpozAF+/oJNSUKK+otupqF24ZLl6CMBt9dVf9K0saTkRcl9yzM+Blze6zi3IXHCxf+gV+VKEP7Au/mcATAI4334Fxw4d6S77HvuvL5oiK2T4DNS4aIzzj7HdhTt3gL5mAcotZnaSkdq7m3uoc+HGnmrK/GoA3n1L6naKYeNho1BFmiRFF0lX+ECjH62Og9fNeTqCrziCgzZIoPEV9jajlHJT7r8w2aCceq7DX11PXBTHgImT7MET+SyUhIOZXAoQ+W1s6GfiU+Dz2nExG9Dps17jfTrXB7FObRNn2sb6zScFjRh+NxfQ8O6XXiwSpNg+6OdkYGOnrLaMNvoqzPl1y9YLtTp5Djw4doCfRBQ5OnzdWVT19pUyhDcvp/fmRLxko6vU8bAxTDQBR3FxTn0IMRhRw8rSJ6R1XUk7p//jEfilpPlo47VYzqX4D56wFL6x3wm8uVrRibPqHhP/dweH2xg68dzRzbsSs6nUd9cyis4z9h1ytc17vMVn8dP+OThRbeUZOKAL6299pn5sgifhWn0iJeYpcK9YhS+cdWUwhpSGAgTobif55sq37SJN3OEMZ//y4iD1/z8G2+YHmwiF52mJHV/Gfxk/B7IQCx8uRX/Cs0nnU3kShMXJpG/8Jn7JkZMAMyXwraAg6KV0bzJT9zox/OWzvZ6+Jnz5BmYuZ90z6alEoJXHbp17sCZ5sLIvCJRxgJ/RGdv+BBmeqPbfFsaibdGaEvIlAaFS/OpmaSrF3BtQ2mciAHITxw+3317z728eUYd58yIKJ0g0fOnYnP2TrJMndFr1lHbuKVTSLxyqfCSlRPuyevoaF5n0cH7DM3vkwuurqwfD1g0+g6zWj//+c/S6UVzqbhHOHip+2GWa9ShP/B6Vp2N05DLUckUeKIMfv9YkDdtYBvUU3Vjouk0OPD4IG+aXKAx99Wfjq7MK93ObhwQpQ9Fdnm13EVUtdmBID40oBPCQoUUo6FeNzq5U6zJRJrv8f+YzXMu0Tj7dbmLfDM+b2otj2iJqOngx96d4ZA/F9aK7SVlaj71bohtrLP5ylB5qF6UU7ge1vV0oMmjQzToPLOGQpkE3oToEbw6x2wcwiYx4nB1tM/wtREdvY8n+ohC+5UY9oN/U4N2uPzwjo9RpC13NhDOZnlXK6zteD32ry0ZIiP4jPfaEW8ri5jUFYmE6sJr7ci8OnwbvabLlNHajEE28+yX67GZ4kjy/mca/+GzPCycQdbrySsuQ/SKfrSfkcs6JLRqjvXAj/niv4mJZADIm42WYejNeTpu2myvhVnllixLQCmIaAWvh7eJSxmtxtw40z3sMGUtB6jO86hY+zg6okF0Kl55RBvUkaL8AyMNJm4sAnizFweY9Qf+ugCOvNy7Gn4Wyik1WVVI8otD3dl50M/UYiQHAHm9B1t4kFd50ef5SWVnxR2AByGnzEYBIL0je/R5zsRzwzNsBHHh+HIcpC/gX7zIrlFs4frikZXOTf9x7Bj7E1ac3uX1k6/v3WH7RefymWqnV5l6olxLaTIc4+I+kmxOiRLwVDBP3WET1IGh5/WrZpZiq3BuV48rsEsBk9fcU8ga3emQNBRigVou3pt334E4lSF4pbeMcY9brRPmPtdbvnAOzhiMAYr/cN2KnIa1dTy45F2YgVuRexqn4yf99Pk03PCovhXWijUwNrKqKQaHkSrvOEjxmtdeeRdwqAf+l+xD9/S98Rp56C2g8CDyPxEOuCycGvAXX37BaJSpZabENei9mrlItXdTE650kD7GGqeQmSeeTTmFbgdA1y+8ztG489j3MSMq02pT2gJQ3Mu79tEO8Asa8p/s/vIv/4L609ep3ObYBaFxQuR6h1XugDOD5Spo64eLkpgBg2LE1t7Ude/2WlAv0ZOZCXXcXKz7xp1SHGk2jOKbBafuE2HdVgfFV7pFUych6dqCdcRylB8hBn/PQ9piLjw6HRDidLaK4qtYn/74x2wd+8HuV7/6ze4S3zd3ZFRHJ+cng+WhXtrRwTeqH+49lHvK3rMlUTOTV4nLlY2tzw3lu8G0wOt8ToXGD+PIghDC69jtGJ7jkaH1+vkL34/mkQuO/gKzHT6z7BR4edOh2gHp60aslqYR0DnHvtQdjNpxiN2JX36H5Q1P47csn5FVQP+yWpn48Gd+5FXPaAuQVSLSIe50UKfKYce2tvd9GPM4ShZ/OhLqfOlj8EnV/B7yF/8Eba9zkGc6IeaprY7+qat01IAMujbodi57rwixmw3/0VOgTTv4i8Y3XxUp7vJw0E8zbnGo8/Fd5XlgsDXrP3JljQlnOz6qGbLYJGd1KAKCeQevtoZaO5vJIMEMSMypOg7fpOsHxOnHcHRCzgo4UjeISzgRtfNAfjqFoUN8O6LSJo8L8vhWyhu2VBen+gtvJA8eF2MeuXUr6OhFYrQXrzLSvrI7YuR9fIHV7ZfZovLHH+6uHr9godHjGvWFK6zifLb77ee/3V2+eZ3aiyDH7+0uwHDfqdSxapg4NQ4b+b6eI2N20xSlQYWgljCUBtwIBaKUh8mBTS9W2de8KqaOJESI9lRINLj8M6QQFl3VnXphwoqzyvumhrvoTKGZ03xMigQuOFae4JXXU2EPY5KskT9x6z7kkq3O2gKJo9XgKUAPC/HsWV612vuhph1ImWChH2LGiA4x37+SD/Hvg9PLBGPi6Dnv+ed6P9qGR7O5B4Fhi8P3aH39yDidgsjGKW3httfiEGZPK/ooL8plPP8bmMaJw400sOLdE1ZI3390f/eciuJ+3rYi6eWbER4qmhfc4tCxwhzK4PvO9sQNoUPcGWzUfaHtaPk8fMLw6MjHKXUd/RO+ZOU2qteuX9h99PGHGXliOZCy00CF5dCJuxjNRu2//Od/wOHzfI/61eZGeaTROhIaVW11a90hFa0Dx1XsjOt1Of5lzxuw8p8ATBsTLuCBf3BAD1pFQLTyFjrlmuYdcJWRzqV1NABEQlS9RrfCCCYpcOQ6v2bVjrFdmDs6usgago/Zp/7Pd7/+9a8pGmbriM9K6fAhPwTo8RM5Y3/kV79un2rDagdKmSP3oqdfiGawAfMaYvuJN651SJV5WKY2LtFBWLZxNV91UNWSwIWOPUsoSM3rTMwOODJ3DYWvAR1bIYeOC9rSCWtDcZ7HUeftBOCSHi1beyM+ZEljZqGBK/UEftJZhg4lxL4AlYPbBHnV18k3aoA16215VuRx4uISNmdy1l4WrqqJNOOxJ5y/ZSRsAn6udkFZxKA0l1hC9W7ZAKuMaZzpGJcHy0sa0tW+3uyeMv2bx3MwW54oh0XGvUMEHz5NL4w4StP0+EHoSyNylEJoiCI4+BGPuIUXz3RSbZANy7Jyvf15tZc7CgmkUaMDzUnps7J8wdqp9ZGZwRX2i43cW8dtF/KWTZ5jl+/IJyA2dkz5OYg4j1H5oabOCDGqZy8FQ+oL8fJ+BL7wEB1AD97Obhp9XdJ5ykDhlbFlcdCrHWVfJTx67ZQcrf05ep8WyhP2NH729PLu5SU+mXjzg93Zn73e3bv6cPfZb77cffHlIzbTYKN+nh8+ePD17je/+4yGXyew2926eoQDm/1uicDBKRzWQh2AaQ1UKRK2qpk4zgsg+bbRKVGV2sgxDgVLAW9gcyn5Tdjii0NY6ZO3TgzjUJn8OTXTMj2FaOEUKvWa+zEkk4IPHsPfqiQnZFppWeSwjEYZMhrh3r90WhYu7003jAzDs3Ghs/B4/6fCwK868T3waWSHVnvrB9qTYdIdcXrtM2in3sXfkRZlroGe4s17aXjMYrZIt2DNo1PN9DvX3k/otQ3Gq9239+/t7n75dezOBT7PWIiG5igTaZpjnbnB7PbBUarPaV3wZoWwl2s5umVldA09N5CRqu/1fsezsTdH1A3ij5g+1k6e8brmRerKT37yo93PeHfbR0yZsmsu+K8OrjClf5vPofZZvFt2+jqLzAX7nqfvXQCiA96CKZO5olNS/Tdij0k54VEn58xvXg1DTkSIbWXfduSyLvY5ua0E/+SL3NNzDCHTFv0Nc8JubX2SdGwpG3GR7xw0jtmk5keffLh759rljHDdb/0Fj+d0aIDDR+06+KDtBiGMc5i+ZBSPsztHZ0fH2gVngCeT2eALji2zyq4iPAhEeDXVLlH6nJXX+zoQa9RoTp6bP51RbMip0W5iwuJP1lVQw8Hdd8hFVRuGjh3wVZ4+TuxjARwznnfsNzDg197tQwxlpZWs+qCfcEKvjozPohMbUf2CeR3xp2NHvpTzOnMi6I0aKqvYF5/oy/yhKwOBpBwljjCRhVhhZCja5ZznxNo/8a4J8Gy9FN5DOvow67qHMnskXeJQrG5ctOroV9qNIzv3AUL22kzxLtkAUG+RHf7TaqirJWXk956jI1rO8mQxLZmK3XglIkx+zmQib0uiOsWn8CaL9Azi8o0B8zpbFHnRQRdQVmfCGS8T0Z0RhMTJg3Ktzhu31T84zGLIOrWwpg+yXkgXvZjXdG46X+h1csR+xKQw1puWdVjgnlkhOl5HGpQP179783z36OFjkH/OKl+eg9PDdh3Indsf7N65+B542J1pd3f33dG13VN6rfcePeJLTQ92n332GYQosNu++nKFbxOz168exXEI3GsiMsnFYoVzrHkppvzJcYLGHKVwNwybED0AG1waRv6QNIYvkoYqWVpvxxNEC/w0nbc5K+lMA7uHX7i3xrPnFUaFKyxna+uKO8EjN+Y5TdO44N16pQVrflXZ4IVaKbxxe/4W0PY+OOHLM1nMlUqT6wWfNBERpvc7Bmic6Tkso8WfeKwIY2CereCDa/KY3zCwc1a/mOxeZ/sKGOjSPOhTy+aZNc8zfbdaO8uXy3gfWHZCc/X48jwswmF/y3uk00bNES5TplZajjTqyGS806oDb93I++RWLnC8xtHD6O4ddnr7iNfRPvnRR8STj8pkL9wSGafrupJbt95j34YrfG7ycWa56EksqUSjLMreMGXVc8tJftS/Z3HL/2SpTohcZSkW4fQM8pR1DtQznWwehyQ/aTYQbtOMPPKQA/nMat3azsCEbnAWd3lTf4waiQ89CU+AP/H5LvjHH324u8NucL9gYx/fPLBTk/dr6fQZpG9+ceo0FcTpQ6cw6z+UuGHgcjcqk9ZSRpy5/AhgS78J5XnpJvHQ5Cxs1/Q4k4gd0SE1ztcNsxHR0uFJbJZbHXjw5hoI9OGaDOO0axs+g6+E6TvsKNSO0Lf6lJLlDzzCJt/wab7YFPlG/2kMkSv3GhphdEJzvb83TtyiBXn+o5VmKVyklHzrQepEW4ykQzwN1PDjY5vgwHTzSEC08JKOPoQklZLgOvwBbed28tsRmVdHW87yXv0Io71Moxz84Du0AXbeD76h8kmwvYHmhy4NJ33I8DWdDoWZdK/tIFQ7xstD+dTetOXsqU+ZK1DqmZkMpA1d/YQhI2H08pJ6lMdm5oHPLLSLRuzQr1G92rFcYpfKq8amQIajZf/bcgilkA/GvU9avI9/TvmB0w4kvOCkmEp6/R2fa6RxfvKE3XEY0p995ffLd7tPf3STqYFjep79pu5rFsV9+N6N3e0z7+z+wNT7fRYi/fY3v9pd2H2SCnH54rU4RF8/0QjOsChOOcI2F2mMY3+aAMFeEoa7l28JMadRpGenNeIsVM5qAJJvFa55glUj4Vr6iQuhXKbAS1hFNd2U4I+iJ55M/E9D3tyTtnABPzhaSANFVisr8sqDDY2F7bXwk+cAffJqiyvwNhjKH3rirh4jFsgX2yeRbO4Gh/XezlUE4zcOfZRh7EKk4WscpXeoOFYy9RH+qY/TIxePx7aXuiG/vwwfIz+qt5RaAsi24cMMocFZHuYwh42Uz6EePHgYXqLnoaDOnetcIe26dDjSp5IY9NvAsX868P2iWO1POsqwH2Vwn8dQ5LEi993oF2zQcoWG6nYW1LWMxastWKn0ejSY2P/N997d/fSnP9n9X//3f4kMJISzyiOvlS8VJDdNR8u1FeIgLVC0s/opQqqKBs6jK9EbbYN9nlX4Fy8+zWMAX7VypkxFOKIqSn+XLYZIyJBZfRf16V/5Ngju1dyboQ7ZM8/AKaMbdHh+/hd/tvvlP/8zg4Vn+AZG3IzSDFv0fe4pwrMsaHyZTpq4MhgI9IbOug//ue6VPkVt5hxe2lAt8BMnc1SpuSKPHdHOBDhro5PUBiKfm2FhT/NGQWWUkvgp7+hKu7CT1vJPWRwYbNmATJyWqrTlU1dfe5uOVbWyz2/rtELjyq/X2kdC0B3iG1k8K2saxn2drVQS7iEuridHO8CyqM9CD6apCzpZdlICCbD1Q5xv3EeA2Kn/w5T5hc1ZPOLgbB2aTvw0jHs51A24xbUP2OuBu31scM2dNJRn4NJhNG4TpK8/c1EioPDleaSmbOY6aZSN9x76XfhRfstLPG08KRtJYAMOBixX9aQASE311x5rQ2GDNFkqq9K1DKWrXjwCdeJH/pQt8ol/3auf78O3PThCLp49+l4kK+WePKJnzHaKT5k+ecxrGkybn8UpXWYh3L17D3CgD3bX2ITi1nvX2SDiKgt8nu7+8eUvdt98+bvdF0yT+fm+C6zi5Vs8XRin89fwoc5lTDB8y02EG6Ms43tpSJ7CqTBNUQUqyfMURpQBdEJOVdQh3ZSmt4y5VpPGLq3ktDGixB/A9rAqv9gtZyTzfuNhD/ik10P+4wSCxQJdxNf9v+Rk3hkR9/khudUjf9I+jXt7H5i9HhYPnmDTvOnp5eb7HInHhtxebyouHUDz5PvExJnmX4w9hvvHZRy+LGP/hDYufKQwDjxMXOSGjouO7t27nzcwbLRc9FUDX0ZOmWwbdDGJI2cctbMGBvPI8yHodHTM8mKszsfPczp12ulOp1/N4optn4lrMjZeVvVU+oVMWzf+2vWruz//yae7//if/vNyZI5KVyUF0fBlNkdfGT1IPDIIB13gDfiN8Ku+/lgQp+xfYjR8fMzHVXjnO3ISmVE5OkBTQSjchNH/3OeMbY+D9756kY8Gzxk5rXZncKi3q9cu7X7205/s/uN7/3n3hz98hb5Yd8CAQKdqA5oGCfz6QMXVwdqxekGDns79nsoitjkNnU3UXis2lJHTglzlLpx6SZmTfhgZVibpxXbTYVO/wNL7a33ndtkN4/e8fpY6QNlTgvx44Oo5zrimQ/+EYvSrPgKSV3GLUx5sxIwzeLbcxdfOYnlMIj8TV94txfIUmgO0zsIYFmpwepef0BmaAydgeNvnKx9yZoOVco8+iib1lDxjf+adUbD8G3oWQ3nVLzjilaaHecw/fiKZ6LRoD/JjCMyeJ587t55oN9u0gW0nw9F9R8LGT+dFmmkvwJE4+YRM+kkWG7DVmrmss+KxrBp8XGVwIKBOfCwQH4E9IBBFjg9MHS086ore7PzZ2Wun1DSJdSAivSmDdCrg0ArQuOogfEfeKT9n23ot1+ohHQZntKIr4+hkmeD7nX65hokhKtSZ3bdPvmHDmKdMJd7i++VsoHDnBs++Xu6eML154+xNtn09v7vJBycuXn1395TX2p4+esi76F/yXJE93HkVxddSzrJgSNyRA8v2EpIZJUWLyijv0aY/LTSjFSZ517VxBosmPcII0Lj+BklRBc6fCjjGV7ga0x6QyNKRkYZRdB1q3N4khdfwhpEOnBU+ARakZXx4tFKT4H25K43Jd0D6/SthRn5TLUh1N7SCsUiTeeC3uLfXg8s4Oz/7BgKcTgUaNGLhPLZ5kwjr4YE0zzONGJ7IZ8/VPOLQAQ2u5OVn6HsfuKUzbSJx2wJpVOE01gWjdqFOx/MVjfk9PiDC2xYsxuzq6+onegl8y15UQ9tFaDbGvs72guMStjq45WkcZyOVR2fqM8F2XFK6ROo8rrAP+tWrLBRlhPL8OV8ty8i3eWqjjvR22Qv+o48/zitsL/jQuJ2C6UxYkWdKXlh5cDrWs+tubJS8Vpz5XarJybQJyn2o7PL9Ha+WXmVB6zEjZBrzKFrblw7lL16dCyMINac9iE4wy9aFbOrBVONrf0NNfhqkKx+Cy68IvFeX6ukjptr/1V/+xe7rr7/pa4Q8wgg+5SWTzr76hhLw+XoWvAsTnsHnn/9GGqfpaF/Dw2KlIHOzsG51Is7qTKeofXg0g/HZQlb/Qhm0QzDOsx0W+4CWt/w4m9nXGq3rZU/+fLXNZ8xq2rUTWWhJeme6bNTK9yJbvSK3oQtfDzSNK79eSaODh7nWznKtTqC9lTUJoCq2oRYVJin5wJizelg8KIONuA1obQa6NrYs7rM8A58yy2XKkKfloZ+yFOUqu9gMeDIbQ5z3Nsimb+XSVw7vkN+XScraCPiMRp0FodwNAz801I16n5XiAeJHHKSk4RN26HptQ6s/rQ3LU+tFdImsW3h5Nmh3LqCdPUsguepzdVl+wJl+xcqUfHZEuMhOlZzt6RkiH3g5a3Otd00a+T3nTwRRB3dca1PqRv3Vo3Nt70MjjaLZW/r4mI/Q88z8Mt9nvvHue2wC8f7uChvEHLPhhu+LsiYIbTrNcsQCl/O7jz64wfEObedTOgB3adwf55n667xcSs+Und3NkmlOCqQ9Wc8ybQrX/usR+M/hiXsPFZjKawVG6CkAQPbB+B6hBC/A0VP2L1PzGKRnmpp9nrkwn0TFO7TUxUypDb3wIB3/Fl85o1QVWx4rw8Ca1xBjVJ7hf8+vtE+G8nOI8z75l2KSLhnijZKHPxUW13uw5CFbZNvwEloYSo1Sp+WrOn0GOKPylltRKaeNk4dT356Nm6DRbYP4c8CzMimAlcjg/cAP3AIJXEcjHYk/Yr2G2Y7SGIED41LGQxCnjqlxqsop1BduuMCNDmtviovHltlgEJs20T2ZO3UuLnvIjLiYws6nMbEzG+jwnbqGvWnTXBvnQjt3U7zF50d1NN2MZPic89Ds2XwzWpOW7IXFfasBnHHr3rN51BnEc7aDJj0b8uvXWctCWmxRZ+oBj/IpXmmoW2cXjCseEiCS1cW9BBA6NGKeUy6clEBMTk5Zv8toda8+3UL2b/7mf939+JOPgte3ALQR88muF5WXERDT7I7M+3oQjjejNemphNLF5RHvIa11cJoAVKZSESfnfTw4OtqvE4+MK9HrHvING9Ztz+DXUUa3XDsDZ8dHR+5MYwSIHfNYhjrSDXKYtaFj597nDpDSIdPpAu5Oir7to91of+LN6HfJMXVO4OEpDPEjbAQOWctqkV8+ceAO+bDxlcf6G1rcdzGaUiybnYzrrL0bhJf35FNm75En0+vwvu/MYwt7vmXxLWEaa+HMN/x4f8grv+rIcutBKadTkY4FeGf/f3mx7MOb16aNPrlPOnF73wYeYgO3T+OuNqTfKOzIPjo0f9sAICxndH2Wc/jRHDU2w6o7Xpr30Bb0fvxba4V8kHEZcNK4Tsd+6UM88lnbC9KVR4IlmgV81o/I1XoqzqMbfBzBuuLXfS5cvJ5n5k8e0bOmwb5x48ruXabVr797afc1m8sc8aGV589gi9Wnrji9hCO7xZeiHn/07u7xg0eZiv/iD5+zWQZ5GBmc4X3dM64IxXOimiG9mAANqtR+ZHEUzeU+qGjTUxQqbRnbAIzivfc6hQZw2gfYtKxP5AmiyX3yLOotPks5j+L1DGBuFRIh/4mzkla5JzEBrcNbjGsUfS63etbkVxcWlkGaaQAXb8qgLuYw3ZGO91v+Rta36U28A+/1iQCd8EekPGSXNwEcqMK391aO8i2PnQJMIagK+Y+CucS4DcOX59Phh/gTHyYLn80jnL3o6rlYjBs59rgBf863BCRlr9/PFaYhToUmf7vFILAM4D92g6VtHF8Xh9koAIPMVmQbvyz2Af4VHdHhW9w+13WkpS6OGKU4KveddMvF4Kgy41tgeZDIkWhQ851vVnK7perLF7+PXpsyv+Ks3R7kXpkHZHOObNEJvKP7OETvqcjej458Lu47+B98+D6dc/aJoKPlV8rO0JBHDBru2I+/LkijwTGvMscW1V0Of73mTNqEoeO9ztn7HMgydq3e/S65K/7/7b/923yU5LNff4HHfsEAha+P4LW1ozevWVRIR/sSM3p+hW42AlIrPxSGl5latfzCcXis/uTH7klKxnKJrS2cpPms08Z0K8uenuCrGDxp7oEje0buKFF78lGKnuE8bzf4URkX8KlvF2XacMtnOxHwBy0b/TTkXI/tALDXrTQOU7OLJvRHXvkLzlD1rjDb9MaiXhpOmN6XT2DhVRqqyTwju3YaHZpAGHzy+3LVcRspV2gnH3j2+cmiDfxQcQk3+KbRDS/wkUDZa2M2khM/8HOfBYCUn2UCF0Sf5HPkmE6G+cQ5eCLzymNaQ+UXRr7CzdRneLPBlK5/plVvdoPkwY6akcZrLMSDwxA8pmkj6EyxpAHGpE69BYmOlB/0F9vkQp3wH39mjiRjE1zk2bzI8uaHq+0pA7OIwHj4OPJzki7m8dWZM3xK8t69h7tvvn6EM3gMQ7xmwnSkdB/Zq9apscXlMe9PnsWR2qhdYgT/yccf7R58+4T93X/Pc/X7rHJnpTuvuDnNd5EvsZ0960h3jVogLxPfCxMpdzK3QphVMJlYIy2TVG6OpZBRmMrymZgYTD8RuFWpU8iTJpzKMahIC3dC0ogLXp8PmxA8nk/iH7w9tyER1hCcyCB+0z3CvzgO4p6gbb7BWSdrzCHO6+/JaCRhG29FHDwzvavTTeU6XsQ5CZOKSf5xNg7khIvjHXmVacm1l4Go0ZtxQ297PXGe84f9bIU3fvjewm5xOIXsDmwM8FKBOiJEr8T7TW0DaPJT04CGNoEMOllHFx5Dx3MdWeU3bxw9+rGzkJFEam7pnXMnOWapXCFuiATJdJC5vB9syg5S6KQOLMXVQuFVO/Ffpi23OgAbDZErbztPB5sJJDzphJXFLyblC10m4ISsa+5g9g3T250x4VEKnRXnyM4w1QcRRtIuCrL7ZIfkgFvllX/gAortg3+rL6+35eO19aP6VgqyktcZLjs+f/O3f0Nj/pqBwn+Ap4d0bnSJfMeaR3cv2Q5TmS9cOKYhZ3cr8mRLWjokcXzoYWgHcXDXTtRd0w78DEx5jDrsVyTE4coYIfmoixMQCQOWb3E7neoUKvp9tXyJtqWDX/VGP2Jw3YhloDzmc1W7OOwYp+yQJ3UX5Uhza3tBsH6iz8WnLFauA0TlIcG0RTt0wi+6X7IMnJ1TZ6ws/wkzTe298sJlcInHxnRwmJ46r69add8OY17ZXbSFCc+cQ1PGNmHSNlF7eOvU0GpeBf9+/pFlRsjpkAeM8pb3t9ihetduRCcP8duc04jJjJdNTvp2oOQXGX2sEN5XnY+izMShTixj611CjKZp7bRZNoKiS+sacs5+BMOLydp4/bBSGCqPZ2VKzDofrhlkpIKJ82C34VV++D965513+NDKxazQfc5zvYs8I5fpp8/Z8e35w90X3/x+d+X5Da7pQTMquXL9JpvE8J1iRkDn6Jm6mcZ1dqZ5//13mGZ/yM5wD7LC/c77t/puKT3uNgQoNgtFwmsqmBM+2Eg0EKWjQAvDF+D3QlkJ5FU4PTcNegrLbBuBoxX1wOEIBtVzzm2SIjTJfyqchhsa8qVFVNVch/EDNvMJ4zmjk3gQCokRSKdFagyBizDNG3pFmgIxNnELtfTnfs4raX8aHvcRb7kQxnK17ZCQf1aqNBrEmG4Fy2rnyIq0aUg0vtWZ2fC9JTF8zXmb5vXwZ3pgUN/AWjm8FibHMuhJfxsuR2/KYM85FSPP7Wx0RleVLyOOhaCPA7ALbUs5cdbmNaiHPhYauwM3jUj04whnBUfjNjp+NlWnnRHD0kn51Ua0uVWg8CPdZzRSPmdNh1GbRGa0vbB6PXSXroDxFTkdjU5ZrGMizUTHxUdd8JY94Gls47RBWTvts7x791j78q17theD+jGPLJ+lLspTNVX6KQdp7fVo1qZpA1NO5cGkyuu9dPP+MowODylPZL1z5xbT7f+GAcKD3X/6f1gMyO6Sx0fslqdqKQ99iHHPXzxBRzTiHC6iW8a66EoEevA2YU+fqC3Pw6eQWa3NhWU1DVTwLCTmM7QetA5ELAYyyuyrS3YSyR3bsfuzD+qROmUwT+yNOiOtLp7Spsub6y8sTzuKAmuD2pO+bBazttMWbICo96DOT/jUp+wjmzj8CzTXU19P+51mLW3xh/dV/8yvvRsye0B6Fi4jy/i6NHzeC0P6/gwrc79nL6n9ka/KUx/k/fAqDRvreQQ65XTAZ96Fh1Pymcc6JF74Mdl8Y3dCDz2vDdv7mT2adQrBIxH4UAfiyyCB86QtFuLbnU3MH2Vf90CqfkV+JEZwxstPJGfjHO6FT1jCWEbGhi+v4ouQgfSUH/K1rrYDAeraCnXjdJCm2I/O8z75RUbljqLPnHnJd48v82zxKY3yd4ywv9l9+TkLfq6+pEd9H36PmTa8jsDndxepjHzSgeccEMfY7/A+7YtP3989YnvYu1/8Jq+mnGea/SqjmPN+B93Fdd/hhCOwQts7qej5hrJTogQV4vMReyFj3LWfwprucTrsCwuw4B1fuQWctG0c18IX+8qbuPKyT1hwNWwRFcnIEGfWlrL4TF/yiX0PJ60V/zY5xDrpcxbO6znvG2B0NDDlpr9bvJNvm57R3IYH4eNUNDlwxmEt+WzcB5+49rQ3ZWB8+DAPRfM2mkNfB6JhhyZVuL3UylYDL+Q4SafO0sulAvmRHb9o5p7XWstMSUpvP82F7YQJGeF/bMedrl7xLNlNQZTJ16ccufi4SPtz/GLjRg7O0KBS22CmEabiuWrbhvMKj4/8cInO2leSIje5uKCU4cvGaBmHKnJjnXY+uEGSmAgj4uldp2Evk2JJUA9+fEQdiFX5IQC9pntKhxVkfvzF3ceePX2c6XRdkTx5fEtd/P1vf7t7/q//F7ZVbSMuBrEeKbd/OnB0FoeKn3gDL77Co2MzqM46d2k2bmSes/FDszCFy2tqyKIcN3md9e/+7m/pdDzb/df/+vfQc6MVPAiN31X06QI0Z/Qsi+681UYRquGjtNRtK7b3w0/45GeZbC5Mt3OhXahrpzyPmCV8+oqOFXHy1BmY5kp5KCv5DDlTxq7Av0i5o66sGXBGpu9NoyNYGx5syP3UpvlqPz47R8dM4LzkbSG1HrzAbM+5Nu9LXWenAABAAElEQVQUrtYTFoDrReC7BLuX29/hd+LEI6o2CKBQVv6KX12e9BlTb7Z45jrlnvITe/OCMfVG36zPs9P5Kq/mlWZ1IvxGj94SBu9B1olXj732tzJsIogzbzobNuLU2+AKCTvD5tGqvSISG6I2B2Z8ijiHvmfpic/0+hHqQL4/uiQV3jKzblgfuBeHjbzxLRriuCi+yrtyy0XsgVPyQcSrXscJCFF7STzJM1q3/tHVixhgX2Vp/vIxnZaRh4TwwJoIpxYUCuYpHCvYteuX847s82df7L768ktWoz7afXP/4e7ilevKlB5q4F2ARB6N9vr1d3a3b/Ft5w9u7375q292v/nNZ3QCdHyX+abytTgNe4otSHv5sqDS/ZVlzr1VZK7b8xK/6jNYbJuZ9sRtf7ZC5lpeBRAvF1vhpWEo5Vwe0oUleQp5kR92Vz4zN3cqDNf2+MQb2SpgYEvpJH0TagTCVz51Y2M5eGKAEPccvQm3x8u19V08wlB+gQnF/gzeLR1x59Ug8GRkytl8NlZc+M/RUVjKuKyVR5RiWoKA5CV3eOi1hi8Ck5pxymTYSnxAym9oM1pJAytu8+ok1jT2Sz4tWVTQ4kJ78FmsZlFeUYPPX0lL+yPZsFir8ja99qWjjI72gPRmGR253WK0iG6s4C4UsrFOYwpeOF2zFD7bvZhD+q4+1VHKiLxJazGbPBRKF9698Hm8des8DTufSxSefDZMiEt2f0dnlge4+fFPhTRZ3XgvP4n1Mrw6u/aULW5d5S8ueTO469oX1t9vvt59dIlHaa6mJXPsddmOyOTdTlMXjpKxBBNfoQ5x4q2kyhwWQLEINjE8iLO24poPt3o+lw+wPP7rv85X57788puWC3qxTNJpdFRLGXREqHPWRmVQxEo9QZ2MXihfGUmw0XJWzpXBOGmu/XLVk8edQXRr1pd05NyC+BJ+SRg3/In+Y3vaAXRQYMpT+Tjs8JznAzp2nLRLv9MuHfMVDngazS6O6gdbfKQTHYDP6+8crAgP7qiXgjBd2XKGsnz3X9hD/PjCyuhv+dvfi5CshuCOfYtfHZoEv5698WKF2Er4KS+5R9bwDSI7OAttMhvv31m/FgfuBAHWYLHoNwQWncFReUkPyAGu8tfnmGUeeTYecBCoN/+8sQFNZ8L71KEDrpTlohs6i1xzqwlDNRJYUfInJul1UMNNiArbYL6lxRVjDgOYKfuYDzrL7Iy647AYSm/hzt3KJyy6lnDkinno32zIqQeYYuUXvv4p1CwDjmQc7N5CyE9OgGw15gCBi0b4/O5DnqM/Z/XvL3/5u939hw+ZEmKrVhxfnFwKfDEhYfK4nSHrfHid7c7u1599vbv71Ze721/f2V2/4QI6NqChMMqALDXozBpnWkOMnegWaJXSvawtgJNTDBZoKn+EW/nXtVMhFdoKXpX2fhXKgSTy20OCqGDEC5eCk2fjOCav2XLs6dTp9Nc0U60Enska2svwE/PDP9KYSpL8oJCPoU1iMleaMJX7OugaePglVrrVZaGDI9n7LM97HeUxnYeMXABzoZdB0Ty8s87Ky+gweElUQwsdUEBGTmMSG9rccNd7r+dSmaw0pWBjyzQr074+97Wn3A5mF+OFrvRosKNXTtqhIzhfiUulEx8wsrDXlZWev2geWi7EtKKl8ZUrHV2EE6+7k1Wes6whSHy4a4UETSs59uYoTX6tveb0MF3i/ilWdqRKpHXDRlxnboPVKXOzTCNi1gnV8fAWzKC1jkxYFOXHQodmOjdM+7/LynVH827QYosti/qKByyEu/vVV6yLeZcZOIaJISgeLzinCjKCVX9NBG3TdFLGBpZTRnGkxbGGPa7JFzQ0xOqxi6S4FFvKuPK4mvvC5Qu7P/+zT9mKl0HCV/8nI1Z31LNhgArTjNphrqURHkhe57yZsFguP4svaFpeGVlD1RIe/j07k/LxRzd377E3xuMnz3b/8I//FLvPRjGODORfXkNTWapvG+vOLDhdweNHXrd1JXrKHqWpK7O2ce8Ocr62NIvc5MTBiyHT3fIF7vBGw55y1YwC0Z/oUpZy6+/wsmlUkwZt/9Tb6If4jhLJo5+Iq2wZZH3TgpNpeZ9b0Q0Orw/1R5hyp6kFpwAE5c4reFzYEVtGRAKA/iffyms9AyJt495/mdb0nsKRGUU8KXv6ACeUb/OJUQzFoy6kudhNmjeJjwq5TqftkEf4V9hbZn/NSy7NwXOYDRasKX6nDSzGvcq/elIm7cHjHC2pZ/HaSUxdp0V23YizgqMTksO+FNsh0X4tk5ZLOACm5aCc4HWwLQS3xtQGh1db0WRgO1cmyzHJnTMMx8dIjsH5oZUX19+wletNPjXpJ1LvZVRx691bu3euXsu0vFPzR0zLn3XkBId+GYZs/TgL76f/6p/v7u5+/vvd+3d+tHv68Onu7DVGUzxndKqeJ3o91tSIDWlWMyqU0qolTpbDOFZFtdsxzi2FQHqCQiopwYYgATwWpuLbQByUA2IDSe0I6O5pOBghtEi5Na8KzDP+xZN5Vhha8iMOp16qYJUq/vIi+MAmdvHYgl3I1ul7Da/xC1Ubst6ezMUdOHWABp8H1zh7HfkwMuMy8kIur23Q5Es+qqOlCwxXHSSe9FSGMFE5ZsrKs7K/LZh/cA6egZt475WXX+ymvMjP6Mr06BOQifOcRW60UDpQszuzIFxGujbMBsrNWhkdU4k09NhWUxvPtdPndGWC/xlrQ1ww1lfH4AmchvbSi0u7s3H0dTMbUNWiTmErOKMb9BnGktvRta+jHbMe5TK8+ky4Da3JmTJ0JAqil3letjJxSmMJKuWCbHrwkecAwhVyk+auaU5du7+DdB7xJooN49E5PiFq4wHQcxaj6lDCtrT0v5Y1adYxBIoerGvWHmdXvNZ+bIBAJFTDsovEwWMaUpVxKrTcGu91d0t7hX9gr0i2wX3/9m22gv4ti2l9dHc5Hbk8jpBesvnDYX1SyVpV+KpOTpHLrfpSrz6fnnfo/81f/+vdv//f/j0bYB0xyPg9o/SH+WjUVWYNHz95nLJzIV4CdCx7dW15Wpx5TVWexAs/asMPY2TNAnHCd9qevDw+UR8ZIAHTPdWj3oik/c86DWk49Z/HGhqWATGjKy/kwQ5mZF/JXMvX6bjmg678Ahp/QEMi//WixVssvR48oh97H7zhDeC5N5+oGg9PfBwmdon9w07oDJuIT4R2F+KxZTViR0N7Mmh14jJII3jXvZqITXGfP8+A7uGTi3ojDfxd9B3iwPFq47QPqaPQs1F1tnPyu4e5j9bE6dsHnX0tH69sdwiBXXT7mrKNszNMrntAYCqSfGvT+gAXQeqTPBq0DzvwymiJDF/yjPQqLWUsX70EKeUHnEmnguWzvNs+ZcpGXFE5rB8pjPXb1Zvn801eVf+ajTEu7m6/f3P3CCf3gGkqXsBgVMI0EyPwYxbAHfmZSD+bqnnTi7UX71Taezwbe/rjN0zv3WNP6rtUnC953/QCX2Nj8RALXdKQSD7yKAkH/3Er2nCELM/2lAwKKfNmmYZrxBuhApdCBV5l00gENTjshTedKHHlxmsdtAaJkokzews9EOQz7fBsP0jWj0Y0lQDRCWBoti1YroNz8fa9xBWh8SsLxQmaA6J0FjRc0petRdexgmUJ5jFUNvLyn2vw1RAoU65TgReSGpTP81zLoMGZrX9eT2dp9B2+NjJEiwc2zRIFxhdHxzLBvx7GJJkiDI/D8z4O3E5/SjeOYOGOTtQNfMdZo2yTqvOF08pBWU0oxagh9rK1EWGiExGQzwVqT3hTw4+tXGYK/VCmNpZaXHmWb+k7LS+MaY7CFLL4W3ZAwZ+VVNfv44Ij9me/kU6m76vr6M2jXu0EjjORzgTTpGcY3nNeOhm48uRUPl+Po276Xver190UBwTQ7oePXIDnCKo6l0MOdHqWjq8Nevn1PoYM9xIaYuodh7Ete3njX57EObZ7mt9moeSXPNqZzu/9O+/vfvbzn+YRwDEzHdfYTfLLL9mjgkcFTmWTgfKOg4AL8KuKsLN48lT1SDJhe2v52Bl/wUr5d9nc6pNP3mftLntpuzPd1QvMVNxPOc7ah295PPGCnQXT+XV+07BIxR64Vk/airr2YzwOTPSD0Qv8OhpzLwP1WrmLpmUUkRoxiat8Tbds9uUsYevMSjdTF0LVJuZVTuOn0YM57tRT67u2WRulTDf1wjwT9vTgZ2trcz30D3DYvH/grr/A/peS0nAuxMKHdnjaR9Znrdt2EuW3pWYebXB0PvVOcEH008Iq7zaUt+FffIUTpn5bP4Z+8XFvGHSK96W6wTbE68hcO5L/jqZbFnnsk0c/frfkRXyDj9SMf8kjMwuYf476Az9kdJ66lm8QYHtOn+snDDEjiKm7yGnZTv7IbBmRJzpQD+I+KefoSXxebw9hqwcac6cX7aEcucmLjl5a/NgwX+O1ktt3bu4+/wPvkH/7OKsvj2BaRWTBAUqpc2rD5rPGK4wQbt68trt1+8but7/9cvfV3T+w0v0mSrnC62w+b/JzkCpRJMsIoSf7OhmnQ+TAeyCWAqKSOJsZZU2Bt5BVQI8ILlqV4l+y9loKK4IUCxO6KGOcFbcEjcZ8YyRmqXI1lq3yAhMuyQjC5hHHyRA5VlT42yQP/xPlfQo+vFfuSZtz6XKXglWm8me6aVWcySdlUWejt46M7cRhnJGbzAc0+7hpjMU9vIeGEVWuVwlNL89pkCeBMyYYXe9xIF/0ckLPLSdpRkYKxL/0rsHRhq/PniOmNpSSNM1CP/TA5aJ81vi55b4CetbJWcH93OWMoFxdbMVy1D5OULziGX6CE+Sl1+etGWXDs733NJWxEztPrzOj5U5oPmv3g0aXL10F7uCcgm/0Pzxzr3zh1gvCBiT3E+tUsHZ5nldIL7++yCuhR3TOaVSc8mUEYgfJRXjOPFzl8Zmjc0PlQWfqcNn13l7QwRBc4HGKOhyd47ZhL7L87vOsuyaRR7zRl40NuvW9+/feey8jGh9BKGIXHNIA+9YM5YMFpKNtOUy9HALRmSy2D7onN7zKuzRf0kC7+MxO1JtXz5GfjbD4bPPLX/wOfTyJ6FfZ+Ep8Ovj4B7GRV0usHZQPmVSGvOHBCNz9BtxvvuBM2fKIKI+JyKtJjp0HYPMT3rnPa0vAWsaxcvOta6wv+Y0ST9dvqEcP7bxhRvnqr77JBkQt1GYtRukNzZUtOMXd0eup9MWHsPt8EuCQL//VzfhB+fNa+m2UlAh+Vt0tbH6DI2nJU7sIMPjM27TGTCe3epSecjVU1sLLzQQ7cMKPjvIGCw25byQ46/OQx8UuuHRWxcZZ/x+86CKwjGg9O/pO59eRO9dp0Ncrfl1fVj9qh91Qn9E3S2zEHaF7PgwUecSmEcPqsTN71IHO5tB+MmKVB++VxJllB5+Z9VuV9aAbcBC0w+lAiysdB8/YOQyrbKblMl+ssTync8hKdez7zUu+pPbyERt1POarag939795sLvMdq6mnbmk0UCAfzfV8M+Bx5Vrx7x7/t7uyy8+ZxX85zToH+PMrlMpoXKB5458NlUHoiPSoPJcAsWkQiF0pvkclqfQFRaW+ImimB7MO7WUZQ3JROlbGQ/BAtX4O5wFF/mnV7s1DABS+FAhs9cWkHnt8ejUNZpIRqm1tyWVslTa3pzEKcQhLChwtuAsDAthCkTIt+WfOEelVqI/FQZenuM8ydDK0Jwz2v5TeHQuCcP4yiD+VpbKccC9mEuRNe1tNOzRq8k9foAOOND6clTyH1lG5hQfObn3NSEXVsYmhi9tL47ubVSJW3LUCdRJ2/HkKWjSnvPM2WdeI59nK2JkVRfaAvjtAIVfytGQciTOoK0c87yd9hwY65CPIqy4Z1gYejObx3z19T06yI6e+VY2tNsothKLK/TJZ/wiEdzbn72+lgLUlQ5gNirxWmfie+T5cAjpTh8+pUEfe86zcE2KtIzM4T2zWXulWoYtA9waptdG3NGLwd/yCBy4t/YWgPUz+vS2emOmAv7QJPpgHQ2ze8/5nLKO2y+s/fznP999efdLRsmOgH2NC53kr/nHwW9p7HFvIu0AvHqBA6Vf8NIvQuJnXu94hx2Y69fZAhg/94yNh3Ty+gjIEFqO6YTu7aXxTlzZobSj9oLyvMQso7vh+fgri5jMjS7TQdTR7u2Vclz3sb2x51Crft9kOryjvtg9fKTukg/2KNdO5aMBctXu5Op7gbKz+NRz+MAG1b/HhL3trIje16ZjC6eMbp+X+FJvhzzx4DW/175/fs5FfpEVSPSZwYKZJJ/8B79gntQneVs0jdvyt0lCHtPKtDDKZ1z4oG5aLupGm63fZ3pd5REnfLZlpmP3lI+IPWYdWBpseH1GnXAL4cgmAf85TyfJqEzFW/bYaL5FQZmLu7IuHSzbecK3TZTbAaL+3RCZwINVhF/jlQ0Q4ADwIOhvjngEbcetdZlrfJ0dSuUUp7DlTxtTD23IU59BdiSRPguCMYDteXchBd/2pTf/7Amfm2RhDbkzHfn111/tLlzyq0w8H3dGTIllBmLzwv0VEt679c7u1h2+rPaHZ7we87tMpR1fQEif0lOZLlCRfR6H6fZwWpyOgdw0tLBS8AiTM7TO+FwKRnOQU6EcydkQEBu45A9fWtV6jiHcUmgUHJw0etTkfE2HTOOsTD80/NAjLYZTxkJze290cK70750svVMhTmMTV5qWFpHfBw/kng9hON4GKl97XkQXPRzO5qohtfPz2s4LcNEvF2lQRbzC5E/6kmPiPKvzbYheFr5xxqan4xLr3UIfrsUVfIv/jHZJFp8NlPtev2CzGF//cUrZENH25HsR+kvmAPETu9jwKYwg9obtBErr3Gv1IQ86QR2zjZQ4fQe6NhncIiW/9tEG2JkdO6LJHd3Gt2QIY8V/w4jwWj6F+vvP+YSw+lZWZ0ScirMxlDI4XcHetQjaHDB9ZpFyluyJhsaefhyGzr/ORb6ASiWnqwxPlg8xPLv3tTz10DJrYyxOZfKIswhV9WUC9CuId4Wbc4UtYIADEtziPwQTCzC6m4bfFfg+t/7FP/2KxXBfMfX+AbvF/Zx30j/g2favd/dYuPeUBWvms0wiY8pG7KWR5/BpiK2vh3iTv8MB61idwj/HwEA7RyTiX2ZBoq8ZstE/U/t+JdI6oLx7bsFnI9Hyc2T29Dmr1HGu59W7/sdKZDcHwnYWdNduMpRortWDHZ7X4d9pdPOBPzYlner9tU6XeAcyxnlt4+iA5qwDGvOBT1urvSmocdVLz/lt3SXFUH2XRsvEPIdQfYE5jR4YT5TbAW7ipzFSS8OnUKYPLu9bXqVVHqABQItHWK7RgabtK6bWh6Fh/h8KrYvSK0TwBJf1NjUoCXb4iq/19zxrMtThjMbPX3Qmrns/vGEtiV9FtMNksJqrY2mJJx0CbM42KVsZK4TC4jc8WUcNkY4I7RQMlv66BggQbXcvIwPnRJoPvtLeLrumOU/drW3Jg3YknCP3ECQXQbLcWmdjc4snvprGCATGtVE5TAGQ0YVJbgPpfspO0e3esFEMhv/NN9/wbO7y7tmNS7sHj3xWx7QnPsmGMA07RFSOr7f9+Mcf44C/ytaSX929y2pWnivwTqnB53luL+l2jjodeyBtjikYlJWeP3Da+hRcDJqCiwHVPCLUXIp3P7pD0CjZ372ii0s48UvHQlNPhtJpwYo4uljxk+55Qgpo5TWudFTkD4fwHn4Kp3PbhuDEJupaFk7uLDhlMz28bzNtrpN/7iERJ7aRhct9EJ94h5bnkSGyAzuVx0yDe/SS3nwMZ48yFXV4HThTrcBpjE6Ku9dxYJZehofBasfNxUDOzLxgxHWcD5tYeSxCEGp7AJe/6nXEHB6sNJ0GXc8+WUlt1XN0pinIX+xL3QMrFiuVFU55XhrHMfjikIaI0Os6ZoX9A0p5aUNnaVCu7T788IPd//f3/5yOgaM5m/DYuCPVOPQ2WKIy7x71KGGdpW8+5ZngtKB6cCGZx2O+fEjz3bJY+rbB8XHCRbYdnZ68hJSNH/LX7uVXWOWQC3WkrBNG/q0tmEcHmNXap2xI+MgThMVjOb538+bu448/3v23//6L3e9//4fd40dPeRz3Aa+2fkD5nufR3ue7zz9nlM6iwexmZmc/ulHuHuHlwJqMLjYDGJ/i4w0ba83ENUGWhY9T7BAiPe35C0bxlVcdVuKWgavTX9LpOv/6iJE8jT75XVdh8LGAMidPdOZ6AGdF+PjOM6YECEkD5lU+aAFPVWrKz/TMNBBXnR5sS3W76YglYmPbem8nc8piCc2gyLIMrkwvqBfJmF68bWCUp2kB2MPI48JF3MA0fyG9nnhjYi9JakPUODs9+HJ9AegGvropL8nCj/iMd8bHznTycDd5hBv6EUOEm7jcrPvWz7fzr9y2Kb6FoA28phG9yJ4nFoWzLM+YsXnK4MDdJCf4+Et/YLpnde/0fHYpJF8bera4pQPQkf908jsT4IyPWrZ+amM2XsrlngrW1/Hbyqds+7JJLhlrXbGoTDOv19L1kZHnxlkrNwFkeiwo4lgyenWRgErWwS8FgejxY1b5UtGvv3uTxvja7hlTYA8f39/df+T3ktkMhudGL50qYnHJMYXDwJ8COsOucFd3H7Lz07OHu93f3/ucle2f81nE67tr7Pd+kWH9mbM+vyNfjI7n6OSsKjBaDCzuGT7Ki4Yu823IvapiMeRDWUYg1FRjgPc4IR1lgilEEoxRKXFAm8aoRmRGIJe+9rpIzh/+Ma84DWOMAx3KTUrUwHmTaxhKHklbuTgbbw/SeOPavBTj5D9UrMaf/j2dp48iDoZgfnFVM2XQOF8TmzCyCON/4OWJI+qkCPq8cXIUxkoaPiEXmVbyVPgTeEkbXiPvhpY4rDwhTiNjuUA5OFOZ0U0WOy6xRp7yVx68tndso9BNXF7QAcXinMICV6a4vutiMDcvOT5+lSk1O6W+H+5qZzsC5o0jwnH6qpVBeq5KlisdebnzBGZgztNYX3zJzokXrxJJwB5rd73tb+3Yok9jYvmTIG/i8Ry5YgdNyzM20pxC9BWvLODj3WlnAeJU4Os7Zhsu8QhBHNksB/2dPes7+rVVy3poSKphGpXag7rbls1AqXsdzkmHKq/BSDxnD+TNNRlhiQFCG7oLLHS7fZtXV3l+/pDvPuR5Jp0NYd+lofd1qsePn7FYjc8z83wa9xhZ7Wi0wy4dDotBVsMuvDJz57XldA4b9HHhjjcJzp6lLp27yAzJLWYUr+weMduYRU3QrC7JRMdN/oMKlHYgXQfxjBG8j0befHeefM/49sQlNpFhGpQFcD6C6ba/Ou867OaHYxp8dfQaXYVRFUAY/Kpn2ykzTRtoA2ueSBhfp7+LHj0jm9fz3N3OSkb+UYa5oEC6NjNh33AQ10eIghQmHYIFGxqTybN0eoo8k2Q9PDQ4Bzrq3TB4Yrcg0Ia81ub0Q6/WBi3C+YxYO/Y6q8WXhgbH0NzinbTKqG5MPfDhdPUEYY+YVTl7lgW2SoNNXn7NPgPRhZ38tTjORtxpd+K7IM7FwdYvba7rUOKLSXe/CKTMn3Sc+RKu8hKvX7K90g8KoOzoJnaZheZhOOVfX4lC4zMDyo96FAaPgH9xj4SZgbNdqNzCVq8aDpPeTBGtV7CS1wqaC0bmOK+nGL3P4Pxow+Wrt3dfsQe7+2X56cdXr1zNfom5fp3eM5yjfQMMBOIKc+Pd62w+8xSH9t3u/td3+e45n0+94W5zfivdbWMvhOd8CQlnG/Hyo3NUGBXhKKahfMFuDKBGY0qcEnGt5AuWTG2IjddBGV9MU+RJJ8rY6TmN9Ps+QNHld19QRRb8uMwW1gbuX3y5GJpGb1tQVmKfvfo/Qa2MLibuj52XOf1gni2+rQ7Vq/eeE+BT3XuMLhTeqTL5qVowYP/Q+YQ9rIo22qNFEVjhxJnzJPQmeOMUdWJJ64hAh7CywB/KIXvvqULgH1KiCS/wY6Wo8ywTxovbPRKU4dVLn1PydJXeuguzXKF6hrrx5s2LxF2+4qhWOrVP6bVylzNpWVnF66hLmXzO9hod2sNXJbVJ08Z+xVXZzW8Qr7DbIK694zeRe5/H2sF4yM5pbkgjmvOsZ3FqWT6+wwFUdy7smTICD/msp9KRc/HaiW/Du6juWaocjd1Hktf8NcroF4A07NaHU8wLa1zzUD6R/SifSL3BPhRuIGMZfPbrX0cTNi5XGUFfodH85h40ELcoVT4NJOXYxql6LH5g8mqY/sIp0iibhtY8TqMr/5v9J2F9Ju8MgI7RMHVPfQz/6kn9ojCcOvuc06g7O3mVneRu33qvjRL5dbIQB0ZWbWh76De7N7plvS3n2kcJ53f/oyxww7ExgMQVJLxZfuofPUWnOAcfNaajbO5lg83R3+qoODfokqgd/WDYlKX62Ns38k6SZztERSZrtRPPySOvXpPH4HVhBs56oy3Vb4ytBHjz0zyNOA0zvJgqj9U3GEloPvxHyMkDHQpdRiKso2shI3XW0bj+y8Y8NgbPrXecoyd51CSKR1ri8d4RvbDTrjjSpzCC81Dfob7qnkUcHuBLPrO4m4anC/DkBQDu1dt0YoWbclZWA1A5fGWyl3KIUYjcw0xOLfkd8/PnL/H98ptMkb9Dj4qpTt5rfcr2kQ8fsoiIOfZLTN35/MOerkzbs9Th6WAuXsIpwvzdB99mQdwZXg25zAjiGp9mPO+rannnDwZ1kPLAEQEj6TIQjLsOQKnl9xDAgEaqlHwIYPKnl1N8ymJG2Er23jePheYozULU6QoRHYBU1UR5nC2gxIMkyjQxwfhejaF7t6XR1H/Br3zCvyE0LY9wfsBRHR3u33Yljq2TehvM2+IGtzKoha0s0Qfx+Yte1c2U00lsAys+4bMoZMlW+VZhEifMYYQP9KKdeCsMRp3paFd4kDaVX4onpytXYZg/BbNwaSbcDz7ugkOHe86pdNKfnX2G8y2cFcnydETrinc3ZLmC7bbyVt7iUj8dpQr7iteh5lUVDU77esq6k/tsrSo7HQXZs9allFflSeAcnYXvRu2dQ2/3v83jim1Xqr/JO9M6CX2ibYvE0pBzaUPua1/P6FBcu371/2/vXZvsSI40vQPUHShcG93NZpOcITmzkumDzFb//y/I1vRhTNSMlmyyb0CjcSsUUEChCtjneT08M8+pAhoYzphkMgVQJyMjPNw9PDw87pHRrazRWm6DdvCFvmn5oy60ASp2Ss+bVSDCK78xZC1bn6ZXb2rn78gTCauRG7pA+pu3bq5u8/fg/s8ZMGhr/NrbdZby9pgatWPi7Ei+jGfdHHKRRuUfQ+zyXDOV8OJLndjnClunWS3b2CQk7u2BpnfHv42YU/7ZpIY/I3N55686Y2W0be+zKc97AqC1y0zk7dvsyGdjY6ZQbQDMX/KsLgQscim5kllw6jqu3uq30uGXf4MEGs5Gwr/IdYQVDulpr5ZOIsg7eWkZgRYBqLfaMDH3zE1g6cTqlvgTsPFjPtJgkdeyc3Ma004bvrQ5ChBXZSR963bVYdPqhjgCG94Ibvym77/IdeAz3YQzYeamZCC8cql00lBuVa87jekLFTLKLIwBA2cS82pS/LJZ+kp5gofchz9x2Xmrds79NrXhVLzSczAwyRl+MlAgTL7MX+VHTsSzwEvcNjMUsqGqE5XG3PdyytVUla5D++ngk09CC01qh/WkdLOR7uztm+z281LiG7fuYgRurXb2D1ZfcpXf0fN3mRo7fsJGNqbLr/AVpBvXYEQBYFBy3SFTW2yDx7BxPGf7nLXz56vnR09W2z/6jeWj1c27X6xucyzE/hhJIlx7zxokRDIMd1jhx96JjUa9zwU33hdxbiTSmTmFBRMRZAL5qV6T+IyzwBRc+SEsqXqP32qWIEEXnnr9mF8Lb1CawOV/6fJOUFGDd/41TFeStTghwbFU0iW+yb9OZgQbWByVYolZeWwahuJjCWvHqfIz8yfSxjMIvPexCdf7Naa8wVble+ZRUU2dBYMZmXkhQ6bAfS2AYnMkS8NPnqyApAbI/HZFqkYuJyMYfdvwXqHBcB3ec6I2jlY6O6LesX1+fpI10FcnrpNZPxwBW1cwsCik9CM/qNmjfsk07A46v50jT1ClIX1+dJTRp+ywSWXFhG34zQwWfrOQFrjLoIqHwKGv8ZV/0tURpq44Neg0tVN9bhRs433FGROs0ilTxG8YJXgsx2UDTKuYg6HL07qvv/RNBkpmxZygvltbZyffVceIJW2VHeLhX7sOM143PamXytD7J/w+vDMtGj7j7Th5T7tpDT+noy/G7D63TmNo7Cg07uC1AcNVx6rycYujtZ7x32L+UfKuoR7ySdp9BiAvXxyvtmno3Rekvaldw8qYo30ph4EvWEVMennBprlv6AcuxPrNb79aXb3jdyewMhh4dcMOlB0M83HGFP1gKzDzDxIiQ3YwWn4RL2kipSE+eTa9O+47ry0/cXkDYoWbyj/lIm0TtTwIB5Fw6nX0R0ONk4cPuwYQt/D9rpz0F57qBFWc9r9tibxWozfoDb1QVsatw1Ue7aTXrEtIfsRP5bt4kV4lkVcb5DV5AVpLGG561j4oNdLkVy3Az7Secu22hqDku/KuDG2v0D2PVyProtPlg42hfnUdtZ45SFT+4gHaxyR4zpnwblxZKs1UvosQGRqmzar8kCgehpyRaaExrMo0jXl9fjnJGJmiyCoDIArBXsfuzrU08K4L+c3h69zktrpyyoaVRyu/e+5NcNf2ODvLh1r8QEouaHFKi6lJ13G2HKHvoeg7rCmcHq9+5BOpV354uNq6dnf1T7/ji237CALc3oSUUaQCCtudCyoyXmKT6Xx/Gb87PeeCMtZU/ikeBV1YRspgTIHEsCNYniqNYApfYSi4Gv35NCVh/Ki4ha6EG84oNOPi8BgfwePJU6ARKFil92l8MCRp8aQXHGFAFfCVdxS7mACeOFMpncgpHRUBcc1HvY1fFDIVWgUqXkk5AUcM0hu8rKMwXNCC1+u7WqIyp+c5xRdolBCw7NYW2JmWUAaHaCJgQ4ItYco/ZRVBFtzI/Syv6iJndCYNz1PfvH2LJZ8bGHw2Zuo09jZSg0YM2RC4XEhehIAUG5JyRYgp2B06p7vosFxZLjmjTSZt3PPddFI7xeqxxLt3P+PiI0Z6A6nytKNhnvRrLF2j1qCbU50zVN4P7jPlSrlZhqlxyp6CUAqZmcKfL48RHxe5VHwZT8ArZu3X6d1XJ3Ve/vo17nOAvDMOjng8OeLINht9SOw6IafwYriCTYSUQ3jAi/kJbjsB5sno+jVH5qniS23U5TYuxFqfKjWJ8KksFQDeyqPpgsfycJMeebaBrAbVBpv1adcfmeVIHmgY/QrOVTpwV8hoSdWlH2yG/0AoD8EpbafUM9pkHw5rk06lX+cY3HPslbLODXRff7X66eeHSecu4RzNDeKUomDwhd8nKKvTtcpeHyS7OuFGzIc/3V89ecSd97lDgw6gdY0ydt+QepqLruTDUVykK3PFfT0JHXU4Iko+hDGWf64VIb95ChyoEnp406++WU6RdZAAT7IBFkzBJx7yIy7TKF87s+qHje26873KOHwmHfptHYs05AOSae3Ue9yQlTqaBtE0QUpnjHKSTmxegBVJ6ZuvyllqiRptQMRGaOgRMZUtcCHLc27wnXGAj4XuGefSpA2fth0ScaUrpDVAIY3wip1/Zxs95BA4uDFdK4W1eCDOaJxKp2wr34MeeXATpUUpMTtllnn4Q69rnwNho56fkXElZ779Z5uYWQD8ushQTPIQp23AjXwwzU4yJcTTjEcpeboD080fHuEow8AGH4zfFlPj9m6v0bA/ZTTwmKNqXo935epNjOw1boUrIVUPSKKuszA1tUtarMir0xOuiKUyPOQ4yh2m6PfYsDNMiDyVGmgkYZ63CvPXOMPNYAm5YqEh3wTVVJpCC3ilGQIPnvg7UgIWdFFQUPGPaIMrjWgM9K1cfANvh0lTqOX0uAFlFHmm0gihXx7Ln3fy3zTMU9YiB7lSwOJt4mAk9X3GIqbZTXFNB5qWbfAv8tJ8NE/1LDxFT6WjFKNAdM5gVZQ2WFFeXvR3+ubI96Wryk/IBsMznEqutmiQulxsXIaxAZ3rz2/4TO/R0fNcLpJOGJtObL1Mm+kwPDYcpRvyKkFwx4idZdpcvj1N4SYrO6wFof5oGNTl2p36klMcL5gif0oH1B3od+98ZuGNbA28wV9lmnVrqRFmpVVW4nSH+S2mk7eu/kjDRQMmRXhwFKOhUgaxEaCWb1FKxVwYYb7U+HSiBvWJCyJSPsCcsePVjTl+D/wdM2M5toI02OOe/Hp7o8Dp86ALDhrkYCqDiNp8TdTjGyTNWOI0Rssy8r1wVBnKuf/hOEksJ1FrmMqQ4sdw+edeAv+8jU1Zue5Ym6Fc1yxtzUd4UuXlq/78VcaaT+mHHrLS0BkaI4gR8U22Xe64iuy1ZV9+8QW2jIFL9MBvP5o+DAdNDC4EukxCk/jsYLalIU590t7YKNYmKRpIN/Wii35JjGhQkm95QODdyA1G4V7dMM5S5p/lYn6UEf9s8JTZ1ImDJtG8Vzrxt4vsCW8nTplUL4LX94TVey1RdYJ+mrr40P6Iw3/yK46yX/U076YKXSEGbgISrj1ILmg/dOYl+Rz5TaAsBX/eJC31QWvwxKNn5cJP9K7oNm1TRx8RTriFl4pL9zHI1Svd1AjChzw1+fA2eA8j9tbDuunAW9kgfVkjbWHZwZnf6KDQA3j5TBA64LNUVXnUbvu0uaMwLdvkBV5qGYz8I0vlnfwPhhu3eYqS+AR55tSD0IoHMte9JcjsEw26isNOXKar9qgEuzTG234xiPPit2/srY4fPl39/OABSHZWe9yutMPoPNOWjAxk4iqNP8fJGa2sWFuHeS6Mec3u0vPXrLezhvjk6XWm3K8F1p2ZjuLJMjRpQNjMwm/xaibhK8Iko8rWitYCLEWrDJkvj9VF10nX5+BJHIFMsAEfpQTGUgDVqZSCpAlzxGQc/5VXOSPbP4LyACCGa9CqsMKzDrae2HwUDRG/z72P6Pvg18M7Z+bOf54e2HTFQynwnEF5LaX1qSIpC2EtpzToCiP/1/M14TeOdE7hRrqC+TfwtHL6LPxFx/SWex29Ygcs019Hz49X33Ey4hXHf64wDV6uGo0gFOnCyacuDQXp3XFqBmzI/bMxMA9aymzEhIdXbO58+gT9pNP57PiIY1L32Xn9OTvF+WogcBnaJifmhnzZUSNYWp2HymBIcdvZndVvf/eb1Z/+9Jc0CN2xCWfK039UvhrPE6oc4Fk4vHHiVafTmdUPz+bJ+J6ulL6NuY2hyxAHW04Bu8eFGx35DPHeLp1tZJbNNOzSBTv41L2SYxqOMQLTPxk/TLOuRhCyV0zJQ+fZZ/mFHEwvfElDOnkud766xl4bG3HT2cDYkbNDQs7Dvw0w3tArknCM/C2CRKjDRDQ/jtAcHTs6f4udecE97M+PjrFjLo+Q7xjQK3xE6osMSF4x+t+lo3X1DD3W6Mm3RpA/y0b7k9keXjLzNKaHbay0c3scb3OT3tt3XEzjGrxpyJ9r/W6m1Jm3TZdBxyJcOubB8tbipbE03uzwiLcEIMbIKrMRIyz6NPA5rVtesDKIkp9M9RLYupNPw1IXu7yE1y7KQ/OWei1PRJqvtpvJD2Hmyj/jdNq9nlmcQgHIjABx4s6HkYAVh/JeNtRRbuGTZ3gjPuUqEVzreOlo0Tc8MD6HP3REYkCr2ogL7wOWx5RWv67juzNT+m3MXN/MdElEeOPgTT3FSXbpmjf332Smxkh0K7yCxSUvcafMSaxehweeXvrU/DSeJB9EDFPmzrHJk0i3vSUKqdJrleGdMKQyeZ/zKQp61Q8hcMzMT6MyI0mvk0b5gCsZr3kI7c3qKXevZ+cohsJpgjdwdPeuo3lo0JgfXOcKxc+vrw5/4qzm2fHqzTOUnvujXx0dro6eMFXKjvedHW+D4lwllfGKx2ciG/x2VYaLERjSy6iQnlWuyCMeNYxiCJOMk8xyNLNmt7EonDKQhJdFGNiHECPYUnojks40g24/g9R4wpeCbmTdoOcdBuRioAjWVLBhCCuN8QvNa0RCJ2HxULQqR5P/PemK+8KZfEhvgbeuTDUe7mLIFpEbXquOdlJXeSGd8rNCGoi/ZVMKZmDzbhpcwIdxmegZU+uigtR54kDH8KTDhl5qBDwatrO/xSVE9/mS359poE5XB0x5O+rxjmXFVDKxSRz+wXSMJLrkqMfdya5rnZ/ZMaUvO0YhHn/z6k8N/GOmT//27bfMABzl4w2PufXwi89/k6OYp6yBb3HT27aGF6L+k27JpSSccL15fZcNn7/5Dekx/pa9Nzw52jRaHurEu1zrUP5kvL3oY3ZpFy2IRd+tx07/ts5L041u3kLn5zZdI9/iE6j28NPA06BlPTgGxJkHGyhNgThCOD8pxyqCORBfydZnBfuespaf6GiDF0DwkEMbwVy6g21wWUOjXDQ4HkRDfpdjaJ7ZzhfU4NWP3WgLrA8HrGnXLmmka375aT4maja+C2d8Rp6EP3v6evXk8XMaM9exOWuMHLeZWbxz707K5OWrx6RUd/nLXCh5QrpuhLVavYMfXYYV0RNuxsTIeizxFvfgOxDx2+Znng8WELnXJsg603+VDZXO/JhfSgW+5LX4LflUUZu0XWCVJzSY75ryWyLWMJYMCgR7px46cKJxPnfnvRCRAZqUhp14cDU9G3J5cdZDnnvUp875rywn9JWJyHCRT78AY9pythny5HuFBUvKKUZ85L2gc3V0eStfJGm+DK7yJZ3pw0sBT2WuDvBPne9078hjZK9ssRPt3tiO8E85KSNQThiFshoEOvxXGQd4IOhyqIGW7QqdC+yceyuqQznTEreu+Fef5nKrmPqtfFAeMjVgwt9AsEy/TNf+xttwwWdG+K/jbnbWllByG+Q6poEwMXqOfDQ4nlt1ivCAqXUrmnere1zH6SrP1fqXkQBPkWsMz95yjhwF22FU7/rmb373W86mn7BOxdep3qD8KL2GyAtpjo9f0LvlQyxbbJSjApmupEyxISTl1IKNEHhPZlS2FEgVfP3WWoyFmIyaw+HybqbnMuioC09hm5aRm7iC4wN4hmwLBy9LXE1MhZxdp5hDZt+S0AxXOOf3oQ+XJ5tDF76SrwHVkVjSWYBteIWVdsmo8jDJazDR8S23mLIYceGlY2lBl5/4yMZk5KUXVoo/K5E9+Kusf9oQ32cm6Pvv72PkMWDI0OOT6VfEqEtppJ9EEyJUQNAC6G2GbrDa2uLjG06xw7Oj9RfcBnXMSO4pDfhDrhS9/+N9wp063Ukj6QjSyye64TKdf2pcuTCdMMOVQQwdvNvoeeOZF5Y8ffosdNMIJ6PABkGl11u4qZzqCHiUU4cHeAYN7BRHpFPEV+wA2XG5yq1voHAU5y7xY+rbNepx7iqHtrMSvVlLOqa1hMI7NOQr+YX/vDVd3/UreNLFJS4/kwxq+YVYDSCNYaYMsTelHy7bba/uecSLOn/ECPoO97Xb8XDXvTJwic+Oj1jLqEIOmXQDJIxOnVTWTp3q90yxHYcXJ+fMrjxOA+vpIztzwu3nS3bXV9//8P1qj5M1YqlRIrNAyi95snxHx4MCCC2y6rT6jZu3V7/97derW3x21g6UaRy8nNIZtAN4kitDz7m692aWWOS5BFa8Bn9YL7yVj0HD/ABecheezhzpneKX9+oQANQOGWRpgjGZrmXSzwqtcHGWxIqbwJA+T3HbKZBWZOkIX3jlYXp4Go2iAdYl/8Fhk8gzb0nQjRZ6hj5avy034ZMn08k7+pDOrb1LHWFLjPKWtFN42Z4CFlz+68lvOJK3cuBSXwTYcMELP9PM7ZD5ElJZZMlF47HIawaZ1rGB12fKVCj8/Rf5TXHmq3JW/U8pMaiYeJVC5U2p+zfJVpwDNw+JVCyKklrMu6m3VVhrsMribtEUJr36M6bmqIUYIC564dzqAV9R26XBtgN0laGzG23u3b2zevmbc46RcEzjcyole+O22Th0dZvGnA1vbgbZZ2p95x++ToW+wjTjCyrq23dMT2FUNAbn3L70xnuU2QH8lgqYNTWVQfZkwcIIy2Ez4ek5a+FcU+NhHkpNqicGeITbShHhmlLBEaiQM0JfCNLohPNcFobhl7kuPOO60PDEGCYMQTXM3ABexNQw0my/UP2uDDp889nYAjvSVNphhBrgvU+Qb7jow4Ww4k06OmGKL/3yV/zq8V+7VHgAskPaguJPWI2VUFYUy0pnulLRUc4dLk7+NPg2CEfP+FgCOuOFRYY7BR/5UkNq86IExDgQiBUe5NNwzwnbsGlwDXMk5eawp8+YUn/6lH0gz2gAnsZwyp/H0uy4uu5dI3n4piJvMwJed743zSEPCJxx2cSpOu66Fc78axSdlk1lIs1yNiMwQxr6w7ce3KyzCHBMfZeeJFYIDCb8+Y+EftjFev2aOvTzz4+R3fHqHg2mLg2iOjppbIL5MR8V7q9ZWhocGWo96I5NmEw44CbBX7rqCNCbzOzAl2ySdhIT99azfJFOzncPVjeRifw/ZynlGfsUPFaWuk0Zh5GwqO5NCBJi+YcH86Nu8dxlGtHPXZZBDlh4conBK6UPbxyQBLuDfMzxgEiROJIzMOHQcm3fjkedZHjD3Rm3cqOft8GlwwY7r9CnE6b2o1vok7fBHXipFgKszWPyDH8owCQDccNP5WeRp4DaCFU9k0bn2axHJkvbRaD5MK8ldyiFzsjWeKgTU0do4BRv8gBM4rW3wo0/+bdM1RNqWtI7A1F0lFDxLV6vbY3URhlY/+1ACVL8D20Dt7zW4NH9BGe5iU82PeKcTkdsBfUkMih+wp+ckD6zDSbAFa8+B52whc44mxLeR3ixWqNygNM5In1kBa81W1nlU/w2bulbr6ArnH7yq2t5N3wCN37CazFnitIxYbRZKqxe4oMDGZrPzIaM8I5ff+aNHzNbztlCRskotcJlusgebS0rMrKmO3szjTnrbaxvuZFtS6Vh8HxI4/7V179eXb/zJYaNdaf9O1x5yQ1ZNrCswW1tOXVOoXO0Z//geHXrzoq/49XNJ4+4RYnZgG1uUrr5KwR0zkjpeHWD859vWbt6l7UzcEAjwuaZ/I7Morbh33KpxqKFOpQROAYCOGjzTwEpcHGlLBNfcSlE3ie38HYhTXELT3RWqzNco5DelC4MFm3hp/BONKWdiTavRqnsm24ZLz6LsQp+GIgkmPFtpl++R3GWAe/1Vz7NozRnHkqpO4zSSLwnGvQLH954q29pE56K4EhbXJaBjnTizj87btCriFFhqscuruol1zSfm81cc7JOVWWJBQlGFDp4IQcf+ke5gOM1u6UfPHy0+tWvn60OKUOPQHkx0pPHj9hUR+OH8lsfROyyzzumUR39C+e3w6/xPW7XZZVDy7DLtt/rqayAg0c3eP3www+rF3ysyIb2DAP+hqOfzi6o3M7wyqUzZi4xWZH9VwajjGvKW/nzr+gty1xZqi8KtvWG9CD1k6jq32M+8nL/pwd0ujlmesg674B7A49sgwFGXuRDYzlKAx20IbNI23hZDrCw5jJSab4QOuD5c/bNY2VJ69QsiCwz8Vkue1y+8qtffbH6B/YTfP/9Dxj0Gg16xaoyU+4issGzPq8782+I5QAYSmWVKdmoI2xYvLtFZ+GzhFdarAdC2WXPj/sYtFUurxywn8CncspITh2gDBiWiLBo5HItaTHiZunQb8fn4zwUngMfO5ivXrGM6MkF/tkBdGYhHTAYFAvKQPoqP582wLqWbUjxLg+umVoXcoyLzmPrmDMIOXGEoqhfZSdKv8U5240RNhqdEGoCC5qlq/BA2rd0OL22WN6lV3EK2T/KjiXZDo/og9SyVC7jTzuLDmdQllTgSRmRApiSZ6VJZ544T6KYPnIgrY158ksZ+DTPJSt44J8zCOKSh9DlSTJZDP6EoQ/Gd4dT7TFcB1r+pFs4po2odhqlLZD8JCPA8VqrMJXeOHHYuRF+oE1ZC2u5WB8LEzQsAxkIYn6sADjbPl7i96n++hZ4jpmJt3GbOB2jAe2j8sMyTiFmK09qqkg0WlRcKo4jD5HcYjrpFlODN5hi3KGFTC9ScmTAM6F+PnCX9XMW1lfHpwj8NczRkF/dYs18m54vzJ6ecmnGMXe6PznK8RnFZ0U55+gaC5JUhNeMivg05M5NNujQ4lOFso6nMDCkV65awV0XoRipSFGN5NBsy0opQl7Gj5nUILbrQux3FVfZvs+JM38AiGVJQ/9CwmsojAI6oo3RW4tdx9NRzVvwdmCwzLQNbjj9Dds5nOM6RKgPu2WelpCNq2n0s2Hq3YyW4UhR8KbRStxCPOlhN4AwkauYIqjxPpdEDDK7yatH74i74NyVrYJ7P7H3XqcjQJw9e41XDDCf8G1SlkBJYmHcBl9ifM1+kEePn9ROdTa5acjtRngczVkEp+H7a17y4OjdJSEbl3x1y/3PGtKFFim3lp05VD6ZTUAu4vvh++9j6KUhnHmqTV9wyrt0yvBgMDVE1MFC03LQ2FVjF0tCdMsnzwmcekL6yRHu7MWjR49X33zzV75m+GtOolBv7WhbD4nTWJbWDpLwPkRfLJg3fMkfHp9TeRPeBjPhvMtP8iMfGkTrbrVbyat1Q/xG+fW0P/z+D6v//b/9H2nA9/cOgq8uwzkJLY1juxjKdETMI3xpKMlHLsyJKpU9cOr2yy9u1yU52I1Mscs7OT1kQ+8//v533Gr5xeqnR8/Jizwz0UfZp7FEp84ZmCQ/RBjmOvE55/VtRw7Z9ObFVzbWtIDJk2m9MTBHc6HhLI66pH7Ks/YrQjQjxXqylAbDIOWhkKc8xRc5qmYl08Kn34ZQHXIGwPrw6qw+ShO4tApqtA1CycjwQSB0DW+XNLzbYPqXY2tmFNk65W7DF9srDlzLpdOnDMaLObX+ulwaOHW5aYWFoht+gsvyq9MwHSaqptFh3fGxrNp+G9e41V/flXduO+zsSZv/pqnBH8/BR9NoHMQEtvFmx3tleeROvvQSmPaFFHmv6MCLQwhlZVpe/UiLdSSoXGIm2H0+7vfxT1CBkwaEhCad/IjflOF1lOdIAIy2oWRnpmwu03iT29UpNc5e5jm3WLmGfkClv85W9H0MUNYWiPdMqGuMrtO8oQE/oQE/PuGudj6sdophOLDh9yIIMsDM1OroKcfXfvpp9ejhYz6h+pKLKxiRYEjcOHLA7nfEzJl1dg/j9fKIN+wCdQe5O0KtLJqZfP8cODNnRqtyKxJr7xBCfP7UewQUSUc0RMyujc8cUj7x+19Dteki6I3ALnSDO74VYwKFhyqIKWTN0+n6aWTwDqihD3lrmAs0BiwpF3DK5/2ucfj0r4zO+/PfuBVQ8VEWUDmrQ81bZDds74QTNowvmH5SeuhI8zFxOtjWUNkAdLwjIte1n7EmqfGqBsiGSGNbu9JTS0NL3tQVlD1sdkNZPMuXOvfs6VEuAHGE6E1k1/gQg86pUuk6UsiUOM+6lIURIvTcqUx/dRitqmjC95+Gx4bc/Gp0f2T3/Tff/A3dfkOHVR1nZopjTOJKifEkcdEK3y4rOBoxM7MMSn4lIP0tmzAtIovP6NH4pZOjrUSf7VD867/+2+rXfPDlOh88unv3OjMPIje1fOD33Xo28FR+ZkMo5KYzRTt58j1lYmMgLvJTIw1Lg065yJOoZFPr5veyq/2Yz5L2eu1LyvrFwYvIMcY7vA1DJ2bwFK6Zg5JJy8AG3sZPOtgtBinK0yunReWa9z//8x9XDx//t9i0bBYTpyNiFS+82jg47avOl/3ZZwbx5q1DZMhspMpF/D4bM83WLksvdgxjQ9TRNOQRMPjGE9rhs58jOMaexyX8YgAAQABJREFUMPHIoCNbXvEmAF+lm22XsRXXnVphgg6dKxtpWSbEqDh1QiJpoNFrnfzIazqfhKUcCVPG+ospH/Xu09mrxMnnwBlk46foVgdBprohNTuWSTvhrCOpz4YTH7wA+GyaDZ9cS5+AogGc/+SDP+XjpsnSOTqRYy+B6Ru+n6EzWGk6wQU+KVhv5DsFMRjQ9sTBQ82nzXkZIDwaaeVBPP0PJq0W4dGBtHQtK2WtHLQtdkbe0kn0XVtS/ApXdlr8E79XGIjAk3xtOw3omfJTGnDXtzzC4frPNtM4Xqaxs+31h2bI6UE2ptAD1Bh509Wbl1dX9zme9vgZG9n4RCCr42x4+wwm+MLa8xrlP3388+rxwx8xnkd0Yt1du82RlD1G/Vznyhq7NM/Pttg4d84GOc7zXvX76XXu9C5r8tcwPO6kjwRg3AvvlYelrhBUwhae4tVF/yNQATs0UaQtQfuMIH3Fn3Cz2UkKrBJ9wq/KJMUpOQXQtD6EJtM4A6BZoKwn7jdxhF/gq6ArobxDLk5ldKpOl+KLb/7JtOr8Gt8mjY5uBRbn3GBWDpuPhvWZKzgxCuqWrnhUDqMiENzpfG7StRH1vv/sME6GSqKP2GX+04OfqtwIVz6Fpyqxuc17DHIZc9uUGBvinNbeRfc8r+6xM9eUHXG/fXeQndM3/Vwm+qgxiCEmv47GPdr0kvPmbtYpfdP41MiL3E38mFdd82Q+XtOA/8QnPp88eZHw4qUMYWYcgI8epueieEt/YkQ0Ab4PHSq8IXHhJzJGTEuYSA0ZZQaAztHPyO9f/uVf2JnPiPXwt6sr1KtccNJlANYaXfDEkGQnOcpTvAySynzW7omPpptGCfnVe43OlFH+wGnn3AZQx2s6OPn4Cv6cz2ZAYOP0kK8suuHQxr7cqEe8iE0nHzb++VQomFv3jbNsc7SQtfezsy8YHbWtcLT5OjMsX311jwHDLuVqGVYnLTeAiSADBWlKzw3BnlG/kk1vt+/cyVS0o1U7RFvc/FY6buNp56EaxNgCmCq9gd/RiBUsiEOlynvl7V2+K29lzJ9f3hJX58sUhYM07rnAKSvxFU54BR6BALhRboGun5SNZd6ICZaW0+tn/GUamzB1PVO7NkaOKBd0xOF7cjH8AIdA4NIhKnoAwk/+p8w6bTXqdtrtdEND+agUuM0GXx1OByUEyae0FdJwIeErntzuJk/gCgQ/ylHdE0eSNZwJ+ROfM1ri9F/yYNwgUTwXscAmjfDFizFLGEIJKZ30XIL58QId95+oI0abb2eu7QB6kU9OQuSuCO9eOAnPNub+iTudK7GO+mNndddLrJwFIX/bTl0eOzJm04kfmD9gdCKRG3wIxdvWtL8yrBn226+vuWnqFT3o4+eeFX+z+tt3P3IO99Hq6ITRyo7nxp+yNvdwdeiNcCjUy+dPVsdHD8B5yk1xGI+dg2yeu8FU1z7v3pXstXbutH1w/4fw4pWMt1lk/+qrr1ZffHmPe5A96uZozF5XFUgJqyoOrMUI+7QAlVXF82uBTE6/SlAVRwHp/A3U8GQDzJTMwAEHfPDxxFehA4d4dFOyei3hDX/xIv02dg0UrqaXRllUCR5IfYij+e4E1XtvY1bx0cPmN4ATtk4Gb/IRrFTWkmsqVTMAZGiNpOY6/8U7Kl0jE25JwbLikESlV/GFt7IOF0PXL9OzM0rFo4zq3HeNLsT/kzM8XKVpT9SOAk04iq1MQCB92eNPI6RR9mhkNtTw7myQ54L3uOxIgZrGTWjq0xsuMnr8iOuLX75AHw/ySUwr/g4dW2epxHmdaVWNncZgm531pA4eflImQRj6GnfjbWic6XIDnFfB0tVlY6idgHfuLQlPzGBRT3b5qpqfZPRTi2XY5F8DJPaS4VTm8A0Zfizn5AR8lfeKGDIUhky2ruWIGrNu3333w+oBcvynP/5WCOiUHMWPVEhSjYe4c668hCuyEG64JL7kR4PjxVGBMy1/qZOmh0HDh8rFCD1+8mz1b//639nBzp32rF0rJ52yO+JSqkxl857OBVPds9ophRqpyKu58F2/lGzkf374fPX9tz+u/un3/8imN8rFTYvKDb0xb7uMJjyN49G1d+B2aeMdIyLT21AXMqApK/c4+H7vs7vswP8ijZ9Uy7DCF3xbN+3I0r7ypGzTUShDrEHetuzBHV7xKAs7U22kiRoukfGrS2nQybhw1ekXi+ltbGv0Ji751KVBj2/xQ3zCkUt3bruMfO8OrGE68+L8RMHUs+MCwI91mJjk3XK2kaiQgjBocmWUg6/DUk95CViRxa8O1p9w0vQvM1VRjdIP0wgXeZBWf64qJi/BN/RaHPIWnMSU7hVjhlWefC+b5vp5JSHM/8C00xs8PC2LZLYjw3fxW3VIw2QkM2xenmPRYBac+Xb0bcPtF/hOaE+dNcunfun4vybc/SJe0exGb+tOdQ6lXSN4ObTc1T31wwGIbttLOB79/JRNQT/ztrO6Q6/zGg3sDTb6eAe2a0UekTlXyalgrqt7deRTps+/+9vD1Z//8i2j88er12dUinceI/mWY0S7q8NM0VNZ6BGv3p3UBREYUqcybcD3UXR71G/zeUK/TnSy+u7bv2JsfmTn/G0a8OdkClpk7O3be9y+xXl0K2QaBLMTSSUT/phRd1kuXQTeASRJ0rybtgqtfgtoLtgpGqjCWXEFJ23TJWxZ2HOyBpye4W96u8QDwlYcqltVFIkkmyOviyxPUXp0I27iMxWtEwjUgIPv8R6IUSk1Ms3DBJ9GY04bWv5cFhQ8BSEfgqTCD14cqHeyy2SXaUsayXf0OHXCFh4N1rtMib+kwb12cIOYAWOhgrgMGU8qjDZNY+2lRa4NawjcGb3LSC/Hlnh3Z7L3mHtC44TvBjhr5Ca4p3QiHCHKvR8+OOfb4BrN2xxDOuS+BY0y2KmYLdviMXWbfCq/LgPDtrk1ydkuebLxsAKKz7VVDahnqfc4tmZD/uz42eroMSNJZwCA0bCl4zmT4h16eecHv96SdMm6db46FB2nfKqD8eTJMZ3m+6TSIKBpND51bbDIipD8zY5w3UIPOn8JtpxTvoHKjzJIAzSeYgifysdqyo/5suH+7vsfV//Xn/6NcPGMThgJzIc3RfqpVPHZEIlT+TvKCY/Amff2SwXQwLtm+/oFHYJxaYx008G07ICpckzqpHGN2/VrtC+2zoyYxpC9lBsXXzGd/hmN+TWOnGlAy55UIyAn6aCC2y/uuXn4NsdyHXF5/FbjLW8RRBoMX0zFn/qAbLrsDFdGfgXOZYqkMRAPIghsy1y9n+tsgPLe8RUivkFPRcStNfjEZXmDp3BdXpG75PlbFnFwEQgrOKHLJV1gO6xomlisCR1BUxr5oWEyj+ZfWuK0rOMbiS7QF2oEFp+mcUp6Ds9IX9QETrwF68x1caoOjYhLHskv4eIWU57++JaBoX7dQv/M86Cdq5TxW8avTjg9w3cejj0Ky2yfV0a/YhTuxknznCWh0TEsnNIVP/rAs/6cXRL5Yg0BiG2Pqzxl7dBrMh1BbG2/Zt2bj6qwXu29xjt8MQ0xsfZAHD4bYD8f+BImvuG877c/3KdiQCrTjhEZ8a85Vw5z9G6/vHeLKfVDbpBjqgFhe2uXZ9dvErZ7sJUPxDMZCSwZe8M59NdsSALf2SnTPltMxUPfI3Bnh24qAX8a7FE4TKemQEdBJNMIzEYjmR/hvqnCikSHSPjVKJdTzQzJ9Ad+PHkXdz5WMQomeBc4g3HxLnylbMyiUuitmAL7xzuwOuMrXSmhfNJupaLEaDtVDmgquknER9rCyKtIcPajNTyjygRv8hwAfwYkhsN8lPEoZahRNtCCECdrxpfrtCN9+Ff5628A5aEx1PioJ7oydqWABtWoIlG8CsPfoGPT1euDM22jrRRsQmPpxR6sG5tu3LjF/diOoKRneYNN3RClRMjjAaNwR+PaCkdJB6xxHnC+WBq7PN2z4fSonz25emVvdQaMhtElp+QD7GrZPmvc2yzv3MUwZ2qTjXZVf1nuoRBMU/D4R340zvacnZrYx6jv0qDbKd5h2Urjbp4yjaieUXHdXX6TUyEvTj5jGeEBm0Wf5ktrV+jRZzc+eTJrJJzKRRrhUKNHntQjNTpw45fApKmkrv26pstHko79XLGhapEpeArqD+GZfsWrq8tU4iN/ahQuijnURdnzFz0nygFY1xPJq5PhD35F71WYV/gGhCdnnnDm/ptvvlm9ZEOiH7lJXYiREqcj0hVy8Mw5SF06sYOGvC1D5VI6KE/ECYzCFR+Mur1QaJ+d55zGyf0A2UhLBwLjkg4f/MA2fIgHHJIYebERsMqqo+rXa8pMGnvaOOxYOhZKXxmRzh9n89LPI6F6sMusox1HlSUTNVYGeQfa7ES8ys3kICIHwdXLLEKgGuEpeSK65GDdVz41GtP4lzxMX/jSiAVzyVwS2rsKLzkaEnmPNFkDh7/wAj891V7yBFhlHy4DE/Mg88kQD/LH3CxUZZR3/4huGgk0PYGRt/64AqzpZ/y4eeAjBv90xCVamRYv4m4rHgkie+udumP9Cn/8pJMQDA1feMn6mnNfRGiQpm2VfAmWfPBUwtobuAj+nHwhTPpx1svwCS8w5wmY589dmq7P557QmL9gQ/gJV0XbofQuF2ehFJh05D8yDH58hYw3y1zczlrCBZvC5c0OgHqr2/7pp59XDx48wu5wlOL6TUIYvRxcZ1rxDgN1bk1i13mG/DTQr/mM4jPO+R4duXnoGCZfgMLrC/foANxIQ20+sIcYritUpENG+uyGv8kOVcJfHD1mB/EzphQPMCqsxbNWfnr6goy+xvBSWQ4wnte8rcn7jjn7e/RwdfvlHj2XexmtOI1iDzKj8/DvT1UQDbjSMCSy5Ll0qUAYgMkgBRL4IYgIbSTsMNNP/lGAwTkJeEmh/QpdRRJZFcaEoxInjqYEozAIDnxhZfAj6DIf01QlsDWKKTpBOYCtQJ1KeetmXohROCoNNGJkeZ2UResVF6DhHyHAG7ocOSwBkgKYkeNlVPAnHL67gkwA4uVPt+Qzow1lx7+q+G7gOkkFkBNlURXAlKXM0nA0qt7tM1XuJS82oNEtRuJ7+3xTgCuHM+hPQ0AKbik658MtO1vX0cOz1RHh4nYaTFm6KcrK5npifUWNBgYYfiUcA+YUZa89lrG0wbUhqsbGDy24jOUo1KlY8ZESPJzkwPuGKXY3ld64wRLVHe5zYEZrnxks758/ZlTpJTfZkIV+l6yq0juz5k7m0gvxlSHzYp3McKTXrmxjdkibtiRGzg1wJKS+ahyUHHUKhH3PhHmvEl+Wy6RRwJcOdbkTMJdfKRnoEws9ZVENXLDCyDkwtr0//vCAKfb/e/WY8/3Xrx+qjPDQeghXqR/ylyh/+eu6ldC8x2c+5Hvok5CeHNhmaWOb3Yrb25yeIa2dtd2sn9fSicsqr1gitMw87xwHruABSUaIvMMZ+yvOmB2io8WeIvXBBsMNdbFX6IqfjPZoo/mIfpLedc3YLHRzqmtyAp957/oo/xuuOiiUEcJqo61USTxBVn6H7TNcPBdRAW/5VZmE9ngLItJY9tPuBN5D06cAJLNUTB2eG78BOO2CFxV5oqBcP+vN/NsAWZeL3wHVMoCKS7IOYnTd2Gd2AtyXOfkQl3jTEdAmyAN7vSyXHIE0Lf+tG+EI2DjCmo+UL4HW45q9Mo92eGwoi0byvGRi0O5wn/7ZqVIWajultnqFLvhthyM2fr/k0rQXzNC41cGlbdtUOE49IQnOtNqGdnM9MKT5TYYm8Wr7jJU+y39ekHHCVPYuRmSb6STvnz68cZuRzA0qgJtDmLtn5OxXjF6yrv0z0/H37z9mOvwhPfxaZ7/DlYx37t4jPRvfgHtCg+8n4vZZD9Q4ORLf0pKz8cRLODzi5vfQn73g+8Aw4rTUIec2f/e7r+kUcEPV6XU2r5ysXp68pOHnWllw6jQAFp4dSLLHn8rR/grxNbIxWAGP99iYoZIlPAEWLngW75veSxOtA1WBViVVuDoLYRnehWJYuyXpCp8NlvlLehSU0k7eYmhJPqpa0CxxFF5DisZEswlCu+QxK8mMq/nyqayR8QKPZSBPjdPy+JBrbMIURjyLNC2bTRxitZwVkw2jn518zLSr/GgoKx3jDWTiLWZbTJln9H2gAWdGienzyA4j7DS7G50cKVnhVAOC2JHu5stdKhebiKDnlLvrW35lLNIFt1Nkfrf63j30m0b9Xb4GaBaihBPbyqONQcVJdys3Hz5g016Oy5CmOkSO4tytWmfYvazm+fPbWT/fYeTn2WhHkx7/3HrG5lB40PW6rDL3ClQ7LK7L2nC6nq+wfrz/YxqsWrLosqmnxnaPxtUNXKZTLnUHdk1fd2bMy5RSIaoBQ2HqVcNcEP00rX71I6o99L/DW68DD643jFju33/APoifk0/rcp31VsYhKVmLIZ2mbMDwNZFiLX91oHiBtiwFPx4bI2ca+0jhlpdS0WB1I2y6z7hA59btO8j+Act+2B10RV2TfPReWlO+674Az8M/uP8V5XMQu0V3T+h8+MfTFi9ZtrS8/MLk5198nns6pOV3BaTf+u7INxsMVSPzOCRuHlC7kgFR7cJPGb4OqqcJ4FGdsEHqhr/rR5dP8IM3jTZ6LAFhsnkKvuSlZVvlWAVpEVgb7LD2rIFhsmtHsvEbFJvHzGmNigu/4TpIJ4cFb1lJT8wjgod5aDsU0fszOdPUS9Nc2h5B7TSQI+Dky6dhlBAdRPNm3SrGix8CeRUv9QmZ0J8zE9SfpmseZprV8NumoOf2PMBv2oymAczJjYBXLtQ/ByFuFrcxr1tVKxNlB+Q3U2QSDo+Ds7yHAL7Ob5WPeRFH82jd1I8ddPjvGmEcGWLykMIwYwibNC7M7+/5PWSPBT3KLtNv2UTz44/sBmYEc+vWZ7lf+XM+XrDD1KYfqHj+4ggOuCWOa1qvH3JzFug9q+46/Nl5KbojJnetS8f73G+zu/3XX3/J6OTG6vVLpkm2f16d//QaXuDMYzwrjA+Vwg0jVzOyouplusXMmO2hfAjXAi3h1AirlLwynzUoYwG3kimIpVIQNbkYiqFvUyCeEt4yZBa4dNutF0KHjmd4lu+LrvF3+oZImfWLz5nUIrSUs3EsIiIVs6Oq2aYt3ZIWYsEJ4N9mo2Xc7JrOMv0cW/lrUtFBykdnmD7/GgfeC854K5FnfHszmlOsZ6wxb9Mg3eYeBBsmO5JWyB1G2zac7ga1j+wRj91dLjCysUumnW6kzO1cklFH8m/YlCIP1TvXCBSPPp3OvHXrdm78snE+o+FEBXGdK9BGSed3DWrjOMa42xGx8pveRtZjUi5FOM2m4feKZG+gu37u3QziYZmAxuDK1dvh8/kxdKmnZxiHyApeXSbwSJ31y5vGbPg1XK6/PeVonXQ85mkllhfxqj+H113L5YMxyDCdk7QcFe8vwMusmdFJR6uctA8ln0Ru/EgrRk9FC5iGdQCFF0eodHKQy4/f/4xctliGY9kEOSA2+G7ZFb/iqLIZSMTbzjj5z/Royc2owEPUvQePOE2jLlw7rM2LjsBlTB7dXPcFN9A9eqi9Us9qZGT6lOFY0ut8O/L7gTX+P//5b8w23mKT7g1Kyrv3D5FJfR2PQkh+aynHsW4ZfxvL6AS41YPSmeK18Mu/zoaZcMpPmMiTp/yIWNg03EOoNmCGNyyMpOGVn3Zibnq5IrgjeNrBeJ8Lv0TmxjXFD20faYia3UVieYsm8dSZvsIsV/XQQP/bkIcrAtSPAWedJNwoYZt+4fK3XKWtxrthVAsx5jsNdlKlFdxV142rzkPJtWLlBW4oD+OtP3aYvRynZoVMY4wuGMa78g6DAgw+bYGAIVg6Z+il7f0b6z33sGzvwAdL2d6rIs4qT/NaHTykCg3/ygUGPOZDFooNeRBGWUoLf+qUaeiQOCrxwwz5FrlP/r1lZOLn/GTC75K7Rn7MGuUDNrq5Ue4p6+w77Eq/zTrkvXtfru7QoN/kghlHQ0+5C9nNPN6QpNFwF3DWBDW6joy26qYl1z93aLRVRnvLh9kYx/3XGKbX1+tGpeuM7A/pBBxed5rTtU9YRohmNIWQ1oF8mEdzawFSCdKU+zoqY2CJjFAAES69R/0LV4qhoEQESgrEW4IucxTDBLceb9qOW/pnqMY/h8DSoLkMa79xKlm54q3j+jn1cjvgPU9l0c48bLplfBR2ACRVZFribjQTBoQbfDP6TdR5nysHrxruRuQr+VzGp9JTmk4nuxNdJ4yXcxwebtPx44gV58P9gInjKUdGTkn3pUcNXxyj09w3bEfV/R/WRadAt3fs6bqLvI48Br+fECVjHmW7ffcW55H/iZmn21CoKTx1p67orMx2+czTZBoTtBAc3hznNLv4nLVqvalGyPx6NIUd78yO7TGrIC6BhTe9hr920ROmoaG+CONXu4xzircMuTMLFaZMa4pQVPJKnZBV8O2x4c4OgC4GxUDW31z2WXejMRh1LHwBUDohc7rC3YanwjT2NBCCYHCkG1kQUA2KU7pn7Kh/wPLeg+TBL7nZodnd1dixh8GGSPll1FuoGnc/w4e2TEJhx58ydJ3Czy5rLN1vceWKMzMeJ0Tm6lwEDAUas4yynCKOvSgKnd+JHnq4i81zhPU9V8/+6le/QY9cvvFEwlXKaJdR/g0GJfcyk2gWXJvfYpZIvbmCXtqgV4fOqWH0bpSlebCBXBtUWG7RM2sBObNuDGZ8Wpw1ulNU1pFqIBMHbDfeSTLyqt98dR0LzIjrsMAvfpbwi+DwIg/ynvLHD9UB0vavXuXTmaTIHL/y2HRLecNicFZY41xPE37lveUCmHpjkDqfDqUjNgLE01jUERtZYSNfpYucnbHwwrQc9aNcepat+RRvchjeKjTlRwckqmp89AfaAEen6LT61dFzbmG0I5gZv9Qn2lyGzRHikJ951pUdDzHJLSRFWPJCngJsJwUvvIc0eLdPORJyhXUlck8P1nO3Nb8vh1Yyd1TWJrnn7Hp3zfsEJd1mYw83ILnrnCNkezTEHsGRHw3KF04v8UUhv4h0m3Vzz5W7JugGpJrusgFnFy/vForH4a5xPewJvCg0N8udf7niGMg9GvfD1ed85WifSnPlCgLAQJShLANlenspZsgCaKUwv4YpkS5K4yrjCQ5tIRouGei3lq4Aun6XwQGT8ESNkjBGBdoICy9J13D9DGh+opzjtYyfOia/gzut4iBdNMiV8cE7JaywdEAq3UxBmhXWONfSEtuyM83SP5IZPLnNtMHcJEb2hBGPr0plM43INGprRszAuELSFdS1TiuaZ7NvsRntYJ8PALEx0ql1p2dfsI6pbtaatIpO+tQy9aZou4bq7M4pZWS0M1LnNObKW966IdlnxCasR8n2Wfb5Bz4UpLGkMrCz2bVS1phlz7yNMrACOxWZ/Eo6OKkPwO/As9P8gbWDGN5iQ/A7SoM2HWYb+HyWFTq+29DIV+QIufanQdAYQUNc8mZD5dq+8mkeYtCGLNMBofPi1Lwd5FzKAx01rPPgc+nyPtSoDN+GXoQnO0NDr8Kr45PmWT+y5Z9KkM4DvAr+kOl1L+epb6wri8qDyw/VmMuJzVjlO5sMq2olrMPzAm7T8L9eyUf0Btl7p74j8PA4Zc9NvG9ymY/LjLnDHXkjCIiJC4MMJp+VNfPDYAK75ybG53TOvmd20s+13rnrx1TQxz02+bJZ1w7gIZt1LWKn4M1znSE+CW/irP0T2rKqGy13SITPoskLaatsDOcdnKYwL+cTkGimjIXGWkNuMuJN008zGR0kTjQpW55djt0RlFqlC9rpp+FLv8xr1YMJAE/rnjRtyKvho+zJk/ZryXPTXabX3zCLrBKqIHzUMzMLocES2ej8WS8yy0JH7jLexBsdG2i8ByADN3Bal6wVXfbCNn/9DO0h8oRZLsD19bCOlsli9MWTLO/e1XcgEDTc23GrOlNZoCzCx8iXees8grMiE5g8Sy88Icd2sZ+AbrvmuMWf69JvqFwuHLxifdAjQE7JnXMU7fnjYz7U8Iydtk84vnNMRtmhe83dv25U4yMDNMLHL44zCtd4/fb2rxmV30CpOUvO0RLGOQ7CMsIgPzHKqrpxMub6k6MPZwm8NtbzwV98wboea/geKbrGJqXt7dowYObMvEptJrwYRUNahUa4AsCVMpnxMm7dyCZy+aMMSaIdsAKWI7AkvQysKPETLWjTGonWHiX0DjKBhEyjMasC6djLnimwRYTKFsXpguZZ7wINxsP2XMiL5HilX4qpQunm9PI1ZT5xBWCq+qcvMIFTBoVjBi4uxGJ5VPo5n8F+GQ0AG5Mw8uS7/mWFczraaWNnBdU793bcYle7U+ze5f2S3aGunXsqozaMtYEREwaFhi5rZuBPYzioqB8afDsKJ3Rknc6/yp0Ge8wyuW59MyN/OwE0zDSUNuIa7OpANufFr/newXBVr94eOlPh6K88qvd2dO0wKAYNhvK08fb8sx12p/musstb3XV2K58uZbRQTYvlWn+1JghtR74YH6d0rT8aYWcpxGuD4TOy9AkBqHGsr+pk4VLe4PQeaI7a2aDOOZIWo6l0npVhu2DkZYaMXhjS5Z44p2/XYVxz9R+AlBf3mNNw71xhhz/5dZc7v8hCmkUrj4HC+um9BZIIHdkbTvr1Z0DNntjgKG/PfacjBv5OK0rLynsLnnDOnahBE5lJCBdjjr5F+53tSeLqQL14ebr681++Y3bhKUdmb6/4tMTq3R+43vr1qk5RoCzOUnoSyOWcd1e9lvZlGvWSu7yYEQjBe6bK8RoWmya9FIszLy5LVL2NkoQ3ZERiy9vyU3Lqkeg+5MRfZTXokyJTzIYjr2powWIRgahma4qGAcIsnfUo+TCQKHHLa2Dxbzph1W3rXKcrfmbIwjHzaR51065xy5H3NGCJUSnwADeKLnFu6HQ5R5clNfmRPn/O3aazZ0I3ahaJwErfvTXy5596kLLAXw5dCyHsCElrxoQ4/O4T42MO/AHgcpxJqAYuZTu7Ta7ohPm0xCQrL5ZfXlSF/FUOibduRo7msWTiHSyZ1SOJvIklMkTu5Bh0EDyHuFNQp6+4NpPdd08573qNHu35GbvwOB5y/8FjLoj5iZ15r9is5tTe2xwpef3abwJjJDAint29dfuQjzncZBf77WLOjDPNcAoePmqIkruWx7SLhgNevK0HbPmogVfAnsKgPWyPdty4eT07oN8yIncrvoUQASm7SJSMRI5mCpewyngkZLB0kImG9QoGa0DmGSF0AKDvU7Cghs+O95m0Rmw4wxvOqMDyVAwpJJghF6OQhJhd47Rwm8Y6LlXApAumwVU0E/ULP8U3KZDHMPaLvBiuW2JfImyeNsMiawPJpKyZPpWGl+VTkHXeDUEqFhCpVO0odkKVgXlTX05Xz9ndbQdTHvtYxwkbJG0QvBAk6+A1XI5RqtGJ4So92F2Pw2nYzwlk3ok3K66jNzm2onPk0hvhPH4WeEfrXuzARk9w22D64RKaBzNC6ovO/Gnk5NsvhZ04W5ApfPXaEYOnMWjwwWcHY5uve+3RWQ1fjsRphJVzj8q9NtmORuRoj0IH4R6d+0xHhZkExehm0jUHP9INPmh79tm6Fb0iLk4DCc1LnZV0wE3geIT3by7PpsMymmUKMmWP+QLOP2ROgDjO6DC94l4Jd/Qj4cQpf/nMMggGKekHndJv8JNWzNbldX4pC+Ii28heQMO2s+nIUzd32VToLZcxziB3RtK9DM+fH9EBupW0YIBrImNk8IPG2RZl796Lq4yybFxfs/v9x+NHwD6mc8TGzMevcnGWM5I3+Jqk/Jb9usn98HxNkvVSdVn+HEmKTxgbJDttoam8eKeJ0IPsqtGbLAdp3LCoKyNu/tQTEyotHvwt5ZZAw8VLel0abMrEMFP4K712hvsnr1Uvja/YxpG3St7JpqfBRWmdrgDSjh4PiOKh4CYEwzPr1sgbPFUWqm5cZVatOgUKQDfro2lLl4px5aQrKxPvLA9ge6CULA1ZiCNLMDbKI8yU5V3IE902UPh3b6sDIV9Os3tltCcfHGCknLA66ZzkWyPqvptg7fybPgVZzCFwUkgtvIVuF0IgjCc22ZJr9ALZugpdjAxhWIhuYvvmL+zE4xKL3V0+lHL0EyPzn2HKdZ/a8fuCnehXMUYyucfNTXs32QnPlPpNNoY4pahwFagKaGdBg6RwrGCGKwCnPL2u0R60vb6C9yiLx3a84u51Lu6Qx1JqEGlc8q6QpYJT8QxDoK3YVL/kK1OfwhBdlUjvUFjggw1E/gsykV7iLCydz1Z435cFnQIdcA2bZ3FXtAzAXU6l4vo3+GQKnAu0HZ1n0/fZPK4BbLxUT34O7PSGQKXkMEfHV3iX+S85FGuG+1cybENlQkcc4ndKsHnr50xXvq1mwI+nfuMLF+eiacj/8pdvslnsxuGdKLjHPNzM6Kj3gK9YiXe5gYmAyFj92mfmR5204bPR3GKK1RvvpJGGF8itG1fR3RvpRR8/PyHOToS3kHF/O/tAnmD4D3/9hazhKl/JMzh0rr87zSbP8mIFNeoFHRDvGZ/yS5j5tcJL25ksN7OZzt2v3clVpk6bi0R8/kXC4NWJz86F6TOVj18Dkg4Co0Lrjq5HMNY9b3j0Uqiun/I/L01BJyn4gYS04vIYfqOqhU6Rb64rBt9oTO2wZvYCI1XTiqNx1JAhJ8vFshBzNGjkseRW1LN7ehji2AxgNYaOtFyD1JVcZ/1K4ODdTpRXALsD/auv2azm8p1TqgwdPMLnZ1bdeHeNLz7G0Ftm/INEeJKm4o5tgp6dEXXMcnLZJ/px9ILR/ePVf//zv60+Y1+Fn0WtsnrLxrjrq//6v/2vq3/+L3/gvgKM7RjxybP5tsx1kWl8vhMnTfSjyy5RSUF5yhN/uuq86K/6k8Dx0/omL+2mkTe5s+70DFJ40UhDo/SheEojl8TDlqqLCKdH6EvcTU9w/cZFDmYGp9/8midpKMdOv0wb4MXPFEc6/dqI6E3eG3CdXqeprJv/oi10aJK2aZvniBYw04UGdaV2wCvX6oALTzTOtAt5E2aceVOEXnLGBDMD4lOWp1/k0iKvbM3SCvZQXvwvneKPVxWuxDT4mt8rwncGOtDFFxxIF5ryi0/C4OB75iAFk8y84YtUb99ydpzItydPYOYRBsOpP7/xfAQyepyc2bzKZhLH0l664aaiG4e3Vvc+v8euVG9Gqos33FCQqSYq9ynKl89McrTozRnrVxYkxDVCuX8ZGCupd2abJucF6aC6k/4dlz/sEp87iyO0qmCRSGcsgjCbZpo/4OoYhf6FAAi3QITUdWVJ4Ts1ojPJqBwJr1DSVUX2dRlehTxKYsAuH4knANHFvR9ymar8ptX5SEGOd8OKh/djk99Ob45mV8Zifl/3qSTqQ4gSJZ3O74xvTjMrtkqFcUaMwmloOt0Mfbmv4Jb8ggN98KMXNrqPuZnNT4h6FjyNr0aXP8vPtDZUdhY10DYcOsNj+NDHHMGSMfJlei9DsuMrjzrXj3cwMC73yPvtW+qJX097xVe1fqq9JGzYTGchotG4SWPojJihZwfZCOvSu4yomU6mIbfBqF574QUoaeVFmnv71EEuNdGJx7zBvcgsicmZT0vHRkUnrHXINWE3CLpfIMfZmGJku11gqnPLiIi8evPiTeqoMOIWeeREw6Ez72pK5WvkTTBbtDj4aT88CG96daD0jSd8BybxlSeb7Dc0fn4y1OKx43PICNYLgFIERR4KUvfF51yOvISWT520EB1pZc563DwLZ9k0vysuxHrG2vgPrHN/zZG8W2kMMlKDb/f5ONJWT7LXQnTO7jj1Kh3+5CQzC/DjBsboGHTVIW+n02Z5p78bfe+wWdITOkdHT1l25CuRb56ufnp4Z/X7P3y1OoOGZ97VUztpKWdpDHmWLSp9jk0mD8kfHKRckHW7lnvJ3nDTVWxKzZepLEeEUPDgdLX4/WdZ5MpQk46wyrXpS/54CnH/zugqhGj13Zmry1zvien8KmttvLOzl9kI87Z0NQthSOnb1IEETNDSVWVUqUwvDfXABrT4Ry8JCw/qq6EjgTJOB4XwlqGY2l/6ZOexlm/E3S44rIvgEp2zT6evua+Cme2jZx5HYwbKjwd5+ROsmN/SWd435Zr3y2VoHjJSJ7rtm3lIJxm8PXDYPpMKMVZDTmairG9XRxwfe/OK6zOPnPQ5ZV2Li2NQwrfsbl9xW9b2nutuHPfhbKZul124u9zlvrWHoGhMFVqusGQUrrD9WMvRKTfN8b3fbHChIvrxlEMu63C0AGmEzQI+nYSD6xhnGvtaZ7A3q/BlXQHHVMTvj3tw5fvdJGD8VMQqJwtHQQupkHz3RXwlHvHpuuDyws9cXB1SzxkeupV0AIgTrANRNxLCp28x6AuseV5LOjAkDsabhu/6Vcd0R/BXvhLhT+KTPd505V+ED36EbSUoyPrNSGOqtHNMK7r09U9oNDwQsfLqUM2pk+K7nSCXjUrhkciCuWW+hI2UQVfGTIlDa4y2jJVfldRK9IQvpT075u4CGPFWNzuA+wdMUXtfP0k1GF7WoVxji13/Rcf82h4T3poBEKopUlHPqNgZpVUnwJMCftf7CtP5ftXsOpccpdFnNL93jQbHOAqSLi56jeHn3byJy4ZKn+WkN3kHv+eK/T73U2YVTnnuMJ1/ypR9etHky9GFjfBNb0O8xe5yRqxnXG0cTUoL53ICHzwiZEd+oem5dMvsqh1P/U5d87fDjlk/TOMygfy4QrCTNUM8xDu1625qz9F7BNQjbdveiMa/+oSmnenSNJcQlhrqzWY57hMlIIMYfXUCzOS11mnVaXXU0WSqGP6MNoLLcCGclXMTIPmmL3WLjbOeSvA74MrUDzvp3nnZTSHJs3XRzrklaHk7A6KqlNbILSVMmPqSy2qIU1c8oXN8fMqs4lPoyAezghYXAxH6b/Bhh8KBSeF0pLNFh9S1VsNcAhSPnQ47TZYZAWzm3adjwEkKGvG9/bfMSF7Pvgvv1fCkxJOnj2nQ+cQuSza37jBzotl09kU5kN5OKoqMn04JfBvmX3KkfKGufBFfnGVzlU9LB6RiUgZGVrqwFdh+N32ymlB+4L3q8lrohKfBCEhYy73DZx6L5oQLdKPoBi/wPuRvWstI1+mdOVKM/tmmRGcqYwNOHZD7kksCfVOpCbe0jS8NpLMIffV75tf8+S64OjVwDUTCxX5BM2kApxjCH6IPDWmlQ1XKEjyhK/XqRQZrPvOKIjojpt69ovF+/tSjoWwi58pzdduZIOsqFgq6fqhJK0JYeOOhgNALH7nDIuWkZU1IaA/Wx0PezBPw419G6MBvZxRhoMhVMo0Gwjnh/liFskVDvuNn1pQ+ArCR3mG0fHCNzR34Ha1k5y+Ncz4vCC4NjkbCaUCNKAnHyIFpRNKq9O5kd5o+jIFbudFHRlj1BaLcSJXCVsLFeJ0RzSsVohQ+BWCJ6njoU3HM4Hjh0fFtekkLzLorARkWX6IrLJ0CQztNnpXPUgjiCjQou0L5kt6wwidNURx8B7J+hBdPngQtUIkB2VirbSrnmJmG+AwH+8iSKn/RGVaVoTkxGZIf6Qu3v4UvHn5mXJZkuwmmA3hqVEtEULA1XXPNp4HEg7bzUE/TQDtEBnaYsSF1jdwLFzzx4NSlumdjKxIhvWZV6ejU0y02oSS3MfDqYh3hQshptKQt3qTNb+04di3Xy5GcVcp1oODbh6aNvUaoygemqHygplykD8/iMni8uyHUhs6PB/3w431mFLhz4ZD9J1Z6/gknD/IoHc+xX6UD4jXI3rfsZtTaAV3r4fXxDhtD84eUrYtJLQbp07gxKtc4ms46KWfyJ59CaVSuH9xh4yA3reEMT+NErPx0B838tCvs9TbpJ7SSBymY6U1HIoM7Rtxy4B6B4gQdgf1b4677n39+tLqGnXjDvhjtjpm8KnM68qkRzMjJfNvQBQ3+QacAxVzliSd8yYMzMm7wqiOBQsozaAmzo+fO/sxyCEt5uS4u41qJ7vopa+G+/prvwDOboN4d0pjf4oy5H4vaZvp8l47h3r6zjIy86RBeRz+fcgrCC0M80ZMTEPQeQgvdyYkDGQ1LyRBkZbyC5s4MZcM/eUu9IK1A5kGxzvKvsKr3hWTpN9/qjaPCmnkYsgq5Squ3yjiBJiknupShT4PUrJlVQ1IYwIRyp0tE/dhhb17VM7U3z9ThDVzEFR4QDbrqm3m27PMcHIgzf8YPeuqbnc8EyMuIcIlBfQoC8yCiCcjEhcunOJRXO2XppljLwlkll7e1H24eF9ZuvifBvG/djbjaK5eknUnTFXf+Inf0zmIstsSpREt20jEiT9OFx3qGzngPzpF3/UkDUi5RHTILdoixXm3XPperwPAZnCtzeypb9A63MD7e2+6NWx7VsHH2TLm9/TJyZI1MWgH95FuyQFovVkAEjKj4TKr3srPxZ8XXo+QkhYTPSuboIWb5CjfFkTmzG15Sey2PyjidneFUDQVCXAq/xFRCHkALWGONm4JMrEtFKW/BGFbv8Yi7hZuoigxJvHKqswDEv3TTO4i9DAKAZXTeldOFcKCWeBf6NacHlYWf/A7+JnozlIR5KxMVUou4kkbxZN7bRZmC35CSe+IM26AljmpkgEhZLTGZnEToRKf33bclbePmfCAReLaB8mpT6e166oENXlYodVA9EYfnlq2sjgCrMbfSVqz640UZjlSlaMObDqxPGr0q9wqXlnRCd8dPXjpq4x+8enwpu6/R0Suu+9KlVsejm9BVHP7lNjpnm0j3jItRfvjhe/ijUXZq0cY88tQQUNlHR9fOGllabe06HX2SRsjOqB1ed+BjG8BNfqSTHJvx4suOpjz7GVFHcPKqqIUz79EZ3pWHR9K8a15Vtyjsu7ufoaZz1V8CZJB0cSIaLjrF60S/I3gappx0oB15zCs/1amzQ6LMtA0CfP75F6tf//rXfB72IXl2hz8YZAF+bHDMk4Mx9d8Rrb6kDVobaTf1Wcbl5CD8Dz7CDfT2aWS1K14TW/BmQm69v58LrWgondlgZEGHiEuqiBatEMrWkaOnbu7d+xwD/YY1+Mcsm2zhp1De3mWTrvI0j+gnBv86OvqWD+eI5/ZNLpThpMQ1rozdQm897y6ceVV3dOpaZJvXcB0YDb/DtsQlRI7gi3JM+koeOeVdmJRXyY5XXOOTjq+8R48i6BFvw15yHChNOLuB03aw6AJfyMZzBtVnGXbeJF+wRhSc9eh8nBJQSE1zyqe4Q5O0laQSD7zRP/Vh4Ov7N6KBpDM3ykgnSKEq4DTohKXOChCn/PU0NV/MrEsH1X5pU/yzBNKYM8uiLpi3c/Kg3Xmjfqk3wiks8HWH4Ix2LhvcMoVh55RYyS3o+mqNTbBCjG0gENeyqbf6bW7zNvCwZj6IZtqtehL90fRUDhDzpXOm8WisXS/nuMUOF7vYmMv0IQ3zPje7HXDvtVNRbkzy04VnTDHItEd8JHzI3e32XncxWD6dIvVTkDGudiBw6TEzAnKS65xuRlfWjG5h2O/NVjEFfO3HDBs3Zzw5DMxaxgkpgQ1YXoTUhpk28jDEEq5SDnxwjPcgHXgqtbAjdAOmYX2Ko/kP+k6UtI1gmWLp/3D8kr/4l0n1h68ho6a7CcP7VPniL54vAQOdCj/HJG/jPY8NOYQnLVw7O3roXirIQCRKnVCuM9nouqHkiCn2Uxra6xxVtPPo18/8dKgNYvilF6zyqzeZEtdIIOiqfKgthh+bHcS9BKIR0C9fYAGIBh/c3kho+/OW+7tfcz50dUonlo7AKbvYT9wNzXli94v4AR6TeVzKz5qCLe+vGSH7tUFH5q+pA35l0PXEyIuRn42HzpHyG/aEvOATwc+P7Owy5c7dDI4CX51wdSibnNnkzkGQba4IpZ7wrQI7x8pGs+KtXL65wVMr4tpvGNCPMp/Cx44dbBqNN3Z2uEb55o0dGhenmp1lMBn5h39CZIkwMF4oN2Rp2AiXXOpJODEVAfj99RlD6FuSgNeK5QtlssU0uzOMpj/gIyjeL+GMx1t4tcE8c3c7BRceSJKLPJIUexAypS/y4v4MjW2Xp3w41anOgARydMAsIztxzCC+4TsQfMCdPHMjIPt8drir3StcZe3k9fPIL8YbnSIoPDiidH1XQ+4RtkdsAnYmwZH5u/PPyY/lVEcenYV8dXJYt8KhyPt0FOwc+p0AN2A6tX6eKfySVNeztyp9ywi6YQgQNDZvZqedaQKKxgYuQlbzbASEH8DJQKfaeNrYWOgDcRoZ301rGHlad+IczX0zI0z+N6zP8gtZPA4swA6uRoAVM4nTfkwNbEM1ygE9PUK7MZVsmmpwEJ+GngRCqct5Tgje52mLTDp7t7pir3SgQtC/kvkVjo6ms2I9hsAVTr6YYAed2uUulC2Wc7Z22LhNvbMD6b6Mt8xuO5y/yiDA+qpezlKZ+S7O+Q3j6HrLgvJpfZGdqo9SBYv5Bt5OIcuHpqiEXZFTWYVA0fRbMfy2uQZKxdaJ6Aa3urkzVqV1msG4I9Y33fm+7xohX0O6Qy/VXZyuj/llJKo0hBVECSMzAUOZrKBvs71ffryek8qKQKQV3gIX8vlZZnDK+SSBGe4yX+RVWQe7AhJqBPCS94Frjc5lyD4hzIpnXkSdAYdpKYPkb+BZ+lOwUctPIPJe0GTS4k5OBdvMW4o9zM1IRioC1vmcIdrXkP3s8ItPR2k66XlWU+eveZcnl3PUq5cvz2jsuOqT0e3ONp1IOpQ7206zexEIa1IY362rfpcapebufxsET0KIzQadWWfSYuStdNAcpPCbFxd2cHZkbURodF36SS8cQKfJ7CBHJlln3cuUuTux04hKBZy1T6Pz45S3F9I4vU/ng79MZ2fqv+qZuidzbuh7zo1i1/nbYZnK46F2mvc5C36FDsEeHVqPrrw8oX6Rj9PXGhvz4OwEdYn7Ht6B9y1/e1xmcvqGjzocnZB/8+b6tCNO8k8m9uiA3759jzrLzm0y5Fp7TQNSx7oXBXZnvJb6lxkww+RZNzzKsbx6RqDxVZESlpkycNdRPGdHWGpguE2xYg8O6OB74crNfH6WFb/YGZo80ClTykNbg5xKRx10wB+8kzuK0l95KLmnkHi3WQMo5aOc1SGPoSkD78ewHfRCHk/g+PU9z92/Zm8CZgZSpEjhiFu7Z+eGezf40tW3f/s+RyNrF7tl59KMX3Vj5ujNCxr110y7H65Ov/oym+HcC2QnYsU5+jfcFJeV0nPKCj4yy6L+m8/wXzmBXRx+s1CMVND0S0SMhnrQaYQsPC36Cfw9nuy5GHFdD/MKynSG1tIpkAilnpPRWgCVsRwB8tPwC5iFt0rOrMi3efkYByS0zfXkJGMD7NS1gWtk1QsburVAoS51wjkQWDrz0fZI3RBV6X3J3ga0ZE8DTnuHWUjnzxM27pnhkpbMfIUDEya/lVY6xZnh5Wtel/WvwtSVSpH3+JvTSisAEwYLoCGqzr8jEg2RyG3IbZD9ypA9Whtyj7m4oe0x9x+/PHmatcz7rBF6HOfmtUNucPuMCkGBQc8LYVzXewtOjd0uOXckZM+w1pAUFMUceAwiu+izDuioAgSlAKPiyvLIUE2tV9oEk/5TnLopqhitkdDpPfWzxZTK9ylIPwBbjXnxaM9eGtWhqkTLgvwAmk+OKqUoZY08O3NgqrhCmbiUwxAwwc0Twb4U4CW/6fR9IH6ZxM1Iuipz5NBKtwDyjPWL53/Lh3041oABtvN4SENuA8lST3ZlU2e2vQr0Gvpi4+5XythJzA5yR1rXWcf06mFH0+7jcJQO1TTYTUra53QC0qmyxYhTCUpn3Rty/fptRs6cGaYe1Cjbnrr8C69+Ovqv42ZbNBoa/YODZzTMN+HrRxoEOwbkM0ZBM2FDzTe7+fzw1W12RzOK3sEI2Ajku+fMTLjr+S6N9CsacT8p7B3j0ncDlw31Np2a/QNuWKRBrFHqa85vs3ZOY36VhvOUHcNeE+tZ9y+//HL1xz/+z6xV3yOvnpkmz3RWlH/GMBRrlUUZMPOm66nbeqvf1odlmP6SRcuv8Nl42aC6jrh11e9AeK6fq3HpnB1yCsZZDNe07fBbGZShT7hDJ2jakaOqKh8+bcxscDweJu4EbehcOlp08jzi6o7iZ37mmZH1tf/FDz4xz4j+SN/G3JHzKV87Cx46CO+QHUSKNi38a/ZqvGIzk90ElxW9P+PWLY7gHt7m3bs1rjD1/nT13bff0WGiA8qARFlfZz3dxv3qlvftuwnOb1Q421h609Pr2gPp1R8PG3lS2MxddJEEoOS7G1D8ztGogQm6mOhCyBV4nFyPRqeATc+gmWD8v9SYE9+j7U1M/a69S44pt4udh4a6+ExnaxFsva3OUT1bHwqEdiusl74skl3wtt3KJjvrgbL0n/jRAZfjeonGdjD61fKnvHYo1xcr7pPg06YkQcexVd4+rW3grzqK4sDGgIuKEjtF5oEvWiacbSAcrNmhKq+etpe0WVPtpaeLPnHFKq+KFreITSV3ehLBG+5oxYbdIxleTOH0kw161pE4OnTyqnYbi12DukuGVOq7fJVIo2XF9PiGBipnYam0MqwgayQ0Rk28y40FIx6fgztCB+eyNEJlOY4etE6j+inO5P4t+2Ruu0nlGDTg/lNQfhBWXM1zlM0X/jY7DBZSw30Q4UdFIq2NTk7VSfMlR3PuZ4UyajDRGvMxtD6C6TQGaGQ1Cpa/Cq2ezw1k8/G3v/119ddvvuF0xZvVnXtewMGMDUZVPaw8IT/0y4oiPtO94lO959y6pNHw7mwrlDuSXc/uStKjb+maz76ZqYpcjTBYvJhKdPUWN8F593Y2MQHkSD5pC5Jfddn6YoO+TcPL1wO5eOlP/+efVs+5WXGLjrC6bhrxdv6sU94Ad40NU9f8/Ol+bbKS9y2n79F/v2PwjH0Dx1x+Yp69WMVG0FmxA6blb3K5kh3fV4wwn3J22qdLZWUoa2S8w/r7f/mf/sDNivfAybQfsxE5IkrZqwutH+4HmB11ScvxHjfnvwAKsupfqYH5dSTu7AqdFvj2WJy31L2m0/HzTw9Xf/32bzSY9UlROyrO0vQSSHata/zgsW6IK9nxSx7Kb5l3uZdM4Qr5+mcHwc6Aqv+brz9f/ePv/5jTCp4ucGbwKcdtv/nrt1X/nYVR/2xMzQhCsVGSd/HrvA/fZRCXCXObIDBeaPTixfPkzxHZNWxcZiHpJLhZU5vnhk15CNr8Ku960850zFLWpSkh+ws/6qFNP3hE9VGuyqhA57r/4aSWNn9lONZBoyODuHJT/h9wsdGyiwwyzf8B2GXUGlpeJipL/5Cng+yePfulDoOcy4u3iY6iDtlLbbLtS9eJMORMMydXmIV+id1x86rB3viWDYfAoiXoVi0pm1/jsxzoSH1kIg9efMqLJdTFaYcv8YO5Jp9BZzi1ZKgHmIbEBcmIyGP02Lqol/Hi7EzLjAjooA5GSG0Yf+kH+IpfxrIWL9FOnEZkUSghfMmPAhFJZy/+S+A6SGIf6wZvLSCTqa/L918i97GkhDMXOqRQnnqZ/f9pPivZjLypG9T+jt187/D/2OewbqrhpA+XUKAgolsw6uYTbHNcd0CS1hGveIxRVyhA/aKlOXZmFQ8IBp1NemWfKtdpooFtueTu9JZQj2JCQ5z+r3SS0FnBdOqrOuRT/ntTThCTxmwUFaGrslpfhDefdnCEkp90humwpCG3VQCxBmqQSrbsnJg2BkSMRGqcuoPhJkE7COKWnlwLHzfklTnocFbB9dtUlmGX+wPJz4UUBKTD1vSg7kjCFplshRcxylkVb5VnU6lyLLxBEXnKf0G0+uR14FOWIhanIyPGHojNQJ0ylPxAMPHsxs0AAAjBSURBVBImFjnqNOTKx6hONaCR4xh4FCDyJ4b/djDkPyNPaBW5Su2GRtPbOZvkzrudOcuo7EFRCF0S15tEcKWk5ffVMgTG/QbCDyrErKWa4CdP+CqaSz6m+Ms8E21xX4bfvCo39a9K8DI0m2FK10b3MoxrsAAoy/edZV+DnV6Qzy8inoDlhLLb4H0zPTwo5+gWT/VPvhKIf1kKwRwAtU19T8gANpHJRiOdt/pJ2aOXFVMYnTXu5P207P0LfGKBZdWQ+EK+wIkXJSG49T1xl4GNRMkU/n6a4QizCwsqVU1Ggk94BGfn4mPSfYDPC8kHX5vT7CnWgWcuiAupPzmg1cXK67+4T+H3kymaoKguy7LLosW6ZGHp/3eR+6hEclB8bTau68mbU43bgrNuWAUejXmlE75zRdRVprYW7jJa1QCX8ezy6STp4cdQEeKHfuKcu6nKvFl3mL2O89E6ZV3IXvrJcllV/dec1rsJs/hA6++Z8TaM6n/VKzXG7rc7vKU/59O0ug5TUponnY2L4e5cL2l245FofsaIRHwmHK7Rh/Yi3GjzNNq9Bs8zaS6yBf01sM74ZF+MnkjgWQOfIhY4AFjilMd+Fzz51ANc3luNBoouCun456yJvi6zxjXAJ7vmeywm4A3TuiAenaiCrl7zO4+uFoHCyp+GNomrvPR66sXg2VXc/G4k+pD0+pKKMANmqEt964gvBZkDS0838zPHX/S1XC7GzCETvl/kdU7zyb6PEMUS5ySW9/DUwT7bv0xvCUUXjB9APt3Ebh2sMlYR9QuwrpQ5XUNopszBVPW35E9wXHdI1+1YKQEqU6asgeenyAb9OfCDvuqdyeRwlGr3MAypmJoOL4jO+oC/5GGaqeA3Mn8J+KcHjQKfClJ6hJn3LrFfmqb5FKLVIC1k9CmJ/25Y5V2uOWhV6Y5FybtjG7qe1QtcD/v3vy0VeW7MLuKjoSHQPw2ifFo2GQ0NYDW4ciaUuFqvaBDfp94jrQ81cqZSEclrrBI0hwJeYWq6FKMMbRmtdVmlAwuKpf6IkcluljoTWgQ2frscrPOp+HDknEIbxmpAiKS16X8bKPJatbZilIN4u2wTSl4qr8vUyAvWSrLL8JL7eg7n+BgqijE8jqw1vzNU+XoafwqnwslZ8TtbCWdSpGdJp1RboCPhEv9sFwYPE/LyNN8lr2Vk0auQ0hb9wqljl7kqk4qxLJz9mfWswqsjNevLjGdJbw7VJ4/JYjJmp8qOnLhLx9ahl29JSVolZYlaAKMQlmCX+md5d825FCyB4JzK4H00ipfCQYkuC+kSxFN9Iq+/BHtJ8o8MQi6y/pHQgjmT9ctOvBdrkBpbHTZlBJ4QXg4/LCe74rqlvBIw/5g88daMqr9rXI1OQXU+O1mVS+1C6rC/6wmDaRGX4tMvK+FwYN+MN3gZP8Cmx4C/gHsC+I/xXMbCZWF/N7XLjcXfjfajECxlPydYz6YVbI5b92ky3hu5DvrJb5fzpmJLsWL1Xwb39/GU/IL2Q4alDdAnZ2uRYIljk1Y3uFmncyp2YYnMcTdcVoPJti5wt1fYpTQab8eH7iVGVLhNWNNY3kt8hhWc9bqaEcPCbwCrvAxbuou47UJtcmvIXD966rYyDB/gbzmEqU3GlgQnPMV/g8pH6VCHzPRM3qH6J54luozAHzlmamI2tcXvZfZuhhHv+51EmtCH0ix5bnqm+1Ca91H9mDRLmOZvic8wy1J3WXzFzL/ABPxjYOdUn+Zb8vyxKT+Gn8ZbsFnCS2Z87/RDFrym2Ur4qEe9J+M9LJmy9U49DUYrfKMexspmvuEa1X9sY55MiVqWmnqx1wQvf47MXxIZLI3qkvhfDlrychG6YzdJrL9fbqAuYnt/yHoO19861UWz2TH/ec/ZsBVP5ntTSZp68Xc57w3z8c+Planc1BioFVgOusNhAylfxfPMWyqRmeEvZZmfwR1gM+QIW8av4a/4ufElZeMcSZePDTQjsfzCpUQvAaig+p1AAI68JYf9iAkBh/Fyb1yblQTx0ya+SfSz4+cneArRCFJ6iwAStkxL+nNKfc1pyiAHwNfjL327hJnkbwHcIDMn+gzt53hNmhnK14tvlaZxJgk/jW2ZotO+F3ZO1GhIPvCvJfJlLWCGd0R1mWvw9NBK6ksuL0tyMewDdC8CE9JE8b6HrTnZAnaZbgb4ZJ8YS3qfnPT/pQmGjCZZ4tGf9xHnrBzvsWEJGuEbObKGj0U8pF3/SuwDvo3IsHtzcjZ8LivxZuWaAT/SN/UgzMWS2TYz4lmGL/3vpyFU8RbpvB/w0phfprHJ7aVo/j8RuCyHzpDyUQJL2bbMNuGrH9opL39uprkcag6V1mazNMfW9FW/S19NWPBK8uLW3/aBD6/V4tLdsoKtt2YD5wJvcG3IJRVJXgZcWrOiaegF11E8nT7O5NyUNEyER9M1aKb8hQ8cP4kgz/ToreS+Mvk+karGtt6XpWP4ZZOBJrQrsOmU6hTaPCbElxGwTJRbzy6Gc+hmCfUBf5X5hU1HUwq4nBjSI60OaJ5m+gvuBwZhN/Wq4RvPAJ0ehi/11/eiu0xRfstE3yaNCdnwFI65M7gRT3ThM7xpS7P9G/D/Ia+DYovjgzgF8s98/nKCucw+gNQ8Nwsb9fADqT4xSvn9Utlsovzl/M0pGrZLT6s0amZHzcBVnGNzYKdYRrffpB+Kb7j5OecRUdaWnYuVYQaaE/77fMsOwxLDnOdfZl+IX4ZaYq81ijmkc/jx+QrfQ7qdesb37/PZwMz5/jQcH+L8P7PqfxqX/7nQl+nBZt7f30AseFsWQitWDMv0UhZnCbdIPnkbfApYeIbuJGTpn0AM3CRgE9zh6yXepC7mdzOkCayn79ALJKeISzxN9JKovy/ofTyLVaL/aYQvYbvlfUnURtDSlpVNeI+M19KBf7OYO350EKtNAyOtnDTWOqwNu/Zc8tzy+hhe1pD8/y9DAime93YsLtfF7pD8PybE5ncw8j8AnAd6YPdpSegAAAAASUVORK5CYII=" /> </div>
Below is the link to "<b>Philosopher's Paradise</b>", a 2004 documentary portrait of my dad, Janusz Kuczynski, a polish philosopher who worked hard to create a common philosophical platform for all.<br />
<br />
The three decades of meanders, trials and tribulations of the group of academicians who, gathered around my dad just after the collapse of the Berlin Wall in 1989, is a story to be told. <br />
<br />
For now you can check out the beginnings:<br />
<a href="https://www.blogger.com/goog_1094233047"><br /></a>
<a href="https://vimeo.com/395398899">https://vimeo.com/395398899</a></div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-13840453296298058492019-11-16T04:04:00.003-08:002019-11-16T04:04:59.386-08:00Subversive<div dir="ltr" style="text-align: left;" trbidi="on">
Dear C,<br />
<br />
Thank you for your remark below: <br />
<br />
<i>"I am sure reading Tolstoi from his parables to his Maximum Opus, War and
Peace is certain to evoke things that are dear to all of us. He is
subversive without doubt, and you will be a better person for having
read him."</i><br />
<br />
That was a response to my raving about a diary by Andrzej Zulawski a film director and a novelist (1940-2016). The diary which rebels against almost everything and pulls no punches against the established cultural flow is appropriately titled "Nocnik". This polish word means a night chamber but could also as a neologism be taken as the night notes (reverse to the diary - etymologically based on daily activities.) This term night chamber/nigh notes evokes dirt and waste since that's what goes into the potty.<br />
<br />
Madman Zulawski, to keep with the chamber potty meaning, delivers plenty of shit and obnoxiousness in talking about his lovers, family and colleagues and writers or filmmakers he doesn't like. Yet he gets away with that because, when not being an asshole curmudgeon, he dazzles with above the scale perceptiveness, brilliance and depth when riffing about politics, history, books and films. <br />
<br />
A remarkable read. A truly subversive intellectual, who cherishes subversiveness, truthfulness and daring of Tolstoi as a thinker, philosopher and a sophisticated story teller. <br />
<br /></div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-41719047067741307942019-11-07T01:12:00.000-08:002019-11-07T01:20:44.880-08:00Shallow metaphors <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyw-d8wsn3_HjWtNfjr43hr31qbMaX-UOU7ZbcirnXTFcZO7byzUqaYOqztQRZs8A2HY1zEL_uw_RXO5VvUPbu_iODCJpo74tjZpsbNDWK2EK8fNjVGg9X_FF0DwWQEBUITbGEJbb5Hqw/s1600/parasite.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyw-d8wsn3_HjWtNfjr43hr31qbMaX-UOU7ZbcirnXTFcZO7byzUqaYOqztQRZs8A2HY1zEL_uw_RXO5VvUPbu_iODCJpo74tjZpsbNDWK2EK8fNjVGg9X_FF0DwWQEBUITbGEJbb5Hqw/s320/parasite.jpg" width="320" /></a></div>
<div style="text-align: center;">
"Parasite"- with its best visual metaphor. </div>
<br />
In “Parasite” a character ironically tosses remarks “it’s metaphorical” usually at some lame configurations or objects. Does it come from the filmmaker trying to diffuse a possible criticism of his film, which is one giant, lame and tired metaphor? Yes, I am probably one of a dozen people on the planet who doesn’t go nuts about the tile. <br />
<br />
The story reads and looks like a calculated rendering of a Marxist theory about a class struggle. Such a simplistic juxtaposition of rich and poor, cartoonish rendering of the social sides and tired and predictable attempts at grotesque could pass in the 19th century. Nowadays, at least to me, they feel cheap and boring. <br />
<br />
The only interesting character in the Parasite is the father with his slowly brewing evolution. In this respect he chimes with the main character in the original “Old Boy”, one of my favorite movies of all times. Even though the former is a grotesque and the latter a thriller they both use several common stylistic elements - downstairs/upstairs, capturing, release, panoramic windows, wide angle tableaux, unexpected violence and more as well as attempts to enter the tormented souls of their heroes. I like the freshness and intelligence of the Old boy narrative technology. Granted, grotesque doesn’t have to be profound, but doesn’t have to be superficial either. <br />
<br /></div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-63329193693993841592019-10-12T02:27:00.002-07:002019-10-12T02:30:04.566-07:00Shusterman meets Strzeminski <div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr6hbkmShWgLK-F4uj2fvC2q8zkS6aLJQnzBHGE0xUo-VShgssFP5l-DX1cchgdOFJ3uUSDRpnbp-8elEGnA8CyZWktC5VKzHFhBXklA_mnjgXVmbbsZn0RQHH1YqJzI6uOcwLvtW7rkI/s1600/Kobro+LA005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="980" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr6hbkmShWgLK-F4uj2fvC2q8zkS6aLJQnzBHGE0xUo-VShgssFP5l-DX1cchgdOFJ3uUSDRpnbp-8elEGnA8CyZWktC5VKzHFhBXklA_mnjgXVmbbsZn0RQHH1YqJzI6uOcwLvtW7rkI/s320/Kobro+LA005.jpg" width="196" /></a></div>
<div style="text-align: center;">
Ed Trotta and Petra Lucas in </div>
<div style="text-align: center;">
"Kobro or the Madness of Love" by Alicja Kuczynska. </div>
<div style="text-align: center;">
American Center for Music Theater, Hollywood, CA, 2001</div>
<br />
In a strange twist of things Wladyslaw Strzeminski as played by Ed
Trotta returns in a small but significant moment in the upcoming
"Exposure and Self-Knowledge" (a documentary about Richard Shusterman)</div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-69109732957067923002019-10-06T00:27:00.001-07:002019-10-06T00:29:11.854-07:00Politics as a tool for self improvement <div dir="ltr" style="text-align: left;" trbidi="on">
<br />
James Madison in The Federalist Papers (Federalist No. 51) balances between a realistic reading of the human nature and a dream of establishing a social structure as the reflection of the best in man. In the quote below "ambition must be made to counteract ambition" points to the former, " the line "But what is government itself..." to the latter. Between the two the current political commotion unfolds. <br />
<br />
<div style="text-align: left;">
<span style="color: white;"><span style="background-color: black;"><i>"Ambition must be made to counteract ambition. The interest of the man must be connected with the constitutional rights of the place. It may be a reflection on human nature, that such devices should be necessary to control the abuses of government. But what is government itself, but the greatest of all reflections on human nature? If men were angels, no government would be necessary. If angels were to govern men, neither external nor internal controls on government would be necessary."</i></span></span> </div>
</div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-81326105170770622602019-10-03T00:24:00.001-07:002019-10-03T00:47:20.055-07:00What do we hear? <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: black;"><span style="color: white;"><i> </i></span></span><br />
Charlie Brown in "Charlie and the Common Good" talks about Ahimsa as one of the fundamentals for his theory. The quotes below come from a circular that just came from ISUD (an organization that Charlie was one of the co-founders) to celebrate the 150th anniversary of Mahatma Gandhi's birth:<span style="background-color: black;"><span style="color: white;"><i><span style="color: black; font-family: "times new roman"; font-size: small;"><span style="font-size: 12pt;"></span></span></i></span></span><br />
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<span style="background-color: black;"><span style="color: white;"><i><span style="color: black; font-family: "times new roman"; font-size: small;"><span style="font-size: 12pt;"><br /></span></span></i></span></span>
<i>Ahimsa (non-violence), was a key tenet of Gandhi’s beliefs. He held that complete non-violence means removal of anger, obsession and destructive impulses. A daily life of likes and dislikes creates an illusion of reality and becomes a stumbling block to advance on the path of truthfulness. The mental impurities of anger, lust, greed, attachment and ego need to be cleansed for making progress on the spiritual path of approaching absolute truth. A life of opposing polarities of joy and sorrow creates a partial reality of truth as at any given moment only one polarity is active. To rise above this dualistic reality, one has to get detached from both likes and dislikes and become an observer. </i></div>
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Dr. Ramanath Pandey</div>
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<i>Fearlessness is the first requisite of spirituality. Cowards can never be moral.’ Each and every person has got his conscience, which is nothing but the inner soul. The infallible universal law is the result of the direction of the intuition of inner soul. The direction of the conscience comes from within in the form of command. When it is the inner voice that speaks, it is unmistakable… This phenomenon of ‘Inner voice’ is described by Gandhiji as the Divine Radio who is always speaking in the form of giving us directions. Gandhiji observes: “The Divine Radio is always speaking if we could only make ourselves ready to listen to it but it is impossible to listen in without silence.” For Gandhi violence signifies social, economic and political exploitation of a section of human beings for the benefit of others. (..) Gandhi’s view is quite opposite to the utilitarian one, which advocates the greatest good of the greatest number. </i><br />
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Raghunath Ghosh <span style="background-color: black;"><span style="color: white;"></span></span><br />
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Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-1783308267777947932019-09-30T03:36:00.005-07:002019-09-30T03:38:37.571-07:00Is time a tool to read reality with?<div dir="ltr" style="text-align: left;" trbidi="on">
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Olga Tokarczuk in "Bizarre stories":<br />
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<i>"It's not that the word has changed. </i></div>
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<i>It's us whose brains became so scuffed </i></div>
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<i>that we don't catch time as we used to."</i></div>
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I like that. Instead of bitching about the world out there perhaps we should take a closer look at our pathetic and shrinking selves. Another aspect of the quote that I like is that it leads to time as the element which makes or breaks our well being. For example the information explosion is really the assault on our sense of time. </div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-36618287621107893832019-09-28T23:40:00.001-07:002019-09-28T23:44:31.346-07:00The place of an image<div dir="ltr" style="text-align: left;" trbidi="on">
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Richard Shusterman quotes/translates in "The Adventures of the Man in Gold" Laozi describing the Tao: <br />
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“As a thing the way is shadowy and indistinct. Indistinct and shadowy, yet within it is an image. Shadowy and indistinct, yet within it is a substance. Dim and dark, yet within it is an essence. This essence is quite genuine” (D 21). (道之為物惟恍惟 惚。惚兮恍兮其中有象。恍兮 惚兮其中有物。窈兮冥兮其中 有精。其精甚真。) <br />
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At first I though it was a cascade: the unspoken contains an image, that image contains a substance, that substance holds an essence. And the essence is genuine. So we go deeper and deeper till we reach that which is. <br />
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However grammatically it's a series of approximations that try to explain that which is shadowy and indistinct. Or is it? I need a solid English consultation here. <br />
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As an image maker I would prefer the former way of reading the quote. In it the image is a necessary step into that which is. In the latter it's just one of many possible ways to grasp that which can't be grasped. </div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-2762225547588275202019-09-28T13:22:00.002-07:002019-09-28T13:26:26.046-07:00Is all political?<div dir="ltr" style="text-align: left;" trbidi="on">
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From an interview with Agnieszka Holland:</h4>
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<span style="font-weight: normal;">Q: And the artist's duty?</span></h4>
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<span style="font-weight: normal;"> A: Artists don't have duties. That's the difference between a journalist and an artist. A journalist, like a doctor, is a job of public trust. An artist is not. Artists have the right to make mistakes, to fantasy, to provocation, even to narcissism. Artists are those who expend the borders of imagination, push on description of reality. They can introduce an element of chaos, which may turn out to be creative. </span></h4>
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<span style="font-weight: normal;">I have a social approach and a more political temperament, but to many creators that's irrelevant. To them what's important is the vibration of a spider web in the sun. </span></h4>
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<span style="font-weight: normal;"><i>(from an inteview in "Gazeta Wyborcza", September 28, 2019 </i></span></h4>
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Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-28392299949517646882019-09-16T23:35:00.001-07:002019-09-16T23:38:17.932-07:00Exposure<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBbbzUpeVJ5WWQ9B3cfAPJUcHopA1Pv5eoI0B7Vzb0hLbII0YrvYEVyF_DfUUS08cxmiPhxKayWkJIhw24dUbBi6QNCpsH3X2U22ebzQNZ7iAwLOZcmBrOAv8HbCB6nPeihVyYyUhve9M/s1600/B2_POSTER_mini_RGB_EXPOSURE+and+self-knowledge+by+Pawel+Kuczynski.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1132" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBbbzUpeVJ5WWQ9B3cfAPJUcHopA1Pv5eoI0B7Vzb0hLbII0YrvYEVyF_DfUUS08cxmiPhxKayWkJIhw24dUbBi6QNCpsH3X2U22ebzQNZ7iAwLOZcmBrOAv8HbCB6nPeihVyYyUhve9M/s320/B2_POSTER_mini_RGB_EXPOSURE+and+self-knowledge+by+Pawel+Kuczynski.jpg" width="226" /></a></div>
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This is a soon upcoming documentary about Richard Shusterman, or rather about one aspect of his vast philosophical interests. We've been working on it for years. Previously it was called "The Body Philosopher". Stay tuned...</div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-21614099246740858982019-04-01T00:53:00.000-07:002019-04-01T01:01:20.095-07:00Mad and fabulous<div dir="ltr" style="text-align: left;" trbidi="on">
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<i>"American Gods" </i></div>
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Deliciously insane voyages into that which cannot be spoken/understood/shown. And yet.… <br />
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The first season of “American Gods” is wonderful. I thought that the 2017 “Twin Peaks” series pushed the television envelope to the limits. Now it looks like David Lynch has a strong contender. The sphere that is not to be access with our limited senses and narrative tools is intimated in both shows via different techniques. <br />
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What “Twin Peaks” explores through stylistic jumping into the unknown, through stopping, enlarging time and pushing aside the need to further anecdote, “American Gods” does with a more conventional yet equally intriguing writing, directing and acting. Yet, it is a visual head spinner and overall just completely and fabulously mad.<br />
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Examples of “American Gods” scenes of various sorts that jumped out at me: <br />
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A Jesus (there are many in that scene, which in itself is a clever concept) is sitting in a lotus position on the water surface of pool and realises with surprise that, a glass with his drink that he has just put on water,… just sinks in. <br />
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Two women are talking in a bathroom. One woman is dead and holds her cut off arm. Another is her best friend as shocked as she is pissed since the dead one died in a car accident while giving a blow job to the husband of the best friend (who also died in that crash). Yet, half way through the scene the widow ends up sowing the arm back onto the dead girlfriend. Sounds ridiculously stupid yet it’s superbly done, engaging and on some level very convincing. Now, that’s an accomplishment of the narrative craft!<br />
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Death says to a just died person - I will take you to the scale now. Turns out that the scale weights a feather against the heart of the dead person. “What are you doing, I’ve been using it” cries the dead on when death rips it out of her chest. “We will see if that’s been the case” retorts death (quoting from memory) </div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0tag:blogger.com,1999:blog-5942543806634394395.post-17379843008224117782019-03-23T00:52:00.002-07:002019-03-26T13:53:31.899-07:00Careful when following the masters<div dir="ltr" style="text-align: left;" trbidi="on">
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<i>High Life </i><br />
a movie by Claire Denise </div>
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In short, don’t. If you do go to see this flick, brace yourself. It is amazing how a filmmaker wants to refresh or out do the seminal Kubrick’s flick with not much new to offer. This movie is painful to watch since many ideas are lifted from either Kubrick or Tarkovsky and are just a pale hick-ups of them. <br />
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My strong negative reaction is fueled by two factors: first, in the last few months I haven't been able to shake off the memories of the ending of "2001. A Space Odyssey". It hunts my consciousness, it knocks to be remembered, to be embraced and understood. When I think of film moments that are important, the mega-singularity (can I say that?) shown in the ending of "2001" tops the list. Claire Denise tries to go in the same direction at the end of her film. In her doing it's clumsy and cheap.<br />
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Then there is a dog. Probably "stolen" from Tarkovsky's "Nostalgia". I understand that the poetics of "High Life" require the dogs to be "down to earth", but still, the first thing that comes to mind is the Tarkovsky's parallel. If one goes there is should somehow be visually or emotionally addressed, countered, exposed. I say that because the dog in Tarkovsky's church is another moment in my list of "best film moments ever". <br />
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And then there is a space ship design. Really?<br />
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Too bad so many great actors (actually the entire cast is really good) participate in a project that, if done in film school, should give a boost to a director's career, but as a work of a mature and otherwise good storyteller is boring and disappointing.<br />
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Having said all that I realized that the need to pay homage to the greatest is sometimes stronger than a filmmaker's sense of clarity and self-preservation. Some time ago in Los Angeles I tried to reproduce a bus scene scene from "Double Life of Veronique" in which the Polish Veronique "meets" the French one. I remember a polite smile on the face of a really accomplished filmmaker who was my mentor at that time. He was gracious enough not to expand on his reaction. </div>
Pawel Kuczynskihttp://www.blogger.com/profile/05560375946783948879noreply@blogger.com0