tag:blogger.com,1999:blog-17662819342772942782024-03-13T22:22:40.389+05:30A Normal LifeMy experiences in life, tall tales, prose, pictures, songs or just simply heart warming stories - These thoughts are my enchantments, they are my friends, they are the things that make me wonder
- They are what define me...Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comBlogger141125tag:blogger.com,1999:blog-1766281934277294278.post-61086131694017293332013-06-28T23:19:00.003+05:302013-06-28T23:23:17.404+05:30The Great Game - A thought provoking Painting by Liu Yi.<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td class="tr-caption" style="text-align: center;"><b><u><span style="color: red;">Beijing 2008</span></u></b></td></tr>
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Found this article floating around on Facebook and thought it was quite provocative and intriguing. In a way the Great Game is being played more dangerously than we have ever thought. My Personal Opinion - Japan is not as "oblivious" or "lost" as it depicts. In fact it is Japan that can have quite a significant bearing on this game if and when it decides to look up. Also, not seen in the painting but lurking nearby is the unknown player called India which doesn't understand the mahjong game but is now starting to slowly learn it.<br />
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<u><i><b><span style="font-family: inherit; font-size: large;">Amazing thought-provoking painting "Beijing 2008" by Chinese-Canadian artist Liu Yi.</span></b></i></u></div>
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The woman with the tattoos on her back is China. On the left, focused intensely on the game, is Japan. The one with the shirt and head cocked to the side is America. Lying provocatively on the floor is Russia. And the little girl standing to the side is Taiwan.</div>
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This painting, named “Beijing 2008”, has been the subject of much discussion in the west as well as on the internet. What’s interesting is that this painting is called “Beijing 2008”, yet it depicts four women playing mahjong, and conceals a wealth of meaning within…</div>
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China’s visible set of tiles “East Wind” has a dual meaning. First, it signifies China’s revival as a world power. Second, it signifies the military might and weaponry that China possesses has already been placed on the table. On one hand, China appears to be in a good position, but we cannot see the rest of her hand. Additionally, she is also handling some hidden tiles below the table.</div>
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America looks confident, but is glancing at Taiwan, trying to read something off of Taiwan’s expression, and at the same time seems to be hinting something at Taiwan.</div>
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Russia appears to be disinterested in the game, but this is far from the truth. One foot hooks coyly at America, while her hand passes a hidden tile to China, both countries can be said to be exchanging benefits in secret. Japan is all seriousness while staring at her own set of tiles, and is oblivious to the actions of the others in her self-focused state.</div>
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Taiwan wears a traditional red slip, symbolizing that she is the true heir of Chinese culture and civilization. In one hand she has a bowl of fruit, and in the other, a paring knife. Her expression as she stares at China is full of anger, sadness, and hatred, but to no avail; unless she enters the game, no matter who ends up as the victor, she is doomed to a fate of serving fruit.</div>
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Outside the riverbank is darkened by storm clouds, suggesting the high tension between the two nations is dangerously explosive. The painting hanging on the wall is also very meaningful; Mao’s face, but with Chiang Kai Shek’s bald head, and Sun Yat-Sen’s mustache.</div>
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The four women’s state of undress represent the situation in each country. China is naked on top, clothed with a skirt and underwear on the bottom. America wears a bra and a light jacket, but is naked on the bottom. Russia has only her underwear left. Japan has nothing left.</div>
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At first glance, America appears to be most composed and seems to be the best position, as all the others are in various states of nakedness. However, while America may look radiant, her vulnerability has already been exposed. China and Russia may look naked, yet their key private parts remain hidden.</div>
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If the stakes of this game is that the loser strips off a piece of clothing, then if China loses, she will be in the same state as Russia (similar to when the USSR dissolved). If America loses, she also ends up in the same state as Russia. If Russia loses, she loses all. Japan has already lost everything.</div>
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Russia seems to be a mere “filler” player, but in fact is exchanging tiles with China. The real “filler” player is Japan, for Japan has nothing more to lose, and if she loses just once more she is immediately out of the game. </div>
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America may look like she is in the best position, but in fact is in a lot of danger, if she loses this round, she will give up her position as a world power. Russia is the most sinister, playing along with both sides, much like when China was de-occupied, she leaned towards the USSR and then towards America; as she did not have the ability to survive on her own, she had to weave between both sides in order to survive and develop.</div>
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There are too many of China’s tiles that we cannot see. Perhaps suggesting that China has several hidden aces? Additionally China is also exchanging tiles with Russia, while America can only guess from Taiwan’s expression of what actions have transpired between Russia and China. Japan on the other hand is completely oblivious, still focused solely on her own set of tiles.</div>
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Taiwan stares coldly at the game from aside. She sees everything that the players at the table are doing, she understands everything that is going on. But she doesn’t have the means or permission to join the game, she isn’t even given the right to speak. Even if she has a dearth of complaints, she cannot voice it to anyone, all she can do is to be a good page girl, and bring fresh fruit to the victor. </div>
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The final victor lies between China and America, this much is apparent. But look closely; while America is capable, they are playing Chinese Mahjong, not Western Poker. Playing by the rules of China, how much chance at victory does America really have?...</div>
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Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-59470148983090851972012-12-13T20:08:00.000+05:302012-12-14T02:52:24.210+05:30The life of Annapurna Devi - The stuff of Legends<div dir="ltr" style="text-align: left;" trbidi="on">
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Posting below an article from the Indian Express by Suanshu Khurana called 'Notes from behind a locked door' about the forgotten by most but a legend among the musically literate - Annapurna Devi; unfortunately always known by most as the ex-wife of Pandit Ravi Shankar and not as a musical legend in her own right when she definitely is one.</div>
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I am putting this story here for myself more than others to remind me of this lady and her simplicity and musical genius.</div>
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<span style="font-family: Times, Times New Roman, serif;">Read on for the story (<a href="http://www.indianexpress.com/news/notes-from-behind-a-locked-door/619877/0" target="_blank"><b>Link</b></a>):</span><br />
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<span style="font-family: inherit;">------ A gifted musician who chose obscurity. A recluse in her Mumbai apartment for 50 years. That’s Annapurna Devi, Ravi Shankar’s first wife, Anoushka Shankar’s and Norah Jones’s stepmother, and she has an extraordinary story to tell. Only, she wouldn’t meet a reporter, or anyone, and she wouldn’t take a phone call.</span><br />
<span style="font-family: inherit;">So Suanshu Khurana wrote her a long letter, and Annapurna Devi wrote back, on her life, on her husband and on why she never believed in recording her music.</span><br />
<span style="font-family: inherit;">There, on the sixth floor of that tall building on Warden Road, south Mumbai, is where she lives. Some say she is a musician, though neighbours cannot be sure. They have hardly seen her. The stillness around her apartment stirs only at night, when a hand plucks notes from a deep-throated sitar. A board nailed to the door is the only allowance to the world outside and it declines all intrusion: ‘The door will not be opened on Mondays and Fridays. Please ring the bell only thrice. If no one opens, please leave your name and address. Thank you.</span><br />
<span style="font-family: inherit;">Inconvenience is regretted’.</span><br />
<span style="font-family: inherit;">Only a few come this far, dogged music lovers who heard, on a cold winter morning, a scratched record of Annapurna Devi playing Raga Kaushiki and could never forget. Those who heard spoken in hushed awe, at baithaks and mehfils, the legend of the only surbahar player in the world, and were moved to seek an audience. Daughter and disciple of the musical genius who founded the Maihar gharana, Ustad Alauddin Khan; sister of sarod maestro Ustad Ali Akbar Khan; the first wife of Pandit Ravi Shankar; and a musician whose mastery over a little-known, demanding instrument is the stuff of lore.</span><br />
<span style="font-family: inherit;">This is the closest one can get to her. Over half a century ago, Annapurna Devi shuttered her music in silence, refusing all recordings, all concerts. Nothing has been important enough to draw her out. Not the Padma Bhushan, awarded to her in 1977, which had to be delivered to her home. Not offers of recordings or concerts. Not the overtures from the best musicians. In an age of manic self-advertisement, she achieved the unthinkable—freed herself of the need for an audience.</span><br />
<span style="font-family: inherit;">So when I write to her, requesting a meeting, I am trying for the impossible. There is no e-mail address, no fax number where I can reach her. Apt, I think, as I walk to the post office, a hand-written letter clutched in my hand — here it is, for what it is worth, my message to an artist lost to the world, through the lost medium of letters. My only hope is Sahana Gupta, her grand-niece, with whom I have been in touch with for the past year now.</span><br />
<span style="font-family: inherit;">Three weeks later, a letter arrives, written by a Rajan Vathiyath, with a message: ‘She is an extremely private person and doesn’t do any personal interviews. Since you have come through Ms Gupta, she will answer your questions if you write to her.’</span><br />
<span style="font-family: inherit;">Suddenly, there is a crack in the door.</span><br />
<span style="font-family: inherit;">I write back, with a set of questions and wait for her reply. A month and a half passes before a yellow envelope lands at my address. Inside is a six-page long, double spaced, neatly typed response, on a letterhead that reads ‘Padmabhushan Dr Annapurna Devi’. The black letters seem impersonal, holding back even the traces of her handwriting. “I do really live in my flat 365 days a year and I do have instructions on my door requesting people not to disturb me. However, within my flat, I do live a very normal life. I only go out when I require some medical care like eye check-ups, dental treatments etc,” she writes.</span><br />
<span style="font-family: inherit;">The sentences are short, the idiom unadorned, but the effect is powerful—like the inward, brooding notes of the surbahar—especially when she talks of her father, Ustad Alauddin Khan. ‘Baba’ towers over all the stories she tells of her life and of Maihar, a small town near Jabalpur, home to her childhood and rigorous schooling in music. “I always remember Baba with respect, awe and love. I had shraddha in him from my very childhood..He used to say that every note you play should touch one’s soul. I practice what he taught me as a form of meditation or prayer,” she writes.</span><br />
<span style="font-family: inherit;">There she is, a ten-year-old, drawn inexorably to the tanpura that her father kept away from her. Khan had seen what bitterness it brought for his elder daughter Jahanara, whose in-laws refused to let her sing. “He was in a dilemma whether to teach me or not. But I used to listen to and remember what he taught Dada (Ustad Ali Akbar Khan). One day when Baba went to the market, Dada was practising his lessons on the sarod. Dada suddenly made a mistake and I started correcting him. I was so involved that I did not notice that Baba had returned. And then suddenly I became aware of his presence—he was standing right behind me. I was scared,” she writes. “But instead of scolding me, Baba called me to his room and gave me a tanpura. This was the beginning of my taleem.”</span><br />
<span style="font-family: inherit;">Khan was “exacting, a purist and a perfectionist”, more guru than doting father, famous for a fierce and unpredictable temper. “While I was a student, I never dared ask Baba what his favourite ragas were, nor did he ever speak about his performances. All my time was spent in learning and practising,” she writes. “He encouraged his students to imbue the music with their own feelings. That is why the same phrase played by Dada and Pandit Ravi Shankar would sound different.”</span><br />
<span style="font-family: inherit;">She began by learning the sitar but her father had chosen a different path for her—one that was strikingly opposite to the trajectory of his other famous student, Ravi Shankar. He asked Annapurna to play the surbahar or the bass sitar, a pensive, more meditative version of the sitar. “He told me, ‘I feel that you can preserve my guru’s gift because you love music. However, you will have to give up playing the sitar, an instrument liked by connoisseurs as well as the commoners. The surbahar on the other hand will be appreciated only by discerning listeners who understand the depth of music. The commoners might throw tomatoes at you. So what is your decision?’ I was dumbfounded,” she writes. She assented, of course. “And now, whenever I play the instrument I experience a feeling of surrender, compassion and peace,” she writes.</span><br />
<span style="font-family: inherit;">Only four years of taleem and Annapurna blossomed as a performer. Around that time, dancer Uday Shankar proposed marriage between younger brother Ravi and Annapurna. She was only 15. Shankar was 21. But Khan agreed to the match with his much-loved student, despite that it would be a Hindu-Muslim marriage, a rarity in those days. “Baba was deeply religious but ecumenical in spirit. He worshipped Sharda Ma and also read his namaz five times a day. He was the most secular individual I have known. I did not become Annapurna after marriage. I was born on Chaiti Purnima (a full moon day) and the Maharaja of Maihar, Brijnath Singh, named me Annapurna,” she writes. Her Muslim name was Roshanara.</span><br />
<span style="font-family: inherit;">A son was born to Shankar and Annapurna soon after their marriage in 1942. But the relationship was not meant to survive. She was the introverted traditionalist keeping her father’s austere legacy alive, who spurned concerts and recordings, indeed all audience. The one recording that exists of her playing Raag Maand Khamaj was “surreptitiously made”, she tells us. He revelled in the showmanship of modern performance, bending rules to making his music more audience-friendly, and would go on to become an international superstar. She doesn’t dwell on their troubled marriage in this letter, except to say she is not in touch with ‘Panditji’ or his daughters—Anoushka Shankar and Norah Jones. Two words dismiss questions of their differences: ‘No comment’.</span><br />
<span style="font-family: inherit;">But in an answer to another question, she seems to sum up the difference between the two. “Emotional and aesthetic expression have more to do with the artiste’s personality. An introspective artiste might go for sur and alaap while an extrovert might opt for leyakari,” she writes.</span><br />
<span style="font-family: inherit;">More than musical styles came between Ravi Shankar and his wife. There were his rumoured dalliances. Two years after their marriage, he was drawn to his brother’s sister-in-law Kamala. Shankar and Annapurna had just moved to Mumbai when the affair blossomed. An enraged Annapurna returned to Maihar with her son. In Ravi Shankar: An Autobiography, Shankar wrote, “This was first time in my marriage that I had become deeply attracted to somebody else. Annapurna doubted me with everyone anyway. So it was nothing new for her to doubt me with Kamala—only this time it was true. I was not in a state to think reasonably. Perhaps the moment reason set in, love frayed at the edges. She is so gifted! But she has a tremendous temper. Like her father. And at that time even I was very ill-tempered. So we both would flare up together….”</span><br />
<span style="font-family: inherit;">Annapurna eventually returned to her husband in Mumbai but the following years were equally turbulent. “By 1956, there were many problems in our marriage and in January there was a serious breakdown,” writes Shankar. They divorced in 1962, when Annapurna retreated into her Mumbai flat to teach a handful of students. “Baba had told me, that if ever the need arose, I would be able to earn my living through music and be economically independent,” she writes.</span><br />
<span style="font-family: inherit;">Barring a few performances with Panditji, she refused to play for the public or record her music. Only a couple of grainy videos of her performing float around on YouTube. There are a handful of rare recordings with a few collectors. “Personally I did not enjoy performing... For me music has always been my offering to God. I never felt comfortable recording it,” she says.</span><br />
<span style="font-family: inherit;">Like her father, it’s as a guru that she identifies herself now—among her famous students are Pandit Hariprasad Chaurasia and Nikhil Banerjee. “I don’t feel I have deprived people of my music since I freely taught whatever I learnt from Baba to my disciples,” she writes. She teaches her small class the sitar, the flute, the sarod and vocal music though not the surbahar— they are not even manufactured anymore.</span><br />
<span style="font-family: inherit;">Legend has it that she teaches only after midnight and her sessions last till dawn. Sarod player Pradeep Kumar Barot, 57, who has been learning from her for the past 35 years, says, “I consider myself blessed. There are not many who get to have Ma as their guru. In spite of being such a great musician, she is so simple and warm.” To her grand-niece Sahana, she is an “extremely warm” person who “loves spending time with my kids”. To students like Barot, she is a demanding teacher, who on rare occasions “makes Bengali-style fish curry” for them.</span><br />
<span style="font-family: inherit;">In 1982, she married her student Rooshi Kumar Pandya, 13 years younger than her. “Pandya ji has been taking care of me since our marriage. I am alive and able to teach because of him all these years. I don’t think I would have lived this long without his care,” she writes.</span><br />
<span style="font-family: inherit;">Pandya, who has helped much of this interview take place, tells us of their relationship. “I met her in 1974,” he says. “I was learning from Ali Akbar Khan sahab in the US but then I had to shift to India because of work. So to make sure that I continued my taleem, he told me to learn from his sister.” He came to Mumbai and learnt music from her for almost eight years before asking her to marry him. “When I thought of asking her to marry me, I did feel a little anxious. But we both were single. I knew that the risk was that she will not teach me again. When I asked her, she said that she has been hurt before and it is a difficult decision for her. But she agreed after four days,” says Pandya. She is still a guru to him, he adds.</span><br />
<span style="font-family: inherit;">In 1992, her son from her first marriage, Shubhendra, a sitar player who performed often with Pandit Ravi Shankar, died of intestinal problems in the US with none of his parents by his side. “Shubho’s death was a great shock to me and I think it could have been prevented,” she writes. Shubhendra’s children Som and Kaveri Shankar who are now settled with their mother in the US also visit her sometimes. “Shubho’s daughter Kaveri is a Bharatnatayam dancer. She came and stayed with me for a few days and we immensely enjoyed each other’s company,” she writes.</span><br />
<span style="font-family: inherit;">To my question if she would like to perform ever again, she says a firm no. Could I meet her once, not as a journalist but as a musician? “Please forgive me but I don’t think so since I don’t meet anybody.”</span><br />
<span style="font-family: inherit;">This is Annapurna Devi then, a spare life, pared of people and distractions, immersed in her Baba’s learning. “I am at peace when I am teaching a few of my students or when I am practicing or feeding pigeons,” she writes.</span><br />
<span style="font-family: inherit;">That’s the image I’d like to depart with, the artist of a forgotten world, who lives in the shadows, but imperiously, on her own terms. But of this I am sure, come midnight, she will make her surbahar weep, for the gods she left behind in Maihar.--------</span><br />
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<span style="font-size: 15px; line-height: 23px; text-align: justify;"><span style="background-color: white; font-family: inherit;">Links to some of her Music: <a href="http://www.parrikar.org/vpl/?page_id=72" target="_blank">Annapurna Devi Music on Parrikar.Org</a> </span></span></div>
Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-36399023621778290712012-10-16T02:58:00.000+05:302012-10-16T03:00:02.499+05:30Life & Death<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: black; color: white;"><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 17px;">Death asked Life: "</span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 17px;"><i>Why does everyone love you and hate me"</i></span></span><br />
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<span style="color: white;"><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 17px;">Life Replied: "</span><span style="font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13px; line-height: 17px;"><i>Because I am a beautiful Lie and you are a painful Truth"</i></span></span></span></div>
Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-50767064923985815762012-08-24T18:42:00.000+05:302012-08-24T18:42:58.293+05:30Memoirs of a Hindu Girl in Pakistan (from Dawn.Com)<div dir="ltr" style="text-align: left;" trbidi="on">
<i>A very lovely and heartrending article from an unlikely (from my Indian coloured perspective sadly...) though definitely a refreshing source - Faiza Mirza on Dawn.Com - regarding the plight of a Hindu Woman in Pakistan. You can find this article and her other pieces here: <a href="http://dawn.com/author/faizamirza/">http://dawn.com/author/faizamirza/</a></i><br />
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I grew up in fear – every face around me depicted nothing but fear. I am sure that the first expression on my parent’s face on my birth as a female child born to Hindu parents living in Kandhkot would have been that of fear also. Why did I bring so much fear into the lives of my parents? I grew up always wondering what is it about me that continues to terrify. But I always drew a blank. How naïve I was.</div>
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Before I knew it, the time to attend school had arrived. School was comfortable; however, there were times when I felt like an outsider, finding it difficult to gel in with rest of the majority. Perhaps the snide remarks and incidents of discrimination led me to believe that I am not one of ‘them’. Of those incidents, I still vividly remember no one eating with me and refusing to sip from the cup I drank from.</div>
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Home wasn’t very different either. My mother asked questions about my life at school and otherwise looking for answers that would somehow relinquish her from the unknown fear. Afraid to disappoint her, I realised very early in my life that my mother could not be my confidant.</div>
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Growing up was not easy.</div>
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And then it happened. The fears of my mother and many Hindu mothers like her materialised. I went out to one of the largest markets of Kandhkot and was abducted by a man I knew very well. He was none other than the guard who was responsible for safeguarding our temples.</div>
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Knowing his face well prompted me to sit with him in his car without protest, however, instead of taking me to my house he turned to an alley that I wasn’t too familiar with. Scared and unsure about what lay ahead I started screaming just to hear my abductor scream louder and threaten me. Astonished and unable to comprehend the gravity of the situation I sat still until it was time to step out of the car to a small house which looked abandoned.</div>
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We entered the house to find a large room devoid of any furniture and other bearings except for a carpet that covered the floor. I was made to sit down on the floor.</div>
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Uncertain about what was going to happen to me; my mind raced with thoughts of the recent news of the abductions and forced conversions of Hindu girls. I sat there shuddering. The realisation struck me and I could see my entire life in front of me in kaleidoscope. My mother’s fears, my father’s warnings, the alienation I felt, the yearning to be a part of the circle of friends, the search for a confidant, a friend.</div>
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My worst fears were reaffirmed when a man wearing a turban entered the room to teach me about a religion which I grew up hearing about, however, felt no urge to practise or embrace. He kept sermonising me for hours but was unable to get me to listen to him, realising that he left asking me to ponder about the true religion.</div>
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His departure did not ignite any fire for eternal glory inside me but only made me wonder why did my parents not relocate to another country when they had the chance to do so? Why did they continue to live in fear waiting for the inevitable to happen instead of making a move to safer pastures? And, what made me think that I am any different from countless girls who are forced to change their faith?</div>
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Each passing day appeared to be more and more surreal. The ritual of preaching continued for days, I lost track. Eventually, when preaching did not do the trick, my abductor threatened me.</div>
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The routine ranging from threats to persuasion and from glorifying the paradise to the wrath of God for non-believers only made me wonder: Do we not all pray to the same God — a God who is manifested in nature, colours, happiness and love? Why would he punish me for being a Hindu?</div>
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Somewhere along this relentless persuasion, came that horrifying threat of harming my family – I gave in. My approval followed a small ceremony in which I was forced to embrace Islam and later married off to the man who will always be remembered as the ‘messiah’ who for saved me from the unknown territory of sin and infidelity I was treading on.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
After the ceremony, instead of receiving blessings for a happy and prosperous life ahead, I was immediately escorted to a local court where a Muslim magistrate declared my conversion and marriage in accordance with the law.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
The news of my conversion and marriage to a Muslim man spread like wildfire. I dreaded the moment of meeting my parents. I never wanted to see pain and agony on their faces let alone be the reason for all their grief. Sure enough, one look at my mother made me yearn for my own death.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
I wanted to tell her that I love her and that her safety was all I had in mind when I converted. I wanted to tell my father to keep my sisters safe. I wanted to tell my brothers to leave the country whilst they still could. I wanted to say much more but their silent pain and suffering made me wish if only I wasn’t born a girl, if only I wasn’t born in Pakistan, if only I had the right to be myself and practise my faith without being herded into a religion that I failed to comprehend, if only I could make them all understand that there is just one God for all, if only I could give us all an identity that we rightly deserve.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Looking at all the faces that once seemed familiar; I wondered: who am I?</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
I am one but share the pain of many. I am Rachna Kumari, Rinkle Kumari, Manisha Kumari and the many more Hindu girls who will be forced to convert in Pakistan. I am the fear of their families and the agony that they undergo. I am the misery of those girls who die a little every day for the injustices done to them.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
I am a minority living in an intolerant society.</div>
<div style="text-align: justify;">
<br /></div>
</div>
Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-45405542265185009992012-05-22T15:14:00.001+05:302012-05-23T00:19:36.361+05:30Unstoppable!<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-vMTwNsQW8KU/T7te8WOkNUI/AAAAAAAABvA/ReANN0QF2NY/s1600/Paralympics+Ad.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="160" src="http://3.bp.blogspot.com/-vMTwNsQW8KU/T7te8WOkNUI/AAAAAAAABvA/ReANN0QF2NY/s400/Paralympics+Ad.jpg" width="400" /></a></div>
<br />
Amazing advertisement from the <a href="http://paralympic.ca/" target="_blank">Canadian Paralympic association</a>. <b><i>Define...UNSTOPPABLE! </i></b></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-6905173209416491702012-05-22T15:08:00.000+05:302012-05-23T00:20:10.175+05:30Oscar Wilde & "V"!<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/--cAxMlJImtc/T7tdUHxHtXI/AAAAAAAABu4/b0slOv2rcBg/s1600/Oscar+Wilde_V+for+Vendetta.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="225" src="http://3.bp.blogspot.com/--cAxMlJImtc/T7tdUHxHtXI/AAAAAAAABu4/b0slOv2rcBg/s400/Oscar+Wilde_V+for+Vendetta.jpg" width="400" /></a></div>
<br />
<b>Oscar Wilde</b> - <i>"Man is least himself when he talks in his own person. Give him a mask, and he will tell you the Truth." </i><br />
<i><br /></i><br />
In case you haven't seen this pic before, find and watch the movie - <a href="http://www.imdb.com/title/tt0434409/" target="_blank">V for Vendetta</a>. Its a must!</div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-24975360711245401432011-12-08T01:08:00.001+05:302011-12-08T01:22:48.756+05:30Micro-Irrigation scheme guidelines in India; Steps required for the subsidies program<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: inherit; text-align: justify;">
</div>
<div class="MsoNoSpacing" style="font-family: inherit; text-align: justify;">
<span style="font-size: small;"><b>Guidelines
for the Micro Irrigation (MI) scheme as set up by the Central government of
India: </b></span></div>
<ul style="text-align: justify;">
<li><span style="font-size: small;">Subsidy of 50% of the cost of the MI system to be provided to the beneficiary. </span></li>
<li><span style="font-size: small;">Subsidy will be split between the Central government – 40% and the State Government – at least 10% while the rest would be paid by the beneficiary.</span></li>
<li><span style="font-size: small;">The maximum area covered is 5 Hectares per family.</span></li>
<li><span style="font-size: small;">At least 25% of the planned allocation for a district has to be small and marginal farmers.</span></li>
<li><span style="font-size: small;">The Panchayati Raj institutions will be involved in the selection of the beneficiaries. They will be represented on the board of the State Micro irrigation committee which will be the arm of the state government in overseeing the scheme.</span></li>
<li><span style="font-size: small;">This scheme covers both Drip and Sprinkler irrigation systems. However, Sprinkler systems will be given due consideration only if drip irrigation systems are found to be uneconomical.</span></li>
<li><span style="font-size: small;">The implementing Agency (IA) will be appointed by the State government while the Central government will release the funds for the scheme as planned. IA will forward action plans through SMIC.</span></li>
<li><span style="font-size: small;">Payment to the farmer/ beneficiary will be in the form of a crossed cheque. The Supplier will be paid by the farmer/ beneficiary.</span></li>
<li><span style="font-size: small;">The Manufacturers will have to register with the State Micro irrigation committee to be allowed to supply equipment to the farmers. Further, the equipment must be BIS (Bureau of Indian Standards) certified.</span></li>
<li><span style="font-size: small;">The estimated cost of installing drip irrigation systems are as follows. The estimates are as of 2006 in Indian Rupees. This has to be taken as a guideline for installing systems.</span><span style="font-size: small;"> </span></li>
</ul>
<div style="font-family: inherit; text-align: center;">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: auto; margin-right: auto; text-align: left; width: 455px;">
<tbody>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext -moz-use-text-color; border-style: solid solid none; border-width: 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>Spacing
(Metre)</b></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext -moz-use-text-color -moz-use-text-color; border-style: solid none none; border-width: 1pt medium medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><br /></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext -moz-use-text-color -moz-use-text-color; border-style: solid none none; border-width: 1pt medium medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><br /></span></div>
</td>
<td colspan="2" nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext -moz-use-text-color -moz-use-text-color; border-style: solid none none; border-width: 1pt medium medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 88.4pt;" valign="bottom" width="118"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>Area,
(hectares)</b></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext -moz-use-text-color -moz-use-text-color; border-style: solid none none; border-width: 1pt medium medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><span style="font-size: x-small;"><br /></span></td>
<td nowrap="nowrap" style="border-color: windowtext windowtext -moz-use-text-color -moz-use-text-color; border-style: solid solid none none; border-width: 1pt 1pt medium medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><br /></span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><br /></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>0.4</b></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>1</b></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>2</b></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>3</b></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>4</b></span></div>
</td>
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>5</b></span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>12x12</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">10600</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">16700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">25200</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">32600</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">53700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">71300</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>10x10</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">12100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">18000</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">27700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">36000</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">57900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">76900</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>9x9</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">12400</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">22100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">35500</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">55900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">61400</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">81100</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>8x8</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">12900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">19900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">31300</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">41700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">65500</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">86200</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>6x6</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">14400</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">30200</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">51200</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">70300</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">105800</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">137400</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>5x5</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">15100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">32800</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">56600</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">83100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">117100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">150800</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>4x4</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">16900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">39300</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">63100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">100700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">142200</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">179300</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>3x3</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">17900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">35600</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">71400</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">96100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">130800</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">158300</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>3x1.5</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">19700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">40200</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">80500</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">109700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">146100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">180900</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>2.5x2.5</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">20000</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">39800</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">81400</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">111200</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">199500</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">239600</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>2x2</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">21300</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">49800</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">86400</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">122700</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">164900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">223400</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
<td nowrap="nowrap" style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 87pt;" valign="bottom" width="116"><div class="MsoNoSpacing">
<span style="font-size: x-small;"><b>1.5x1.5</b></span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">26100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 38.65pt;" valign="bottom" width="52"><div class="MsoNoSpacing">
<span style="font-size: x-small;">55000</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">109500</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">165100</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">205900</span></div>
</td>
<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">281000</span></div>
</td>
</tr>
<tr style="height: 12.75pt;">
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<span style="font-size: x-small;"><b>1x1</b></span></div>
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<span style="font-size: x-small;">26500</span></div>
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<span style="font-size: x-small;">57600</span></div>
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<span style="font-size: x-small;">96500</span></div>
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<span style="font-size: x-small;">146500</span></div>
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<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">199900</span></div>
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<td nowrap="nowrap" style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 12.75pt; padding: 0cm 5.4pt; text-align: center; width: 44.2pt;" valign="bottom" width="59"><div class="MsoNoSpacing">
<span style="font-size: x-small;">249200</span></div>
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<ul style="text-align: justify;">
<li><span style="font-size: small;"> </span><span style="font-size: small;">These estimates are further split into 3 categories as per existing demand and network. This depends on level of awareness, proximity to manufacturing units, distance in transportation, and cost of drip irrigation systems. The costs would be estimated for the zones as follows.</span></li>
</ul>
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<tbody>
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<span style="font-size: x-small;"><b>Category</b></span></div>
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<span style="font-size: x-small;"><b>Estimates</b></span></div>
</td>
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<span style="font-size: x-small;"><b>States
Covered</b></span></div>
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<span style="font-size: x-small;">A</span></div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 5cm;" valign="top" width="189"><div class="MsoNoSpacing">
<span style="font-size: x-small;">Cost as mentioned above</span></div>
</td>
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<span style="font-size: x-small;">Andhra Pradesh, Gujarat, Karnataka, Kerala, Tamil
Nadu & Maharashtra</span></div>
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<tr>
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<span style="font-size: x-small;">B</span></div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 5cm;" valign="top" width="189"><div class="MsoNoSpacing">
<span style="font-size: x-small;">15% higher than Category A</span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 236.95pt;" valign="top" width="316"><div class="MsoNoSpacing">
<span style="font-size: x-small;">All others except A & the Himalayan belt states</span></div>
</td>
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<tr>
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<span style="font-size: x-small;">C</span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 5cm;" valign="top" width="189"><div class="MsoNoSpacing">
<span style="font-size: x-small;">25% higher than Category A</span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; text-align: center; width: 236.95pt;" valign="top" width="316"><div class="MsoNoSpacing">
<span style="font-size: x-small;">NE States, Sikkim, Himachal Pradesh, Jammu &
Kashmir, <b>Uttarakhand</b></span></div>
</td>
</tr>
</tbody></table>
<ul style="text-align: justify;">
<li><span style="font-size: small;">Scheme covers crops like fruit, vegetables, potato, onion and other tuber crops, spices, medicinal and aromatic plants and all other plantation crops except tea, coffee, rubber and oil palm.</span></li>
<li><span style="font-size: small;">For small farm holdings, a group of farmers would be encouraged to avail the benefits of drip irrigation through a common water source up to a maximum of 5 Ha per grouping.</span></li>
<li><span style="font-size: small;">In case of Inter-cropping, the farmer decides on the crop and therefore the spacing to be used for cost calculations.</span></li>
<li><span style="font-size: small;">Power and Water source requirements as specified by the government have to be met for the subsidy to be sanctioned.</span></li>
<li><span style="font-size: small;">The manufacturers need to register with the state government by paying a fee of INR 50,000 per annum. This fee will be used for promoting micro irrigation schemes in the state.</span></li>
</ul>
<div style="text-align: justify;">
<span style="font-size: small;">Installation process guidelines will be as follows:</span></div>
<ol style="text-align: justify;">
<li><span style="font-size: small;">IA will provide list of suppliers to farmers.</span></li>
<li><span style="font-size: small;">Supplier will assess crop water requirement, prepare a cost estimate and submit that to the IA which will be approved by the IA as per requirements.</span></li>
<li><span style="font-size: small;">Beneficiary will make the payment to the supplier as per the cost estimate decided.</span></li>
<li><span style="font-size: small;">After satisfactory installation of system, the IA will release payment to the beneficiary through a crossed cheque or demand draft.</span></li>
<li><span style="font-size: small;">IA ensures that subsidy is paid within a month from the date of installation of the system.</span></li>
<li><span style="font-size: small;">BIS and other quality assurance officials to make frequent inspection of systems to ensure quality.</span></li>
</ol>
<div style="font-family: inherit; text-align: justify;">
</div>
<div style="font-family: inherit; text-align: justify;">
<div style="text-align: justify;">
<span style="font-size: small;"><br clear="all" /></span></div>
<div style="text-align: justify;">
</div>
<span style="font-size: small;"><a href="http://www.blogger.com/blogger.g?blogID=1766281934277294278#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span style="line-height: 115%;"></span></span></span></a><i>Reference: http://agricoop.nic.in</i><span lang="EN-US"></span></span><br />
<div id="ftn1" style="text-align: justify;">
</div>
</div>
</div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-52884659504561358532011-12-08T01:00:00.001+05:302011-12-08T01:06:19.835+05:30Microfinance Industry in India specific to Indian agricultural needs; an Industry Analysis<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;">The MFI industry in India has
shown strong growth in the past few years with an upward movement from $0.8
billion in outstanding loans in 2006 to $6.7 billion in 2010. <a href="http://www.blogger.com/blogger.g?blogID=1766281934277294278#_edn1" name="_ednref1" title=""><span class="MsoEndnoteReference"><span><span class="MsoEndnoteReference"><span lang="EN-US"></span></span></span></span></a>This, along with the strong support of the Indian government for micro-finance,
indicates that the industry will continue to see significant growth in the
future. Currently, there are more than 3,000 MFIs in India and the 10 biggest organizations
represent 75% of the market. <a href="http://www.blogger.com/blogger.g?blogID=1766281934277294278#_edn2" name="_ednref2" title=""><span class="MsoEndnoteReference"><span><span class="MsoEndnoteReference"><span lang="EN-US"></span></span></span></span></a>This data, the potential growth opportunity, and the size of the untapped
market (only 5% of people in Uttarakhand have access to microfinance) suggest
that entering this market will be feasible and potentially rewarding (social
and financial). In order to be successful within this industry, an organization
needs to be well financed and needs to overcome barriers including trust and
acceptance of customers.</span></div>
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<br /></div>
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<span style="font-size: small;">The major MFI competitors in India
include Bharatiya Samruddhi Finance Limited, Share Microfin Ltd, Sa-Dhan Ltd, SKS
Microfinance Ltd., International Development Enterprises (IDE), Bandhan and
Gram Utthan. While these pan India organizations provide financial assistance to rural
areas, they are primarily focused on urban communities; further, their missions
are broad and do not specifically cater to the needs of agricultural customers
for capital intensive projects. The ticket sizes for loans by the existing MFI’s
are considerably lower, have very short payback period and are hence not
suitable for capital intensive projects like Micro irrigation. This is especially true for states in north India including Uttarakhand.
Further, there is a problem with bank loans as they require collaterals like
agricultural land for the loan to be provided.</span></div>
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<br /></div>
<div class="MsoNormal" style="font-family: inherit; text-align: justify;">
<span style="font-size: small;">Additional competitors include
other financial service providers, including local Indian commercial and
development banks as well as self help groups, cooperatives, and other community
savings and loan programs. Some agricultural input suppliers are also beginning
to offer financial services and credit for inputs to agriculture. However overall the
niche of agricultural financing that we will focus on is very much in its infancy
and has a huge untapped potential. </span></div>
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<br /></div>
<div class="MsoNormal" style="font-family: inherit; text-align: justify;">
<span style="font-size: small;">Microfinance lenders hold the
majority of the power due to the extreme needs of customers requiring financial
assistance. With the maturation of the microfinance industry, borrowers have started
getting the ability to obtain loans from multiple organizations, though even
now with the tremendous demand and limited amount of money to lend; this
ability is not significant in most parts of the country.<span> </span> </span></div>
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<div class="MsoNormal" style="font-family: inherit; text-align: justify;">
<span style="font-size: small;">There is also a problem of
supplier network for Drip Irrigation systems in India which further increases the
cost of supplying such systems. In fact, the Indian government has identified
the areas where this is a problem in categorizing the country in 3 categories
of A, B, C with higher levels of estimated cost of drip irrigation systems in B
& C to the tune of 15% and 25% higher respectively<b>. </b><a href="http://www.blogger.com/blogger.g?blogID=1766281934277294278#_edn5" name="_ednref5" title=""><span class="MsoEndnoteReference"><b><span><span class="MsoEndnoteReference"><b><span lang="EN-US"></span></b></span></span></b></span></a>These higher increases are due to the problems of farmer awareness levels,
proximity to the manufacturing units, distance in transportation, and cost of
drip irrigation systems itself. </span></div>
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</div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-51628059326595418892011-12-03T06:09:00.001+05:302011-12-03T06:37:54.909+05:30Human Capital Trends of the Future<div dir="ltr" style="text-align: left;" trbidi="on">
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Nice video in the 'Did you know' series about the Human Capital trends of the future and the challenges faced. It talks about the internet, social media, mobility etc and how little attention we really pay to our 'most' critical asset - Human Talent!</div>
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<div class="separator" style="clear: both; text-align: justify;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzMjawdDar2y4J8EtllUbG_i48AmqQvDY4HfItLxVaRKt34cG9SWD6MIL0kjSxnxei1bbh7f8jFtGA3wansYA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
</div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-6266257715954150022011-12-02T06:21:00.001+05:302011-12-02T06:55:06.398+05:30Kya Khayal Hai by Zeb, Haniya, Sawanand & Shantanu (Dewarists)<div dir="ltr" style="text-align: left;" trbidi="on">
Came across this new group called Zeb & Haniya (2 cousins from Pakistan) with really soulful voices, singing the most beautiful original melodies I have heard in some time. Their collaboration with Sawanand Kirkire and Shantanu Moitra for the song 'Kya Khayal Hai' on 'Dewarists' was just superb!<br />
<br />
Click to check out the episode here - <a href="http://www.youtube.com/watch?v=qP6nFl7aSAk&list=PL23F36248102B1786&index=2&feature=plpp_video" target="_blank">LINK</a><br />
<br /></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-9816244570757311262011-11-30T17:25:00.001+05:302011-11-30T17:40:59.904+05:30Designing a Development Strategy for a hypothetical problematic and poverty driven African country<div dir="ltr" style="text-align: left;" trbidi="on">
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<i><b>Situation:</b> The Republic of Dongo is a country with many of the characteristics of the sub-Saharan African countries - It is landlocked, post-conflict, poor governance under a nominal democracy, resource-rich, infrastructure-poor, a large aid recipient and caught in a poverty trap. How do we define a development plan to take this country out of its situation?</i></div>
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<br />Considering that the Republic of Dongo shares many of the problematic characteristics prevailing in African countries, it is important to target these characteristics to get the development strategy in place. My recommendations for the country in order of priority are:<br /><br />1. Increase Governance within the country providing real freedoms to the populations in terms of economic freedoms, security, transparency and social freedoms. This is easy to suggest in theory but difficult to implement in practice considering governments lack of interest in changing their behavior. However, international agencies and countries can provide strict measures in this regards when providing support in terms of trade and if required, aid. Governance has to be targeted in the beginning itself because without effective governance, it will be difficult to remove rent seeking activities and allow overall development. <br /><br />2. Removal of systemic aid. Humanitarian and development specific aid needs to be provided by systemic aid in terms of budgetary requirements needs to be curbed since it will ensure survival of poor governance regimes, rent seeking activities by the talent pool and curbing of basic freedoms. Corruption also becomes systemic and institutional capability is eroded to ensure power remains within a few individuals. Even if in certain cases, aid is required, it should be channelized through NGO’s and or strong international organizations and should be subject to stringent performance measures by the incumbent government.<br /><br />3. Natural resources should be exploited but the profits generated from them need to go to building tangible and social infrastructure in the country like roads, education, healthcare etc. It is important to ensure the wealth generated from natural resources does not go out of the country but stays inside for the betterment of the country. Also, the profits need to be used for subsidizing other industries in manufacturing and services so that the economy diversifies and is not just reliant on one sector. This will also help the country to cancel out the Dutch disease.<br /><br />4. Focus on Trade agreements with other countries and developed nations if possible. The developed countries like the US and Europe should try and ensure that agreements like AGOA and EBA are really useful for a country like Dongo since trade can really take a country out of the poverty trap. Dongo will probably need to lobby for such trade with other countries rather than rely on aid. Also, trading with countries it shares its border with will ensure good relations with them and ensures being landlocked doesn’t harm its interests. The country when it starts generating significant profits can also help in infrastructure building in the neighboring countries which will help these countries too.<br /><br />5. Focus on building a middle class in the country. Once the country has economic freedoms, and people start generating higher incomes by indulging in economic activity, this will lead to higher taxes to the budget and which in turn will lead to higher capital investment leading to economic growth and finally higher incomes. In the beginning, considering that there is really no growth, no savings and no taxes, the investment support can come from institutional agencies like IMF and world bank but instead of giving money to the governments, it needs to be given to NGO’s or it should help the fledgling private sector. Governments can also work on PPP models and capital can be generated by micro-finance. The important thing is to generate this economic cycle and break the poverty trap. Once that happens and a middle class is created, it will demand better governance and freedoms which can lead to significant positive changes in the country.</div>
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<i><b>Note: This is a paper written as a submission for a subject named
Africa - The last Development Frontier, undertaken during the Master's
course. I have posted this answer because i think these solutions are
indicative of the steps that can be undertaken to help Africa as a whole
in coming out of its misery. Furthermore, these solutions can also
apply to some Central Asian and some South Asian countries too. </b></i></div>
</div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-10479660472058221802011-11-29T17:21:00.001+05:302011-11-29T17:51:50.363+05:30Sector specific guidelines for FDI in India<div dir="ltr" style="text-align: left;" trbidi="on">
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<u><i>Source: <span lang="EN-US" style="font-size: 11pt; line-height: 115%;">2011 Investment Climate Statement – India; U.S.
Department of State</span></i></u></div>
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<span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">I was searching for FDI (Foreign Direct Investment) regulations in India for a project submission and came across the data as part of the Investment Climate Statement that the U.S. Department of State maintains on its website. Thought it would be helpful for all to list this in one place considering the brouhaha happening right now in India over the provision of 51% FDI in multi-brand retail (likes of Walmart, Tesco, Metro etc). It also gives an indication to how difficult the situation is for investors in India due to the sheer complexity of rules and regulations.</span></div>
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<span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><br /></span></div>
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<span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">2 routes to investing in India:<br />(i) Automatic Route (e.g., coal and lignite mining, power, industrial parks, petroleum and gas, and non-banking finance) – Only notification to RBI required<br />(ii) Government Route – Prior approval is required from government before investment (e.g., defence, broadcasting and media, and private banks)<br /><br />Approving entity different:<br />(i) DIPP – Single brand retailing proposals, NRI investors, Overseas corporate bodies<br />(ii) Department of Commerce – Export oriented units<br />(iii) Foreign Investment Protection Board – All others</span></div>
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<span style="font-size: small;">1. Advertising and Film: One hundred percent FDI via the automatic route is allowed in the advertising and film industries, which includes film production, exhibition, and distribution, and related services and products.</span></div>
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<br />
<span style="font-size: small;">2. Agriculture: No FDI is permitted in farming except tea plantations. Foreigners are not authorized to own farmland. FDI in agriculture-related activities like the seed industry, floriculture, horticulture, animal husbandry, aquaculture, fish farming, and cultivation of vegetables and mushrooms is permitted without limits under the automatic route. For tea plantations, 100 percent FDI is allowed via the government route. However, there is a compulsory divestment of 26 percent equity in favor of the Indian partner or potential Indian investors within five years from the date FDI enters the country. In other plantation sectors, no FDI is allowed.</span></div>
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<span style="font-size: small;">3. Airport Infrastructure: One hundred percent FDI is allowed in greenfield projects through the automatic route. FDI up to 74 percent is allowed in existing projects through the automatic route; greater than 74 percent requires FIPB approval. Foreign companies can own up to 74 percent of the ground-handling businesses at airports with 49 percent through the automatic route and FDI in excess of 49 percent to 74 percent permitted via the government route. NRIs are allowed 100 percent FDI in ground-handling services. One hundred percent FDI is allowed through the automatic route for maintenance and repair operations, flight training institutes, and technical training institutes.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">4. Airport Transport Services: FDI is limited to 49 percent under the automatic route for air transport services, including domestic scheduled passenger airlines. For non-scheduled, chartered, cargo airlines, the FDI limit is 74 percent. For helicopter and seaplane services, 100 percent FDI is allowed on automatic approval (meaning FIPB is not involved) but requires formal approval by the Directorate General of Civil Aviation. NRIs may own 100 percent of a domestic airline. Although frequently debated, India has yet to open its state-run international airlines to outside investment. The U.S.-India “Open Skies” agreement, signed in April 2005, allows unrestricted access by U.S. carriers to the Indian market and vice versa.</span></div>
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<span style="font-size: small;">5. Alcoholic Distillation and Brewing: One hundred percent FDI is allowed through the automatic route but still requires a license via DIPP under the provisions of the Industries (Development and Regulation) Act, 1951.</span></div>
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<br />
<span style="font-size: small;">6. Asset Reconstruction Companies: FDI is limited to 49 percent via the government route. No portfolio investments are allowed. Where any individual investment exceeds 10 percent of the equity, the approval is subject to the Securitization and Reconstruction of Financial Assets and Enforcement of Security Interest Act, 2002.</span></div>
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<span style="font-size: small;">7. Automobiles: No FDI caps, local content requirements, or export obligations apply. FDI in automobile manufacturing is allowed under the automatic approval route.</span></div>
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<br />
<span style="font-size: small;">8. Banking: Aggregate foreign investment (from all sources) in all private banks is capped at 74 percent. For state-owned banks, the foreign ownership limit is percent. There are four distinct ways foreign investors can enter the Indian banking sector. The first is by a foreign bank establishing a branch in India. A second alternative is to establish a wholly owned subsidiary. Foreign banks are permitted to have either branches or subsidiaries but not both. A third and least likely method is for a foreign entity to acquire an ailing bank. However, the RBI has yet to authorize this type of transaction. Lastly, foreign institutional investors (FII) can invest in a bank up to 10% of the total paid up capital and 5% in case the FII is a foreign bank/bank group.</span><br />
<span style="font-size: small;">Voting rights in private banks and state owned banks are currently capped at 10 percent and 1 percent, respectively, and do not represent ownership. The Banking Regulation (Amendment) bill, which would align voting rights in private banks with shareholding, continues to be with a committee in Parliament and has yet to be introduced.</span></div>
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<span style="font-size: small;">9. Broadcasting: Foreign investment (including, FDI, NRI persons of Indian origin and portfolio investment) is limited to 20 percent in frequency modulation terrestrial broadcasting, with prior government approval, subject to guidelines issued by the Ministry of Information and Broadcasting. For direct-to-home broadcasting, foreign investment from all sources is limited to 49 percent, with a maximum FDI component of 20 percent and the remainder coming via NRI and/or portfolio investment, again via the government route. In satellite broadcasting, foreign investment (FDI, NRI, persons of Indian origin and portfolio investment) is limited to 49 percent with prior government approval. TV channels, irrespective of ownership or management control, have to up-link from India provided they comply with the broadcast code issued by the Ministry of Information and Broadcasting. FDI is limited to 26 percent, including portfolio investment, in news and current affairs channels up-linking from India. One hundred percent FDI is permitted in entertainment and general interest channels. FDI up to 49 percent is permitted with prior approval of the government for establishing up-linking HUB/Teleports.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">10. Business Services: One hundred percent FDI is allowed under the automatic route in data processing, software development, and computer consultancy services. One hundred percent FDI is allowed for call centers and business processing outsourcing (BPO) organizations subject to certain conditions.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">11. Cable Network: FDI and portfolio investment is limited to 49 percent, including both FDI and portfolio investment. Prior approval is required, subject to Cable Television Networks Rules, 1994.</span></div>
<div style="font-family: inherit; text-align: justify;">
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<span style="font-size: small;">12. Coal/Lignite: FDI up to 100 percent is allowed through the automatic route in private Indian companies that have captive coal or lignite mines for either direct power generation or for captive consumption in their iron and steel or cement production plants. Similarly, 100 percent foreign investment in the equity of an Indian subsidiary of a foreign company or in the equity of an Indian company for setting up coal processing plants is allowed, subject to the conditions that such an equity recipient shall not do coal mining or sell washed (processed) coal from such plants in the open market.</span></div>
<div style="font-family: inherit; text-align: justify;">
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<span style="font-size: small;">13. Coffee and Rubber Processing and Warehousing: One hundred percent FDI is permitted under the automatic route with no conditions.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">14. Commodity exchanges: Foreign ownership up to 49 percent, with portfolio investment limited to 23 percent and FDI limited to 26 percent is allowed via the government route. No single foreign investor/entity can hold more than five percent of the total paid-up capital.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">15. Construction Development Projects: Construction and maintenance of roads, highways, vehicular bridges, tunnels, ports and harbors, townships, housing, commercial buildings, resorts, educational institutions, infrastructure and townships is open to up to 100 percent FDI. Automatic approval is subject to certain minimum capitalization and minimum area-of-development requirements. As of 2010, the minimum capitalization requirement is USD 10 million for wholly owned subsidiaries and USD 5 million for joint ventures with Indian partners. In the case of serviced housing plots, a minimum of 10 hectares (25 acres) must be developed, while in the case of construction–development projects, the minimum built-up area must be 50,000 square meters. At least 50 percent of the project must be developed within five years from the date of obtaining all statutory clearances.</span></div>
<div style="font-family: inherit; text-align: justify;">
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<span style="font-size: small;">16. Credit Information Companies: Foreign investment is permitted up to 49 percent and is subject to FIPB and RBI approval. Portfolio investment is limited to 24 percent and no single investor/entity can hold more than 10 percent of the total paid-up capital. Furthermore, any acquisition in excess of one percent requires mandatory reporting to RBI.</span></div>
<div style="font-family: inherit; text-align: justify;">
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<span style="font-size: small;">17. Courier Services other than distribution of letters: One hundred per cent FDI is permitted; however, FIPB approval is required.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">18. Defense and strategic industries: FDI is limited to 26 percent and is subject to a license from DIPP in consultation with the Defense Ministry. Production of arms and ammunition is subject to additional FDI guidelines. There are no automatic approvals. Purchase and price preferences may be given to Public Sector Enterprises as per Department of Public Enterprises’ guidelines. The licensee must establish adequate safety and security procedures once the authorization is granted and production begins.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">19. Drugs/Pharmaceuticals: FDI is allowed up to 100 percent for drug manufacturing on an automatic approval route.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">20. E-commerce: FDI up to 100 percent is allowed in business-to-business e-commerce under the government approval route. No FDI is allowed in retail e-commerce.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">21. Hazardous chemicals: One hundred percent FDI is allowed via the automatic route. However, a license under the provisions of the Industries (Development and Regulation) Act, 1951, is required from DIPP.</span></div>
<div style="font-family: inherit; text-align: justify;">
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<span style="font-size: small;">22. Food Processing: One hundred percent FDI is allowed with automatic approval for: fruit and vegetable processing, dairy products, meat and poultry products, fishing and fish processing, grains, confections, consumer and convenience foods, soft-drink bottling, food parks, cold chain, and warehousing. The exception is for alcoholic beverages and beer, where a license is required, and items reserved for small scale sector. FDI up to 100 percent is allowed via the automatic route for cold storage facilities.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">23. Health and Education Services: One hundred percent FDI is allowed under the automatic approval route.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">24. Hotels, Tourism, and Restaurants: FDI at 100 percent is allowed with automatic approval.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">25. Housing/Real Estate: No FDI is permitted in the retail housing sector by foreigners. However, NRIs who can obtain “Overseas Citizenship of India” status are allowed to own property and invest in India as if they were citizens. NRIs may invest up to 100 percent FDI with prior government approval in the real estate sector and in integrated townships including housing, commercial premises, resorts, and hotels, as well as in projects such as the manufacture of building materials.</span></div>
<div style="font-family: inherit; text-align: justify;">
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<span style="font-size: small;">26. Industrial explosives: FDI at 100 percent via the automatic route is allowed, subject to licensing by the appropriate authorities.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">27. Industrial Parks: FDI up to 100 percent under the automatic route is allowed, provided: the industrial park includes at least ten units with no single unit occupying more than 50 percent of the area, and at least 66 percent of the area is available for industrial activity.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">28. Information Technology: FDI of 100 percent is allowed with automatic approval in software and electronics except in the aerospace and defense sectors.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">29. Insurance: FDI is limited to 26 percent in insurance and insurance brokering. While FDI approval is automatic, the Insurance Regulatory and Development Authority (IRDA) must first grant a license. The GOI is considering raising the FDI cap to 49 percent in the insurance sector. After the Finance Standing Committee finishes considering the Insurance Regulatory and Development Authority (Amendment) bill, it will go to the full Parliament for a vote.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">30. Infrastructure companies in the securities market (stock exchanges, depositories, and clearing corporations): Foreign investment is capped at 49 percent via the government route. FDI is limited to 26 percent and FIIs are limited to 23 percent. Specific to stock exchanges, total foreign investment, including portfolio investment, is allowed via the government route (FIPB) up to 49 percent. The total FDI limit is 26 percent and the FII cap is 23 percent. Other Securities and Exchange Board of India requirements may apply.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">31. Legal services: No FDI is allowed and recent court cases strive to limit the ability of foreign attorneys to provide any sort of legal services. Most foreign attorneys practice in India as legal consultants. In March of 2010, a writ of petition was filed by a Chennai-based attorney on behalf of the Association of Indian against 31 foreign law firms, the Bar Council of India, and the Ministry of External Affairs in the Madras High Court. A similar case was decided against foreign firms in December 2009 in the Bombay High Court. The Madras High Court has repeatedly delayed a decision in order to give the court more time to consult with foreign firms. The implications of these cases are unclear and the status of foreign law firms remains uncertain. The petitioner in the Madras case and other opponents to market liberalization insist U.S. attorneys should be barred from practicing law in India until there is reciprocity in the U.S. market.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">32. Lottery, Gambling, and Betting: No FDI of any form is allowed.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">33. Manufacturing: GOI approval is required for any foreign investment greater than 24 percent equity when the manufacturer is not a small or micro-sized enterprise (SME) and the entity will manufacture items reserved for the SME sector. Manufacturers in this category are subject to additional licensing and minimum export requirements. Since 1997, the government has been steadily decreasing the number of industry sectors reserved under the small scale industry (SSI) policy, from a peak of 800 industries in the late 1990s to just 21 specific goods/services today. The list can be found on the Ministry of Micro and Small and Medium Enterprises website: http://msme.nic.in/MSME_AR_ENG_2009_10.pdf.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">34. Mining: One hundred percent FDI is allowed, with automatic approval for diamonds and precious stones, gold/silver, and other mineral mining and exploration. FDI up to 100 percent is also allowed for mining and mineral separation of titanium-bearing minerals and ores, but such activity requires prior government approval.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">35. Non-Banking Financial Companies (NBFC): FDI is allowed up to 100 percent via the automatic route. In India, NBFCs include merchant banking, underwriting, portfolio management, financial consulting, stock-brokerage, asset management, venture capital, credit rating agencies, housing finance, leasing and finance, credit card businesses, foreign exchange brokerages, money changers, factoring and custodial services, investment advisory services, micro and rural credit. All investments are subject to the following minimum capitalization norms: USD 500,000 upfront for investments with up to 51 percent foreign ownership; USD 5 million upfront for investments with 51 percent to 74.9 percent ownership; USD 50 million total with 7.5 million required up-front and the remaining balance within 24 months for investments with more than 75 percent ownership. One hundred percent foreign-owned NBFCs, with a minimum capitalization of USD 50 million, are not restricted on the number of subsidiaries established for specific NBFC activities and are not required to bring in additional capital. Joint venture operating NBFCs, with up to 75 percent foreign investment, are allowed to set up subsidiaries for other NBFC activities and are also subject to the minimum capitalization norms.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">36. Pensions: No FDI is allowed in the pension sector. The Pension Fund Regulatory and Development Authority bill, which would allow FDI in the sector has lapsed and needs to be re-introduced.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">37. Petroleum: FDI limits --along with tax incentives, production sharing, and other terms and conditions–- with automatic approval vary by sub-sector as follows:</span><br />
<span style="font-size: small;">- Discovered small fields 100 percent</span><br />
<span style="font-size: small;">- Refining with domestic private company 100 percent</span><br />
<span style="font-size: small;">- Refining by public sector company* 49 percent</span><br />
<span style="font-size: small;">- Petroleum product/pipeline 100 percent</span><br />
<span style="font-size: small;">- Petrol/diesel retail outlets 100 percent</span><br />
<span style="font-size: small;">- LNG Pipeline 100 percent</span><br />
<span style="font-size: small;">- Exploration 100 percent</span><br />
<span style="font-size: small;">- Investment Financing 100 percent</span><br />
<span style="font-size: small;">- Market study and formulation 100 percent</span><br />
<span style="font-size: small;">* Needs FIPB approval and disinvestment is prohibited.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">38. Pollution Control: FDI up to 100 percent is allowed with automatic approval for equipment manufacture and for consulting and management services.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">39. Ports and harbors: FDI up to 100 percent with automatic approval is allowed in construction and manufacturing of ports and harbors.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">40. Power: FDI up to 100 percent is permitted with automatic approval in projects relating to electricity generation, transmission, distribution, power trading, and renewable energy other than nuclear reactor power plants.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">41. Print Media: Foreign investment in newspapers and news periodicals is restricted to 26 percent under the government approval route. FDI is permitted up to 100 percent in printing science and technology magazines/journals, subject to prior government approval and guidelines issued by the Ministry of Information and Broadcasting.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">42. Professional services: FDI is limited to 51 percent in most consulting and professional services, with automatic approval. Legal services, however, are not open to foreign investment.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">43. Research and Development Services: One hundred percent FDI is allowed under the automatic route.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">44. Railways: FDI is not allowed in train operations, although 100 percent FDI is permitted in auxiliary areas such as rail track construction, ownership of rolling stock, provision of container services, and container depots.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">45. Retailing: The government allows 51 percent FDI for single-brand retail (Raised to 100%; under discussions right now), subject to government approval. FDI is not allowed in any other retail activities, including multi-brand retailing (FDI has been raised to 51%; political discussions underway). However, several large multinational retailers are partnering with Indian companies to form joint-venture wholesale enterprises to avoid violating FDI rules.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">46. Roads, Highways, and Mass Rapid Transport Systems: FDI up to 100 percent is allowed with automatic approval for construction and maintenance.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">47. Satellites: FDI is limited to 74 percent for the establishment and operation of satellites with prior government approval.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">48. Security Agencies: Foreign shareholding is restricted to a maximum of 49 percent under the government approval route.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">49. Shipping: FDI is limited to 74 percent with automatic approval for water transport services.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">50. Special Economic Zones (SEZ): One hundred percent FDI is allowed automatically when establishing a SEZ and an individual unit within a SEZ. Establishing the unit is subject to Special Economic Zones Act, 2005, and the Department of Commerce.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">51. Storage and Warehouse Services: FDI up to 100 percent is allowed under the automatic route, including warehousing of agricultural products with cold storage.</span></div>
<div style="font-family: inherit; text-align: justify;">
<br />
<span style="font-size: small;">52. Telecommunications: This sensitive sector has seen enormous changes in 2010. FDI in the telecom services sector can be made directly or indirectly in the operating company or through a holding company subject to licensing and security requirements. DIPP sets the security conditions prospective investors must follow to participate in the telecom sector. When approving investment proposals, FIPB will note whether the investment is coming from countries of concern or unfriendly countries. FDI in telecom services such as basic, cellular, access services, national/international long distance, V-Sat, public mobile radio trunked services, global mobile, unified personal communication services, ISP gateways, radio-paging, and end-to-end services is limited to 74 percent and FDI proposals above 49 percent must go via the government route. One hundred percent FDI in equipment manufacturing is authorized via the automatic route. FDI in Internet service providers (ISP) without international gateways, voice-mail, and email is allowed up to 100 percent. Below 49 percent, FDI in this category is authorized via the automatic route. Above 49 percent FDI is authorized via the government route. In both cases, 26 percent divestment is required within the first five years of the investment.</span></div>
<div style="text-align: justify;">
<br />
<span style="font-family: inherit; font-size: small;">53. Trading/Wholesale: FDI of 100 percent is allowed through the automatic route for activities like exporting, bulk imports with export warehouse sales, and cash-and-carry wholesale trading. A wholesaler/cash-and-carry trader cannot open a retail shop to sell directly to consumers. In the case of test marketing, or if the items are sourced from the small-scale sector, then FIPB approval is required. Single-brand retailing is allowed subject to the FIPB approval, and the FDI limit is 51 percent.</span><br />
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</div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-79540898885491025292011-07-27T21:06:00.001+05:302011-07-27T21:08:26.806+05:30Amitabh Bachchan & Bombay Dyeing!! :)<div style="text-align: center;"><img style="width: 432px; height: 576px;" 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dQaR+2Ru7WpmEPHV0wCtqRtuNSWT6/Z5IZL7oTMtZi5FrM3k+zNJHczyX4xL76c5V9M8y+mOdy+nOVvJlnSrsXMTkhv+dSKia+YuEPHHDpmU1FrHLHGEXMUtsYRm4raVGzFxNdscs0m1mxyxcShZ8Oltnxqw6XWbGLDpXZC5lrMboTMjs9txeyNWLie5m/EwlbMbtjMRshsuaxJxaxR3KLj9jihDiLSVVDuhZR+WOmH5V4Id/VRzBjHTSphjOP6KKYNo9owqo9ixhCGwd6MYcgYhuDToumDoNYPwEvGMGAOQuYoaA3D1iho9IN6/8IchMxhwOqHzGHAHoRBM7ouef/M7F8ag0ujdwERQL1/YQ0C5jBg9i8B+vYoshpFV1QMlgejHzQGl+YwYAwu9f6FenUmtY+13qk1CED0zeXF8AKCAHr/zBicm8MLEOCooFHMkuYJ2wtjcK73z9SrE6V7LLWfK91jrXeq9dytMTi1Rufm8MwanzqjixV1vqYCK+rcGV044zO7f2oNT5zBmT06XQ3PV8PT9ehiPTpbDc/Xo7PN8GI9OruhQ18IkS+48I6+vKEDO/piOzpfj043w7PN+Gw3vrimLzajU7AddX5NX+yo883odDU43lHnN8zlSy74kgt+KYS/mkS/mkS/FCMvPLvmQy+40BdC5CUffskFr+mLF9TFC+riZnx+PTjd9U+2veNt//mL0fl2cHQzPHsxPt1cHa2vnrrb7vNN9+n26mjTfbpqP3Vajzetp7vOU7v5mdV45MHl6kTrner9C31waQwD2iigjQLqOKAOg+ooBFNdG7oGlIHJr4/DxjCkjUIAApj8Dh2z2fiKiSMODDpq0FGdimjjMJhORXQqgv1o0GNQEYOKmIADOm4xMZtJ2GzcouMmHTWpGPQ4XMJmXHPYpMMmsb3iUms+DbsWHbfouEnFTCpmjKPGOGpSMZOJW3TcZOImFTPoGGxtJoE9xjiqU1H4KziDc7hFmmy41JpNAmvWbHLLpzdcas2nr8Xs9TT/cla4mRVezgrX0/yXi9LNrPBimr+ZFV5OS9fT/Mtp6eWidD3NbyaZNZ+2uYTDJm0uYTMJk4lpw7A6CmnDsDYO66OIt42og5A6ChvjuEHHbCZlsQmHTdtc0qKTBh2z6KTNJW0mZTJxm0k5bNph0zaTAnPY9IrLrPnsms86bBob0LniMhadtJmMxWRsJmPSaZNKGVQKtuogpg7j+iihjRKwNcZJY5w0xlF9HDaGYcAxbNVh0BxF1GFQ6we1UcgbMxEYP9owbHhjyRxFjGFYH4SMfgi2xjBsDsL6IKT3gmrvUru61PoAo7A5cF81hmFrGDFHEWibg7A5iliDmDmK2FTMGEdhrBre0gJoNoYhrR/QB0FYCEG3av0LZXChDy7V4aUxDOnjsDWOGFQE2t7CFnPP4y1IcAzOAnUYNIYhgwrZVNigQtY4pI+D1jjkMCGLCkBkAMwaXdrDS3N4YQ8v7XEAQgGwhdglBhOtwcVqHNwyoR0b3dDBLRMibUMHwV4IsWsucsOGd2z4hg1fc5EXXAR6bvjoF0LshRD7+yTx1Tz91TL71SLzlZT/Ssr/fZF9OU19MUl9OU1+OU3+fZL4Qoh9Kcb/LsS/5GMvmPA1dbkbX+zGFy+oy/XwZDc8ux6drXvHTvfZunu06jyzW0+d1udO86nVeGzWHhu1R2bloV59aDef2M3PXLhAbEUfXGqjgO7Nf4UKK8OQPA5r44g2jmjjmGcRckKaVMydhEx8xaVsLmkzCZtLrriUw6dsJmHQMYOOaUxMpaM+w06FiihUBDvhT0wmabEJi03ZXNLm0rDFHofPOHzK4TM+s7m0zaUdPrMSstC2ubTFpkwmSZrubQ06oVJxg05odAJ7NDph0Ak4xmJT7nmYlMWmcOszi05adHI/S4XsVsxvp4WbWel6XrqZlXaz4s2stJ0WdpPCdlrYisWVkF3z+c0kvxKyJp806IQ8DivDiDQKqaOoQkXUUVQeh/3bUVQZRuRRVB3GlXFMGyVUKm5QKY1OmHRapeLaKIFtfZw0qJTD5cBsNgvmcLkVn8ddm82u+PxaKICt+KLFF2w2b3J5m80bbM6kszqT1cdplUobVEajM9Bj0lmTTttc2mTiJpUw6JhJJUwmjpjTqag+iulU1KKTLuz4jEUnTSYJW7h0oIaMQVQbRo1BVB/FrFFcH8WMQVQdRIxBVB9FrHHUpGLWOGqM49YoblIJe5zwbR0qbdFJg07oVByGq07F4VMZ46hFx/VRRB2EtGHYGEf3KhVWuHFYG4eNcRRHtTGOmkzcYZM2lwR8O2za4VMrLgPj3GJhMXDbFh03mZjFxGBr0FGTjpp0dMMlN1x8zcYc8OupsEOFLYgGeq49bCFady0kN2wMFNOaia6Z8JaL7/gYRjM3bGTLRXd8bMfHroX4lotu2MiaCkEE06GCGzq85aLXXOxaiN/w8R0fu+HjL6epL6fpL2bpr+TSV0r5K6X892Xhy3kO7ItJ6otJ6qXo5gowk7ujgy+Y8Ja6uKaC19TlenDu9I43vbNN/2Q3uNj1T7e9s83V8apz7LSfWfUnZu2xVn6oVj71Yi6dE6l3pg4v1XFAG4flcQhsMQhIoxBMe4NOGHTC3M+3pMOnHB5mvmubSXYlAAWSKyG9FjM2lzSZuM7GdTZucAk0nY1rTAz6b3NHp+I6FScnNoBjJWRJfKzFHBhJFotN7XFAGPabXNriMxafMbm0waZ0JglmsCkw3IUjbQJSeB73bN7EsOgkigL8tPAJN5P8dloA282KG7EIE9jhcgaV0sdJjU6pVFKjExqdUsax5SC66IeWg6g8iqpUUhnHlHFCHkWlYWw5CC/6kUU/olJJZZxQxgl5FJeGMXkUV8YJlUoabAZe0uiUzqS9M7tbk04bbAa2DpdzxMJ2UnLEgs1mTS5rs1mDzdhs1uJzjliyhaLJ5U0ub/EFiy8YbE5nshqd0egMNjQ6o1JplUrabNZkkvo4qVNxg0qZTNKk07DVqbg2SuhUHF416TQwzmIyYNA26bRBpVANmVTKotMW6KZx0oAzj5M65ddN+jhpjjMmnbbpnM1mHSZvs1n8v8NlAeDKo6g2SpgMLFEpg07oVBRQaNAJlY5q45g8DmvjmErFdSqujGM6FdfohMWmDDZl0mmNThhUSmeS2AaIG2zKYjIGmzLohMbETCaps3GLTRlcwmJT7qLLxh06blARVHb6OAwO+4pJ2GwctuDOb7gUuvPWOKKNQtY4YrPRLZ9a8fE1m7DZ6IqJr/j4tZi6maR3QnInJHdcas3GINq441LXEOObpF+I2Z2QvObT0Aa/+2ae/3JR+nJRhO0X88LLWf7LWeHFJA0xu2s2dcMnd2x8Q4d3bHQ7DkHW0ulf2Fcnq/6F0ztddc+czrHTOV51jtfdk3X3xGkfWc3P7dZzq/3UUy79y+XVudS7kAcBdRSSRsHFIDAfBOaDwHIUkqmYyiRgyml0SqMTJpdGw4kKbZic0N4fwKZQTQACTCYJqIItzFXkF8wNg82YXNbic7aQB4O2IxZIW02KvmNMLgtGngT7oWHwWVPIGXwWTOcyOpeBtink7EnBmRYtMW8KOUvM48nx/Aab0Zm0b26YdNpiMjB54N0BAfAxPMuhwSxVqbQyTslUQh6nFDqp0hmFTkqj5HwQmfdjsJ32QpNueNYPLwZxeZxS6QyaxmTRdDans7nbbbfn1tYWigaXN9icARARirZQtISiJebR4CrpXEZj0yqTMvisPSmYQk5j0zKVUOikxqa9yZzW6JTOZHUmDVuDzUHbYDMmlze5rMnldSZLXgS4DnApDCoDashichaTM+msSWcNKqOP0xqdMqiMRqf0cRp0k8HmLCZnsDmLyRtszmYLJpe3mLzOZFUqDVdApTMKlVaZlEZnZCoBKATUanRKZ5IACI1OqUxCo1MKHVeppEIncasyKY1OqUxKZ7IamzbYnM5lsG3wWZPL49bic6aQsficwadNLmvw8L2nTCZpc8kVlzGZuD6KKcOQMY6DMwtbh09thNxazKy4jMUmbCaFKmnNp1dCes2nV0LKYZMWG3fYpMMnHTZp0FGLiTlcYjvJbMT0lk87XMIHKYdL+NprPr3iUishvRFyWzG7mxRuZoWXi9KXUuUrqfLlovhyVng5y38xLXwxzb8QszdCZssmIWu5Y+MbOroeBlaD4Gpwue4HV/0Lp3e+vnLN6Zza7SOnc2pfnbhwWV6dzzqn8+6Z1L+URkFpFFyOQstRSKYiCh1VmYTGJr1VPa3RKQAKaSRccM0HaWB6WAFz+Iy3bsRxSzovFpvSmTRyAdFg8TlAyXpaWk9Lq0kRDV71MQga0CaJoDNpU8gBNXwG/faksJ6X1/OyMy3ak4I9KZBwIc92e+0FvsBnNtgMrJ/wpt7Ey+JcUqm0PEouhwlplASTxymwxSA+78dmvei8H1sOE3AMYEVncwaXBzOBCGLJEorQsMWSyRdMvgAHAF8ANKQBbuAAPCH8ockXyOuDcAG+AHwBLiqT0ti0zgE48kAKaGMP/n/hJePw85AHaHSG/FvkiyuRvK1KpVU6ozNZnc0ZTF5jcjqd05icweQNrmCyBYMraIx7fhcuHogVKi2PUyBnYAEDdQOUBFOZFLbhf+274HBtoYHX3CKgDNcHFy2NTRusK7dNJqmNY+ooCsLcp3A3kzzIcFyMcT2GIIDJJE0mbnPJtZghXYTNJLuZZDdCZiWkIRyx5tNrMQNhCodNOnwK2oAVn7SH0NtGyG2E3JpPr/n0Tsi8mOZfzgovIUQoZF+I2S/E3Eshe8OlodBhMwo7/YDTDzhXl07vHGx9dW5fna0Hl6vBpQuXWed00jqetk9mvfPlMCCNgtI4rNBRhY4DWXQuBQbLrylkLDFriVl7koOGKWQMPm2JWYNP61zK4NPQo3Mpk0sjVtBzAc2CUoV8yebSBpshZwJ+r7ZYcibl1bSynlVJg34w+LLRoMcSiiZfwBPuZxFfcIeFZ9CDp3Kn7m0GeahCxLjCfpzUx0mDzZCrvcamNSaLo1xjciqdVemsQmXkcVoapaRRcjlOLsdJiUqBLUaJ+TA+G8QWo4REpRQmo7JZjcvpfN4QChqX1/mCIRRNsWRNymCmWHJmVXtagbYplgyhqPPuwWDYo7I5MPJV7xgXLsAX31TxaT3oQZaR5gMZuWtwBY3La1xeZ/Mak8MLYnAFNJMtGExep3MaldVZ92CVzal0VmGyGpPTuLzOFlWmoNJ5hc5rTEHnSiZfhv8j/DcVJivTGZXNaUxWpTPyOAUQV6g0fCqFSkujJMAFvyk4WKUzPuZaQtESSpZQMoQiXHzi+pesSckUi6QZQsEQCqBoXD3rDRJAG7lqwpLpiAVbyOOCSq6RJgfrU9Lk0o6YW03yjpgjG2sxZwvZlZC1hexazK0m+ZWQtWBa8RmHz8DWEQ9Ou18jidCkw6Y3Qm43Kewmha2YvRaz12L2hZgD23GpNR1fjaJmL2j1Q04/BFWmdu9y1QtAObs1CLhwmXfPJq1joX08vTpbDC6lUVCmIioTk8ZRaXyAGNfjEDJAFjDkiz3JAVNMIYNwMfi0+aqAxT5y4dHH/e9xaXLVhXFJrtIAl828tpnXtos6aZt5bTWt4EoCjFhNK0iK2ygh54MlFH2zwiWRN9n2M43N7HUQnSbJAopaY9MamyaHLOHI5Hwm0xmZTst0WmEyCpOR6TRSBjo1LkcaQgFGOXIBgOIzkizYo7I5hckqTFbj8rcPu+0ZkS4kihcUNbfhQq4Kt3UTTn6Ny/suhc7mdTaPcAFtgp8csegykStpbBFM50oGXwaDVwEuCpMFuIBsARkoj1PIO5XOwJflovPw85PrkMkXTL6IcDnkS8malAyhAFixJiV7WgZzJmVbyDtcDlYgMFCy7lLNZW0hDxrcEQsWn7OFoi0UfXrZFvLuYsa7TEHDXUfM2ULWFrLIHRv4ImSxsZrkSdUPOINwPgY0bS694jJgDpveCZmdkAauFfoAACAASURBVLnmM9d85kbIXvOZDZNcUTGAiz0I24MwlBc5/QBWpbtwWVydzzqnYudk1jufDy+XY1e5LMahJRWGmAvAxeDTrh4h+IINZ5oHypByxhRcp8kXLgWPyfWbxJwj5sCTsvgMTnuf1iDhAgZ82S0bYN8MF9QypDDxqRh4U0SbG9TgMhqX0fms7ukRkCSu++ZhBQxcd4VNyHRSohISlVCYlMpmVTYLAuRAL3AlnS/AjPIt4yqdxU7yVdg1uILJF02+aHAF2EUjX3UPuAUXnKWogKAf2j71h1/HbbkHV4mEGp7K946v7HH54hn+R/CTw3/HJ8TgAmpcHmliChUwgy9rbBEPUL31SaUzoFkWg/hiEJdGSfAKXVFwiE5EzC2yeP99Ty1ak7I9rdjTij0tO7MKIMZlyqwCtppWHLG04ovoOZLOoO4tYDgmoU2uhTjmbbHk+umTgjMtrmYl0tbz8mpWQl/emRahbYl56IGGM3WxArEFX/jSEQs+P8NmUjs+t+WyGzaz5bI7PrcTMlDMZQ7C1jBijyJYTQq1SFC/7sVcehfz7tn06mzev1iOgxLlRltkJqqwMdItAtPYJDhBaEAWgAsJHTRAjMGnDTalsUmdSUIcB/wmS8w6Ys4Ss7aQtSc5ckCjZoGrjG4RIAOMdJFIjqymFTDSx8Gv7eucIzjhaloBT0pjsiqbBr5oXuhBZVIqk3LFyzipjRKuQ0RB/C8BcFmO48txXKaTIEkAMfu5BHDhSiQXEC4ak8Me5Mt+YffYgfQxuIIllLAfBLx7jDeryVlKznbox3XYFuHCwnUrWwJM9bzJF73Vu2gJJZN3P94r2YGaCHvQj/MRB//QFsto+PkNbn9an0OHWLHEqj2pWWL1NlxgcVKoNGgWVC7g9UB+gPT7MM6iszkfYfeC9/ByWZMyAmU1ryJWXPEillaTMmT3fZFs17g84gOWRt+IhQEJUn0zr0E0EGiyWVQgPrhZVLbLKuySxAGskO1vhstqUoTQDxiAZs1nN2xmzaT3xibXbNIZx+xR1BqGwYxhyBhcav0LcxAyhh5cFr3T+dXJ9OpsOQzIdFhhIgoTUdmoxic0PmHwSYNPgmDRmaRGJwAu6PsAaJxpfjUroJBxpnmUM/YkZ06ylpg1xIwpZHQhrXMpjU8ZfFrjUzqXMsSMJWbNifeHt75OxArKFl94BV9FI4lDkmg1rYDstPgCmW21haIjlhyxtJ5WtvPadl5bTcoWXzD5AqlcDEK8IFyQLPo4qYwToFwUJiXTSZlOgnLxwcWdUXzZFCowkSyhBMFIIAuqFdxF1uDyrrN51DgmXySnJdm+FSDYB2V809419wxVWyxbQsUSSiZfNvkiuTVcJpZMvkjikoSLDzeuLJpWfJ347s6kQhp8fpMvmmJJF0uaUFT5gsLlFS6v8gWVL2hCURdLulgxJlUwTSjrXEnzNC/p+yyHicUgvhwmIFVPZiT9ssWjzO0QnhsyJ64eOEEgWFbzKhiQxZqUTDFvCrnVpIzZfWSKSQSJER8wVlfT6mpa9a5DmRz5cAz0bOa1zaKCsmWzqICRfAH9QiYoAC7raWkzK29mZYj1eFZAQ59rM8mvuNyGzW3Y3JrJruiUQyWhSH3NJq1xFAqv9UFQG4WgmFDrBxSMucy6x7Pu8ax3Lo2CKhvVuJhrbFznEgafNIUUwEWjEyoV94VswUuyJzmACwBiNSuAllnNCuYk+3WmC2ldSBtiBsycZK1J4ZVxWQCET7aQr+Kl94VjXN4TbtRmVl1PK6tJ2XNuXcNBYIslRyxZgJtJWefzhpAzhIIh5Ey+sI9uQkyXSqFpo4Q0jMlUQmETKptWmJTKpnU+q3E5IAvAxQ1tTMr2pOZM6ziXfEoEgr4KlSFZo1AZ0nEAXYNkgQkJDTinLZZfJeMr9rRCqhiEiym6wQvTBV/FFCqm12PwZQMiHUxBY4smX7bEKjh3Bl82xZIlVq1J2RQqhlDEfnQATcF9Xw2UCEEW6AfdBFsw6DSnFWNS1cWSJpQ1oaiLFa9d1oSyLlYAMbpY0QSI6UIAOKuzeYPLa0xOHqfm/Zg0Sqp0RmfSGp1RqaSbPoekMl+wxLwlFE34lrn8LaaAbClC1Jy4nmVnVkXNAoIF47uG4CkgEONemsz4/4KLZ69w6kHdwMB2pkVLKDrT4mpaWc/L61l1NSs5kzL0gMYB6CBcvKxrZTMrb2ZVoMx2XtnOK9t5aTuvrKfgIuUgHLMRCtdC8UYsXQvFDZtZ0SmHjjt0fMunbSqm9gJy91zuX2qjkD4Oa6OQMiDgsrg6X1ydLwaXChXWGLeaVmNiGp1APwjCLmCvCHDyWYPPoh+I7h+Wivj+hPxDsseNIBIJP1e2zCrEslCFtAh+x/A1rGe19ayG1LfF8npW28zr20Vju2jgS3AY7IJYgJkJPe6CSQxxjNiZYskQwH/xFkbarcswqIw2SmkjqMJIHWQf2LTKpCCaeBg0KVlCBYyc8DC9MR4BLsA+MMnlNS6/Dy4wBZUp6FwJUEU6PqAR3As1qVli1RKrGJtAb8Kd+XwBuWNNygZf1sWKPamZ05opVFw5IJRNoaaLNVOoaUJV5yoqXzH4qi7WjEldFysqX1H5kspXNKGsizVfjyZUoa3yJV2saJMKbtFAfZhCRRf3nxA+tiVWLbFuChWDr+pcyeCrplDRhCqYLtaw7bGmZPBllS9obFHj8rCVqLTCZHV3dBU0BmJbGZXO6mzOEkroAMIFXM1rMNjAzGnFmpR1sWROa2jWrG7NqrC15zVrVjWnFTBjWtInxX2UV3C3hlAw+YLO5zUuZwgFUD37GM28So7Vzby+mdediStvnUkFO8G2i7ozqwLgNsv6VmquF/CxK7BFbOGq7Kl7WG6JlMi8tp1XPNy42920vBEKu0lpNyltxSLcLOJWojPpFZ2yRnGtH8Q7WuXuxbJ7Ifc8uEj9y2XvYt6/WA4D8jgMptJRiLzqXEplEmRO+uvqRECDkS4fGVUiUw8kTTDahAEnMhTiCpN5dTWvrhe19aK2mu8NvnXEPAkX39eA7Niv554bAo4GLPXOpHJ7hcc5bwhuANWV3FDBQWX0cVodJtVhUhulVCqtjPdwcWM0RJ7IC5qUTR6cjso3+CyvjE1gIHMfziSYgmxyxdG0Yol1S6zDRIXwBBhAitQOQCiYnzB5UA7oYsWY1MHIyayLNTCyDabyFWLOu6byFZkvynxREUqKUFLFsiqWScSQrHE/qlC3hbol1k2hpnMVtNvv6Jl7Bk0oK1xRZguQTkI6k1lw+EZIp9Lki0hnXMCMSdlwBVTZmtVvmz1vWLMqCRfgizHdZ5HQh/o6A9WDwxUH8GpahfHpI4v76rzmzKqreW2zbGyl5npRJ+cIKeS9wA3JpsZu2XRTIov6zkVMbTuvbWZVsK1Y3E1K19PyblLaCDnIIq357IpOAV+MQVTuXoApV5cHcFkOA7Pe+fTqbNY7n/cvoerfBxeFjmts0pePRDRgrIhsY9gJEYMQ8UkVNPeY2+HbedXj8TeZHzrzms/clfwWXMAvQEEEaz5KJOw3xRImaHQ2j9VfyjilDpPKIKEOk8o4RcIFsxUKlQYHx3NqXLjYYnUfSSVGM1LmtkHaFTEBazuABrwSnS9AmtmNcbhQcAMT3npbJ6cxTAZNKCpcHo7xmTWrI1yQL4gVaOOrABEfffBIgAvJF9K7IT5SDSatPWkAWQy+avBVbJCAO/xsrgjSxQrCBbw2jAoj5eHrsITSfv0Q9nDBLwK+HRhUh7LFJYsPLtB2dw/JQuoUe1omX4WXAC5goLuhB2U42bOZ15EmW6m5lZqbZcPFyrKxWTZ85RrbxX65Rb4AdAAuPsRs5zUgy82scj0tb8U83Oy6EXI2k1pxmQ2bsUZxtRdAuEhXl3u4LAaX06szsXMyvTqb9S4Wg8ArlQtqFiwK8NGBBA3JF2jcRsztP3EJdRijBbigQ3QbHGTPelEnjYQ62Gpewy8PVYw9rfjOhmSxJuUDL8xLwRhcwS059eACykWBKn4mBaZQafCJpFFSGqWgVAzhYotVZ1LzqSRyTJOGwgTWYVOokAIE5o8lVlG5ADFNoeJbzxExh7ipmtOKLpZUvoD9PhjB1DWnDYALTmmVrwBKSIiofOVrZEVNm1TAQLbchgv5ptasbk8aABRTqNmThjNtAm7wfX1vjcrLmFRVvqRw7pVxZvuLs2eKJ1VInUgqF3KlgQGGl4X8kNasDm4RGnpJt+UJkgVDMxAPBm3uc4t2yyaYpzKaABfXlo3NsgGjHeECuzu5tZWaIFgw5riZ1/DP93iaVVfTCgkXki+7aZmEC9TyboScRSdXXGbLZR0qaQzDWj8IiFl2L6Qrr85l3r+YXp1Nuqez3vliEMD7FUGtQMwFS78Nfl/3YQg50qxJwZ4Wb5s1KbzyJWdWWs3LYM6shLtkhJwMkpH4WC0bYGupSTIFIUJeaNiFa40vkV8D/iEuAgAUckof5AjcjG/B4PJYy783JqUwKUg/Q1GcVxeXxtISNwntaY3bdluw7CcAV3LTTF5IwuDLZBUZogeiKqTc8E3gW1Yxp65DgRMe5xLQxJw2gC/IGtLrue0l+fSOLtb0aRUMKQPmI9peIHiyBeFizZr4vreVEYR1ULxoQhmuhjOtA3z3DiO4PEJRI0wnnMTbctiZ+bECssWeN5xF0543gCkIGtNjE6lJfSrVnlacWcUly8K/ZJKjGkavb3e7bK+WLWfRXEtt8tVrpb2TW+4UIJyja6mFkPJ0UG1DSBWfZ7SdlIAvu0nJBxeHTUOWesUkbCpmDMPgFi0653vlMuudz3rni8HlchhEvmD5HMLFtUOmmGIejAQE8oKEC/RAJ+6SB7u7XnGK41UQfDNcSKlCkgUuLokSuNBkmzTEDQkXX3W8u7JxBYNzi+58N8iodEZlUiqbhoJ9qNkHO0jWetWlbh3d11SdkEmcPdqIYCfJFySLwZftSW01azjTusGXrZk7G9E5Ar5gVIXUL/Z8H2rxKYhXwgWRcdtD8ZFl708dMgVZ4yML7kLMyBRqaD5skZ9HF2skE70zVDGq7YupYTxFF0sYWHHdH7EEknbtBk09FhA08dkr4XLgkh9mmhBeBwHdRZ1c5JBuuEziAHbbcgfgslq2yJdw8G+8KtNrqXkjtwAuSBaAyxo4ckiW9bSynla2k9J2UvJiunngy/4xQEx6zaThwUY2FdMHIenq8pvgMh8EFsOgV/vv6nwo9Db5At5J4at39mXjUP7dVoMgCMkqaZ9oJJnizPY+y2pes+c1Z1H3rLlatjaL1nreJG2zaG0Wre2yDUYesFm0VssGcYa6Pa/BUPDhZjWvueIF5u2tynov/pLDol59X9Sbw1uBDKHwCgFyyAKf9CCrTslEj3ukWNLFEs4cDF6SZkwghdE0JvVDuNRxnfedAf7ECx/U9yEPz5AspGeETtBt58i1SR1NE2s+872q3yKRj1a+OAt+HtLIM5BhaZUvwZUxpzWY5G4obVozZq6RMIULAsMGVA/4obdocmCHId66Oa0dvnoQ9IXBbM9rSDdrViVHIEkWEi4H+oWAC5iPQciaa6V9rbT9jpXnFm0O+YJw2U3LwJftpLSdFjYTFy4QefHyR8kVl1qzSYeO64OQ3L04cIvgxqLlMLgcBhfDIDxsQaHjCp2UqYRMJTQ2jXDZ35clFMhYFOlGYuftIBYcQxIEOn09nmCpksrwQLNI7bXUhq9/NWuAIUScaR128aXNorWRO/Dnjid/4Nslv1R4u72EgZzFoay1JmWvrJa4jwbg4t0EhJqFLI1H9UGmb24LEB9i0PfRuZIn4MuIFZUvwcwhQWNMqsCUV+JAE6o+uJBSBYUDuWtOGySnkCkyWwJTuDJSRuHKXwcXY9pAe8Wrt90ojyPIF9gl0UPCBT+hOW0gJiBzhB7TXhXOqoAVfVoFuJBmzxsIF3Cs1vOmDyJwfZBK2LjNGnveINczY1IGuFizKkS7dLFkvSqAiGmgVzr1W6ULcAG+OIvmbe/pQNFLLfSMPP+ovpnXkCwQcCHhsucLPJxIzG+E3FbM7yaFjZBz2LRFxx02ueXTWz5tjiIKxlxAtrjWv5wPAotheDmKYL2GyqTg9jkgwsFNn4eIuZ1XQ6xgocpqXoWT+IqmMbLlneFAOq4X9bXUdBbuVwUe5lpq42UlyQ1LCs4Q9IfhD51F0142Ham1kttg8Co5l3DOY3W5M62D2ZMa+ur7u13cpGZOZw9uLPQlkvdtT62AYMEGyRdULiRZdK4EyoXMrQBNIHgJMxxn3StjH7iqk7IFpQq5eh9mRvZkQcGicGWFK0tMUWZLiBWXNXxFFaooT/ZAmbfBtFlLnzT1SVMTG2AKX5O5qiY2DLFpiE1daOhCAwQRyZdvVjevOuDVUSQwfVpVZ55rNquZ87qLG7ECfEF1DEuUs2haiwYeBn/yDeYs2qtlBy4snBAGISS2IbUEbVAut1MTpEe/k1sYPUS4gHjBuQAgQ5rAn5DK5ZbtU9HXy8b1soEB3d2i7oMLPhrCe0qDq1wcNrnm0xshY42j5ijyariAQyRTMfI5F1C97t3y7wp+3z3mpF9DouTQn6xhfTTZid4T4RNVDsiyqHtJvrqzaG7kDlxQnwPsu8Tk1+kuI4sGmL10EWMv3S+DjALe1gv7m27ZIla7A1kUxr0byH1GEVFPQZbAHYDmUKGQt/ZCdRxkf5BBWDKnsUWvBN5VK6hcFK6ocEVfDuV2WARxA3DxFblitOV2wsgnf0i+AE3gfZE4MldGvpBOkDJpgMliXRXqqlBX+JrC1wAuCl9ThbouNDS+rnI1ja9/cyiHpAmpdA7Fjj8btVdt06o+rSrTfQAIkYFrGAw28K9XyxaMGeALGu7eJo41azqLNo5MGLQQ4cK8kj2vYQ6bHPM+2ywbSIq9NpE7uNC6Wl5qQ/zlFT7UsrG5VSkDuaQtkY0mgy/Xs4oPLsAXIAvcOX3w+Go2uWISHlwGF7PBxbR/Pu3v4QLRFpVJeU8D2N9xByoGQEDGR0iyYOh7vaiRKT3Sn/QFOECn+JLBblhrUV8tXWVhzxtrqb1Vululu5ba9rzhSC2QIWuls1Y6G7W7VjogSWAQAEfg64etvnDtYJHZ51yrZLAD57Bbq4qlsYfPRiGZQsLllU9OOSCLUPa4sGeEwhVJPSKzBYnJS0xeZgsSk5WYrMzmEDFgOL01oapyNYWtanzdEF1poApVha+AoaDQxJrb6dWzYWIY351Y7f2z1+ULV1PYqsJWgQUqV5O5KmgQha/J4p4myqShTpuyWPcZIEYTG9AA3EhsRWIrgBsgDjTgtKpQJ9XNQdsji8+D8zHFF1Em4YJDwl42YVyt5L1GJofTgc2apK8HbXPW9ODSQQO4eEtjDX0la1Z1FnUfXFDIwPY2MpAmpK2lNnxa30nWi/qtVFEds0UkXLCI7mZe3fPFe2YrIAbjL/B4fNAv4Bx5Ad1RYD689MFFpmJQXeo9qSiPql5ls4ZQQHmCwuS2+4P1KbdlCMY1wJxZFeGC/fss4KLuLOqkKsH1ZC253z1gBQ1A4woTbzSAAVa0eU2b12BUwfBCJxnggiVqB0s66Z7wB3xBOUPelUs+2eDgLmHvJFBrTwZNSPWOIRWZLYApXFFmcx5ZCodx3H1Vm8rVYKrrgutxqEIVDXQEiZtXwgW5BuB7JVx0saZyNZmpyEzFBxeXCJOGOm2S5iOLMmmgW4RwkbnqkilLbIWUNjJXBYNdBAo0zEkLGkgWe94CvkC58NfBBbUGYAUGCeoRWLdQrZBM8SuUeQv4glEk4Is9bzmLtj1vQUgIVAyob2fRJOHixgEJmpABXV9a2p04izoJF1DopHPkiwdvlo0buU2GXbYLt9AO3SJULhCFQbjspuXdrLibFQEu0L6eFuGZUhshAwbPf9krl2n/fNI7m/TOZv1LDOXCrXeeQ0Tc+S4WjGnJmlesecWclaHG2ZyVbxsc46ssIi8lmjWrgs9pz2ukSwmKEYyMsJBBE1AuBzEUqWUvmwAdhAsiBuGizqrypCyJJVUswyAD/YIF7+7dN0R0g1QWcJOuzOZASqCaAIkBtqRzIDdQm3hTd19VQb7jbbjgm+IkP7wzeM8CdyIJDY2vo6lcDUSBJjb0SZOMngJoSDkDJbM+Vwvf1+dYYUBXYasyU5HoMugXha1KbAX1BcDF9YOmDWXWXPLVJV+VhBqaT7+AfwQnUYW6Nmup0yaix/uPuIZksaZta9o2Jy0kCxjARfOQiplvFCxktAXxAbv2smnJLVtpW3LLlJrGsnFbsFiLhjVvWfOWvWjbizYixpg2jGnLmO4/GKgqe94C/QJwwQI8mBEQWCSTmCBnyBQEJiL2i67UXUldZ9lBuJAu0lpqkzEXIIsPLpt5DaItN1KT5AvccLSdV65nletZ5XpeIuECv2xxMytdT/PX0/xukttNcvDkOu+3ontn4tWp0D2Z9M7mg4BMRaC8BZ4YINNpVC6uTVygwK1Z+qSoiQVNLEBbnxSRNa+EC141bH8zXIhKajfi6Cya5EqCfCHJ4ltzAEaO1EK46Is6wgXWbYSLG3aZuvWvPrigIVmWdGZBpZd0BgxRgr6M587kCb4UMfUIcIH+b3CLULkAXDwrouRxFm1r1gS4gIOAcFGFuj5pGtMWrKtAFlK8yFxZ5soSV1iyByhE04QyxmvRZLYkMUWFrUp0eUmVJLoMEgY8GnSL0KRJXZrUfUxB/QIKBf0jECkIl1eS5ZVwua1cXA8OjKis8RlGcxE6xqxmLBtgOGx8YTt72XSWHWfZcaf3skNQpm3O2rrQMCct1wghA069Fxas7ZXLYRIT4bKWmmupuZFba6l5QJllZyV11/LVSuoCSjZyZ6t0d+rVtdYDe6F1X2jdG7Vzo3Zu5DYYQZnGziPLK+GymZVvKxf4ZYvrafF6WgSyuIghlcu0fy5enYpXp9P++XIUgodyq0xCohIynfSKwfJ4Wz1EtiFn4dV0lvD5GjBhDu6t8AyB4pZFE1oGA1r2vEYWs3nnce+Fweg9YMKY1bRJBQWLT7nchou9bJrzujqrqvOatqgrr1IuZGYRckO38zKH0z4HTEG+kNMSuaBwRYALqVzgWmGVuidMXtFAuMisK5eAazJbwPQqrNKG2ETZ4mZbCEUA8xZoAluJLUlsackUF3RhTmdnVAbU1m24IFAg6wxkWdIFH1wkugweDcgTxMpSrIHJYhNNmbT2xjdkrq7wDU1saWJL4RsSW5PYGoR+gUfkf8SYthAupFtkCg1T2Ffl7OPZXwMXzBn5FI08KSvTijqrggftDpt5DRcqNKAJyIe1fLWWr1ZSz1le2YuuvegCXIB91rRtzzpQf4QJTXt+IEZ88sQmarvcknRfLYUHl7V8BXDZKt1rrQdxSUAMkAXKSl8onRfKHjE3cvtGbt3IrW9QLptZGR8lBUxxY7pe5GUrZsF2kxw8E9OrcyECLstRSKHjbnkLnYQMkc7nMQxpiVWEC7AAuEDOFtR1wB0gzm24YA9cKbKsyDkgS5UsFgDfEsgCg2C/gOCXDcpl2VnJ7ZXUhe8elhRt1pCnFYCLOq8p04o8KcOAU8UyDDUIXsLQxFwDegq++AipX8A5wsmJ+gW1APo++LgjY+KGVMj5DFUq6I+Q7gmJGxBEmlCGhdrNj4hNXWhAzAXiEehQQNhCYitAEwAK2pzKz6jMdJxe0jnfW2MeCjXLPiXElnxwWTLlJVOWuTKQBR0iV7ZM6kveNUlokAZwkbm6KjQBLkumuqArJFxQuSBc9ElbFxq60NKFhsY3Nb6uczWDP8hqHbhFk7qPI+Cb6JO6Nqm4ftOkDikkIAtqFg2Ui9QBhYLrFrhCOMk3Sm+jDDbKYCX1VlIPgGLPOsgXr/4IqodqEH9ZS00vBNNcuWFaqFup3xb7JHEcqbVWOhult1Y6GM3dKl3Q+J6QaW+I219emYq+JoyM6e4W1c2s7D5tV8iuxRzEdPGBdWsxB9EW4MuLaf6FmPPgMgrOhoHZMDAfBRfjyGIUW47j8GhoXzDSLWqc17x7z6vOgeeyL+gkcUCGlw5Kj7yAGURe3aIAT1+YUzdUBurUWjSQEfAtggq15i1L6pjLtrlsW1LHUa4c5cqSOsaiZS67ltSxpCtz2TUWHSyvkGY1ZdFQl01t0VSndWXiVnYdVJF7qlsTGzKZVfXuuANPShFK3t29BUUoyHx+yWbndHbB5CSuIHGFV9wB7IEMdvWpP86KgUBM5fiCI6A10GSuDAFOr2CkpYktfdLWJ21NbKlCEwOiCl8jnaA5lV/QBaDMks0vmJxrVBqCRzK7p6TE5DW2rDIllamgyVRpMS7KTGVOFWfjAjBF5spLpjjn8pJQkcWqLFYlobYUa0uhIYlNSWxKQkMVmqrQRJoofAN20fBVia15AZo9hg4kj9jWxJYmtFWhqXJNhT10CQnIYiIJ81wuKN3LW5O5ssRWZK6sCvuKYW3W0OdNbdZQp3V3tMxaxqJjLDr6vOnmgwAukLKUr7Zqf6f2d2p/q/Q28hUZ34WD4Xg0N16zbNqLNoxziOPYy+ZK6pLqG5Q1JoNcxEiNldxcK52N2kZbKy3YOlLDXtbBQPighNkX1y0a20XjWmpeS014FjX5mGp4mhQ8tg5+IBR/I2j/q0FcCvLQGyFzM8ndTDy4zIaB6eByOricj4Lw2Ff4OQv3ZxkOf5sC7sUAnYLKxbN9sQlZGf11cEHHFcKuCBdQJQAUjJ/BpQe4EOKz6yw76tQdAcaiBZSB7x6xYiw65rJnLnvG4kpbtOVZU1o0NKmlL1swaOBbd8ccxEGJzKjCu7FPd9p7igkAQSCjTHKHxJCPLHAG2DXndczd+CiDHCHjI7CVuTKmTsgciirUgSzGtKNP2qrQlLn6bbi8AlJcYW9MFgLGABdQXks6J1MFmSrIVEmmSgpdlqmSNC7OR4UlrgQcOwAAIABJREFUU55TxTlVBFTNqfyUyc65/FIoLoWiJFQkobLg6wu+vvQUCokPEi6wK7E1bEhsbc6WF1wF9c4SziM2ZaGFpvItlW/pQlsXWqBiSL6gh4h8Iet0yAyUW2UzaZqzNnzd+rxJwkWd1vV511z2YHQBKQAWrnZedpxlZy11wTbyFRni3aPEC/1iDwZrjEXLWLSseWs/1InSisPyUVAujZXcvG1rpbWSmwgXl0FS0y2lI267OyilO4TLelaFZ2K6j6qbFuDZuvD4boQLpqLhZ4+ImEvvYtq7mA4uF+OQ90zptMpm4cldB1UbfAF8nFfCBd0WsnYWHZnbd3mRUTESIliQQiaDVnIbY/JkBMtZdoAsoFw8FdM1l11LukLBYkl9Wx6Yyx7ARVk09GVLX7Zg3LiLD1kkti9Lb2KqxZy1rXkHxwpCwRU+87oxbejTKplKQBL5shIQLYJAD0ZYycQNAZEyLKEkXAirkWlarEbzwitNhW8cpnJdFYYnd8MuhMiCOA46a5j2WtIFMIkpQkmu6w0RkFoyxQWTW7J5mS/OufyCLyz58pIvk2hAoPjggnGWJVNFvih8Y85WF1ztNlwUsa2IbYSLJrR1oW2IbYTLQSUeBqFulfOiLEWyG9OGNW9pswYaaBZlUkO42HLPkq6QLMa04WYYADTzlrNorxZX62UPHHPoR7JADxpKcmfZgWUS4bKSuqBcEC4wxYiqlsbXGZFRcuPBJFz2zwlYNA4eSec9pcF9FrUHl93CzUlDwIX8pUP4aWOXL2xyzSb3cJlcnZNwAeWyHKdQvLgmFHWxhG4RxmJ92RwfX15Z5ANxEzSybAmTgr6IrA/zQHpr3jKXbVvurtTeSu3ZsusKgQFcQLlYUt9c9vR5W57W5HldnTe0RROGjntaL7lgeosMGJDFmLaseQdCdLjmkBVTuEvWPpAFFGRWApQLuEXknTU+/UIqJvSSDitfDypEiKgK5HFhxrroWTJlcIJIFqBbhMqFjEAv6RxhBTT3fiKmIh94ZxXCTyzN2Nycyy/58pKvkmgAPQLsQMoofAOlFkkcVWgCWQ4CNGJTnrS0aVeddNRJRxHbmtAGuOhCW+ObJFxI2UJ6Rnv/yDPEtz6pm7PmbbIAXLQZCOGuseiYszaOBHckwygFvsy7q4W7BMJYRbIgXOB4Ei6gvnHXXrRhIJHV5OgirKW270ZcX14JbKu0wTaYkCb0i/dsl4Nn1nkP9K2QcLmZV2/m1et5CWMuJFwsOm7RcZuK2VTMc4v6l9PeBURzl+P4YhTzfv0vjXBRPNliTiuQOSbv6fRisf5Qi1vGQ9zyQ94HdFu2wNcDi7yv6ECfVg8cVFJYetEWIIuxaBmLDogXNHCOwJRZXZ03QO+Aued04VKD22RdOkyhRqttTjr27MqZd515F4JzsD3IVnh3svjK573noRw8SGV/h4tHMTJPjCIFxvpBNS1RU394t7GbwZXYCuRrQMsAayS2sqBLs3FhNi5gtAXiuAfBF6YIKEHBsqCyCyq7pHMLKj8f5+bj3ILKo35Z0oUFlYcDZLYAvp4ilCSuAOf0qnXraEum6tMmGMf1aRmwV0R/xaY8aanTtjpta7OONusYk64udgAuKtfQ+CbpHx2U2HmFdvuCQK+sFlUhwAWHByLGGzNdcLHd26Pmfg1CWNdZXiEmDlZEL1JD+kruAXLXlrtkVBEOcyW8d8sL3uziuz8Ab4DG2Aq0X2hdFCzQAwfg3Ub4BPvbcMFfI9lNy1Dtcj0v3YaLSSVMKmGN4tYo7lXoDoP4s/MIF5lOy3QGbopR2ZzM5lS+AEFcuKET25j6gSCT725RyLT5oi1uDwEXUsK44VuiHzrxO/N9TxhtwcgucgTJguPAWHTUeYOEi7HwBoQrXurw2VzkzZoIF2va9YX9seT80Jl/Reqa7PQ/e5Xw23GIo7KQvDsAb2kWv9IhAweIGDBoA1ymo/xsnJtTeYQLUGCvZegcwAIMwQGaZUHlSbhITBHpA3ABUSZx7jm/Di4kX0DLYKfE1lDOyNxBaukg5iI2lUkL+GJMusaka4gdQ+wAXDy+NLAKBotNDLF58AwazwX2KRcYG2jeLqmCuzCiYDT6vBtn2YFsNNmDvECp6wvE2Iu2JXVIuKBt1O5Wu/LdA41w8WHlRu3snxTl3cEIpfBYKO+LuZBwIZ9fhz/MaAv5jVjEahfyt40cNo18OYCLNA4vhsHFMCiNw/B0BYi5IFYgw6pwebglHAveDp7lN6uC70M+lQuW61c+0BgCuljYhqAxZjVwL8laOPeYw5gLwgW/fiCLuWzDUDi0NnEzbsMtW5hVSffnYPFBSTVruqVZYhOGJpFKbOwH6L4ivkKmP8mnnGA2iry92Jw2zFkbsqpeEYoLCNAaS6aMt+p4YmQfc/FiKDUsafXBBU5Cipc5VYQeEi5ktQvokaXXAJQoXnQGBQ4JI4nJQr4JUOjBEWKle3wATV4JlwVdQYN+jPJCegjMRYzQWAr7fmXScnNkQksXWkAW5IshutUle7IIh3XMRIjNRfa0rs0ayqQBC9J+5Cza+tKFiyX1QbwYCy9Z6QECsIJ1LtAGw/oXaw4uVRsCeXiYvei6StxbPskMxlbtI1z2txHNm/D0op3UuZa713L3Rrm6Ua62yzY8LAKeFIFPpYF7+sl7cfD2xdu/ybOZ1/Dn01aTIjyVbjspbcQixlzgh9NWnKtfjHHSGHsxF5mKSOPwcgQ/tOjeAw1PTtOIIg6ZzUEQ97ZbBMQhgQpxFuDL7QfqoHLBshQscgO4YBt2cZ6/MuZCogTa6rQui1Vj0UI1CyrGWHS0WUOZVqC8RZ6UD58J0DpIFkLYVay5IICbViYt8rkh3k1xJU0gH9r0iidXQ2km+XQVSIWqfAWZcpj0aaBHA/0IiK9LRZMM8opNqqpQB5T4iKPwtQVdmI1zqGIktgSsweo4bEhMkYQLWR2zoAsLKisx2QWTm1GZ6Sg7G+cWdGFOFUmykKqE3EUtM6fKUNWCcIGAkSa2FM8DUiYtFzFiUzrEDcgcQrDsKaMLLXPS8sHl4A4JL4iLbqksVpVJbclX3dJh764oZdZUZk1jcQV8Abjoc3cxI50jDM/Ziy5Uu5CIcSFySBY8BrNF6D0BX6x5C2pwMU+CzzPywQURA3zBV7fL9mr2iruN8Hl0vpiu+3PJiyrU0W3nFYi57KbljVjEVBHeIe2waT9cpFFIGoXgAVHSOK4yKXioAiqX/Z1yYlGflrEizldZ+//oes/ups5uC/Tn3A/n3nHOeZO8IWBcZPXubtN7h0CAEHqvoRN67wkJNVQDbrK6tCVt1d17U3OjJO+n++GRtrdNzhjP8NiWBQbZmnutueaas7qIFVVJ3I9K4nMhqZIv2in1qAiVuBAQuWgrFJVq0a6TVeoaTTerLRcn1a7q1FDFmsmcHJgTM+G/yzmZDufZ6IditsjHinyiLCZEMgiY4AIXkengmAyPivEhTnV+nkCdVNd//NWPfm3lMul8OQStWhOEVPgAAAEmU2UuproQAFJZFcirSKRCj2ZXECrQkEyEBTQA3rE87heIAFCLiGSQw3wc5hOIAIf5GGSQQQY4bJDDBlnUw6IeCfeBxqfCsFSapgD4XlSqj8f9LOoVySCd84A/LuIeNvdeIgaZbA+QinC5QS7nE9CAhIUlLKwQFa2t+g8TsaCEh9RGSUUctSHSMi/aUZFIhkUyXBlsT5hAhfJUdSrExMAfLzKxIR4e4uECDY2IqSE+rioMVDgGkhYR85bFxGg+DTQsJQEMHFMSFSnwiTwXz3PxogDLDCTR0SIH55m4wkAFLl5ZTeAiBS4CftmqhfA4alSrm/EOXb3VgW4d1EfqiBMMuat1zThmgRkWWLCeMI3lo6r7Ijif5cTf+eRnOaEeFXr+zifV7knjsBv5JEbHuCBIXteWLZpt6dAnobq+yAX+4oOgfqmK6CrgMoL3lpGeUq5quZBH3yjVzkjKvZWRd2pkeoHwqGssBcqrgot2VKSCCyhVVEMmdX15vDmsrlEBagYQ4KoxggouWnJ3AhFT7Vkm3iImdEMqxGgb5kktEvheZS46IsaH5eSQlFIYSKFjHBosCnBJgEUyLNPRIQkeUVIi6VcoH4ASINIFLJKGVBq3X61uRQC3lAmuaOWJ7rMakUUA4IV2s6bMVdZSAL6o46qqJhX6sofSrOSMs6HgncxhAR73i2RQpsMSFeJxP/iUw3ws6mVRD497BcLH414e94qkH/RBFYYFA7xspdjhcoMs6mWQQSo7SOc8PB7kcT9YGhBxj4h5Ab0i4SEBCQJkAeACqpIvyxYtlGgRR32ahIdUzmUcYqiIREcrQEOGxeoeNgCXPBUdEVPgvz8qpcG3GOJhwHaDV0+7IQnK1SIfk+lwgYOGJLjAQWUxMaJk8mysLKWKAqywMZ4IKWy8KCRFIiJTULWegop8ZWgNfrtUcKkKFxKTwAVcf6ntVJ8Dhtygdfpybg32HrXvI9D4TLJhBGgy6ajgMtlDmg+PcaGPQhj47E7oiap+dGBmpIILKF4+MtWFAGYQRBqN4L2l3PtxcClg3Qryuuqe+0bMdgNCF7C5AFbytLfA+AqMr8j6gWgdyPYBuQt6pUlenpPcm8psCGg9gZPFqAgByZy6uKxyKwBZtHvMKrior7WWKFHBRXs0mpd4WYyB3bMhGRqSIcDplARIYUKj+XRJgEUqOqwgY0W8JGX/HmU/DREfSliBh4eVbEmIA+EcmFh9uT5b4gKTjqqy1YogKlNqjb2jSscWmcmmBOBXTb2tqTc38PsHHte2CeAwiE8kw0D9oc5o1bu9REUUBgLFi0gGJSokEAEVaETSD/BFIHx8bkBAPEAXB6S3POIX0ACVHQTfQqIiNOKnER+DBsjsIIcNSlRAIHwiGeTxIIsEODTMIiEODTO5IJsJCEil06nyPsFJxYtW2zJJvCsTE+bQFXChQxJT+Y+Ao4JLiY5KeGhYSA4LyRIbH5MzAFnU7wU0cuBjiYXADlRZTCgMJJLhISlV4OIyHR2W0wUeBmhSFJJlKS0zsaKQ5olwWUqXpTRAHIWJACQakmAtu1etO+AhvkL6qtXKpArly+EDeFzla8bklEoGg7HDqBgHCj2wqqo1eFUx5ZMUB83Rl+ACCpYJfneVMJMJ8YyV7GON3+UHLviZC33mQpWahfYCfFGzAUDx8k+VS+YFn/qTT78WMm+00yIVXMbxRQMugNydBC5akYuKMiUmCGYKQ1wYPEErk9OSuNr9oAnrp1VyS1UlgW0xLY5okQVMprXgAk7lr5UTBQ4qCbBEQ6MFrCyjLA71vH5w8/KxI/t+PHdyz7uX9zg8MiRnPpZyQzxUoEMA4EpcqMiEwXUVcQLqx8p+SlX5otXC/OPjRSYMAEWLIwBKQLev5RTBr2CBg75EFvBpkU8U2IRERgU8LJFRiYzyWEh9ZoGL59koqF8kKgTelgIREIgAKFvA4XIDAuIBQ2suNwh6HC7n47CAgId5LMQiAZGK8URUYWGBjHCYL89GedzPYQEm5xfwaJHNFNlMmc9JRELCYnwuJKKhAg0BrY2ABnjEDwALYAqoawDiANABp/LpF+ACFiDBthH4v6j+dWUGGuJhULwMC0nQZ5XYOJ32VPeVAmq5V2IhhQyBggW8PmUxKRChkgCPyNmRfG60gAwr2QKfynNJiY6XpSxPREUqKlJRmYEKVcEL+GFVZeKJspgAdcewkJwELiqsjCip0Xy6osSbeNS/ASDLByVd2XgGqlExrlpPVbarBUhFFpXN/Swn/lNI/Z1PalmYytFo/ysDo6pllDokUvmXD3xIu8f4txD5W4h8Yv1j1GClcmF8n6phr9XipX8Yq5pFgbJFSD8H4CJmu4GIDih0K2sm1KBCDQKIUcFFtUoA4KLOobWYAtpCYOwEPgXLml+OotVrLcurLWq04AKmRWMy/DGfUkFE7YwqEKPEtJvy6nWFtZWTJSEu0VCBTw3n8Tcvftu8cfmcGc62JkNXm6XVrZ83y713+7qXT27k2VjVSC1c4KA8G1aYiEwHweApz4bzXDDPhgt8SNVZqRQPWK5RT1WFFdWqJ1TWsNrAV7AG8EHq4xo/t4rmXaYqEnhQrYzI2RKfFAmIyQV5LJJn4CKXyjPxAhcHxCfAIJmOAmQBlUu1OfJymA8UMlXK1i+gPgArLBLg0CCT80tkDEsNJkLdHAZloH4s7eeIKIsFJDrKoH4a8ctMQqJgKhtBEj4iGSSS/jydksgYnfUJRKVW0rY8aqOkJXTVo7ZF/wgulX1rOizT4cqEng6V6OgQD8t4BGh2FTJSYuM84gctWImNg2+Up8ISHqg0oWIyz8aKHFzikzIFiUTkYxHLRHsQeABLDbJYuCwiCpMSiPiQhP5njBstIGUpnecSeS5e4BMlsQIHanWpQYr0kJTS1iZaEAHgAs5oPq2eyleryPIxn/mgpD8o6cpWpJL8oIGYDzKsTkjGpBhYg/5cSH7Kw3+X0n8VU+BaPR+VxLiZblWh+1kCrt3Qf/Lxv5XY52pO4wc+NMoG/pYhAC6fxch/xCgAlw+0FxhfVvCF8X2kvR9p7wdqcJQYGCUGxgndSk+Ufi5muwHnUiQ9oHKpOCGRHpn0gOJF3XLWilz+EVxUnkV1pQQs7wc5DhYXv3QhVelb1bZyXKSr4XHHd8yVZFWVm1DBpaJ9qs6bwWIrAJeiUNlGK3CQQIZFKloQsn7Pq5VLZ9nN0122epdN57TW2Uy1bnuDzVSzbEF7KvpeJMNlMSlRER4PFjioyCdEMljkE9r3fBUXKsiiMCGZDgLxO9ivAYt8Kvqoz1TNTcD67/gm8cRr0MhwmE+mIO1R8YXHQiIRkam4SECgMeGxiIBHJTIqECEeD4KORiTD4E3OIBUCBVCzgPcVyWB1YRqIYsbBhUPDdDZw69KxH1bM/mntwg2r5t+4dFygEjwR5vCQQEY4PDIkoaGBVxdOHNi/bf2RXZsunTyQ8L/NMzCT87OoH3DJ2lYIFCygkFEfmVS//F9tEahZwKmM5MlAgQzLRLjMwnkSkvGIQkYC739/cP1Yz583M+E3JTYOvkWRiQJwKXMxmY6KZLgspIbEtExBRQ4ekZFbF48smu1YPMd56vA2POUflrE8m05H+xgkgqUGJRoqS+kCD4P6BVQiammp4sWIkhlRMhWCtlq2qNWK9mI0nx4rZMD5UMyOFSqAArarteACliFBzTImJT4qyfFEkaqNCzgAXACgqMjyQY6DgmUSoftZgoZp3wc+pCV0AbioSQAf+dBffPgvPgwIF3Um/YH2ftScMdIzRnomtEUAYqTcWwV9DzxcgLM0mENLxIBMegDnohopaDNxR4SKJ6gKLgBZVDNKLfRUbIq/0OZqN4zGlLjqWQnwRdW2jEoJFVlGpQT4WWrxBYALQBYALoBwAeCiMKGSAClMhEH9BR4mssEjB7aY9d9ZTbUL53Xs3bX52JHdO7dtbGu2uO2N507sR2GvTEHgtibg4QIXL/FJhYEKbELdzVWlokU+psKB1mxtkjeS9q4LGBCtOZv2Cer7RySDlUkNEQFHwMMiAYkEJJExiYwpdEKm4gU2WRYyJS4rk7CIx2UqLhIRFvUziI/DAgBlwJyIznlAzQJQBiALj/urM2a/gPp4xA/AhUUCLBZm0eieLd/bGqeYdf9urPnX98vmpGMehUvSWKAgpFkcUrjs9QvHW206e+NUe+PUWa2WJ79elpmEgIdZ1M+iXh73A+AA2haALKAhYrNecNRHwFf/gdDVcC7VtigIwCVPhPJUdIhLlpiEQkQTvueb18ya09KwsNP47P5ZCQ8VaIhH/EUmqjrd0Tkvk/PnmfiQmC6wyQKbzHPJI3vX2/XfGqb/z9b1y1g09p9RicPiJw5u27Zh6dYNi54/vCwzsbEiWhKTQ3J6REnl2aham2gqkeyIkgEgom2ItJ9qwQX8KXABBtjVtgh8Og4uH2QYlC0fleQkg9eK1q6Y/FQc33hUvaU/yPF/sMvkw2NcSMq+LxEeLe1SWS/SnE+s9oxXLtXINN8nxgeUdeOELsAXJdctI++AzgUk7xSqIhcJ65fJis4FxKyo7i0azydoUpgW4F/G4+DyMCjSAOhoDbQnWO9UP9W+Lh8L8Md8ZQdsVEp8zKc+FdIAXLQMywR8UY1yxQigcotCpYUpi4kCnxDIyFgRj/hez5/hbnWbmpymU8cP40hquCSi2fjxn/fs27UJT4dHFLzIpcD7Fowh80xcu9gCCFRQV5f45AQDJDamgsiXkKGyHtr3iUSFQAsD7qg8HpxYdIR4rHJANcFjER6LcHgkMvDyzdM7T+9f7n3xWzbaz6OQgMU4NCyRUQ4L0Dkvi/p5PMhhAQbxkbkBBhkEM2nQDYELFvWqot6qrjfIYQEODdKZEJ2Lrls212maPqPF1uTQz+xwdr98MKQgFBIsijkiG2bQ+LEDO8wN02a1uTqclja74f61szKd5IkwnfMwyACPe3nEq06OQJECeFwu5+MRv4SF8yRUYhJDXLLMwnkmLhLjI+fKeIgOiXSoui0dAiZSwDYhT4WLdJzL+sssPMyn+l/ecRj+1Wadopv6//xyeBOZ8ZTYOJv1avckRDLM5Pw8FipycJ6BOTxSFNKXTu/vcOnsxqk7flxJZsJlAUcSvhXzO011X1t131y/cEiioZF8TqQiRTE+VsiAWbIKFtWTmQQu1RvheC2jxSPtV8GkSZXJAOYFtEXqqexeK0nVN1p9+0zykNb2ASMTIxw/StExLjTCBORczzDtUwdGauqp6tT9gQt+ZAIfmQAAl3HChQv8VeV0P1cTAqrggr9X0Lcy0j2eJVIJJO0Dgpci6cnj/TLRXyQ9Rcar+uYCC0vV9km9LrOVxL+KV00B1kKGyrBMmgppvePAxccC/LmU+lxKVWBFgccKqQ/F9FghBTaJRpTUiAKP5pNjRRic0UJiJB8HZ0geN0AdJ1zEWFGMDyuZApsQ8OjnEvPn7zc63GanxdDV1tzz/m2pKBN4VhEJmoRJLCJQidE8IZIJhYWLQlqioTyXKAqwREcLfEJhY3kuMSRnikJaYVKgeC7yWYGIKyw8JOdEKjqsZAp8QqKjDOYV6ZDCRYeUpEAFFS4qkGGJjsp0mMN8BQ7icb9ERfJsTCKjeSYu4GGZgjg0SGd94LefJ8ICCeUZWMCjIhHh0KDMxDg8JNFxnozfvXq6xdGgn/av5fM6EoFeFo2RmTCLRnksgicHABhhqQEG9bNYgMgNktlBnghxhJ9CPAUOEskggwwKREDAwwIRkumoSAaB0E7CAzwWEvF4qP/18nkzHQZdm9vusBqanKbTJ/fRaEQgIQoJF0U00P9mxcLZLpOh1elstdlbbJZfjh4uS4RAxRjMy5H9HNnPol4VKDk0qNCxspBicn4M7pfIKIeG+179euvikQsndj399SKPRWQqLjMxIjOosHGeCMkMxON+UB5ymE9hIgIRUElZmY7mmTiPRfJMXCKjMd+LVYtbmiz/nj/D9PS3cxxesZ4CNRqH+SQqxCA+iYqIVFRmYiwWZnGoJCFnT+y16qeYGqfs/GmNzGSHZBqBA8vmd7W7DM32+ltXjpflXFFKFfjEkJIEPEuRj5UEuCwmh+X0sJIZyWdHCumRQho0Sh+K2Y+l3Kcy8rGU+1TIfipkPyhp9UKlV8bkVNUsJq4yOAB6PhXSH/Mp1QwA1O/gLqs+rj2VR6p36HGSQeNup8atjQnhD2L4oxT5rECflX+Ir6+sGrGBMTZQWWVk/X/xQaCp+8z6/+aD/xEC/xECwPiyAi4lsreAj+efgRx1kDZfpj0g/0ybTzoihsYtcjWrAKqdJQAXYLGlzXmp+GNXLQi0sKJ2Q6NyDNAuo3JMLfA+5lMf86nRfBKAy4diWgMuqREFHi0kAKwAI2X1/CO4yGykKMBlIaXQiSKbef3k7sIZLV2tbpfNevjQAZzIyQqniIQsIjwTL0nZopgrcJkiny2JGQ6PADJPZiCFjZfE1IcSVuBTQxKqMJmyiH0ssUUe+VhiR/NEnk2PFjCFhUcLiERDQ3K6LKVEKsJigZKYzHNxmYGKAgymOSUB/lTGBDycZ+KgwWFzkRKfJlOBApsckRGZitNIUCDiPAopVDLPwAUepnI+mYVZPJLnM1fPHXWZa13m+qXzOuHgQJFDJTKNp4I8FilyKTLtY7GwzCSIrJ/GAiwREugohfpZLMBiATrn5fGgTEc5NCgSEIsEyIyHznmAJFdAfQIe5pDYq0f3O90Oc2P9gtkzWt0Og75u5bK5Odgn0jCDxWQme/fahVaXzW40Lpozz2VxdDa3Ht23B0tF8EyAIwMS61V4P53zCHiYRQJEylNgk0wuiCYG8gwsYDE2F+FR6NTBrS7DNGv9v/dvXcdhEI/HhhWEQUMSDSlsXKQiChsD9lEApwpcfETJlPgk6BYlMpZnYAz2lIVUWcomQq9vXDz4/OElFguWxKRER4fkNKiDSgLMID6ZjvJYSKKhPJfkyTiLQyweP7Brg9NaZzVO2755LU9nyxKVjQcWzW5zWxpctvrrl08UxVxegGUGKkmJqvQOLovJITE9JKaH5PSQnB7Op4bzqRElNVbIAGQB4PK5mPtczKngAlgVcDEmTy5tAPU7mk9rPYwmggv4G5LaM+55pAGXCn2p8eudmDwdBcgCwKUSCSBFJ2leJoELUNN9Ynx/cYG/eT8IA/jMelVw6QeB0ABfgMElKF5K1ICar1hNJvUO8YES66sKUv2qda7q6qK1pPwgx1XPAbXrAcStdoFIZV5GJAhYKIHSrvLSKEkwFQL4olYu4EUHW6QTBs9AQC0nviRiSgJUFOMFPgGmtkUulQi+27Bygalx6txZHQ67ed/+nW+6n2O5WKlAFRVUZlNDChH0vLp45uCZYzuvnj9MZP0SkyhKqaDnz3s3Tt69fuLPh9cLApKN+14//q1BAAAgAElEQVQ+vvvuxe8D754URTQR7n319O6vt355cOdcMtorsyki6x8pYAqX5IiozMIpqOf1s1u/3Tn14Pap10+vw+E3ZSnN4RGBiNO5MBx6j8L+VKS3wOV4PNb/5g/P20cCERfJBBzqHeh+3PPyt1jgNRx+m+dTHBGj8fjNq6db3SaHWbds4Ww8HWOxJJmNClSywOWwpI9IB+hcWCDiPBknskGJT0t8Es36WDwi0nGRiuW5ZJ5LUrlAgUkLeJRDg3k2KpJ+PPUeS/ZIZDRPZ/64fa3VbnVbrds3bVq3eoXRUN/itrx99QeHwyyWwHOxHZvXW/T1M9va9u/e1dnaZjUaNm9Yh2XiNB6n8CCJ9hNIX0lMCSRU4FMCCTFIhMdjeTZNZoIimWQQaESmfvl5j8s43ab7bs/mtTwGCwTM4hCFhHkSKoqZgpgcLuSGlUyeq/S2HB6SaEggIZGKlYQcj0JFtnIzUJjUxzJJoyGJjbF4ZLSEilRUYeNlKT2SzxU5WCQiChtnsTCNBFkszBExhcsqAnr6+N4mh95qnL5t0zqWyJZkNgtHls7rbLY1Ntsab10+VZKwgpBW2HhJGrf1GJJSAFzKUqospcoyPKQktQBRhQmVRhknVgDEjEpJbX+k7bO0+7oq8wjA5VMhC4oX8MiEi2rNMp63o7FlmJgnHf2sQJ/k6EepQuh+lqJ/K7EJCwEVzYv/A+efBC6fGJAxMgiO2hb1ysg7GXkHthbliqULcOfuA4ACmiOQslhifQV6UHXkVpGlalEzLp8DNLUKLqD3myTJnbQVrbWn086JRsQ48G0B+ALsLAG1PglcvjzqEkBFSSklSlIC3PqGpYzCwjcuHGty6HR1Uzo6XA67yeW0HNi77X33UwqJSkxaYXO/3bows9Xa7tYvnN0UGnwps6nhPH7twpF2t85prlm7Yg6aDD59cGt2u7vVYTiwc6O398/tm1bO6XBYdFOabQ2z2mznTx7gcJgjEiyWkNnM1fM/r1jU2erU6Wv/x22t6Whq3LNl9bM/rklUakgh3jy5v2bp7NWLZu7dsg6J+6/8cnh2m/WHFbNfPrr54Nb5dcvmzm61dTUZO5oat29a/uLZ7Wjw/eXzR9d/v8RuajDpatqbbBfOHPv93g0GhWkk9ubZr3u3rNu8dum2jSsv/3IEzYRTce/Fs0fOnNj7/Mkdjkr6+1/cvX7m8plDfa8fMgj08Pb588d33rt6NAO9BYNqBvHxRFQi01fOnnAa9Q6T6fD+fSd+PtSoq7WZGy+dPUHjSYFGB3vfLJwzo376lJVLF129eGF214yaKd+uXbmMRJJYNoIjIYWPk4jX2/v01dO7fa8fYukghybIbDQTHUyE+rKQX6SyVCZxeM+2JnOj09RwYPtPRCYuM1kOh4siyuJxONIT8b329j5OhN/yJDSkIDKTEEiowGV4PCYQsEgmi2xuWCZ4PJGBPAwCjRSosowWxZzCpUcKBEfEqGyowGVGFJxHoSEJHSuQIwouUfBYifprVOSoFIFAh/dvc9l05sbp2zato7F0SWbT8dDyBTNaHQYALmUZL4qZPJcoS6kqlZsG4FIWkwBZALhoRS4VDa5mmUjdP1LBZRJxo1Yxk7ZeVL9eULmA6l494yVMlbWsNAEFGCDLRyX2cbKabjzIsJLBKEb+kqEJO0cVY90AUOtWvKMY30fa+4nxAZ0uONVpEdYzDi5Yj4xWfP8BrQsKFoUcyFMekFik5tqqVAvIW1HD4bWjok95WIsgahOkdWzRCufUvCEtxav6tmjBBVQuY4XMJPmA1oZOq3NVJSQSEy6KcdB4FzhIYWNo0nPj6vGONovRWGM217e3uc2GeqdNf+7EQQQOjZakP+7fbLIb25rMMzuckcD7vIiJbObUsT1Oa53LpluxZDaJJB/9dtdpMRrqa1YunbNkQYe+/psmh96kq2lxmu2mxo5m58VfThYlhkTSN6+cm9HmMjVObXEZ585sXjy/3WGpNdZ9M7PD/uz32yWF/uPuVYel3mGsXb1kzrEDO2z6qQ5jzYpFnbu3fj+7w2bT17Q6DMsXzGh2Nurrv3E7ddu3fu+06WqnfW3QTXc7zA213339v//vujVL0XTs7MkjNn2tRVdjqJ1ibJhmqJ+6ZdPaq5fO2C266VP/d9f2DQSaOHPigFk/TT/9mwM7Nz357frsNqu5/qst6xcmQq/I3ACFeFgsyCARJhc7um+3ua7eUNdw4ucjjx7c1zVMN+nr1ixfkoTCPIVdvXTWaTPWT5+yf/eOZ08fd7S1T59Ws2DObO/AewpPsnQyHHhz+sSu2V2OuTPds9vtG9YufvXkV2//6w2rl65cMu/U4QNvnj85fmDfgtkzOlwOl9U0v7Nr+08b3758wpLpsL/n0rlj61YvWDSvraPFtGRB+/EjO7pfPqCQaEnCMjHvuRP7jx/cfvH0obi/B/K+O75/2+E9P714dOferfNHD22/cuFYLNyXinsFJsNiiXcvfr9y9ufDu3+8c+XUm6f3JCYd9r759eb5R/evhnzvCxJ5cN92u0VnbKzdsfVHAk3LHBHx98+b2eYw61xm3Y2Lp0oiXhRzeS5ZllLV5aCUetSyZTg/YUg0ScMyKiVV1haUMx+UtJZnUYV2ZTExiVKZZAb+JbhUnvYF56KCy4cq21KJHtRmpU4S6ar4UgUXNclICy5qwOsYWbW5LBJ9ak9UDULrVWsWULYo5IBCDhTowTLnn+TdD44m6yCmFbl8VKocdZV2AcDxZaidNsxMuyo9psRVI24tsqiOc5OUS1qDqJIQ18rSKol/XDTPVwQpMh2m0cEPJYwho38+vn308K6ZM1tMxoaOFnd7i7PJYjy0a3tR4l49e9RkN7c32WZ1NEUCvSWF5uns2VOHbMZ6u6lh1dKFNJZ7+OvdFoejvcnpsuo7W23XL59+/ODOob0725ucrU6n22rtamnB0unBnp75M2c22S2zO1uvXzqXjod6u59fvXC61WXRTf92w/crkVT87o0rLqveZTXOm9nWZNXbDdPndro73MZmW4NFN2XBzLbf790IeN6fOLp37qyWA3u3PLh/benSuZ0dzS6n1eW0tjU5Z3a07t+z/Y/f7jisjW6byWHWz+poWbNyyayuVrfDPKurtbXJbjXptm9Zr4jM6ROHTLraJrtx9bJFi2Z32Bun6mv+++CutSwWJDKeTOwdkfFRSBhLRbZv/MHU0GBqaLxy4Xw06Gtvc5v0da1ul7e3l0SR7Zt/NOimW8yN9+/d8g72NTe5jIbGtib3owf3S3khEuzbv/tHXe1XrW6TUfed3Vz37//9r1aX5fSxgx3NzoaaKRvXrr5+6bzdaJz69ddtLldnc7PdaJ7+3ZQrF86mEpGD+3bazA266d/aTQ02U62pcWrNlP9evnjWs0d3eTrr7et2mXUNU7/ucFtvXzq7Z+t6Y913bkvj5XMnF83tshnrW5zm3+5cK4g0kYMP7tnWbDO4zLrGqV/V/fu/O5tMv926cPb4PrN+Wn3NV+dPH1VEau+uzWZDvUE3fdf2nwC4BDzv585o/T/ABXRGyfFTKVsSQ0pCMzxKacEFIAvYI9OaM6htFJC9qPgyiVLRgguYJf0juGiHsJWOoZpJ8kGTZv9BjIzyQcDpfpKjWkyZcFGZHI2DCxDUqeAC1otG8N5q5YL3goIFwAoIQgPu/2A8VKAH85QnT3kK9GCJ9ZW4QJH1l7hAmQ8OCSFwRqSI1jlBCw1qKwSAAwyAvkQQraPlpBE1eJnUygX4+wOvXADqgJBXfwwquKiAooroi3xsSEopTEUmK9NBkQ4VBVjikwUJy6bCz/98tGvn1pkd7W1NbqfBuHTO3LcvXrz680lna1NHq2tWV+tA72tFpPISfev6BbtFb2qsX7NiKYWh927dtptsLpu92WV+cP8az6AcjQ0XlRtXLrtsdrfNZTc5nv7x7Lc7v7ptLovBuH/3rqIslfPSSCkPx0Krli22GHTtzS6/p+/Zo99b3LbOFrfLaly6YNbdmxeePbp75sS+hXNbHZb69ibH88d/jJXzEk8M9nenUhEESYTC3oOH9rpcDp2ufsXypT5vf8/71z9uXGtsrHVaTbO72n+9czPk8/S9e/PzkQNmU2Nzk8Ni1m/ZvEHg6RPHD1sMumaX1W42tLps+7Zv3Lh6waXT+6mcD88OEjkvhQQZLBbx9i5dMNfS2Gg3mu/cuI5lU9s2b7AYG5qdrie/P44GQ0sXLqivmzZrZrvP2zfg6Wltc5tMBrfLcffOLYEhL5w9ObOzyWU3uOyGJQtnXb5w6vSJI4sXzO5qb2px2S0G3ab1P7x89nTXtu1tTc1uu8NutnS1dq5dtfr+7Vvnzp6y20y6hulrVy2/fuX8/TvXTx471N7iNOimb1i3yj/Yi2bhBbO7nBZDi9O6atF8l1ln1zd0NDv/uH97yfzZnW1um7mx+9UzgSUunzs9s725yW626OtdJv3czmZD7b87myzzZrVYDXX6uu+O/3yAQNMH9+00NNQ21tXs3rGZQNN5gQl4eufPandZ9c1W063LZ8sCWeQRmUkUBRisRxf5REmAAa1bUeXK8bJc2UfRcoLq/q3qcQnW5SqPT55nV84kSkWjI02PD6ontkUquKitwIg0IVBNJXRBW1RBliq4AEJXFex+FMJfLjF+ZHxj1OAHavAj7QW7RcCPrir/x3qAAR1oiMTcWyH7Tsi+E3PvZbQXNERacCmy/oqaTgiNSJFhMTwiRcaUyUlRo5pweLVaATOgD/nEsBjVtj8quExaXKwUOzL8MZ8CLtwqvQIqlxElBZBFlTaq94dJ4KKqsEsCDJae82xYJP0fSzmeCLFEKC+iDJmWRIYi8ZNHj81q72y1uW0G0+3rN14//9NptVgMuvmzZ/g8PSJHCixx8tghh8XY5LD/sOZ7JJ25d/Nuk73ZZjJv/GE1RyM8gyNpWBH4sD8wp2u2w+x0mF3nT1/c/tMOp8XV6mpZunDRqWPH9+7ccWDP7tPHf57R3mYzGc36xl/v3H768IFRV9fssLa57Y9+u8sSWUXAkzHf5o0rDA1TXFbT3K6uPTu2Prh/KwlHFYWBk1Elz//yy2mr1Wyz2RYvXkhTWDjka2l22KwGt91y/sxJniZ4msCxbCTs37rlR6OhwWLWH9i/m2WII4f3m/UNTqvJbjbcunpRIDNwqDcRfFcSM3h2EEt78UxAoJLvXz+b0dbsNJtbHK4H9+5SWO7a5XPNLqtuesPRg8d+v/eg1e1qqK/ZsH4NzWCD3t6582ZOr/1O39hw/doVEkV2bNlkNTbaLfrZM1oC3h4CTWdTsffdL2Z0NNvNBqOubttPmxLRSNjv27l1m9NqsxpN+3fvyaXSA339He2tDfW169au+fPZk+GhwqfRETSTPLBnt6mxvtlpu3n1Utg/OKuzzWU1WQ06l0m/6ftVZ08ePXZo39M/fls8f47NpO9ocfe9e5uKR9euWGFurLcadDPbW+5cueTvff/411tL581odpgM9VNN+rrrV84TaHrThu/19dN1tdN2bf8JR1IKT/sHeuZ0tdiM9c1W081LvxQ5XKbTPBEFYSl5NgpUlKo9XUmAiiJUFCEVXFR8ARutgJoFv9sf8yn1U/UGqV0aGFFSWlX6hHlQhRVWC5mUdhfpS85FzWz8IEPA9RIwLyq4qIQuABeQNwK2AcAoGrheAhHdB9o7SnrGSM9H2gvKljLyroy8mwAuQrYbGFyCo2B9Et4nYr3gqHETJcYPdn/LfHBYDFcTDOIqBTsBLyYWZoBhUXFUff6XADQJm8BLVrV9imm2E0FrmgVnRMlUtznGC9RS5caSKAlwkU8UuHiRgxUGGpXSVfV3WKKjPAnxdFoRKQLPyZIQC0GL5y5ss7W4rc6zp04/ffKoucmlb6xbumSBd7CP5yieo34+csDtshn0uuVLl/GscOPabYfNbWg0btu6CUVhikREgeE5pq+nd+XyVVazw25x79t96MDeIw11eqPepKtvNBsthka9qVFn1jfq6xuMukan1XL5/Lk/Hz9y2awWfcP8WZ1vXz4TaDSdCNB4sqf78erl82wmvalRZ9TVuR3m9T+sfvDbHZrBcCJ78OB+i8VkMhkWLpyfSsZePH/idJgbG6e1uG1971+jWRjJJCgSzaQTFy+ddbltDbrphw7voyns+LHDjXU1psb6ZYvmBwf7BDIjkkmOiGFpL54dZLAwlgvKPPL88W+dLW5LY2NXS9uLp09KeeHdm2edbe7GWt3mDVv2bN/d5LCbjA1nzx7jeTwc9syfN9NhNxv0utOnToT9vjkzusz6RofFePHcKUWksFwCR+BcOn7+lxN2i95q0m35cX0uleBpYufWLXazqbGu9uDePSUlf/P6DavZ4na6Fs5f8K77bfebV309vZ6BviMHDtrNJpvJeHj/vsCgZ1Znh76+ztBQu3nD2lQszFM4gyOe3p7F8+fZzSa3yxHw+V88f9bqbrKZjK1O59Pff5cYBk3DIkP0vX01s73ZZTVajY2Xzp2hsNyWH9cbdXW1U7/duW0TmoVLMhvwvJ/d7rYb6pqtpt/vXCtyqETBIgGBWTgQ8pVYSF1TrEwtpah2iAlae1VcrvVUVIHmQzELbpmTFpG0SpaJg+e02hZ9KqSBuPRLncu43l2T1gi8XUD9MiaEAOfyUZrgdAmkdKNsYIwLqm3RB64yKqp0RtTgKDEwgveOEn1l5F0p93a8Lapa574DyCKjvQrWJxP9MtEv4X0S3gdS1isTIi5Q4gKgbAFhKFqN3ITKpQouKnBoh0RabbKWl1HJp3EKSobHZFjrlatWLsNyUgsuKr5ULU4rgKLK8/NsTMDDBTYxJmdkIiwTwQ9F5N2ft/bv/B6GPGPDCk1hpULR2+uZN2NOq7XZZXHcv33n9q0bToettcXV1dkKwIWh8aM/H3TYzc1NrtUrVyVi8NXLNxzWJpfDvf6HNYl4WBLZXDbJsXQoEGxraTcbLQ6b+9qVm7t37qutaXDaXRt+WH/x/KW7t++cOnb00YPfbl+/dv7M6Uvnzva+7b5780ar26GbPnVGW1Nv93MSTeRSYSwb4XA4Eug9d+r4iiWLW1x2U2O9vrF2zuzOnvevBZE+eeqoxWJqaKhbvGQ+iqR/f3DX4TDY7fpZXc2D/e8oPJtJQulUjOfI8+dO6xprLVbDjp1beI46dHCvy2a2GHTLFs1PRAISnSMzYRaHKCSIZwdZIsSQMY5KXb1w2mbUOc3mBbNm+T19LIVGQ/27d2yyNBo6mtsXzZtvNxtmdbW+evW4VBIgyLd+/UqLubFm2rcHD+x7/6Z74dw5VqOhq635xbOHDJlNQH6ayNBE7ua1iy1uW3uLc8umH7KpGJ5Lb1y3xm42WI2Nh/bt5ijy5NGfbRarxWS2W226+oZp30395quvv/3m3w3Taxvr6r/75us9O7b7PQPNToepUWc3G65e+IWnMI5EORLz9L6b3dVpMhhbmpr/fPrszq3bTQ6nzWReuXhxJh4fzudpLCexJJaBN29Yazc1Ghpqb169hGaSP21YV1/zna5u6sF9O3EEprH0qz8fdLit9d99Zaid8uD21RGZkumkgIeLfGJYTopksBLqUmnAIaARL4kRdV6p/vaqWyz/OF0G1bfWlkGtXP5xt646ya4gi6pc11Yu2vu3KqIbqYp0Vc5FJXS1wrlxkUtVpwtcL9Wt6A+0d5QYGMErbEsx213IvFErlz4J6QF9UOVgvRLeB1ohrYcuABdgGTXJz0lrjDDZLG4iuKj9zpcZz2ofNNnMBbgWTAQXlXOZxJapnIvqiqL1NMizsbKQkikIBBIqZCQ08Hj9iq42V8Oubesf/3Hf7xt48fzZxu/XzWrv7HC2NJltnvfvXz9/CliJJqfl4YO7RYXPpmJbf1pvNxv09XXrVq/hSPbX2/dNOnOrq6W92XXv9jWWxBgCZUns0L69pkZdR0trR0vrn4+fXLt02dSod1pth/btFRiWp6nhYiEVj7589jgS8DI4UlbEO9evuG0mu75h8ZxOz7vn2bgvG/eRuQiDQAgcYHAES6cfPbi//vtVHa2u+vopFy6cpCn0xPEjVovBaGhYvGheEo52dz/rbLM3OQ0mXc1vd66l4TCOwBJPxOOBrVs22m1Gm9Wwb+8OgSUO7d/ltBlrp/176YI5SAoSyBSQ9tJIEM8OUqifxCI0Hj93+rDNqHNZTUvmz0nHI7lkNJcKXr14st3hNOv0LQ6Hy27a+tO6cKCXJlJoFtq7a7PTZnRYjIf27X7+6NG8GTMcJpNF33D90jkSSSIpiKcQhScvnT3RZDcaG6Zt2fg9lokzeG7TD2tsRp2hvubA7u2yQJ88+rPDYnZaLTPa235Ys3r54kWrl6/Yuumn9d+vWb540eK5c08fPdr94tniebNbnLZWl+3ujUsig+HZBEsgg33vZ3a0Wi2mlma3b9B75dJli8FoN1vWLFuWTSQEmiByaZZAGDy39ccfTLpag2769Svn0Sy8Yd0qs6FeVzd1/65tJJJksaSv98XBXT9tWb9y05qlLx/e4/EEi4VFMszjfhCbVzX3hspc1T6qqtuc5F72f2UYVQKnC5lJcwnQHKm+ruoztW3RJLXuOAxV79/j7y9NUDJw0q2eStkCKhcVU74U0QG/7lHSA84IMQBsFoaxnhG8dwh9P94W5fF+CekBsALKFgnvA7OhPOVRY8/z5CDIQsvT3iLrV/N3VA1LBWUmpyvEVXDR7ihWQhQnZjxrJXaqkLfABCpm9xNjFdXws/8rQmQSuAA2N89WHMxAJmGeil44ud1p+LqrxWDWT5vR4Z4/e0Z7c5PbanVZLKbptUf27GIJNBbxz5/T1eQ0tTXb5sxsPXF0/77dW9pb7DM6mlvdjsP799E4cf3StSa7u8XldtttHS3uo4f2375+5eeD+5qdts7Wpu+++dePP3yPpOHXz592tTW77ZZWt+P8mZP977v733f/curorK7W+bM6Txw5gGXg29cuWXQ1Nn3tgpktb58/IDNhFPYT6cAfd84f3v3j+RNHRYbkKfznQ3tN+un10/994+o5DEueOX1M11BjMes3rF+TyUDpdHjBvFarucbUOHVmu9vT8xrLJZLx4I2r5zpaHVarzmioP3b0IJJJHDm4x2kz6htqVi5ZkIr6WSTOIBEWCxOZQQYPELlBAg0yRGLPjo1WQ51JV7t25VI8myCQuMxm+t48Xjizq8lssTXWu22G+7cvEVgsnfQTWOzo4V02c4NJX7dyycKeNy9XL17YYrO02Mw/rFhK5GCJxZEUhKSgn9avtpsaHGbdT+tX55JRCk1t27SuyW40NEzZs32TwpPXL523mw1NDvtPG9Yj6RRD4DxNYdkMnssiyWQmHpc5uv/dG7fNZNLVWg11925dLMoEiSY4Mufpezurs83ltLpdjrfdr69dveywWJ1Wy6z29p43L2WOprHccEGCo8Hli+a5rEa7RX/x3CkSy6xdvayh9ruG2m/379qSS4UZNC4zWRqJyUw2F/OJRKrIZyU6PiynJSogE/4hHlJIYMkcLbHQJHDROoGUxcmJIpOiFyeBixpcMYkD1kQDAvPdSeVMJSJ95IsM9QnLxpUhdGiEC6qVi7Yt+iiEK9FoVfn/KOMfZbyjjFcLLtrKZcK0qEh6FKxP2woBErdAeYHBpUJ4gJkLGBKp4YGqMxsoQyrA8U/gokUNNS1MW/JMULVUHN5CaiYheN21bIsaIaICitalHcAK+JGoa8qA3FWYCChhmMwAkxn4u4zCoVcnD/44s81kM9XYLTqTvq7ZZZ3V0dLssGxaszwRGhwpilgmfv70Ube90WltMOunuWw6u7nObW9srJ2ybOFcX3/PSKFw4fQvLovNbjQvmDVrTle7vq6mxWmzGXWtLgsYTt+6dvavDwU0HTt2aI/TYgCjjYVzZjQ7TF2tTn3dd05Tw6HdW9Fk9Nbls602fbvDOLfd8frJXTIViHpevXly84flM+qn/NfMVufPe3dv27Bu/qz2Zqehtcl89dKpgswcObjLoJtmNtR/v2pxKhEo5smzp/YbGr5pcxqdlsZlC2evXbl40w+r2lvsLrvBbtE11k87engfmk4c3rer2WFpc9vXr1wWD3p4PIElvMBrjiWCDB4Q6XgmPrBu9YImu9Fh0J35+RBPpDkcligYhb07Nq6d197aYjWsXDQr6nvHUUk8F+Go1OXzx5sdJqfFMKu1Kdjf8/PunQ3fftPmsHY1OQ/v3vHu+dO3fz45tHvrjBZHh9tq0dUc2LkJS0UQOLR+1SKXud5pmn784M6CRL5//XzujPaab7+e0dZ8/dJ5NA2LDBn2eTb98P0PK5bdvnwRTyUig/3L5s+s/+6reV1Nt6+fEdkMkg4RCNT96klrk91lN7W47D3dr969ftHZ2tLisjfZLYf37YqH/RJLkpnkrUvnZ3W0tDc53DbT9UvniBy8etkCfd13FkPNsQM7UlFPFvLCod7H969cOLn/xcNbubhXouNosp/DfBIVUMgAj/aDNLhKPCZw7am2RZPE4l+muGq9uIGli2qFqd4dtQnTWm+japzAhIoGrOONyfCXfYBWRwJ0LiNccJgNDLP+ES4AIGZCtVLVvEyyvAQN0QfaO0YNApuFqofuuwmVi4z2qjWLhPdV8KWKLMAsqmKgywe1iYJaoUplyqPpib4EF23lMglctNNoYNCtIhdoICcp6IblxKSCRYssAFxUQAF+K2BpjcN8ZTFWYqEREZbwwLCc5NDgkwdXTh7euXzxrMULZi6c17Xph1X3bl3MQl6ZyqSiXpnHeDp758bZtavmtzUZZ3bYZ7TbZnY4t29e6x94J9A4R2JXzp1zmEx2o3nXli3e3t4tG39ob3K4bQantWHZoq4/H98W2QySDjIEjGUjPx/cMaerxaSrmT7lX3ZzXWPd113N1mvnj6UhX1kiLp48bOuMPjYAACAASURBVKj5yqGfNrfD7nnzkEVCLBIKDzw9c2Rzp1Pn0NfZ9Q02fa3DWGtqnHJ4/xYY8mSSoX27f3LadA213y5e0BUN9wpcJpMc3PbTKlP9FIuuxqKrsehrDfVTVyyeu3/XFrtFp6ubun/PdpZAdmze2FAzxaSrXblwXjriL7I5ONhNZbw8ESKy/RQ6qPCJdy9/7Wy1GBqmGGqn3L5yjkHjDBYjMj4GDV07e7zJ3Gium3J8/zYWjRHZMIPFRDbz652LFkNNi93Y1eR89fD3UP+7BV2txulTZja5THU18zrbFs7stDXWr1+1pLPJZtPXblm/kszGCjy+a/M6l7nWYaw5dmAbTyQ5PHPu1LEWp9VQX9Pqsq9fs3L1ssXzZnZaGuoap02Z19kW8rz39rzucJubbY3tLsOjXy/xDIwjIZHN9L1/3tZss1t07S1Ob38PheXWf7/K7TBb9PWtLtuOzRvPnjy6c9OGWa1NLU6rzaizGXUPf72TSYSXL5qjr/+2btr//LxvC5EN07no09+uLJjh0E39/1pstfeuneLwCAvMiSlvkQ0qlA9E4uapYJGpZjMK4ZIY+dIX8R9DctQ3ziRPhi/BRZv0qoKL9ktqiwQUupPsYlU/pmE+pJYtw2xglA+OS100kn/tQFoldMejXQHzUnFy6Z88igbIogUXgC/jZQvh0YKLauwGNgOHZAisBaq1n3bwNiwntGPmSZyLdjCkHq2xSwW8QANZXSxS5f+T5EmT1tj/r7ZIpoMs1i9i3mEhRqV6Chz01xBZFDNFEcVzUYZMZ1IBnk6PlBiZTipMaqzIKmyOQeMinUpG+18+uTPY86yv+5G/72Ua8g0rDIdnRBK7c+WSTdfY7nCuXLCYySEMkvX1vH399LfnD2/zZFxmUxKTQFODMptSuLRIp3pePXxw+/Kty2euXzh+78YvA2+f0iiEJ0NUNuJ99+e9a2fuXTn9+82zWMyTDb8n4QEu50uHXr98eO34/h1b133/4/fLD+zcdO/62VwqUM6TNJ54+vDW3p0bNq5bduXCsVwqkIz3izQcC749fXjPsvkzF8xsa3dZju7bjaTiv96+vn7Nis0b1t65fpnKpi+fObVq0YLVixce2bUTiYdlMoXBHg4NktlBIttPZPsFOvr+1f0VizoXzGxZOKv10f3rdC7KolEODSp0YuD1o+Vz2+e02v64c1GiYI6I0WiEIxJ/3L3cYtc7DfWdLuvNc6cVMvf4zrUls9ut9bVtNqujUddms/xy5NCjO7echvoOp+Xgjk2p8GAu5lu/Yr6h5itz3b+PH9jKYgmJznl7Xv+8b0dnk81l0htrp+mmfusy6fU13y2ZM/Pp/bvDEjvw5nmny2xtmGo3Tn3x+DpPQjgSYojE+7ePO9vsZkOt22H8/dfbskA/e/xg1fJFzQ5Li9PstjTWf/dVk1W/esm81UvmWRunu6z6549/Q1LQmuULbfoa/fSvTh7eiaYCGaj//Mld1oZ/2XRf1U/5r0tn9nJ4SGLCHDaIpbqZbA+P9lZCskFwHRMoskHgJfTlGorq6f9l5TIixtWbpTaSWM11/NKP8cvKRS1eALhoe6IhIaKayQ9xQZVzGeVD/9e0CEyjK8bdfOgjH9LmRgNLl4qTS1WeO67QrQrnegpERdICypZJbRHQtgAqF4DLsBID4FIUwgobmIQsKr5o+SStrwIQvHwpT9YWctr2So1tHSukRouZ0WJmtJAbKyJjpexE2e4EaBuS4GpQXhy4KJfFmMIGylJUpLzgZ1ngEwobLwjZoSIhMOmCjMhChiehITnD4ZEinxWo5LCM8WR8SELLMjosYwKVGM6TPAmLVJrFkiKF3Lhwts1hc5kMuzdvQuHYaEHIM2iBy5VFRCAhgYwobFyiIQ4PERmfRMESk84zOY5ICAQ8pGA8HqOyIYGIK0yKyoZYLExnA3hyUERDbMZHJvt5xMtkBvJUVMThTMSDJgJEOiSSCQaJIEkvkQ3SKCRQSZFOMVgMzwQYLIxnfCwO8XgiDQ1mYl4sFRLIDI0kKAyGo340HWOJLJqM4ulYFgpicDQLBXkkScK+MgtLVCQd7RbJIIV4BDKcS/THA2/hUG/E042ngjKdJFJeOuujMl6JSEQ9bwI9z8lUgMoFWCxMpAMSk8zGBn3vn798eO/lw3vJYB+diQpYwvv22ZUzR4/u3XHmyP7H927iyQgcHLhz+Zf7187++eAmnYU4LP7g1vlr536+cHL/q8e3FCaFJQMym8FSoYd3Lu/YuGb9ioXrls3/fsncS6eORDzv8gwqEqmY7/2JA9u3rl+2e+vq96/uF8WMSMc5OhHydW/fvGbD2sVbflzt93RLHFqUqacP72xcs2ROh6Or2bxkduuhnT9C3nc3L5yY3Wqb1+V68eiORGe2blw+o9nU6W68du4wnvbmmfi7P2/N7dC7TF8vmml9dPcXDgvgqfd4+i2T7RHxfg7pEbABEfdUciZBYDYXLPChinmzWEnUrPgoVymCCYHFwL+9SheqMq4K1lQJBw2VC2uao8QXoDM+TtHau2gNDEb5kOrqMsIFQFs0ygeBmcsI4x+mfRMyXoFllBD8SwpPqFwqTpeeyeCikD0y8V7C38lEL1ggKjH+Ih1Q+dQCU5XkCoEhIaSGCg2LUVC2FMVIUaxEu5ekWEmKaasYTRczYdo/CRHG+1JAD8uJsjjBlLRaNMIjhfRwIVsu5EpFtFTMDRXgkUJitAiPFuGRQmI4Hx/Ox0cKiSElVpbBvycKPhZFqCBEh5REUYQULlwQokNSfDgPDynJogCXpVRBhBU+IXNxmYtXTVJhhYVlJqHQCYmOyxQk0RD4KJCQzCQUJkXnoiMyc/PCGbu+wWls3P3Tukx0kMpGRDwuEhBwmSxw8XHHIyIi4GEOj3BIlEFDPBbh8JBqLsdjIRb10zkvj/i53CCb9TCZASbTpx467WHSXjo1SKcGqdQAnfawGR+X9fO5AIcGgXEUT0Q5Mlw5RBQcmohQeJTEIgwWZfE4T8I8CXNYnEEgOhOhMxE2B4koJGFhEQvyiJ/NepnMIJ3zAptLiYwJeBQcDg2zGR+T9nJZP4eGRTzOIVE6G+DQMPgqh0dkEqYzITIV4FFIxONsLsLmIiIe51EIHAGLCVhMxOMCFqv8KTQs4FGFTih0QiQgAY/yRFikojTiZ7FwnoEVKkmlg0TSzyFRhUoqVFKmkxIdF6iY+t+kkCCHR0QqxpMQmQvl4MEcPIhnAhwGcRgkUbDCpFDY6+159P7lPU/37ywSksgYmugLDzxNht7QWR8w7gv2P0oEn+OJ93S6n8n04Ym3/S9vXP9lx7unlzPhFzLp5ZA+NP6CTnWDaO1KBm41i7ISWUf5SmKowAeKbBCk01fjZQJFzlfivWXBVxZ8Q3xgiAsOM5EyAxU4qCDEQLpjFWLg0XwSmI0AP6NJ9gtadbt2AVrrEqu2CFqRKhhLA9kLSHqtnCqyDNO+EcYPRC4qs/tZDH0WQ39J4c9iRfPygatkMI5S/YDcrbZF5FuJ6BaxtxL+DgyJQLwxaCMlYlAiBoGBbpHzlYXAqAipUe0VY1oxUhQjlYB3ESqKkHasM8ngFoDLF0J+zREiVda2slcKXCzH5OrOeD45Ukir4DJcSI8UkuoZzsMjheRoMTWkJNVTluGyHB9SkiOFpHZ/elhODOfhESU1nE+VxURBiOXZqMxGQKwfsJIDAhkglilw8TxfCd9T2JhIRSU6TufCRR65cfFEi13f6jD8uHYRmQmO5omikOaxkMJAEhUBsWQSFar4JOFhDg9xeITFwhweEojxw2EBFq0Y3LKoh8sNsNl+NtvP5nq53ACXGwCJHyICTkBEAhIalLGQiAQENMBjIQ4P8URYBReWCIJDEQESCxCon0ZDDBamkDCNRhgsyuMxYJcp4FEBDwNHOGBwCY6ABEU0JKIhAQmCw+cCbMbHZnx8LsAiAR4LMbkgmR5kckEODbII8MqLUBkvmQYWvGE666Myfibn59BgxTezYs0bBMZ6LBJgcn71QSbnp7M+BvFROS+V8zJoAEQaAHQTCUim4hIZ44koh0cYLMwSIZaCeCaucEmRjvNElEZDZNZPZv0sFpboOIdHeCIsU5DMxMDtocQnx/KIREaLfKJAQwIRAHF0eSosE341hlHEPSTcTSXfspkeOvUuG/6TSLyiU91E4hUef0mn3glIv4ANCEi/NhsXJFIpTEgFlyEuWgl+5KJDXHhEDpflQFn2lST/kBgcEiLDXHyYg4t8FVlk1aRunBAAt2QVWdR5kOq+pvWHVTsDLfkwQUQybiM5nmY/JoS1lYsKLiq5C9oiEJOmhr2O0IOjVP8I2TcBXCSiW8TfCGi3iL2Vif485QEBQwBZRNwj4h6JGMjT3hLvHxKDI0K0zIbAzAiYYCtcMM+HJoHLF2Pj+CRSBpQtWokR+CqQ+Q9J8ZIUK8vx4Tw8osBgJ2JUjIyKkREpUpaiJSlWlBIlOVVWMmU5pz1DCjKcR4tipiRly3KuJGULQrogJstybiSfU02PR0S4zMXybLTExot8osjEFAYCyecKEZUpKE9CMh0FgJLnIYULK1xY5isfRSbMkQGFjwt0lCeh87/st5trGqb/74a1izLxwaKYE+k4lQtINCQzwAw8IlIRgYzwVIQnIY6IckTlfgs8rjk8xGJB4N4EDoN5GWSwegZUs1uBqEaj4hFwFCIqopW3dKVyAYcMc3iQw4McHmLwII2GwGGwMIlFSCxC4WGOiApUTCAhBg2QWS+VHeRygzziFVAfiG2cdEQsKCBBUCsJSJBFAjwepLM+MuNhcn7giQnsOME1jwc5NMggPgAWoHwDbr7q0aBqpXCgc15wTSN+lgixeIRBQywWlihYJBMsGhXJhEgmeDLOETEWhzgiytEJgU1ydIImIBqNgBoNHBaHRBqWWVii4wxwb8EjPBFl0EAFi9EgT4RkOsrjQSo7yGG+Ih9jUS+d84ikv0CHZMJPpXrS4Wc4/AZLvCaS3VT6HZV+Rybf0+leDhvkcgPAJBj4b8p0WGGgPBtVhIjMhxUuWuQTIMmozCVKAlSWoZIcLsjBvBjM85ECnyjxybKQKonJ6ka1GgwwmW3UZqWrJCboJ4ARklq8TNLNa+2TynxYm546IeZVk7g4CVkmgQuoXCph0vTAKDUxWkQiugXsNY+8EdDuyqiI8CqEF1Qu4IA59JAYHJErXrlglFPgQ3kuqHDBgvD/83WW723cWd//v3a3IZNweEZkCpR7d9u0u920SWwLRhqBnThoFLPtQCFJ04bMzBYzy5CkTbv3Pq+eF0eeKGn3vq5z+RqNZde1o4++B37fs8jnRPVp0VvrPni98Ja9Uz1cDoqr+6VVgNRBee0F2FaWln4tLf9SWnxZXHiRh9OSS/vFpb3i2kEptF+KQOwVw/ulyPNK7EU1vl+KHJSjB+UowKWa36rmt/aLWy8Kmy/z6y9ya/vpZdikw2//4xeMVpMre+m1vfTafnatml2u5JbL2YVydqGUmS1mZw8/zmcSU8XMYj61WMquPn0UtA5wgzcMt4LWTGI9n9nIpVdzieVsYiETn8unFgvppXxqMZ9azCUX86mlbGoll14tpFbzyRWASzY2n4nWsJIDs9tYzUCbhwvwBV6NpfhCKbZYii8Uo7VryKpqmiixUINLbA72LmYjc5loLdKxOUiUMvF5iHRsLhWdSYamMpEaWYqxWXDJ5pnCB4iXfHiuEJ0Da17AAfxg+fg84AOsf+s5AibhMGrEizV4Gnw2F5vjcVN7WnKpBEokvJiOLhVS6/nkWjK8kI2v5ZNrhdRmMb1RTK4XarxeLqbX8pm1Uma9ktuEv3sxvZZPrqQj8/nkSim9VkguldIre4XN3fxGMbW8l6uZAYJQBVfjvcxyJblQiE6VE7MHueW9zGIxPpkNP05tPoyt3ouufJdYf5DdeZTdeZTcepja/gkEZm1PdmKunJiHAwGVzFIpt1DKLbwFl7386n5pebe0VC3Ol0uL1cLqbnFzv7hzUAqBhR1YZB4aR23wSh/ekv8bXOpdk97qk9Q7n/CjHmCz/5Zy+e3wpCIEvyyNb07/XpiH4MkCAdbcL+NP31Au+ei9XPg+wKUUf1KKTQJcIKrp2dpUbnH+RWkBlp/B/xKfFh2UVw7Ka3DG/HllvZ4jf0qWQ5/Kjfp0qfacyubzyibw5aC88rJmYbnyqrr6qlo7c/VLuRYvyusHpa3n5fDz8g6swnte3nlRCb2shl9Udvh4Xt7eL63vFlYrueVyArZn1Gyo+S3Lb65GXd3PrkEcuvkvlNPzpfRMMT1TTE0XUtOV7FwhNVvKzGfjM+XsUjGzXEqv7BY3C6n155VYJrZcSK1WsmvZ2FwqPJ1PzvGRSy7kkgv51FIhvVzMrOQTi/C6ykZr+zdqixBjs7nYVCE6lY9M5sLPcpEnkBbxsqIUnS1F5yE5KkRn+F0cNdUQn8/FF3KxuUJ4uhiayoem8qFampOJzKQjM9nYXDYxn0vMZuMzEPnkTCH1+geAyMVmeC7wF4c/6hxcg7M3WNLWVggcfoR1KPV7kZI7k7xbOEAEOPJHstT2QCeWS7FFyLZy8SWASCa2mAwvpKML+fhqMbVaTKwU4osgowrJpVxyMRdfAIxmY/P5xGI+sVhKLpcOPc/rfngwDJ+FfwaH/zZmitGpXOhpIfK0kpguxSZTmw9Tmw9Ksaf7qelK7Glu+8f4ynex5W9T6/cy2w8z2w8haSpEnpZik4XoVCk2XUnOwbreQmq2mJ2v5JZ3c6938lazi3vFpb3y4l55ea+8ul/e2C9vPy+Hn5fDB6Wt55VNgMvh3Pk6lCn/CJf6Mbm3jtfUl3Lriy88XPZzC2BQC35Mvx/Gb6Xl16a5h6WWN1am5ed+y9fmdOsDlMuvycnXe4tKiR9zkR+yoXsAl2LsMcCFly2V1OFUbn72oDAHdlB/hMtrslTeLNC+Ofn2Flz+WHN5ubv9Ynf7RRWqJOtQrP11743NirXD7JX155XN/eLWXmlrv7i1V4LrzYPS1kFl+6C0tV/eOChvHFQ2n1c298qr1fxSKTNfyiwWUvOQp5QzK9XcWiW7CjvGS+ll2EMMNZdyaqWUXK6kVw+X5izwKwphe2kls1TJLeeTc+B6nYsvpCOzhdRqKbOZCM1mY/PlzGohuZhPzhVS87nELB/5RI0v+dTSm6/Y6VwMJENtxQfAJR99mo8+LUSeFqNTufAUkKUcmytFZ/mArwK+1Fz+o7PZ6HQxMlMKT5fC04XwdDEyU4jOwP6gVGQyE5vMJabz8elcbCoXf5ZPTBaSU/VwgWfyaQuAgF9IAJGP134n8AuBddT8UoHDdfevvy18n/rkCF7nQBa4A3ApJBaKsflKfLEcniuEZ4ux+cNa1UI2sZCKzqZjc9nYfD62UIwulGMLlfhiJb5Y+9ullwsJ+IZz1dRyJbNUis/l47Ol+Fw5MQsQqSYW9jOL+fCzYvTZXmKumpypRCf3k7MHqblK7Gk5+qQcfbIXn9xNPNuLPztIT+8nJvPb96vRJ9XYo+L2w9Tat8mV77Ib9wvbD/M7D/NbD4vhR+Xok0LkcSn8tJKY3EvMlONT+cRkMT1XySzA2jaIanp2Nz+3W5zfKy3sl5YPymsHpa2DwlZ9WvS8wh9cfN0DheBLufwEfH3hFuovfzyyWN8zqrlWFxZ5y8vX213fTIvqFzDycHmVm62HC8zsgnKB1WivC7r56L1s6B7UXHi41KdFldTUXnb2oDD3vDgP+0Pgh6st68gv7BWXIC3iPSzqbSzqC7q8LcvbTSJe2hxqwhfVrRflTXj4vLqzW9ysFLcr5Z1qOQKxW4nuVqLVUrha2tkvhXbL23vFnWppa6+0tVvZ2i1uVMub++Wt3crGXmm9XFwt55YLuaVKebNc2iwVN0rFDbgo5Ndy2ZV8bhWikF8r5tbyudV8Zi2XXi2ltsrJrVJis5RYhwZQMbECRtCl5GohuZJPLGejy7nYSjm9WUptFJIr1dxmObMOC1XhVQRvktnodA5Snvh8PrFQq7kevrRysTl4MdctaZ4+VCvP8pHJQhSETC1nKcXnDjE0C2uGirHZw/Wss/xyomJsthiZK4RrG1Rhe3wuNpOJPMtGJ3OxqULsWSH2LB99nIs8ykWe5OOzh2Wa+WxsLhOdhfd/kADgWQtb0ArJJZBdgB7IhvLx+XR4Gh7yNZT6/8e6xdXLfKnlUAHNw1e9/pLwVDUyuxuZrkZmK9HZYmw+Hz8sS0GhOjaXjc4WonOl6OxeYuEgtZQLTwGg87WltJOF8HQ29LQQqWmKcnyqHJ8pRp8VQ88KO4/LkWeF0M+l0JNi+FFu88dy+PFefLIcflQK/VwOP9qLPa1Efy5s3S/sPCiHHha2fihuP9iN/vQ89qQcepBd/z6z9l1+814x9GNu435x56dS6OdC6KdS6FEl9mQ39qwSe1qMPy0np6vJmWpsqhqb2k1M7qem91PT1dRkNTO1l5vZK8w/Lyy9KKy+zK+/zK8/L2287kXU5rbe3oNef+iRh0v90TxewrzFl/olJL+UV19b0pVXfjk8avTqcHbuT+foXuUXoD0EwedEv2ZnfstOvcpM/glccuH7ABdIi6rJmd3MXDU9e5gZTe/n5l6UFn6pLD3PLR5ka0eKAC5Qc+ELunzN5S1w8LUV0Hj1vaQ39iWW1mt8gdG48vZBZadajpSrifJuurhfKB2Uys/LlRcViPJuvrJXqO7mKnu56m6uvJut7KbLu+lSJV7eS+7up8t7yWI5miuFc4VQrhTO7caz1Vi2moCPmUo0VYomiyG4k6sk8tV4vprMV+O5SiJXjBWyiWImWcwkiplEMRMrZmLFbKSUi5Zy0Xw6lE5s5TPhbGonGdtIxbdTsY1UbC2X2iqld3KJ9Wx8JRtfKaTWc4nVVGQ+HV3IxJZT8eV0YiWVWEkl1lKJlWRsKRWv3UwnltKJpUxsEaZU4js1u6ZEeDoZmUnH5tKxucPvs/jnkVzOJJfTiaVkbCEemYuFZ+ORhVh4Phqai4Xn45GFRHQ+EZ1PRmagGJSOzGSj04XoVCk+U4xPFmPT+cQC5BGQWaTCM9BzgRkW8LJOhefSkfl0eDEVnkuH5tKhmeT2VHJ7Kh2aSWxNRtefJLYmYSlKamca2knQDMqEZ+Obz+CZ0A9Kh2bgCXAnE57lv1UmPJvZmcpvPi2HJivR2WJkJh+fLyQX86mlTHIxmVhMJhZT8fl0bC4dmc1G5orRBZA2+cRCNjaXjsxkIjM8sEBPAXPzkWlYzFSMzZZjc9mdJ4XIZDk+kws9zYUeFyJPs5s/FXYe57YfFkI/F8OPsls/5rZ/hPN3z1PTe/Fn5fCj4s5P+a0f0xv3IVLr97I7j3Khx/CxFJssx2cK0alCYqaYnC3F5/KR6Xz4WSk2XU3OVNOzheRUMTVdzszu5hdeFJdfldf+Xd78vbr1S7X2zgr+u6/PWNfVJf/bwWB+hUa9sexb+dG/97dqxi67G79X136vrv1WWX1rEwCfFv2SnftvcKkvuIBy+ZO0KBv+Ph8F2fIz2FlWEtPV5AwoF5g7rK1bzM3s52cBLpCzwdax3cIiFHTr51z+1Cv7v7ln8yQ6KK7y9rcHxfWD4mY1v/Xry3wiHZpZXXi4MPtobePpVvjxRvjpVvTJZmRqOz65Hp1cj06tR5+uhp+u7DxdC81sRuZC8ZnNyOxObCEcmwtFF8KRhWh0IRyZ2dmZi0XmEuGFRGw+Hl5IxBaT0cVkfD4eXkzGl1Kx1VRyNRVfSSaWE9HlRHw1kVgLxzbD8Y1QbH0nuhGKboZjW9HoRji8GQltxyLbschOPBpNJ6PpZCiRiCTi8WQinozFEtFYIhpPRuLJSCIZjidC8VQ4lgxFEzuRZCiaCscz0XgmFsvGYuloNBWGm7F0JJ6JJnPxVD4RT+1EE1uR+GYiHcrkY5l8LJWNJDPhSGo7ng0ncpFkPpoqxDKlRKaUSBVi/M1ELhLLhKLpnWh6J5aOxAqJSC4WyUXjxUS8mIjnYrF0JJkJ54uxTGY7l9nKZzaK6bVKdqOUXE6GphM7M7nEcimzWUxvlDKbu4VQJbedS6wePozsFaOlzHYxvVXO7pQy25XMTjG5WUpt7Reie/lIzSU7HykkNnZz4b18pJTaysfXS6mtSmanlNqojQhG5nPxpXJmPRtbTIZmi6nVZGg2E11Ihed4imVji8XEysv81qtSaC+9kYsv5TMbucxGPLkWS63Fs1vx7FY0vRWKru5EViKxtURiM5XajCXWovHVWGItnlxPJNZjsdV4YjWV3ojFV2LxlURyLZlaz6Q2MqmNdHI9k1qLRxbSiRXoMSWii/HIXCJaa6slIzOJ8HQ8NBUPTSXCU6noTDo2ywu6Wt0qNp/YmQptPN5e+zm6NZUIzcbCs9HQTDQ0EwvPxyILqcRKOrmaSa5mkqvpxFIqvpiMLSTiC+HQdDw2m8+tlgprv+6HftsPv8iv/Gc/BHABvhyOnr890lGzlQL/ujdP573lA/mG2UJ59dfKGpAF7gNcgC//W137z+76/1bXXhWXXmZmn6emf8nO8coFhnRh0wgvW6D4wlMGlMsbu6ILsfuF2H1oRYPZQjk+VY5P8UMupcQUrHOtZqZ2s9M8XA7yi3AUoH6IrtblqavR1u9vfgvAb/lc8DO1L8qbv5a3XlZ2DkrbxdxWuZKZ31hmr1//V9+1c9ds5667vrzq/OKK4/Pe0bN99rO9zs/M9s+M9s/M9i96nV9edn7V7/7qqudfVzznrnu+vub56qrrn/22f/Tbvrw0+nnf4D+vjn51beTcNdu566NfX7efH7Cfv+n8+ob16xvWb27aLg44ugadXYPOiwOOCzftF6/b9EMebsjLDXkNgy7jsMc86jNbPcYRl9nqttg8xhGnadTV7w5e8Yz1OwNXXMHr7rHrzuB1Z/CGa+ym1VA0kgAAIABJREFUOzjgGRvyjA15Ajc9/htu3w2374bHP+ALDgcnhifuDk/cHRq/NTg2cTMwdjMwNhAcHxq/NXLrzsitO6Pjt0fGx0fGx223b9vv3LHdvm29dWvk1i33vXvOez84vvvO9t239m+/dfzwvffBA//PP3nu3/c+eOB98MD344++H3/0Pnjgu3/fc//+0O07tvv3PY8e+R899jz8yf3gfuDHH8cfPhy/98OdH+89ePTjjw+///bu+J0J70TA7ncP+h03/c4bHus118gVj/Wa33HTZ7/hGrniGrniHO53j1732m66Rq65Rq757AMB59CYczhgHxxzjt7yWCfctoB9MOgYueOze0cH7vjsD24Hfxj33PW7vgu6Ht4df3r/zszP3y1O3p98ePvBHc+Pd70/fx94cn98+ue7i5P3F57dm3n07dRPd+aefL/w7N7Cs3vL0z9uLT3dWp7cXJ3a3pjf2llc2VpY3F5aS2zNhdYWYtuL8Z35yM7szubszuZCZGcpFl4Kby2GNpfCW6ux0Ho8vB4PbyQiW6nIRiK0mQxvpSLb6WgoHdtJRbeTka1EOJyMRjPRaCYaToV3Ejvb8e3t+PZ2fCuU3AkndsKJnZ34xnZsfTu2vhPfCCXWI/HNSHw9HNsIxzYi8c1QYnM7tr6+s7qwOre8tbQWWl0Jr62F1taiGxvxrY34VigTCWejkVysPsK5WLyYTJZTqVI0HF8p5LZ+2YuDXWat2nK484iHC1+45I0yYeSXn/TlE6J6V7a34PLG8ehDP10YpfvtULy8Ki5BHff34tJ/KquwY+T1CYBDuPBk4eHyKjP5KjP5KjX1Oi2CVnQufD8Xvl+IPoKaSykGgqVWcyklnpUSz8qpZ5X05H5mfj8zX5vfzS/sFRar+QWYc4HMaLewXA+R2ragw80e4JwAn4WH8PuC+y8rG8/za7+UNl9Vtn+phl5Wo5VSrLhbeLKycpa7fFpz6bRh6JTR2cE52jiHUjui1I60G71KvUuhdSlYZ7vR22kJnLQE2s0emWZUztqUrF3Ojso0w7RmiO4ZpLoHVLqRNna4XTPSphlsUw+3a4fa1MPK7httPQPt6sFO7fBJ3chp3egp7UhHz2Bb9/W27ivt6v4OzZV2dX+n9uop9uop9upJ3ZX3DFdP6y63dZlUF7iTGsspbW9Hj6mz29J5wXLyfN+pb/pOn7905sLldy/2n7lw+czFvtMXek9d6D19se/d7svvaa58oLv2vv76+/rrp7VXTqovt3f1tnf1dvZcOqXpP629clp7pf2ipf2iqaPLfLKnt7Pb0tFl7ugyd3ZbOtW97ereU9pLp9j+07rLbT2WTnXvKba/U93bqe6Fn+SMtu+Mtu9dTe8pteUU23/KcOUU29+htXSqzac05jM93Htd7Kdq7u/d+i979P/sVn957sLZf5777PMvPvrw/fdOtp1uZdpoopXCO2RUp5xuZ8hWCm+lcBkqUeBoK0XIUCktFStwtI0mWymijSY7GFmHjG6nGbg+rVIo8dr9TjnTKZOfVik+6Oj85Mypb778VP3NPy5+9fkXn7z39w9Offbh6bMfv/vVZx/98+8f/uPTDz778PSn7588+/G7Zz9+97MPT3/64elPPjzzwYdnPjv79296unpMxp6+vvO9vV+Z+760XP5n//Vz14fPXR/+59XhL/sH/3l1+NwN6/kB+4Wb9osDjp5ht9bqg9DZvLpRN2v16G1eg90Hobd5WauHs/k4m8dgdbMjTt2wgx11sKMO7bBNO2zTD1sNIzY+uFG7yWozDtvMozaz1WkadZitzl67u9fuNtnc7JBNN2JnRx2s1cXZPCaX3+IJWjzBXnewzzN22TfRH7x9ZexO/8TdWgRv37h1Z2B87IbH+ePTB7lCtJgPlbMbe4UNmKDjC7p/hAscRHqeX9nLLMLEWf2RYIg/wqX+ePRbcKlvRb+qUyv/r7r2R7PLP5UtfFr0hnIpxh9AQTcbuleIPoKaSyk2WYg9KyWmoOZSTk6WEs8q6cnd7DTABY5mVXPzUHMpZ+dgxgwQwxOkPurJAnABC34AUDk9X8kswDkgcEh/Xtp6XolUKonCQeXR2sYnhqtt6msqvU1h9ClMYyrLhNwUkHEBRd8dxjxBGcco45jMckvee5uxjFGmgETjQHQuTO9BWReic0m1DqnWiWqdtN7H6L0ynZfRummNGz6SPQ6Z1i3TOmVat1zjVGg9co2T6XHSPaMKvVWhH1XoR+X6IYVhuNVkbTPbWk0jpy85T/balfpBRntVob+h0N+Q6a4pdTfbWWunznZSazuptZ3S2eGiU2Pt1I526qynDY7TJtcZs/uU2dVpdHRw9lbOpmBHGM2gTDukYEdUBqvKYFWwI3L1oKxnQNZzQ6kdhFBoBpTaQfziFbz7qowdbDVZFYZhvPsqerGf6LlGaW7Q2pty3U0FO6BiB5S6m0rNDaXmhsowJNfdlGuuyjVXFZorqu5L7V29nRdMH/X0fdJl+azH9PlF/adfdX989usPPj576vT7rXKFksDkKKYiyDaKVuKEDEFpiVSGoLhASIkRBUbSEhRtFuICMS1BcYGUEmO0BCdFKC6QkiKUkRJylOpgVCpCJkNIeKjEmTZK0SlTnlaqTrer3u9oe7ezrVPOMDiiJLBOlfykQtapknfIaBVDdshoJU3IMYTGMYIgRAgqRHAxLUNUJ1WffHH6a3XH1xrVOa3iG72iyyzv6qUu9hIXLFRXn1xzVdHVr+jqV3b1q3qutqmvtWqutvZcVXX3K7sut/Zcaeu+0tpzpb3narvmSqfmeofmSmtXf2v3JVVXn+KCRXHBorxoVnVZlBfN8vNG5XmD8rxBdYFrvWhs6zK1dZnaL5paz+k7zhs7L5jaLhhV3xhU3xhaz5uU3xjl5wzM1wbmayP9tVF23qzs6lN2XVZcvESf45jDOyr1ZaX2KoRKfaVDc/ldjeWDbu2Q3x9JR7L5SCG7WS2s7xZWa3ypHfp/XTp4/qbF90FueTczVw8Xni9vlVrqW9R8QCn3jwvSeKkCTOHhcmi88LrmAmR5mZ56kZp8mXzyMvnkjTmXQuw+tKJz4fuQFpVik8Xos2z4MfClnJwuJychLdrLzfDKBWou+8UlqLkAXIAvb3GkXrbUfwpOpoNsKafny+n5/cLKizLUydf2imvV0lahFE3vFn5YXPnYMtDKDss5L2UKkKYJpvcOaRrDuQDVd4fovY1bbuGWW5hlDDUHUXMQMQUknE9q9EuNfgnnEek9Ap1DoHMJtS6E9WNsAGPHMDZA6idoboIx3qEM4zJugjEEKTZI6/wMOybTB2X6ccbgp4weyugiDA6MHcXYUcrokJmcMpNTbnbJzQ6asxLsMK0fpQ0jtGFEYXLIWJdc55HrPArWq9R5lTqvQuuRa9wK1q3Ue1QGr8roU3JemcHDGJyU3kEbnJTeQbJ2Su9gDE4Z52IMToq1U6wd14xi6hFCa5WxLkbnpLUOQmMnWTuqs+J6O8k5MdYm7hmSqAcJgw3XW0nOLje75GaXjHPIWJtMNyJnR2nNIKMbaOVGT5rsKu1N+muL4mvL6e7+j3VXv+BunDcPfKXp++Dzr9vOfKJsOyNXtDO4jEZJBmWUpFJJKmmEJsQEISYYlMGEGCEm5biCRhhcRFBSWo4rCDFJIwyNMISYhJsMKpNhcrhJIwwpoTAhjgowSkqrKFW7vLVVruhQqNqVKjlBkSimIOmTbe1KimlTKNtkCpVMrqJlMpKiUZzB6fa2U3JVp6rzPXnH+yJZp1j1gfzT851fcye7+9s115WaG1TPdaz7OtpzE9cNkXorrR2ltaOMdpTSjNCaEUo7RPYM4V03KPUgox1m1EOUepDuGZTphpWsVcGO0D2DMu0Qoxkku28QXdfJ7hu0eoDR3CS7rxHn+7GvL+Hn+8iLl6mufqqrn7hwqVU3cFI/fJobbdcPKdTXZeprTPd1svuagh1SsENy3TCjHZLphuXsiEw3QqkH8a4BvGuA6BkitCOUwUYZXZTRRXLOtj5fq9F+iht8V2MZmrgbK2azhWg+u1nJr1Xzh8eLaisraq+aei873sIOPI/esnB8Wbd8nj8H8Cf++XVw4c10f38TK/WyhYcLbBeply314/+vlUs+eg+6RfnIA7DjLkSe5sNPMqFHwBcY/+drLnA4AJQLwIU/W8RHPUFAnvxp8HABFVNLkcobB+UNmO7fq+zky9FENXd3cfV904CcHaGNftQ4JjGMYebbUi4o0fsR4xhmnsDME6hpHDEFpEY/ag4CZeCh1OiXGAIivUeo84pYn1DnF7EBsS4g1gUkbBAxjKPcBGYYR1g/qvOjOj+i9SFaH8YGSP0YZRyjzUHKEiA4L6J3YXo3afRRJj9l9qI6O865MNaBaEcx1oaxNkJnkxm9CmNQYQwquHGVebzNdKvNNN5qnFBxwbbeW229t1SWCaVlTGYek5mDst4x+aUgbQ4wvX6ZOSjvDSh6xxW943LLmMwcZDgfpnNhGgehc1F6D8m6cY0LVdtJow/jXLjBgxvdqMEt0dkQvYMwuxC9A+ccpMlDck6StZM6G6G10tpRmXaI6b4u77nRprnZpr7W3tV/urv/I+21f5gGvmSvnr1o/OiL8+2nPpYpT9KMCkMpQkqREoqSyBhEQYoZpBlHmnFMQDKIAm0hkGYSE9DSJkLSiGMCmpIoCBFNihlCRGMCEhdSpJihJDJKIuMv+CDFDClmGFympFVt8nY5qcAlBI0xKqZVSataZW0dys52RUerrK1V1qZiWlVMa6fqpELWytDK9vb3znzwuazjoya84wR5Wth5tu1cb1v3dZVmmOwZkHTflKiHpTqbWDOK6VyU3lP7jWntEJjGRumcjN5Nsy5CYye0VlrvYAxOWu+gWDutd9B6B6G1oj3DQHNCO4JcuCH55pro3BXJ+Sto13VCPUCoB/Cem0T3TZlmWKEbZbTDZM8A3nOT6BnCNcMyzgFvDCRrh8A0NnG3Fdc6EY0T1bpQgwc1BjDLGGKZQM1BsneM4VydRttp3eXBW9/FS7lcIVrMbZRzq5Xc8uF2LYjaiwVeU3v5Zd7I7nl+5a2ay38r6Nb7XfIXdbsMX0/Q/V5e+aNyeZ0THe4t+tPx/1/Tz8A46nW3KBv+Hmou+cjP+cjPhcjTQuRpNvw4F3mSjz4txJ4V40/LyclKerKSnizHp2AKZjczV19zgWoLRL1s+T/IAnCptxfdL63ulVerxeVqcblaXt+t7qSL4Vg19/3KxnvmAaXRJu8bJ/vuoL13yP7vid7bhGUcYf2YIUgYxwnjOM6N4dwYZb7F9N5heu+QpgnCOE6Zb9GWu5T5Fmm6jZsnEFNAag5KjX4J53utbvReMetCDR7c6MONPozzogYPwXkpU4CxjNHmIG0MEJyPNPhoY4AxBWljQMYFGFOA4XyU3sNwPtrgplmXnPPLOb/S4FdxwVZjsM003moMqrig0uBXmoJKU1BhDspNPtrop01e2uJjer2EwUVyTpnRKzO6ZUYvw3lkRq/M6JVzXpJ1kloHpXNSOiepdRAaJ662STVWqW4U1ztxzoEZnAhrlepGJdohVG9DdSOozkqwoxRrZXRWWjtKqweUF6/Kz5mZf3Cqr80f6W/8q9/+9WXrv0wDn6vN7579pvX0xzJlh0Le1qZqVckYQoKQEoqSKGipkhTLgSMAFEqiQJpJaRMlaSQFx1DBMVTSSEqbKFRIS5oJUSMmaSYQAYUKaQhcLINPSZoJXCyjURUmYoQNUkLCUCijpFvlpJKQUgwuhwsZoVBQKhmhoDEZg8shlLSqTaZSUgyDy2SUimFOSbGOFuxks+xD5Mw5+VfmTu2wXDuCqYcw1oawdpF6RNxtRbUuTOdCNA6kx4aq7bjWiWudmMZBsm6SdWIaG662wW+V0NgxjQ3X2lG1Vdo9IukalnYPIT3D0u6hlnNXW871C7+5Kjp/TXLxhrTrJtI9gHcP4l0DlHqY1oxQ6mGyZ4jSjMhYB4hNknUSOodUY4WQ9NiE3aOIxilRu0Rqp0jnFnEBsWlCZL4lMo5LDAGcdXdaHJ3dlmu+sVg+lcluFdJLpfRyKbNYyiyWs0uHPmdLe/ll/pWyl18G3waIP/Vg+6OB7FtZUq1hdAgXWO36Vlr0n8rq/6uuvXaKOjSm+29ni6Cg+0ZalN7+Pr39fWbnh2zoQS78Uz78CA6Pw2wVBCiXSmqqnJzcTU3vpmZ5Oxw4XlTOzvGLWviDi/8tJ4IAskDAYcWD4mo1v7RfWasUlkq5hUp+pVhYj2U2Q8XU9ysbZ7gBpdGu6L9NX/4W67tL9n+PW27h5jGE9aP6AGYI4twYyY2TpgmZ5Y780re06RbGBlBdENePk9wtwjCBsWMI6xcbvELOLTC4WvROgcElMnoknEekd4l0TsToIXoDRG8A4zyI3oXoXajBfUiTMYrzUxxgZYzW+2RcQGb0kzoPoXPJDD4552f0XjnnV3EBFRdoNQJcxlqNQaXBr9D74LMKs19pCchNPsroITknyTlpg5PhXHKTR27yMJyL4VwKo09lDsg5L6N3M3q3zOCBt1wZ62L0blRnxwx2nHNhBjtmcGJGB2awI+wIrrci2mFEPYhrBuUGq4qzKdgRVc/N1m8s73X3fajp/1h96Uvjje7+0a9N1z79Rqt691O69QxBKylSLqPlKplcRhKIQIQLKVKspCQqXChHWxikmeZD3EBIGklxAyE8hotO4NJGWtxASJuoluPSpqNiYQMqbSGlLaSkmYCPqJBGBJSoERM34bhYRkoVmIjBxTJRIyJtwUmpTNqCS5oxTERBEBIGE1GokMTFNCokJc2YVICSIrRTpmxllJiYwBAFQZ2Ukqeb8dN/kZxC3+/q6LqpVA+RPUO41irV2ZouDrRcHJZo7KjWKVXbJRet0i4brnYSOhfSY8O1TpJ14lo7qXXwKgbT2HiyID2jmMaGaUal3UOSiwNozzChHcE1w0j3APAF7x6ktaOMzkprRvDuQfTiTaxrANeMElorydpJ1omxh3DR2RCdE9E5pRq3SO0W9rhaNG6B3ifkxgTGcSE3LtAHSKPvzGVfZ3ffFU8gWUgWc1vlzEoxvQBRyiwCXPi3an5cgyfLfnbpeX7l9UHEw73s9TaP9fvXa4KlbrUrVHN/fb2OfgXOFsEW+v8Cl9dmC3xOBOP/b58tKsZ+zoYepLfvZXZ+zIV/yoV+5gVLIfaMvyjGnxZTk8XUZDU9XUlN8b5+cPiokp2rCZn88lvyBO68gZLcwl52fje3VMksVDILu7ml/dI6GCPsFtcOh/TnK7nlUn49V4qk98rfLa+fNtxUcDb55VuKa/fI/u8Ry23MNI5wQakhIGZ9Ip1XovcTxnHCcosy38JM45ghiBmCqD6A6gNSnU+i9cLfWMT6QLOI9B4h6xbpPWLWI9K5JXqvRO+WGjwI50U4r0TvlujdqMFNcX6G8zEGP8OBbAmQBh+qdVKcjzH7ZEY/oXMQGjujd6uMPpXRJ+e8Ss6r5LytnK+V8yn1HrnOxegONYjeJTN65SYfsAMkCal10KxLZvAojD6lya80+VXmADCF0bvlnFfOeWUGD6Vz4lo7zrkwzoVxHoxzESYfZvbgRjfK2RHWSuqtFGuldcMqg7XTaGvVDcm+7v1Q09/Vb9Ned+lvuNSXhv7Zbfzoi/Oy9g9EiIygW2lGRTMqhbyNJGSIlKBIhZLqJKUKSTMhbEDRFooUy3EhI27AxA2Y4JhUeBwRnUDFxzDJcVRyHG8+IhUex0QncNEJXNJIYgIZKVYSIgUmkBEiBdJMg9JpOYoIjqFoC0OK5YRIRohklETBICpaqgRxJG2q8YiUKnCxDESQoAkTNkhJCUkhBI0xFC4n8VYEa5Wg7WLiDNH+pbjtH+iH6rauwXajG9eMCrqHJDqbUD0iZZ0o60K67chFB6H2yHR+mvUSGielcxM6B6axEToXw/kYzodrndKLw0j3ENozjPYMI91DcI2pR0j1KKWx8kGqR0n1KNEzQmmsjMEpYx2YekRy8QbSPYBrhnHNMMGOEjoboh2VakakOpuUtUtZu1hrF3Tbmy7YWrocYtaDGgNSo1/EBSSmCdxyi7GMnbnkP6W5es03EU5Gc6lNOEhdTi/CQZNSaoE3ad3LLIP7Nx/P82v1Xt/1PphwoLHmQfWmGT7sWT7ILuymZn8prsA55FflNbjmEfP74cq0+q2MsCQAekmHlt1vw+VF4vGLxKFBN5AluXkvvf0gu/NTducnPiHKR59mw48hCrFnpfRUNTe7m5mppqd5txceMVBYqkcJr1AAIpXMQi0PghOZhxnTXn75oLzxorp1UNneK63vFlZLmfly+g24fLu0/r5pqNXsVF6+Lb/6A973HWq6hXITCOvHzRNSLig1BKSGAGYax80TqHFMaggAbuozJoT1S3U+MeuTGAI8XISsm4eLmPVIDR7U6EONPkAMbvSRrJtmPbTBSxu8tNFPG/2kwYtqnSTnpoweSu8CmU2zLoXBI9e7FUafwuhr5Xwqg7dV71Xq3AAX0B0M54EEimZdcp1LrncrOS+8i4JQp1kXqBV4DkAHQANwkWqsUtaJcR7c6MWNXsToQvQOCTuKaEdx3QjDjijYEaVmoLX7+indwP8Yh9kBn3nYr79m01waONdjfu9/vlJ1fCDFFBIJRZEqilQQuIwiFShGi8UkgjAEqiQk8priaMCQZhJpJuH133JUIjgmlTTikuOo6KhUfAyRHEdxoRxppiWNJGRJkkZSdAIXHEORZhq4A3dEJ3BpEyVtouC7YQKaQVQMosIEtKQRlzTi0hYSBI60hRScQKQtpFREExKGlJCEmCCkFCalUKkcQZQYcZJkPiRVn0lbv0DfvaD8V/8pvUOms0q7h1C9Q6y1InoHonMh3Xa0y0mr/YzWR6ldNOulWQ+hcyA9o5jGQek9jMFPsm5K5yR1NlwzivYMS7sGpV2DABf04iDWNYR3DwNlaK0NKINrRqHQLu0aBDmD9gyiPYOoZgjTDiPaUUQ7iuodGOfCOBeidwm1nuYep6DbLtV5MM4rZl0inVfE+qSGAKb3tJmcnT39NwJ34tl0Mb21m14pJmtkAd8GODdbzS4fHqmtIQaWTL8orPN+3fWOmSBnePP8N7YnF1deldfgEM9vlXXAym+VdYALMOV/q2t81B9oBL7wVgy/ZOdgNvdleup58tnL5JMXicfP44+exx/xadG95Ob3iY3v0tv3sqGHufBP2fDPucgjgEs++jQXeZKLPCnEnsEJIx4u/IgdzMJA/6hejwBcaueJU3PQbK5mF2G6F6xbagtDyhvPK5t7pc3d4hoPl3J2qZBdzRRCiUrhzsLqB+bh9l638vJt+vK3qOUuZr6Nm24jrB8zjQNNpIYAahxDjWMIF5To/WL4+xmCUIgBFYOwfoQLosYxhPNL9N5DweKV6L1Sg0+i9/JlF9TgQQ0e3OAldC6AC8P5aKOfMQUozofpXCTnJjk3oXOgaisoF7nezRwCQsG6FaxbrnHK1A5G42B0TrneLTN4ZEYvbXCTWgehsTMah4x1QeeIZl0gYUDg8KzhcVODi9qG9IwiWhuudxJGN2F0Y5wL1TsQ1opphyntkIIdamMHVd1X2i5e/tQ0ohkcMw8HNX1Dn33NnvnkK2X7R1JUJZEwIgEpEZMUriQxBSqhUQktlVBiESERk6hEhgppaQsJ6Yy0hURbKEBM8xFxy1GJpBEXHkea3hGJjkrRRgIXyqVNlOgELm4gxA2E4BjafETachQRNxD8BXBH2kSJGwhpEyE6gUoacVIsB+UCNR0o3KBCWtiANh4RwTWFyEkJBUFIKVwswyRKiuhUyD9C8fck1MdCxVnsI01791Cb3kZprLjejrB2RO+Qap1Itx3rdpEaL63xkj1OmvUyei/JOlG1FVVbCZ0Dir6k1gHFb0AGFHRJnQ3vHoYgekZAtuDdw1jXEKkexbqGDtEziHUNIN0DSPcA2jOIaYcx1obr7YTRTZm9pNmLG70inbtF7RL2OCQ6p5R1CTT2FrWrWe0SaJwSjV3OjrZ2Xxoc/zZVyBTTW5XkEhy25MkCxvLV7DKc295NLwFieL68XhtQB5eDXM2BgfeT5Y9Nv8gv/VpafVlYfllY5uECuHlZqMkW0CwgW3jK/Juvy8AJ6bo5l18y09CKBrgcxA4NujM791NbP6S2fsiGHhSijwrRR/no40LsCT/nAocAoPICZroAl/qTjeXkdDU9u5edr2YXoanM50HwkIfLbq6WHELTvlaXKa7tFdeqhfVKfmWvuFbJLVazi5XccjG3xsPlfdNQe69b3jdB9N5GzHfIvm/pvu8I4zjCBSFQ4xgoF8ANUAaYAogBCUNYbhGWW7h5DDUGpAYfagxgpiB8RDg/xnmhoIvo3VLWhehcJOtm9F6Z0S83BWTmoNwyxpgCpMELcKENbpJ1gr4AuOBqG6l1yHUuuc4lUzuYHjvARQYaxOhlOA9k+xSEzsmLFJ4jgJL6APrgahuuGcU0o7jWShhcfOGG5Oy4ZlCmG1Zpb7b2XO3ovvwhe/3cJZv2huei8ebn59i2058TzCkJohSLZahUTmIqVELTqIJC5KiQRAQEIqYQMSUVkZiIgZyIL5QQIhnARXBMKjgmFTdgLUclTe+IJMdRrIkUNxDC45jwOCZuIEQn8OYj0uYjUpAqTe9I4BpKM5hAhjTTuJARnUCFxxFMQEPNGBcyDKICnCECCuAiOIHAzyBtQNAmBBPi0GwixXIGa1fQZzD0JIK924i+26w8q/xnb6d2VKEeJbRWRDuKsHZU60R7HJjaDXAhNC5C46JZD6V3ETrHYRfJiWlstYqJzgbtf1JnO2y02SAPAr4AWZALA5TGCtChNFZKM0L0DKE9g5h6iNCOUKyV0jtIzklybsrsJU0ejPOIWY9Q6xJrHVLWJWVdYq1DoHG2aJ0AF0bYVwKQAAAgAElEQVQ7rLzYOzTxXTKfziXWy4lFIAufEMHKikpm6S1vEB4xUNytb07X4rDO8rY9fmH519IqBDgcAFxeFpYhLeJzIrj4z+46H3CzVoV509KFb0W/lRbdy+z8kNm5n488PPRzeVqKPS3GJ8vJaTi+CJZ0fFm3kpqqpmfBXpc/3Aj9I+gB8WThH77OiQqHO0b+C1yeVzahJLxXXCsXNrLFcGq3BGlRm8Ul6x3HLbdQy12m/wd5/z3achszjQNTcPMEgIOw3MLNE1BzqRV6TRO05bb80reKy9+Rvbepvju0ZYI0jRHGIGkao8zjcI0Z/LjBSxr9pNFPcD5M78H0HmgGyU0BhTmotIwpLWMyc5DifCTrZDiP3OSTGb2QttSmUViXzOBpM/rbjH5IixSsW2HwKAwegAt0gt56fu2OwQNZlZzz8rjhtQypdWDqEfgHTfQMUayd4VwwJkOxVko9qNINtfZcVZ23fMRevXDV0d0/+g9N7/t/P3/qvbPK1g9p6hRNdjJEJ4O10qiKQpS0VElJFLWWkIDCRAyUYCXNhLgJRwQUKVVQiBIXMgAXyF9AtgiPI3ATyjGQNwmOSRv/JoTPthyVNP5N2HJUIm7AQKqgLRTaQpECRnIchS/HhQzaQkGKhLZQohMofBMoDwtOIM3HJE1/EQiOCCUnpFgzjrcQhIBkJDI51qEgTlH4mWZxRyP2HvVBT+fF6209Q2TXTWn3EKK1YToXrnFhajeu8VBaH6XzUDoPpffQBjeldxA6G6GzgX4EpkA3mmLthNaKqUeQ7iFKYyV6RrCuIaxrCEotfICWYXR2WjsK4oVUD1OsldbbaIMT19txvRPnXLjBgxrcCOeXGnyowYMbPLjBg+jdYtYj0nsEGifC2mW6YeVF8+Ctu9F8PBkDl+WF+igm5yHAewgQw6uYvcxyfZ3ljY0l5VWwvKzPiV6WVgArv1XWQbb8Vln/9+7mv3c3f69u/F7d4DULnxy9kSXVdab/ZDY39fSX1JsG3bnw/Xq4FGOPi9EnxegTPt/hzS7BSRf4wsMF+AKxl51/a0yO78zz+xIPijWIvnHmqLS+X1rfL9ccWOAAwW5htZRfT+d3ktXi3cW1Dy0jrWYnbQ4Svbex3m/py9/LLv9AmW/xWOE1S03I6ANQcCFNE5T5Fh+YaZyw3KItE8AUCMIYRPU+hPVieg9p9DOWMVnvOGMZk1vGaUNNtkAozEEouxA6B21wy00+uckHeQ2jczI6J/R6OnrHOszBDmOgzeBTGbxKzqsyB5QmP8AFCALTdK2WYKslqDT5ofICNV2F0ceXWgAu8FlcM0prRojum0TPEKOzyjgXydoJ7QilHVKwIx2G0U7Njfc0V76+bLVYg+pLAx9+cb618xOF/D257F2aPMkQnUrqFLSZZWgrlFcxAS1uwCSNOE8WAA3fS4ZuNCRH0iZCeBxpPiKWNOKABvgsoEdwTNr0jqjpHVHLUcmJv7Q0/FUANRrhcQQkj7gBk57AJMdRqObAl0MJBhRNTRYdFQPgRCdQ0QlUfAwRH0PExyWSYyLpcTHWiFACSi5V4SKlUKBsFLdLVGfbvjCd6r6p6h7EugYwzSihcxCHfCE1Xpr1wrjAa7Kw9hq+9Q5esPD5Ea4ZhSIu0TMCQWmsjM4uYx3wEAoxpHoY6xrAugbw7kFQLiRrJ3Q2VGfHWAfKuhCdE4QwbvBgejfKuqSsU6RzCnQugcaO6h1ydgTgEsnF4pGFcnqZpwlvnQEBJhv1iAHl8sedsDxcXlXXf9/b5E8qgi3Dr6XVF/klUCtQbfnfva3fqxvAF9Am9clRfYu63uflTyZc0s9eZSZfpZ69SvFDdJEHIF7ykYfF2ONC9FEh8rgQeQzHF+sLK7B38VC8zPBM4SlzkF/kUcIfTXzLiuJFeb22TuFwjctefhkciQEue8U1GMOr5lcK2dVUbjtezt9ZWP24z6oyOShTgOi9jfd9R136jur9ljCOo8YxHi58KsTXcUnTBEy7YIYgwvolWi+qDxDGcco8TpnHadM4bRqnjGOEIYCxPkTrQVk3afTLLeMQit4JkC1yU0Bm9DOcDz7SBi9tcNMGN4gOvltMsy5o97Sa/K0mf5vRDz0jFegRUy14uKiMvrbesbbeMZU5wMOlhiGDBxADsgX+K6TOJmdtjHaU1trk+toMmMLg6LC42/TWTnbofXbwH32j3HCgb8R3QX/pvf/5x+l3P1cp3lMp3lPIziiZMyr6NIO0qchTcqwDE8gwgQwXysVNpLiJxERyXKzgp1SgtipsQIUNqKSZgMqr6AQqOCYFPVKrxQgIRECIG5CWo6KWoyLRCanohLT5iLDxby2Nf2sRHBPzD4VHRcKjItFRqeQ4ijTgaCOBNODSExhcQ08KCAXwAsmDtjCSRlJ8DBEdE4uPCiVHhchxMd6I4A0Y0oBLhXKBuLUJO8N8cPG9rmun1ANM901KM0JrHZTOTWjdmNqJqZ24xkXpPYTOQWitr5MgvYvSuwAob2VGkBYxOjujs/P5EakepbW2OrLUCr2kehjvHsQ1o6TOBsPWGOvg4YJxXozz1siis4m1doHG3qK1CzR2zOCU64eUF43Dd76L5GKx8Gw5vQjWEBC8id//AZfXedCb4oXPiaCgC4j5tbL2S3FlPzMPfIGPv1XW+foLv5eeXznylgkD76cLOdG/8zO/56Z/y05BvMpM/pp8+ip+6KFbiP6YC9/Phu7lIw8K0Z8K0Uf58KNC5LVlFM8OmHOBtOhNn7ra2AvfLeJHV+qPO79eJ/QmXHZzSzDvXC2s7xbXDsobcK56r7hWyq9nCqFktfjt0vrHfVal0U4a/WTfHbzvO6L3LmG+g3NjCBfEzROQ7JC9twnLLdpym+m9Q5lvAVb4ai4Ewvpxbowyj9OWCcY8AXDB9X5c70d1XpR1E5yPMQVhUo421tSKwhwErEDQBq/C7Gc4D+Qy8MoHxIDu4LvRbUZ/hznYbglSOifDeWDOBagh17sVBo+cFzWH162WIGRGfH7EHDahaNbVavIqObfC4JLrnRRrl7GOzj7//wzcbdWOtPZc/Ug/0H3D3TsaZK8Mf3Fe8/4nZz/66Ms21Qed7R+f7Piks/UjFX0aFyuU1CkZ3iFpppBmGhcrpC20qJkipSoabaMQJSZipC0kIqD4FEnchGMCGl72LUclfNtI2kTAcIrwuKThr83NR4TSJkzcgDT+rUV4XNJ8RAjEafhr84m/NAmOCAEuQBNoOUmOo2gjgTWRAC9IjpqPiEUn0JajkuYjYsFRrPmItPmvYuFRkeSYCD0hxhokVCNCNKF4Ey7DO3Css0HUSnSc/fCbvvd6rrdpBmWaYUZjY3ROSufGNS60xyHttqJqO9IzivYM45rR2ukKrR1V15gCA7swCwedIECJjHXIWAefCtFaG0AHmkcy1qHk3HK9nVQP16Z+ORfDuUjOTRhcmN4NcMGNPlAuCPSnWZeQdQJcZOyg8qJx5O73kVwssjMNQIGyCy9eADdgQANk4fmym17aTS/UdiHV96GLa7zj3H5u4UVxmefLb5X1g+wCVF4ALr+WVvcz86/Ka6/Kr3tD/FGjWvGluAR7o1+bdedmX+Vmf89NA1zAhu6X1NNfY49/jR3WXIqRe/nQ97mdHwrh+4XoT8AXSI7K8WfV5Ez9DqNqeraanq6mp3nZwpOldtqobl38H82iakew8ov7uQVoRUMvqZJb3iuuVfJrxcziXnFtt7BczS7mErPpxEI6v5PeK99ZWP2od7TN4gLlQlz6nuz7ljDfIU0TZO9tSIgw0xtShbbchgvSNEFy47g+iLEBjA1QxgnCMIbr/YQhAEwhDAE490jCjJx5jDYGMJ0b07kpzk9xPorz1Qq6Rj+PGB4oCqOv1RJs6x0DQLRagipzoNXkVxl9bUZ/uynQbgl29I7JOS/DeSijhzHXMikoxABNQLyozIG23rH2vnHgCzCIb0jDnTZzQMa6ZKxLafIrDB5KY203ez4b/PakfvRkz/W/G0e0gz7TkE/be+NfPYazX104eeZ/FIrT7777948//PL9d8+e6fxUTp2isHZcqhI1U5ImGpOocGkrKlWhYqVEwOCIQiqiASggYRABJW7CoXkEykV4HJE2EZDCiJtQcRMqakSEDVLBMXHLUVHzEWHzEWHTOwLBMbHgmLj5iLDpr83Nf2sRHhWJjokF74iFRyS8fsGaSOkJTHhEIj6GSE/Ukib4FNKAC48jouOEuIkUHsca/9LU+JcGyXEh3ihFTwixBonoiEDcgKFSpRhpa0Y7ydNfvH+h/5R6oLVnSKmxyrR2Su0kWTfFenGtE+mxod2jfAMIh6K4zgaCEYror6vmahvePUr0WEm1jdLYae1hSZ51wVwv9K0Py7pWomcEU4+QOhuld9EGN6H34KwbZ924wUOY/KQ5wFiCtMVHmjyowSnRu8UGt1jvxAx2hWG4Xd3ruHd/Jx2KhWd5s2FevPCg4ckCF1BwAbjwW1BqM7v5FfDWrT8AzQdUcF8Wll/kl6BDBKVcyJLAiQ6aRIAV3tXl19w8b3P5n/ISHFb8JfUUsiGYcDmI/fwy8vPLyGG3qBD+IbfzXW7nh2LkQTH2cyn+CHYAlOPPKonJanKGn8c9RMzMbmaGL7Ucbk17Ay71Xrn1FpY1J5fC0kF+ka/1VrOLcAx0t7hRya+UMoulzHwpNZdLzGaSi6ncdqSQ8T6Z/tAy0t7rlvWOU5fuAlxIy13acpuw3OLbQ9B1BqkCqRA/uUsYxgjDGGWcoE23SG6c5IIQhCFAckEgC2EIUJwf4IKzHkznJg0+6D3TBi+cWIGetMzorx9yAy7wRVk5VzudqDJ44aQiUENh9tMmbw0uRi/ARWnyQ9kFvgl/DbNz9XO6EG29Y62WoMzgwdU2RufsMPs7zd5W7cgp3dC72pufGYcuXrbqroz2mK5+eUH7/qdfooTqzPufnT17/uTJjxnm1Hvvne1o+whDVKhUiUqVmEQlFspamkixUIajbRiiQsUKiZAC5UJI5IREDv0jmEPh4QIXjX8TCk5IhA1SUSMiakSExyUAFOFxSdM7AlAuzUeEwqMi8XGJ+LhEdEwMHKkniOQ4KnhHDHdER6XwBJAzaCMhaSSFDXjLUUnzEaHomFDaIMaapHijWHykRXJMJGlEhc14QxPRIJRJFe8z759r/cqs/PqKsmtQ3jNC9FgpnZs2eAmdC5DBJziE1kqxdtrwuusP9V3isH9Haeyk2gZwqY0p6Zy01gHPh9EYKMTQ2lpiRWithM5Bsk5C74HADR7SHKAsAcYSlPUFmF4/ZfHh5gBq9ks5N845lNwID5d45HUeVLfoqhbQhN5NL0G3CFrR+9k/GaKrHTuqW4hcD5o/wgXEC9wHp8vf6ozpXuUX+PFc3s/l98L8i9QkDxfQLC8Sj59Hf34eevg89PCwoLvzbWbrTmbrbiF8vxz9uRJ7BIvoYUt07ZhianYvPbefmT/ILuxlZ/eyr+ss/w0uf7r2rB4u9bMwUHOBORfY41HJLJQyi4XsarYYjhQy7keTMOcCcMH7vsMtdwhz7QARKBR+WA6SIJwbQ/UBjA0QhjGSG6eME5RxgjHfhnQJmkSQEwFcahemgLxvQm4Zp40B0uCjuNrUHLwR1eCi9zJ6L69cIH9RGH0wIEfoXIzeC4cAlHqfgvUqDX6FMdBx6bbSMgZjeFDEgefAl0My9VY1l5/Nra/swBklOeeV691ynUPJ2lu1I63dNzu7r33Ra1cP+DXXnN9wVz//Rnv6ky+YtncVbe/9/Yvzf//8Qmv7RxRz+oOPvmpv+xiRqlCklSJP0uRJQQt97JhEKKRJsoPE2yUCRtxCi1toqVCGihWISC5toUWNhLiJFDbgghOYqJGQNFOSZkrcQIgbMIBLvX4RHpeITkib3hE0vSNo/luL4IhQfFwibUDExyUt7wiERyQ8VqDmIj6GCI9IpMdR8VGp4G+i5r8IhO+IpcdRrJFAGwlxA9FyFGk8Imo5LhY3SpBGCdIowZqk0hMitFEibUbETWhjI3KiGW+RKkTMGfKDC7LPje0XBlSaEVptZfRuuSlAG7yADBnrYDQ2SmMltFaadcmMtayzhozD2jn8emmtA/jCw6U2OmBw0wY3pXdBegVlGoq1EzobrrUTOgeh95AGL2n0kUYfZQlSlgBtDsh7A/JLQfnlMapvnOwdQ40+0uQBuNju/7idDseic7nELJiZH24+WuKDhwtfcAG48EDh18XWlsYebhqp3zECE7r/B1xge1E9XKA3BAUXOAdQM8097BDxcHkZ//l59OHz8IOD0P3DVvT23fTm7czW3Xzo+3LsIcClmpr8I1wOsgsH2YU/Khde1PwxLXpreUh9WlTNLsIzoTG0W1jdLW5UC6twJPqguLpbWK0UNwuVWGq3NDG79FHvaEefR943AXCBmgttuV3fCeLrLBCYIYjrg8AU2nSLNt1izHyuNAY1F6jmklwQQMNYxhSXbqku3Vb0TsjMY4wpSHE+0uAlDf+fsPf8auvQ2n3/ozvuPe/eO3EH1PvqRV2iuidxEqc4xTZFZRVJYDtxBQPqDez04t6pLokrTUIIAe529jmf7oe5tJCd/b5njDkYy7JgZBjyY85nPnPOGBlIgPjCBpK0bxUHcoCHBe8cpPxxGCxyBFJ2f9LqSzD+hFPMMcEk7osR1ca2jUs7uQwIwBAgstTmRLL4Ir+B9icpf5wNxF1C0hkYtO0/6tx3uKXzSGv7wT3d/Z3fxr4UjuzaG9j28VfNOz5yb35v5649n+zp2LLjU4dnG2Nt9Ta9T9JNJoudwD0U2Yhjbp2WUioRk4klSQ+OOs16xqSjTTraqKWMWkqvJgAr8FGvxMxayqKjTRrSoqEQPWNQoYAV4AvARbNJDyWSdqNOhou+zqBap66Fi9Q5qjPrNhqNdWbDJpN+o1GzTqdZp9NtMBjrzOYGxFBnlsSXOoO+wWRQGg1Ko0lhQDWIscFgbDCYtZhObamvN9QrTSqT1WDdTmzZ6/nigKfjBNvRy/oG2ECc9MWorkHWF7X5BtnOfjDaYh0nia4BmDOSJXnZdmT1x+jOAfAiyTUR3n4S7+wnfYOUP0p0DYAMDFFdndGPdvVjXVHCHyehGhJg8DVBcXEmlGLCWUrMoFwS5ZIkH7cHT7j2iwCXhw+uFaeuwmU1gAtELVygD704dV0eBaidM6oNOWepvV70sjJZWw3VkgU8L6uni6pw+d+L438tjIIfF0AjjynWNolezJwHuDy99/OTuz/9PXP5HuBSeXhu6dH52rII0hYIEHRrThpdBaxAQDLyHzfRyQ8AF3nKc6kwUp4bWSyMLhYnKvPjy6WJ5dIY7HMpz98slu/PriyeHr25PdznDsUALnj4eyJ0GueHZaaQfL42CC5XLX8yFJdnhGGaHwLEQHaDBVLQMJLsLf6knLnQQoYRszAMTQSTkGuQgQTNpWxCxi5m7XzGxqVroSC5XaRI0IGEPZBychk3n3VxGZs/SXXFHEKW5VKEP04Fk1Y+bRMyDiHrFHNOMQMNI6iGgCaAGBku1mACtBinmLFyGSuftnFJR3DQE+xvCfS2+o607e/5NHT8q0jvHv7QJ53iHn/kK3/ka39oXzDy0aftuz/vbNnykc21BacbcboRwTwY0WhzbMOIRrPJZtAzZiNL4m6W9hKYAzPbEaPVrGdWUxgNadKQZi1lVBMmDQlk0SlQnQI1aUijGtMoLeo6o6beBK0l9UaDYp1W7iKDwmKoMxs2mXQbDNoNBiiLDHVmKIJ0GwxAE8MmEyBGt06vWaPVrdMbN5rMDQiqQhE1CsyCEkxbr7OoEKizDAqzTmFSbtQ2bNLWKywaixdx73btFpvajzk6TjAdJ8nOAbS9D+YzbL4Y2zlIgrDS3o91DCB7T0DCAmWR/MxWXZEQdOcAeKzxzn4iECUCUaTzJLgZYRcPHRhkglGKixOBKNYVxfwxkkuxoRzFZYlgEn450UKaDmUoMYPxKULM0GLSyfd5OsInf/71j9l7jx6MFB9dl282QixMXwe+gPF/eVaaA4Cy6HFhfDVVeVPTrZ1glEHzvDxem62AiAshIaamTwTPABc47QrD0NCBrm0SvZ49/3L6LMDl8b2fH9/7+Y3MZebWUOGP06V7Py3c/3nh3u/l+2cWHpwDQRfgIsf/FS5vBRQ+qxVQcRRmi2CmEYaPAC6V+cnK/Hh5bmSxcAPOAJTnb8qzRdtCvS4xSvFpXBwCzQUN5mUby1twoYQhIpCV4cKKp2S+VDczJMHhgvqTABdJ3PXHIVBfDAIE3VpZ18alHUK2Nt2Aggi2JbBcigkmAS4eIefmswAXp5izCRmGTzN82iZkbELGzmecYk7GCvSMZKzI1RY8OIS0K5R1hbI2IWPl0w4u7uYGXb7jrn0HWtt7dgW+6fxmQDwWF48ORo4OHupLiod793PdewPh3Z93NrXtItkmm2uL3b3NiNgRzGNzbHO6d6K412hgLWY7ibtZuomlvRTuBLIYNKReTejVhFFLWXQ0omeMakKvxCB0ClRTb9HUW7QNiFaFKOuNDeu1Deu1qk0GdZ1RtUHfsFYjSTObTJr1evU6nXaDQb/RqN9oBNboN5m0Gwya9XrNer16rVb5rlr5rlqzTgfv0a7VKf+lUr+r0a3T4wqE1lG0gTYrLdo6A8BFXac3KcyoBkM1mKHeaKjXI2qLUWVS1Bk0RpfZ+p7zg0BL+1Fv10m2q4/sOont76M6+pmOAWnUa/9JbH8f1jGAdg4CULD9fZavjyN7T4B2DsMcTNcgJCxAFqs/xgbipG+QCERx/6AMF6LaJKL5GCMkKS6O+WOoLwpwIYMZPJDAfXGACxvJsZE8GcpS4Zw1kvGEBpp8PYO/nblbeABwqfW5QABf5MEiGS4rc2PLs6NLM9chZKuupL/8bTcdLNaV5dtXi5NgnANDXe3gYnVG8cbz4nUohQAusMkF+kTQhJZi9vyrmXPPH/3+9MGvb8Bl9vbQ9M3c9M383J1T83d/LN37qXT3t4V7v5fun114cA4uAQBflqavLE1fkeEiG+dkstTCRRZr/yNcoCyCF8HpD63oxeIYaC7LxVEw0c2V7k5VSvlrY1uE405hEOACZREazMsGOTlhgWdKGCKDOcyXlssiOXORfHSBFHjnUH8SnuEBsGLpHLR0DiJdUdQXw/wxPBCH4gjUXDaQtPMZezDhqBIB4EIHYiyXgJJHzlzcfNYeSEFZJMMFAASQAgfdam1Vk7DIVRIkL5LQG0xSXYP2wEAjP+jp/Nb1ZWin/2DXkaj/UO+hgfTRWOZYNHMsmuEOHP3wi/ZtH+3ZuetLjPLozVarc0tL224L6qbZNpfnPYZuxVAPgbmtTIudabExjQzpxhEblEI6FQ5kMesZi4G1GFi9EtPUW5QbjapNJp0CNaoJgwrXNiAapQXgUr9OU79Oo9igU23QQ8daW2fSbTS+BRcgi26jUbvBoNtg0FczF/VarWqNRrNGq12r06zRqt5Rq95R69dq0E0GosGMqxFEaQYTDTh3DXVmTEMSWsKisKAqC20kKANuUJj1Boee3Gzdtq91/7dN/n67r5/1DdC+KN05wHQMsO0DdHs/tX8Abx8guqK4T9LLoUmEt5+Ef2ro5clwYX1Rqz8GZiXMN4AFBlH/gLmzD/aE4f5+IjCA+wdBrSe4GOaPYf4YziUpMUME0jJcGDFj7c7beobZntNUOGfrzjZ2J1q4b2Nnzt2ffzT1cLQWLvL4Igi6siVXHi+Su0WV6WuV6Wu1PWnY8yLR5K0zIwv/OSCXkY3/wJfnxevQJJLOjFQniaAJLWcuf81deDVz7sXUmWcPf3sDLsU/T8/dGZ67cwrKIrkyArjUFEeXlqavLE1fqm1Fv5W2/A9weWM1d1VzkbkDmsticaxcGF2aHy3PXS/PXFuYvVGcHZsu3HmwUMheubFFPOEOxdhInoqcJrq/J0KnydAwEzpF8nlKyFHCUC1caHGY4vKYL23pSKBdKVnQJQJZShjC+FytNxf0F3C+kFxKNv5j/jgRTOKBOMWnrGLWJmRAcLEGU04u4wAbrpCW+kT+KBOM24TVN7j4LJRFjmDaEUzbuDRINkwwKTllAkmHkHWKGSCUnLzYuKRTzNTC5Y3FC10DbDBq9/XZ2r9p7jy0u/tE17G42BsPHDomHj7eKfZ87RcC3d90CN0ffP71lvc/ZezNCOEi2SbK2uJ0b0cwj7dpl82xzWS0o4jbZm3zune4HFusTCOJOSxGulbQRYxW1GRDTTaLgYVSSLHBoNhgMKhwzGi16GhNvUWrQtQKs2qToWG9tm6tun6dRr3RoKs3gx8XGkDQeAbJFuy2uo1G0FksCtSiQI11ZmOdWbfBoF2r063T69bptWt12rU63Tqt/l2l/l2lfoPGVG8wKy26esllo91g0G8ymRvMqArFNSipx0gtatFgeh2rtXjJls+avupp7up1dPXafIPgDLB2RZmOKLV/gNw/QHQMYl1RmA6Tm9BgYmT8Mbz9pNUfg7IIhkvhKzD+GFj7EV+/qaMX4IL5TuL+frSrH7iDB6PwCwnnkgSfwoNpGCiBzMUaztm6T7M9p+lI3t6Ta+pJtglHEucuPChNTT0cLTx8Ayhg/4cHeVhRHlmE55W5keXZG8uzN2oro8eF0eW5a/KyhdrKSLqYWhV05YCZAJghgmFo4Muz2StgyX1RuAZXXJ9OX5APibycvQBl0evZ8wCXJ/d/eXL/l9WyaPY21EQ/1MDlDKy8rJ6mv1CZvrA8c7k2lqYvSTF7eWn28uIcxNXFuavlalQK15bnq2PQ8yMrpRHYLwUHj5bnb1TLouvlueuwf3dxfmRx/vpi4dpC4fp8cfxR8fbdhZn8tdEt4glbsI/gk2T4FBY+jQnDZGiYFvNkKE+GsoSYw4UsxmdQLg1iChFIg+nW3B5FOmJoZxzrSuD+FBaQAs7+9NsAACAASURBVPUn8UAChBXUFwOawFQR9BGhTqaCSSqYBGetNZhwcEkHl3QGk24+7ebTHiHlEpI2Pm7lYiwXs/Fxl5CGH0S77NPlki4hbedTIK8wwTiQyMon7WLaIWQhQMqx8xmQV8A4IzWkg3H4LKJrgPZF3WLCHei17+1u2it2nUgEjw92RL7pPt67N8jvDwp7/dx7n3z+3ief7/r8S3frdpxx2pytJONBMKfV3uZpfI+1tWGEh6AaEcyFk94P3v+qre1Dk4llqEbUYscQB4TFZJXFXbOeQQ2sToGq68xGNYHpWRiG1ilQvQbTazCdwgIro1SbDLp6s2z5lwUXY70F9FpZuIUwbDJBaNfrIWrFF8MGo3GjQfkvhfpdlbHOaKwz6usMFhWC6wj9Rr1ug87YYILiiNDjtIHE9KRBR6sMNsSxw/Wxz7v3oKfruDMwyHQN2gMptitO7h9E951E2/uRzpOWrpOIrx82vCB7TyB7q9Pt/pg1mLAFoqxvAIyO8N0EuEBZhHb1m/afMOw9Zm7vxXwDuH9QynCDCbxqmbN0Dlh8UXNnzNw1SASTtJBm+DQbyrLhYYLL4FzSGko7uf427nD64uV7xYcPH43OT92AZS5vCLo17aEnxQnACsST4sTi1NXK9DUZLrKyuzRzHaqkt3a+QPkDDaNnczeezd2QvS2rY0Tl8del0VfzIy+L0oKo2u0t8vFWOV7NnHs5fRbKIpBdZJ/Ld8U/Txf+OD1/9/uF+z8v3P954d6v5fu/SVY6mS9T5yvTF+QuEkT54fnyw+qSutlLb8FlsXCtUry+Uri6PHcF7hwtz9+AzXXyR0hzFgs3ZLgsFK6Wi9fKc1cBLlPzd+6VZ/Mj4y3ct4zvOM4liHAeC58mQsN05LQ1cooMZaG3h3JJJJhCgtIsIsVlZRsLGUgT/hThT5GBNMVl5cEiIpgEuEA1BHDBAwloD4H4Cmou5Y9Sfik3Bke/wxd3BZIuLuHkE/ZgjA1GAS5Wf8zaVX1nlTJOPuUO5zyRvCuUtXESqsCta+PSckCbGdwuQBZpSNoflaJrkPYPeMSYs+tIa/DIx5FjgeOD/m+O+boPBA8c6j52nOs59Nm+jt1f7fvk6/1bd33s8LbQVo/Lu9nmbCVoN2NtYW2tGOExIw6DyYpgrsbmD7Zu/4y1tRpMLILYUdRB4m4Cc2GI5HkBuJiqIq62ATGqCbDkw7izXololBaYM5RGmRWIPCgAljmAi7kBMVXzFyiFACWSFrPBILNGv9GoXa+HWkm3Tqt6R6nboEOUiLnBrN+oN9YZLQqLRWExN5gtKgTVYPCR0JOIlkSMVo2O0mGN9JbPW/b2bBEGGvko3d5n7YpT7VF8bz+ytw/Z32vp6DN3njB3nsB8A3LyIu3Zgfacf9DqH5S/jxBQAhOBKOYbsHT0we4L2OyD+WNEMEHxKSKYQH1RS+cA6otiwbilK272x0guRfEpKphkxIw1cooW82ggzghJR/DkZv7I0OVrU4uzc4VbS8VJGS6Qs7w1slhbEEEuA1ipXXwp/1GeOQJb3YvyzZeLt2Qp98XC+Mv5sZfzY/9hO1RpVI6/zxNJUdstmj4LacvbcCk/+Kl074f5u9+X7v1QC5fyo3MQcIYRyLI0c7EytRoSZaYvQq20NCvBRQo4Iz13ZWlWWiX1uHgDDpIsFa+XZ68szl2tLaPgeADAZbFwrVy8UZqfmJq/c39xbmh0ok04Ygv2kUKK6h7GwqcxIU+IQ5SQQ7kkEkxYAklLIAk9IErIMaEhaC2TwQzN51ghT3NZKpghA+naeSKZJqgvhnXFCH8CLP8SUIJJmkvRXIoKJmW4yCvm7P64M/g2XOxCAloS8LfOYNLul+DiDee84ZxTzAA1YNSIDsTehMt/25aWtJhg1BYYcPMDzJfhbfzR/ccTfF883DvYc6LPF+k5cKxXPHT4a1/w0687t3/4mc3dgtEOknE1t+3ctvMTb/MOimkyI3YEczHWVrWWRHH3jve+8DS+Z7HYcNwFHynCQ2Au1GI3G1nIXEDcNaoJbQOirjPrFNL+J9i0oKk3aepN2gYzWHiNagxmgmAwWrNeD/WLqQGxKFBEiSFKzNyAAF9koEBNBA/GOjOwppq/GAybDJgao/QUqkINmwymepNFYcE1OKpCMS2OaXGLCrGoEHjGDYxBQyp0rNG+rekzcacYbeajTPsJtnOQah8k9vWj+0DNPYl19Fo6ToCnVp4RBROd/G8O819szawGwAU0XfBb03yC4uKoLyrDBdIW1BfFuQTiS1gCcZKToENySTY8zHSfosSMozvnFaPbQse/uz46t1xcmP/j8cLtytzowvT12pvfUmf60bW3+FItjkbfCtn2Ip8fgRTmRfnmq8ptGS7yYPRbln95tuh1afTf5XHACtjn5B0ur+ev/Ue4AFlW5Fb0wv0fgSzlBz8tPvx18eGvUBYBTf4eS9OX3q6PZi8DQZZmL1cK12rhsvTfw2Vx7mqlcK22r1Q9TnJtcf56pXgd4PKoePteefbUyMSW0DGnMGAN5+ieU0ToNGznxoOQsCSQYAoKIiALwAXIYg0N20LDrJBn+BzD52TL3FtwAcscTBVR1dUtrJCxilmGT7OcNI7o4JIuLuXiUlAWufmkm0+6hKRdSNiFhI2XLP9uPu0RMi4u5Qgk7MEEqDMg0EhTi1yS5RJMMG7nM3Y+Uy2O0uDQlR9AxJXmlYIJezBm9fU6uo7Re4Sd4tGuE4nIYOp4Onew92QHHxIPHT54vK9TCLds30U7myibByFtdlfLlu0fvv/hF21bP6TZZqPZiuJum2OLzsBQTPP2nXvszq0IYrfZWknSQxBuEnejFrvJwBh0FFhddCpco0DNWkpTb1FsMKg2mWD/k8SXas4CO7oNKmkng3qjQb3RIGcupgbE3ICYGxBEiYHIAkkK0MRUb5HzF7kysihQVIVbFBZEiZA6kjbQFoXFsMkAZME1OKbGcB1B6ElEjSJqFNcRuI7ANTimp3VaRo83ud7v2O4/0Rrsd/kG7F0xa1ec6YwxnTFYfyFt/+9azVyw/X3I3hPovl5ADOOPObikPZiQxRfaF5XhQnFxRkhaQ2lrKM0ISaiJSC4pl0WQuZh8cZMvigbimD9m6RzAuQQVHqLCQ3QoC3DZIR4/fW1kbrk4X7i9PH9zqTC2ODsCfKmFi7zPBeAib6Krdbi85daFB/grgMvLxVt/70PLY9C16+YALn8tjK0OExWvvwWX1ajJXN6AC8wWzd/9EdSWxQe/l++fWXxwFhIWOX+RA/IXKWo0F3DuVgpXKoUrMl8qhWtQFslwWSlUCyKImvW6kLzI9VS5eGNhfmK6cPvh4tzp0ck24QjAhT34HRX5ngyfoiPDdCjLhoeZ0BAt5iEoIQcWFUbM0kKGFbK2UB5McYyUwqRZIcsKWYbP0Fy66pRLUL4E7V9d2mKtNoyd4bxdzML/5y4h7RYzXjHbGMo1R4YaQzmAi1tMOUMpu5CwcjFnMOkKJN3BlIdLA1yANTBh5ORTDi4p6y8ySpxiBjrNEO5wDl5xh3OuUNYlpOGn3B4YoNuPOPYfdLf3fHKwz98bPxTPDQx/F+g52CmEI4ePhb85/sGnXzH2ZodnS9vWDz1N21u3fti8+QNvy06HZwvFNCGY02SxG0xWo9lmc2zZuuWTpsb3bbZWh2Oz1dqC4y5QW0DWBbgY1YROgZq1lE4h7YLS1llgf6VJJQ036hQWvRKBUWbNJqNinVa1VqtZr5fJImsucuFTG5DFQE9atUajXa+veafeWGfE1Bimxox1RsMmA6pCCS2BajBEjRJ6kjRQmBbHdQRpoAgtgSsQUkcaNJTG5GBaP2vbe6gt0N/ERe2+QWtX1NoVt/kSjkDCwSXtwZgtEJUoX7PSGNvfJ+0tDcQluPtjUsOIS9KBGBGIksEYzSdYMcWKKWg/00Ia0hYw5kKggZjZnzD5oog/hvijiD9K8EkqPIQLWcQfo7i43d+7JXj41OXrxaXiQvHO49KtlfkJ4AvUR2B7WZi+/tbIoqzv/r1/UnsxWV6ZBKb5F+WbsuYi2+delcZflcbf4osctcOKtXD5u8/l+aPf5eRlFS7zd7+fv/sjFESlu7+U7v5WurtaFkkbpGDgqCq+1MIFCqK/wwXuMdZqLpC5SDkLXA6Yu/FWzE9fAr6UizdKxfGZ4p1HlcL3E5Ob+SNusd/ePWQ7+D3d/R3T/Z2t+zQbydt7vrNGTgFiJNAIGXkhC82lGT4D+ADNxSrm7OEhe3gIPLgAFzKQZAIpJpACuABWIByhXC1cPKEswKW151RjKOfiEi4u4RKSbjFlFxL2YMzuj9u7YlVFJuUMJoEvDi7p5FMAl9oZIhkuMl9kdcYdzkkhZpx8yhaIW30nHZ2HPZ0Ht/OHvzo8GB5M9+ZOp77/OXT46MHjfVzPoe0ffsa4mlu27Pr4s/0ffbL3vV17vC077e7NjL2ZYDwW1GFG7CaLXaunDSar0729teXDzW0fe707GKaJYZowzAlwAYcuSLngmoO1DLB3DvZXGpU4qmMwPQ0Ld0FtgWlm1QY9wEXqE4HHv5qV/Ed5RbVGo3hHBW4X8OZCfaReqwbBBVWhckGEa3BMi6MaDJgC+QuhJzE1htUZsQaTts6kUBEW+3b3x8HmjqMe/0mm/QTd3sd0DFi7pFF1F5dwcHF3OOcIZSCjlHcVY/v7wPDyxgINLukQ0lY+SfMJmk8wQhKwAiUSG8rSQprkkiSXpIU0PGPBuCWQNPqjlkAcC8axYJwS0wAXLJig+YQj0LeVO/Ld1ZHSSmmx9OfT8p2V+Ynl4vhycXypMAZ8ga10YPyH2WgZLitzY3LLtXZJWy1iZEcreOVrG8+Qv7xemKiFy9t8KV6XNRfYPiedFilelq0ucisaNN2nD36V4LL48NfSvZ+qDpdf5v/8GXwuMlNqyHJmcUoSd1eTl5mLUBwBYuRYnruyUrj6uHjtcfGaDJeVwnWYG1iavbo4d7U8e0Ve3A3b6soz14pTlxdm4UrsjVJxfLpwG+CyRTjqDQ86eoZr4WIN523hU6w4BIdc2VDOFhmyRYas4XxVPUkCWbAuSVVhhaxVzNmFHBtM0/4k7V/FCljy5SIF2jcSZbikjZPmm6EgagrnvWLWzSedwbiTl/jiFlPOYNLhizv9CQ+XbhSyHi4NfLH74y4utZqDyD+yYtIhJp2hlDOUAsTIcHGFsm4x4wllvWLazScdgZitq7cxcKTF1/Nh6Oj+o/3H8t/3D50ezA0dG4wf7ot92RF0t+50Nm//6NP2vR2hTz7r3LbjM5L1UtZG1tGG016tkdaZGARzWVCnGXGwtjanc4vHs93p3EIQbhx3oKgNtUgOXdnhghpYRM+YNKRRTcjVkL4BNStwWLhtUCBSb6jeDMZcXb1ZVlug9yx7W2pLIVO9BQgCfSKQeKEgwtQEqsIRJWbYZDA3mDE1BiILrsGhDiINFCymI/QkwIU0ULgaoRpMeIPRUG9UKCwq1EVu+dy796DXd4LtOM50SEuLoX/n5tMuIQ3/8g4xaRcSsomR6hqkfXHaF4dhdPmXgZ1POUIZKIVs4QwrpgAuZDAGmQtY/mkhzYgZik8RfNLsT5gCMSSYQPkEFoyTQooKDxFijgnnnD15rxjdGTrx443xhccLy6W7TxZuLxelW4uPS5OQwizOjsB1tMXZEbkyksui2gM+tW4ymSxvLW97Xpp4XpoAuMiyy4uF8dq9/68WRl4tjLws3Xi1IN2NlkImS+n6v+evAF/+Kl7+a+7CavJy/5encuayNPV7+cEv83d/nL/7Y+nuL6W7v5Tvn6k8PCcdSLv/O0TpwZmFh7/LM9NvqTBL09IqqbfI8mT+ulwWScbc6lrM0vSl0vSlhemrMMEI6xcWpq/OT18pz10HuMwXxqbmbj1cnPtudBwyF2f3sPXAd0z3d2zPaWfP946eU47u76yhYZrPUVyWEbPWcB4CyAKZCww6U8HU6haoYJryJeD8kJXL2Pjs/wAXsNvbqqkH5CNeMesVsx5B+gXo5BPecKa5Jw9A8XDp5lC+NTLcHMq7+TRsvXTzaU+1xqkmMgkJK6GUQ5T2LchwcYoZl5B2CUmPkPIIKWcw7vL3eToOtHWGPgkdDp6IJn89eyKTjRw9fvjkYJfQ89ners/3BT75quu9D7/67Ev/ni8Dbu8OnHYTjIext2KUR60nAS5Gsw0jPDjpxXEXhjkpykuSHhS1YYgN7P8wsijDBTWwmNFqVBNwDg0W4poaMM16I+yOApFFW2eCbXIGBSI7cSWPf/WPwBRzVYKR4QIogY4SSDOYmsA1JKElcA0OHxElgmtwXEeYlRbKSEMTGqQW0kCRBgpTI3YtbtMgpA7Xa/EGI2Pxvt/4VU9rsN/hP2n19zOBQbAjusWMW8y4hLSNjzvEpDuScUcysOyiGhlrMAVSl2wOsAkpR3cOwtmTt0eykL9YQ2npFGcwAXyBIPiksStm9EdRLonyCcQfRfkEGcrjoRwdydfCpfykvFy6+6x0e7k4vjQ//rg0+WTh5sr8BKzRleEiDxY9Low/nZ+U4VJ7gh2SFFifJJdFq5N9hdGnRWmTLph0pZV0f4PL6/Lo6/KoLOjKcAG+/HdweWNwcWnq98WHv0KHaPHB2crDc8tTF57MXp6/d6Z0/6y0m+4+MOXMwsPfK9MXQI6p7SJVpi9ILaRq20gOeL12clpy6M5cqcxceSttkS8EgG23XJiYmbvzcGH29MjYZv6Ig+t1dg/bD/3A9nxvPfCdNTRsDw9ZxSGGG6K5LMPnrGLOFsrbQjlQYa1iFp4BLrQ/yQbTDjFv5TJMIMUG02wwLZdCtC9uDco/UknpQGIgaQ2mGH9CXl7pFjONoVxL93BTOA+pdWMo0xzJNYYy3nCmMZJtCmWaw9nW7nxrd74lkmsOZxtDGa+YdgRizmDcJSSdfMLBxW2BKAQbjFq5QSsXYwKDYPN1hDLeA8Pe7iEbl7QHY55QujmSaxSTbi7WFOjbxn27uZ3/NPRNTyxzcuj0wb7+I4Ox8LdHv+7iv+7iv+4SP/y8Y8/XwX2d4Za2D1HcRVkbDRbGiNhItgkhXG3bdm/d/hnFNBtMVpPFjqIOFHUgiN1isaEWK4bYEKMkuJj1DCQsZi2FGa1wQgSwQuhYVE0Z61HdRjOkLVKHaKMRiiDIWcDgD5XR6jDRBp1+o16zTqNZp9Fv1CvfVW76r02qNSroNBvrjPqNesMmA8grYGbB1BhjZGgDTZsYO+awIjZcR0DOQhooQk9iehLVERYNZlGY7AbcbsAJLWbUkwjTbN36ufsLsbHrmCPQZ/X3s1zMLqbtYhqKHSefsgsJhxiHzAVKVIeQtXFpWN/DBJN2MeuK5JzhrF1M24SUsyfv7MnbwhloEjFCUpJd+BQeiENNBMoLySVJIWXyxc3BOBJMoIEYziVwMUWIOYALIySbwvE2/zdnJu8sLJeWCn88K91+XJpcLk08Lt98tnTn2dKdx+WbUCjJ+7rleFKceFa6WTsSXFsBQRFUuwIF9hPAKqmX5ZuvFm/V2v/h7uK/K1K8Lo++WhiBK0Wgufy1MPq/yyNwaPH1/LW/ipeBL6/mLr6cPgua7tMHvz699/MqXB7PnluePlN5CHFO5gt4c8uPzgFf3spclmYuLs9eWp69tDRzcXHq/MLDs9L7py7ULPG+VJm5VJm6uDR9qXZ4Wl49tTR7VT5pJB8JkO8ELMzeWJgbn5m786g8993o+Db+qDPYaw/nrZFTZGiYDQ8zYtYq5lgh/x/hIpPFKkraLZQ/rvCwXchZuYyVy0iVUSDBBJNsIMn4E7QvTnZGGX8C8hc7n3GF8tDHcYWynlDWE1pVcwEuXjHdFM56xbRbTHnFdC1cmsPZplDGK6Y9QkruKwFc7MGYPRhzcHErN2gXYg4xaeOl6Ue7mHZ3551ixi4kHFzcG0o2h9NeIeYJDjT5jm/193zgD+87cCTcHzscT/Qc7z06EO05ejz8zfGvu/jdX/r2+bu/bhcbWz8gKC9jbdEYCMraaMYc7qad29/fs3XnZ96m993enSjuRnE3hjlR1GGx2Ewm1qgn9VrcYmBBx4WcBWagUQNLmuxgnDOpCERFWpSEWYGbFbi8SVffYJHrIO0Gg3aDQb1OB8oLTACo1+k06/Xa9VrdBp1mnUa9Vq3fqNdv1KvXqlVrVKo1KuW7SuW7Ss06DfSbDZsM2vVa1RqVboPOWGc01ZswLc5arFbERhlpG2pnzCymxc1Ki1mNYnqSMrOMmbabCFprwXWoUYfpEadt62eb2w80+47a/b1s8CTLxaSiRkg5hLQ7nLMLMbsQg2YfpI1OMWfj0tLhkc5BOpBguQS09uhAzB7JOrpzkLPIfWgyGINOM3Sj8UAc88dILknwSSSYQrkkFkyggRgWjANcMDGL8SksMOjk+ps6en4duzlfKVbm7gBcVhYmAS7Pl/94Wrn9ZOHm49IkqDDyMYDKXNWwW0MTeffj88qtN64k19ZNszdW5kaeFseelybkhvT/FS4wBACrLaWYuyjvoJPh8uzhb0/v/bzyxw9VuMxcWJ46VwuXxQfnKpLr/2Jl+sLCw7MyXMqPzhTu/jp///e3+PJW/gKFkmzkXZ65XDtX/cYumOrYVWX6GvClOgN6Y3F2ZLE4OVf8c7pS/GF8cod43BnstYpZWsxjfI4ScrSQAbjQwTzNZWkuK+kpYtYmpORfNTYhBboJoATSFimqy+VgIIjyx4mOQaJjkA3EQfJwCGmPmHcLOchZIJGGNrNXzMpwaQxlZHwAXFoiuZZIrimcbQxlpIhkGyNZTygN0i/oLO5Ixi4kXOG0pzvrCqdtQorlEjYh5Qhl4A0uIekW4k2hRJMQbQwOtASPuz7r2Nnu7/zm6OFEujeVOdjbd2wwdqR/sPtwb+jQsd1f+7fs2uNs3mnBnRjpRHC7GXO4Wt7DrU2tOz7ZtXu/zbUVIzw2xxYr20pTTTjuQlEHarEiZtZiYkwGCjExZgNlMdKYxUpabLAvCk4FoDoKFtBBGiKvkkNUuFmBQqoC2QoME8lMUa3VKtdo1Ot0uqpACxmKdr0WkhTNOo3yXWXDvxoU7yg06zSmehOiRCwKi7HOCO4VkFdIA8WYWdrEEHrSrLSYlRaTCjGrUVRH4AYK1RFmpYk14rjahGkRvQZRaii25eOdnd+0+o64/CesgT6Ki9JinAmlrKG0KzLk7R5yhhIOMWrjozY+Dpq6XczSgQTRGcPaB7GOAdIXkw7C+AZJ3yArpoAvtnAG+AJBckkACsAFMhecS2B8BuNTOJeEI3aYkITMBeWSWGDQETzpbo/8NDIxXykuF/98Uf7jycLNWrg8W7rzZPHWk8VbwBfoIskqTGVudLk4/rg0+bR862n51uPSJNRTzyt3nizcfFq+9bxy59nibZBvoLx66yqjfINRuhhdGXu9NP56afzl4uirhesvS9dWjysWpEMi0rmi2QvQKnoxc/7F1BlZzX1y96fHd6pwqTw8U77/28I9sLecqzw8V3l4funRhYUH5xYfXYCsBMqixamzlelzsr4LNdHy7KWVucuPC1dW5i6vzF1+ywKzPHN5ZfbKyuwVmSzLM1drV2TCzBWMXVXro5HK3Ojy7I3K3KgMl5/Hb24XjjkCJ2xCihJyBJejxTwjZm2hvJS5BMHGkmGFjE3IWPmkI5SxCSkrn7TySdBNmEAK+s0QbFAaIGS5lPSGYJL2xdlAUh5BtvMpJ5dxchmQcqWomlxq4QKaq5tPNorpRjHdFMo0VbHSFM42hbPNPfmm7pw3nHGLKQkc4bQ7koEHT3fW0511RXKOUAaYCEKAi4+5ggMtoXhLKNrE928VT2zdz+878O3hRLovl+/PZI/HE0f6ByOHj0W+PfHJXh/j2UI6W1n3FpTxkqyXsTfbvNtoZxvtbGvd8Ymn+X2U9NBsi9251WHfwjItBOFGELvFxCBmFsoi1MwiJgY1szhiIy023MTCgRFMT0OSYlSiskArL44D3MDQEABFhgtkLrKVDvBhUVhM9Sblu0rVGhVQRuYLJC+6DToI9XqNer1Gs0ELS2GMDSZ9nUG3SW9WWiwqxKxGLRoM4IIbKFyHUQYU15oxLaJVIQoVgdi3NX3KtXYebvT32vx9VOAkwQ3SYpINpx2hnDOcdYWTzlDMLsRsfBSUNTqQILqiRGcM75APy8RluFBcnBVTtnDGGkrTvLRakOalhAVkF7giAvkLwWUIPoUFE9CKRvkEHsrhoRwhZggu5uIHAC7FpeLS/J/PF+4AXFYWJp9Wbj9buvO0crsWLpC5SAdeq02lx6XJZ4u3nyzchDcsFcZW5ieelm89W7wtwwVqq6XC2BunAt44NjL+anEcyPJ6afxVZex1+cbr8o3aK9FSExqicAm6RS9mzj9/9Ls8Er1y+/ulm6er3aIHv0P7efHB2eWpixAr05dgahFa0aUHZ8qPzlWmz1Wmzz0uXFqZu7g8e2Fp5jwkLwCXJ8WrgJjl2UurY0fTlx7PXX08Jy2a+p/hAttAYZ6iMn1tYfp6aXZsevb2o/LcDyPjW4KHrV1HrXySEjMkn2XDw7DVyS6csvHDVm7IyuVg14mVT7Ncwi4mbUJCzlysvKSwWMUsWOPggeHTVj5tF7OOUA6oZOWT1c9K2biki8+6hRykLdC7kVIYyUqXBHw0hjKAFRBfIdx80iOkPKE0yDHecEYSbsWkQ0zaxaSj2iFyihlPJO89cNp74LQznAW4eLqzAJe2SLw1NNAUOLGNP7rv277jmXz09HdHYrFv+wdOppIHj/fuC/A7du9xtu6wNW13tOx0NO0g7S02V9tHn+77+Isu7+Zd2z/8cusHexh7mxlzmix2k8VOU00U2YhhTrPZatSTBh1hNOAmIyHBxUCjBhrRU2YtAfeGIFA1AYspZbEWTqPBKn+LEtNvMgFZdBuNcsIi7801tdCuKQAAIABJREFU1JlVa1SKdxSQvABN1GvVkM6AEAMVk2qNCkQZfZ3BUG80Ky1gbAG+mBRmkwpBdQRhpEFwQbQ4osURHYrpzJQJs2gRvRLR61gd4iVbPmvdd6jVf9LhP0n7TxKBAUpIsOG0TciwXMIhxp2hmEOMs8EBIAjRFYWzJOj+ASiLACLgnZMdLoyQJIMx2acLmYt0nKijH+kaBLhQXJbi00QwifqiiD+KcHFUyCBiFhPTBBdzcv3OfaHvr43OLc6V524/Kd4EzQVkFzigDokMZCXgggHNBXKWSnFMPrVeKY7B9pKl+XF4Bb4U0Gq5NLFcHK/OJUl2u2erxdH468rEX8tSvF4af700+tfiCAi68sZ/0FxeFa8CXP4qXn45e0FOWx7f+/nJHz+u3P6+Kug+Olu+/9vCvd8rD8+tTF96PHMZAjQUyFwWHoKn7mz50RloSFemzy3PSmkLFEfPStefzl+T+FKTuTwpXHtSuPakcONJ4QbwRe5GQ1kk82Vx6uri1FUJzDPXyzM3SrNjMzO3H5VmfxgZb/MdsrYfZrkELWRoMW+LDIHCYhdO2fnvbPywjc9buVzVApeshYtdzNrFrI3PWrnq0gMhI8PFLmZdkSF397AznLeLaSuflGcLbULKI+a9oSFvOFcLFzl/8QgpufCBbEXGiotLOINxaFS7xRSkLa5werU9BCGkQUd0h3PeA6cbD37n7s7bxbRdSHi60y5+0M0PbO5ONAu97s5vtwvHDiaHjqczR2Kxnt7e8OFvhUMHP927/71PPne1bd/20Z6Pv/a7t+zCbE2Mq9XdtH3X7q+3frCnaetHH+3p3Lbri9atu+3ubTBVZDSwZpMNpFyTgTLoCL0O1etQHLHBuWggi1GNwS202inn2nFETENSBhZVE7BeW7Ne3/COCvIUzXq9aq0WqiF5e4t+o17xjgL4Iucs6rVqWeI11ZuMdUbteq1+o97cYDYpzGalBTy4sCvT2GACnYUw0gxio8wsqiPg6oBeYbCoDQAXoxqzGB0avUNPbfPsFlo6T7h9J22BASYYBRXWyqfpQIwNDtj4ASs3SPtP4p39eGc/LEuWD5IwwSS0hKTPCqUh5D40wEWuhjB/DOkaJIIJsLrQfI4WMiSXAvQgXBzh02Y+jfBJLBh18BJcCpXCYuHOcnFyZX5iaX78LbisLExCmQO1j1zjrMxPAFzgbUvz43BIA3ADQIFnyIAel28+K918Oj9Ze4SkFi6vl8Zr+DL6eml1tkjOXKTiaO4iwOXV3EUYXIR9C8u3vqtMnpLgsjJ9cfHB2fL9M0uPztfCRZoemjovG1sWp84uPPy9cPfn+fu/lh+dWZo5L8NlaeYiwEXKX2avrMxegZzlafH60+J1GOuW+bI884bmAmQpP7pSfnSlugXnxuLsSHl2fHb2znS58OPoxJbAt/bOo1Y+yYZyTGjI3j0MdhUbP/wWXGxCxiakbEKC5WKwY0VKTPgsG0zD2id5bojh07ZQztk97IoMOUI5KElYLlH9xDTABVrIcnHk5FNV5SXtFdO1pRDIt7JwC2TxhjONB/IgrDhDKWc4LYfU+BSzznDe3T3s7h52RYac4SzAxckNuLi+1sigN3isMXDks8OxY/nvDw4MCocP899+64+Ev/J1tb33wbYPd/vCB7/wCds+/srZ9r6zdYe7dafTu9XdtL11xydbP9iz+0vf9g+/3PbeHtrWqlTjGh2l1ZB6HW00Mmaz1WJizEbaaMANegwxMaCzQOZi0ZFwCw16zG+sUGhAjPUWVIWTOtqiQA2bTKZ6i3qttu6fCrlbBDkLbHWBRAZQonhHoXxXKRU+a9Xqter6f9bX/7NeflGzTqNdrzXWGTUbtPo6AyAG1WCkgWItVhtqd5BuB+lmUTuqI4xKi5TImEiLyoRpEURtMatxk86qVLFqczPe/IX784Ou9hOO4KCNj4MLjuVSLJeg/b1MoI/2nyQ6T6DtfXhnP+mLkV1xCMKfoLkUOHGtobSs5trCGdnnArmM7KCDVhHFpxgxQ3JJMiiZOaFiIvgkJmYtQgbhkzgXc4mD7s7uH0cn5pfnK8U/auFSSwT4+Lh8s1bclWSX4tgbuUmVSnJAeSXHy8U7LxfvvCjffFG+CRemn5fHn5ffKotG5ZCOt5ZGXhSuwWruV8WrL+Yuv5y98Lpw6d/zV2BZFMBl5e5PpdFc4Xpagsvy1IXFB2f/nrnIcAGyrMxdXpo5v/Dwd0hblmbOQ+YiC7pvlUWgtgBcns3fgP0RMlxWZq9JG2FqBF3gizz0WZ65sTAzNjN7a6o889Po2Hb+qMvfZxfT1nCejeQdPadsoZxDzNv44WrkbXzWJmTsYtoRylj5JOWP4p39lD8OLn4rn6b8cWAKYAWGElkh45DIknWEMs5wFgoTWIkgwwVMLpC8uARJ0wWUeIUU8AVYA6qtS0i6hKQnlG7qzrUcGAKy2IWElY/bhIRdTNrFJCRKwD5nOO8I5eABep/enpyd67f7jzcLvY2+b7aKx7j4Ke74yUhvr//AgT0+31d+X+Tw0U4h1BXu7jl20t9zePvHXzRt/7Bl58dNW3e1bH3f4W1r2fJRy/bdOz/+eusHe1q2fIwQbhiJNhmtRiNjMNBGPW0yUCY9adRheg0Ci/4tOhLRU1JoJb5AWQR7+eHBWG/RrtfLs0KIEtNtMDS8ozLUmWWpBciiXKNpeEeleFe98X9t1KzTqNaoNv3Xprp/1NX/s77uH3XKd5UycaCdpNugM2wyIEoEaiJ5eogxs6zFyphZ0sTQFitlZnEDZdFgJhViVFoMCjOitpiVRovKbFFiOgWqasBVeqeK2Gz9gHN8ddgTiDo4adsxy6VsQooJ9NP+XqLzBNZ+Am3vI7oGSF+M6IxBEU0FUzSXprkUxcUZPm0LZ6xilhVTDJ+2htKskCGDMcIfJwMJhl+FC0xIE8GEpXMADySIYBIWd9BcihEzVHiICOdRIUXycXco6unq+XF0orAyv1C8U5kbX5m/CamHDIWnldtPK7flugaqoVXEzI8vScthpQoI4AIJi/wVZNY8Lk0+nZ8E5QVuM0rrdctjsqb7qjL2qjICD/9nefL/VCb+XR6DW0UguLwsXHk1e1nuRsMylyf3f1n544enf/60cvu7qv3/7i+lu7+UHpwBgXZx6nxl6uJyFS7l6fPl6fPl6bOLM+ekqJmQlhtGkMJAPC5ckSmzPCtpLk8KEl9go93K7DXpjv2jKyC1AF+WZq4vF+H49tjCzGhpdnR2bmJ2eerMrcn3Qie83KCVT1vDeSactUYyjsiQLZR3iMN24RQILjYh4whlXJGcuztv5aUDrJDLWPm05GfhUqyQkb0wQBlrFSuuSM4upmElArScmnuGZbJIk0HBhINLSq1lLuEMxt18ErDi4hKNkSwMGbnC6eaefHNPHppEsCjXyiehrymPpdhCOeAa7Ijydg95Dwy7u/POcNbKJx1c1CP0N/oOb+G++eLwSSGaPBiNRo4f5b89JB759mBv38HePvHbI77wwT0dgc0f7HY0bXE2b23ZvuuDT7/avWffzg8/+/QL367d+1q3fszYWxHCZcGdFtRhstgsFpvJROu1uFpp0aoQuAOv3KiXpoTUmFlLYHoa7r3K11qNStSsxuXkBTpBUkqyXg82f2CKco1G8a5a8a4aNF31Oh28AuWPao2q/p/1IN8q3lFs/F8bVWtUdf+o2/Rfm0DlhdJJs05jqNfr63TGBgOqQVA9huhQRIuD2gKB6UmLjoTjkOqNBpPCjKhRUofTJgrVEXoNptFRKrPL5PrI++XBFn+Mae9jugbtYtbKp4lAlOViLD/IcjEmCMcbThJdA/BjY+XTsmWBCSal9qI/Ca/TgYT8LB3hDCRYIcMKGdhbiPkGzPtPop2DWFeU8scpf5Tyx8lAguSzZCiPcmkykHAE+72dB38auzVdLpTn/3iycHu5OLlcnHxcuvW0fOd55c/nlT+fLd5+Wr61Mj+xMj9RuwAfesyLhVFIXpZLEzJoIJGRUxiZU08Wb0HuUzsWIF8IeLU08Xp58tXSxIvFsReV0ZeV8b+WJ16XR1+VrtVOGL0oXHs2d0kaMipcgn0uL6bOPLv/y/Kd7+dHMn/8eqS6cuH+b+X7vy08PCttVJi+AL1k2KiwMHVuYepcefpsZfb80tyF5cLFWhMdfIpcHNXCRe4fPZ67ujJ75fHcdUhbKlOXYXWm5NadWq2MKtPXYDhisTBanhktTY/Mz4xMzY5MV+7/dnN0p3i8kY86xZy9e5iNZNjulCMyZA8P2YUhG59ng9lq3wdElmonKJgGlZcJJkGuA7I4IkOOyJAtlAPxxRbKQcICPSb4/x++jjecA09tbcPILWakkUXoEIUyLd15sNJBp9nGx52hFGAFSiT5JjQUXJBjWyMZezjvCOXgrxxc3FFNZ6xiluUSbjHRGo61ckd38of2H+7tjsVPZDK96eTxZPxYInYsFj/Ud9IfOfRFZ7Bp6/v2xs0Y63I0bfn4i/2f7e36YPcXH3z81eatu71N79G2FjPmMFisBovVYGJ1Btpkok0mGtQW6biiEtXWmWCFgk5hMahQuBIPZ1vB4A9XFkFDAVUFJBjQVrQbDKq12vp/KRXvqhveUdX/SwnPgBXIXCBJkfGhfFdZ/8/69f/v+rX/z9q6f9Qp3lFAQxpsL3X/qFOuVWg3akwKI6ZFUT2G6jHcQIHOghso0sQQRkl7NqoxfYMFUeEWFUIbaC/l9tAu3Ezq9YTO4jBYtzt2BZvb+5wdA9auKCwGpPxRyj9ABwZZLmYTEkwQ7kkPUP6oVF/zWbsgFdS0P0l2xRl/0iFAypy18VmHmIdREukyhJChuZR0WgT27HYMoJ2DsGKZ9MUIf5wMZmgxjwVSZCDh5AYauw79NHZramGuVLi9XJxcmptcLtx8XLr1ZOH2s8U/ni3+8bR8C9y6y8XxN+aGFkZXSiMyTZbmxxcLo+W5EVBhJBm4qgdD+gNwebKwar2rhcvLyuSrpYlXSxMvK+MvFsdeVsZfL40/K1x9OnvxyfSlpzOXn89dlfnyFlxeTp99dv+XlT++XxjL/fnb0dVu0VtwqR4VuVh+eL706Gzp0dmFqTOV2fPLhYvLhYvSe2rgAkCR8xcZLlK82S2S4SKtX5i+9kbDqDAC+7pr4TK1eO/XyZHt/NFGPuoK5R09p5hwmg4n7OG8PTzkEIcBLtWZwxRkB5JtH779YhZ+kkjfINRBtlAOyAKZC8OnIVkAuNSGrLa4xYw3nGuM5Bsj+abuIXiGPlFTONvSnQcrnVwNQXsISiRPKO0WM7DREtZE2cIZcJG7IkPOcB7gAjsumWCS8MetYtbKJ73h1ObuRBt3eCd/qPP4yaPZbPyH08nvh2ND+ePx2IETvf7unk/2dm798NNtuz5lXM1tO3fv/rLT0/Ye7Wxp3PKBd/P7rsYdlLUZyGJEbGbMgWBOBHOiqM1iYaUmtIE2awm4Jy8fVzSqMRkuFg2hqzfDocVauIBMC0yBxhCUP/DHhndUABT4IwBIzlYgc4EHgEv9P+tlQx1IMw3/alCtU+o2aU0KI6K2WLQIwAU3UPoGk1mN4gaKMNK4icaMFGqgES2JqgnYfckYKauFxgy42UCZEJee3Ey0fOn94nCzL+ryxe3+eHVrV9TKx+1i0hlOQ9IKu3vA/SQjBuZFiM4Y5UvY+KwrPAxYgbByGUiFGD5NBhJo5yDui8E5PUhe4GuScKMmmKGEHMFlaC7lFaNt/m9+mbgzXS6UCrcrc+MAl5V5iS9PFlYbybVwWZkfWymNrJRG5DwFWkULszfgfmmtygsKjiTfLEBMrA4KQH30JlwgXlXGXi2MvJy/+mz2CgTcGHk2e0U+57q6ie7Br4///OHJHz8UbiRWM5fS3V9kX1xl+kL54XkwuSw8ODf/8Mz8wzOlR7/LlRFUQ3JltDx7CfrQf4eLnLlAWVSr5q7MXoM5RiiI5D50dbHL6OLsWHl2bGFubKYwNrP0ADKXJiEGcJEzF0dk2Bk6BckLaKKyU9suZuXfPPCNh3yECiblyQDoFoEE4+6WPhecJnJ4InnoEDVG8s09w3K8BRd4cPNJBxd3iymwzHnDGW84A5pLc89wU/eQJ5SVxqDDWVfkDbiAycJW/U9yRIYcoUxjJN0i9je2d2/zh7m+gfiPP546fyb78/eDuey3/SeFb75tF8RP93V98PnXH+3Z98GnX723+6vWHR87m7d7N7/v3fw+aW+ibS0I4ZLJYsGdOOmh2WaG8eK4AzGzqJnFjIxFRyJaEtPT8Ay5jJy2wHQirJiTfS6QswBTZLhAQEMaEhZgChRHuo1GsOE2/Kuh7h91df+ok/lSa6IDYy4gRrtRCt0mrVFlQnQoOP119UYw5uIGCtETFh0O2jOqJggtgapQY53erDCQBoJGHTjmNmDNJvsu5y5hS9dgkz/q8EedfMIuJBxVfd0RSslaPh2I4Z2DYHKhAwkmkKL9ScqXAL6wwTQABV6HkLLjYJLwx7GuKKgwVDBpae/HuqLwNUlfDOuKEoE0wIXh0zJcphbm5uduAVyW5iaXi5MyXwAu8PGNSaLSCJxUh4KoUhxbLIxClVQrxNT2nlYWJiEPqnX0yrLui8WJl5VxGS4vFsdelsf+XRn/q3zjZfE6MEUOCS5zV17NXXw1c+Hl9NkXD397eu+nZ3d/Wr49XF0Wde/X+T9/Lt77pfzojAQOKIgenFt4cA4yF1l5KU+fXZ1XrGoukn3uTeVl9ZXZKwAXSF6eFG5A50ja8FIYhQ3D0uLPwgjs/V8qTFQKE5X5ybn5ibmVR2duj+/qPtkSSgBcbD05+8Gsq+eUs/uUK3zaIQ47xGFXZMjTc6rx4CnvgWFPzxD4VmCACFJWMLBYxaw9nHd2Dzu7hx2RIXs4D1mMLOXKNjZwynoiw65QXk5bvOEcDAFAlQRSC2QuzZFcUzjrDMY9QqqpOlIEFdPmg6faDpxuOXCquWdY2qJQZZknkl+dlxOl7TPWcN4ezjtCGW8o7vUdcX4Z3NbBiX39qZ9+Sv94+mQmdujk8fCRw9zBQ+2C+LVf+MrHf+UTt+z6rGXnJ+99um/nJ3ubd+x2Nu+kHK047cUoD8E0UtZmytpMMI0022x3brHZmgnCCXDBTaz0a19HoQbapMElWVdDmFRSKxoepPylQWobgccfKAMKrmqtFnSWN0qhNRrZ8AK9ISiLoESCP+o26BTvKKAyglcgwVGsaVCuVUCoN2kMSiOixTE9ielJ0HQJI23R4UY1olea9Q0m7QaDWWlBlIixTm/cpEWUZtJAoSa7BWkyElvZzftbvj7S3NXv7hpwC3GHmJQMAdVvOqS9AILV6IrD9DzkL1BrM4EU2RUnOqWbELARFVoE0I5k+DThjyNdUdwnbUEGLYYIpEk+K5VFwZNNHT0/3ph8VJien56sTI9W5saXChNLhYlauIDvVoZCbVEDZpZKcaxWeQHKSLcGq51pSGSqcFn9apK4W62MXlYmgSwAl1cLIy+L158Xrz0rXH1WuPq8KB+iv/aqeLUGLudfPvr92f2fX9z/5cmf361mLgv3fq12lyW4LE1fArgsTJ0rT5+vzF6szF6szJ4HQfctTfctyrwFl+UZSF6kJtFbcJEXCEPApbSl+fGV+ZvL8zeXSjcLpUmAyweRviYh5hCytsiQtTtrO5Bxdg+DoOsQh52hUwAX74HhxoOnGg+e8vSccoalwrjG/JKGmsgezkPIbjpAT+0PGbwfZouc1TlaJ5+CVQmAG8hZAC6y7NLSnW/tGQLWNEdyrT1DbQeGW7qHW3tONfcMN0bynkje2z0Eflx3WDpdBGRhQzlWHGJDOZpL2YWEV4x6Or/xfhnYFQj1DAwkvz+d+fF0bDjdl44fTwweHhiMHD0W7PnWHzn0eXvQ3rxt20dftvMHW9/7VIfZ9KjNRDhx2ss62txNO70t7zs82xh7K2NtsTk207QHR+2omQWbP25iES1pUmGg7OqVCMAF+kTw0ahE1RsNqg16sLTINRGARlZt6/+lBKbUkgUe1OukHjNMFcFcona9FhADJl1oHsFg0Yb/b8Omf25UrGnQbFBrNqgb1ikU65VGpYU0MZSZZRAbi9opM4saSIsON2lQg8qiXK9Tr9doN2qMdXrdRrVqjcJYZyRNdtTsMVmaMOfHrl1c8/5jTf4BDx+VporEpCznwzcFXN3yqQYgC0zP24WcrLNIg/WBBFN1NoCgK3cksa4o6ovhgQTseCcDCSKYJIPSNb5auEzNT5Vmbi7Pjv93cAGTC8w6155Iflq5/ZZZbml+HJQXOXmR4bJcmqghyxtwgduMr5ZuvqxMPi+PPlsYeV4efbU4/ro8+ro08rJ042Xpxov56y9LN16XRv5aGH1ZuPaqeP2vwtVXs5cBLq+mzjx/8Ouzuz89v//jqv1/8cHvMDckuVqqgkv54fmFR+fLUxcWZy5U+XJRtt7Km3Thj7XeFjmqacu1J4UbcFMNkpcnhRsrhetPS6PPFyblNZ8AF8hclouTS8XJyvzkbHF8ZunBr5Mjfxd0baEcK2TtwpAMF1dkyN2d9/QMNR481XjwO3f3sDM05AqDOy4LyUitw2V1RW4wKa3LFlJyQQTvd4o52ETpFHOuUN4p5qBn1NQ91HLgVMuBU03dQxAguwBKthw81dYz1NYztPnAcFvPUEsk1xTON0eGIPeB5AUSFpcg7QpxhvOOyLC0PoJPs1zKycea+P7GrgNbO8X2Q0d60+nkd0PRoVT8VGYwnz4SPRk5eix44ODegPjpvq7mHR/t/OSrtvc/szfvYNxbUbZJjznMhJuyNrsadzRv/tDb8r7NsZmgvBjhxgg3glgRM4uYGIuRxowMbmKrB+ely9AWHQ2T0LBxDj5qNplVG4ymBsxYj2rWG3UbzZr1+lrXv2qtFpgCIRdN8jN0muW5Z/C5QAUEz+DZNTeYDZsMDf9qqH+noeFdhWaD1thg0tYZlOs1unojpicJI02ZWakbbaJRA2nWYnBYVrNJr6nTGur12g0q5bsNpnqTA3PjRidibjRT2+nNe1v2Hd4iRL1CzMZH7UICvtd2Me0MZ/9/wt76O6q8Wfv+o84tAyRpl91b2t0lisvg7knaNcE9RNq7k+DM4HFgYAYYiLXEFZhbzvOc94fa+dJk7vO8a9Vi7TQd1szQ80nVVVdVWYNJ6BjSLTx3FK0lBMeAxZ8GwQV+aGlXPktoEJ/ei+qOalwd8tMtsPgdWatUrg6VE874xdTOdovrWtWp8O3+lyPFkYmxX2bHBoAs0+ND4HlBxlzgy4qj/xVMOS9MvASDP+QjK6UTHau+F1Th7+Hyaq5AG+oWCv0ILnCNZGmi/+vU0L9mXv5r5uU/p4f+mByAJS+w5wWWSH3Nv/g69gzBZfn3e9Ov0otozeX0x4dTv9NDifSM4vuHE7//TBdHH38ufvwZ8hcIQEbpaZGSASKEkm8BPpeFXN83tWWsZ26sZy7XuzQxuDzx6s9wmcoNQFk0MT44PNb/ceK3WwMvNrnPV3pu2gJpa1OXIZTQBTtQK9rkTZt9GXDBGb1RSyBhC4EVLWHyJi3+tCWQMnhikPGCfFsagJjSbIUWRLxRvbudzlw8cas/ZQ9mbIE0AAJJMDRZQumaUAoSlupgEpGlNpSq8sdt7na7N+7wJezeOBh8IVvRNtw0Om/qnC1Gd8wUSFlCXXpfWu2Kqxrbje4Om7ulynmx+lRwpysQuHK9LZOOdqavdrS0ZeM3ktHQpXOnfP5jLve+4/Wbdu3ffeR0zdbdxqrNCmMVJjWQSoupamvt1v3Wmm11m/Zs2LLPXr1NZ6hRqGxypVWhsBAiJUWoKVxFYApKqJDitNoixtRwZ14i0kiEapwjgx0uBFdO8ZWwhg7gIiwncaYEMheAS2nLGdTcUrjAlyhnAXsuGoaG8WhkdYHFCzgDZ/2dXfEXBvsHDsUVSzEFxZeCXw5aRSpKqyDUkLmIuBSPgXErhDwGxmcJeRV8zhoW9wc2wRQpMbWC0MvEFlJWJXfsrjnWtMl/0+G7qXfd0Ltbda42dUOL8vR1TeNNMEmhYVdkQUKB4GJwx+mRNBedDpfavkHUUzrb4G4nfc7V2a52g5obV7piGleH1X29+nTkzsCrkeJIcfTlzGj/KrggKXcmNzhffAVwWZqiU5jFyVdAHJgtgvfD4CJkOqUvrjShX/4ZLvO5AYDL15nXn6dewp2jpYn+rzMvV81JA1w+F3oRXOASAILL/Nuuz2gT3dTHexMf7uTe3Sl8uEffEoGpopUVCoXff8p9uJ/7cB/EF4DIn+YSv5EFLLlAFsQaVBZBzI310EsYRntRgOYyPd5XHO2dyb0EQXc0N/hp8t391wO7Ijdq/O1Wf8oczuqDcY2/TeuOalxRVWNU7Yxp3XSBAyvCDP4YKCm0hAF/5e42jZuuh0F5Ac0FlUWILKhnZPB0mDxxCLM3YfWnbIG01Z+y+JI2XxywAmv94dnujVf645W+WKUvVhtK1YXTaPFClS9Z6U+i5MWKtlh6YE0U/AN/S1ts3jZb42XLEf82V5Pr0o0riWTqTnesK9WairZn4hdarrnCAe+Zs85w5MDJxkOnXbaN2021m5XmGlJtESlMYq3duv7H3Ycbdx08XbN5j9G6QaWrVGkcGl2VWm2XSo1iUoNjClwox4VyZJwjBXKACyQvOEcmYkuFTDHGkpA8BVpwKWKIheUkfx3OWysCnwvYW7hrBEAZKIWYf+Uw/sIGyjD/yoEukohBQmoDgwKsv3Eh5QGlBnRi9CXOpIQVGPsHDnctj2CTIjaJsQiixPuvJDUykVJBaaS4EuOQGIdkM/isCh6bwRewMT5DwFnD5v7AFpYJpZhKTOolyhqpZbt5t7PWecniuqJ3XdO7W2FtAswfql20boL8UEZ/0hLKWMNZUyClK7E76lwd6EQEtCDRN8IWZ7WRS8GdAAAgAElEQVQ7qvMl5A2tkvoW2MagdLYpne2yhnZJY1TtSaid7Wbn1c2eC3cHXo0WRvKfBmZG+ydHB6bGaAPuTG5wVSaCULI4+QtkLoCb5em3y9NvV2UxpQHTA8Cg/5i5LBaGPk++/jz1cmliEK6pfZ56CXD5Y3LgH1OD/5we+sfUEGzA/LJi24WGNL3vcvTnLyM/Lf9+d/H97W9wKb6/nXt3J//+LsAFMhd65cLIk8nhx+B2mRx5ND32BDKXVXnKnxMWVBmtsKZ3VUC3CNRcaBXNjtFL+ibH+2fzr6bGhyZzQ+OFl6Mzvz98M7QrcqM20GEPZqxNXcZwUhfs0HvjOk8cli1oXCuOFV+UDm9c740bfEmAC/wWQIfGUEmAoAs/tUobRiZfDFACYQukAS5mb8LqjUFPGn6FFAb6R7B1AdVEwJpqf6rSn3T4Et9GH70xi48eOLL4kmZ/UueJq50dmsY2fcMN0+lLNa5LP/ovNV5pu5Ht7vrp566H96LpeLQzean12tlrlwPnzroiTd4z5077wgdONmrstUpLFaWxirU2U822TbuP7jrSuO+EZ8eBk+u37TfbN2kM1Xpjrd5Yq1RaCUIDDhcxoZaQdHsI50l5DJzelcuTo6WWsOsf4CJgUEKmGOAiKCMEZfTxEJItoS+0VhCww4W/DmP9jQtwgbY02F64awSMv7ARU5Aig5rW6EX4Ywk2yV3L467lCcqF3DIBlEUwDA0OOpInoYQyKa4kBVIBG2OWc9ksAcYnSZGUFIqFLAxjCAk2LsUUlEhDSsykbr1228nK0+dMjZd0zqtaZwv81KHJ4mpFRQ18MIAvpkBK742rne0w5gr9R+S7hQe4SEPXPq4OtTuq9cZlja2w+h/gonC1K5xRuTuh8SY1rg676/pW36X7Q7+MFUcLw4Mzw30zo6C50EPPpdUNPJfkIIOz+QG0WgECoaf0G5GvF968ii+05lIYArcupC0gwXyeGvzH1BCCyz+nX8Jhoz8mBwEuYNj9Z+H5PwvP/zH++I+xR3+MPPw6/ODbDt3i+9u5d7e+wQVmoOklT09X7rc+mRl/Opv7pqqgqgc9oGf05Yr3v3cx318aS4WVK5O5gdIzTsh0OFd4DZpLrvhqdOb3n96+3BG8Wu1rswXSlkgnZC4AF607AWdDaKXWH4NYccqlDL4k/REJxM0huj2EVDc0xIjaN/ArPFiDSUcoC9UQCosvCeKLxZeEygjEFxBrwe3i8EarA4maYBLto6sOpqsCqUo/PaZEb5/yJ2y+qDUQswcztlDG6E8ZPDGju8PhbTUdb97sueBpSbbe/fnusxf3nz1NdXe2xttvxDsutFw7f+N68Pw5d1OzM9y048BRjbWKL1WrrXXWTTurtu/bevDUvtO+PSc9Px6qr9q8e/22/Y6a7TpTrc5Qo9ZWisV6HFdThJoQKQEupEiJC+VCnoTNEGEcqYgrI/gKUqAEuMCif4Irx1gSIVMsYFCQtvDX4cJyklcugvuq8CBgEOy1AlhPx1knZPydy14r4JWLuGUYe62AtYaPvDB0YlKOA0pKTXfwDFTCWQS/TAA7FjAWwa/AMBaBcyghExcLZHJCIRZKSKFYTimlhJzPEvI5IgFPJBSQQh7BY2M8pgDnEjJcriDUYkKNi/WYslK96bD95BlD/SVNw1Wd66bW047KGfSRQNpc6SuoukHVNKqslQ2tivqbkLBoPDHEF4UzKmts/XaP0dmmcEYVniRkLnbX9W3+yz8NvckXx4qfBmdH+mdG+0tXW6LkBbFmVaCBxtJYBRf0R80VXi5MvFmYeFMKl6Xi66Xia3C7LE0MwmFpGDhamuiHrZdfJwbQpVc4zAiLL/8o9Pyj2PvviZ5/T/T8u/DiX/mn/y4+/XfxKTqKdqfw7tb4b93597dRZTTxceVKdMnaytncs7n881V6CgCltCBazPcuFfqWi/0wrYDgsuqgAUw0LBVfLhaG0AIbWMwHcEGZy8j0hwe/DG71Xar03LT4kuZwVheIqX2tOk9M54kbfGmdJwllkcGXMAUTMFoG/WZzMGMKpKExZAomLOEUNKFLwxxMm4NpazBpCSRKwxpMOiKZqkjXKr4AXKBKArJUh+k2syOQpDvQng60MqrSF7N7OqqD6eogLQDDshirP2EPpiz+qC2QtIezjkinJZS1BtM14cTWM4nq02d/9J1vjmayj57effqs8+7tjmQ0nk1eunHtQsu1psuXAmfPRy5fPeHxmWs2KowOnWPjhp2Hdh13HmwMnA5dOB26sPuEu3rHgZqte7ftObZhyz6LY7PNscVk2aBUWmUyk4TSorII40tFAhn9wJVBTUTwFSC4QCmEyMIrJ7hrMM4PQu4ajL8O55WLeOUizjoh8wce7NNlreGDL4ZXLmKt4XPWCWHDLrcM45bRWUnFf7Eq/osFTGH8hQ1FELL5Qm3F+YHP+hsXY4gE5UKSQ8mEcpInAbKQPIlYIJOJlGqJRk4oCAElwWUyUoFxcQoTEwJSwMXZDH7FOjaznItxcalIppEZ5BK9WGrC1dWazUeqT52zNFzR1V81eDogzwUhFiUjcHKTRkZJj7l06hVKJwATZC4qV4fWG9f5EsAXhatd7UlInR3ShpsILrKGdqkzJm/sUNXftDRc2eK9+GDgda44MjE8NDvSPz3SB7vm/ry3pTSXAS6UAgXJK8gUA29DU0hAosXJtwsTb0rzl8UC8IV2u4Bh9/PUy+XJocXiwHIemkR93+4xQtBw6ftHsfdfhd5/T/T8d7Hnv4vP/+9kz/9M9/xvcLlH7/qHlQsra7dnxp7BKv9VcAGyzI4+g1dWkeU/woUOQGPxJfAFVCVwB03lBgAuE+ODY/kh0FzA52L1pyyRTiToGv0poz+j96Z0nqTOEzP6kwAX+LgY/UlLKGsJZc3BtCmQMoeSlnAKpJZSrMBzKVMgbKFUZVPWEem0hzpLMxe6LPKnrP4U6hkhZRc5XMDkAl9a3e3QLYJ3Wv0JsLrYQilof1qDaUsoYw2mbYFkXTj+Y3N8Y0PTkaZLF2Pp1N17tx7c67zTlexMJTpT0XTy7LWrjYHQsUbX/pOnzbXrCaXOUrtl467DB055T/jPnAqeOx44s7/Rv/XwqQ17jmzde2znodNQGdkcW8zWjQqFRULpKVwFZ55FApmQJ8GFclKkFAnobhHkLwAXbhnOXosBYvgVJGedCJFFUEZAc5qzTogSFtYaPlwvgoQFfoU3sNfStjqQY9D8EZjxoKMEdRaCCzS5MYaIYJMChkjAEBFcsVggA8FFJVbLcLmQIxJyRGKRVILLJHyKElCEgBLyCD5HxOeIMC6OcXG1TKuQ6qRys0RbY9x2YqPzcrXzhrHxutFL371DOQhgAphSensT9s6homkVXJTOdqWzXeXq0PkSen9S642r3VGVJ6r1pWSuqLThptzZBq/IGzvEDR0KZ1RVf9Ncf3mT+/z9/qHxwnDx0+DcWB/AZVXygmJVcYQYUboOCr25FC7wvfPFV5C5LEy8mS/S+gss+kb/J4LnBeCyUKBvpC0V+uB/5+VvmssAwOVr/sU/ci/+me/5d+HFfxef/5+JF/936sV/hkvx9/v0CdeSU61Alvl8z0Kh988iy5/hArGY7y0pjvpXxVyudz7fV3rOdm68fybXP18cms4Pzhd/KYXLvVf9P4auVXlbLb6kJdJpDCcN4ZgpkDIF0npvCuBCu1f8MdgStqLGpczBjCWUsYQylnDKEv7OOIfC4EtAWQRDjxC2UMoRydhDndZABpQXAApkLvBcKrgguJQ66BBcrO6o3RuHd9KnzvxxSJdMvhj8M5h8CYunvcrdsslzZXN9ONgSjXbf7nr44M7Du7fu345nEmcunD/R2Ljz0MGte/Y5NmxSmq06e03N1t07D5388dDpU74zvgs3Gpsu7Wvwbdx/bMO+oz8ebdi2/8TuIw2bfjxksG9Uqu2UxECI1BShRUyh6JFohUgg47FJdBNaxKXPKgJQuGU4XETjltEFkYghxpkSqIlg8giWYLLW8CGdETAIMN3xykVQE7HW0PgAgsDyOpxJURwpKpcgWH/jMv/KYf2NC7MFwgoMZxH8CoxfgYnYpIhNwhi0VCSTEwoKkxACisIkMlwm4ZFSPkEJKJxPYnwSF4oJAYVxcSkhl1JqqdQoUVebt57Y4rxW52q1utqM7o7ShKWUL6VKiqqxDbYrIHsUWgwErIGj44rGNjhBofXGNZ6Y2htT+ZIAF4WrXeOJaXxxlTspc8W1nqTW2W5zXtvsuQBwKXzsmx3tnR0bKE1S/n9jVd2EUpvSby/F01zhNcQ3e15uaD43hJQXtP5ysTgwn++jzxhNDHydGvoyOYjgQh+Tzvd+yfV8HXv2dezZP8af/iv/9B/jj/+Zf/zdrejcu1uFD3dgBTdcDqFPzX969Ge4rJJdVlVJK6nKN7KUwgUtdoFLRuiuLQRMZP1vcKn03DR54uDQ1YeiMLio96YMvrTRn4FZxG+7NtxRrTuq9yaM/hSo/QAXe1OXLdJpCWUgbYGwhDJgcAC1BcISSNjDaWsgY/GnTd6kyUvLukhwMXsToPKClEuDxh8H+xzABb60eTqs7qjDlwC4mL30ELY1mLQEUkZvXOOK6mCli/umvf5S1cnQgcCFls47nfcf3nl4N5FNXrtx+fKNK40e955Dh3btP7R1z35r7QZL9cbdh04cPOXeceC4M3zRf+6659y1hsjFY/7I3nr31mOnth89teeYc8/Rxs07DxsdmyQyk4jQUIRWLjVBEURgCuhGw5dcFiHiyoRsiYAlxjhSOIEGpRCvnEDJCzSh6YY0k4SBRnRghL1WwFknRNARMAjIXGhRZmXDLjo5AvhAa6jQfgbAEAwW0JoxixAycSET51dgvHKhiE1SArEMlyslajmlpDAJySclHELGIyguIWAK+SyhSCARi6RikZQSUGKRVEzqCJlNv+HwxlOX6pw3Ha52gAsSZUtlFI2ro3RLLsCF3hTljqIONEh4sG5OVn9T0dgGgovK1aF0dyg8camzQ9bYKne2wStKV0LhSeq8Kb07andd3+698GDgJcBlbrhndmygtPYpVXORjFKap6DSaVVHaZXnBb2/1KFXChdoGNEbMAv9sAFzPt8HIsuXycE/pl9+nRr6PEEfIVnO937J933N937N934de/Zl9OnX0cd/jD1a/vRg6dM9JOjeLr7vRnABKx2CC5jopkaezI4/B7iscschmnyPkl5UH5XCBZGFjnwfwgr8uy1MvERl0eTY4MT44Nj4y0+TH+69HNwZvlrpadG72/XBlD4Y1wfjhkBS700YfGmTv8sc7KTLnxXNBapoOOdqCqSAJn8WXGgk+RK2UMYSSMC+KIMnZvB0mHwJWyhjDdK+BqMnAVKLyRMH54vRHTN7E7YALeWuwAXcdAm7N+rwJaqDSbhDAjcDAC4mTxS8ubZQxhRI6TxxjStq9MZtgWSlr62y4XzVMZ/3WjT54Ofk7a5kZ6rpfPORk0dDzU2h5qbjDQ37j5/ctHP3pp17Gvyh0LkrRxp8e481+M5cDV9qdZ+9esQd3n3Kue346R0nG/bWu480BrfuPWau2qLSVcoUFoXCIpMYCaFKTKhFAhnGl2J8qYArxvhSXCgXcSVAFgFLLGRLgCyQsMAVV5BgsAqKYEkJllTEEIPOImKLWWv46/6LyfyBx14r4JZh8Dq3DGP+wGP8nctZJ4S5RylfgRIWdBgA9JdSUwwou7BuCv0Wt0wAmQvGIiRCuYJQi4USnE/KSIVSoqYwiYgjItkiKRcX80g+S8hjYBhfLMFlUkJO8kkKk5C4SkgZ1FX76o6eqau/YYcjip4YCPyo3YNm5Q3+GFo9h7bPIQCVjtdrPDFFYxtY5uAAOYTMFZU6O+SNHbLGVln9TUl9i7wxpvAkNd6kztVmd13f4bv4cPBVrvip8LFv9tOLmVF6xRyCS6maW9otKq2DEHeQFwa6zqXGFtiwOzHSPzk6MD3+DVUoc/mmURT6IXlZKgwgBXcVXJZyPcv5XqiMvuSefxl9+nn00ZeRRwsf7s69R4foP94u/A5kuYtuKhZ/f4i29k8PP5sZgYUsvYv5XhgxgKVzdMJS6AW/8EKht1Rh+ZwfQI0h0Fk+57/Fcm5wITewkBuYX1nnCVcRVv6FX4GPbmz89cjU6J3BoR3ByzbnFYOnzRTJaENJTTBhimTM4YzelzYGukzBTkMgZQikTKG0OZwxhdKGYNwQjOv9Ca03pvFEtd6Y3p8wBtOGQApSVridpvXG4cCr0Z+CMWtwx8CzwZdYWQ2XMPuT4HNBsi5URrZA2u5L2X0pmzdp9SQc/rTVG7O443Z/wu5L2Xxxhz9dG+muCXfZfSmLO271JKyehMkTt7jjJl/CEErL3R2GQMrsT+pOXavxtlaePrs7eDHUFr+UiJ9ruXqh5copV72jprre5T576Wrk0sXTft/B06eOOl3OYMQdbvY1XQhfvOFtvnLC03TYFTrsCu2t9+444dzvCp5uvrTjSL1t/Q6NuValqzSZ6pRyi1JqVkrNUkorJtSQsOA8OkieDDIRKHOALJC2QBOaTmTKSF4ZKagQC5li9loBt0wgYOEYhxSyCT5TxFrHq/iBLeJSAhZOyy5rhby1QrDbQdcJ+kr8CpyzTgjB/oHD/oHD+CuT8VcmPHN/4GIMkYhBCpkk6MGQrYANl+BLKKEMwCGnlHKJWkopxSKJWCjGeRifJWBV8NgMIZ9DkEKxBJPKcBmXwacoDSk347qNlfv8W9xtjsabZjc946p1tqsbWlUrei0UPsqGVvnKohb6iGJjK+x/0nhiKx8buA6cUDVG5afb5KfbZKdaJSdaJCdapKda5Y0xhTMqb+yQ17dLT7dI6ltkDVGZK65wRnWuNtPpSxuczQ9fvRoeezc1OjQz0gPdIsQX1O5BoskqJ+6q59I3IMW3VOstqZ6+v6Y23o9WdkM3ej7ft5jv/1oc+qM49Edx6EthEPQXiKXcCzRntJx7tjz2FNbTzb27PfVmZYfuxKc7xY+3Cx/uoLIo//5+7t29id9/nh5+ArZasO3TmcjYM4DLQn6lFCr0Lhb76PgeLsCUhQJdEy3n+pdz/Qgui/nBhZKaaOUM5eu5wuuF/Mvp8YGp8Ze5/K9jM7l7r17vDF+1ea6Y/VHTmU5dKK0JpcxNWVMkY/BnjIEuYyBr8GcMgZQplDGF0sZgyhROmsJJYzBlCCT1/gSQxRzOAl/0/qQxmIbnFV0GpN+M0Z/SeegTSEZ/yhpMw/ZJSyBVKuuWBiKL1ZOw+1KwvK4ykKkKZh3+dFUwW9d0qzbSXRnI0Bt5vUm4WGLyJfThTqU/aQilLYGUsf5Gjft65fHw3tCFi5mum91dl2MtJ331B44dOt5w+kZbtD2RjnV3XU9GG4KBYy7n+es3r7bHzl65eaU1GTx/ozF04YSnafcp97Yjpw+4Q0dDZ3eccFo37TRUbrJUb3VUbbPbN0sovUSkUYqNFK6CgkgkkAFZKL5cIlTC9DN95Gwlc+GW4XDCFQolXhnJXUfwywE3FMYieAyMtY7HWsfjMTABC+czRRiH5DNFUCihsUZhOY6xJBjr2/lXFPwyAXctj/k3VsVfGMy/sVh/Z3P+zhFWYPDOlWaTQMikKSZkEyIuhfNJQkARmITCZQQmEQlJQkDifJGQRwj4hJBHYXwxziVwLiHDZRgXl0g0IomBr6oybm+oPXXZUX/D5GoHJy7wRVditwW4wHIWZUOrvOGm5NR1RWNbKVwMvqTOE9e6Y2pnTNnQoahvVzVGVY1RRX27/HSb7HSb1pNWe1JqV1zZGFU0tskaW2UNUakzpnBGtZ52BJffx36bGOmf+vQUCbqliizwBeFjVSt6VQWEyqXSimnVcszSw68AF7R4AZpE6DDAl8LgH4gvJTek6TnGsedLY8+Xxp8ujj1ZHHm8OPLz/Pt70+hu0Sq4FD7cA7gU3j+ElXQwRjQz8nQh17NU6AO4zOeeL+RXzCz/CS6L+f5SuEAgk8tycXDlZi1d5sHdpunxPthhsZB/OZMbnM69yhd+y80VHvzyZlfkmsN3zRqMm892AVxMkYwxnDYGssZAl8Gf0fvSxmAa4GIIJI3BFApDIGkI0DSBMIUy5nDWHM6aQhlLKGuLdNkiXfamblukyxzM6L0JnYcWg2FkaWVwKWUJfPPUIQmG7kx7EpC52H2pykCmJtxVE+6qCmargtnaSHdd062qYBZyHICRzZs0+5OmcJc2mDEG02Z/3OJsqXJerj4VPnr+xs17DwNXLzU2+Q43Hjtz6Vz2zq1M953rbdFrsWhbZ+ZKrONC281rscTZ6y2+pgtnLrdGLrU6wxc37zlq37Znf6P/eOjcthONlbsPGmq31mzdu2H7AZNlg1ptl1B6pdgoEdHHicSEmhQpCb4MtrfIRGqYUYQxxVLNBdIWMOwCXHhlkNrgQibJrRAx1/JZ6wQ8Bs5h4owyAbdCxC4TstYJOOUY6Lv04gUGJWRLhGwJn0lBPQU9Jug60TXUGi4kL/wyAZRXKHMRMnEoixBcSKGYwiQSXCbBZRQmFvFwEQ8T8giMT2J8sYBLClmYgCkUC8WEgJJINEJKx5Hb1RuPO46ec9RfK4ULfTrCHdV5YqjfjNy6Gk8UXZhXNLap3VH4nKidHarGdgi1s0PniUOHQeOKq11xnTej8aY17gR4rxWudnljTNIYVbpiOm+HpeHKZs+5n3/55eP4u4mR/smPT6aGe+EyEfAFIQOlM6u6QogsqGONbhtNjPTCEXv4c74/27j6aj0tTZSkLQsFOkX4kh/4UhiEY/X/b7gsDP+0/Omn+fd3aLjkP3Tn3neVai5QFsFKF5hghGeYb4bh6/ncc1QWgRYDsaK/9C3k+pZz/Yv5fpRoAVyQz+VzyYpgNEU+mx/4Hi4v84Xf8vPFh2/elsJFG8yog0ljOG0IpUzBTiALwMUczgJcIFsBrMAzOiNtCKTM4awl0mkKZUrhYot0WcOdllDWFEibAmlIZ1aTJZAC2YUeYlyZDDB7EzZv0u5LAU2qQ51QClUFs5DC1Ea6q0OdlYGMw59GYQ2mTeEuXSit9yeMnja760Zlw/mNDU3ullikveNUJBi6cvZy+9Xu+7fvP36Y6b7Vnkx2PnxwNR69HG2/kUpdbG0/c+3G2SttwfPXTnmbN+46LDVVWTbvPOSN7G70Ve4+uPHwyS0HTuw8dHrTj4cUKhtF6WQSo0ZmIQVKCamBoHAV7Fig+HI4SwQPFF++UsJQUBPBr0KmWMiQCCrEQoYEY0q5ZbiAQfAYOGudgF0m5DFwZrlwzd9YrHUC5lo+Yw2PuZaP1FyMRQlYYmh1cysIkGYQWYAg/ApcxMQF5XShRIOpAhcwCDC5wK5cUiAVY3JgCl0ZUUopIcf5hIiHC9gYlyXksXEhm8DYIhEHF3FEhICiKJWQ0vFVVaoNRxxHz1U13jC52pHjFo7kgfKC1iYAawy+BFTcen9C44mCWU7rpi8FK+pb4Ta5qrFd645Bk0HvTem8KY03rfakNO6Exp3QeuMaX1ztScndCZU7bvRGbc5r2/wXn/7223D+w+TY4PTws1KfS+kJ11W30FBisqoZhOCCzjOi/AW+XPn2XsQXerXdeP/ceP98vo+2zo/3zOV6odr4jAqOQh/iy3K+ZzlPb6UrhcvCh/sz6Jxr7n3X+LtOgMvExwdTwz/Ri+ZA0P3wExyNhuRlZuQpTF7DOm66YQRdpHzPfB5mFGmz/9J4H8BlfmIAJVpgbwH7HO2gQ3trJl8uTK304fMvZ3KDU+NDufyvkLnsDF+t9F+3h5MILqZIRh9MmkNdxkBW70tDTQRwMQZTpXCBOggUFq03vlI9ZSCFsYSy1nAnIgt8iSgDt4SsQfrBFsqggQCUs6C2kT2YcYSyjlC2MtxZGe50hLJ03bTyOjLj2YMZ2pUb6jSE0kZ/0uBudbhvOE6d2epq9rZEgzduXIq3pe5lu37qvvPznc673bce3Evc6m5JJs62XL8Si12Nx31nz5/2B4+7gjsOHK/ZuhdXmlT29TtPOHeecm8+enpXg3e/J7S/3rdt3/GazXv0xlqttlJC6WWEToypxYQaNaEBLlAKidhikieDvbnQh6bnidhSKJEwlgRny3G2XMSSiVgyEVuKsSTcMpzxdz5rHSZgiXksMbNMxCwTsSsILpPiMEhOOcatEAnZFM6TCtkSnCfHOFJOOc5ah/GZlJBN8ZkEt0LEY+DAILDJsNbwmT/wkLMOZ1JwCI3kSdDsIrpbBKeLKIFYhssoTIxxcQELByWI5FNioUTIEpJCMUkqRRKDSFen3Xy86vgFR/01Q2Pryq0rWnMBh0tp5whC54sbgymYMKKTGle7ytUOe7mRggvdIq03rvcn9b40govWk9T7k7pAUuvLKL0ppSumd7dbG69uD1x69u7dSOH3qfGh2dEXyKFbiphST92fS55VNRGQqKQC+o5HK8VRXylZIHOB8UXgy1yuFzIXkDKW8710B3piYLnYv1zsp+GSf76ce7YKLt/KovyH7vwHMLnQcIHFC2hlFIwagZNlbuz550LvUo6+T4TgguJ/g8uKm3gQ+ueLRdqP+93p7G9web1YeIXggjSXqsANRyRlOXtLF8pqw1lzU6cxnDGHs8ZA1hBIraQtGVMoDWEMplaeM6ZQBhADcCmtjxBQwM5rDmYALuZgxuBLAllKA80uliYvkL+g+SOaHUiUKXmmDTLBjCOUtYUyhmDWEEqbg2mrt63G1+I43bTTd857/Wb03t3OR3c7H3Z3/dR96+GteGe8696tlkT07PVrrdl0R3d38NKlHQcPV27aXrnpx6qtu4zVW/Q1W7YcOnnM33zQEz7oi5xounAkeGbnscZNuw5Xb9ptNK83GGqkYoOc1EtxLfSJhDyJkCeB1ZZIB4HkheBKhUwxr5wAhwuABuojEUsGyQvILi6GjlgAACAASURBVLxygrVGyPxBwK0ghGwJny3hMEhWOS7gSEV8hZAr4zFwboWIzySEbIrHIAUsMZ9JccpxdpmIz6RgqybGEQtYJLh4oYENpjt0v5FgieGEKyQvMBUNg4tigYziS3EOhbFFMlwuwSQEVwxzjCIuhXMJgkcSPEIskoopFaWw4Pr1mk3Hak5esJ68rKtvge3L32LlZt7qATR/whRKG/3Jb7MC7g61u0Pjier9CbU7qnZH0cgiiHqGUFrpSsjdCZUzpnbFNZ6YxhNTuZNKV0LZGNW52iwNVyBz+ZR7PzE6MD36fHrkG0RQp3nVKEDpl6sk3lVXGf8jjGZyg/Td6BLZhT6TVugvLYsWiwNfCoMoZ4G20ZfJwc8TA6vgsjD6eGH40fynh4u/P/gm6KJuEcAFFi8UPjyAmmjy4yNYv4B2tUBZBIssaZPuClkWCr0r3rm++fHe5Vw/CC7zEwPzEwMLk4PwAIuFkUw9UxiYLQ7OTQzNT76cn3yJ4DKbH5rOvUJw2RG8XOm/XgoXS3OXMZxB1Q3SUEwheBH4QpOlFC56fxISGfgEAFNMgTQo/0Z/ChADr6BbQt9VRv7vPC+lxRG8DTAEb4Zn2GUFDyt7rTLmYNoU7DQG0/Zw2uFv2+Bv2eA+c+LC9Uh7R+bxT91P7t96dOfuozuZO5nLNy+3pqLXY+0tyYTv/Pm9J05VbtmmtlWZajdu2HVgy74j2/afOOwKHfU1HfM3O89fqz935ZC/6ZA3svXgyS17jtZt3ac31mo0DoXMrBQbSYGSxyb5HErAFQt5EhFXgnHEKx2ib6Y4KIVQHxraRlAWcdcRoOnyykj2GhHrB4xfTsHoAIdBQtoCcBFwpFwmxWVSYMzjMXA+kxCwSD6TgAecJyUFcolIhfOkoNTwmQSPgbPLhNwyrPSyGs6iA6YBlLhKRagVIqVUIBPzJCSHEjExiksSPALnUDiHwjkSEZsUMTGMIZTwKQqTAFwE6irVhiMbGq7YT19FmQva2wINZrAyoKlFoz9pDKYskSwaXjP4Y9CIhIxG643pfHGdL671xuBzZQpl9MGUvDEmc8WVjVFlYxSMdvLGmMIZV7vienc7gsvvY78VhvsmPj2Z+PhiYqS3NEn584Q0osb/Q9D987eXGvMQVoAy0+P0cB+CC3hcFwr9UActrph0v0wOfp7sX55A66OeL+efr4JL8VX6P8AFukWFDw+gW4TOAMADlEULY8/mR+n7raCwzOd75nIvQNZdLvYvFfqQ5rJcHFwo9M8Vab4AWWbyvdO5Hvo8wsQQwgo805NXhaHZ/NBM/nW+8Nv4TPHeqzfb/Bcdvhv2cNp8plsb7NSEMuZIN8AFsAIP8Jdqbepa6RMloUVtCKRQWYQMlHSJFEiD5g8dIr03YfAlTYE0XR+VYAKRAvKX7xpGwQwEwAXynZIjZwl08ww9W4Npoz9pDnUZg2lHKF3pb90UuL49cCHYnrzW2Zl9/OD2k3sPnt6/9bA7dSt1I3qjLR27GmtrjIT01dWG6tq9J04ddfkaQs3OyPkdh06cDJw94T9zMnSuofnSyciF/Z7QHqf/kDey+4QLMherfbPFskEqNpACpZAt4bIIAVdMTwBwJUI2hbEoEVsMzWOw7QuZYqh6kOaCsSQEV44xpdCNhsqIu45grxEJGRLY1cBhkFAQCThSIVfGY4l5LDEG26dwNay5gwXgkDERfJkYUyoonRhTClgkj4EL2ZSARQJc0IIY/jpMWIFhDBHAheRQUoFMjilkQrmELwW4EGwSZ4lwFiZikyVwwYUVAjGPJPkUSSjEcjNPZlPUHdrqaalx0a3o7/ZCeePIg4v2FoKgq/XGjIG4KZgwh5LmUFLni6vdHVpvzBhMqd0dOl9c70/ofHH41On9SbU3JnPFQWEBQVfl6lC5k2pPSudNgeayPXAJ4JL/1Fv8+Dj/8TmosKsqI4SGVbnJqrHG0jULiDKoY11CqIFSskyN9c6O9aHMBfiyopP2Lq2Y12CsZ3mib7HQA+td4Fg9XRmNPF4Y/ulf+affBN3JT/eLv9/Nv7+be3cHphahW/TtAMD7h4X3Dyc/rlwRGX48P/oUdYvmx1/Mjj8Hix0qiwAun/MDMKAIOQudsBT6pvO9U7meyfHe6Xw/kGVuYuhb8lJ8NZMbnM8NLEy8np94Wyi+y81O3Bl6vSN4uSpwE+CiD3drw1lTuMvc1GkMpswriIG/UZBUUKcZArIVyFyAL+jHizmYMQczABf6ROxK/mL0p2CRB+1zCaYdkc7Kpq7Kpi4YNQRhpVRJQSiBb0GnzlZ1neC39N641pO0hjsdgXil53qt6/yBs9fPJTtvdnfF73Tdf/7w7qM7sXRHoitxveP6ueuX3M2hrQf2VW3bdsTpbrp6/UJrtOlqy8F6z+5j9Qca/Aca/AddwWP+5sO+pj0Nvl0N3r2N/g17jugdG+U6h8mywWxeL6H0GEdK8OmRRVwoB7hgHDEILkImCc439loBJCxg/weywEoX9hoRe40IGkZgeOGUEdxyEmPLRBw5jyXmMilWOc6uIDgMks+W4Dwp7KOCZZpSTCERKmE1rxRTKQitgtBqJEYVpZcIlSK2mF+Bg4IrYBCCcqGgXAi36OHoPawHx5mUmCuTCZQygRIdq6a4YoKNU1wChgMovlwilIt5EpwlEjEElEBM4HIWT8okjdpNxzY3Xt3oj1YGU9ZAxuCOw4pcoyehdccU9a0r59A6NK4o/MhRu6Oy+ha4CQNzaqZQGviidLaB+KJwtak8HVp/Qh9M6QJJjS+u8CQ1gawhmDX4M1p3TOlsV7mTGm9a502ZfDG76/qO4OVn7959yr3Pj/QVPz4uDvcUh3ug0VP49AIFyCh/pkZpYlJqdSltKqEtmXD/aK7wctUu3lJBt1R2WSwOlK49WMz3zo+/WMi/WCr2fp7sXZ7oAbh8Kbz4PP5safTRwvBPn4cf/jP3ZOUo2oc7uXe3xn+DlS73EVzy7x6A1eXbrjk4TvQnuMzlXsyOP6fnA0q2t4DmMp/vg8xlYXJwYXJwrtg/lespjj6bGOuZyvVBTTRTGJjO98PzfPHV9PjA3Hj/XOHlTP51Pv9ufKYIcKkOttrDafOZ2/pwtybYSUuhdL/5uzZzaZWEjC3QKip9APGltCYqzVwAOtZw1rySg9BAaepyRDohkGqLDHWlqQqiSemXKAmiU6Fwt8ETMzpvVHqv/hi+fuzSjeZorONOd/bh7YfPHqa7U9fbrl28cbHp8jlXk/+I8/SPhw43hMMXWtvPtbSea2n3nLlw4LS7PnimPnzhmLfJe/HGieDZfQ2+Q97IjhPOzYdPGeu2WWq3mSo36ww1KpVNKjbAOigem4SaqLQsgsYNDBlyyzDkmuOW4dwyHPIXfgUJTOGXU1AW8csp9jqcU0YguPBYYoDLSjUkIQVywAq9oZJQS4RymUCpILQaUq8kdSpcqyC0UkwFp2MBcwIGAakKwSYJNkmwxHCgGpb4irkyKV8h4cnhAqRMoJQJ5XJMJsdkYoGM4IpxjoTkSSR8qYQvxir4Yh4lJpQcgZyB6xW1+zecvrTB014VSNmCWbMvBeuWTV7auqJxRUs7QWpnh9LZLm9olZ9uUTlvwk4y5M/U+eL0IVdnq8rToQ+mDKG0LpBUeKISZ+xb5tLYrmxoUzTEFM64yhkDzWV74NLz9+8BLvkPP+c/Pi98egGIQaCBBhBqTpe6/v9j3bSqY126fW6FQd8Uz1JBF7Vcvs1GF/uR4X6p0LeQ6wG4LBVfLBaeL+effy6g6/RPl8cefxn56Rtcxn7tGn3bOfq2e+zXW7l39/Lv7+ffPcj9dn/0zZ38O1p5QZcVp4YfzY08AbigVjRMSwNf0GXo+fHexbHehVwfPUOU7wNlF+AyMfZ8Ot8P2QqkLbNF+ooKwGV2rG8mNzg1/nJ8/NfRqfytgZfbA5dK4aINdSG4QLPZEEgippjDWXOoyxzqgnIJ4s+4gaQGSS3IbQkOF2u4097UbW/qsoazMD0AM0r2cBYuxjsinfAMSgp4dksLotIyCmGFviXiicEKRa07YfTGHf42u/PC/nMtkXTX9a6urkc/dT288/Ozn9rirWcunnUHvZ6m0OHGU5v37D7p9UUuX41cuu4MnWkMnq33NzvDFy+2pnwXbrjPXm2IXNxb7919yr3fFdx+vHHLoZOOrXvW7zhQtXGXzlAjk5mkYoOM0JECJeQs4P2HYgTyBR6DDj6TELDEPAbJLhMx1ghY6zBOOc6tILgVBLecFDAlEKDs0nDhSDGOlM+k+EwK5FsRVwLePJlIrSLUGkqrxFUaSq2jNCpCqcbVGkqro3RqUiPlSWVCOZQ5MqEcZBSCTfIrMJxDiQXACynUbgRXSt8q4CsojhRAI+HJJXwpwcYJNi5k4gIGNLBFFFcsF0gJFkZxSQmpEuCqckwrse2sPXauztVqX1mLq3fFdM6owR3XexNadwxC44pCg1njioIcizbUad1R6BaB5qJ0d8idbQpXu8YXN4YzpkhWE0jK3R1SV1zmiitdMZUzBo4YZWNc2RhXO2N6Z5u1/srOwOUXHz4M5z8guJQCBRKWVRlKaZSuZSh1u6DsZlW5hOy533KWwuB8cQj20QFQYCT6y/SrP2Z/gUsASxP9y5MDS5N9C8WehWLP4kTvYuF5CVye/1F4/jX/7Gv+2f9M9f7P7AANl9G3nSNvsiNvukbedI39eif37l7ut/u53+6Pvb0LTejC+4fF3x+ijf9zI0/mRlbuE8Gc0fhz4AvABV2GXhzrXRjtmRvrmR3vmRl7MTP2YibfO1vomy32zxbpgmhh6hXE/CTs7HsFe27mcwOz+SGAy8hkrqtvcJv/clXgpi2UMTZ164K3tKEuU/iWMZwBsz/qCgFNrE1dpmAngou1qQtiFWVo0PiSSG1BNZE5mAFbnaO5GwYd0TgS7dZd6Ux/ownY6gKpP8MFibjwW7D8GQ4tWcPdVn/K6rphPhk5di3a/vh5663u9s5U+la2NXYz0BT0hYKNPs9Jj/uos/FwQ+OFG61Nl64Gz172n710wh3ae6zhwEnP3uOuA6e8Rz0R66adts27th4+tWHf0e1H67cePrXt0KmarXv1tg1KtV0uN0sovRTXSkQa2BGF8aU8Nskpx0Dg4JWLoG0MaiufSXErCNY6jLlWyC4TsctEzLVC5lohex3OZ4iFLKmAKcGYUowp5VVQvAoK5pJ4DBKyFYIvkwiVSpFGTei0Yp1JZrIoTFpSbZDoTFK9Xqw1iLVGqd4k1evFerlArsSUKpFKIVIqhAqZUC7lSUkOBcY5WOCCbpvgHAkcbJPw5LAenGCJKY6U4kj5ZQJOGRemkPgVOL8CI5iEhEtJeKSYR8pIBYary/lqkWFL5YFQbWOLxdUBg2NwuVXvimlcUWSHK01mV34UJdFgPaQthkDSFEprfHG1N6b2xrT+BMBFG0yp/SmFN6X0pTXepMabpIHlTmncKZ0nafJEq9wt+5pu9A8PjxY/Fkb7Jz49AcGltMsDqm2pn6V0fLEUH//RobuqaFoZFBgsPV20OPnqz3D5PPXyj9lfSm+kLU/1L032LU70Irh8Lrz4XHgBWIH4Y+zRP8Yff5e5DP/SOfxL58ibW2O/3sn9dh+wQh8A+PATusc4PfJ45tOj2eHH6GzI7OizmbFnILvMjqOVUX3z470Loz3zI/T23OnR59Ojz6dzPbOFvrmJgYWp76Tc0n9P+O+4kB9EZdHYdKEULvpwp8bfpQ11mSO3TZGsJZK1NmdszV3WphVlN9xta7pNZy6hLmjHgKCr8yUQgBBoQNCFEUeUwiATHaQt8HmCXTDfybrf88XsTxo8MaSqwDvhRRBx0ZutwbQ9nK1s6qo5c88ezFQF2qqdF45eunk2nY3cuHotevPqzSsnTh3du3/PaWej0+/fefDwMZf7zLXrZ6/eCJy94Aw0H2/0bd55UO9Yr7HWSfUO24adG3cdMdRuq9q+f8uBE5v3H99f79t26FTt9v0aa51IqiconVRqFJM6Ka6Vk3roQ/M5FIeJl8Kl/O8cxhoeu0zIrRBBnsJjkHwmxS4TsdZhjDUCxhoBa62IW07yKihuOcmtIPhMCt6zMvRIwlkSKaZS4iolrlLjai2pNYoNFrnRJNVbFUaHwmSW6a1SvU1pcihMVoXJJNWbpHqDWKsSKRQCqZQnlnBIkoXzKzAeAxOyCZwnxnlS0HqFbArsMDhHBv0sEVtK8hQkT4axCAFTKGCIhGxKxBaL2CTFpig2IeeLKQ5OCcRCoaKcq+Cr11t3eWoablhcHXCw1eCOw60IMN0qG9q0btrgT88QgXhHTwZEte5vXSFTKKMLJHWBpNaf0PoTan9KE0hrgxldKKv0pdWBrD6Q0fnTkAppPWmdN6P3pqz+RJ2//fD59qGxsbGJT5O5oblcL8pEECCAJqUz0AgTfy6I0NuQx3fVKoaVPVKDsIIXBvqWpl6jGwBoHho2XcJd18/TA8tT/X+Gy3Lh6efis6/5Z19yT7/knn7NP/t34dm/8k+/ZS6jbztH3nStggtoLtCNRpdbp4YfTX/8eebTysUiaCGNPZsZewYLpUpPoM2PvJgbfg4bueFK0Wyhb35iYG5iYG5iAEohVBCVaEtDM7lBBJdi8UNudqK7f2hH8GpNqM0ezhoiXRp/lzZ0yxy5bQxnLJGs7UzWfqbb1twF+Yg51GWN3DIGsqZgJ0Sp7IIUX8hoLJFONE+EpJbv29IpUyCF7hwZV7rIAA5bKAPiiz2cBY4YvXEEESidrME0CLqrWtTwBrMvUx3q3BiJ13kuHj5//Uw8ca795uW26y6/8+DhAwcOHTx8/MTBYydrt+/YffTYMZf7hMtb7/bv2HNIY66Uaa2kwiCSGzTWOlPNtsrNe464I0fckR+PNhz3NR/1ROp2HVJZaqU6OyE3UhKDVGqEskiKa6EPLeCK+RzawwZNIvDUgt2WXSbilOPgTGGuFbLWYRDsdTi3nOSWk6y1IiiXIFsh+AqcJyf4MjmpVZI6FaXXinVaUqsRqTUitZ7SmMU6q1TvUJiqlGabzGCTGSqV5iqVxaEwVattdpXFLDNoCZUKk6swuVIokwukOIdCw0rQ1QK48CtwgAuYhnGOjOQpgCYYWwTNbIxFkTyJVCCT8ikJhyDZIhEH53Ek5VwFW1ql3Xyq9vR1s7MdTs0b3HGzL2Xx0z9p0A+bbzJ/CVwgr0HTano/jRWtP6HxxRWeuNKb0ATSulBW5c9ogp2GYFYfoMdK9L6sMdCl8yTN3litr+3QubahsbHxyeHpwqvF4ne2tz/7a0tfKVVeVpl0S6mE+kSlu6Nm8wNI050vDgFc5nMD4HCBUgOO/8BY8jemTPQuFHvmCy/mxp/M554u5Z8s5Z98Hn8CZPmaf/bP3JNvmQvkLMO/dI686Rp5c2v07e3xX++hsqj4+0NYTDf56eep4Z8mPz1EcIHMBcEFAsEFZS70c64PGV5mi/0zhT66Q1RAUgu9qwb+Q8znBkBzKRTej88UIXOpCbU5Ip3Gpm5toFsXvm2O3DYEs6ZQ2hxJWZrS1qaVkifUZQ51GfwZYyBrDnVZwt2l1RD0jGgpF5pK/hR8htAEI+BmJX9Jly6sQyvsgBT2cLaqubuqubuyqYs2s/hTleHOqkgX/FrTfKsy3InOkvzZfWfzd1YFs3bXdcfp8PGLN1rv3W/NpgPNofrG0263s6HRtffgkar1m4zVtXU7dtZs2/Hj3sN7Dh7ftuuAyV6rMVerjJUyvaNm697Ne47tPuoMXrjZELxwoMF/MnB226FTuurNUr1Dpnco9JUqjUMuN1OElhQoCb4CmtBIc0Fw4VaIuBUiyGVolJSJOOU4BOQv7HU4r4LiM8S8Cgp0FowjJQVKGaGR4moppgKs6KUGs9xslptNUr1ZrLNKDXapsVJhqlGb16stVUpjldJYozbXqK1VSvMGfWWt1l6pNFskOiOpMVFaE6XVURqZSInxxTw2zucQ4OXlMwmMIwZBB3zDcJwA58h45SJuhVDAxvhMAmYRSJ5EJpTLBGIxG5fwSJxL8LlSBl9VTlillQdrTl2zuDoALiC4GD0JoAnKWdCXdP+RXvlO48YYTNNLLd1xtSeh8iVRQP6i9KVV/ozOn9b50/QnKnTLEr5t8KVNnqjDeX1/c8vg6Oj49Mhk8dVcsR/ptavA8R9Xdv9vC6XgdVjcja6OoM110IqGtAUoszT1Gi6IQZ9oZuzF9OhzgAu4TGig5J/PF17M5Z/OjD+eGX00O/Z4YfzRYu7x8tjj5bHHwJd/5p78MfaIhsvvL9MfX2UALqNvb4++vT329i5E7rf7+ff3oYU0+elnAAoNlxXbC4ILremOPZ8ff4G2t8yP98LKhcV8Pxhe5or9M4W+mUIfNIm+c+jSKH0JjbGpsf7i2OD4+K8j0/lsT/9m78XqYKu9qcvUfEsX7jY03bY03TEEsytDiSlTKG2JdFrC3TAQAJqLJdwNcPmPnSM6PHGtOwZwAW8L8GVlDiBri3RCgPICKQxKW6rP3Ko5e7uquRtuPFr9KbD/g9+/uqm7FC6lQwMr1rtkdTBd42vZ5LmwP3LBe+362Zbr3rA/FAkGAoHjJ+p37d6v0pqUOlPNlu07Dxyr2bjdUb1pz/5j23cfNNlrtcYqS/XmA8fd9f6zzZc73OHLx1wRV+TykcagY9MutbVOpqukVFa52qbRVSnlFownh0xExFdgPDly0yKpBdy0K3ARILggcbfi7wLGD0JeBSXiyAmeUkEaZbheLNTISb1GZlJRevrQKqkySHQWhcmhtlYqLZVKS7XSWqu2r1fbNusdWwyVm3T2jVrbZr1jk86+QWPdYandbq7ZoLdXKc02qd4q1pvFOoNYq5ZoSJFUwMV5bJzHwDjlGI+Bi7gS0JthYlvElkqEapKn4JZh/AqM4EsIvgR8ehRfKhNKJVxKyiWVIplEKMcECjamXYsZRKadNSevODxx+sKZc+X4rzum9yY0rihgBT4boLno/Umk9eo8cbS1Q+OJKZxRlTuu8iWhINIGM5pAWu1PyT1JuTuhdMU07pWhtnC3JdxtCnaaPFFb4+U94WuDo6O5qZGp/MvZ8R7ILFD5U7pJG235R1dE/nwqpPTNy9Nvv8z+9nnm14WJ12jVC+yRmisMwtkj+F9vefqXz5Ovl4ovV8FlsTgwM/ZsPt+zkH8xm0M34B9Pj/w8M/pofvTxwvijxbFHi2OPlkYfAV/+yD3+PPoTDZcPQ5nfX2Y/vqJrovHf7ube3QNZF5QXmFpEDem5kacznx5PfXoKt1lRgLcF1WxoXnFpYnBhcnCxODBb6JvO9YDsMj8xMFOgAygzleubGOspDj9HTJ0pDOTHB8bzv+aXppMvejf6LtY2dVSeuWU+c1sfuaULdxvDGWM4A0KaxhfX+dOmYKc1cscWvmML3zEHuk1+On8xRbLmpk5Y0QCOXviZA9DR+5Ng3Nb5EuZwFum+tubuyjO3HSuJCZQ/SF4BuEDhg8wvkMXUnL1d2dQFlREUSmZ/EvWw0Yu0ChPIVAVS64NtjhPBQEc61NJ6wuN2+byBUPDs2fP79x2222pkMp1crlcoDAZz1eZt+xpc4ZP13q1b99TUbLFYaszm6vWbdtmqtlZv3FO3Zf+eQ40Hjnl27D25fdfR2o17xEq7zrjBoK8VkzqMLyX4MowjZqwRVKwVsitIRjm+9gd+2VohqxznMEgBR8pjiTkMksPEuSwCWMNn0m0g5hps3V+4FX8XCFlSsVAjI3QyXK8iLQrcIsMMcpFeLTYZZEaDTG+Q6cwKnUWpt6vM1WprrdZep3Fs1FZu1ldvNtZus67fZd+0y77hR0vtVoN9u8Gx01x9wFF3oGrDj5bqHeaqLYbKOpW1UmHSkSo5IZdTCikhI4VinCcmBXKSJ4NxbfD4CRgUxqLEAoWILRYwRGCfg+4SDArIhFK5QKrC5FpSLREqcUxdwVWwKLPIsM1x9JzDE7d4M1Zf1h7osvizRk9K700Z/Rm9L631JDXuhO7bHtWUKZCF5f70/u3GNkVjm8oTBWMLqLnmpk5Lc5cukFT54ppAWhPIwiER+MFmCmVM4S61J2HwZ6z+hMN1dU/kyquxseLU6NT40NxYz9z44Hzu1UL+9UL+9XxuaCH/cqn4ennil8+Tb75Mvf088+uX2d++zL79Ovfrl9m38PB55s3y9C9LU6+Xpl5/nnnzde7XP+Z/g1//sfDuj/nfPs+8Qb8L7yy5qUa7zIojT//9+f3X+TdzxX6ojBbz/bOjL6AWgS0r9NDy6OO5kUfzo48XRh8vjP68MPrz/MhPEAvDPy2OPlwYeYAyl+zHV53Dv3SPvLkFZdHo29tjv96BzAVdXwS4TA8/mRt+PvPx6fTws7kxWriFC4oILqVRanKZnxiYLfTN5HvhFRB0Uc8IrHQzBTqLmS30AVzGCr/ml6ZTff3rPeerQq3Wpk5jU7c21KUNZw2htCGUNgSzOn9a60tpfSmDv9MU7LYEb1mCtwAxtqbb1sgtc1MnwMXS3InggsYXkdYLuCm1/Nq+JwvSVlAnCPgCgShTfeYWSC1IzTX7k+idoNcgz0t1063acHpLOLrZc8FzI3Yq3HzU2RhsirTcbItEmq2WKrlMI5fpFHK9VmPRaq279pw4dLRx27b9Vmut3VZjNjnUKpNabVZrK43WDY6aHdv3nNh7sGHz1gP2yq1ypZUUmyQyq0xiJDCFkE3rF9wKEZ8tEXBkLAZZXiZilOPMCpxdQfDZEjDs89gklyViM4RcBl/AwnGeFONIBSwxr4LC2DLYCKMU6xWEXkfZ9GK7UWY3Kxx2dWWl1l6lt1fprTUGS53Jtslo32xybDVWbTfX7bRs2G3b9KN1w96qzYfqth+q2XLAUbfPVrPfWnXAVn20svZIdd1+e/U+R90+x4YfLdVbjVWVKqNGrJCTUqlI0LR1sAAAIABJREFUKsNlMlwuxRRigYLiKzGmVMiQAGVInkyKqUTQt2YRIiYOiIELajKhVMaXKIUyNa6G02hckY4rtYmtP1afOF/pTVi8GYs3Y/Fnzb4MgovOuzJt6EubAlmjP2PwpQ2+NJgwIVsBkzeQRR9Maf0JXSBpimSN4YwukFT7E5pAUu3PqP0pg5/Omo3hjLX5tuXsHXM464ikanwte5uuDg4P54q/T40NLuT6FsaHFvKvFwu/LBZ+Wci/hNX8yxO/QEDqsTT1enn6FwjgyJfZt/Alggug58vs21L0ILIgNXeuMDid758c781/erw88wrMaJ+nXsKmqLmxnvnRZ4vjL5ZyL2CYaCn3Yjn3bDn3bHHsyeLYk8WxR6v5MvJgfvg+DZdPr7uGf+kGpiC+jP92d/zXe+O/3su/e4B2L9CZy/Dz2U9oN10/4ssquIAyNJfrRanK6qkipOaW8AU6R7P5ganxF9P5/txY/0juzdj8RLK3b3Pgcl1z1HH2FpRF2nAW/kaNoU59IKPxJtWehNaT1vuyRl+n0ddpDd22R+46zty1Nd2Gv29TJGM902Vr7obcBM0cIZR810JaaSohJwuiQ6lpZdVMI1h4q5q74W2lcCltLaGGkSWQqgx3VvrjGwNtP4aunTh3bcexk8dczrMXL5w9d+HkydNiSiGVqNQqk0Ss1mmter3dYKozWes0GptEopHLNCq5TiHXq1Qmk2WDzlSr0Dh0pjqLbTOMKcrlZpXKplRalXKTUqaXEnKcSwhZmJBNSCktJdII+XIBTybkyzksil1B8DmUkC8V8Ck+j+RyMBaTx2by+ByRSEARfIkYU0pxtRRXK0mNTmbUyfVasc4ks9gU9mptTZ2hdoO5dqOlequtepu9aru9amdV7d7Kul226p3m6r329QerNx+q2XLQsfFY3ZbTG3ecXL/lRM2GY1V1xyqrj9grj1fVnKpdf6yq7njdxhMbthyu23iweuN2i6NSa9TLlCpSpqFUGkotxRQEV4pzJNCigr0wOEeC4CJi4sIKTMjEcQ6FcUiCK5bwxWIOKeVSMr6M4ssllIFPmtlSh9ixp+r4BYcnbnKnjJ6U0ZMyuOFGTVLvTUHaApkLYEXnSf5/jL33U1sJs/f5T23t7n3vfWbGNkEo53COdJQRIBAZlIVEzsqJ4JxNViY4Z0y0Z8bZBAWiAeN57vPu/rA/tDiWmXtvbVWX6yDLU2MXfNT97W93I/0TubMjiGsCd+LCM3zgQeeI75oQuCf5rjDiyW4yE3vDmC+MeaPiYELqj5YMRDS+EcvQjeW1tc30h52NpW/pxRO44OeEsg8Q2ePzmeXDrRXgBU4W+BLnDjxDepILo1O/CyXCTvLV5seH2xvPM2tPd5Mvv20tfU1mN9IerD872nwBe+cON54drD892niSC5fTfPk8t4/v0IWcZf2P6fU/piFn2Xw7m3p/F6x0OGK2Pj7cW3t6sPniYO0F9IBy4fLTWtwTB3G2fku+xOGS5QvoLCfeORwx8PBt5/V+anFn88VeejGdXPq88XptPz3+4mWV+5I6OKocTIiDCaE/gfpPTHQncOHbJxB7SOiMAFzErpjUk4DMBeAi9odlAzHl4LRiIAGIkfqjskBMFojJg3HcCJPrtRO5p37suHRPQW4CyJDnuOnw51y45Frm4PXcBCdLH+dksTtc6hnXOG/og9ebgxe07V3uocHL1691dvXU1zcy6FwOG0EEUjqNx+eJRUIFjyflIXKBQMrliJg0LoPK4bCFfJ6Yz1ewuTImW8riSDk8OZcr4bAwJh2lUwVMhkDAFUuFchkqwziIkImgbCHCxtgMIZ3CZ9JRJl1ELGQW/EYm5lHzz5IKC8jEQmpRIbkwn1CYX0AhkBlkOofKRdlCCVeMsUUSjkgllKklxeXi4gqRqkpcWisr0yoq9KoKY2mFuazcXFZuKVU3V1S2qDUWZYlRpmwqLm0tq+xQV7aWlPdoqvqra3srNN3q8p4Kda+6rKtE1asu66us6FSruzQVnZVVbRpNW0WVqVRdp1CVCCUSFoLSuQiNxyGxqQWMojNUOFEAe2EKfiGR8xiwvrvoVyLhlyLiWQq1gAELMSnnyKQzRNo5Cu0cjZzHoFHQAor4N5qMqTIqm4fkfaNY36SwbwLIAoH0T6COKcQ+KeifEPT/II7IGcIVXMQxLvRMibwhgXOc03eH7xgDsgic41AfIZ4pxDMlcEcQTxiWuUj9UcwX5vaNsfpGRe6p4kBI4x+1Xbj9JplMbX3Z2Vg6TL4CuODZyinE4Pfncbj8vdLJBQfeDDrefQNZTG46A38QPtcPt5e+7a4cbi8dbi9931n5a3f1X3tv/rX3Brb/Q84CcDlcf3yw9ugUXL5+ub//+d7+53v7n2b3Ps78BBfIXAAuyXdz6Q/3Uu/u5cIFti7gcNn5/BT4AjVRtve88RKfd/qxfW576XB76Whn+Whn+XB76WAr22DHS6GcWNnPrBzvvoGy6GB7ZWfr9Ub6z/WvmbHnL9T9Q0r3DYkvLPRFEW8M9Ucxb1TkDYk8J30+VwhzxyBErqjYExd74qDpQhksCUQgc4G0RewNA1bkwTi8iLt78RlIYY5dBWwp0BXCHOO55RK8DnoKwAWEFdxKJ/eGVcE4KDIQWfnGOalwTah94+WOK43uSxZXsKnfGbx8yRPwt7S2l5WVs1kCGpUt4EsQgZTLEfF5YgwrEQjkiECKIjI+R8hlIWwGQiGzKRQBgyGCPIXFErOZIi5LKORhYkSqECsriivqy6u1FdWN5VUN6urassoSaYlMpED5UgxViIUqAUvEpvJRtpBD5/JZPJSLoDy+kMsV8XgKVFiCicvFxXUqja6sukGlaSwuN2uq22rr2+saWqtrWzTVzRWVbRVVnVW13bW1PTW1PTXVvdVV9pqavipNZ1lJa7Gio1TVU17RX6Wxayo8NVX++tpAbVWwrnqwsXpAWxNsrB7Q1g0aGjwNtc766r6ayq6qyr66+q7qOou6olFVViGUyViIkCEQMlEuVUAtYFAJbCqBDbOOBb+QiGdpMHAE5wRI5+hUApuYRyWcJVPOkal5FGYBnVHIpBSyqBS0kCo5Q5ejle1lHZfkfaOYfQoCztRAzgIFUXYPmX0SBBeJJwojbFAKQbmNuie5/SPc/hFIXnj2UXb/CN81cQou/P5RsTcs9Eyxe0YYPXeErkm5d6LMfcs0dOP15mZq68v2+uL++ovDzdOlEMAFXszFCqAkNxk5lZscZJZz4QJAycVKlkc7q0e7r/958Pu/jv7819GfRzvLh+mFf+69/n++/vGvvTf/7/7rf+0swwl6+PXb5tP/Di57n+7+BBeohj6/jkEAX6AsAqvuKU33YO3F3qen25+ewOJu/LA8nrmc0nQBLnjgcMHnFXP2LazuZ1bg6OLO5ov9zNJ2ZnUz83ZtP33n8XN1/5DSdUvsDaHeCOKNIb6I0B1G3ZM4WYTuMJBF6Iwg9pDYE4f1l0JnCByTsLkOZhfhkwfmp3OrpNP+Ok9I5osAL4AOoNRKXJNAB9zPggu9wBd4D17+gBADfSX475xkLuNy53iFb1zdd6myJ1jX0a/v6O5w2Ot12pKSMi4H4bARgItErMoihithMoWgwrAZfBadRyWxC86RmXQRiyXm8eQMGkIhcXlskUJcXFtea6zVWrWGNqOpzWjqMBq7zOYOo7lFZ2pqNGqrtdXltVUVDXUabZW6pkZda6zRayvrDFV1hqo6fVW1obLSUlfTrtN1G4w9OpPDbPOYWxwGs71R79TrPQa9x6B3Gxod2jp7XZWjrsrVUOPT1vu09f6GOn9DXaChzldX5aoq7y8vsVeUuqrKfXVVgTrNYH3VcGPNRX3tVXPjDav+ZovxVqvpZlvTzQ7rsEUfMDZ4dPUObZ3HoHfq9W1VtS2VdXpVRSkfk7AQCUeE0AW0QiYxj0rKZ9CKOEXnaHDbBEy6JHx7Zj6DcJZceIZEL6CxiSxWIYNVxKYVcShkJJ+MnWUoFFp7Zd8tSe8o1ETZqsc+ye8b5/aMMtpvcntGgS9wuwZzhTFXGBQ6qIPg+wp1T/IdY5y+O6C58B1jXMeYwD2JekOIJ8x1TAncIcQ5lR3Hd44jzrDQF5f448WBSJn7lnHw+urGRnp7bXdz+WBz/ii5gqMkq7OksnfLDpJZzxseYK7NTVhwuICIi8MIp8mpuuloe/Xb3pvj/d+PdpaP91b/97e3h9tLu+vPjzKL39KLB5vz/3t35Z9bi9/T89/T8zAJfZx8dkKWx0cbj/4nuKz/Mf3lTfzjSgSXdSGFAbKA5oJrujufH+OZC2ztxuFysDmPL7XMXQ2VLYh+8uAu7acWoUm0m1raTS3tpZfxgAHwrbUXO8nFTHJlM/NubT994/7jCsd5lecOCLqoL46XRUAWgIvIExN5snARuaKoIwxCLxTDqHtC4PxJiss1vJwSX/CKSRGIKYNxCLh5JPWG8WmjU5cboUuNH0WCd4rdU9DJVgRiEPjhJKl7otQbrgxMahxXq3sHNLZOjdGiaWwQSsRkMpVMoqOIBBFIRWixEFFiIqVIqOCwMB5HwmUJmTQ+ncSkFtHBBkKjIEy6COHLuSyMzxQqREqNssxYXd/U0Niq03WbjD1mQ1+TyW6z9Fubui2WLmtLW1NLk8Fq0VubjS3NxpYOc7uzvd/Z3OFuaXe3tDptNk9zc7Ct9Xx3z6WevvNtnRfbui+3dF6wtQyZzEMG/bBBN2zSDpobBky1Q8baIWPtBXP9JVPjJVPjZWPjFZP2kq7+QmP1hcbqwYaKYJ16qFFzyVh7SVd7UVtzWV93y6YfbTOPtJtHO5vGu20j3bbbXc0XrMZBiy5o1vvMukCT0WXQ9dVr++p1bZX1WqW6XCRT8DCUIWCSWFDywCE3wlkqlcCGg9bUcwzCbxTSOTqlkEXMoxPzqEwCg0Nis4qYbDKPRhIQiILfCOhvDGWJ2VttvyPpHcVX3gr6xiFt4fSO0tpvsLrvZDUXZwhzR0TOUJY+9omsnd8xCc0Evn2CYx/HvS3gzYXgOqZ4zknUFULdk/z+UYFzXOxLSAZm5QMzJQOxcu8d8/DtN8nk1u7Gfmr1KLVwCi6QtnzdXMo97JUbf1dhTpVLeICOC3DB5d7ve78f7//+/esfx3urh9tL//vb27++vjlIvTreXs6uo80uoIMFC/Pfki9gwQIoL982H3/bfHy08ehg7QHAZe/jzA+4bPw5kwsXXHyBqaJT3ei9tadHG/MHay/+rrlkD7bmYAViLzW/n36VS9zsrHc2bVneSy/vZ1bgYTe1BP98u5uvAC7JrffrXzM37j8u6QnKHTcwz5TQFxX6E1hwRhaclgZjmDcq8kREnojYF5P4p6WBGYk3cZK2RMC8dKK0TaLuCXzXxqmtl6dkXak/qhhIKAen5f4oEAGfYARM4F/iRhjgiKBvJOuy84TgPfAMrMFPssF7ZJ5QsWuyzD1S3n+5qieoMrRg5ZVcTEKkUhgMFo+LSiXFMmmpVFzGZYslYhUikNIofAadTyGyCPlUCoFGJzEpRBaxkEmjIFSygMvC2FQ+nyEoFatqVeqm6roes6nXYnTYTN5Ws6fF1N+k6zY2thkaWw3GVqPFarA0GawtptZWc1tXU4ezvdfT0hVo6wq2dw60dwx2tF/s6b7c13u1t/diS8cFa9uFpuaLlqaLJtNlk/6aRX+j2XDF1nCtteF2u+5Oh360wzTaZhxvNY+3msebTbfN2pvGhluWhpvm+ivGmmvmujst+ptW3TVzw80m/USHbaqndazLNtJtG+trvdFlu9JuCZgbAyZdoMnosxh8FpNdq3U06h1aY3+Dsa26QauqUIvlcj6GsYV8hoBJ5tKKWDhcSOeYxLMMej6LeJZGLmAyyXw6kUslMOkEFvCFT0dZNFERCfm1EPmVVqy2BqqcI3LHJOYKCx1Tgv4J4AhIeGCKA7hg7ojUF5d4ovgb8AYlIEbgmOQ5JwEuiCeMeiM4XPiuMLt/QuCYFHqmEMc46p4U+RMCdwTzRhXBSLl31HL+zptkMrOzvru5fJh8BXDB+0Sn4PLT7rjUIrj4c/OR3Krn74FXUt/3fsfbTMf7vx/v/368t7qz+eL7/uvv+6+zh+hTC9+3lr8lX/6VWfjXztJ/bi9+T89DtwgW0B0nnx0nnxwnn3zbfHy4/jCbvHyc2f1wss9l8/3clz8SH19HP72Jrf05vf525ssfiS9/JNb/nN18dzf14X764wOIrc+Pdj4/Plx/+fXLc4DLweY8aC5QFuE+F3xR7retJVx/whtgEKCw5GIlm8UkF+A02m5qaTv9OrX9ATKXcvuwynNHFoiKgwnxwKxs+J5icFY2EJcFp6WBhCw4rRiclQ/MSfzTIk8M88ZFnpjQHUWcU/ChgbonBc4xnn0kK8WdbHg5WbsbEtjH4DkrtZwoL5B3AE1kvsgpOsDBPSAOHI0Fvy/mmgIzHu7mxLdP4QvAJZ6wwhcpC0TL3CPV7lulbW6NrZspkTMEKIKJMZGMzxMKUSmKyFgMIY8jQREZk8Fj0QVMGp9cQKcRGRQCLe/XAkI+lUVHiQQOlSygU/hMIkdA46kxZVNVbadO57aZva3mwU7bcHfLQKfF32q2W/Xt+rp2g8Gq1enrtI3V9Y1VjboanaFaZ6hqsNVqe4yWfkuTs6kp0N56oaf7fHfX+a7O860d521tF5qaLzVZLllMN2yWO63m2636W20No93asN080aULdRmn+22xTku4zRhqNU21GMeatLfMtTfMNbea6m7ZGm436263mG41G2+1WkY6bCNdLbc6bVfbLZfbmq53tw+3NvksBq9Z72kyuZqM/QZ9b6PO3mhwaM0OrbmrXm/V1DWoyiskKpVIKeQI+SyES0cohazCMxTCWXrhr1RyHovwG42Sz4aL18Q8OimfRitkMkksyjkqny6ikQREkuhXInaGpZbqXOV9txTOKaidhc4Qr3eM1X2H2zcGn1W4ywEOgwj6xsHzDZU44pzK9igdk0J3mO+agsDtcwJ3KKsPemOgDGbNE744FpgW+2Iyf0jtGTEP315aX09tfdlLrhxszn9LreIiy0kKs3yUXobt/LmbYaH3mp1p/psWc6pJhGcupxpJh1vZyeHD7SXot+ynsz/CeOZynJrPqi3JF9+SL76nnv+VfvFX+sX31HOASy5ffuoWrb+d+fx7HOACWPn8e/zz7/H1P2c33s4l398DvuB3XaEsgpoIdFy8LDrYnP+xwAr+/7ayM5e5iRn8Q3zdWoXIRcxeevm/g4vGeaHUN6oYiEsH58QDdyWDc7LgtCQQlfjjYl9M7ItJ/HGxLyF0RxFnGHVFEGcYcYYBLlAbwykSIEvuWimAi9A1iXvqoGICyki9YaiMFCclEtQ1UPLAAkSADmQx/N4Rfu+I0DEBq3mBNTBPAEz5aaWmfawsEC33T9V476ha3JqWfmlVfWl1XZ3WUKauFKJSRCCFUojJEPC4Qi4HZVB5dAqXXEiFmqjgNyKxkMmiozyOjMcW85lCLo0nZPCqpMXtdQ12o8HbbAq2mc532y70WIe7LMM9TQNdNkeLud2otzQ01qk1SrFcxBWhbFQukJZixSVCSalIXCoSl0skdcXKhhKVqaKiW6fr0er7dQaXTh8wGc9bLVfbrDc7rLc7TXfaG8e6GmNOS9xuTvRbZvubZnrMc322eKcp1KIfa2oYa9aOtepGWg132gwjHZabbU3X26w3O5pvdLbc6Gy70t58vs063GZzGHV9hsYebWO3rrFbp+vSatsbte11DX2Npv4GY2+DsafR2FarM5XXNJZVN5bXlMvKZKgMZWGUwmzbqPBMdm8e8SyDlM8iF7ABLowiNofKZRJYAgbGoKBUhiyPpszjauQGT5VrTObKwgVzR1BXiNc/zusfR5xTQncYl/ME/RO83jFB3zjqmJIHpvFvOZEnAojh2ycQTxivhsChi3ojWCDOd0cEnmj2v+aeFLrDABeJPy4PhCFzWd7YSO6s7adfH6UWTuksOFzgJCm+4elrOsuC/64sOtV7/u9a0X+Hy14K30H36mBz/p9bi99P1nF/S744Tr08Tj6DzAXKouPkk++pp99TT4+TT442Hv1kolv7cxpo8uWPxNqf08CXtT+nN97Obb67m3x/D/jyP8AFHo5SC7AaKne771FmEeDys3tn9XDr9cH2j/iJMsmlg8zqT3DZ27r54Eml62KZf6x4aFo2dFc8cBcLzkj8cQixL4Z5o5g3innjQncU8URRb4zrmOI6puBTBXfoiv1hfDs3rrb8vHk3JLCP8fpGoFwSuiZzCx+ACFQ6OFww1yReE0k8ITwrgStIwBH86BqcGZD7Y9l94PYJmWuqxD2hdtyQ2RxVbQ6NqaXB1GwwN1dW1UvEShSRidBiPk/M42KIQCzgYwCXbEFUyMj7hUDIp1OIHDZTxKAK2FS+gMaTsPmNqrI+vcHTZBhsNZ3vNF7ps153tNx0td3wtA90WlobKnWasjKZBGVyWBQGh8rh0nisIiblHIlWRKESiJTCIgaJxKHRWFQSj0aR8rjlEll9camxVN1aXeUyG4LNpqEW07UuS8jeFOo1znma73pb5ly2mT5zqLU+0qad6TGH2nRjzdqpTtNkj3Wkw3Kz3XSzw3qtveVic3PQbHLptD11dS2VGmtFeZOmvFYur1cVN5aW1peW1peqG9UVuopqk6a2WVPfWtXYVW/sN9r6jbb2BqO1ptFcra1RVapEShELoxYwiHlMKoFLPMcinmNBcUQr4jHJCLGQSSlkcCh8DpVLJ7BYFAGVjNCY8jya8gxHI9F7qt2TMldWNAHZTuCY5NjHOfZsPpLtRTqmkJNGEjAI6APlD56nQABc+K4pgTcsDMR4rjAMLgKqcLhIAwkcLiubqdTu+tfMm+PM0vHWm2+Z19mbzclFYArcyThKL+OLqMHt9jWzcCpJga7Qf1kc/Z0v8Gezu6u3FiEOt5eOt5e/76z8tb3y1/bKv3aW/8osZO1zyRfQLQLN5WjjCQ6Xv9LPgC/fNh4crd//kbms/TkNBRHExrvZ1Md7qQ/3Ux/u43DJlkVrT2AcES+Lsk6bzflTcMFTGDxzwRvvMCKRCxfgC8Bld3Pxa3oFNJdcuJTbL5T6RpWD0/Lhe+KBu6LAtMQ/jZMFZBcoiLDAtDg4w3eFBe6IyBOBbZg4XE7ZWHLXdwNxQO4Fwy6Ws8YF2AHqCWQrABSxeyqXOKrBGUUgLvfH8BNrMAMJZJH7Y4pAXBlMKAJxmS8qc4eV3miJZ7LMeVvdM2TyXGzs6K81NlfV6+RytRgrFiJKhC9HBFIxViwRKwV8jEUXMKg8GpHBILPIBfS8M0RiIZNcxKaSeSQCg0XlYGxhqUjaVFXltVkHWswXOsxXei2j7vbQUH/8knti2O62NVRK+RiLxqdTuRQ6m8pkUzhMEotRSKcUUMmFFDKRRigoKsgrJBNJVDKFSCgi5OUzSDQhiyvhCNRisaWysrWhukdXO9iiv9VhHG1viPWZ5zzND/3tj7xt8S59uK0h3mmIdhpDXeapXttUX+udbtu1jqZLrdZgk7WvXmsuKauTSCsQYQlfoOTx5DweQmdgbI6YKxBzBWIuKuWLlEJpmUhRiRXrVRVtNYZ+o81tbe83t7TW6fXqqvqSyjKxSsoRMwksagGLTuQX5bMLzzGLzjGIZxksCsqhiUgEFpXE5tIRBpFJK2SSC5hEApfKUJylKs5wNGKtt9I1JXWFBI5JXv84qCe4NIs4p+CbB3XByeAw5goj9knEOcXtG4NJolztluecxNVcgAvfE0L9UZ4ryndHhO6TYsoTFvriQn9C4o/L/KFS74h5+PbyRjK1s/k18/vJMa9VGOKFgMzlKL38LZPNL07B5X+QV05pESDonlZ5TzIXsIx82135597r/9x/Az6X/9xe+iuzADVRtjLafHq4/hjPXPA42nh0tPHoJ7jgdRCes2y+n8t8fpD++CAXLpC5AFxwEx2u5mbtuTllEe6jw6VckGn3kgtf0ytH22/wsuhH5pJ+vZda3U8tH2693ksu7CQXt1Krm5l3n3fS1+4+VPefV3nuKAYSkLkI/QmxLyHxxzF3RHSyL4PvCiOeqNAXB80M9cZE/hgWiEsCUbE/IvVH8MnpU2TBBwJyl+xmRwTwHVGeEN4nArEWmCLzRYoHEvCsCMSKB6al3giev4DCggsx+NFY/O6a0hdTekNqz2i1+7rRe7nc0iYpq5Uo1QKBnMeT8jgSHkci4EswkRITyQV8jMMUMKgcKolJp7CJhXRCPpVBFdAofDZTxKTxBWy0WCRrUJV16xoH2povtDdd6TSPuFqmzzse3gw+vDMYv+wJtOrr5KhKyBfzOAI6i01lMohMaiGNmkcj59HIRUxiESPvXNGvv+TlnSMUESjEIiqJSCsqoNBJDBqBxiHTFHykFBPWKSVdDRXD5tobtvpwnyXeb5l12u5726Z7TdFOXbhdG+uxRPtbx7ttNzusVztahm0Wt9Fo01TVShRKJldMY0qZPClHgHEQhM1nU5k8JhdlowgLQVgIykaFHCHGFoqZaAWm1JXW2qp1PYZmp7WzS2cxqqutVdqG4ioVqmQTOaRzdHIBO/8M/dyv1IJfacQzTLjNlH+WQiGyeAyUWkRnFLFJ+QwSkU9lFeczVEWiBoVlsNoTlrpCqCsEcgkuygIyhL4oDheYgxW5wnh2g/eGACgAF6iGBN4w3xMSeMOoP8p3xwAuJ9+iU4gninhjmDcq9U0Vu27pB28sfFnf3FrfT7/5ll7OzVZy41tm5Xhr9XB7CWQR3JKKN0lOrcU9xRT8t061rsFEh8MF4tvWUq7m8j39o1V0tPk8p1X0FICSa9I9Wr//Ay4guIDmAojZfD+X/nQ/Fy542rKz9uTrl+d7n56CiQ5qor/7XH6Kk78YLBwHuBxkVvE+0Y+aKP16L7XOovTnAAAgAElEQVQK6NlPLUK3aD3154fM5uWZexWOiyrPHXkwLh2cw4JzqC8u8sTEvhisg0Lh88cZAr4gnijHPsl3hVFvROiLwoij2BuS+MISXyS3JsKb0PjMNN5FgqY15CYg2eJSC5AFvpT5IspgHARdHC641IIvcDgl6OL77jBXWOycUDpuaVzXNF1+flkdhSfhInIeImezMTZTxOdKwUHH4wqFqJTPETJpXBqZRSOzCvMohXkUOlVAIXFZDCGbgXAZfJkAaywt7dI2BG3mK522UWdbfKj/8c2BZ3eG713zTQ72DXWa2+orzLWVFUo5yuFxqBwWmU0tpBF+KTrzbwUFv5HP/FL0y78X/PaPgjO/FP7Hv5/77ddCKoXDpCFsKp9JYrGKGFwSg1NEEtGotZjAVaO+bKqZ6raMd+rHWuvDXfpopy7aYwh3GqP9zZM9zefNjc766p6a6taKCp1SpUYkYjqHU0BhFVD4FJaAxmPTOFQyg0ig0MgsNoPPYwr4LATlioQckYCJIHSBnC8pExVXikuN6toeQ7PD3NKtNXfWm43q2jKRillAz/8HMe8M+bdfyGf+QSacYZDPsWlFvKJzjLO/EslFTB4DZVE5bDKPUsiiUYU0tqqQVcpS2dRtV6rcIYlzSuSJiPwxkT+GeiO4XAJNn2wt4wxlFxt6otB/zBVugSm5fWi+J8RzT/E9IdQXh8yF7wpDWsR1TMCqM9Qbk3gnlc6b2uC1+U9f1tNfdpOrR6kluB90mFr6lln5dnKVFP8StlDnztPkwiW3RZ3bSIH8BTfs5np88cwlF1jZymNz/jCJn0M7DZdTPhc8/uvMBSqjjXezm+/nUh/v/f+EC1yq/zEh/bPgcpRZhJzlROJexm847SQXweGyn1n5mnmzn36dm7nARbT05up68h3ApdJ1WeW5IwvEQNAV+hMiTwzzRsGDm5XWXGGBOyLwRPnuCNs+yXOFUW8E9Uay0x+OMdQ5DpItJCanxoty8xd8s5TEF5b6I7JAVB6MSf0RIJRiIC7xhSW+MOaZkvjC8mAMbshKfGHl4LQ8GD918ATcemAIxoebIESusNgxqbDfrnTd1HQGeeoGIk/CQhRMDsZiiTgsCZ8r5XExBp3PoHMRAXYKLoR8KpOOkkgcConLoPIYZJaQxdeWlfXo6oNW482+1pkL7ofX/C9Ghp7cDsbP20e8Hee7m+yWRmtDTV15mVIsRzgog8gsOkMm/INE/JWS929FZ/7PgrP/VyEcgT7zbwW//a+ConM0LlUkZEiVAlW5uLRUIJfSuQoGqwbht8gxd6XqurVhpFU33qYNdxuiPYYZR1OkxzzeZbpkqusoVWiFgmqBoIzNk9E4IiqHQ6TD0klKAYVUQCnMI+XnEc/8VlCQTyEU0gj5VGIhnUHiwM0zPh1FWCjGFErZIrVQblTXdjc2uczt/fpmm6ZRg5UCXPLPUs78SjnzK4Wcz6HmcymFnKJzjPyzFEI+lUHicOg8NplHJbAZdIzMUOSxyvgVHZrO6+X2ccw+gTePs1pJzsIE0FayK8dcYcwd4dunBI4QfIDxnCH4DMMC03xXmOcMwfYWjmOK45jiuyNCfwIyF74rzHNO8u0TPOck4o6jvrjQF/87XA6Ti9mbzX+DC7RHAC65G+9PkSXXTXaKL7k7FnJfzx72ybn/A26148zS961luFuETy1CKzoXLsCXw/WHRxuPvm0+/gkum+/nNt7Ngs6S/nQfj8ynh8AXXHCB2F//Iej+HS4/DkFmFmENJ562gNqCr6vZ3lzYSS7icMH5sr2xtJ9a3l5/tbW+mN5c3Ui9/7Sdujb3oMp9pdh9W+aLSgZmJcG70MyT+ONQGONwQTxRgSfKc4URbwwLTEsGprFAHEzZMCyPeUKQm+TuKMRPR+eeqQe3izwYVwzElYOJ4qFpWSAq9oak/ohyMHGyWDMk9UcALqhzHCdRLkEAK7kOGrDnAXcQ+6Sof1zSe0vjvl3Vf1lUayUJFBSuuKCIyWQKuWwxmyFk0hDQcZkMAZclpNN4NCqXQecTCSwqmYcgChZLRCXzeGwRjymQ84XW2hq31TDcbpnwdj++OfDkZuD5neDTW8GZi/ZJf/flXpvbqu9vMjSWl2EcPovCYJFZTBKLTmDR81mF/0Eu+HdS3v9dUPgPAr2AxiAyKfl04lkaLY+N0iX1pY3dho6ORqtZXW1SlbWUlXaWyF3lyquWhskuc7zfmui3hNsbw136qU7DtaZ6R2WxTsgvpdGlFJqYzESIbG4Rk01gMgkMGoFOyaeT8mnkIiaNyqVSOHQ6n0rhFBZQC86RqQQmjyZEmGIeDeFSBQIKT0QXKFhopVBmLa+1G2xea0dnvblOoRFQeOQ8BrGAfe4M7bdfyJQCLizEIxawiwoY534jFZwjMylsNpVPJXEZLAmRIT/LLEVqeip6bir7RjH7BM85yesfZ/WNsntG2P1jfPsE3zXF6x/n9o0JHJOYNyrxxrIng50hoTuKeeNiXwLxRNn9E6y+cYE7Ih2cQ70xgTvCdYa4J4hBfXHJ4BziTQg80Sy2HJOoKyT0xcXBGZE/BmWRLnBt/tOXzfQnyFzgGjzQ5KfK6MSSCnA52FqEeZrc22a5FphTlMHroNzk5cQUsrSXXgS1Bf6bAJdv6cXvcGIx/So7spgDl1MmOiDL99TTo/X7h2v3Ts65vpvZfDu9+XY69X4W7oqAcS75/gEe6Y+Ptr883f7ydOvzk721pznx/IfD5adYOEwufksvH2+t/vz3/LHJZj+1up9a3U+//pp583X79/2tN3uZN7vp1a31xa31xa21+czawuba0peNPz9kNi8l5ipdl0t9o1JvROiLSwfuyYbuSvxxSSCKeaNCXzTXtgSBenFnXVzij0PxDE0BMC+grhC8AdiU3d/jjmT3S3lj8sB08dAMPt+oGEjg842yQAzqIwjoIkGjWuaLyPyhXEfMj7MBP14J4eKLzBdV+qMK10SJ83al84bc7CCLNWepCJHKYzIRPgfjMVDwgzFIAjoZYTEwKpXP4YgZDDSvgIlJylWl9RhWhvCVbIaQQ+XUlpTbbZbh3tap8+65m/6Xk8PPx/wvx4IvRgP3r7jD/q5r3U1+i7a1Sq0WCliEAjGXZ6ipr9PUyIXyEmlpVUn9f/wfZ/L+1zk2lUknkrU1NYb6RiFPxKZwOCSujCszVWjtxlaXqcljMAZNOl+d5rpVO9FpifZa7zlbH7hbZ3pN4dbG8ZbG4YbynlKlVS5vlCrqJKUlqBKloZwiDuUMhUsSsEh8Sj6bS8dYdJRUxCYRmVyOiE7hEgvpHBrKogioBRweWYjSMSFTJGVjKp60jCeqQiWmUnV3o85htnXrmxpKq1AGQsyjF+WziAW8grMsUj6LVsQj5DHzztKKCtlFhcwiAh1mygkEJpUtIfFUBWiV1BKodE/I7RMydxRxhnm9E9y+CcQ+ibpCIvcU6p7MOp5gH9DJwBrqCKOOMPQNwPSAOLNlOCQyPGcIxD4Q/sTBGaE/gfriqDcCfiuRJyLyJ+CjUewcK3PfMQVvLHz6lN5e29tcPdqYP0rBqv2lo8yrXFcH/gzoyZF7V6Fvvb+xCPF1c+nrZnZbHfyswaKGw503hztv8HJhP3My2ZhZwIcV/9pdPt5ehGvQcD01uxU7+Rz2uXxLvoAriyf5y49NUccbj483Hh+u3fsBl8zHu+kPc6n3s+kPc3DIFSy56Y+P0h8fpT48TH14mPn0ePvL0521Z9tfTjb+r8FGyx/2uZ+V3YXD5OLRSQsNSHkKLl/Tr7+mXwNc9rfe7G+92cm82Uqt7iZXdpMrOxsL2xtLyfXlLxt/vk9vXIzPVroul/lGJZ6w0B0V+WawwLTYE4UB9v8SLtBHxLzR3I41nuxkZ5G8UXAroK4QrLCD/bsQ8sB08eAcJCCQwkBRkx13zBkFwMmiDMYVwYg8EFYEI8qBKLAG6IO/Qe6PynxRvGekCMQVgZjcPanyjFW6RxXNfrqqsZCnYArkXC7GZQnZZB6dwKEUcmgEPo2ECHgKDk8uQFUcgYKHqtSVhnKNQSzVSCTlQoFChsrajKYrXtfEBe/dO8OPx4fmI8MvJ/wvRr3PR3wPrzhj/s4bXRa/qaZFrahA2MU8ZptBd+PC8PlAoMPW0myydlp7KPn0c/84g7DZjZUVQY/D1detr2vAeBgcAylDFLaKOpfeNGyzXGu3XW3STnRaYn22eG/TPbvtnsOa6NROtdRFO403mhoGdfX2ulprWVWNVC3nKfkUlEfiMQqZjAI2i4QwycjZ/yD++u9FeWfIZ88UnT1TWFRAoZOYdCKbSeTwKSKULhExJQq+QoXIS3hijUBiUJa0VlZ31NXbTZZOvam+rErAREj5jKJ8NiGPk/cbg5TPohLYhecYABcikUsmcpgMAYXCKShiktniAq6ySNagbL9Q6Q1n7bnOCOoII/YQYp9EHVk9Lqu7wVQ0rNR2hOFtmDuGeeOIM8zrn+T1g7QXg7IInrHANBaYlvinxcEZoS+O+uJZywyMoQB6PBGRfaTEecvgv/by/ftk5vP+xvLh+suj1PxR5tVR5tVhev4g9fIg9RLg8tO83t/gkjt/BF/i2zB/8GXnzdHu79BCyQbUTTmT0D/BJf3yMAXHPF4epl4cpk58Lqnn+JVFqIkALhAHX+7+8LlsfboHcMl8vJv5eB/modPv72c+PNr6+Bj4kvn0eGft2d7Gs9317Dn6k3iBL1vAx4uOUgtHqaXD5OLhSen4Q6AGO1BmFV/P93e47KVW99Ov95JLO5vLqY2Vtc23AJcq95VS36jYHUKcYdSTEPkTmDsi8obEvpjIHxP6ovDrjziBC+QmYl9MGkjIB2bkAzPAFxwumDcqdIelvjgkLFJfXOZPyPwJeWBaOTCLA0UxkIDkRR6MKwencSsdgKN4IFE8kFAG4/JAGOBSPBgrHkiAtRf/Ff6U3B9TBhPFA9PFA9MKeI97UukaKXXcktl89DJDEVrKQosZbBGVwqET2bQiDqWQQy3kUckIk4nRWUI+qkDFJaUV2lp9i7rSIJZqiotrpJhKo9J4e3rD1y7O3rn0aOLy4/GhpekL85O+ZyPOpzcd9873RHytNzp0PkNlR4XCoMLa6ituDnofRKembl7vtjZVKJRygZReQOWQaVIBr82ovzY8cDHg62/r1FU2VsjLZVyJgo3VYvIOTWXQqL/aYorYW+/6O+/72med1nsOy91+Q6yjLtRaG+rUjbUbrreY/UadTVNVgSnFLLGAKqQXMFhFbFo+nVrAohLY5/5RxGYIz/1WdOaX/LO/5RPzSRw6V8AUcMlsVhGbT+Yr0WK1uLRaqm6Ql5pVFV3V9fZGvV2rdZjM3QajtrwKYwvJBfSifBYhn5v3G6PoHINcwCTkMQvzmaQiLpnIoxA5dKqAQGBS6UIqV17ALWZW2Mr6rqndk6K+MZEzBDP0mDuW9bOc+CdF7qmTTakJiTch9U3L/DOYOyb1TUv806grwu2b4PZN4HCBqhwLTEsGZsXBGbEvIfInhLA10ZO94Sf0TEGaIw0kZJ5JtWfEGLj+8v37zfSnvfWlr1+eH6XmD9PZALicngT+GS6nAvpK3zIruV5e3A5yvJu1gBzurB5sZ4VegMvx9vJfu6vfd5a+bS3A/bOjkxPRR6n5o/TLo/RLGIzOirsncDnaeHS09hDi8MuDn+CS+Xj35JbrLKzjTr+/n35/P/3+YeZDNnNJf3wEcIHjIdlbaD/DBcaLvqUXjzNL39LL39LLRyd/YVxzgjYbfm5yL7kEKMHhsp1+vb2xtJtc2d1c3NlcxgXdi4m5as9VdWBc6o0gnpPMxRcT+yNiX5YpIPjjzwAOnB2AEok/Lg0kIFuBF3EA/ZdwkQemcbicitzZImUwrhqcBrhIfVMS76TEOynzh3CmZMulk0zn5CJSXBGIy4NxRSAu94aV7vES521p6wC3uoUmq6YixUQGSiJxqCQ2jcwjE7hkAo9GQelMjM4WyVVVlQ1mg63HYOuprLXIldVqdX2xvFxfq78SHLg3cedZ5NZC7Nar6KXXMxcWwr4Xd+yPrnTPDLaH3dbbXbphc6VHV9FbX+qw1N/w9c+OXp8dv+XvalcJET6VxiKQ5TxefVnJJZ9remJs7OoVV1evtqK+UV1fJa8o5Us0fNRWogoYtbc6LHeDXS8u9r+80PvY3/zAaZztbUh01ca766I9hojDequzydlQ2yhXFvMwIR0R0BDib0XUQpqYJ6tVN1SV1ZXIylusXQwq5+xv+Wwai8/mqKRyq9ZQX6ZBqRwhQ6ASKtSYSquq7KzTOXUmp9bg1RmCTVZ/U5PTbDFX1kl5YloRi0zgEgv5BefYBWfpxDw6sYBNJnBpJAGNJKAU8chEHonEY/HkVF5xkbAC09srnHcUjlFh35jIGcLcsZN5tDCsjMM8IUCM2BOV+RMy/4zUNw0AypLIG0ddEb59im+fgjpI4I7AA6QtQt8PPycc8MO80eySOk8U8UTlAzNKf1jjHzcFb8x/+JDa+rK7uXy4/vIw+fKEKS//Z7jgLju8e53bwD413Igb7U4sIMtwKewgk7XPgUJ6vL14lMmeWITTzNlziydwgfienj/x0T062nh0+OXBwef72ciFy/bH2fQ7uOU6A7eiYWQx9e5B+v3D1IeHyfcPUh/uQ7dod/1pTtryI3/B05YTuCyCp+4g9Wp/44fgtLc+v7c+D2Vhdq15cmUvtbqXeb2Xeb2dWd1Kr2TWFrY3lrbXX+GZy4fM5oX4bJX7ijowLgvERP6EJHhXMjAr8celwZjIE8FFFqEvmlVb/DHgCKAEhkTwUggCfxHzRuFtYl8sly+Am1zx9dQqBjC8QCsa4KIIxGT+kMQ7CbeEcVMvVEM5g45R4IvcH5P64lJvROGLFPvCpZ7x0v5rMqsHrbExxOVktphI4ZLJXDKRU1TIJhK4FIqAzhaxUWmdwdrR72npdumtnRXVRrmyWiYrFwvlTY3G2+fPPw6NzCdGV2bvrM5eW50ZWgh7X47aH17pmA40Rd3mKbvxVqf2cluDW6/uayjzNWvHhlzPY6OPQ3eu+x3dJn2NSmmp1vg62yI3rsZGbt8cOu9o66ktrtKWNTaqaqqEyhqhuEtTcbnFEnG23fe3LV7qXb3aNz/Y+tCtv9tbN9tdc7dfe9dtvT/YdafH2q4prRAgEgaXR+GwyGwBE+HSuJUlVT5nwNXnqS6vbbG0ihGMTChSYFh9hbq/tXn00qVhp7O+uFTC4IoYnBIBZirTOI2WAbPNp9P5dY3DTeaLrS3+ZltzbYMSkTCJHCqRTyEJigo5oOOSCjlUIp9GQhgUIYMipJIRChmhcxUEtoIqbyhpG67wjMmd4xIPdIJiJxHB3D9f5nSGMHcEMheRK4rYQ1AiCRzZQF0RxBOFNiX8inpjwBrEGRa4IzxniOsMwbcZ5gsLsxteomJfTOqeKPeO6gLXXrx7l8x83kuuHG1kzWKnnKin42es5MIFD3xcIHe/1OHWCiw5+amdBPa57DDgwmF6HmfKyQHVk0P0OUMAh+uPf/Skvzz4+ukexE+ay/7a/e2Ps8l3M5C5wA665Nu7kLmkPz5Kvn+QfH8v8+nh1udH218ew8JeCDx/+bkmWoCphOw/02Z2xf/u5qvssevNpcPUSvY8Qmp1L7W6m17dSa1kUstbm0sAl52NBRwu71Lrw9FpjfNSmX9MFohhgWnxQA5c/DEQXPDKSOSPiYMJIIs0kAA1F/JSwApwBOACRkx4D7hmIBMGsohc4dzmcVbK9UexE0PdiXEuoRqcBoIoB6LAF6lvCsgCyUuuuCvzRaXeCAT0OCWesNw7JXeOFttvKDsGxfpulrKWzFfkk7l5hfSCAjqhgEEq4lKpCJHKExeXWzv6nIHzTZ32BkubvKxOIi8XChUID2vWm8avXn4SHpmP316MXVtJXFqKBhZCrvkR+4MLLTG3PuLUR12mKbtxvN98ua1h2FY31Nww3KYf9Xc/uHPxyeTN6VuXR4YDUxeHYtcujV8cvurx+Dt7WuqNtXJNnaJaIywpYQlr+aIeTfm1VnOor3nWaXl1vv311e6l4eYnbt3d3pq5nur7Dv0DT9ODoe5bXRZbqULN42I0JpvIZBCZMlRWJi/T1RkGvEPngxfVxeViBGNRaAxykQzhdTYZxq9efBCaSNy+4W1pKUMQhERVo0Kbpsql0w+ZzBfMpotm43mT4Vp76/nWls4GbalIyqZk4UIo5FDJAmIhk1TIoRTxaAQ+myLiMqUsupTGkNC4JUV8Nb+6vbzvuso1KnGNw7kIyEdErmjuIRrl4LTEF0EdU6hjClIbiTeBvxOG11BXBHVFuI4pZu8YzxniOqZAdgH9BXGGUW+M1T/B7BvnOiZgDAXNLr6Min0xiXeywjemC1x7/vbtZvrTzsbS3trzg835/c2X+BHkn/yoeGwu/HdMwfOXv8Plh9Eu83MLaWf5aGcZh8tBKpuwQFmUyxccLt+SL3Af3eH644PP94EsB59/NtEdbDzc+TSXeTebeTe79f5e5l12wSWsWdj6+BDuLm5/yvpccLjg9REEnBM5vfjy5ER0LmKP0svHW6u45rKffr2Xeb2bXt1OLmc2FrfWF3c2lyGpSW+uguYyHJ2ucFws9Y1C5oLDRRKIYoE4wAUvi7BAXDY0i5MFpFx4kAYS4mACC8RBA/67LgMP+M1GoTOEAwU0XdiSKT2ZkMbJgpt0iwdj8kBY6puSB8L4IhjgDp7pwHwAwAV8n2KYgey7I++/peq9Im1yI9VWpqyykIGeITDzCQwymUulIhS6oIjO1be0OQaG3MMXrF39xtYukaJcLC+Xy9ViobynuS1x5+Z8YnxlZnQ1ce114uJqYmA56l0Ycz661BZ366MOfcxpCvcbo86mKac15GkesTcN2+p8hophW8PlbstNT9d1d+9QV7PbaujRNnY1aHXF5RKaQMHEFDRMXMQVFVCrWLyeCvUVq2Gi03TPYVocsr253LE8bH3u1d3vq57rrrrnaHzgaboX6LjRZmwrK65EhSIqi5FPYxNZHCqnVFZqqDM6upw3Lt50djtryquKRZhKhNao5EP2rgdTd55GxmZuXr7S32PVlJUKBHUySZtG49M1XrU13WlrvtPadLPFfLur9UpHa69OrxEr+FQejcwjn8ClqIBBKeTQinjUQh6LLOQy5UyajMFWMQTlTIW+2ObXuEbkjttizwRodjBDn7VN+WJifwTzhSWBqNCDzz2HhO4ovCdLGW9c6M4ihmOfZPSM4nDBIxcuHPs46o2cgovMH6oMTOiD13G4wGrqvY0XEKc2xuIB6xdwuGTVhpMX/4eiCWcNPBxvrR5vrcLx1pOyaPkwvQBkAVkXL5EOky9hQhoqo5OVC8+ONp4cfnl08Pnh4ZcHR2sPf4LL1/UH2x9n029n0m9ncLjgFxeBL9nt3BvP9jefn5w9e56LtIPNF7k5C945gmmjvdT8180FSFtwg9BJ5+g1mFz2Mq93UivbyeWt9cXd5Mpecmk//Xor9WYj9R7KogrHRchchP4EFpzDgjNYIC4NxoS+aNbvdDKQinojkoFpPGfB1VxZcFoWnJYMTEOyg3p/NKpPwQXKIrEnCr0D3AsjC8RwuABZVIPTJUMzkLZAbgJkkfqmlANR1eA0cAcCshjV4HTp8JxqcEYZTCgGEjJ/AvOerO91TpT4pjT+8bLeiyqbC6u20EQlBDpKoiF0lpDGRElUHpUrcA2dH7h63R4cNLf3GFu7GHwJF5HL5WoxIulqssZuXX8eHVmeub2auPL7zMX39y69mx36Ixx4cb37rs8849RP203hHm3MaYk4LGGHNeSyhdyto32WYXNlV4XYphJa1ZIqAUPDZVbyePVCSTlHVMoSlzDFpSxJKU1YSuXpBEJXleaG1RjqMD10mZaHm99can09bHvlMzzur73fXX2vr/7FQPvjge5bHebeqvI6TIIS6dQzJA6JyyGxmSSmiIvVq+uGXIMzk4nJ6yM3BoeH7f23Brz3xm4sTIeeTN4e8dpd+vqW8hKzWqUrlrWoVQPGxtHO5okO21SHLdTdOtLVcr2rzWE0VMuUKEPAoAooZIRQyCETeYV5NEohh07kUwt5NJKQSZESCSIyq5gqqhFUtmv6rlf6JuTOUXkwll2X7UuIfQnMm/1uAT+3yBvCV5GJPDGxLyHxT0v80/y+ScQeyhm7D+N9IjwANAAXtn2SYZ/gOiaEvqjYH4HFl6gvLnBMilxjeFmU2vqyn1qFHxz84CEkL/gVRIj9zZfg4gWU4D9ZJ5pD9kcMf/2kXFjIDkCeuHUPMtmRAjD7w7Di952Vo8wikOU4s3Cc+SHuHmXnALKjAMfJZ99Tz79D22jt8eGXR0drD483Hv8El+2Ps5n305l3s1vv5wAumXf3tt7fh4Qld+8/AAVKIUAMTpavG89P8PYKj6PUwrf0Im7VPUxn/y1OcJttku1nVrLt59TKbnp1Z3MZNJfd5Mp2+vfN9IdP26nLM/eq3FfK/GPyYFzoTyDeBOqLY4E4FoiK/DGYTMWH3LFAXOSPnQIHjhg8cxH6ouJgQjY0C/2jUy1qUH9lwWl8wwssecETGUUgBk3o0uHZ0uFZWMVQMjSjHIiqhuLFgzFFMJKb1+RuhIFWkTKYkAfjyoFZaSAh8kQwT0jqjSi9oVLPeIXrVq3zitF1UVShL2KJuCIVX6iks4R0DqqqrBm6fuPmVMja3auztdebm1FZmaqsVsCXiPiYpb4heuPy8uzkcuLW27s33t+7+nZm+O3M8OqE9+mljocB62O/9a7TEulsmOpoDPfoY46maW/LjK895moe69JfbakfMNU46svayxQ2pdQkkemE0lq+tJojL6EIi0mIhi6sZQtbJLLBuppbFl200/jM0/T7hba3lzvfDNleefSP+mrudVXd62l46m19HOi52WLsKFVV8Y+dU7EAACAASURBVBAplS0oYtPOUGn5VHoBjUNiSzniWlV1l6ntkis4eelq4sa1eyM3H47dmL4yeKO/w2esdzdW+/QNHrO2uby4W1NyyaIbb7cm+tvuurqiPc0TPS2Xms299fUVIgktn0LIp5NJaGEBl0zkEQuZDBKPRUHJBB6lCKFRZASiuJBZQhE3Sg3eCvudYucY5hgVe0NYAD5REiJPDHVFQBmBzEXsj4i8IRwusIdMGpiBCxM4XFBXBFdb4AGeEU9U6I4K3BHEG+N6IvBhBhswUW9M6E+grpDEO1nmvqMLXHv5/n1q68vh1u8Hm/O7X17sfHmxu/Zyd+0lwAICvgSm5Jrgv2VWDpKLe+vzO19ebH9+vvPlBfyp3bWXO19ewJdAFkhn8C+/ZVYgZ4GfTegW/XNnFTTTrD13axkQA1kMDpe/Mq/+Ss0fb2a30h1vPIX4tv7z4GLm/XTqbTz5RyL9dibz7m767Vz67d3027uQs0DA9tyTa4ovDzZf5Aq6e2tPd788AfTgsgvEt3SWiPDXwLM1gMtBcjl7fTK5sptc2U4ubyeXd5MrO5vLOxsLUBZ92fjzXWr9QnxW47pcGhiTDcRFgWmBfxoJJETBOBaIAilAx8UCcXEwiw+gSe7YdPbLYAKvpKCGAv0FyALOOhxGEn8cPwkAZ4xwtwukKnJ/tGRopuz8HOQvqsFp5UC0ZDhRen5aNRQvHkiUDM3Ab+E7LhWBGD42rQjEpb443s8Se8MKX6TYM1Hqul3luqbzXDY5BuXVegIDobARnlBGZnDqTZabU6Fr4xPFVdWVWlOdwaosrVGWVLJZKJ/JNVRWh69dfH0v/Me90Y8P73x8cPX93IV308Ovx73PLnc+CtoeeS2zffpQa+1Ua32oUxvtNc26mu95O+bcbdFey1iH7mpz46Cx2lWj7lWXdhSrLGKFViCt58iqWeJqllgvkNnESmeZ+oq2/o6pcbKp/oXXujrU/Mf5tteDzfNuw/3OqrvtVQ/6tI8cTQ/c7debdF0lxXU8VEHhSMg8QREbofAQKh+h8BAKT0xDijniKpG8QaZoqdS0a8q6Kku6NcU9mmJnddmQvu56m3XQqu+pLnNWl10214/YdNEO81x/a7y/Odzfdq2jya5t0GBSegGVkE8nEZHCAi6RwAG4MMl8UiGXQkRpdEURTUnk1/AqO8s6r2k8IaV7EnNNYr6w0BeGpWKoKyJ0/+jpQFkk9kdO1r9HcGOu0BkRubIlUnYhmScK1hXUG0M8UaAMwAX1xlBfnOfN2iMEznGuY0zgiaK+ODh0Ve7bWv9V8Ll8Tb/e/fJs7wQruYGDBj8X/2PCBqxkmwuQvOB5CjzDZzm+EQZ/JavOnCxdgoTl+84KwAV+eI8zS8eZpe9bi9+3FgExf2Xj1V+ZV/9Mv/qefAmyywlZnmR70jhc0u8SyT9jG79HUm/joLyk386l387tfHy48/EhnrzsfH68t/5kf+Ppcerl0ebzg/WnX9eefF17+nXt6f6XJ3ufH+9/eXKw/uxb8uX39Ku/0kvfU4vfU4tHqQU83fq2tZStm3LStuwF3NTSXnoZyiIADWguqY2Vz+t/vE2unY/NAFzkgwnxwCwanEWD06JgXAQrdU/GzGAGOqu8eKNgbJEFp3HZRRaclg7OiIMJ+FO4BixwZ3cX5sIFAmgiD8Zh62Xx0AxURlAKKYM/CAK4AYdLyXAC4ALEgeQFaqjigQRsYwArndgbFnlhAXBE7ItJvRG5e1LpuKW2X67sGey6MGLq8wpVFdISjaK0gs7hWzu7J+LT1ycmEYVSXaMtqayXKjUikZLDRLl0trZcE7ly4Y/7oXf3Rz49uPVh7tKnu5feRgdWRpwvL3c+DTY/cJumuxvDrdWh5ppQa22kQxvvM806bTMOa7THONmhv2qqHtZWBGrUnspyR5m6Q1HSJFIY+bJGrljHF7fJiu2lZcP11aNWw4S1MWKre+GyLPqaVgPNqwHrS4durqV8trnicZ/+sd32wNl2u0nvLFfrEbGKzJIS2aIiNq+AjhDZIgpPQhOoWFi1UKmXl1qKS/USsU0p7a1UDeirr7UY7rRbRtost9uaLli0voaK8/rq0TbjVLsx2mmc6bNGey0Re+uNLptD16jBxIxCWlEBg1yEEAoFhAIWicBikHhUEreokEMkoxRmMYFdRpbopJaBKneozBeReUKYJ1v4QFMZdUUwbzbPzY65+iNifwS4jzeGMG8cHHfAGqE7yrdP8ZyhXLhAWcRzhlBXBPrQXE/2O43vmuA5xwEuWCAu84eKXbcafVeevXu3mf60n1rd+fx0/wQK2aW56/OQg/zEhfQC3p8GueS/iPTicWbpr+2Vf+6s/nNn9a/tFVi4jU/ngMJyvL0MGQostfznzur3rez2XHgd4q/tpb+2l/5ze+mfW4uAmH+mX/2Vmv+een6cfHZClse47PKjLEq9jW/+EU2/S2x/uLv94e7W+3tb7+/tfnq0c6LmZhforj/5uvnsW/LF4cazr2tP9r88/rr29GD92cH6s69rT/c+Pwa4HKfmv6cWj5MLx8mFbIl0YjHM+ndz4JK9pJ1e3s+s7KZXoSyC8cW91CrABTKXSveVsuC4YmgaG5oTDt4VDsyIgnGh78e+0lxYIJ4w9IAALrk+OsnANMAla4cJxCGRgc8oXN/FiymQcvGxwx8+umAcF1Nw5UURiMkDYeVAtHgwVjwYg/fA7+KhGpxWBhOQucj9MfxQFgjSmC8scY1L7NeLey6Wdvrbhm/1Xrje6R1s7u5TlVeiYpk7MDgeS5y/flOkVImLy3lCmURerlBoOEyUR+E0lqinLg69uTv59t6dD/duvJu58HHu4puQZ/561/PzbU8D1vsOw1x3w3RH/XRHfbStPtrREO82zPVbZvrM8U5DuF17y1x91VB5saHyQl31QHWNW13Zp1R3ylQ2TNIqlTrUJYGqsmv66lCLNt6qnevUPe7TzbtNS96mBbf5eW/93Wb1jK38cY/uicP62NUx1dZ0vrG+XVFSxeApiSyskCEiMCRkjpzGL2ai1YjCVlLdX6fz6QxBg+6CRXujzTTV15pwdsXsbaFO20ir6bK5YVhXdc1cN9lh/P/4es+uNhOkW/t3nfWe8Mx0u9sRk5NQQiKbHJQDEogMAuVMcraJyokclEVOJilLgEPbpt0zX94PJd2o/cw5a92rlwy4x/SYS7t2Ve0y9FBNPTTLANM4yJ4f4r7q5QyRmp+VoLPvZz76Pe/JQ/TjByUPf8t9/CA382H+4/v5D+7nP3iMvp9Tdq+gNqe2m9j1vEqoLxVocSIdXpr0VmAcrnhEh5WY8TIzRmyAa0RQHIGeReBSIjRA/HvxiA4tMhaP6PIGZnKHZiHoAzrQYLjkD88DXPJHtDkj89BwKBLOFQpmi8VGlMRUIjHgxHMIXC6jpzeRnZtLx0/iAuHLT3ABviTDblN7fPAuDg9EPf15tfPjehfgApIkvRsFbPoe3wKRkv7FCJL+b3D5AXyJOv9fcLk5s8WPTZEjU+zEcnW6eHW6mPiwlPiw9Dflcr5yfbn2MbgB+wWfAxsfL9Y+Xqx9Dmx8CW5+CTq+BB0Amj9Czq9hFzx/hJxfwnc5DJ/CSJS374+IP5UJuvUxsnUd8V+FfVcR/1XEfxXa+hjd/RTdBrhcBA+PYkEELgSlGa20oRR2lNyCkhqKxPMIXNLn6FBifXKf9e8jLWiRHgQq1MBguyTLKJkJSiSkIErqndRgS/r+NDbVhEaESZXaVq2xV6lt5UpjmcJAlOuJcj1IG/gs4vuWyZOD/8moOtE8WqxNwcWMEutLhmfQQ6/KBidrBzXdE1PSt3OjU7MChbqmsZFYWfX8zfv3c7reoZFCNO5RZv6jzHxiRUNjPTXnSUH2/cwmQvm0UrpjmT5eeHe58vZiafLcrtmZ4TsnOjaV7Wti+tIQeWGgbXGAvDhANve2mXvb7EOMlZH2ZUH7Er/dPsSyDbGNvRB/S31FI4+2NCvqG8TPaoXPqqWN1RO0xhf0uilmg4nXau1qXR2grA9QfGLOtpTjETA2+1uWOmsXOLXL3S0rfdS14Q5zD2eKw1K0tHKwZU05qMon+VXZxVW5qOocVHUOqqWolF1a3VNdP1T7TNraqKE2veJQpnjU+S76fBd9jkuZ4lBet1Mm6S3PafWvGQ1T7EZtZ6upj2bms7V8zqv+9r62xupiVO7DnKcPCp4+xDx9jM14WJj5MP/Jw7zHDwsePSl+kIn7La/yd3QLnq0sH3hHGJ5Hj2jxEhNeZk7+vykxFw1rC/nzkOABSbeI5wJraOCtlAgNJUID3K5JqhihoWBoLn94HmZbAC7pyqVYZABDt1AwjxLrQblA8GWRUIsRzpQL3pBkzzeOjs7DJ9fh7Y8B5/Wl6ybghXGN1NLQnVmbRExKttxdB0sVON8SW4AG4AVMnCXLnHDSqbi5dERPViLHy1fnG1/CHoQsyPPjevevm70f17uApBRftv+M+yD18nvU8wMRL2HX/xUu16fW2JExfGiMHpvjJ3awdRG4JLtFKbh8Cm2mjlGvf7pcR+AC+uVL0PFHyJn+gAuD/IdIdZG8X1LOC8QvJELeeNATC3riIe91ePtjdPdjZOs6vA27RYfRgMJgrhNMlEnf42SGYpm5UGoplJmKxLoC4Wx6vGA6OFLHRu5OpiWNFbEeWRFAS404hQWvtEKthJXfNZigb42TmpA5FwQryWm61PgccnIE7Nv/Pudyt3YkM6bG6pI5dTiRDi2cQwvngHqw4VYimMXwX5cNPa8Z0vRMTsundKNTs6rnLzt6e5tJbeOvXr14O0VmsPNR2N8fZz/JLECjK1BFxNyMwpz7mU2lZVMKyY5l+mTxfXDtfXD15bldtTfPdz/vcKjYa2LqMp+0PNi2NkxbGiBZe1psva3LI0yHrNOl6HLKuh3SrjVh58Ig28hjzLIp72ikF21No80N6ubaCXL9a1ajro9m7CObepqXBkjrgySXgO4RsvdUvD1Fp0dAcwy0rnY3LHXUL3U1L3a1rQyyrb3tum7uG3a7qK6Rgy1rzi1+lpVfk51fm1vcWowHsvDr6kfqawXPKtRtde+5JF0P3djLMHRRtB1tM5zWKQ7lDavtFb3xLaNumt0w39mq66XoBhl6Ee/NILe3taG8sDDvUW7mw8KnD3GZj/A5j0uyHxc+eZj39ElxZjb2UW7ZQ1R9ZnX7s6G3xOEZDH8eNazDiE0YsQlOrCKDtsUjqSRK0TzURCWiZMR/ypExokXG5GGJ1C+hW/QTVpIbjMPa/OH5vOH5LP5sgXC+WKQrGJnJ40/B2nTByFyJcBrgsnZw8CFwGA/4bi4d8TPn1YUb+PI5vPUp5EfMlLt+0N9ndn8SLwAIBCtIVuS3sPd7xAfn5RNn69cXm0CWr1Hfl7AHkARS5TaxDRIGRM1dcRTzwgHG71HPn6nnNuL+Htr8Glj/GlhPbhgFl1O7Rcem6KEhcmCMHpqiR1aYdkHgAg/ABTwXWL7+eLGGwCWdLIhmgedL2AX3RuAbSB1m9HxOdek/RrZuwv6rsO8q7EuEfYmwD+CC7BYFwsfH8ZDSaKkdGSdK3mEkukKJMV9sKpAaiyX6QtFcerwgFEfwJOvnZPxlWrEjM6HlyY4SRmYCuEB/GpQLfDEyJpO+r5heIqVvLeLFOvTILAbSvOV6rGi2ZGQKLZj+78l1qSxeAzJHhxNpsciGlNQM0VbYkfcE/ssa/njXxJRm3jwxqx17+0Y5PjoiFqnHJ16+nWpsoRQUY/MKsVm56OxsTMaj/JJcbMHj3KbSsmmldN8+d7EyG96YDqy8OLXKDrX8rbdd3gmuQ05fF5HWRkgbAtrKEMne32rvb10XMD3yTq+C55F3eeRdq8Nsey/dwG2bZ7W8p7W8obS8pja9ojdOd7ToeklLkvZVMXNdSPNIGD4xbVfO2VV27qu7duUdXiHdNURa66pb6axb72lZ7SFt8tsX+tiWfp6hr/sliy1uaukgVpCKMQ35RQ15xXQsobe6XtDQIm1pUbY1v2SSpztouh66qY9m7qNZemnmHqqxmzrLIc92Uuc6SHOcFh2vzdBL0veR9XyGXtz1epDb2fSsNDc350F25sPCJ/cxTx/ich6XZD4sfPwg9+lTVFYe/kFeWQahDUMX1oxMlwrmMUIjWmQuEZrQIiNGqC8engHDBVRJ8h0IMVwkyYTD4hHdT3BJ/11g4iJNaHBzi4T6gqG57IFpgEu+YK5QpM0fns7jT+UNz+fy5/L4M0XD7wj8l62SidX9/eOL/ci5O366Fj9zJs5dCFw+h7f+e9cZxscQz+XOPYGaKOWhgHXyR8T7NeT5GvIAXMCaAKwAhr7F/Om/RKqkdM8FPoiQ5XvU8z3suo24EbikGkZr30Pr38OrKUP30BQ5MIb3DQAXmHa5PltJfFi6Ol2+Ol25Ol1OnK9cXaxeXaxeX66B23JzvppeFqXDBSZtgDJfwsnNiGTCbjLQ2/0p6IH/WOC5QB7dx/jOTWwbQl6ghRQL74Zjp6fXcY1loVY4QZS8K5FqC8SGAqmxWGYukRlLJDpEtiCeC2ACrBbESbnLXpCZ0rvRSOsafjvUUOlwgU2T9DSWFFwMEKxLSLWlYcmIKDNihDOo4fcY4QygBO6QIBKGKDMiZEHaTziFBaewYBRmtNSIFWtLhe8rRp6TlW+G3mlf21femsyyiUn15OTU3Pyrd9NTc7qauuasXFQJtjI7G1OQV0rE1WHy8QWPcxsJhBmV5HhZH97Uxx1z4dXnJybhkZ6/P9W7/bLTO8pySSkuEcUlornF9FU+eWWI4pCwvQqeV97plnJd4o5NAXdlkG3lUU1ckr6douVQdFyyoYtiHaIvCugOBdchZ7rk9G0Vc0fOOFK1H4127iq5fjHTJ6C5+eRVXv1KZ4NzgLw5SHUJOMuD7Yt83rJoyDLU/66DIye19j2rZuJw5OJiNg4/+KxW3NSkoZBfsKjTHQxtN8MywLQNsZb4rCU+a6GfZuwi67qoxl6Gnkee4zZrO5uNPSTzEN0m5WmFnZP9bHZ9ZUlmZvb9zKcPCjJ+Qz25nyTLw/s5jzNLnuSX/ZZX+bSSWdEzXjUyQxTpyhQ2gsIOrWWi3IoR6jFiE/SYsRIzYrqlEt31qZpaB3zBiE3JFUeBHvlIicRUJNSD54JKpgjZID4qZ3Amlz+XPTiTNzJbJAS4zECmVM7gVMHAa2z/RLNobHV//+TyIHzmip6sJM5d15eej0Efst/8JbKNDN3eDa38N9mCNJWRWTNYx/ka9X0Le7+GPLBbgEgVoMwfEe9tYvuvm72vUd+P691/fdy/TWyD5AF/9zax/S3hQ3rSCF++he7gcht2AFy+h9ZvI2u3kRRcEif26KElcmCOJWWLPX5iT3xYSCuRFuJni/GzxcT5SuJ8BdyWdM8F2WNEVhJSM7uuPyLupLOd+maShxnDHpg1vAq6r4JuSKX7GN39nNiF14mQ9yqyHQ3vX0ZPT64So5blOtFkhXwaI9ei5CaMyo5R2XEKC1Fpg5YhtA/h7wROZsDJDESVBS83wl8RnMwAr6Evk34XAmkPIckM6UN3eJkZWWi82wwQJ+mA7AchcytQHAFQ8OJkqCVeoMULtEg6N0FqhJF/rChZfJWqbDiFBQ2Ikemxouky0etn4kma6oVwRvt+aVkwNk5q51JZ3HezutdTs5bFlbrGNmJFHRpdVZBPLCooK8ojFGSh8p9kN5QRptXik1V9eFMf3ZiJrDw/MowczvXtvunwTbB9aoZXQffJaV4p3S2mu2VMt5TtFDMdIpZTwHSMMDeGmOvD3KUB9kIPY6GHsdjLXO5nrwyyV4fZbiXPq+7yjfJ2xnj7E7zjic6jUe6hirWnZO2r2Huydr+Q7hqkLHc2LHIb1nva1vsozmG2U9S5PtKxIujclA0tCvvedzJU5KbBmgouroRVUthLxEvqa5WtDa9YlPnudkMf2zLAtg4yl/is5RGmbYCk4zXNcBu0XS2G7jYDr1XPazL1ki18lkXMmxd3j/WxSZWEkuysrIdZOU+KHv2a+/he3pPfs37/9ckv97J+z0L/kl32O7oVTZNUDrypEeurJEai2ACBlaVyC1GzRNQslaoWSlULeKUdtg2T7zEyE/KGlIzRFWixEiPMYSL9x2RKmUhXLNLBAjTEuKClZpTYWDCizRmazR2EnYB5JAYcJnTzBqYwwhncwGSraHxj/+jgeCt86gwdLibOXYmA5yrohcyET9HtL/HdPxJ7X+K7MLcBI/w3Ye/HqOePq+TaITK8DzvNyDzal7DrNuG/TWzDjx7oEWjmggWDdJS+Rn23ie3b652vcT9iFX+N+2+vtz7H3V+i7m8J3+311m3C/y3m/x71fA+7v4fdf0bcf8W8/4q4/gxu/hla/yuy+SO8+iNyVxbZIgfm0J4xvG8KH5gjh5bIoSWdMgCXxPkSwOX6bOX6bOXmfBXKos+BDSTeBRnbBbh8Djn/iCTHlpGoF2TEDj4OC42QSncd3r6O+K/CnuuINxHyJsJbkdDBRfjsOBFXW5YapS+rVXN4lQGtMmHVCzilHSMz4WXmVLK/HiELXm4sVZgISjMCF+QL4HA9/J1AtqKhI3A3CCMxpk/0IvEuyKo0UWYpk1txorv9Q6LMVKG0JoduZUaogCC3BSfSlQp1RLEBGWwplRiQqGdIb8UpLGgZwMVUKteViqcqJa8bJeN01fi7Ncek3tgnlqIrqqrrWzt6BsZev+sfFrK5vTV1pOLi8oJ8YmZGSUEOPudJQebDjBoc5rWUv78wG9yYi669u7SPHmr5e9PdWy/bvaN0n5rhU9G35HS/jOaR0DwShkvCckvZPinXI253DjPWh2jrw+0rQ+0rg+w1PmeT3+4c4XrFnX5l195Y3+54z+541/4E72iy8/RF1+kk73S848NE59Eod1fK9AvpHj5trbt1ubNpvafNMUh38BmOEeb6MGtdwHHJ+zalveZB7gtmm4rcIKir7MIVdeFQI1UEWUP1S3rrFIcyx6OZ+pj2IdbKSPuKgLHIp5j7W3TdjaZ+kqWfbO0n2/vIC0O0BSHXLuvRSfo13exmIhaVlZn1MCs3o/DRvZwHv2T9/o9HD+5n/voo75dM3D8Lnj2p5BJ4k7VifdnIPFGkI4oNeJjMVlhwSjtOaSeoF0tVC6A1UupDjxLr4doZbJ/BC7RYm34n6+5altyMlZuRaRfIiMLILCiJqVhsLBFbSiRwok9XMgLjDvpikQEl0OIl86X9ky3CsfW9w+PT3cSl/+bS8THoS7ZQ7+Cy/0fi4Nv1AaQ4fo7tAFxuIu67YwBJT9fzJXq3EARv8ACXbzH/17j/9nrnz9jWn7EkX6BdDcQBqQIDL2kOsfdz3HMTcdxEHJ/j7u9X/u9Xye7SbcQDcPkR9fw76v4r7PxX1PHv2N/hcvVhIXpoAbhEDszRQws4L4CVxIeFq9NFoAnA5ep0+fpsBWQLmLswRIdM8SKBL8CX5JbE348EwE4jolziQU886IkHfPGgJx0u4eD+eej0MBZVmhaaZK9q1PMEjQmrsWDVCxi5NZk1lwLHT8oFLzfCi3S+4GR3AS4gYaD7CKetoHuNNKFBViDxdAhfICoBK0yKEeALIl6g8IF/wgJRmcRYKbfAZ5MxCzJLqTSV/CDRYeVGtNyEwIUonq4Sv64elNPkmlmHZ0JnEI9NoMoqymsaG1opfXwhp6u3u2+kldxeU0NCoyqznqCK8vE5GXlZ9x9VFOWPDnb4Ta+DG3OJzenQwvixlr831eV/wfaO0v0a5vYoa0/N3lWxthQsj4TmkjJ8yvYdVadXynYMU1cHyOsjjPVhlmOY7RJwvCLOlrRzX9N79Hzg5OXQ8auBoxc9h895H152nb/uunzdffmCd/G862ycd6jk7ErZWwLmZm/rCq9xvafFyadvDFI3+LRNIdMp4XjVvW5V37Kka6ab+b6L+ZxJEtWW8Svw0tpyeX3lRFvDa0bLdHuLoYuywGeuCFjLI/RlPmVhiGzsbTYPtNn5lEU+dW2EsSHhrit6V9SDevmgrJNej0MVPc3IepiV86Tg4a/Zv//j6S//9eDRo7xfHxf9kkN4Uk7HMCV1gplaqRHLn4EONMR0oKVGtNyEUZjxSjuwoERiQlLHioRa5BQ0MrSd1L9pA98wOVWqspWqbEAWOGuTfBQ2rMKGky9A/AJapE/dPEoevSHIdBXDrymyF+6Ts/PA0XVw++bS8SnkvwknMwNAv3yK7n6O7QFcADfJQxoR96eY9ybivg6ndo7Czs+Rn9MSvkY94NHeXu/cXu/AANpt1H8b9QNZkELpW8z/LbGFwOVr3P8t4fsUc1+HNz+GNz9HnV/j3m+J5EDdj5jvNuIBuPwVc/+Iuv4Vcf075vwrvvlXfOMOLrEjK0KWWIosqbb0wtXp4s356s356tXFauJ8BdyWT5frX4KbkKkJygWmeJEETAQ3yRWJtEyp5O36kOsm6ISb87GAOxZwxy69sYA7EXJfhV3xoCce8oeD+2fBDwCXRunLZxotcdSMH7PhR5ewChtYJAhZkJUQ5JcIcZCxKLzcCJoWwQeSHVXIn0Va18gcHVqkh+RUhC94iQkECygXZP8QJuKIMlMKKwZkErdCZq5W2lK6xlSusFSoFsqV9lK5BYZEAS4YmalUYSLIdGWidzXCV62SCbpMM6ozjs7MdI0IK+qb2hjcsuo6YtUzvkg6NCKj0bhsZg+V3JmXjcYUlmILsais7BpMobqf7dO9iGzM3Thmw4sTh3ODu+956XDZ17Tva9p31RyfjOGRs7Y1HXuaTo+EtcmnrA2RnALmppDpFDA94na/tH1bzt0f5R1P9p6+GfrwduDD696T193nr7su33YFXnZePOeejLJPxztONNxDJWdHxHT0ta12NW32tbmGSOv9LY5hskfW7lPxfJoej6pnTdJl5ndocVPutQAAIABJREFU+znTXayX9OZJStMkuV7VUD3R8uw1teE9o1HHa7MP0Bf5dPsgeXGQtDRMtQy02vnkpWHqqpDhkLBdis5NVe+Kul8v7xdzKLWYouLMp0/vP336IOf+PzN//yXrt1+f3n+Y/79/z/+9sBpPG2kQTjXIDMSReYxgHivWYaX6Ekkqq1BmxCqTwU5QyyCjDMWiu2iOOxmrMJUqTD+9/cBYJl5pBasFr7SDCEJLzWiZBauwlYgthQJd0bC2RKhDC3RI0jNWYiTK9TWi93Tla+/pRSD8IXHpvzrfuL70JAKeRMATv3TDcxX0X4e2EOLchP3pcLkKOa9CzuuA4zrggO0/xJpI3/v7Hk8uJX4OuRF/F1Eu32L+zyH316gPMW5SU3a+r3Hvl5jrc9T5Jeb6I+b5Gvd+jXq+Rdx/xn1/Rr0Alx9R14+o6zbsuA1v/A0u8WMLYujGjqzx5Hq0/fpsCWZerk6XASiIj5vWKnJ8SUmV9CgGwMf1xeb1xWa6ckEyvQEu1wFH7MIRu3DEAu540JMI+hMhbzzoSoScCFzOQ6dH8ZjKvNgsf103pq+ctBMnF8sm1wiaJZzCUqow/aRckAeZVgC4IL8EJyV9rA5ZcUzXuqBoUAKIUNXDnjQoDlAriIeS9jp57zX9Xn25wlwpt1QprMhsS5ncDGO+OJkBLdaWSHQYRXKWj6gwl0l15cJ3dcKXFNkLhlglfTs9MTvX3jfQTGNw+waz8osLSrANLSQGo7OsrJbXMTQ7ZSI30Quyi8rRpYSCgmYi+vlIx7bxZWRzJrH+7sws35/p33nb5Zts92gYHiXNp6Lvqlh7avauhr2lZPhV7J1R7o6q3S2mO0coLhHNJ2M5JVSXiOIV07ZkzB0Fe1/NPRjnnrzq+fCm5/Rt94c3nRdveOevuefP2Sdj9BM161jFPpAz96WsXTHLM0Te6GlyDLS6+W1r/Y2b/FaPnOFTcdwqrkPGWRGyrXyuro+l7WHP8WhTHMoLUq2qrvx5a81rSu17ep2uo9XeR13op9j72pYHyRsi+pqYvi5lbspYTinLI2t3KTrWFJ12GW9e0jPMaKnBFKJysh7fe/zo3tPffsl4+Fvu/d/z/nkv93/8mv+klFTTM9Ei01ZJ9SXDMxiRFi01YmSGEpm+SKyDo0IYhRkMl+QggsKCmP3IICVWYgTNAloY+ctzlz2WmpPCKZKoSpZXEhNGbi0SmQoFOpQg2bUsEepQYiNWbiUqbWUKQ7XwHUky6Tg8uQydJC79n4Ku+JkzduFCnvilO37pTQR8KdCAF+ODW9FwZuQ6nNx1RBKXEA8UNnUAHJ8jnqvLTeRtHrEpkjuAaWFMyeG6q+1kHZRI7hbBNuNtzJuES9z3I+b9EfP+iLv/jLluo87voc0fUceP2H+CS/zYlkhZLSBb4ieLAJf0JhEImZvz1eT4f2ATKYhSsHTfiRRY5Uyl7d5JmDS4xIMexHNJh0sktHcR+QCeSzpciBPLpRo7TmEiKM1Q+6Q/8PcALzcSlGaiygLmy90XpKbjkKRL+AjM8gJrCAorUZncJ0TiXZLBdDJLMuQpBRd4yhUWZEER2kN3US8yc4UMKZrMsAxNkJuwUj1KrC2WzKPleozMgJcby5TmSpmhSjTVIHrVNKRiCJVDY89lL1+NvX3H6e1v7+kn0dklOMKTjJySEmJuDupZVdObyam3L95TW8gVaEw5qoBeQ5iR9x8vvIltTsfWXn8wSg9mB3bfdW8953hHmV4V3aei76hZuyrWtooJcNlSt/vlTJeI4hZS/FLGlpLhlVE9YrJfRttRMvfU7INRzuEY9+QF7+R194c3XWdvOs9fd569aD8Zo+8rSWdjnH0Z3Tvc6uWTdsWsLQHd0dey2dvsGSat9devDzW6xCS3jO6SMTdlrGUhw9zPmO+iGntY+m7aNLttvKlcVUt4R61/Q6mZodcZOpptvaSFftIyn7IppLvl7U5Fu1vV7lNxfGr2lprr1XQ6lJ2Liu5ZUVcfqa6iKB+VnfP43uP79zLu38t88qjot/sF//OXvP95H1NQ21Hb/6pqZIoo0uEkepRYj5Ia0HIDRmEskRmLJXqUFNI5FvBKO1yJgL4hsj6CaFik1oa/P8jHk29Cad3GZK6lyFAMC0QyC0piQUlMWIkZed/CKWylqgW8zIyXzFcL35Glz13Hp8HIaezcC3MuwBTQL4mAB5QLuLzXId/HSOqWSOoMwKeYF9amry7XExfJNUCkwfIp6ACIfAy5ri43kV4S/EimB+wDZf6IeBG4fEtsfY/7bq983+M+IMv3uO9uSDfh/1fC/1fc9yPu/ivhAcT8FXP+FXMi3SJr9NAU3jdEDoyxI3P82JI4sV8l9wDsseOFxIclcFg+Xa7fnK/CJhE8Hy/WP6XqoBRc7izb5PeQMnR/epCy6Croht2i6/D2VdiXCLiuQs5kEl1oD7pFGutig+TFM422YtRCGLXhRxdwKitWbiQozcjuz0/TKJC9Uq6yIttAycyntCAoaNmkB1xCVwii/0ulZjgJgBUZYGsxFXBpRKwWRK0ktxZTuS1w2hVs3TJ45OZyhaVCaS1XWOCKAFaqR0v1KKkWozBg5cZShalCaamUGWpEU02it1TxJHNE0SmUkbmd0vGJzoGhVipTrpmoqWsuKEQXFmAL8zCP7mdVlz1TipTG6bnhLl4fkyzl0Rffys9X3kfX3kSWJs+Nkg/a4f2p3q3nHN8Ya3uMvTvevqthbasYfgV9W8X0q5heBd0tIbuEbR4hySelbsnpPinFKyFvSak7cvqekrmvYR+Ncz+87Dp91X36ivfhFffDC86HSdbxKG1fTj5Rt+9KaO7BVi+fsidkbvHpju6m9e5G52DLSm/96kD9pqDFIaY4pYxNGWtFwDD2ULQ8kqmHYeiizHHa3lBqXrZW6zmts4x6A6fJ1k1e7KMsD1I2BAy3lO1Vcl1KtlfD3Rnv2B3j7I13bk90+SZ6N8aHZkVdHY3V6OzMgqycjAdPnzzMefwgN+MJ6rcHJf/rXvGvOdWlVOGzobeEoXd4gRYvM6OkBgBKiewudBkEC0iPv2WkykzpVl16owDRwhiJDsolUDrIXddiUXJDGnaIisXmEinkv+gwYkOp3AKdKSQsiq587b0IhBIXkXNP4mwdyqKroBdQchP2f4zsfIruIoHbHyNb6YfoAS6fI56PIdd1YAMSl/7+Tu/8lHb2Jx0uyF1DJCAFRkagiwTG7Z8pmiRn5+I+OPD6Z9z7r+utf99s/0j4YE/6R8LzryvvvxPefye8qa3oI3N43xDY0QZ3daE9fXjfAM5L4sNC7Nj2E1w+Xqx9vFhHHhj5R3yWj4FN5E+JfA/JCeVUyEv6bUboFt2EvXDo4Cq0FQ96roLu67DrKui+Dm9Hw/uB2NmH6/iYbale/LxaNVeuMZdqrPjRBbzahleayzW2MqUF2AFwSZ/W/2mPObncnIIIUANsFKzIAMnvyYjm1PnOu/ZzarcIIm+hGiJIjUjQHGgWZKYOuV2PF+sIYh1RoofT9FAcwY0kjESHlulKZDqc2oBXmglKc4XSUi0zVAvfNwhe08XPm7tG+mVjNa2kujYKk9eNIVRU1zZJpKra2ta8bBRcjC7KLirIyFmzWHcdGyva97a3qh3rm8u19xf2iXOz6kQrONMLDt71+CbY3lHm7nj73gRnV8Pyyal+BX1HzfKrmG4Z1SVscwpaXSOtrpFWn5jsEZN8YrJfQtmSUrek1D0l63CMc/6m7/xN7+mr7uPn3JMJzskE+0TDOFTQd8TUHRF9W8jYEbH3hGxPP3m9s3Gtq2Gjp2mpu3a1r2FjuNUlorjlLJeMvTxCN/ZQdJ0kYzfV1EOz9jGs3TQ9p9XWTTVym+09pOUB2vIgZZVPdYhYHlm7R9a+penYneg8mOw8mOzcn+jYmeR5J/s2Jvmzkl7Ws/KCR49yM7IzHmVnPS1++qQw4wnq4WP8f/2Of4RqrekcbRLNE4dncLD+rjAXSvSFouRIFIwylansMPeEFESQwkHULCBSBSm6cTJDOlywUj3ABYkHQhKFkpEuyUdfKNQXDWsLhmaKR+bxMjNWbi0S6stUdqJc/0w2Q5W/dJ2ehxIX0QvvdSDZLQI3F+DyObb3Jb6PXBO8CfuTsdupA4kfox6AC6RcJ7u0f0t0c30MOD+F3X/EfOnu50/1BPzk/pRXi8AF5teQId2/rvz/vtn+9832bcwDJ0duY64fCc9fMfdfMXdqiG7fGNzWXm7Ph/b0kQNjaE8f3jfFj20pczdZGX26XIcFReSBwbnPqcgFoCDoq7/JrYjnY8j1R8T7MeD8GvX9dbOX/K5CruuAIxFwAVxuolsAF3CqbsLem8hONLx/Hj45SUTH7csN0slnypnyUSMoF6zSgpUbK0bt5Sor5PIjlAF9gUTeIriBU4rAHbzUADyCz0KuAnJxES2cx4p1SO5chdoGL+B/CxgBa4rp9gr4uCBekMT/UomeINaVSQ0EqaFcYS5XWEolyU0CvNyIV5nwajNWpSdqbESVBSOYq5YZ6mVzZd1quvglRzzWPijOxeBwlTVNJGp+EeZJZl5TE1UsVjfWkf75f+5jinAZv2fkPspYNhpCB1un7uXDNf3Z5nzUNR/feHtpVhxODx1PD2y96PBPcLYnuVtqlkdO21Yx90bbPXKaR05zy6hOCdklbAPl4hWRd+QMv4S6LabuyRh7MoZfQt2SMnaUzMNx3oeX3edv+k5e8A7U7MNR1rGKuSOmbAmozv5WL5+yI2L7BumuXrKrl7ze3bzW1WTlVC/y6taGWjdHqC4ZxyXlLg0zZtobZ9hNc+3Nuo42UyfJ1EmydlGWeugLXeSlHvLaAH2DT9/g0zb4NJeI4Vd2bI92bo9xD5/zjl7yDl/ydiZ5Dg1vdWzg/UhXKwGLysrOfZqXlVmYmVly/37ug0fF958QHuTUPUZTGnpe1Q3PVokN6BEtTmErlugLhPOw44MRGzBCPV5iqlAtEJU2qImQ8UtAzF0HQGFKui0p5ZLehYQsRMQGhtwPtNQIR11BucCt6LtTEzAOI9IT5foa6TRN9dp1en4ePold+q4uN28Cd5ol1Y3eBeUCni7iuaQrl1Sa1ObHECSfuP77fTForSBX3tMVwN8uMqeB5o+IFwZi/wg5wWD9EnR8DTuTkS4xz20slR2Vyu6+Dbtuw67UUbRd/aV/7tw/G9jRhvb0gR1tcNcQOTCn2tLJyggpiH6SLZ8uN64v1q/O12Bb4W9WLnwbEc91wJGe8/Il7EE66vCf6Sa6dR3xg+cCcLkOea4j/nBw9zR4dBAJqky2BvFEjWKaqNbj1Was2oZRmHEyQ5naCudT02fzCXIT4CBd1CDLQYAb5MgZktWCaJ+7y0QpyQPRc3ipIflvS06sGBGgIDRBmtDJPSO5iSgzlsuMFan16HKFhSA1JiWV0kxUmfEqA1ahI2gsRJUFJ9JWygyNcn31wARZMNmjekVsphaVVjS2UdF44tPsgoICbEZGYUMDtbmBlnE/+/G9J1n3n5ShSrSvX576N089i6dOU9CpjWxOBZeeX5jkH+YFx9MD/udc3xh7Z5yzpWZ5FfRtFXNXw/bIaS4pxSkhuyVkr4SyLaPvy5kHCta2jL6rYB8o2vfl7F0pc0fC2BYzfWKaX8raH+04ed5zNN6xI2fsy5kHcua2iHIgY/uGqb5h+o6I7R9kunuprl7yelfrcmfTQmf9YnfjykDr2jDNKeGsizn2Afp7Rv1bWu17et1ce7Opk2zmke08ip1HWugiL3S1LfeR1odo0KvaUnB3R7u3NR0Al8MXnbsTHN94+4amc2msX8ElVaMKi7Py83NKcnKw2bm4x48LHzxG/fMh/kFBUxaR09D3umZotlZmJcospXIbWmpESQ1oqREvM0PBS5Cay5V2ME3Sj9IAZdJLIeQBj+/O3JUbCUozrI9AZVQk1MJvLxbpCkXaYom+SGQqFOpR4uSAeLFIl8efyx6cKRTM4yXzVeL3NNVr99nFZfQ0Edy6CTqhLEprDG1BKxpkS+oUkR9J7U+Hy3VgAzF005/k/EfEA92in7Ku73osKS0DoIEvA52CzNwjd6PTLwEgr7+Gnd9Czu+hlOcS3Jm73Jq58E8Hd+ZCO7rA1nxgRx/aM4b3LNEDW+zQHju0J46Xrj+sQAjDT4bLp8uN64vNq/ONxNn61XnyNTwAl+SB15AbxAuMCV6db0DCC1hTyZHc0NZNdOs67LoOu5JwCeycXR7uhwNKo7VBPFEtnyKodFilEaeylsiMGImOqDCXygxwWRUv1cM1VaLCVDVqL1dZylWWMqWZqDDBp7DJW/T/4aYqTqJHrimCqEkXQcAgvNQADg6CFcRqQXrP5QozbEWXK40VquRJgCqlpUZtg8A6CLtMXkFSWYgqM0FpwMm0RJW5TG3Fi/UVUn2DTFc38uZZj6JT8Sq3tCanBF9Z21hQiM7LQ+fmljx6lJeVhaog1hfloB/88+HDf/xGLEYZ378+9qyeeuwBjzns0YU33geWxi9M8nO9+MPs0NaLDgQu2yrmjpq1o2Zta9g+JcMjpbglZJ+UCrzYlzO3xfQDBfdI0bEjYvpHaD4BzTtMdwyRNvkUn4S5o+B4xTQHv9XNb/OPULaGyUcKzpaA7h9hbAmY7gG6o5ey3tW2zG1a7WrdGKCsD1CW+0jLA7S1kfaFQZauo+0dve4VtfYNtW6W3WTmUazdNFsn2cJtWemhLXWTlrpb1/opTgHTJ+VuKzu21by98a69Sd7Jq56T1917z9t94+2bE92LYwNCZnNFUWFxTnFuNvZxBiorD/80C/MwE/fL04p7+U2ZFby6gXcVA7PVUnO5woaTJqueUrmlTGUvU9iSpx2kZtgIST0GrNwID9AEgQtBaSYoTaUK491mgESHkxkISnOpyoJTJIM7IFQIgUuRWAfnXEskJgiNLxbpcodmswamCwXzOPFcpegdTfXac34ZiJ1dh3c+hd3Xl57/qFyQsuhTdDsZ5Z/wp8MFPJfrQNoUyF3cdbKG+PlKyd/9l/9owcDEHdREIFhSp4uctzHXbczzZ9yLSJhvEde3kPMbApfQ7nxgezawPRvanQ/v6kM7uuCuIbRnjOxbgSyxQ3v8aPHqZPn6bPX6bDVduaQ8F0f6g8gWQAkkgCbO1j+H3DBofLlne6vpSmaChr0fI75EyBu9dEUvPPGg5zrsug47EgFXIuQNB3bOA0dHsbDGsgDKBeCCVVrAciPITYAVgtxYpjSXKc0EuRFOO8ML5Ho8LB9jRPPI4Yi78IQ00MBBCRAyiAeMyKKkFJL9HNQCIgVSo8oUhp/gUq2yPtPYa0YXkEApKLjK1FaC0oTApWLUXiozEiX6Gom2Tvi2gidt6hbnE2szCjC5BRgMlogqLs3JKiksJN6/n5ubiSnIQuU+yXvwX/fyHjxYnH9/vrX+wW09c2gDzpnI5rvQyuSlWfFhXnA2P7z7kucfb98Z5+yMtu9q2Lsa9o6atTPavqVm+RV0j5TiE1N8Ysq2mL4tpm+JGLtS9o6I7eXTHH1tm72tm72t6z0tm4Nkl4DuGKYu9TQsdNaudje4Blq2hsmH8vZdMWNbyPAN01391PWutpWO5gVOwwqvxTPC9oo4ywM0Wy/F1s8w8MhvafWvqLUvSLUvyXXTrGZDJ9XMo5i4JFN7Ei6LXS0rvaQNPg2Uy5aqc2+i++BF9/HL7tO3vfsvOFuTXNeLPrOqj9dUhcnOzs8sfppRcu9+weNs3JNM7L0M7MPixn8UNT+p6aofmakU6AhCHVFqw4nNOKkJZAtRaSMorMiGKrK/ilNY8EozTmHCK814pblMbSWqLAhfCEpzqcKIlxuQ+QbEhcErzVi5EbFskufJxXrodkNZVCTUQ3sbJdYXCvX5I1qUWI+TziNwuYyeXoW2P4XdH4NJrCAPGLppbu7fukXJu/RhSGnZvA7cTZkhlEGMCEiKQi4KpA+1ppMF4ALNo9uo/1vYi2iW25gH4uJuY67bmOvPuBce+PjXsPNr0PE16EjCJbKvC+3Oh3bnw3va8K4+vKsHuMQO7YnjxcTxIsDl+sPKx7O1T+frf/NcAq4vgb+1zZHVxOR2Ysh7HXB8iXoRD+lL2BM5XrbOSOE+LEzoxgLu8Lkjcu4GuFyFNuOXznjQE7rcvggeH8cjY7alJunzWtVsmcaAU5nwahtOYYHeLVFhAvECt+KRE/FEhQmeUpkBZAtOokNOxCM35xHTF8orqJ4QRyZ5oigFl+QLsa5MbkKYcpfCrTRWqs1wcRFJ0i1TGKqUlmcae7XGXqG0gN0Lf1qiyoyXG0rlulK5jqgyl2tsRLmVKNFXiOeeCd83jjyvYg/mltVnFRNyCzAlKEJuVklxQenTJ6jf7uU8vp//5Pec7Ec5T397lPnrrzMTqovtjVO39WR99mz9XXDtdXB54tQkO54dPteO7L3q8o+3b4+1b2vYuxr2rpqzrWR75AyvgumXM30yhldE9QgpfiF9R8TcETG3BMwtPtM3SHd0ty1xGhbYdYvchvV+spNPXe1vtXbULnTWrvU0OvtbdwTUDxruiYa7L2d7himbPaSVjqaljqblzuZFbqN7mLUl7VodYph4rcYu8jyn5UVbtbKhQtlQMdpS85raMMtq0bW36NktBk6LnUda6Gpb7GpZ7mlbH6K6RewtVefuaPfOWPfOGG9vnHv8qmt3guOd4G5O9k6PcNoI6ILHmbmZmKxs4uMsYk7xs8z88t+ziQ9xpN/LWEU0SYvCXCU2lAq0ZTI7XmJJLpRJ9QACtBRJYNGixHq0VI+RGZAHKzciZMHJDHi5AWRLqcJIVFmQTwF3MDIDCuaVZIbUQJ0JOt8YhblQYi4Q6PKH5wsF8+D4Fgr1hULIh58rG3lNlr9wfjg7DR6BoYsoF6Qyuglvf4T4tDvc+G7C3uuw6yrkBKUP4ABDNz2CFjF0fzqHBL1aZMD1c8iNeBofA87Pl84vAdcfQTfsH30Je5J3i2LurzH31/Dml+A6XIz+HnHcRp3JVJeQ62vQ+S3kvINLeE8b2p0P7sxBWQTKJbhrALhcnSzFjxYALp/O179cbiK2LsAFVi3vhvqTEHEjfLm63PwUdsOUTuzDauJsHVpc8O1dBd2JgCt66QqfO2KX3uuI/ybivg4nJ+tCl9ugXEati82yF/Wa+fJRI05lKtXYS1UWgtJcrrJUqK2lMgNWrAX9AlIFJ9GBfkHog6gbsGOAL+DsJveS01pLZUpLhdpGVJgROwbQA1omleBvgx1FiIyCJBe4K4KE0ZUpDASZrkJuqk7LwQS4lKssRJUZJ9OXynWE1EhOmcJGlJnKxNpn4qlG4cvWIXUWof5RHqYYXZ6bg8q4n1uUg3/6BPX7b/kZj4uzHhU8/OXRk19/z3vw4IVs+NS3/MFl+rA5c7r29nx58symPDFITuZGTuf4Oy86t0bZfg1rS8nYVjF3VO1+OdMlpXkVzG0le0vB8okY7hGqf4S2JaDvitv9Iwz/EMM/xHD2kJbYdWZalZlRvdzZtDFAWelrWehq2Ohrdgy0evrbtgTU80ne5YvuQyXbNdS6ymtc4jQschtWu1qXu1pdI6wdRe/GCFvPbdJyW2fbWzUN5cPlWGFVqby+coJU947eNMtqMXDbLDzyQhd1qYe80ktZ6SWtDVJcQpZf2bE31rOl4W2Pdm5r2AcvOn1jLNcoe22sZ7Kb2oAuyn+UlZ2BfppJzMipyCupzyqsflpS+xu+LY/Er+G/bVFZiCPzeIG2QrUAYyZoqREt1aOleli2QElMKIkJfuZLJLrkp6RJ0KTPRgFciCozvAeUa2zpfEGJtfnD04WCWZRYmzSDwRtWmPFqG0puK5QYi4TJzGZEuRQJtSXCaQL/ZZt0cvP4w8nlQejUFTtbi506oufO2IUrNeTi/Qku0IpG4JIIOhJBBzKhi8AlzXBx3h0RS50oga+/uty8DiSBAp4GPB/PNz9dOD5fOv8IulMrx064u/g15v4WcQBf/ghtfAtvAlz+jHpuI57biOdvZRECl8D2bGBrPritDW7rA1u6yL41frRwdbKUOF4Ez+XT+ToolztD99KZDpc0t9nzKehJ8iXsjp+vw0EWoGD8dC1yvIzsFiUCrljAHb10xQOwG+25Djvil85EyBsJ7l4Ej49iYY3F/hNcCGorUWVJhwsYLvCUygxIffTf4QLgQNxfcG3RwnkQLNAVqtTYy1VWMEcqNfYKta1cZa3U2MpVlnKFGRK5CYiKUZsh7h9oAjG6FSoT/LJcZqxOyZxkrJTCBHDByw1EpaFcZSEozaVyC0FhhyHdKtFU7chzimiisLrtlyf5eYX4vGx07uOizIeF+TnEjCfop09QBVnoR78+fvBfv+Q9ePBcyj/1LZ+6zaeO2fON9xcrz89syg9G6alWeDIzCHDxqZk+Oc2voG8r2T4ZwyNn+JSsHRV3S9HuE7HcI3Qvn+bl07ZG2N4hhqef6uwhbXQ0A1wM1IoFTv3mIHWTT1kfJPmFdO8I1TfUtiuhnY5zzl92HKnZbn7Lem/TCq9xkVu3wmt2DNGcw4wdZbdTxDV0NBu7KIYumrqpore0eKAMLaomaJqr31AbZlktxg6SvYe21ENf6aOu9tNW+skpuPB2ND07Y707Y91bo5yDFzy3mr6mpC+Pdqm4LVUFebkPszMelfz+APPgaVlGfs3jvPKc0tb8pi5Cz2iddLZGqsOPzOFEugrVAnRqAC4lMj1KbipWmIrk5iKpqUA4n65c4AVWjkzlGuApVRgJSlOZ2kJQmgjKOzsmHS7FonlkfAansOBUVpzKilEtFsvMxaJkvgdaaiwWG0G5YMSz5YI3NNVr98XlWej4J7jAHN1V0Hsd2rqBVOm08f+PEV86XK4uN68uN+Gy2E+eC2LopnyZJFaQ5yc3Ix0uUJd8DCU3IeEcPRyih+c26vwz5vqnlfpgAAAgAElEQVQz6vkR8/4V9f0V9X0Pu77fdYv2tMHd+cD27MXWzKV/7nJ7Pritv9zWBXdMkUNb4ngx8WHp6mT56nTl41nSx70zdC8cSFn09z6W93PIC3yBweQvYQ84vl/Cnqvzjc8hN3yH8UsQLx7YLUqEvDDRDHMu8chBMHJ6koiOWxabZS/q1HPlagNWacKrbUTNQrnKWq6yIOyA4ggecFt+KpRSvozl7rBZqmcEr8tVVqTNBEABzQJkKVdZq0btlRobxP0jgf6VKmv1qBVQAmoFaqL/CJdku1pprlBbyzVWgtJUqbFVjy2Uqa04qalUnqqMRNONknfVXRJ0M/teNupJVklRQWlJLj7zYeGTh6j8vLKnj4pzM4qzH+Vk3HuY+ds99XBfYHvtzGU+3Zi73JgKb7wNrUyeWxSnWuGH6cG9l7ztsXa/iulJwcUvZ7pldI+c4Zez/VIWJOB6h+lePs07xHAP0NZ4LYusWjujZoH5zMqoMVArlrtb/GK2X9ruE7F25ZwdCWtLQD9Rc47UzPOXHSej7C0x2SegOAdbVrrqlzsb3CP09QGKX9bpknaaukmLfM6ysOsVvbkLW9CDK+aXYeS1FS9a66bozXoOycqj2nmUxW7SUm/bUm/rxiDVI2Htqnm7o927o937E907o9z9552bcsqihLag7JazWsry8gozUbl5FU8L6nKwpOxSyhNMU2FjZ/Xgi2rxdKVojiCcg8ScCs1iMjVZZiyRJeGCkpuK5OZCiTEdLmipHiQMJm23vlQBA9+GUoWJoDThZHq8PPnZMrW1TG3Fyo1QFqHEUGEZ8UorQW3Hq20YhRmttBVKjAUgVSDjWWoukRlxCgtBoX8mm+JMzmxHopexi+iFN362eXXhRobofprQRYZ0kROm6XBJXGzEz1fj56uJs1XkHBACF7gg9insTlxsIA8oF/BZ/tYqSpEFvJibYDLn4FNo83PY8TW8+S3i+B51fo86b+GJuG8j7j8j7tuwC16n5lyO9MH9+cDO3MXObGBHe7mrDezoz7e0oX1L8NAaPrAFD2yxo+X46drN2V1LCB7oCl1fJC/SIyZuWuic6yboTAIy6IQJwk9Bx7eYN3n2KehJBJIBFlehrUTImwi4rkOe2IUjdplSLuHwmHmpUfyiVjVfpjJi5Ua80lqqshEV5gqlFZwUxF5BZEu6hCHIjfApEDjw/PRZpIaCzxJShg5y1QyZwYXX0P2pTpkpYL7UjC5Uq6yVCnO1ylo7ugClE0GmK1cmm9bgAUOFVaG2VYzay8ft5eN2ENsVqgWC1FwuMdQrTTXCN40jEyVt3H9klzzJw+XlYQuzSwqy0PnZ+Lys0pynmIz7uXkZ+b//718yfv1F1M0JbG2cOyxht/Fi9V1w9dWZRXVpVnyYHT5623v4smtbw3bLqA4xySWlgH7xyWk+Oc0vZfgkdK+Q7h6hevg09xDVNUjZ6G1d7mxa4jTYWXVmWrWRVmWkVTr59EN19/nzoQ/jvcejvcejvUfKrgMF9/JV78WrrsDLrpNRjl9Ecgw0rvc2rHbXeQQMr4Szpep2iLkLfOa6tGdZ3PO2vVVYVTpIQPMJGHV91RtK0zSjRcdqtXLJ1g7Scg95fYDq4NM9AsaWjL2n6jjQdByPd51M8g7GuQeTnT4VZ03BNQi4/c3PSnPyMx8X56LqsvDURwRGTmMftl1eL5yukeoqpMYKmblMbiYqbXilFau0YBRmjMIM1RA8JTIjVm7GK63JEiZtkZWotEHaBkFhJcqtBLmJILOUq6wVqgVkqAo0C0FpBr4QlOZShQknMwBiEEJhFOZ8kb5YZsbILCixHiXWYuVGrNKClptKVbZSue6ZbIozOeUPheOfY9EL78egJ31xMV2/IGQB8QJTdlfBpHsCb9Xp4EDmWUCMQGsZ3toRhQLXY6Eb/SltSTBd9Vydr8EmwcfAJgzTwpzLt0iyVYQcSEMocweX2IkxfKgL7M0H9uYDe7rgvj6wa7jY1oWObKEjW+jQHjq0R09WEmfr1xfOq3MH8of7D42hZP62B+AC3xuixGD3IXa2cnW+9jnkBNxAsnmysQ+7RZfuRMAVOXOEz1zB853Ti6ODYHDUtNgseVmv0lZozKUqC1GzUK5eKFdZq9R2qIwqNbYKtRWaRIjzgvAFaVcjZPkJLvD1CGjAE6nU2KpG7VABVaqsQBN4kf7BmtGFmtEFoEy1xl43tlitslYpLdWpRO5ypbF61IoACIFLudJOVFnwKhNx1Ap/RytVCxUya4XUVKcw18tmKwdGC1u591FV2SWVT3MwuVnFqDx8zlNMbib26YOCR/eyHv36+NE/72X+dm+wnXbhXT3bNAc2tIGVqeDSizOT8swgPZ0bOX3Xf/yye3eM41MyvAq6X8XcUjJ8chrsFm3JmD/BxcOnOfpJa92tK7yWJW7LIqd5gdOwyG3YGKDsyjsOVJ3bUva+knc2OXg2yT8e7b181Rd43Rd42XOkZruGmpd51StdtZtDLc4R2p66Z39saFXAMfZQlgQdS6LuGR5V2VgteVYuriKq6ipfkRrmGK16FtnEbrVy2pa6SRv9VCef7hEwtqXsXSV3X809GuUejXP3Ne37ox0uRceyhDc91NFR/6wku/jJU0wGuimzkpNPFpb2vKgSzTSNLVTKLWUKW5nCRlTakvJBZUUrLWilpURhxijMOJUVJlMICitM6GJkdzd/CQorQWGF7USc1AQda9gsK1PYiHIrCFugCThlEEsGK2ygfVBiLTxFYl2BQFcoMaZiqHQ4hQnggpbqMeLpStEb1thbXzAU+xSNXfo+h303AS8yoZuuVn4iS+oLXB+DHrBmrwOOxMVG7Gwteroa+bCC9H1+4ki6gwEtITAr/r54vIEcKbu53EB2lCALAWZbvkfdPxK+HwnfbcwDxdGPuPtH3A2rjAhcTJEjQ+hAF9zXhg4M4UNjcM8Y2DWEjmzhY3vqbjTA5U6q/NR+hj/6T20jxKOG7/w64EhcrEVPlxNnqzeXG9cBBxymBLjAFbTriP8q6L0OeaLnzsi5O3Sxe3Z5fBQOj1sWmyUvG9S6ylETQW0tH1uqHF2q1NirNXYoVSrU1gq1FRlsQZCBkAX5CPIg7STQLFCqIP8SAFalJgkUKIUg3x+BC0iYZ2OLdRPLteNL8MG6scUqpQUG50DsVKrNNWM2MHThSS4TyCxYqR4t05WqzfDuV66wVcptFVJTtcxQI5mp5j8vbRdkVrRm42qzi8sKC0uzM1EFOaU5TzEP7uVk3M/+9X/9+vAfv2b8+guntf7UtXThtAY2tOGN6cDi80ur5swgPdcKz2aGTt707k12+DWsLTVrW8OG+mhbxfQr6H4pwyOiukeoTj7ZMUTZHCQDXNZ72tZ7SKs9lJVu8moPaa2PtNTVvNzdNEfFj1VlvmooWuA1+cTcHTnvZKL7eKJzT8nyS6iuEdJKb/1SV/16f5tX1L6n7t0Y4bxsq1DX4abYzfpexhSH8oLWMk5qVDVUq+oqn7fUztJb9CyyntFkaW9d7Gpb66dsDtFcArpPwtyWt+8o2DtK5q6KtaNg+xTcDWmHVcSb7GonV1Y9fVyQkV+V/6wDy5RXD081qsy1ckOt2lquSFKAqLSVqmzpcEErLTiVtVRjJ2oW4P2pcnQJ+juwtloqtxCVNlAuSDIhVmKEXTNgVoVmsUKzWK5eKFPZy9UL8CI5PqOyQ6ggcrumWKJHSUwouQUjs6ClILrNySktmQEnna0UvWGPv/MGgpGbcOwSUnLvWtFpDSN/OlzS+OK+CbiTo7dB53XAET9fj56uhk+W4ecrHS4/tXThI0iINwKUT0EHck8V1ggQuMBxIUSz/HXl/+vK/2fcCzMv/wEu0WNj+FAf3NeGDnThQyNcXwztm4KHVkS5RI6X46drMCmHVEY/zbak12zIThRy+BaUy3VgA7Y2PwUdyXsjIe/1ZWoHNOiPBz3XId/HiC8R8MQDvkhg/zxwdByJTNqWm8Qv6pTzFRojQWMpG12sGLVXwGTaqB00C0IE5JcAGoQ16RxJ/yx8HFCC8AXh1E+Xz9LPm8E/a0YXaseXno0twkdq1LYKuQl8FhA1NWM2BC5QHIGRTJRbsWIdTqavGLVUjNqJCnOZwpYSL8Ya2fwz0duq/tG8hvan+PrMksoiXHVODjY3G/vo97xf//H40f2sf/5//7z/f/4r9+F9VlP1zpLu0m0JbGhD61MX9onI0uS5UXY2LzidHjx+3bM91u6SU50SsltGhal/t4TsEpNcArJzhOTkkzcH29b729b6Wh39pI1e0noPaaOXvNZLXe2hrPZQ1vsoC52Nts66GTJ+oib3VT1Kz6pZ6m5dHaBsKbjbSo5HxFwfJK30tSx2Ny7wmlZ6SW4BZ32Q9ZZUNYTJHCnNf0mum+aS3zBb37VTXzFIE20NmqZnz1tq31Eb55jNWmaTmdO60Ela6aUAX9xChk/C9ktZHjHZK6P6ZCyXjLMi6tQO8UQM2jN8RUZuKbq+s7J77Jlgpl5pqVFay4W6comhQmlNAkJlw6uTcAG+lCjMWKWlVGMvG10EuFRoFomahbLRxQrNItABHkj5gSwOrMSIl5iIcivABX4X8KVCs1g5ulSuXgARVK5eAGzdIUZmwSoW0EobVm7FyExYuRGnMKHlpiKxDis3EhRagIvnMhBMBKIX3puAG5TLT6MuN2H/T2VR6vHeBNzISelkB/ZyM36+jvgp6T+MUAFdX2zCD3J6WYRABCog2H4E5QItp4+BTQQu36PuP+NeRLmABXMbdX6POOAkQGqI7kAX3NcG9uaD+9rIkSl6bI4eWSOHFlAu6XBByILAJT2fBSnk0qd1by6TvjTABVplyfZYxPMl6gW4JHMrAr5YwJ0IeK5DnnS4HIZCY+aFesHYM8V0mUqPUxoJajsM/lcoLQhcylWWqlF79dgCaBkABDi+/xEuiEeDjOEhL6DUShZZsNksNyHzcjBE91NZhCgaGJarUFqqNfa6ieW6ieVn4/aaMVvSmkkSzVyhtlWqFwlyE1Fhqh63VY0uAFyqNEuVqoVKuaV+1F4+8rZiYBJFH8ooa/01F59ZTMwtJBQXErKfFj59nPfw94yHv94vysxqKCf2MlpXZp+frOsu1ubOFl99MKujKxPnRsnx9MDh2/79lz2+Mfa6lLQqaF4VNG8IWzdFbRvDrRvDrZsjZIeA4hyhOYapG0Pk9f62zT7yRi9prZe80U/d6Kev9VKXe8jLPW0rvW3LfW32riZLR72N12jmNVq4TbbutqV+qkfWsSXrXhugm9obTO0NC13k1X6Ghds2Q63T1OAkZSUTzVWzHOocjzHNob9hUV4yya8YbW8YpPf01ve0pllGk47VbO0g2XmkxW7SYk/rSj9pc5juFrE9EpZTSHaJKG4pe0PCtY7wXvV0dLSQSnE1xGZeXf9kg0xXJTcSZSacSEf8/+l6y6/G8nXf9087r+7dsvY+a+3Vsrqq0LgLECe4FO4Wd7SKQkJsShSHYAkJDvEEr+69z313XzxhVqp6nTF+gzGZSYCmOh++z/excQdbi9G1OFWLAVxIeoykxyp1aKUOLdN6PmjcZWp3pQ4l6bEqLQKFcxQ9TjP6aEYf1VDUI4RyIeAC03MpKoSiQqqnEJIKJasxigan6Xx0vZ+q9ZJUKEyKgqGZ36bbTborVFiZGimHvQ6Ta+WTa+/G7b8ML5VN2KunlqnD0w2Gud2b29vsTfY2/HC3+0OdC0GTH8hCtEffJ/fuUzulBSwEYmCOEtE9RCAG+ALvUCJ0enNLvy1rBri8rWneAUfmKbEFbYqgX4jCXKIn4DvPhYBL8tSeOXNnzz0Al9QZlj7H02feVByHsAioUeqzlHZYQr0/QBFIVMTNHZGE335MbhF5+IfE9lNq9zGxV7jZJuCSS+zlbrcBLvnEQTpxcnUbiyXvjG5cMGriqBcpGnuVxknSeihaD7itwBGAC6E+AB+EAIH4CPhCQAful/q+cE2omGJ8pPGAbIGwiIiGCLJwjF4Il9gGnG8J8Mx+4Au8hGP0gnIpvrYoiNxMA842BqgaD2nKQdchVI2namKNPOWhabw0DUZVowwtQp9a5U8tUbo0/6hp/Zdy1r//Rv5///rb3//+/pe/v/v7X3/9z3/9j/J/vGtVyIyTIzPqYadNFfV9uQp8jnvMlx59JmC+dU+dLQ/EF/ric72R6Y49fcPmhGR9TLQ5Jga4bA6Lt0Zku+P1++ONe2MNwJeNPtl6r3SzT7E90Lg90Lze2xDolnk/SkL9cl+3CGkXuNoFzjb+ciNntZHv6ZQtNQndXfLN0Y6NkXa8pwGOs00yXcswsMlaNslcw55TiOYbpJ+bFYttDRaFyKaUzLcqljsb7B0Nyy3i5SbRWovI0yGF9iK8UxzolRJw2R2Xb47Jtyeb/aNtq30dmpZWGV9KYspqeozCqRWG2klSF0fDMbQ42+CnqlGyugiOSo2nknBb9GiZ1lOmdldAhlhdjFxIWpRq8NKMPooeJ2QLYeiC/wIjfiDaqpxww1J6kgqlar10vZ+m85HVGMCFIAsMdvkw4SqfQj+oPDDmDrLdHyYdoFxoOgdjbK7F8nn/LnGTuc7ehgs326UjF74fvHBYWkdX0se4//A2qZoojSMK5AhhQtCEsERL6/1L3tGl1TGwGmgXxkQRo3lhudBLYhOcXSjbhTrdPzLfG7qZM2c67oCAKHvuyV0gAJf0OV4CF1/+KkjA5YckEaFfADSF6w1QZfCfR5yn1O5TavspVZxLXpQzd7uFm+3SsCh/t/OYDt8nw4XkYSYZub6Lx1MJM+KrnbDydct0vbNa6yLrEJoepWk9TB1KuCRE4hkkCegUCHOKAU5J6ATqhoiMSi8IQgGtwKwlEkNgwRB3/gwXviXAMXoJ65dtwDkmjGPCWEYcvjLAhaHHWAY/NBPQNZ5iFZ/KQ9HAX0WUrHIx9R6RGWWPztDaJ8olbWU86X9V0N69r/zwruzX//qluryiWaFYmZ/ZxJ0h56J7RnOCf74JfTlDLHdeS8pnvPOobpxjt6tj18sjZ/N9h6a2PU39jkq+MynbmZRtj0q3R6WwY2RvonF3vGFzqH69T7beKwW4bA02bgFcuhS+LmmgR+7rk3p7JXivBOuR2ttqlxsEq62iaRlHK6TNyPj2jnp7R4Ozq9neprTWcbUc+gStWstjWKU1JpFAX8ezKUQzjTJzvcjWKJ1rkS+2KVY6Gxxd9a7OeneHDP0ox7pkWJcE75YG+us3Rxt3J1t3J1t2pxrWR6ShsWZksHW+q3O0sUNc18JRDgmG55mTq2UT9nKNp0KFVKoQlsFP1+JAluKUFrW7Qu0uU7s/qFzlOuSDxv1B5SrXeIoujMpVrnJVaxAQLxArkXUYSYtWaxCKBgXWQJAFF2T1d3ChaHC63g8rBIAspYsEYNIlKJdKFfDOBYZulRah6FGOBeVMfe6cXYFUdD5xCOsW/ylZvh+5cFCia/aIA/XuxOJ6YqH9/e1O7mozf7V5f7P9RKwMS+y9xRPbhHcBd2AWL7xbYQrv18zea3qXGKD5cLvxdLv+mtwqDZH+J7f/Y29R/tKTu3CDZsldIACX1KkblAsYuukzb+4yAJIEEFOqTX7IdUEo9JB4C3xSpR1Tuy+Z4t6D/M3G/d0WLNkGuBQHdCd2HzN798kwoVwALmLVTI3RzjS6yXoP1YAxjDi88+EdW2qXEHEQBEqlji/oEYBLKXRoWg/kj4oVKFoPaByWEeeafETUA/FOaYaIiIngPsfoBfHCNfm4Jh/P7BdYg8LpgMDm55h9HLOPbfKCTmEacI4pSNfiLD3ONuBQXwMWAEmLU/Q+lilAUbtYGjt34lPdmI3fPSbpGVb29I+Mjnd1fpTU1gz2ds1ZjQdbgYN1dMOziH/SR7yLt+tL56g1HZy5QbVX7sk790TKrbpdHYvP9YYNLbtqxa5aAf3Qu+PynTHZ9qh8Z0yxM6bcGlGE+mW+blGwRxLolgR75Bv9yo2+xmCv0tclx7pkvt56X78C7ZY4OmsdHaLl1trPSv5Cg9AqF3aT3veRyqZ4jHE2VS1gmUSCKQ59gkUfoZH1tYL5xnqzXKwX11jq5Ral1NoktzXLrA0SS33dQrPU2duM9bcgPUrkoxzvrvf2KPx9ivWhxp3xtn1V+76qbU/VGBiS+oabVvvbrR+7+5q6xYp+cb+NP7VMmnL8NrH2QYu+V3vKVS6eZZ2p99F03wDxVsaGVGiRDxr3O5Xz/ZSzXOOp0mNVegyCJlAudJOfbvJTDV5ADEmLQk4agAIHBhVWjLuAL1WTHuALSYtXqhBQLqWypXzSXaFCPqjQH+BSpUVgGhHbjLAnP3XOrhxnson83UP65DGxR8xzIYIgmPhPNBb9IF4KiV0gC1H8AkAp3Gznr7fy11twkb3cKFxvPSX2HhN737YgJYurll8y+4QlTMDlMbkFPdbg7AJZiLgJ5vMDXCA++j2985LYfL3bfL3b/LaIPneBZM89BFyyZ2gmjqTOMMJzAb4UN9JfhAoXofx5sHARKi17IYZalhYCEj8uMZ0clMtToohMgEvmejtzvZ252cve7ebvdp6y+29L0aK3yfNY8k7nQOombXzdMsCFrEMYRpxlxBlahKAD7a1glxAmpclpIm6i6xAgDhTXQVTCNnlB18Br4euwTV6O2VeadSYEC5EhAtlCiBQACkEWoS1UO7NRMxeqmQsJZ9b5tiDH7GPoi9NhqGqUpsHYBi9LjxeLgHU4WYeRdd5qLV6tQWhaD0fnEBvWakZM8jGdeQ1xr697/bhrbclq0Ni/zMWPtiP7wXDIs4cvh+zWY9+nM9/8OT5947Pc4for9+Ste+p2bfx6eSQ233toattVK7cm5Vvjsq3xIly2RmSbw9KNIdnGkGxjULE5VL871rwxWO/vlvm7FYGeBm+P0t0uWWniI11SpEfu7pLaO+rWOiXOboW9XTbfKLYoxSoRf4BF6aj+0Fb2vptUNUCn9lHJI2ympq5GLxEZpGKjQqqV1BnksoWOVlur0toktTRKZlvlSx1Ke1eDu7cR7WtEe5WeThnaLfP1K9dHmnanOnYm24ND9cFBKdIrdvYpvwx81Hzsbm3qkXVMiUc/c9QOsg6pMGJlRm+VEScbcBg5CK4q2YCT9Fi1Dq16s3JBsFTq0GoDTjJ6SUZvtQEn4EIz+gBJZN23XBKkgUqz1FQtBrKlatJTOeGumPIQoRCcKjVapUaLc/81WLUWL9fg5Rq0Sg0Wr5NQLiSth2FwsSc/dcwsHyRTyULiKRt9SR88JQ+es8cvuWIbNCwtes1HSmULaJk3CbMH3b8EYqA5AOQJKBRYAvuU3Ifl9rCPEPYpv2YOYa0a4QcT6xxhEhOhX17Tu8SBkZe/Z/cJrHxNbRdPaeNi9tyTOXODlQuIITwXAi4QGeUuA/mr4P3lOnGI6QrfvJjE2xSom43C7WZpKPiY3HlMbj0mi4tHivdBs93u5m5384kDGHP5mNkrJHZBuVzfxWPJO70TFY6ZuZovEBZVa9x0A8Y0YEwdSsCFSB6DSCn9lLBdiHAJng/PYRlxtsnLMuLES0DycC1+gAvIFoiAQKoAPgiyEHKGZ/bDcyCG4hi9XJOPY8E5FlwwHeJZAwCX4jCHSTdp0s3Q4nQNAk3S8Mao1uKVGg/N6KOoXayplRr1Yt2ovt86797d3T4+2N4JOFfnp8Z6PY6Fi8jO2dHG5fFGbBuNrq+F0dmLwKfExuIlZrz1GtMB86176np19GppOL7Qd2zp2NM0bE3KN8ekm2PSzWHx5rB4c1i6OSzdHJZvDss3h+o3h+o3Buv9/TJflxz9KEU6Ze4OqbNNvNpa5+yUIn0KtL/B2S1faRcvtYq/NEvmm2QmpWRSUtPLpLZUlrdWVfSxGKNC/liNYJDDUUlEWol4rEYwKuSrpGJzU8NMe6tBKdMpRMZ6sa1ZttBWv9SpWP2ocPXUo/0NSE891leP9yv9A/XB0ab18Rb/cIN/QO7ukSz3Nlq72nubO+VN/eJec93UKl3lqNIiZTqsXI9X6FGSHqHqPHQdAurvz3CBqlzwXCrf8tMVajckj0Cw/GDuEplmOJAeoul8NJ2PosFJqm8mC1CmFC4VKqRChZRPeco1eIUWq9YAuRCKHqWafHRLgG7yciyoQLvcvbB2lM4kC4n71PH97c5z6rAULnANG4u+by8qqphSuBQSu6BfHlJFjhAoAbK8Zg7hwEPFT7NhWCdCqBhYhwZrAB6TW0+p7VKgEJO6/8iFiZZoYqrLd8olHXelYk7wXGBj0XdwiaPJOFoKl4erDSDLw9UGHCJcgpn+MAcYbBfQXYSQIeByf7NeJOVbER0MzX3IHEJYVEjs5u7CxZELqYTRjYHnwjA4SDo3jOamatw0jZMQJoAJsDYAKIRIIdJJBHfgIY7ZBwRhm7zECBhC3cBNEEHwKTAIclJEOAbPL1bcGXFiTDdl6q2URuMgq9dKnwxjw6EAlKHFaWqUonZTdQjdgNGMeLUOrVS5SSoPVe3gqldqJ+eUKtO0Bzm4iIUjO+E93+cZVU+7JIQvXUY240f+29jW+T52HcaPfZ/igYW7zcVL3HyFG1J+05VbBXA5m+87MrfvqpWAla0RycZA3eagaGtIujX0HVyCg4rAoCI40Ojtq/d0ylZbRV8ahZ+U/M8NgqWWmpVW0XKbaLG5bq6hdlZZN10vnhLXjIpqOigkxbvfWqur+jnsEaFgQlQ3IRJr5DKdXD5eVzvI447U1ahlErVMopKK1XKRvl483SL/1K780iFf6ZQ7uuRofwPa34APNmADSqRXig0o/CPN3qFGtE9m75bP9bZMtLcq5C3C5qGa4VmOarVqwl6ucn3QIB80SJnaXalxQe9PqXVSpf1WnluhdoO/C1FJ0dNVuUBigF1C1nmpBj/NGAAbhazzUvQ+qsFP1/vBuKVqvXRTkB4oV0QAACAASURBVHgCPKdag5VPuot7RTRYtRav0mDAl/IpT4XWW6EFBiEkrYesQyhGL9XkA7jwNUsAl9R98jETeUruv6Rh7dkRAZenzBEER3+Oid52MB7Bc0qtX4iqHhPhx0T4/nYPVsQ+JQ9AzgBu4IC0+WHay3eTGd62L8KmkdJNAH/kwn/kwr/n9r5m/xlcMmfuVMwJ5XOwaxH4AlhJxJBEDEnGMAIuEBYBXB6vN0vhcn+z+VYs983TJRLv+ZuNh8QmhEUPtxvFGK/EcwHlcp/ce86F75N7b42LsbN00ujG3sIiJ8XgrlK7SGonWeWkqL4lkuk6hIAFy4j/OXnE0KMcs49nDbBNXoIFAAuIkihqF12HEHfgJnCESHKDI0PQCh4i7lM1321cLBbyqezVU6tErooObrT+rWJC66OrvVQ1StF6aHqUokerdZ5KlbN8dIWjc9VolmtHzb3mWXR3K3YTCR8GjsKYzdg/1C2NHeJ351vX0dBtJHR5gF/sua92neehz+eB2ZvQzJXPfO5W3yCalEtzZx+/+DRwYu3cVzdsjkm3RiTbo9LNQdHmoGhzULI1JN0akm8OyzcGFaEhRWhYGRhpDAw2wgSWL001n5T8hXreUnPtvJI3V8/93FS71C7/0qaYb5Ca5XUqSe24pK6NSpa9/62NSh4Q8IaENaN1oimJtMiXesVIXc2AgDdUwx8U8qYkIrVMYmyQ29oUCx3Kzx31yx/r7d1yd6/S01uPDSixAaWnV4r2y33DTdhQg7Nb/qVbae7t6Gtrr1V2cj9OccY/V40vl03Yy6c85RoUBEilyglpRLIOIzwXoAnBFMAKWC3Al0qNp4iAKQ8M5Ycdr5BRLoULVeslqzGSCqUa/ACU0twzbEGreguFSBDYavEqDUaERZUqN4RF8DNQDRjL5AFDF8Ki59zp1+zRc6p0bkuRGoXE/ptO+c6RKST2AUBgypRav8VVAYnwYyL8cLf/cLcPcCnVMqVwgYn/IFiIlHbpxvvXbPg1u/eaLTq7xSEMIGf+b3DJnnvScVfy1JE8daRO3Zm3jdGAlbtTz92pJ3GKEp4LERMRyiV3GcpeBCGLlLtez16FACW5u83s7QZRkpy7Xge4FPe9gqL53tDNJ/cBLg+p/UIqnElGbhKxeCphcKH8ET1btUDXr1EMbrIOoWiLyoVoSgSXhG8L8m1BCEAIA5VQNxDslEoSwqmBA3gi1Ap4usV+xbeICZhSavH8YCQTNTXFR/VuqtZZjLmMGMOI0Q0YTV9MRpCnUPIUSp56mx6icVZrXRStm6py8bUO7siMYsI87UL3Ywex+M7FaeB4z2HRdRgmWxPn64nzzcT55vkBdn3kuwojqWP8Zmct7pu98NmuvJYLVHeDatOoPuVU3yyNxOd6T4xtu1P1O2OyvTEoyZVsDcg2BqQb/fLNAcXmUP3GiDIwosQGFO4u6Wq7aLmlbqlVvNwmWe2QLbdJ5pWCaRlnrkH4pU222CqfUYiMohqdVDReV9NSVSn55eeWqupeFruPzRkWCKck0vE6kVom1ysbpiTisdqaCVHteF3NpEyiUkgNjXJrS/18m3KhTf6lQ77yUerqqXf1KJCBenRQ4emXoYMKbKje1a+09zTOd7dOdXW1tHcLOka4Izam1g5kgWWsZB1WrUGq1K5KjatKWxw6WXqgBhcuCL4QcCFCGPhqVIOfavADU3680HopGhxkESSkqtTFdYtVas8P4qh4NFiZGitTI+C5VGvcJK2HbMBBubDNCE/95ePc6kEyBYbuU3L/KVkkSClc4FOgDHFA7z9mj55y38GFiJieMkevmePXzPFL+gjW2r9mjn/PHX/NHkFA9DV7BAeu/8ifwDqR0hAJVAwU0RTVTcnStR9ipT8yey+3Gy+3G9/BJRFdS0TXCLhkz1CCLAAXiIyyF36CKXDuL9dL4ZK9CqUvAtmrUOF2M3e3mblZB9z8GS7FeeXgbMMvK3EAjYuPmb375B4Bl1jyTu9EhGNGtmqBprNTDG6KHqXqPFSNm6p2lBbvs01enjVA8AUuuBY/EcUQaoVj9sFDQBlC8sBH0CDwkh9eCx9LI6nSmhqa1kPwhYjUmEaEaUSKzo7ZyzThJXDxkqdwispLUWFkGIOmdZH1HqYRYes8tOF53pB1ZN6xdRI9v4pED7HbM+/J3sqCtWfe0n0T811FfcmLrbMwmjwNpqKBu0M0deC53Fg8WNPGMWNyY/bKo71zqW9Wxq8Why4X+uO2rkN14+6obHtYsjUg2ewXb/ZLN/ulG/3yrcH6rWHl5mgDPqDw9Mtc3fK1j9K1j4q1jwp7p3y1Q7bQIJxXCmbq+bPKmrkG0XyDdLZeYpWJTXLpRF1Ne3W17B+/NpVVdFJp/SzOeJ3I1tY+3d5hbW3TKuqnJGKtQq5XKqYkIo1SoVEq9EqFuUk+06qYb5d/7pCvdMnWeuTOHilgBRmQo4MKdFBh75Yt97Zauzp6WzukLT3cfi1L9bla63ivdn1QoZVqnKLBqWqcpPJUqpwf1I4PasefsQLv/yJi3uBCmDLVWhz812otTtZ54VD0Poh9iE+/BUdGHxTFEMCq1iBE2vvPp1KHV+pwss5L0qIkrYek9cB3pxowthkRaJd7PjlOsrnUffIhffJwt/ucOiSCndL4iKDMW8tiES736YPH7HePEk+4T4afU4fPqcOn5AGc59RhqXIBT5c4r5lDUC5EiPQ1dwAJX2KK3Ws2DByBFBKQpfR8B5fkqSMRXbs9Xrs7cSSjrnTMk4kjmTjynXKJIakz7Btc3pTL4/Xm4/VmabaocLuZvQplbtbziS3oByfGRhDrJov1f2+ey2Nir5hUSx4WUuHc7TaMXMgn9zPJyG0yDmGRVDPD131hGBw0E0Iz4nQDStN6qGoH4cuCLcK1+AErXIufbwsKpkPCmXXBdAhwA7IFGCScWRfOrPOsAZ41UDO7AdfwBPiaBEoAQJA8AgDBMwl/h/gBmAYM9AtU5YExzDZjbPNbCGbCCeVC0+E0nY+m8dO1AZrOR9UhZB1CMSB0g4dlQFgaB3vsU9eM2751dHpzfXV1FDtw3UbdVxGn36ldWxi6PHbfRr35651ULJS/3M6dbSSP8ewxdre7GvGY4pjxLjR94dHcOlVXS6Nn833nc70x68cjTdPOiHRrULQzINkZkGwNyLYGZJsDCgIuSJ/M2S919SjWeuT2rvqVTvlSu3yxVfqpuW6pXbrcoVhslX5ukS21Nax0NC93tM61NBkV0nEBv5dJ76FQexmMqRqRpanlU1fPl97++c4uo7LRUF9vbmw0NSp1Cpm+qUGjVGjkUn291Nokn2tTEHBZ+x4u7kH5ard8qbfD+LGntblD2NrHnZimaJd+m7L/Q4O+V6EVKow0iZAnENKku1Ll/qBxf9C4oSORSCR/q+jXFQ9Fj1OMXjhkA07W+0g6L0nnhYsqDQbBDt0UpOh9YNNCuARwoRq8dJOXbvJS9ChJ64GZmN90k85D0iNwqnWeKi1CNgXIpgDNGKAavGQdUq0pqhuyDmGZPHzNEsAl85h+ycde0gevmeK2+dd8BKzcl9zJ10L0z7ZuESXpA9jM85D5dr+Q2IdxU8V89t0+2C7QW1BI7Odut3O3b1vDknv3yb3SjQIP6V3YFfucCxPKBchC7Hj9s8ULiaTvJtHdHq3cHK/cHK/cHq8lo67UqRsO4bkQcMmd+/IX/vuL0P1FqHARerjagHkuRDcUzIy4v9vK3W0WktvFAZ8ljQ9QoQszPovVhCVwgaVoBFwKqXA2Fb1LXVxk0xbUJzfM8w1LDIODbkaZFj8TMGFESzM+xDsf4ALXpQeIA7qj9E7t3GbN7EbxadNBjtnHsfrBnQFksIw4fEHgC8caYJt8LKOXZfSyTT6O2c82eVlGLxFMgZVbrJSxenk2H7yQZcTpBhTms1I0KE2DMfUBhs5P1+I0PUrTIzS9m651MNWrNfq1RotjYf14O35xEj28jm+lY1gm5rk9Xtvz2+xz/Sfbi9cRJH0eSp9vpOPrmfPQ/eVm7tSXPHAkd5evgrMx1HCDmdK46WZlPD7XH5/pPrV0Hmma9sbkOyPS7SHx9qB0awh8XOX6UOP6UKN/qMnV37DSq/zUIZlpqptR1s01ihfbFCsfG5c7Gxw9Lfaupi+tysUW5UpHq72zc6m9bbaxySiTa8WSqRrRAIPdS2VM1Uisze2G+iZjQ4tB2Wpuapvt6La1dpqamm1t7ZqGpkl5/ZhIPCEVaesl5mbpfLt8sVOx0iWzd8vcA/XooNLTr0AG5J4hxUpf08LggGZgsrF9SNijqtGvkvWunydWf9Ni5VpvlRolTSLkSTdFhZC0aKUBqzRgpfVvpRmf/xtcaGY/zeynmYI0s59i8FfrULLOSzV4mZZ1mtFH1nmrNQhZ56XocbreT9d7qzVuqgGjm7w0I07Ro2QdAogh6RGyAaWZvXSLj2H1M6x+usVHM/vJpgDFHKSbgnSTn2bEqYaiaKKbvGwzxlEvds6uHKbSqfvkcyH2NXsEiefXfOT3+1Ngyms+8sdD7GshSuDmu4K6zOFT7vg5f/KUOyYCIlAuhNdL6JfnFOyxP/xWcQcrkGCdQPbwOXv4lN2HjWuwYADEC7E9+o/C0e/58Gt2r5QshAvzmtz+n8zetwrd4rCo42XYiJY+dSajrkTEmTpF0jEUVotkz/BMHMufee8v/I9XoYfLYOEyAMO6n++K7QnF3spvdThFiwgSXW/82ybgQhS/wN5FmMidT+4DXF7SB0+Zo0wyAjN0TR6vRDtXa3awTC6GDadbfBQ9Cu98hsEDh2VCeTafYCbAn/ZzrUWVARwhQiGuxc+b9nNtPq7Nx5v2c6xelhljmTGO1cu1Bbi2AG86yJkJ8mdC3NkQbzrImw7Ca4s1L2Yfw4gzTV6mJcgyBVimAPStMY1+ri3IMQVpWoRhxMGaZZq88E15lmIHAFPvoaodMNeSmInH0WNsHco3+VgGhDS5Stc6+EYna2JBZlg0ebfX45cH8ZPI8fpt1F84xXInjnTEEdta8Hwa3vAYE3Hv3anvNh7M3e6mzzdylxvZmC8TQbNH7tuNhTPcdOOz3HgM12uqq+Wxs0/9x5aOA33j7pR8c6Rue1S6NSILDSmCQ/WB4VbvYIurp+FLe/10S/2EWNhNJ7dVl3dTqkd4DFUtTyMSaGr5aj5njEmb4nImOexBCnWUzhpl8fqp7EGGYJhVM8KuG+GJxwTSQZboI4XXWEFXvCcrPtCU5Yz6CkYLhdfBqGmhcGQfyOJ3FbKyqi4OT9Wg1Lc0WFrrF7qbv3Q3rvY1eAabPINNzm65/aPI3i1ZHu5UDYy1daskXdrakTm+xkXVIeUa9IMGKVMjFD3K0GM0rYemR2lGH8Xgr9JgVWoP1eAFjjAtQZrRBzW48JHIJcE1VLgwzD66yU81YDSjj2nxM8wBsg7hWEIss4+u90KJAMOI0/VeitZTOblGN2Ass4+mR6k6hGX2MS1+ih5lWQN0k5dqwGhGnGUNsG1Bpi3AsAZp1nWKOUg1+Cl6HKhEtwSolgDVhHOtXqFhtW1mdT+RTOTvMsnDx3T4j4fY74+x3x9jfzzFifPfz2f//Xz2x1P89T4KKPn6cPp6H33OnxQ9l/wJfHy9j74UIqBlnvMngCSCRyCIQM6U5qGes8fP+ZPn/MlLIfJSOH4pRJ7zYOUcAlBeC8VNJq+Fw6/3By/5/a+5/a+5opVbumzk/2T3/79cmIDLSiqykoyspqL29KkT4JKMukrhApO67y/8DzCP7jJ4fxV8uA7BJF0o/y/2R5X0QBMOEBGzQSoarKDSR4v1y+mD+/T+fXLvMbP3lNx/SB1kkpG71MV5PmNAvHLDJ5HVxbEhnLkAazpIN3k5Vj/b5IUqEq7Vy5/2C2eDNXMh4WyQP+2HxJBgOgQxEWGplMKFa/OxLTjb4uPaAiyzl2X2smx+9nSAMxPkzATZtiDL5meZvSV2iZduwKCgk2kJ0k1++MPINPr5tpBgep1nDXKsAYYRgxq/orlj9XHNOCCGoStmxJkGjKHH6DqEqUPZOg9T42JpnWy9g6td4Ws/yfQLWk/AeXBwcBmNxHfOjr2pKP4Yx+5PnQ9nyPXB0rpDte7RXx+7Uuf+27g/dbmZOltPnwXTp95MBM0cum42P5/hlnPEcO3WXzu0V/ap889Dx5aOQ0PTnloeGqkJ9tcEh8ShkXr/cAPW37T6UfG5RWZtkIzX1TZWVnH/839z/v3feH/5N96//j81//Fv8r//Tfnz3xt//bn+b//V+NPP7b996Cqr7C4nNf1S1vqO3FZG76hgfqxid1Zz2itZDb+RxX+vEP7tg+BvH9h/+ZX+b7+w/uM36r/8VP6//lL+v/5C+9e/k/7lf5P/9a/8n9+1MlnDYpG6QW5tUy52N6/2Nrn7W119TWs9ipUu2VK3bLa/vevjoOSjStBt5I8u8jQoQ+cn6fyVOhwiC5oeoWqdVB1CNXgpBn+1Fq9SowAXkhYlzJFi0e1bFgl2Kr7VtqBkHULWIcAF0CMUPcow4gwjDgSh6VGGEacbMJiMwTL7ONYAxLYEXECVUA0Yw+zjTIe4M+vsmRDAhWoJQe0M1YBRTTjN7KdaAkxbQDAbFFmcXZ9cx9lc5iV7n4t+LZx8fTj9+nBK8AWw8j8v5388xX9/jAE7XgoRgMtT7hiYApQB0DxkDgup8EPm8DF79JI7gQMZpZfcyW08eBMLZG924D5Rp0d8HeDUU+4YQq2v2aPf84evhcOX/MFL/uDr/dHX+4PXQvj3fPj3fPj33N7vub2SfSO7ME/3G1zS0dXM6VrmdC0VdaSiDoBLIuJORj3JqCcdQ2GY7v2F//7C/92Yyze4EI1F3wdBO4/JnR+cl4dEsSGq1IsmVqM9Zg9AmIHLm06c3CbPz3JpnRuT6ubrLE621cOe9bNnQkyLn2sLcMw+giyCmYBwNghkAbgQtguEPyBk4Jo4oEfYFj/8D8Q0edkWP8caYFv8DHOAYfYxTThxGEacokfhDxfXFmSavHQdCn6wwBqsmQnWzoaE0wGOBYcfjG3GeDYf1OaCm8N6+xZsix90EEntYppwthHlGl01pjWBel6mmx5bXvPHIvtXJ6eX4bN46CqKZ8/wxzP8Pu7JxZ23Rythr9nvUJ9sfk5fBBLnweRFKHUWTMUD2bg/d4pnjt2pvZWrwEzUqTlzqC/t6iv71NmnwWNLx5Gx+UCtWB8SBnoEgb7a4KA8MKhE+pSLrWKzhDfJZzaVvxP+9T+Ff/3PlsoPH6nVTR9+Ufz81+bffu6uLh9mUvtJ1e3vfmv59R+dH8p6Kqqbfn3f8Et5/d/LFD+VKX+pUP5SIfn7e+F//Mz9t594//5z3U9lwr+9q/17eUM5Q/xrNfsvv9b89EFeRql7V8X5r9+Yf/tZUlH9kcefkEnMLcpPnQ2r3Q1r3Y2rHxVLXcrFHuVcd6Omq72xtb+uS8Pvs3JGvtAnXWQ1VqnGP6jQChVSrXFTtG6yeo2kdpG0KEnnrVSjVWoUtAnMmiw2Cr3dgSm20Az9JnAQWCdCM+KEk0I1YBStByZ4wYHqAaoOYZq8/Jl1/sw6w4hDaRJFj1apXVDDQsCFMx1i2gI0s59iDlItIYiJKHqUbEApRi/Z5KNbfPyZQJ3Z0fXJdZLLA1xe88cvhcjrffT1PgqIAb78z8s5XP/+GCPQQ6iYYkyUPYLlgvnkfvZuN5fYyyd/bE16yhwlzteTFxuP6cP/foz/fn8KZPlaKHKqFCvw1V4zh7/njl8Lh3B+gMsf+f0f4PLdDN3kyXIqskLAJRkhnBeEOLk4/nAZeLgMAFwIrMB6R4BLcY1bNkxky0GVPKR371PfFA0M+y2Fy2PmO7i85I6ec+Gn5H4hsZ+6O75JnMUySY0TEWtmhUY7w+RkTntZ00GWNSCYXefbgmwzBnzhWr3wfi4ek5coeyPsXrBjeNYA1xLgWgIcs59t8jFNXqbJS9OjdAPGMOJMox8O9Juw3vjCMhedPLbFz5sOcqx+pglnGjCOBedbfTwLJjBjNVYv34SyjSjHhHHNONuMwXdkW3zwl5Bp8gLL4HBtQZIeY1r8XCvGM64JNLMSjWVsadlzsHV8fRy/3D0/C13H8eQ5ljvHCmdYLuaGPVOxrTnfyvgGYriJem7i+E3MlzoLJk592bg/F/dnjj2ZQ1dyeynmNhwvjZ8uT5wvj8fm+4/M7SfGlmNNw9Zw3dagKNhb6+8R+wfqsYHGpdY6rZDWSylrfP9zw4d/DLKp0y31S93tFqV4lE3tp1bqRPzF1qal9habXDbKYHZXVPZXU3qqqW0fyA0/V8j+673ipzLFT2XSv72T/u2d9Kf3je9JHWRWF4XTTecNcGo7KezWKnoPSzgmVfYIRPJqKv/X98LfypRkSh+fq1NI5lsVS+3y1XbF5zbpfIdyprtF/7Glr7VN1j5U228Wjiwwx5bJY2tVk2j5FPZu0lOpQqrfNlWR1K5qDeR9kQq1u1SkQEIHoiTYi1g24YDQiWrwVmsQ2DpUpXaBfoGEDox/J8gC4+aK0wKNONcW5FgDsAOApkfJOgS+AknrAQlDN3kZZh/FiFXr0GqDj2wKAFzIOqRK667WoVV6rFrnYZpQvm65fdZ+mM4kH1O59PFjOkzIBwhSCMr8+YCKIeBC4ADgAudtf8C3LmrwXMDHIZTLS64ofEoPfEHIUhNweS0cvhbCRFgEy0ZKly5+17h4d/QlebKciqymo/ZkZI2AS+7cSxzYFf1yu/H0JlheEluvyW04hOfyNVO0fCBbDlYLLHD6bs9bySmud0qHHzLhx+zRU+7wOXv4kj8gPBdQLnoPLjd8qrM4WRY3e9bPmV3nzqzXLmzVzG5AWARYYZlQlgkF3BAFckQFLciWmtlN4cyGwLbJs6zzLOtcc4hjCrIMfobBxzD4mEY/0xiEwzavc63rLGuAZfNDuMSy+ZlWH3s6wJtb51j9TBPKMqFcM8o3oVyji2dw8c0ets7F0bsBLiwjDhAh6xD4Px5CKtDYLCPOmw4xbSGqEaXrVtjq2Tq1aeTLZ084GL3bj535z0/d11FHIubMnLmzcXcm5snEXKnIaiqyenu0tOFW4auTJ9uLZ8eu8xP33anv+gRLnOKpKJ48cmeO3amw48I/e/RlLPJlLLY4Ep3ri1g6Yua2U13z/ph0d1C80ScK9ooCA3K0V/G5SajikXvI7/qo5eN8hklR96mzYbW3bbm7ZUYp1ghZGiFrtkFq7+rAhoeWOzq1wppxDm+MzR+kc7uqGG0fyB3l1I5yausHckcFrYfCHOOKxoVSnbhBLVYOsmt6aNwhrnBSJJuQKfrrJC1MrqSaUldRLa8i93BYRoX0c7NiuVW23CqbbZaY2xq1H9uHOzoaW7rquicFI7P8iSXGhL1q3Fmlwqu1/gqtt1qDkYmxXjqkWodWaLEyNVKuKi6Tf6t/8RDZ6EqVG+BSrUEgJoJ+H0j3wDwEKEWp1rjh3wgIUjrUkqxxwx8hgjVFaryJF8ATRY+S9NA2iVUboKUAI+uQSo0LpkBUalx0g4enXWqbWT1MZ1JP6Vw68pg+JLQDEeYQoCGMFSJyKRUsxCmkwvnkPlz8eVwD1NcBcd4W3R8/Zb7DSmm0BVUwL7mj0h2Pz7kwNCGDlQtdRa/Jrdfk1ne9RYnjJQIuYOimTt3pmCd/4Stc+guX/h/gApqFIAvA5dsC2hLlAviAToc/VxZ/B5csnKOn3OFjOvycC4NtXsjG07mbm6d7qy/UYFmSziDcaZQzF+DNbwJchDPrwtmgYCbAs/lAvPBsPgiRSpPHYOtCoCSc2RBOb/GtG1xziGsO8SzrHFOQqfcxjX6WKcAyheBwLBv86W3h7DZ3Zh0sGM5MkD0dYFp9LJufOxviWP0sM8YyoWyjh2VwswxuvtlTY8N4RoRn8QqnA4LpEMcaYNuCLGuIosdJekhVoHRIJ6nW6FoX14yyzBhJtcTWfFLYPo2urrj2Q8fXO9E4dhV3XUeWbo+/JCLLqdPV9OlaOubJnnsyp2uZk5V01H4SsgTsk7s+69mB/SLiuY4g1yfYXRRLnOKpCJaJoJljT2rPHncZYquq2Jfx2MJQdLrnzPIxbmg/mazf6qvd6hNt9ktD/XJ3p3hWzlLzSRPcarWAbpULF5qlC83SpU6Fa6DV1dey3KG0ygRmsWC6XuwZ6PWNjX5pazfLFGqhaJIvGmbVDIGny6oZZAiGWPxRbs2kUDxVIzHKG/VS5QhHOMoVGGT15sbmcbFkVCLrF0k/1og6uMJWJmeIz7M2yJZblatt8i9tsplWhbataayjq7OjV9I+KBw0ccY/syaXyeP2inFX+RRapfFVabxVapSsBn3hIWk9VVp3mdr9fspdrnKVTzrBVYEiFDBcADQwigGaFeEJxSBIj1aqnBVTjiIXtB4IWgm4EMsAACggdSGUphow4BFoH2h9JusQihEjG9AKLVZVHKyJws8JjdqlyuUok828ZPOZ6FPm6IfABKwT+LSQChMnn9wvpMJAE8iEEJ/CRfG1/2REQxhqVuEalMtz9vgHrHyLzrJHr5lDWCALq2MfM3tP2eKEAyioA6zA+b6ILrKajaymo/bM6Vo27s7G3VDnkj3DAS7ZMzx37n24Dj7drj/ehEplC0xmKU6NKikZhjw5pKJL+8FL7RhADBEQvf0eDyDZ/pI+eMmdPBYu8g/J5NfnmeAmwIU3g/EWQgAX4dwGzxoQzoX4MwHCo+XPBASzQcFskGHEwKnlTQe5tgDb4mOZocIlyLcEISDimP08a5BrCbCMXrYxwDYG2OZiGohlCnCt64LZDd50kGvzFTNH1gDD7GOYfSxrgGnxc6xF34dt8nKtXoHND5jjTQeFcxvcmXWWNcCZ3eTObTGsQfj7RtN6GDonU2unT31hqb5wtUsczReRZbV7GdH7/K6Dzf3z7dNzf/RwEVCkWwAAIABJREFUKRG3J6OLiZNPycjnZHQleWpPnSG5cywXdySPPieOl67Cn7cQTdClPt1fujpxXRy5riPIbdSbOPVlYoFUBEtFsMIpntpaukZN8VVVfHE8Ntt3auk81bUeTyi3emq2+kQbfZJgj9TRIpiVMs0imlnCmlUKFlulK51yOKtQR9dRv9wqm1XWGUT8mXrZQmuzVVGvrRUNMTijnLpBdu0wq3aIUzfCrh1iCodY/GG2YIDBHuUKxnjCIRZ3iMUd4/GnamqnRKJJcZ2qXj6hbBiSKvrrJH2CmjGh0CQTfWlWLLdIP7fIrC31k23tPR29TR9HRL0a4cQCa2qFOmmvmlgrm3B9mPCUTaLlU2ilCiGpPGSNm6xxV2vclRpXmdoNgyyJ5R5Vag9Zh0HH8w/VdJAwAtwDXIoZZa0H7rDMProBg4CodAUaw4izzD54FEJpkrYof8AbBgVE0nqoJpxqwklGf7UBmt0Rst5D0iMUo5dk9FJNOMfqFRpWO+cdJ7n77Gu+kD19zh6/5E+fc9Ef4ELYtACON7jsgd6HO/BM4iWlcCGWB0AbAVH+W6zizUdecielnst3EVnu+DVz+JQ5IOAC9S9EK8BrevdbS3Rq+zu4FGKO/OlaNubIxZ35cyR/XuxdBLjcXwUgMnq4Dj7fbTzdroPV8prcfvm2iGDr8e67kTNQQVcsxckcELHP95mjncfkTnHIzdtv7SFz+JgOP2b2HhN7T5mjx8JF4TGV/Po8HdgAuPBnccHnDeHnHf7cJsCFyCizLTjX5uPPBCANRMAFyALVawwjxjH7uG+VKTxrUDizIZheL/LF5GObgyyzj2Hw0fVephGcER/bgnOsfo7Vz7b4wXaBVBFneoM/t82d2eRNhwSzG4LZDd50iG3xMa0+ti3IMPuoJpw1HeTPbbKnAywzRtM5GJpVnm6Vr/vCV83zJmdqVDapbnbchX/a2UOO9zZOt3dP8JNjx92FOxVfSZ1+SUY+JyOfU6er6bgjfY7mLpCHS0/i8NN1+FMyurKHafHl4aON2Vh4Oba/cnXiuT7BbqPeVDxwd4zdHqH3Z8HHE/QuOHfm1J8tT53ODpyYOo9UzQej8p0B0WZvXaCr1vdR5GwVfqpnz8pZ80reSqtopVXk/ChH+xvc3fVLrXXLLXXObuVic91yq2xaXmcQ8acEnDEOa4TJ7qwgfSSzOinsj2Q2fPxIZn0ks7rJjB4Kc5xfM8Ti9tNZWrHEpKjXiiV6mXRSJNQ3yDQN9aNSyYhYOiGT6eTy6Qb5pwbpfKN4plFmaG0cau9q7RiQ96hrR2b4Wju0p5JUnio1WqnGK9XeKo2XpMUpGpyiQck6hGxASXqkSo9VG/AqLQKuCsCFoscZ5gCIF2LALYAGbBdCawBcKqYcVWoXRY8yTV7IDYHbAuKlasoBJi4ETXBBGLoEXMom7NUaN8WIUYwY1RIim2Ceg4es91CMKN0SoNtCrOmgYDYIhm608Jj7WnjIx19yJ6+F2Ev+lIiM/pwPIhyWx+zBc/6ISDwTCWm4INoCnjJHxPIAQsIAdEC/FNNJ+ZM/2z2v99FSuLzkD4pkKRwWPZdi1f83z+W73qJCzJGL2tNRezpqz8RcuTNP7hzLnWO5c+/9VeDhOnh/FYCLx5vQ403o+W6TOG+7CLYf77a/2+T2tsL2PrXzbYFTYpeYdvVt2stbEvoxe/SQPblPH0ABz8Pdbv5uL3FzeHUbi2WSOjdWb1oUGu1Ms4s14+PObfBmN/gzIcF0iD8T4Fi9HKuXa/MxTSjLjIF+YRgxUBYss5duQMGRZRgxrsUP9bJcqxeKd4szVnQeugESRt9sV64tWDO7wTKhDD3Ksfo51gDNiNNNfs7MNmdmmz29xZnZ5s/vCeb3uDPbLOsGyxqi6FEAEMTYFANC07tpOjtLt8rRL4ssqxLzl5pJc92UsW360+jK2sJ6yHOwg4U3gkeBcDQYOcWvztDruCN5tpaKr6ROl5PRleTpaiq2lokj2XNPLu7IRr/cHn4635s725nb9KiRpZHzg9XY/sr5ofPyCLk8Qm4ivuRpMHkaTJzg6QNXYmPxGp+5cBpOP40eW7oPVE0bA+L13rrtQel6r9jTwrc38VabBcvNNcuttWvtYmen1NEhcXaKPd0KZ5dsrV281iFd+6hYbBLPN0jnGmVGad2UgDfMYvfRmD0MfkM5rfEDtZXEbCcxm8rJLZXUTjK9g0TrobMH2NwhLn9SWKOXyoxyhU4q0UiEWnmdRiGelInHpWKVQmZW1k83yG2KuplGmbWtcbK1pbu9t7FnQjpiE0wtsnUumh6h6VEYRlGhwsqn0AoV9jafCSFp0Wqdp1rngVm5VdoiIEhaD6SBIMcM/xyEawsPESVwcE2koqs1brD5f4iMKibspUYvARdwbYiwqFLlJGk9FCMGyoVqCTAtQYbZRzfjdEuxzoVh9XNtPrHV1fXJdZK7Tz1lXp+uHlIHRbhkI4+Zk6cclJycEHrkzXA5BCfhKXdIeC6ExoE7AKCSJY3fVAykjeAhiIkKiX3QPqX65aUQ+f0xBl1IIA4e0+Hn7OFr4fD3h+Pf84dfcwdQQfc1tfOaLHou349cOF5OHy9nTlYzp2u5mDt3VpznAlYLkKUULmDownnbn7QFY6IIuOTuNvOJrdzdZu5uEwrkiuWA3w++hLDoIbUPv5pC+iifCt8n9x7Suw93u7nb3ZvL/fOrSDR1p3WhcsMnvn6FbnTQrRhrOsiZDvFnQsKZdeFciAiI2BacbcEhMmJbirEMaBaW2Qvqg2v1gvXLNmNg0xSbpN9SQvB8pglnmX0cq18wU0wtC6ZDvOkQy+xjmAPs6S3e7A5neos7s82f2+XN7rBtmwxziG7ys6cDXJuPZcboejdN52DqHVzjmsC4zJ6a4YybRGpLs2Wmd/6TxuVY3FpHDrfXj7cOYlvbh77dQ/Q4gsZiyM0ldnPhuj5duYmuXEeW32anO3IXyP0lcn/hLFzYM6crVwfzF+GFw6DJtzYeDtriByvx8OrZgePyCLk6xq9PvNcn/ptj782+M7Gzkt5eTYU+n9nVR7a+PV3bzqQy2C8O9NThHTWeNoG7vXatVbDcXLPSUutoq3V1iFwdInenGOuRe7plro8yd5fc+bF+sUk81yCyKUQaAXeYSe+j0rpI1JZKmuI9WfJrpfwdqf4DSfG+Wvm+qrmC0kmm9zG5wzzBqKBmqqZWK5ZoxRJVXa26jquTCLTyOrVcpJFL9UqFqVFpbay3NsnNLUp1a2t/a2dLx5CiXyuaXBDqXXQd8lZZ6/sBLpUqBDyUt9J7tFqHQpACTgrhrRKltITnSkRAxX6fkkQPVN8Shi5koEuVC3ETruE7Fn2Wt/AKPBeqCYfxMRBqUY0oxYjSzH6aNci0BThW71sq+j75mH59unrOHj/noi/509dC7DkXJXxcwAqhJl4Kx8/5o+f80UvhR4OGiIlKGwIgCCL8F6J8jijhLST2U9dbmdsdwrt5yBwWS/VK4FIs583uv+TfynbTuy9Fsmy/JDZhEt23sCgXWc1GVrMRezbmyMc9RFiUO/fmL3y5K3/uyp+/Dtzfhp5u1x+ug4XrELEpkhi1/W0tU2ILyAIX2duN7N12LrFDjLR5TIfBeXlI7UO58WO66FHlkge55H7+bqeQ3IaVAACX03RC78HrTYs1pjWm2UW3YkxbAOBSM7vBm/ZDQAQXHKsXQMO1BfgzIYAL3YCyzN6i/2L1ciwoy4wxTSgoHbgG+cOy+RkWL92M00wY3YyzzG/pbZOXY/axLcWiGLZtvW5hTzi7zbNt8GwbkJvkmP1ci59vxXlWN8/k4BpW+IalOtOS1LIoN821zMx3zS9oXI4vWwH0aCsY29uI760f+/cOPJFjZG9ndXd76ejQHo2sXZ55Lk4dFzH75an9Omq/PV1Nxday566HK/TpBn+4dD1cObKx1Yv92fP9+fju3BamC7rUsfByPLwaP3KeHyPnx1j8EIkdoBeH+NWe627PmT3yFMKuG+/08efRXVPXlro5MCRHPtastXAcrTxnq9DexFtpFNqbax0tNa62OkdLzVprjbtT7OoQrbbW2dtEn5RCq5ijq2FOcum9VeXNv/2q/OVX+U+/in8pE/+jUvi3d4K//ib+pUz8S5nk5/f17yo7yPR+Nn+8pm6yTqwSizVSqUYm0YhrVbU8rZivl9fpFCKDUmZsUhgblbrGel1Tw2RTU39LR3t7n6JHVTdk5k98YWudFLUbJjDBlAOYql8x5SmHo3JBeujbEMk34QAmF9CEyAGVwgUQAC8pdVtAv0DJHCSbaXqU8HRhaTRF64bxMTQ9QjEgJJ2bpHNTDAjViFIMCFnvoRgQihGlGDGYSlWtccPNap2bbMABLkwTKtDZO+ddR5n8Tf7u6f7yJRd9zJy85E+/3seLfMlFQa0AVl7vT17vT4AsxHnKHT5kwvfp/XxyN5/cvU/vP2TCcKf0fQcDpf7pRJiH1Hc2MBjDoINe0kcv6SMCLg+poqELnumb50Lw5fts0eOZ6z7myEbs2Yg9E3Vm4+78OZY7x/IXvvyFL3vpy1768teBh7v1x5vQ/VUgf/UjX0oHjheS20RMVFxkm9wtpPZAUBVPeu85vQdweckdPWTC+eR+LrGXTYQzd7u52+18YgvmMCRuDm8SZ+f5jAnzN1iWxDY3bwZjzfhY00G2LQjKhW3BGUaEZcag3Bbgwpv2E3BhGDGaHgELhmP1Q96aaUJpejdV56IbPODXQAcA5JsZFi9sWaWbcbYFZ5pQiJtoeoRl9har7yw47AzhGRGBBamxoLVWTGxDasyrAsNnrnpGoLLJTXPdi/ZJt8eIoyu76869oP9kczO+tRNb34uH9k/9u4fukwP7ZdR1drx2FnFcxV1X5+7rC89FfO363Hl97ryLOxPnjsyZM3fhur/yPFwj+bO1bHz59vjz6ZYlsmk925s7WDf7HRPH2/Pxg5WLiOsi4okfItEDdzSMnoaR6yP8et99d+BOH7gSW18uEHN4fsg31Rgcb/D01Dna+PZmzrKSvVTPWm3kO1rqnK21rrY6e5NgWcldaeIvN/I+ydhzMvasjGuqZeoFrEkuvZ9U3f6hrOm3d/W//Cb+6Z3k13Lh3/4h+Ouvst8qZb+WiX9611hW1UGmD7C5E7UilVislkg0MolOITPIJeo6vlYsNMjqTEqJqVFmbFJoGhXj9Yrhhsbuxvb29oGmXpVs2CYYXaCPLVIm1kiT7koVAmPfKBpIAGHVGqxs0g1wqdQQrclO2N0Biw2L2Rm1i4hZSpULMAiKXAjowCEqdIlkM92A/VO4ULRuugH9DigGBK7Jeg/ZgJANSLUBr9R7SFoPzYRRjWilxlmlRaCIjqpzcVRL7bOOg1T2PHVZyMYf08cP6aJ4ec5Fn7KR51yxJJcIiCAmAnw8ZMIQHz1kwoXUXi6xk0vsEHwppPagL7HUmsjf7cGyDQiLwOh9TB++wavYUkCIIAIu307R0A2/ZsPFZsWS8930/8czV+F0LXOymj5eSZ2sZWKu3BmaO8cAK9lLX+bCm7vy39+G7m9D+esArLkm+AK7E4kx4vepHfBxoXaukNzOJ3cLqXApXAiIPqaLXnc+uZ99g0shsZtPbOWuNnO3u+nESTJzdfWQN2H+etOi2OYWzHmh/J9lDXBtAb4tCDEIMAXUBxi6LLO3mOIxe0G5cKx+tsUHIRLThFN1xVWqDIuXafUxLF5oCWHbggyrn2b2Uk04zYSxp30MC0bTu8kaB03v5lhQrhnlGl1M7QpLu8zVfOGpPwvUCwLVHH9qmj9hrp0yyXSWVtvc0JdlE46u7K5jJ5vB6ObGSWD9CNs+8myHnVt7y/uHa4cnjsOD5bOT1cwVmrlC0zdY6ha7uXBcn6+dny5fndmvzlbvzuyJ89X02Wrm3J49s2fP7Jn4aiLy5TI8F9u2RjatsZ2Zk+3pDUSziRsiu4sXEdfZsSsSdkUP3KcHWGQfuTzyXoSRy33X9Z7jbnc1sfUl6tT5De1+VTMyLPf0iOwt3AUJdVFCW2vgOxoFjpY6Z6topYG3KGct1fMWFdw5MdNaR5uRcky1TFMt1yDia4WCSR5/hM3ppTIay0iNZSTFbxVN5eSPVHZLBanhfUU3jdFNYwyzOVM1tWpRnaquVi2q0Urq9DKxRizSiesMUrFJKTE2SDVK6Vi9tE+h6Gpqb2kbbOjRKEbnRFNL3KlV2oSdNOEgT6EkFUpRYRQNStfi0H5B0eNvO0OQSjVaHLCgclZNOcBPrVQ5CfuD8Gv/DBeADrT8MMw+cMoALqBciLptwtyFP1R0A0rVeShaN1XnIes91VoXHJLOXSSL3kMxolQTRjJ6K/Ueih4FOVyldVXrUAIuXPVy57zrMJ07T13m0qf3ycOH9MljJvKYOXlIHz9mTp5zEAdF3lLUByVk2XvI7AFHCL7A3/L79H5RzpTsBgC4ECuoS9PSRH3NP6mySR2+pImxD0W+PGeLwxlgYePv6d0/Mnv/nd3/n1z4u6Vo+ag9F1nNRuy56Fou5s6fI/lzLHuGZi68QBaAS+EmeH8bKtwECaYQ+x+L6ec3uABf7lM7+cRW9nYDKpFL5RlwFJgKSbVccj+fCueSB5m73YfUfiG5DXDJpqKp7PXlfU7vwRXGz5JpT93nIP/TOmd2nTMd4k0HwdAlBAt4LpA8YppwEC+QLSJy0kxTMfXDNOFUI8qweNm2IGc6RDd5mRZ/KVwoRi/FiDGsPpoFpRjcZL2DbnSxDE6WboWh/sxWzbEmp1mjBs6wVjiuU+gsLeaZTtvsyNKS1r22EPJ5DrY24nv7F3vh8439KLZ3uLa/v3x4sHx8tBKLrJ6drh0fLG4EDNGDz4lzR+LccXO2dhVfiZ18jkUWooezseP5+MnCRWT+OvrpLvr5LrqQjC4mo4vp2EoyunR9uHBz9Ol8fz62MxPZmdn16/G1ib3gdDS8cnqwBnCJHmIgXuL7yPm+52Jv7WJ35XZv9TIwd7gyhWvb0LF6ZEBqb+fPicgLdeQVGfuLmLEk4ywr+Yty1oKE/kXBXVbyF6TsaTHDKmIbhExTLdciFdnkMotcoRfLJwS1fUxuN53dRWUOcnjjNXX9LE4fjTkprJkQCFV1tTqpRCupU4tqVCK+VlSrk4p0EqlOItXLxAaFSCuvG5fV9svEHfXK1tY+ZbdKOjQtHFvkTNoZaidN7aZqPNUTHpirQJ7yUDUeug6l6pAqrfv/p+u9vty6ryzh/+V7mPVNT/fMuN2220G2LFm2spVJiRJDJeTKkVlUTgwVUcgZqJwRbka6F7gZGZVYCbkCi6Tt6cd5+KEuIXXPWmfVuqgiq0iuhc1z9tln78tm7JIJ/cQAUoH8l7WBFj3UZkRazjgXsMSpe2Lr/NIc9JPFM5iD5HZwshgEhG7T2QZaAhdwVtZmRmUWFFByMgu4YkeazXCTCbqk913S+4AdT6sVbbWirTZM5iAuGpGLJqjJWP9kkxlutuDgtkhuRbrM3u8W0EzteKe6d1TdOC4mj0vp41L6qJg8LCSOislHlWdtC+hcJLbltCY+qj5rXgC+HJV4ADentSQQdkiW3UcFrrbPSFYv0sKots+B6+qfFMCXs84F3GELUtW1bEXutMA+KdBPiwzAlx8H0adXqpnVatZ7tB442kSPtjEALsUNDCALQJnD3cjxPnlyQJ1pW2JSLBs4QQSOLY0zUWU/Vt6jqgccCAwB9ZOMFTAQ1YrCYUmsFRNS51Lbidf2uUoxWyg/3KyVjQH0um3h6jTWv0h2LcQAuICxqHMqAjAFjEVgxlHaMaWd6PBEu6YpgC/t7gh4UDhCGg/ZPkWpXBGFI6R2R9un4mo3JXOE5c6IwhWVOyNt9lCLlWg2B5steJMNvWKFmiy+Fou/zbIqMy0rDHNqw3SH3tVrcAyZHHccrgcLC04cW2ZiUIIJ54VIniOzcSodplOYmMGy68jGOrSz6d/KLm8k5/LizEZybie3nE3MUEFjSpjeyq9tZJc2Mgsbmblc0pNPu/MJZ1aw5kXbesK+lXA8TLn2M1MH2dlifr60sVzZ8u5lFvazizvJhTzjybJTQtQW9E+SqIUjp7PCWj6JZEUoLSDZBJbhkTQbyPKBDSGQZ1c36MUdemEnOs3OjuD6z5Dh64Fv+hauKuf62pYGFLPdLXN98vkh1dygcnZAsXyjw/tpz9KNztlrmplrXe7BzqmrvdM3r03fvDF9+1P3zTvWwevart6Rjq7xjm59b5+hr1/b1T3Z1W3q77cODdmuDtqvDdmu9VuGek0DnZaBHuvQgGHwqn7gmrF/QDfQM9Hf8aCv69vB/js3Pr399diNYXffxLJidPXKyGrTpL/VhLQasStjUNM43DIOXxn3N2v9LfrAFZ3vgnbtohG5aEYvmfBPDChIkm81wHIz1mpCpH7kJ2OR1KSAGyIwAUmjUONS6bI+cEXnr7sam1G5FVc5QqB/AaMQaF5AgbEIdC7NZlhmxxXOoMyOt9qwNjt+0YhcMsN1kYsJajLDrbYgABelHeu2+L5bQDO1R3u14snh1kkpdVRMgc5FwhdpIf2omnpUTTw+TD05Sj89zjw5Sj4+/OmUJLEt9aEJsJxlEfx3XtmNg/WzpHORfO0aJf+NSpn/DC6geamrZBvABfQvP5L/VzOroHOp5Xy1dfhwA6luoKU8XMwhEr4AcDk5oE6LcWCYcLgTBQXME44P6NouVdulagdxaTKqFdjKPl1XJdfnPUaqOrjsc9UD7qgkHleSh6VkZZ+t7tFH+/HDXbpW4CvFdKG8tXVYsUI4AJeBBbJjNqZwheXOEJiMOqcijdPQGZsbVDtDnVNk90wMYIrGFWl3RlSOkHS0qnSGFY4IYGRV9ojSGVU6w0pnWGEDt7BwqwluNQVarN5W84rMsqKwLitNs2qDp9fsuW6fvru4rPV6XQS6HA+jiRiVY+k8E89G6WxIWA8mN0LJPJLKBrIZ73pmeT09v5Gc20hMr4tTWc6R491b6bm8OBWPmFLC9GZuOZeazyZmcsnpjOjKiY4Ua8qLtrxo3RCsm6JtJ+naz0yV1ucqm0vlzZXDncBeZmEnNbctzmUYd5adEkk7hRkjsIEOOrLC2mYGzQiBJBfIJbF8ihDj3iTty4twnvNlqcXN+NIBt7YVmoo67yLjn8L3b6zc6Vq4plm63j7TL58dVC7eUC9cVy1cV/nudAe+7PPe6V281bV8u2/+Zu/8raHZW1enblx337jpvnHLdvWaobdP191t6O0z9vXpe3oMvb2m/n5Tf6/t6qDt6qDjxqD9+oDtWq/1ao/tWq/t+pB+YEjXf1XbPzDW13+3t+ervr7bV2/e+PT7G/etN/QrAxakbdL/ycjaZW2g2YS1mfDmSbRFizZroaYJ3zNwGV+9oF37xADXDXENSJMOBiG5zQYIzESA0AXtyWV9ANC0UodSFwo0GD4B6AGfB1wMYF6aTYjMgikcIYWNaDZAbWZEkjW0mRFpLAJsi8yOg6t6uYNosaLNFmDHjbdasCvGwGWDv8kEtVixZluwzU4orEiX2fv1LJSqHO/W9k8Ot46LyaNi6lEl+7iWOymnawdi7aDOrUoq09NaEtC6jw8TpzXxtCYel7mjwrOB6LDIAf6lVmAB+QDApbpHlx5SlV0GkCySiXe9l2k4IPgRnJWfgQugNZ7UUk8P0wBcnpT4x0XuaZEB4PK3EvsjcDnM+yuZtXJ6tT4WrcOHW/jxTuhwOwS2RUd70bMwkPjjMntajD8qxI4PYrXdaHUnUt2JgHizevb1maXVSakeanvmiMUdF5+5AQPr3MMD9vCgfmR1WBSq+0LhYaz6MHa4FzvcpQ+LQrmQ2i1tbNbKVgi7apnpc/m6p8OaaVIxFW1zhdrshMyOd3jC7a5gh5vomYn0zZG9s9GumXDXTFjtCXXOxjpmKKUzrLARalukw0G2O8iu6ZjaE1E7w2pnWOMkO5wUOAVQW4MdjnCXO9jpQFTmNZl+UWFYUJkW2s3z7abZXsvcDefC13NrE96Ai8CXqAguxmLZuLBBJ9ep9Ho4sx7K5olcDk6mltLZhVxuaSO/nEnNJjh3inflxamc4Mny7iRtF2PWDOdZT8+nhal4xJRg3JuZpfXUQobz5MWpnOhKM5YMZ06zpixv2Ug6ttKunbR7N+PZy07tpqf3s/O76fmt1OyGOLsuzGa4qSTtEig7F7agqyNhSL+eXFtP+xLcciaFJMVARkTSApzmoAwHZXk4x/rX6bUNemU9OrdPLYcd96CJz2K2e/D927M3u2ZutE9dldt6Ls3fVELf9q/d6Vi+pfZ93uP/ohf5+urKp/3zN/qX7lxf/Oz29M0bzqGrjsEha1+/uadb39Gpa9eYe7ptQwP2q4O2oQHP7Zvu29dsNwaMg93GwW7z1V7LjQHz9cHJ7h5t7+Bwz+D9oU9v91wf6Ltz+xvt4A+WQe1cr8nbbgnIzBCwUAA2BZe1gSYdLDOhwJqrzYwCvcnlSd8VnV+692nWBUDUHHjDAzZEujlsOxMfgTWz5MlwxYA0W9AWK3bFBH+i813U+4Hn02Uj1GLF2uyE3B5stqBNRrjJXPdkABgBrI6lCajZDIMNQJsNAwciCmew1YpeNgaaLTgAl2ZD4IrOB8AFfOd2V7DX7vtqxifslw5qB9WDzOEB/6iSOa6kj8qpo3LqsCQelkRpiSONKqB/+dtR5u8n6SeHiaNi/HAvdlRkgDa/zkuc8bjHRR4IWAC/CXoWaRv9LNa+nABjhHRGAFCmts89qWWeHqaPClx1jz4pCUBKB/T3pyXmtMSAVCPQufy9yDR0LllvKbVSTC6X06vlrL+ah2qb2NE2cbwTOdwOAbal3qTsU4+K9PE+ebQXbUCWKBiIQFDR2fhTN/iUqOm6od4eI9XhLn1ywAG+GvyVagdi6WEcgEttnzksCqUiAJeiDcaHzNPXOpKHAAAgAElEQVR9Dm+XG9dMReWeiMwdVrjCSldI4wLBQKjGibU7MI0T63ATXdPRzlmyZ4HpnKPV7qjSFlbbIu02Sm0NyyxYmw3IWAiVjVBbCY0FV5uRbgfeY4c6TWsq3ax83KnUOrtN7iHHzG337LdzS1oI9pDkGk+jIh1KUrFUOC5iQgpJp6F0ai2bWs1nVjeyKxvZxc3s7HrGk0u51pOurOBMsbYUbc2w9gzrTLNOMWbnopZE3JERp1O8hyEtYsyxkZzbSM5leXdOdAFwyXI2MaZL0gYAMeu8dVO0byUcWwnHlujZEj0biekNcTYnzKRZTyLu5EmbELWRyGTQOy6Q7py4khbXMikolYDSSTgjQhkRyQpIhkcyLJxjoTzjTwbnqmk8j08FjF/5xj/DdN8GHnwx/3m/Y0i+8mXP4qea6WuypU81K7c1y7fU6LdDvs/6lm53L97uXf3s+tKd655r/bbeXnNPt7Wnx9zVZWhvN7S3m7q77AP9AFxcN4Zct67abw6ar/ebrvVZbw7abg3Zbl0zDw3qB4budg7e7hga6LrVd/3u9buOwYnZXuNKh9krN/lbjM98/FvMOGg92hoMVpoN0OVJX9Okv2nS36wLtOghkAPVrAu0GRFpm9Nqqh8cgo1Po2sckN6dudJhrTb8ign+eNL7ic7XZEZabTg4C2qzE212osWKAcQBnwSwIiGLhCkSodtqRSV8kTuIKya02YK2mdEWI9Sk9zeZoFYL1mLFZDZC4yR6bN4GcEkdHvBHxWStmKgWxMoBBwqYJwB6oXpQJ2tPa2eXhCXm+CB2tE8dH8TArhZQE8dF/pm/XN0FKgPc6hqN7CRwOSwK1bOfJV0wHZWkmCRBgipwAVC/A2gAl7+Xub+XuacH8UaFrr+SWSumvaWMr5ILVPNQdQM92ibAyaKUGF3ZClV3Ikf7FBiLarvR2m70cI88Pog1GkSdhZwBh05OQpnqHl3ZjVcfxqoPYyBl8miPeVSoXzqAv0/tQKzusYe7NDBzOSomS4UMABcrhF0zz/TbvT1uvN0dUrnDCldI5Q63u0MaJ6FxYho7qrYhKiuqtKEaJ9E5RSpdIc002TEbb5+iOtyxTlesw0GqbEGlnZDZUbkVkZn9MqNPZfZ1WP29tkCncbHbONdjnOk3ea7bp7+cXRjx+g0YOkXhizQOJaOhXIzKx6h0KJ6CuVQgkfalM2u59EomNZdLzeUzsxuZufX09GbakxWsCdokUgaB1PNRHR/SccHJJGlKUeZE1MyGDQJpTjGORNzGhA3xoCFJO3PcVIZ1Zlh7irYmYsZk3CTGdIm4Ph03ZGhjljHlWPM6b90QbNuJqYfJ6YeZ+e3M4mZqIS/OpllPknYlKLsQtRFrY0H/pBCbyQhruRSUSUHpJJxJIZkUlk1gGRHN8EiWh/Nc4KEApYIz+7w3DTuNt9vvd11a/P5mxPTA98Otla8Hlz/v9X096P9mYPnTztlrytlrytXPelc/6137YsD31bXlz4ZcV7uMnapJtczc1WXq7DS0t+vUal27xtTdZentMfX12Ib67NcHHDcGbTcGrNf7rdf7bTcGbNeH7DeuG69d/7ajv7dZ099x6/ZXkzdHPDeMq31mn8bslxl9TXrvRZ334qQP4EKrCQEiAFBgXG0xQlLWAjBIBy9bzlbF4Lc0GwJNen+LET6jS+AfHxARMltIonjBUqnFjILzMaCpAywM2B/VrV4AWXtW0uL5ssEPON3LBn9jI9NiJdrshNyK1//YFqTNirfZCQlcvp71g2iRWiF9VHh2PVQ94Cr7bHkvDqr0kAJV3aOB2ATsTMB/+Y+K9EmhzngCHYok9XhcTUp88Ekl2XghLUUFnJQS4Hap8QASdEyPyknw/gUXAMdFHrRIoB6X2Z90Lj8S0T3aQo43IDAQ1WsTO9zCq5tEeb0eigbApbYbPdqnQKoAQEqQxgYyzwDzcnLAnRxwZ5a/Can1Ojxgq3t09WGssk0BiAHgUmeVAFIWEtUD7uRAOC0Kx0XxsJQsFDM75a31askSQG/a5odcgV4P1ukJalxBoPfvcBPtLrzDTXS5g13uYKcr1OEMAh9czVS0fYbSTJNqd1TtDLc7I+32sNpKKG2wyg6pHXC7E+q0e7tsK92WhT7zXK/OftXs/MI99WBp0QT7pqPEEhv1i2FcxEJiICL6SdFHCqu0sCSmVvN573puaT2zsJGZW0/PrqenQbeSE205wZqOG/iQlsHHWHyMwUZj0Ajpf8DjWjGkT4RNQtgohI2JqFmMmOigjkS0XNSSZhxpxpGirSJl4qM6gdSnGGOKMWYZU56zrPNWgCxbCcdOamo3N7+3vry3vryTW95MLawn5vLibDbuysSc4cA4ujxMopYUu7iRhVMJfzoJZ9NoNkVkknhKRLMJLCdieRHdzwWz1GKOWtwkl6h53d2epva3X3zQ0QyNfrP89fWVr677vru5+uXQ0me9q1/0rXzeu3Sne/lO79oXA94vB5c+6/cMdRi75BPKFn27CiDLhEIxrlRo1Spdu0bf0W7o6TD3d9uu9duu9Vuv9lmu9VmGes1D/aaBwYmBq3dk7W0fXO7puPn1ffvN0ZmrxpU+K6Q2Q22mwBWj75Led3nSCxzOz8ivZ9VmRmQWVG5GpdQHKfWl1QABDKpTrSa42RBoMcKyM/OnulK2XkSrhbg46Ws2IdLEJIl0zwYo6RdjoPEB/YjMjsvseKsVbTJBYEoCfK00MYGddIsFUbiicmeoEVxkNkLuDMntQbUDbQSX6kHqUUE8KQFpf/KoxFcPmPJevLQbK+5QpYdUaSda3olV9ihJoVraiR7ukY+K9OMyC8DlpMwBY4S6VL+WelxNSttl0IlI8pbGWNhG34ZGKd2jcrK6x/6/wAV0LvUMI1CNncvxNnK4+SNwqW6gtU0MKHQrW6HKVqj2MAIstR8V2SelepL8o4P4WWD1s2RoEEkLStqBAbblGdUCLOn22UeF+i+oQ2YhUSvwjeBSLGV3ylsbtbIZxm87Fq+6of5pomsqBFxy2114pyd4Bi7hbk+kx0N1u8kOV1TlCAFFnMIZbLMhciuicWI9U+GBmXCHPaC2rCmN8xrTXK9t4YZn4cu55e8XlkZXl/T+FXfQvxJHUSEYSoUjyXA0gdLCEsfP8sJcIjGXSsxkErMbmYXd/NJmenoz6V4XnXnBkRWsac6cZIxJ2pCOG1KkTgxPcMQoh42w6DAND8cC9zl4RCAmxKCOx7UAaMSQXggaYpiODZlStD3LuTJxayJqTET1YlSboY0Z2phjTRuCdUOwrvOWTd62lXBsJ9zb6ZmH2YWH2YXN7CKgijdT83nGk4k5WdwY8k2gqxNMxLOVRVKCN5WAMhk0kyZSSSyVJDJJPJPEswk0xfkeptA8600Qs9uMLzitHbzy9sfP/9vnTR86bw4sf/PZ3Bc3lr+6ufzltcU7fWtfXZ271b1wq2vxdvfi7e75213T1zvsfXJde+ukWqFVayZU6jGFclQuA/gyqVFPdrYberrM/b22oQHbUJ95sMcy0GMe6Bvt7Lzb0dt74cr7L7+jkg99+cB+bXS6V7vYZYGUFqjNDIFeoNUEK0yoyorKzJDMAsssMBA9gmozQwor0mYKtBr9wD5ZaUOBlXI9oM6MgFVx/S1thAA70yiWA2BxcdLXYkaBCgFwvXVLMFdE4QhJiPPMxfJMwA0eQPMCPjYWmJhkdrzNHmqxYtKKoNkMt1qwNjshdxBqB9ptXftm3pcolg5q+9VCArxrTqvCaSVxXGIbQaR2ED8sgCmBOtwjwdxwtE/VdqPHB7Hjg9jhHlndj9V3KQdxqXM5rTzTsIA76cbsEfAMIkoaHRue+cLUr5OeyXxBZ1T3XmhIfwf3zD8Cl+q6v5RdK2V85ay/kguU84HKOlLdQIGfS3U7XE9x3aNAb/Lo7BgaULygc3kWOH/ASZQtGI5AF9MY71Y3XjgARrn8UYED3eBhIXFUEEAewFGBA+CyW9neOqpa0eBNx9JVN9Q/HeqejgIX7g430enB1S5M7cLUDlxjxzsc4S5XtMMR1tiCcgussmMaJ6ZxImq7r92+1mn39jjWeqxLnaaZbtPUVdv0VwtLWgRyk8EFOrjCoBCLBEWUSqFsGhXSqJBCkklvPr2UT81tJGc2U7ObyamNhGdLdO0kPVuCM89ZMnFzKqZPkJM8qeVJrRjTCaHxRGgiEZoQiDERHxWwEQ4eYQIPOHhEQMd4ZJyFRhlkTCAmUxFjmjQz+GQc14uUJcu50jFLIqpPUjoxqk1SugQ5mY7rc6wpz5mzjDHPmDcE2zpnXxed60nPRnJmPT2/np7fTM1vpRc2uOlMzJmM2jnChC6PRhFzPrGW4lZSCX86jaSSWEJEkgk8kw5lknhSQLjYaoJZ20qgKWpJDM7mqTWfY+y2/OP3//1flS//+auWy6ahnqk7Nxa+vL3w1a35z67O3h6Y+7R//lbf3K3u6ZtdUzc67QNqQ6dsQqUcV2vGVOoRhXJEoRzXqLQdGoAs+u5OfXenoafL0NOl69JoO1Tazs7hzq7v2nvkb3/42u9fbrrSdeee7ZZuoVe3pDF45Ra41Yo2W5BWK6q0oR02vNNOKM9ONORWpM0MtRj9oOQWuNXobzH42kwBuQVWWBEALvVocEMAXKI28LtIy9liqH77Y0bbrDg4FACLQglZwEpRctiQPq9whFTuMBBwA+0l0N2CjzI7LkGPpPBuMmNNZqTt7HhNZsdlNqLNTiicQY0T67GtSuBSORAfFfijIgPcmI5LbJ09KbFHxfhxiX5UYR+X2brL/UEMNCxH+xSAmNpuFKRuVPdjpZ1oY2yIdJF4XE6AaAHJVVeaLf6zgq5u8nDAn5QSj8oikMnUsa8qAEIXjGNg4QOOmR/vUae75Fmca9ZfTHsP0mvFrK+ch8t5uFIPXax3LuXNYGUrUk9r3Y0dP7tXpMA9tOSee1Jg6j3LPnu4SwNupbGXAbDyuMg9LnL1sKUDoFAWjgrCUTF5XBSBszcAl0Ix87CyvX5Us6Dha7alARfUOx3pnol1TpHt7kiHm+j01CX/GiehseOddqLHFe5xhbsceI8b75vCB2eIwSmo17HcZZ7ttUwNWac+n1r6YdGrQzBPjFoRGX+SCohEgPVjnDfCr8SFFVZYFoWllLiUEZez4uK6MLvOudcZ1wbr3uRcm5xri3Nt8+5czJqmjMmIUQjrueBknJigg1ohPMlgwzwxIuIjAjYsYCMiPiogw2zgHg8/EJBhHhlloWEWGhax8URoMhkx0piWhEa5oD5LO1KUOUka0nFDktIlqckEqU2RkznamGdM2bghz5g2RdumWAeXfGpmI7OwmV3cSi9spReAoC4bcyaj9qhPR6xNiuRMVljLJgOZFJIS0QQPJ0QsnQqmkoTABhIClBEhkV5Ns76tBJqmvKFl26LhQdf5d1/5l39642f/s+OdN299cmG4QzXz5e3pz67bhnqcN/qmbg64r/e5rvW6r/fZBzv03erxdvV4e8eYpn1EpRpVqyc6Oia7urSdnbru7vH29lG1ekyjGW9vH9OoxjSq0XbNaO/A912DzW+ee/l3L1++pLn9g+lLq7fPtKo0rClsaKsNu2KCmkyQyo512rEOK6K0IFJj0mr0N+u9zXovwBQQwg2e20wBmRmSW2Dw+VajX2aG6mG+Z5OUhDX1lzYCqOaAQQ+AksbJSDKslJ6VzrBmKiqz4y0WBOALgBUJWaTbEal5AZ2L3Ior7YTKgcsdhNwelDtDSlcIgMu3C/5EsbBf25HA5VGFfVRhawdUbTd6Uog/qXBPa9yTKvukyj6uMKdl+lEh9qgQOy3GH5dogCzVncjhHgnY3PrN8B4NiM7KbrxW4MGkUyvwkmnuT4IBgHvL0+McoH6lFIEzuR1f22dAr3BafbYw+s/gcrpLPtqJnnUueaic9RezPtCzVNaR8jpSbRiLShsEABfglStpc6V7aOBEVzeXK4mnRUFqXo72GCn4+uSAqx9DF9jTAgsiaUHiYp2yLqVOSonTAvu4yDwqsoclsVBMbZe38odVExy8al3sdyG905HO2Vj7FKVyh9VOot2FKx1Iu4fong73ecJ97tCgO3jVExpy430Of79jdcC+2G+dvmqf+nx2fgJCXGTUKwpQSiRyiXBeiObikRQR4r0hdolNLScyq7nc2mZudTOztJla2EzMbwlz2+LcBu9ZZzzrjGudceUoeypsToT0PKbjcS1PTApBHYNPxpDxGDLO4BMMNszhwxw+zKMPRHw0GRwXsBEGusdB93l0WEDHQHHYGIeNsdgEg2qjgRGW0GVpRyZuzcTNec6SZUwZ2pCK6dKULs+Y1llznjFtcJaHKedmyrmRcm6kptbTs5vZxc3s4mZqfiM5tyHObgmz2ZgzHXWwuJlYHouh1nwC0LpIWoAFNpAUsHQqmBAxhvYneDghQAnWn08iPLkSQ2cSkVUGnneN/ND+4Qd/+df/9drPf/bhc79RvPbK1QvnP7ty6XuFbLxTY+jvAeJ9+7Uh+/UB02Cftqt7rKtrpKPjgUbzQKMZ7eoY7ewc6WwfUWvuKeQ/yNoeqJTjnR2TPd2G3l79wMBo39Xve4Yuv/7+y797+dJF9a3v9N84AgPGVZXRq3LgMgdxyeC/pPfJLYF2S0BpWJMZfTIzBCJxm/XeJt1aI7hIL6UWRgIahfUsafdMsA8Mfc681uuSOQAf9TAQR0gafyTeV1LWtVowhSMkdxBXjIGLOi/Qy0k3rgBrgCMq6F/AS5WHkjmCMgsQ3cGtVlhmIxSusMod/gm4lPeFkwJzVIyflJmjYrz4MFTcJGq70dMy/aTKAnw5LdMnxdjJAXVyQIG9beVhuLQVLG+HjvYpQPHWrZSKPCA6K7vxw6IAOpHqQV2PK22jpVDqRt9vADR1pxiwctmvDyKHB+yjCv/kMCFxLiDPoxFcnnUuB+k1kFhUzPpKOahydg9d2wpWNs72RNvR2kPyaDcG0ER6kJ5BqIiUFgLABfQsUnzkyQEndTqnBbaec7TPnhxwp5XU08Ps0+Pc08P03yr80yL9pMKdVMRyKb1b2U6ViwaYGLKv9HnQ7umwZioKdEodnnCnJ6iw+ttdaN8UPjgdHHShgzZowLI6ZF4eNM/f8Sx9v+Qb8wUsBDpHR/0JBkvR9IZIZ+l4mqQzES6DcakAJy7xwlw2u7y9vrq/sbaXW9lJLmzyM1v8zLYwm+dn0rQrRTrSlCMTc6ZJeyJsEYIGBtUxqJYn9ELQwKDjpP9BDBrhiUk+OMZgw3HkPosOi8FxgRhj0eE4dI8O3GXRYQ4bY9FRHh9n8bE4MhyHR2lkggqME8s/5OKOTc6VZ6yAxM3QxhxrBgNROq5PxXRZxrTOW7O8JSfa8gl3NjGVScxkk3O5xFxOmMkw7nV2KhmxJkLWRMRBLI8F5oeZoGsjjaSFQJqDMiKaFLCUiCcFQuSQpICkk2iC9Wd4OC+i6zySY2A+tEr6FywPvv3otT+/+LN/efkXP3vtlz//+IUXL/7xxbaXX+1971zve+eunf/404tN37Qpx7r67qo1X7a0fqNQfqtUfatUfa9UfdnSfPvipdsXP7lz8fLnly9/09r6g0LxQKOZ7Osz9PWDmajro6bzf3rjpV+/+OGHrUNfjHxj8w6aVtQmn8KGyp1BmYNQ2HCVFe4w+TUGr8IcUFghmdnfYlhr0q0061dbjd5Wo7dJt9Jq9CptsMaJqeyIzOyXmf0KKwSImHrnYoFlZghgDWBtGlkYUHIHoXKHm0wQmHEu6X1KVwhQs9ItItgHNS6eQUlUC+hcAMoAeW796tUdVrpJpTuicQFHd7TNVid01Z5Ih5vosa1+vwSJhYOd8la1IB7uxUAvUO9HdsOganuRw/3o0QEJ7vvKW1hlGz/ejzwpM2dyEPJwjwRuBGCSOikJQJILOheJRpFUuY2ES22fa7xXBAU2VmfmmJyksAeWCydl7rBAg597sh87LdDgNvpHnUs5HzhDFj9gW0AKGghCK20Q1e3w4Q5Ve0iCApnQ0pRUe0ge7lDAz0VysQTE7dFePa1VamSAZx0w3AX9y2lReHI2B57W0qeVxP+p8n8rxf9W5R5VE9VKdq/6EIDLddfqoAfp9OAqBy53YEoHorHDHXZ/jwfqcqx1Wpe7LYuDtuVbjtXPnatfuBbG1yArHpyJRZbY6BobgoUwkQiGRZziMZqDOAFKppFcDs7n/OvZlY3s0lZuYTe/dLCxcpBb2knMbrBT63F3Pu5JMW4+5uCiVi5q4cIWNmSiCQNL6GhMG4fH4/A4g44z2GgMfkBB92l0hCNGafRBDL4H8AUQupT/B9J3l4aHaXiYRkfqWyT4QRweZVAtFRjHl75Pk9Zc3JYmzUnSkIrpAeeSILWgUjEd2ElnOHNWsOdEV1pwp8XpTGI2K86m+emcMJOKO9OUgw+ahZAtEphcnfoBW53Mid5cIpBkvTkRTQuIyCECi4ockhSwdAJLsP4UD2UFJMNBaQZiw6s0sYqsTN/9/Nqld15/8d9+9ud/+9cPX/rzB8+/eO73L1x+6dWmP70uf/Ud1evvKV97t/fdj3vf/aj73fM95z7o/eB8//nzgx993PP++11vv9f73vs3Prl8+/KVb2Tyexr1cGeXtr9PPzA02jvwhbKr9a0P33zuL3/69xfOvX+59+a3X+pnB/ULasOKzOxvsQJVCKIwwxqDV61fa9E9Q5Mrk8sAXNpMPpnZL7cElDZY7UCVNlh6KTUvgIgBXIzCipxRwjA4aG7S++tlgppM0CeTa+DhijGgdIXApPMT1rbNhkldCRDONR4rNvK44KtA8CJzhOXOkNoZVjtDKgeudBFqd1QzTWmmop0evMe2+t1igN/f2y5ulPa4ysMoEK2ASaeyEyo/DIIqbRPlh8Hqw1B5iyhtopVt/Ggv/KgQA5wLYHkre1RljwI+SoAiqYtCzvy6gWU3QBMpcLp+u3hGsjRuiw6Lwtmu+pnOBRC6YBcugQsgdH/auZTWA4Wcbz/tO8j4QVB0KY8WsnBxHS+u45Wt0NEuebJPAxypPSRPdmLHD+vgcrhDNTY1oDEBidFn4dB0XZV7QB/tx0HbAqy8QfPytJJ8WkkCTvuklDgtCk+L9Ol+9LQYPy7y5VJyt7KZKu3r/NAt99L1GXhwNtg9g3e44E5HoMex1utYbje6e63uG865b+a94z7Mgodcoeh0JDxHhgCmBBjYT60GyGWMWg5RiyQ5H4/OctRcgl1ICwsZYS4vzqwnpjOcKy+4tsTpTWEqz3jSlDMVsSciNpa0xaPmWNhIhXQxQk/hWgrX0kEtHdSS0P2w7wcKucfiwwz2gIK/IwPfM8RIDBkmofvRwL0Y/CCODMegETJwL+K9RwWGqcBwDBph0PE4OkbBI3F0jEG1pH8MX77HhwxJ0pQkTYmoPhHVp2J6Marlw+N8eFygJpO0IUkbEnF9hrVmeFtWcKZ4V5L3pBIzaXEuzU9vphYSlGOdnU5EbGLYzoVs3pl7K1N3OXJ2M4UkWe96Ek8LiEhDHA0neFQU0ISI8KwvyQXSApxiA2kO5qk1lvTSEW9gyfX9Z1fPv/GXP/3yFy//+69f/dVvL77yVtNr77a9fk79ziXFGxcuvvBW04vvtP7l3bZX3mx97XXZq2+q//p213vnO999v/vd81c/vvhpk+zzNvn36o7h7p7h7r7R3j5t39BI79C1K+p3n3vlj//7N3/+9YuXPmy+evv7+7bFTy3LXaYVpQVqsSBNRrjZEGgz+JWTa7LxZaXRrzDDCjPcZvC36Lytel+bwd9m8IOuBJSEJkobKrcEAPQorJDSBiusEIAYgDJg5XTGCkOA9AUfQSoecC8E0v6f3Cgq7UTnFNloyiE1NY3rIQl6GsEF+KUq7ZjcgSmdYSUI9nRj3daVbxd83N7O5kG2uMuWtyOVvWh5N1LdiVQehkGVt0OgKg/DlZ1QZeeZxdLxPgl2Ro3gAvBFuuYDF3x1V5P9uuXCmbS1/lzZZST0+Ykl3Rnv+8xyAYRJ16XAgFo+iJ8W6P8aXIp5/0HG3xAUjUjgUt4MHu5EwfgDGpafgEtjOwN6maPdOrIAr7kn5cTjklh3/C8+KxBF8qScOC3Wm67jovi4JJ7uU8c7oeM96qjAlUvJvepGprSr9/lvOWZvTq9dnYG6Xasdlvluy9x19+LnM4tfzs4Ne1ft4dA8Q61ycR9LBbgIKoQRDg2KaEiAMXoZjc7jkblgdDYanSGDDoqwxwk7E7IzISsdMjFhE0+auYiRj5oE0sxHLFzYwhEmFjfHcUOU0IWJiTAxEQlqI/hECB0j8bFYcIIJTUTg+2H/dxRyjyNGuOCDOPoDCX0bxx6Q6DAJDZPQcAwaoZExGhmLQSNR333S/wB8jKNjMWQ0iozQmDYGayPeEWLlPo3qElFzOmZJxyyZuDnHWNNxQ4KcTJCTibheApc0Y0lz9gznSnDuJD+VSsxkEvNpcS6XWEjEnTluOhlzChGHSHmwNe2s82toZSKX8KV573oaS/Ewz0AcDQs8IvCQKMAs4xU4f0KAklwgLSAi4xdoHxlepiNe/6Lz82u9b774h9/+y7+88uvfvf/Cyx++9GbT6x92nGvtPN+meuuS6q0rHe9e0bzzofqd9zXvnOv96JMbl1uvX2q+1ST7Rt35nbrrW1Xn3Y7eBz199zv77rZ3/aDp/lrV2fbmhd//0y9/+f/9y4s/f+7yh1c+/fyHccfCHdNsn2lZY/XJLHCzCWk1wTIDrJz0ycZX1WZEbcPUNkxhhmXGAKg2gx+MP4BtAUOQ0oaqHbjM7AedDuhl2kw+CXpkP15mSxRvixGSDoWAHQfwRZU4GvBVhQ1vd0dAtowUBSE1MmB5BIS50vJI4QgpXFGlm1Q7w0o7obChMjsqdxAyB6Fw4hon0mVZBOCyVciV9rjqDlneJcu7EbD9aSzQI9EVsUcAACAASURBVBzukYf7UeB/crgbqe2EKw/DYDIC2yLAuRwVGcnJ5ajAVQ+48h5T3mMq+3XLhfIODTClvEODZ6lVAap/SdQLso0a86Ql7b+0ij7LAKCfFOgfiehK64HyBgSsLQG4gAjXQh47yKEHOby0UedcDnfiR7v00TZ5uBU92iYBxEhj0dkuKQ5amEcHzGmJA0kjTyrC03K9npR4IMOrD0cl7vigzmkfFYQn5cSTEvv4IHZaYk4qYq2aKR5ur1d3LAHvV1Mzd6YWr7vnB+3TN90z3y4u6WHIGUIXmZBPCCHJKCaGUAZBKC8eWwvSa8H4UphdinCLUWYhGp+PxuYikekI4SRgYwgxhFFjFDdGcX0E00UwHRnUsxEzEzbRISOF66PoZBTSRSFdBNES8EgQGQ6hIxF8LIKMhaCRMDIcxUbpoJZEh6NQvXNhiftx9Acy8D0FP4ghozFknIRGY9AYjUzQyAQVGCX9I1HfcGj1XnjtPgmNRgMj0cAIjWkpaCK4OhxcHSYD42LElIlb04wtzVjSjCUZNyViRoHU1ytmEGKGRMyYZKxJ2i4wzgTnSQqzKXEhLc6JtCcZ9wikMxFzcxFnnLBGEfOs82u35TOWms4IvmwCFjmIY/0sE2BYiBdhIYEwnE/gA6IA8awvKSAJNpDiYYH2pVhEoKB5p6GrremV3/729eeef/XXf3jrdy999Od3Wv/6sfq9ps7zbR3nWrvPt/ZfaBm8cHnoQvOtJtnnbe2ftam+lHXc7ei719n/nbr7W1XXd+qubxWdX8s1nzUphi40f/D8G8/9/7967r//4s+/fL75/OUvv/hO75y/o3P1aKc1xhW5JdBqReVWXGXBO4yYxgDJ9X65CQLI0mbwy4wBuQmSGQMAMlqNfkCpAGV2uysoN/nbDF4wOrWZfC2GtWb9arN+FRAxzQZfs8EHOhcAMUDI22ZGLk96L2nXwDF95xQJ7l3PjNmDAHQUNhxwNGpPBOBI/QD6bIZqXEXLHYTCEZI7I0o3qXFF6k7vnpBmKqryROQOTONEuq1L3y36+f3d7WK+csAd7cdB3wHYE8nRsbofO9qPP8OXPbK2W6dyJXABnAtgc0HqhuQRVdlnAbLUCvzhAS9ZuoCZCDz8REQnZQCcVlJgWwTwpTG96CcBIyAi8Uc6FwlcijkI9C/lday2FSyu4wBciuvBylakuh093Imf7LO1zQioo21SIl/qC6MCC9bSdT6lxD2rAvu4yDWCCyBfTkvcSUEiovnTovCPWvJpmXtymDg9StWOcsWjra3qjgNe+9rl+nJq5uv5hRGfzxEJrolxIs+E83EyFwkn0SDnCzIrUWYpxi7F2YUYMxuNTYUpVzDqCEac4YgzHHKFcQeBWFG/DgtMhjB9NGiKBk0hTI/DWgyaiBDGCKGPYIYQoiMgLQFpg/BkGJ2MouNRbJTCtTFiksQmIshYBB6NImMxXEui4xQ8QsEPaHQE8Cxk4AcKHomjE3F0goRGSf9IDBqjAqMR7wMqMBr1DQdX7oZW70X8w2Hfg5D3PhkYpyAtsfIgtDYSXB3mCGM6ZkvGbYmYmYvo+aiOj+q4yCQb1rJhLRud5Cm9QOrFuDkRt/G0k2c8CX4mKcwn+DmWcou0hw5aknEPF3GGEANF2Jfn7tmMt3DYlBbXkmIgmUCEBMLxCCeiiRQmpjBOCAgJmBchlvGKAiywgRQP5UQ0Qft5MhAnfB7jRFdz04u/+MVbf3jp7edf/vCltz586a3Lr55TvXtZ+c5lzbuXO9+/2Hfu0uBHTdcvtt1pUX/Wqvmirf07de/3mr6v5O1ftKk/b1V93qz8vFl5/UKT5q8fvvrzF//4v5577VcvvvncS7KPrtz95p5tauk783T3uENjWFRaILkVU1hwlYXoMOLtBlRhCCjMsNKC1BsWgx88NFK2YCACHoNKCyQ3+cFk1AgudTBqqDYzBMAFTEMAPjo80Z7ZuMYVbjXBkvWPZAyksOEqd1gzFQV3z5LaRe4gQKsCqr4ncoM4+qjKQ7W7o2pnSO0kNFPh9mlS5YkonHi7C+2xLX+/FBAO9raL+WqBP9qn6uKUItO4V67sUc/c7/dISUdX3YkAoTwoSRcDtkWScZJ0MdQoomsMAzguPjuJlvClfiRZv0LipeYFhEZL0WhAoXuyH3u0R53skj8mdDeg0noAIMteyruf9hXW0dImXt4MFtfx4nqwvBk+I1bo4z0GIMvhVvRkJ/ZoN/5oNy7FLZ5hR33wAeRuPUukzrYwwNH3tFAnX0BGGlhIgw3Z32vpJxXhSS11epip1DKFw82t6o4bWr075RhfW3RE8BWRwdd5aotjN2NsnuBzCJtapbl5hp0VhLkEP8OzLiZuF3kPTTtI0hYKWYKELYw7IoQ7QjhxxIjBOgI1hHBTmDDjiB72TwS8Yyg0iSOTBKzHYS0aGMegiRCmJwlDDNPRmJZGdQymp1FdFNZSkJaCtDSqjyO6OKyNQWOA2QXwQcFjNKqjkUnSPxbxjpD+Mco3Fl0boSEt5RsLrw1HvCNUYByMQmHvCAVp8eXhiG8MW7oXw3QiZRFIMxfRs2EdG9ax0Uk2OslG9WxUz5EGjjQIpBGAi8C4BHZKEOYEfkHkZrmYh6Xc8bBVpD0c5Y7i5ljQgUOGafeXC/P3OHaRZVdTGVxIogwPC2lCTGFiBucSkJhG+STMcD5ehEUBTrGBDAdxkRUusiaSCEdAzonxC2+88fpv//jab1549w8vv/P7v5x/4c3mN8+1vvGR6u2PVW+c637nk/4Prgyeb755UXGnSfNZk+bL1s4vWzs/a1J9elkBsgFuf9zW9/aFy8+/9tx/++Xv/uk3f/7X51771fPqT5rG7o24ZxfvWj39WkeXaUltg+RWTGZC5UZUbcTaDajGgnbY8J+MRTJjoMXgA5giUbb1GF8rrDAH5Ca/whwAI1KLYa3FsAbWSXW5XUO1mmBgJwZ8C4Hvz8WJ1fd+mL486a0fuDqCkmVqPW/TEwFNSuOIBFAGtDYdM1THDKV2RzXT8fYZunOKAuCi9oTUnojcGVS6iA431mtfaQSX44PYs1PmM2NK4FUCEAcIVhvrtMSA9uG0xDTmhTW63jZG9/z0GPrsyOgnNi7PjrDrh47iaSVRt6E7C12UwKVxFf1oJ3ryMHLmRLeNljegQjawn/btp30geb60QZQ2iEKeAG1L7SFZ3Y5Wt6naw9jhVvRwK3r8kDrdo58csE8L3NOy8I9a8m8V8W8VEeALgBgAK4/L/ElB2hPRwHTzcZEB8YwgUhpIch+Vk4+ryaeV5OOS+KSWOj1K1arpymF+v7a5gC5OY8uQGGb20kIhw23F4xmczUDJXIAVFjl+nudnBXZKZN0i6xIZu8DaubidjdloyhEnnVTIEcFtYdQeQmwh3IIjehSaRFE9hhlQVA/DkxCkxRF9ENOHcBOB6lBoAoUmCFQXxfUkoqUC41RgPAZNUJA26h+P+sfJwASDmWhUH4cm49AkjUzSyGQMmoj6RiloAoBL1DcaXhsm/WMxaIIKjLOILg5rwUvwVXz5XmhtWAIXaPEHCp0UolY+amLCBoE08pRRiJmEmEGImaQS4+YkbU9y7gTnEblpUZwVhDmRm2VibjJojUWsPO3mY55Y2E4G7bGwc2n+nsP+RTTiIcn5VAZn+ABFr4kpQkiiQhrjRDiRwcQUxvABMYmmklhORFOMXyDXknGIQle4MMThyMgXn7/1wgt//cMLH7z02vt/fPWDF1775C/vXnjp7ebXzqvf/Kj3g8sD55r6zl25+lHrzYuKG5/Ipbr+saz/gys9717sfe+S/OV33/q3F37/3//9N//0q+f/+Vcv/+K3vS0ym3ZycWF1xOIZHLd2G+fbbX65FWkzozIjrjETndaQ2ohqLLjGgitMqNyIyM0oYGdbjX6wKlLZEYUVOstywJQWSGH2AXABnEuLYQ1ATKvRC9ocuRUB9uwKG6pyBLumKUCpAJfl7pnYxYnVN79yXNKuSQMRGI5ajJAEKABNNFNRSRshsTBqT6RjhmqfJpWuUMc03TXLds/E2t2RdneoYybaPkOppkIKJ97hgnvtK3cXA8LB3sPSeqWUkKJ4Gj3fGv0bwXvqmSC+ADLX2Xp+6Vli2eOaWBf+l8WT0jM5P9j+SLdFUgbjcVFsDEhqtLwEipgntdSTWqr+Dc+2RdLh4mmBBqvo/3Rb9DBY3UCL2cBB2lfMwKU8Vl7HSzmilCPK+XBpI1LZIgGsgDrcoYDT5aOD+JMS+7cK//eq8I+a+Peq8LTMgR/zpMSCQJPHRUa6FQCU8pMS+7jCPK4wJ4X4SZl5VGFPysxRkTksMkcl/lFZPC0KT6vi06Pko6pwWOZrteR+gU/miMR6MLMdzWxH0xtEdgPf2gltbWPZnC+TXhOFRYFfENgZJuZm4y6RdYPi4i6GcjCkKx62k7gtglqjmJUKWsO4AYe1sH8Mg7Uh3BDE9BishXyjKDxGoDocncCgMQwaI5CJCKaj0EkKmiAD41H/GCgyMA7GGalDoQLjDKqLw9rw2nA0MBJHJ2hMGw2MhH0PALcS8t6nAqPRwEjENxr1j8VgLQVNRHyjxMr94OpwaG0EXxvGVh9EoHEuauFJMxXSCZSFpYwMaWgsOqqno0Y6amRIC01a6JiNidvZuItnPDTlIMMWMmyLRR3xiCsecZFBOwEb/SvjdvPnq4sTArPMMau5bFDgIZr1JZKEmCKSqWAqQySSBC+gvIAmRCzFw2I8wJFegYIECmHDEIWuRgIr39y8+ubzf/jrH//42m+e/+Clv15548PmNy9defUj9Vsfq9/+qOvdT7rPXe4/f7nv3KW+c5f6z1/uOX+l5/yVzg+utL93RfXu5bY3P/7g+Tf+/LPnf/lPv/zjL/7wp5//+u3fP39LpXaMjnoXlyctrtta24BpTmVaaTX75A5C44poHOEue6TTGuq2hDpt4XZ7WGHBW4zAmQlSOhCZ1ddqXJWZvSo71O7CgeBFaQvILKttpjWZ2auw+uUWn9wSkFsCgN9VWBHQ7CisiNKKK2y4xhVUuYMKJy6zoyp3sGuO6p6PdcxEwVFisxlWus6MgVwhIGORssOl+HCFMwhaHimLonMq0uEJqxzBztlY52ysa5rSuIIKJ650EUpPUDUVUjjRdmegx7p4d8knFvY3S/liQaweMMCnEljJ1U0tKwmpcajbVh5wUoGOpp4LVjjL6jkze5SYl3q2T5FvNFVoDBJpzLRvLCD/Bz+9MZoZEBqPDuKPi8zfKvw/auJ/1MSfeuhK4FLI+IsZuJRFi1m8kMFKuVA5Hy5vRqvbFKByj/eYM742Br6p1IaAkg4aAcSA50ZPzLrnbjF2UoxV98nDQuy4RJ+UmaMSe1Ri6/+aJe5pVfzbceq0Jp5U+OMjsVJm1tfRzS10Zze4s0tsbiFbW9DDh8jWuj+dWOS5eZ6bTyaW0+nlpDAvsDPgnZbkZwTGw8c8HFUnOCnMGsNt8bA9FrKEMD0GTSCBcQzWYsg4Ao3CgREUHsPRCQwZRwOjaGA0CE9QuJ5CJwEWUNBEDNbGkUkJGuLIJIPqQFPDYnoG1ZH+sbDvQQwZBaL+iH9YAhfwUgKXGKwlA+OhtWHAtuBrw8jyPWz1fjxoECgLGZwEIBKP6Oiono7qz5BFT4V08YiBoaxszMYxDp518qxL4Nws66EoeyzqiJNOKuKkIs4oYSNgEwFZFqfvzzh/IENTKd6fFAMJEeG5QDIVTCSJRJIQEzgvoDQTiNN+lgkI8QAf8wsUJNJIIo7xJMyEAnTQ759z3xno+uj11/76/Iuv/vqP5156++JrF5vfvNT25gXlWxfU73yiefdjzTsXFH89r3rrQ/U7FzTvXtR8cFn93hXZ2xevvH7h3Evvv/Krv/z6f/zmV//8m+d+/rvnf/bL91544evenjmTHlldNljsN+5PDOnd3eZllTUAslw0tmCvm+y1hXusoS5bqN0eVlqJVhPSbIbbzJDSBsstPpnZK7f4VHZI7UCVDkRhh+vgYl6RWVZlZq/M7AX6F1BghgL9i8KCKWyo3IrI7GibDWm1wkoX0TVH9SzEO2dJYC6ncAbbp8mOGUoafBq5W0mJC8Cl3R1RO4ln+TbukNpZZ3+BjXybDZHZUZkTkzsQpQPpsPv7rPP3lr2J4sFWef2gkCzvs432/cAfV/LE/n+By7PQwQYoASIXyfIRPDemmzbunn9CuPyoCkDqUjc2ODxgwaIG4MvjIvO0zP29Kvy9KvyfqvCPCv8fFf4/KvzZWLSJlPOBYjZQzAZKWaScQ4s5tJBFSjminK8TLpJM7vjgR7HzQAsHVDCA2QVSl7NDgbgkfjmruqPdSSFe2YvWDqj6XdYZVJ9URCDqfVJLndaSJxX+5DhRqzJb29jWNrb9EN/aRtc3oM3NwPY2vLXuzaYWBXZGYM9IzbiHjbsExsOdfWSiTjriiIftJGGJoJYIaiEJC0nUwQX2jwF8wZFJJDCOQhMYMo7CY4h/RAIXEtFGoPEINB6FJ2KYLobpSEQbDoyFvSNxZJLB9ABraFRHozoKmgA4EkPGAaaEfQ8i/uGIf5iCJqL+sbB3JOofAzhFBsYjvtHg6jC+fJ9YeeCf/251+sswPM6T1iiqBeBy1qcYWMrIU0aeqrctbMzOxR0s7eAYJ0e7ecYjCHM07WFiU0xsKk66Y1EXGXIGUUsEc6A+o83wuW9Fl0siLL0CwEVM4IKIcTzC8QjDQrG4Lxb3MbQ/Tq4xMZ9IIwKLCnGUo2COgvkYkowT3jnXje7O159//pXf/OHdF9/44KX3L73xSdPrH7a+8ZHsrx/L3/pE9sZHza9/IHvjvOKdj1te/7DtrU9a3vr4k9c+/OBP773xuzdf/Nc//fp//O5X//yb3/7sN8/97BfnX35l5NMb/ilHEFo1Wy3Xvr13bdw6aJzrNq922wJddqTXjg64iD4H1mNDuuxYp51QWwmlGZMbEbkRURohlSmgscAqK6y0wXIr0mbD2myIwv4MdCTZLvASU9kRhRUB0hhw5QjmI7kDAeAid2CaqbBmKqxyBy/p15rNAUCggGNFQNM26nHPropQhRMHyZ9nGTVBkG/T7g6BTgeYxsvsqNyByV24wokqHUi7zddrmbu37E2WCtuVjYNCsrTHVPbpWoGVDP2Py/UdjZSJ/BNwafTf/gm4NJYELo2+do34IrUz/yW4SN/zqMA9LvNgC/y0KgJY+XtV+FuF/y+iRUo5fzHrK2YDpRxUyWO1DaKyQZTX8cp6qLIeksDlaDcGfBUArDwjVg4YsIcGapf6EeM+LWleGiGm0aihdkAdFmJ1N+8iB+w/j0r8yQF3WhQelYGVOXtSE6oV+uEOsbWNbWzC2ZwvlV7OZFbyee9GbjWXXhK5WYGdEZkZNu6KRawM5RDZqQQ3zcacNGmPhWxU0EoFrVHcHEbMIdgUhPXBM9YWCYxL4IJCE+BB6lwIaDyMTkaQiQg0Hg6MkYg2juvjuJ5EtCH/aDgwRqM6FjcAmAB4QUETYBQiodGw7wGxepdYvRv2PSChUdDshL0jAF/AbBXxjYbWRoiVB2HvKDz//aLrDuEd5qKWCDLBUmZQXMzCx8183CzGzWLMKtAOgXZwcQdD2WKkJUZa4qSdphwcNxOPuwG40JQnTrpjEXcIswZhawix2Y1fTDm/F3kfE1/muQDH+lkOppkAzQQYFmJYiGYCLAfzAhqPedm4n6NhjoYZCqZJiCUhPoYIFJKig8Ta0q3e7pd/9/uXf/vCm79/5dxf3rvy+oWm1y40v/5xyxufNL3+4eVXz1157XzLmxc+/ssHn7x87vyfP3j7+bde/+0bf/73V178t7/8/mcv/vp//v65n//uhV/8rum99ww/fI0tTVGE1+2xfX733p0x/bUJW9/k1KBp6ao9MGjz99v9vQ6oyxHosAc6bGiHDddYcJUJVRkQ+WRAY4A6rEi7FZG8GlqtsMIOK6x+pS2gtNXvBiRwUTtQSVAHSmaBVU5U4URB8yKzo0oXoXQRMjvIe6g7yz3b/pzNQRK4tNkwuQNTugi1kwAkjmTnDIYjCVxUDlzhxFXuoGoqpHLjSgeisXq7TTN3F1ZB57J/kCju0qBzafT0B84JjeTLs0vgAv9TUgaQLA17aIkVrlM5Z/64Ug6sJJxr3EA/m5LKycfVNPCFeVxNPqnVg1z/fpj8x9H/5es9v9s6rLTff+e9cyeOq6xiFaq6xiWJE887yUzuZCxb7EWS7bjJ6hRFSawAiN5x0Ej003tDLxQlq4skiMIiqjhz77f7YYNHsJN719qLCwQOVbyWft7l2c+u/M9q6e/N4rN6/vn1onYP3epCvLoQX7mRqv+INW5Tq3e51bt88w7XuCtuyVtkrXv0qJrVurZAFkhSgCOtAdAWcYApUE+10pnnLah8CytbiF1dysLfcLNa2qzCGcZcczm9Vs816ukH99l79+lbt/Hr8/FSKVwphq+Xw/OlUCnvhyRlPh8o530F1VVMu0sZT15xZkSbyltk1iIxZshWRMrGExYGn6FQPZGcJlM6EtMTqA5PTWPJKZgWsdQMQxoYQk9h0xQ2zWBTEqUXiGmBmJYovcoaVdYoUXoOm+TxKYUyqPSMiE8Da0R8WsSnOXSMx8YFfELAJ9jkOJMY41IT8AyTGKNiV+n4NTY5waNTAjYtpqZkTCclp1TCwESvRX3n2OREXrJJlD6n2LOyDfhSkK0QeclSSDsLqiunurOKS5UcimgXRYckORXZKwouWfKqCqKKXlX0yrybJa1UyixQzqDvqtlwiqE8uUwsm0kWCzgABZiSy1O5PJUv0MUSm8kS2TSeUbG0gmZkPCPjeQXLK1gxTRRUsqwyAp7o+et/vX/wzY/f+ujDg7/597f/7U9vfvLvR/74pzc/+dObn/zboY//cOj3fzj0+48P/u63+z/6ze73j+x4++Brb3a8enjPS4d2/nrfzl/t6Xht79t7D3X+55+tU5fJuFfl4+Gw4+rklSsz+vN603eT1m/0nm/Nwa9NoZO2uX57tMuR7Hai3Q6y2872WNluM91lIDp1aM8M1m/G+61EtwX7zJw6akl9ak1Bh+WYHYdGr5a8wGp1a6LkoDod1Gc24qgV/8yOadHppLcu6rUuScBESTvp2ePhehChdcrKTmjX+Ho8HDhCHLXi7Se0oO0CcyKAyzE387mHgbII4HI5FM0vPrhVvfHgYWH5vqrZWbYmxz/3jvuFfdwvApqvoExpX03ULrpu1n/WtW3XtmhY0dajn67feLK28HR14dnajWdr1yF+Wl/4+1rlWbMEATkLnKP/J3eLajeTtZvJ+o9Y4xbevEOv3mXW7vFr91oeCy1FXDWr5UI/NUrP6sV2gmi70ZqSBWolGD+vP8xsLGZb6YzmKbWcAbuK9m1LmJM9bsyD2/h6rbBazaw38o16+uED7tZtfOFGvFKZK5dDGlkKGW9ecRdUVyXnq+R8xbS7nPWWs96sZFd5i8KZRdokUEaRtkBZxOAmGjPgiSk0NoEnpijcQOEGAtVtwQUGRkZN/EKiUwJl4MhpHp8Cvsi0QSR1PD7FYZOtb9vg0kpqsHGJnFIZvUzqeXSSTY7z6CSQhYxeoWJXAS4irhNxnZyallPTKmHgExPJ4DCbnMgKFpk2pEVLWrSoglkVjBm+FWnOlBasGdGRVVw51Z1V3RnFoyhuRXGrik+WPKqCZDPBjIykJR9kLhxhFygnGjea9N+HApPZdDSbSZaKRC5PZHN4Jovl8kS+QOcLNPAll6eyORLgklPJYo4qZ6limihnqYKMpblkUaZiiPeDw0c+OvLO74588Nv9H32096Pf7vvtxwc+/uOhP/7+4Me/3f+7D/d99PuDH3+w/7fvvPH+4R3vHNj25t6XD27/132v/K8dr//Lrn2v7nlv/+G+T/9qm7mSithFJjg3a9bpRiz2mRmb7YrOdH7S/MOU7Xud/Wsz0msNdzqTnc7UMTt+zEZ3WpluC9dloroMRK8RHzDjA1asz5rstiQ6LfHPLDHQzgFfPrdhn5qTIKjTxtUgh+ncuuf7uQPXAuDS5xP6fMIxBwWvNVK06h1E6PJy0AD+3E4Cd3q9/NbsiYb7ExD9iLh104bV4PKZk/rUjnW6yF5HasgaHA3H8osPbi8tLD4sVB+kQfBWe5h57pW9XNBc4zQHXC20O9Dw4nFjHjS1m/WK9lqDzmb9OVl+cUhEmxa1hLlbAeYv0M3dWCk8bpSfNUsw531+K3ol+6ye/7+bxf9ntfTzo2i3scYttHELb9zCG7ep5h26dXz+gfT8ZuuyurmSeVLPPak/bxQDKTReaCvRLWHLcgb2GB8t5Ta3bKJACASbATBR26oGn99SedxYgP8ujxqljXoeyqIH99nr8/FiMZTPB0ql4EJl9nolWCkgpZy3lPGU0+5KxlNSnTnFXsq6K3lvTrGrvEVmTQJj4qgZjjQJtIUlzBQ6w+AmLKlLxibRxDSJzVC4kcRmCNSAp6Yp3MBSJo42s5SpNa5Gp1hSR+NTVGqCSk0w2BRH6CBaRRNlEEm9QOgEQieSepHUCdgUl5oQsClo0PDoJJMYZ5MTbHKCSYzT8TEmMc6lJgVsuiUCjk+JiWkxpWNjE2h4hI6PyfSMTM+ovEXhTQpvkjljmjOlOZPKGhVmRuGsCu9Ii66M5M4onoziy6T92UwgrfoV2ZdJB3LZUFYJZuRAWvKLrFtinQJtZwib237RZrkgcP5MOpFJJ1plUY7IFelCkWkxJUvks2Q+S+YzRC6NlzLkfJ5ZyLOVLFFU0dtl/sciy6NhhU598v57B3bs/ODA2+++8da7u957f88Hv93/u98d+P1HHb99f8+H7+7+4IOO372358O3d/0G4LL75QPbf7Xntf+1c/u/7Nr3yu7fHDgy1H3UYb2WjNl4yhsJTpunz/oc0z6n2WI2ThlmruhnLkwbvzPYNmwdOQAAIABJREFU+i2hLkfymB39zIp/aiE/t3FddqHHwffauH4r1W9BB6ypQVtqwJ7os0W6LLGjpjjIdjUHqa0VpNTnNgwgctSGHrWhx5wEOI11ushjTuKYk+h0kd0eusfL9CFcl5vq9bH9iNjr5bV0psvFdHvoXh8L52vAxUpLVbQ+S4+H60fEAb8C3kN9Pgke6HazXV6u08N+7iI7XWSfEz3pmL0WSRaXF+8s31heKsEop32IozVHtBOIbfs+8P/g0j8yonXmWTPlhtuJzXntK6Qtv/ipfx41cF3Ycoqql542ipBqPK7lweAS4PL3ev7v9fxP1cxP1cwv4VL/EavfIgEucHD+eTyUNNNcmLG3ryY+58jWEF57c3Mlt7mcf1wtgPGCNp/XntyqidrBPP+oNv+4Mf94tfKoUdpoFpor6v179PXr0ULBn8l4cjlfpeQvF5Fy3lfO++az3vms93rOO5/1lLLu60VkvuDLyraMaEsLVomz8LRRoC0iY+VIC4XOiJyDJkxYUocldXhKj6f08BpLThEoqF1MABcKN5CYniUNDDFNYZMkOkGjkxyhEyiDSM8AXER6RqRnpC3E8Pi0ROihGuLRSQGbYpPjdHyMTU4I2DSPTnGpSS41CTWRgOoFVM/FJ/nEFJ+YoqLj+NwolRgTSX2aM6cFKyRfCm/K8GZYTVA4c1p0qYJT5uwSaxM5hyK60yqSywYV2SeJHkX2pVV/WvKnJb8qIiLrljkXT9lY0h72XzUaTpO4U5GjHBtU1KSsJJQMli1QhSKTL9AAl2waL2TJQpYsZchylloo0Dfy9HwGu5HBy1KiIifJmCuGWHVXLvzu7Tf3b9v57htH3nvj3Q/2vv9Rx4fv7/ng7R3vHHztzQOvHnl712+ObH/n4Otv7X/tyJ5XDr7xUseOF/bu/NWe3b/ec2Dbvo+OvPPFYLffqydxt8T5YqEJ6+R3AcvorH0asU67bSaLxTSun/5hUv+F0Ttgm+uzJj43xf/blPrMRnW7hV6v2OcRe5xUjxXttSeHnKkhV6LfHu2yRD4zJ0Dpr9lfbm0top/bsM/s2KfW1F/Nif+2JI85iV4f+49w6fWx/X5+KCT1+1tYGfBLx0PqYEDu8XBdbqrfzw8FlQF/607553YSuAMPA3F6PJy2Q9DtbvV6Icfp9vGdHrrTQQy48b+5ohNxrLKyfG/lx5VqpX2vB+yatNftOhQNLpr4DQCkyWqhzIEf1JjSPmbWGi4/U/r/s1G0dsh1s156ujoPZdHTRhHyl9ZW0dY5+sdL6s96Lmt3ifqPqerNVO0WtnqXWb/PNe/zcBO6foer3W35crfZdqpwSAQOFWk5yC+0g9Bb2VzJPa2Xwc8F1he3ZIWtBGerxf28klxbLj1uLMD9p0eN0nojv1bPLD1gb8xHK8VguRAoF5FCzlPIeSoFZL7ov1kM3CwGbhSQ6zlvOecp5zzFjCuvOlTRqopWRbDJvJVnLAxpZEgzS1lYykJiMzRhYkgzgRrQxDSamE7FpwjUQGIzGlwY0kgTMzQxw5AGhjRosl2WNPC0UWBMNK6jcZ1AGVXepnBWnpzhCINIz8j0DFAG0hkWnWRT0xyq41CdgBt4TM+mppnkFHwrYgYJ1YspHZ+YIiNjWPgKNneVQ3Uya1E4q8yaZNakcGagjMQYBcoA6jiRsUusQ+QcAmsXeJcseSXRI0teWUIk0ScKXlHwyrxX5r0caeVIK0c5SNTscowg3msCH6YYP8fPyUpCVJJqFs8WqGyBKpTZbI5UlUQpT87nqYUCfbvMX8+SFTl5q0BWpLiCI2hgJmQfY2JeHp29+O1XB7dv/6Djzd92vPfuG2+9tePwB3vfP/Dy/kOvv7n3pf0drxw8vP2t/a8dPrDtyP7XDu99pWPPS/u3/cv2PS/uPbLz4L+9/9sLp7+JzdkpwsOTDiqm982cCs6cTdqvRW3jAcuUx6ozm6f0dss5g+34pPWEAfnSHhuwp7rsWLeHPuamun3s5278qC3+mS3eaU/0OOKd1sjRmdnPLcmjpuRR05aOzpxqH0VDrXTUhn7uwLvcRK+P7nQQ8Ca0aaD12+2ietw0mDQPIHy/j+txt56ET1uzJwf+mR2DauioFf98y5ETXmhHhCFzgRYPrBcBXAY9xDee+HSKvNGsL63ea9QX1laKj+rXN2rzj+rX4Qo9nKPfqM1DrK9UIOCM9OPmDYDRL9xYnvdr6j+z/l+vlQAfzx0YtpD0/wWXx415mBYBXKChC/G0UYSGS6s42lpcfC6ie/SAXr2D125hjTvE2j127R7buMc17nHrD+XV+yLY/8LwGF78Ai7AkfZmipbItNo09TIsRj+plbTxOMAF7CzXq/n2SnK9Wm6DS2GjkV1vZqqL7K0bsflSqFxEKiV/qeArFXzzRX+lgFRyvus5XyXjgTFKMeMqZlw5xZ6R7WnJpgg2ibPwjIWlTCxl4WgrTZgI1EDhRoY0k9gMntJDWUThRpowsZRJYK0Sb5d4u8jZBNbKkAaWmmFJA7RgaFzHUTM8bYSOL0/OQM+YxfUMpuPJGZGY4bApFp3cKpT0IjEjEjMaXJjkFJ2YZFPTPKYXcIOA6vmUjk1MEdGxVHg0OXeFRqclxizSrdVKiTECZWTWJDFmibUJtE2gbQJr5xkbR1s51iEKbkX2KbJPkf2K7AfEKIJPEXwcaeUpG8Al6J8wmc5ihIflQzQT4oUIL8XVLJ7OEZDCZLJEJp0qprH5HDmfIa6r+K0ceStH3FQTeTpAz5ri7vGU30DOOTJ0FJv1nDoxdOjVnR/ue/vdNw5/sO+d3+x559CrB/e93NHxysEDrx0+suPt/a8d3r/t4N5XOt54cc+el/e98cKujpf2HN6x/+if/qy7dikcMGEph8J6qOh0yHQqajpLOkdx51jMMR6yjjuN1yyWaaPdfnHa8O2Y/m8665eWwElXbNCb6vKgnV7sqDv5V1vsv6zRo7Z4pzPV5UK7HXiPk4A7M/D1mBU7ZsWAGtrMqNMFgXe5iU4HofGlPSDT6XKSvR6m18N0OUl4EzTBx+z4Z1b0U2vqU2sKsHLUimsrBeAorkl+u1yt4RFMlGBe3u2iTvio73xJPUb/uNasrj9Ybd7cqJc1fABcHjdvPG7e2GwsPFu/9Wz91tO1H38R2mSnZe7flsX8ouTRCqv2IZFWcLWTpb0EA7hoi0WPaq2aCALIAgHToieLytMldUtE94Bq3MFqt7D6bXz1LrN6l6nfZet3uJbNwkNFq2JgvqOdNGveV+HG0NrDTPO+CtdCNGuolsVctdCyuaxmtTnRo2p2bVFt8WU5v1kttNBTq2zWK+vV8mZjYb1WetQobTaLG43sRiOz8pC9czN+vRSCbKVSCMwXg/PFYCmHVHL+ctZbTLvzirOgukCbm0+7MrJdFa0SbxVYM89YeMbCMzaesZGECcdmSMJEUxZouNCECRaOSEwPa0cMY2YYM0nOwFoAQxoZ0gh9XwLVMfgMR5pozEBjBpYwCrSFp8wMPsNgBo4w8OQMg+mo1BSD6TjCAGuQNDrNYAYWn2EwA5XSkclpKqVj8RkBN3JJPZvQ0bEpPDKeDF1JzF4lk5PQKoIUCUJkzTJvVUW7wjtkzinxTol3SpxL4F2i4JYlbzoTyGSD2Uwwkw6k1aCqBAA0AuMQWafAuBjClkpYpqa+DYYNvDjL8LO8FBXkRCZPZvOMkiayeSaXp8oFopzDFgrk9SxekZN3i/T9IlmgEMI/jXonkt5xCXXLuD/LRObTTNRr/8uHHx1+bddbOzve233k0Gv7Dm87sPelfW/ufAv4su/ljo5X9u/+9Z7X/49tu361c9cL2/e/vPudPYcGPz/msxvxuIcjfTLpxAJXZk3fxU2nKPcI471KeMaS7omAZdRjvhJ2zXgcBp1hcnhq4pR+5kujdcDi6rEHO11zx1zRo67Yp67EUSf6uYs85ma63WyfmxlwUwNuatBDD7ipbgfeHl1OvNtFdLuITgcG+l3N/EWLY3a004GBAO+YHYXnu5w4vA8vjloSn5rj8IOAp1af2Ekfc7RO7nW5uB6PANsD3S5mABH7EbHbzR5zMz1eptfDfOFnTvlRA87cWl9d2Xi4vnZrszmvJSkAlyerNyF+2ritxdONW0/Wf3y8dnNz9Qa4Um425zXDBMCKlrD8okHb3s3VejFaCdbe6G1fXGwfeLe7HbTLaFsXXZfTz3su9dto9WZiaSFRvZkCX+6tcyJS854EdxRb2QqY6D3MPD8S8iANL+p35dodCU6drT54fp8ISLS+mIU2jbZq1LgvtcNls9WUgZFbebM5v14rPGoUNlfz6/X0Wk1efkD+eD0yXwwCXMp5fznvrxQCpRxSzvtLOaSgerKKI6s4Chl3IePOqU6ZN0uciWdMsDEEcGEpC01ZCNxIkWaKNBOoAXIWEptBE5Op+EQyNp6KT6DoNIbpksnJaPQaEIfE9FhySoMLg8+whBG+8pRZoC0c2XJyECgji+up1BSNTgNcaHSaSEyAvgbgQiSmyOQ0gxk4wsgkdXRimoxNotHxxOzVxNw1Ep2SOAtD6HnaCKvbGlzSoistetKiR5U8qgR1kFdVkLTqz+XD+cJsIT9byM/msrPZTDitBtOqXxW9iuBRBB/PuRnG7XBcsjkuM1xQTieVTEpSU/kSUyjx6SyVK7D5Ar1QYa4XiRtF8maRvJnDb+WwMhukQtNh03kiMEmFdTnWP68mFTqUZmIKFXdOTX7QcfDtXfve3rV//8tvHHy9Y/+rHQe3H9770v69Lx/Y82JHxyv797y4d9v/em3H/7l9x79ue2vHgT+88/73Q0PxgEdh4lk+IqI2Mjg+Z/4+bv6Ocg8z3lHadw33XZuzjoTNw0nXNdQ7FXBMGI1Xr5knzximv9BND8yYuo32Tqu32xHu8Sb6fESvj+700J1OutuB97vwITc95KUGPXS/i+xzEj1OosuOddrQY9bU57bUFlbifzVGYacRyiLIXzodmEaTY3a0y4lDdLuIXg/V7SKO2VHQ6XU6iF4P0+/j+rxsv08YQMQBv9SPiP2I3I/IgwF1KJiGzKXHzfb7hH5E7PMJvX5xKCT1edkv/Mz3SMqAUjdXG8tr99dWf9xszkMRpNU+WkB9BLFen4eTr6sr5cfNG9C1bd9mBjk/cEfzxAWX3HbEaGSBqbPW/W3v9cLmUbuU5nEtr5VFWk2k3S36WUO3ejO1eD3+sJJYXkCrtyjYh67f4er3xMZ9Cc7Lg6MEwKVlqb0FF0DJym1x5bYIQKnflVdui9VbQv2uDFeKtJOMj6rpp4083EPYXMk8qracMbWrI3Cafr1WWq3mNur5R81csyrXFrn7t1ML5XA574OcpZDx5tOeUjZQygYKaSSretOiS+KtsmBTJYcs2ETOAr0SaJ2wlIlnWjURTVlIwkQSJgI3YskpPDVNoXoypUtGxpKRsXjkWiI6lkpNEIQOx6dTqQkS05OYvqWFSbXSFpYwAlwYfIanzCJtEWmLQJkFysxRMyCTYQi9xh0K1cPDWyobPZHUU+gMT1h4bAb4gscnU5GxxNw1MqUTORuMrgTWKnI2nrFwtBnqNZlzKvyWwF9wSaJbVnyKirTgUpwrFOfyufBWCrMFF9kviT5R9OO4w2S5mMJc2QKRyeNyGs0V6UKJz+aZfJHLF+hyiaiUsEoueaOA3SmRBS6MI1NztuGE+zIVmpRS5jyHVJRYmp2VqLlKmq2I3PDXX3904PA7ew8cfH3fgdc7Drx+YNeLezpePbT31YNv/Hrfvlf3732lY8evduz69a6dL2x/d+/h//rDJ/rLl2U0QUd8EurLEB45aY7bzsWtpwnPBcIzTHgv456RiPXCrOUsajuPOUfmbMM++xUvYjR7TSPW6VPG6a8M+pMG45DJdtyGnHDHTnrRIQ/R78L7HdiQh/jCS5/wUUNucsCJ9zuwXgfa58Q67cnPzImjpvhn5gTEUVP8mBXrshM9TqrHSQGAOm1olx1rhSPV48J63ThEn4foc1O9LhI+7fVQQwH+eFAaQPh+nzDol4aCyvGQejyUgTgRzvZ5xAGfPICIvR4OptQ9iNDrY/t93Bd+5htPfCqOzdeqDxt3mo0bG/XyWrW8ulxuLpUai8XmUul5VMuN5VJ7NKvlZrX0i74MvF5fqWglFVRV8O2T1Zv/WP5o3dx/rIk2m/MwxtWWDzZWCqCga4cL8KV1jr69oVu7hVVvbtnQ3aLgeGvtNts6LL+orj5U4B4KxP8PXGp3pPpdGbIYIMv6Yra9xfu4ln3ayD+pt+5Xt8NlYym3deoou1rNNZbU9XpmrZauLXJL96g7N+PXS4Fy3jdfDFYKAZCQFdJIKRvIqt607JYFh8jZRM4GdRBDGgh0iib0ABeGNGpwoUgzgRuhOAK40JiBTOlS0XE0NpGIjsUj1xKJMQybAriAFgbkdjRmgKk21EFaZQRw4UkTRxg50sSSBobQM4SeI03wJJGchofhp4ikHk/oyJSBJcwMZgCyYLGJ+OzVSPByKj7BUiYS08MfGxpG8LdgKRNPWUXGLnIOkXPwnEMUXJLslWRvJhvM5kL5wmy+MAtwSat+VUEAQ61erxTIZiNO99XZiDGdw7IFQs3iAJdcgS2WhVyRzuZTpRJayiauF9CFTJKJmYPm83O2C1xER4Ynsoy7rIRVNpDm5zJiPK8QZZlXSPy//vDJm7s7dr+8fc+ruw/uOLL7tYMd247sffXQjhf27npx3+4XO3b9evfeVzr2vrL7zTf2DXz6KT03uyALjsmRqGMqg3nVpCVmPRu1/oA6z6ZcZzHPRcJ3KeW8iLqGY5YfErYzMedw1DsWDc0Egia712j0miccxhGr+YzR+K3R/LXJ+ZXV95Vt9qQ9ctKNfemjvw5wXyHMcS856Mb7HVifHR30kH1OrNuGfm5Jfm5JAkG6HXinDe92kL0uutdF9zgJqJ56nMQxa6rThva68UGEHvIzAz6qz0P0eYh+D93voXtdZI+T6PPSQwF+0C/0edkuJ93jZvsRccAvwRAaotctDPnV40FlABH7fMJgQO4LSHCv4iRCf+2OTURTpeXFeys/1qvzaystoABZVpfLa9UKRLNa1mJ1pbJWm1+vX1/favoCU1r4aCxoVZUGF61D3D450jjyePX6PxW8PFlb2FgpwVa0ZrnwvCaqF0A+97SW00bRP5P/r95lGrep2o9E/RYJZFm5xdVu80CHVpnzMP3cj3NrVaH+QIWFhfoDdeWeXL0rrdyTa/eV2n0FPmqzvXl+w+lxLfu4nnnSyLYOQbYit7GcWV9srVetVnP1RWWtll6rpVcessv36bs/Jn6shK8X/C24KN6s7CmkA8VMMC17ZckjCi5BsEuSU5ZdPG+h6Rkcn6bpGYYxU5QRMheBtXO0laZNJGWkKCOO60E7xxJGCtVjiXE8OZGKj8XmRiOR0WRyPIVNJpPjFG5gKQtHWhjcRKEzNGbkSItA21jCzOAmBjVyuFkgrSJl43Azjeq1pEajCZnSYfFJMqUjUzoaM9KYkUjq0dgUntDRmJFMTqPR8VRkLBUZi4ZGZ/2X4pFrNDEDjhAMY6ZpE6AQWs7wuwNcBN4piW5Z8cpKq+cC+Us7XFTJk1FgSu2X5WAmMzcXNfn8k6wwp2bRdI7IFqhsnskV2FJFzJeYXAEtFOKlQqKYjXKYI+wcDVkuoP5rbFQnpUx5zltWwgqHiExAEWMcFVEZ/HapMDF86TeH3tz2r6/ueHnnvu2H9u44suvlA7tfPfT6C3tf//WeHS/s2fnr3R3bDu7btveDw0cmhy8UWIYKIxdP9DmvniWRGTFqilnPz1l/SLnOxl2nk55zJDKCe0Yo5ErEdnbWfjbqHUkExud8UwHPRMBnCAUsCGJ1eS0mp2nCahyxmM4bTd8brV/NOI9bZ0+6sS995Bde4oQbO+5CB1zYgAsbcpMDbqLfhfc60B471mPHepxEn5vqshPQ/e1xUr0uUgugT48LG/BRgwjd7yVbyYubGvAyA16mz031eelBPzeA8N0uCtyqthR0omYNA5nLUEA+HlQGA/JgQO4PygMBYQDhIXOZjKGl5cW71Zu15UpzOb+6WFpdLDWXSmvVyvrK/Ebt+qP6wkbt+lptHoCy0Vj4WdTmtbQF8LFRm19dLkEW82T15uPmjfYH2jUvWubyZG2hHS5av2azOb9eLW7WK5qBw2a9NZaB0LYWYXHxH7ai73PAl8ZtpnaH0eCyclts3FMgMandV+CfvcaU+gNVe7O5mKndV4AsGnE0GD2q59eq6qNq9nEt+6ReAG+bZ81CCzRbf8qNWq51IG0lv14rNJfT67Xcej1TXxJri9ziPfzujfiNUhjgkk97coq3kEZyaZ8iOiXJKYoOUXTIsktRnKJoYxgjRRk4zszzNoYxb82AnBxrZxkbvdWvxVPTABcaM+DJCSI1iSbG45EriehVFJ0kST1B6EhshqOtImNncBOe0AEReMrKU1aWMLOYicPNImUTKRuLmciEnkzptAxFq6EoVI8npojkNIXOUOgMntClopNYfJpCZ4jEFMAFei7R0Cgam2hlK7SJpk0UZSRwI4EbW/MswqzBReKdsuRRFZ+i+tKZAGQuheJcIT+by4agLMqqSCEflkRPWvWralAQEIJyuzzX4ikHL80pmZSSSSkqms7gxRKbzeGFPJrLROaLyawUmnVdsU99P2e/RM9No8HxihpSWI/MejLSLEP5BHZWYCM5iciLTFZg//LHT3a+snPny7t3vLRn26/3vv7C3t2vHtr18oGdL3fsenHf7pf3Hdh+uOP1fZ/++5/wuXCawMdOfzv0l/9tvPDdrGEkHbdi7ssp13nCdyHpOZtwn8W9wynnRdQ7kvReQiynA7azUc/liOdaxDMe9U7NuSfC7sk5xDAbsPr9FofbNGXVjerHT09PnZgwnzD6vrLNfmGPnLRHTrriJ92pE25syIkNuohBF9HnxHrsGKQtwBHoy2jR68C77Fi3E+20JzvtyS5HqtOZOuZIHnMku5x4r4tswcVL9/uYQT/X7+O6XVTnlpqu18u3+04NBtQBRBxAxKGA3I+IPR6uy8v1+/khRPgywH7nS07HycrK8r2V2ytL5cZiof6w0FgsNhaLkLasr1TWV+bXquW12vx6fX6jsfCoeeNR88ZGY2G9fn1tqzuzulxqLhXXqmV4XX+YX6uW26uk1eVSK37u768pa34hpdOEMFt3jp4vZ4MHE8yMwG4FHFf+iYiufpdeuU1Wb1H1u2zzPt+4x8GVxcZ9qXFfatxTYCqkXVD8WTyQoeO7+lBpn0zDzKjVrK2XHtXzm9XC5kru8UoRlikh/r5WebraUhY/apQeN8rrtcKTtfmNenGzWX6yVn7UKDxeK6zXMw/vUDcr0YVyuFIItDq4GXc+7cqojrTs5HmLIFgVxakoTlm2SZKV44wsaxIEqyDYGcZMUxaOtQu8i+ccAu9kGZs2h8aSOjQxCd1cPDVNJKex+CRsBsCeEY0ZWcIMNGFwE/RKWMJMY0YyZSBTBo60iIz9eS6Dm+BTIqknUwZ4B7w1aczAkyaeNBGJqcTs1VRkjEb1bEpPRCdS4auQvEQCI4nZqxxpYgkzQ5phkqUpdFjKAn0ckbFCC0ZR3IrslUS3mkZkxSsrPqiPMtmgNj9SFURVEFnxSbJXlv0M744ljQ7XZZb3M1wgnU0WC2Q+h2fSqXwGK+fQW2UyywaT3smg8YLfcG7OOkKGplXanVdCxWy0VEip8qzABYuZVEaMlzJ4JcemefxET9cbr2zf9dLON17q2ParPTte2LvnlYM7XthzcMeRQ7sO79u2d9+2vZ+8/4exiyMySTn100c/+fgvH7xluPD1nPmyOKdP2s9GzN9QyEXMc47wXUw6zyXs5yO28zHn8Kz9fNh2LuK8mHCPJD2jCfflmHsk5RuLecfCzlGfbcTvHAv79H6v3ubQXZnRnzeYT+lN387YTtn937vnvnJGBqyz/dZYnzXRa0v1ObFeB37MmjpmTXXak72OVL8T7XeiPdZklzneaYp1WxI99tSQl+zz4N3O1DFH4jN74nNH8nM33uUm+rx0v5fs85G9XqLPS/chTK+P7nI/V/d2e2jYFYDtgcGADDsEmva3zyf0+tgBL/eFl/raERmbTRWXHt5buV1brjSXivWHhfpSsbFcbFZLqyvlZrXQrJYay3ngAgACILK+Mr++Mr9WqzSWi/WlQrNaalZLjeViY7m4ulJuLOW0MXPrMGu1sLZSbC4V4VeA0+waa7Rm8KNG5VGjpIVmnfukWXm6Ov+4UW6ZLdTyT+qFZ/W8JnX5Z4uLt4ilm9jSTaJ2h1l9IKw+aGlzARwaWdpnQM/jvqTBRZPkwt1FiCe1VitIGwk9qZXgnMizRuXvq9efrs5v1ksb9eLj1QpIcgEuj1crT9evbzaLm83i6op670f8ZiW+UJqDCRHMgzKyTRUtsmjhOKMoWtJpZzrtVBS7KFoYxqDBhWUtLGMTeKckeiTRwzI2GEJroyJoZ0AWA81dMqWjUD1D6FnSABsDHGnhSAuNGfGEjkjqgThQ4/CUFVRtPGXlSAtLmKGGAvRocIFflsEMDGYgElOQqlApHcAFnb2GR8ax2EQsNJqKjEmMVaBtPGVlKQtDmn8W+Ay0cniq1eIFXMqKV5I9kuxV0/5MNqhFK4vJBtW0X1Z8atovyAhO2dy+0QRqVuRINpMol8hiAc8oybyauJ7HFdKX9E6GTJdCxgtzlktJ9xgzZyzIs/PFZD4bLxSS2XScJr0C6U/zcwo/W84S5Qzbe/Svb7yyff/2jo5th7f/as+OF/buffXgrhf37d9+YO9r+/Zv7zj8xsG+o12JYERl2LNffvnRwY6//v43xuFvg4aLtH88YTsTNX6Ne86grh8wz/mk81zMcT5qvxB3DsfdF2OO83PWM3PWMzHH2aj93KzldNx5IWK/9bG/AAAgAElEQVS/ELFfiLouxVyjEffonOtK0D1ht+usHuuMxzFiMX07pftyyvC12fOdJ/qlI3rSmfzCg3/po4fcZI89dcyWAPVdrzPR70T77GiPNdltSXSZk13WRL8L63Enu12JTmey053q9uDdCN3vZ/sRqt9L9njwLhfa5SZ6vFS3h+xyE90+tsvLgN633XWhy8t1ebkeLwPRh3CDAfl4UDruF//mZ79zxyciWGVp8W71VnWxUn+Yry0WaouF+lKhsVxsLOeb1QLE2kpR2wyAQdL6yvzqcnmjcR3GRqsr5Wa1VF8q1BbzjeWfTY7aVS1aCtNcKsKxkXb7qK2fKmoBK0WwmQ3FEcCllSK0TYueLKefVjOPH8rP3f81uKzcpkE+B8fnVx8qzQcyVEYwUW7cU2p3JMAKNG4BLiCf03aZHtfyT2oliMcrW8KbLdYAWUBZ97QO54oKGlzgxS/g0liWb11PzhfmKvlQKYcUMt582pVVHGnJqooWSTALnFGRrLmMK5dxZdNOVbYJnFHkLLJgk3g7tHIl3qkIHpl3c6yd2ZLSgSqXwg2wSUThBhjo0JiBQvWgl4M+CyAD8hGAC3AEkhqRsf9TuECOA9/CnAjULjSqJxJTRGKKwQwcaqDiU9jcGBGdwGIT8fAVLDYhszbAGSQvFG6EeTmJzVCoHsQ1ImOVeKcqeWTJI0puUXJLskdWvIrqS2f8mWwgkw2kM/58LpzLhnLZUFr1i5JHVnyi4md4d3B20h8aV+SIqkQLWTSXTgJcRMrvNl8yX/sWmbkQNo9E7VfJgIGJWtNcsJJP5TKJfC6VSydTcTsaseakWFqIFVS8nOH/8snHu1/dcWDHwd0v73/tX3Zt/9Wet/b8ZvfL+7f96+u7Xnrj4M4DH7/7O+O47ka+EvMH/vrHP767Z/d/f/z+9NkvQzPDhPcq6jwfMX+De86knKdQ97mk81zceSHmOB+1n0t5LqLuC1HrDxHLqaTzDOa5mHSeSzjORu3nku5hDLmK+q/GPZfj7isJ/3TYpw8ErJ6gY8ZjGrXozxkNp0zm7y3O067wd67IN874l874cXt8wJ4YcGHHEaLblehxJ3tcaI8La2lh7ESXHQP0dNoTXY5kjwvt8xADXmbQx0Jzt8eDdzpTnS68x0tB8tLr58FI4ZiT0Jzoejxcp4ft8nK9PhYC4HIyrHwRUr4NCT/4UtNx8np1GeCycj9bXyrWl4q1xXxtMV9fygFfVleKG/UyuK6AinezsbC+Mt9cKkHCsrpSXqtVIHNZXS6tr/wTU4XWrHqlsr7SUugCXCC2EPPc/AQCPFwgf4GAf+Nb7ghZsIVr99BtM+i+Qy3/iANc6ndZKIvqd7jmA7l+rzVdBr4076ta5qLBBbYQH1Whn7Jlyr2lXnm0nIdbJ4CSZ43Ks0YFyAIPgOUE0GSzWV6vFbSvj1crG/X8o0ahviTdrMSLmWAhDWTx5NOunOoEl1xJMHOMQeRNqmzTQhLMMJmWeDtoc3nGJrJOnrZrcAFhLoEaCFQHQWJ6TcBCpnTg0Q1ljtZkgaYJvKkVQfDpFkRMAB14kiMt8BFHmhh8BrQwkLyQyWkWn+GxGToxjUfGiegEGh2HzEWgzDRmZHCTRhYtYFwlc3ZZcKiSR5G9ahpR04gkewArENlcMJMNKKovmwlmM0GACy+4BNEtKn5e8iUxi9d/FccdohBWxIgqRTNKUhbm3LbRy+cGp0e+mnVcjTiuRp3X6FkTE7dRCZvCB7PpeDaTELlwfNaUmrPk5eTNMldMU2ke/+TD9w/u3H9o1+E9rxzY/fKBXS92vLf/oz2vdGx/Ycebe44cfuNg/9FehRYKknrum28/ee+9//3eu//xwVujXw9ErdcY/xSNXEnaT9P+YdxzjvBdxDznU56LCdf5hOMs5rmIeS4mHGfj9h9SrrMkMkz5L6Huc5jnIua7RPivoMjluGc44b2cCoxFvRNh76TfO+3xzTgDFhNiveownTPqv9ebvjc5Ttn93ztnv3XFvnTGTrriJ71ovy/V40l1uVJdLrTbRfV6mD4vO+Dluh14txPtsad6oHRyYANOvN9FHvfRAz6q10t0u7FuD9mHMP1+tg9hun3sMTcFy5BQDQ0G5H5E7PbxPYjQ7+f7/XwfwvUh3IBfGgqIX4SU78LiGT+mT9ILK9X7tTsrS+X6w/zWpLlYXyo0lvNa8vKz4U7zxmZjYaN2fXW53FZAtX6q1c3d0uz+IlprBFvQgWxIy4kALu3RbjTVSmFq+c0VzSuuRZb1h/LGA2n9vvizo2jtcGnc46AsWnsg1e+JtbsCDJh/0XYBvjTvt3RxoNhrWW2D/H8LLmD7tFkvPa2Xf2rO/331+k/N+VZGswWXjZUCVEOQszxqlNZW8lDvrddyjxqFxrIMcClm/MWsDzIXgEtOdQickaF0wBcISTCLvAngInI2ljIxpJlnbDxtZ0kriFy0XgZDmmGHqB0uMJwGsb+GD4G2QfICcIGAyghoAoVSew2lpTxg9QCZC5AlOXcNyiIONdCJaTQ6Dm3daPByYvYqi89onIL8BdouHG2VWIfMOWXBJfFOgbVzrJ0XnKLkFkSXrHiBLJkskski6bRXkb2ZdCCbCUL+AkNrRQnIsp/jvKHQBIKMiWIwrUQzakziZxNR6/TEqeGzA4bxUxFkes49EfFMUlEbnXTiMRuFukQuLHJhIuFOztmopEflIqUMmZOI5Czy3sFDHa/v3ffagd0v7z+w/a2ObYcPbH+zY9vBQ7sOf3jkg4/e/MA4ZiireYfBdPTP//GX3//+Pz/68A9vHhj+oidmGxPCBjZwDXOd40KXKeQiE7xMIsM4MoJ6h3HvMO4+D5FynIlbTyUdP5C+C7j3POG7iHsvJFzn485zCc+FlG8k5RtJuEcS3tGI90rQcwXxjrt9Uzafweg1jttNozbLRbPtlNHxrdH9tRn5xjH7tTfe7451e+Kd7lSXG+vxMn0+YcAvDQXkoYA4hHBDXmrATQw48SEnftyBH3cRA25C67n0+uh+P9vro7s9ZKeH7tzqqgwG5OMhdSioDAWVXr/Y6xf7/fxAQBgMioNBccAv9fu4EwHpmyB/GkENKeZGbeVB/W69Ot9cKm4NmyGKQJbGcl7bMNSEdmvVyupyWRPUNZaLKw9zKw9zjcXC6vLzguj5djU4wrS1cv9ZtBIWDS7r1TxMhJuLmccrxaf1MmwIbtnCtQ65Pnoor98XVu9yjx5KGw/E5w3d6i1i6Sax/CNZu8PU7rQUurW7Qu2uAIoVSF60/AVi7WEGyAIrkjD6bi+LoPxph8tPzflnjQqkLSCc0+ACmQs4Ems2XGsr2cerpdUV9db15PViZL4QrhQCxawPyqKsYs8qdoEzcowBKiNZtEiCWRYtIm+SBZsi2iXeztFmjraKnENgHAAXausfKiwEwJoiFEdAFgrVU6ieRKeI1KTGCy1zgXqnnS9atgLvaN1feGyr9asjUzoqpaNSOjQ6Hg9fSc5dIxJTTFJHxafa4RIPX6FSOg1Mv4CLQNtExi6wdoG105SFIs0MaxNEF8c7eMEpyR41jahpr6J6VNWTTntBTZfPhfO5sJr2KyqiKAFJQhQllEgYXa7LPO/PqDFJCCdjNof1st0yMjX+vVl/LuiemPNOx4MGMm4nEw4KdaWiFgJ1Y0knGnWwuF9mZhUmKlCRospadZP7d7zx+q+2bf/Vrl0v7tvzyoED29/c80rHW3vf3rdt75Hdh77sO67QwpzX/1X/wGf/+efuv/zlk3fe/ujAngsne+cs19jwDBMYR53n2cBlCrnIhkbpwAgZGCX8l0mkBRfKN4y7z8etp+LWU6j7LO49T/guoO5zEfupqOMH1HcB87dgRPgupXwjMfelsGs44L3i8467fVOBWbs94NA5rcNG41mD6ZTJ9oPF843d32/z97rm+t2xfh826GMH/cKgXxr0SydC8vGgBHwZcpMn3ORJF33CTQ55qSE/MxhgBgPMYJAfDPJ9CNPlJrq8TA/CDQSEoZAEWNHg0oMIfQgHm9bHw/JQUBn0C0OI8HWAO42g+iStwWW1WtiSsVTW6/NrtRLwpbGcbxVE4JbQGg+VVpfLW09WGsvF2mIeMpe16vM9o+c0Aa//rYTlF46WW4/lfxGb9RLwZW05B52NR9Xs6kOl3U77yXL68ZL66KEEbi2rd7kWXBr3mOotYvEGDnyp3qJah1zvCo37rZxFAwq0dbWtIqiGnjVLoNiDr8+az1u2PzXntZ7Lzxox1QKMk1q1HLicN8tb1VARQLNRzz9dr6zXM7cXUgul6PXirAYXyFzyaacq20TeJIuWtGIHvqiyTRYtimhXJYcsOATWKrB2iXcCXED4r81fGNIMflE0McPRZlDTQl+DIfR4cqI9AQG4wBioVbZgxvamDDwAJNJ0MTB7JlM6PDEF1RCIcbHYBJXS0aieSulARAdwiYZG8cQU/BbtzGr9mQkLR1p52i4wDpax05SV4x2y4hUlN8c7eMEuK25V9YDkJ5tFQPAClVFLs6sgouBWZD9F2iKz08m4GU3aA8ikxXTBYrwY8E/bbVdMxmGP81osbExGLIk5Mxa3M7gXSzpp1Eck3AyGKFxEpiMZPpHm0YWCevpvX+7dtmPnizt2vPDG3lcP7nvt0P7Xj3RsO/hOx9sdr+/999/+Mej0pFnh8pmzA8c+O959bOjzo396/90P9+/+tvu/Y/YJKqBjg5Mp50U6MEL4LjLBETpwiQ6PUqHLJDKCe4dx7zDlv0wHRjHP+aTzTMJxGvOcT3rOxV1nYs7TMefphOccilzE/cOk9yLhuYC6zyU95xK+i3FkJOS55LUPh5GpoN/oD1rdQZc14J30uofNlq+m9F9Y7Sedvi+9ka+Q1FcIdQJhTvr5436x38f1+7h+HzPgZYa8zJCbHnKzQ276pJ89EeSOh7jjIe54WDwxKwFfehCuLyAMBkUNLlAZDYSU/qC8tRYgwpvHg5IGF12Cul5tjaKby3mQ3kIPZb1eXquVIHmBtkiLCNXy6nJpdbn8vCxaLsEYSJO9aFeKtCto7YfQfvHt2vJzF14t2n0zoRZpL1CgGnq8pD5ZTj9byTytph8vKY8eSs07dPMO/TO4LN0kqreo2h2mfpdt3OWb94T6PXH1oQL7h9DNbQ+ACxRE7XBp6YK3+rUaXDTLT61cguERjLigm/tkbf7p+vUna/ObzTJUSZvN4rON+Y1G9vZCqpKfreRD5bwf4JJPu0o5T6Xgy6adkLBAZ1fkTYpkVWUbOMsqohPgInIOnrZTmAlDDVir1WLQbKKw5BSFGwAuIFQRGavAmCBz+adw0cChTYWAAnhCB5mOBpetNvA0GpvAYhPQysXjk0Riikb1sHBEJqdB8BINXp4LjKCxCYALZC6toK08Y2MJC0/ZRNYpcS6AC8PaRMmtphFecAJcFMXN8zZJcubzgUJ+NpMOtEykMkFgjSi4JdHHsS6adHpcIzbLhdGRkyPDx13Oq8GAweWeMJlH3K7xRNwRi1pCfl08YmFIROTCKh/lyaDKR2V2jox701yyoFA5ifnzx7/b9qsXd7208/Vfbd/zSse+1w4c2vnmvm17D79x8I/v/258+HJJURGb/buTx785PvDlQNfJrs+6/vKnD/fv7vuPP+C+GRLR8yE95r5EB0Zx7wU6cEmDC46M4MgI6Rsl/JfJwFUcGYk7z4VM38Wd5+bspyK20zHXmZjrTMTxQ8x1BvcPY57zuPs86j4Xd52Juc4kPOcSvotR73AqMBYLTIeRab/P6PVbHUGXyeu86rCcsZlOu5xnPP4fvHPfehNfI9g3AebrkNjvwkEm1+9jBn38gJfr97D9HnYI4bTMZSgknJiVjofFwSDfFxD6AgLUPlraMhiQT0Syx+cyx0MqiFzAR2ooIJ4ISN+GhNMIqksS88tLd5ZvLD8s1h5m6kvFxrLWoy1B8rK6UtTarjAtWl+pQFnUrJbWavBtWfNqgMxFWztcXco3F3OaJdt6tajBBWJ16Wee3tohATD9X69ubRdvLUODkwscn39azTxbyfxUywJfYPm5BZfFG+jDhdTiDVxr6DbvCav3txaL7qsaSmDdGQqilkc/SIAbRcAKWFRBWQRpC8AFGrrafFrLYp41Kn/fuPH3jRvPNhaerM1DPF2/Dg2Xx6uVp+uVZxvzqyvq3ZvYfGGunAtCz6UlcpFtqmjRmrgaYgAuimiXeCts5XC0laUsDGH5R7iQ2AzY6BKojiGNmq6fJYxgs9Cuc9nqnhghbdGiJWxj7FpfBmAE6IFnwLiXSulgSwBoAi0YSF5gPh0LjcbCV1LRcZlzAlNgmQgm0xLrgC1nRfCoolcU3Bzr4AWnrHgz2UA2F8xkkXTGl057MxlfJuNTVU8uG8rnwsVsOJ8O5tL+XNqfVfxpyaeKXkXwpaWgSf/9F4N/ujI8NHb1bz7vhB/R+QPGQNDkQ3ThWXMs7ojMWSJzFprw0YRPZueyUiLDJ1Q2lhWSeQkvZ9jUnP83hw/uePGVnS9u3/vavl0v7tn32oEjuw8f2nXgN4feHjl9JitwRGxubPj8+e+/+uZEz6mvBr4b6un/9D8/efvAp79/L2Kd4OYsYtSU8lwmkREmeJkOXOLCo3R4lA5dpYLXiOBVHLmK+UeJwBgRvBp3XwyYvp+1nUkiwwnPcMR1NokMJ3wX55xnYq5zSfeFhOs86h1O+S7EXGfinjOYfxjzD+OBK0nflajn2pxvahYx+ANmn9/qDjmss65pv33UaTtvs5+2+U675n7wpU4FyK8QasCN97rxAYQdCAigT+lHxAGEHfIzQ0EWMpdW2uKlwGIGMhdITwYD8lBQGZrNDs1mj4fUAb8EplMnwukTIXnAy32FMKe8STPJlRcf3l5aWHpQaC7nAS5rtcpG4/pGo7JeL6+uFBs/b7tucWRhs3FDA4q28QiT5jYPk2L7Teh/YEpeU94DUzT561o1s1HLtToYW25wmyu5p7XCT41SS/hfTW8uyo8eSvB17R6/do9dv8/9bBQNDRdtFN28J9TuCvV7Yu2OBG2X9voIrBU2q4WWkKZZ+vtaBWx7W86aWw2XX+hc2tUu8AxccnvUaFlDbTbL/wiXtVr63o/49WIERtHFrK+Y9RQy7qxiT0tWmBNl004YQsuiRRYtimRVRLvItbZyoHdL42YaN8PKImClPXP5p3ChcR30TdrnzdoEuiVFIcxQB2mjaK1Q0kZL2iga6iAa1UNxhMcnYU8aQttdTEbGgFYy55Q5J/xGAm2TOWdGRmTeLbJOmXfDPrSaRmD2nMuHcvlANufP5fz5fKBQCOZyfshWAChp2ZuWvYrgERhHWvLl1EBODSHuyz98c/TimR799A8u+5VQcCY8aw3OWnyBmeCsKRK3z0WskagtHrMSqJsjAiIdTnPxgoyV02Qlw9xdyBonrxzavWvXy6/t27bnjZd37dvW8U7H22/tPXJw156hzi6JIm4Wc2GvfXzkzMjZv53//sTwDyeHvz957uvBzj9//G/vHrBdOyPGnAAXyn+ZC19hQ5eFuavs3FV2dowKj9HhSTo8SYYnyPAEERpPeEfnHBdi7kuofzThvRR1XUj6RpLIcNR9Lua+mPAMx1wXEp7hJDIMtRI1e5kKXSaDIzgyivquoMh4HJmaQ6aDiN4fMCIhk3fW5gq7jX73NYfrvNV1xh447YmeDuInXPEeW6TfSxwP84Nhudcvdvv4fh8z4KMGAwzAZSgkDAS4fj8LPRcNLgN+qR0u4FwHcDk5mzkZVr6aTX8/K50LEnZWWlhZurfy4/LDfGMpV1+Ctgt0assAl9W2jedHjZbVy6P6wqP6Qvvm9M9iy30N8hSAC/BFs5SFTwEo7ZceW6/hpiLMXrYMmAAuz+rFLfe59OaivLkoP15SNhfl9fsCeEI9nxZVb7VqosY9DsxcGnf5+j0R4KINjCCL0TKXJ7UStHIhbfmf9XltV7J95KzVbFpZBHCBFAY+bfWla63OrnYOarNZfLxa0nQuWuYCcMmpjoxsy8j2YtZTKSDlvC+nOlXRqggWVbSqol0RbBJrE7cEaTxlY0krNEHbxSOQuUBZJNAWzUsB9g81VUs7XNq7rfCiZQ3H2CFhaVfZbQ2SDNSWvAX8XMDYpX0RiUL1WHwyMXctPns1PjsGFRb8+mAQxVNWjrZytJVj7aLgkiWPLHkk2QMKFzWNZNL+TNqfzSKFQhBuORUyoXw6CPdGsiqSS/vTokdk7Hk1ILFOnnaSqFk38bevTvxp4sqXTvtlxKsPhW3BWQsSNAbmTKGoJRyxzEWsibiNwr0cERCpkMLOiVRIYiLFNJURsOM9nx3es2vvttf3vLZz10s7Du06+NbeIx8cefc/Pv5D1O9bKKgSnYyHnNPXzhomzo2cOXnlwhdXzn45duHbb/s/+93hXWM/HJfiLiFiTLgu4cgoO3eVn70iRcf46DUuco0MjtNz02xUz0R0ZHgyFRiL+65F3CNRz+WY7/Kce3jWdTGOjCYDoynkMuofTSFX457LCe9oHBlNeC+hgREiOEIELhGBSyQygiOjhP8aFhhLIGMRZHzOPxkN6ebChnDI6AtaHIhD73Vdc7kvunw/OJC/OfwnXZETSGooQPYjVB/CDQSEfh8ziNAaXCB5GQhwWs8F5kEaXAbDmcFwBsbS0HMZCiogovs6wEHmMr/88H7tVnWx0FzON6vPey5QFkFoWz+PV69v7SIubNSu/4Ipj+rXHzcWHjcW2uEC91sh6g8yzcXnp9S0aMlY6nk41Qpk2WwU2jeJWsLcNmuop9X0k2W1FYvK5gNp4z63oWUu7XCp32Vrd5jabbZ2m/1HuGiZy8ZS7kmt9FNz/n/W5/9nfV47NQADo1/ApdUWamu4aHDZrBbgxkpzOavB5VGjBHBZrxU26vmNen75PlfJzxYzwbzqyyqurALdXCdkLhnZnlOdMD9SBIvMm2XeDAaXqmgHI2u4bcpTNoawcLSVpiyasp4mWna54GkgMlaeMsPyIQcGdFuk0FKVfxTIsYQZ4CKxDqAP5B0ahgAuxFa2AohpubpsafZAHAyXCZKRsTAyMuu/PBcYBcpov2bL2oo0s4yN5xw852A5O8PaON4hiC5JdMuSR1U92SxSyPrzmUAxF8qng1kVyapIIRss5cN51a8K7qyM0JiJSpkFxhX2j333t//r0rk+p+WS0zYWCljCs9ZwxBaOWYMRc2jOHAqbUkkHjXkEMpgV4xkhhkUdWMxdydHi/8vXez7LkX/nff+Sq2xLokiRIiXRklUu2hQlUUWZtEwW8y9sQMYuNmAD0o2Tc87dPd3T3TOdc+4JNyIsdnHvnTtzM/LSb/3izDQGoK2qb21NASjU1q2aD855znOeI5J/+p//4F/+s//5937jn//OP/nN3/1n/+L3/8Xv/c4/+Y0/+cP/UMulh7a6M9AthSJamVohtHzn2vL3l8NLN9fuXF+/e+Pu57/+T//rb317+a8kLKuTaap0l6ndl7AlFVs2iFWts6p11kQ0BHBROnERi/VaIbqxRtVXO/WlduUeUvgWK31P1h8wzRWmucS2Vrv1Zbq21GusdFsrZP0e1bjPtO4zjTts4w5b/Y6t3uEa9/nmMtNcIWtLRO1BD1mlmivt2ipSCzea6SpSzLcq8Xrtu2z2drHyVRW51ehcq3c/qXQ/rQmXEfVSS7mMqJcx7Ur7neDyUVMBzeUTxPi4pQNHZojBvE8wL9B3Z6+pf1RVrlS5z0qdJCttjfeeHT05gsWfo63zo22YAUHlArLuIlzmGQs7F9P3gi9nu4vHO69OdoOTAIsKbvCCqxsQu/3OIzcnS/CCBegAMeDHDeASvNcH9qt968We9mJPm8Hl8DEHDl3IW4Bp0fSJPPlBnT7VJk/0w8fa9AcjsLpcHPgvJ8OZXnu2GcBlceMARkVAEGBkULN88KAGC4bqsLV4Ph3AKPrFyfD58eDgR3nkIb5Vd40yZOJCbWJpaUNJSlxE4iIyH5X5qCrGdTlpqmlLy8yi2/SSa8Ah+rwq5CQuo8l5WcoFqzqKCAmY6dnmtJQN4lo0KaVJ75y4i+UDsAZoAnwJjDDwZ2yt7OgVhc8szJUSfDcKGVESE+8Ra7BexFJheAwZgtgHWHFkyAjeWmpWvm9V76D1ex10he/GDbkA+RKKklWULBQvhlnR9BK4XSyzOuOLXfedhmfXhz7Sd5uzz25r5CEDq+FqFUsumkrRUssylxGYTDJ68/73v0pGvqoUQyRRJqkyzdQotoJQuTaVRfEUgadZqqCwtYFBbjqsLiCagDzZNjdc+W///E9+75//09//7d/6jf/hf/w3v/U7f/KH//HTv/v7+OryhqvvDo2Ry/smTeOZWnEltn4rEfo8l7idiXydCd+O3b/5X//3f/npX/xHuhoyqTxVvt+r3hPRBxK2pBIrBrGqk+syHpLbEZWIKZ2Y0olLeJTDwiwa4rBwp/oAL94hSnep6v1u9UGvfr9XWyJL9+jKA7a1xqPrVOM+3XzAoUs8ssQ3H4DTl63fE1orXGuZrj3AK9/3mvdYbJXBQp1mqFUN1auxejNTw6rJRnGtUrpTLH1dqn9Zbd+qUzfqzPW6cB3VrmL6lbb+AVw+QoyPgCxNDUKhZohB3Y9R9xLqXWn3r7Q98L9cQswriPU5qn7dYLKitjM5ODj98XiyeTYZXhzD6jO8LZBdzoNcOFgsnG057zw/2jmfbMKq0UJDtPV8uhU0REHNcnEweD4eBsfSZsLK3Bo3i2t5nyyLcHl9PJwfLPPg7PzrQ/fV2Iaa5dW+9XJff7GnvXymvXymvRN093a6ezsMjKIPHwuHj8TJYymAC8Q+BRGWs40hmCVPfBBcZskxJ6NZo3S6DZXLfwcugB7YWjyb9E/G3vGBe7TvwMW5OWj6F0f9/afSwGl6Zs3WihDLpstJXU6qYkzmI3A0XuIiihADsoRD12wAACAASURBVBhKylBShpIx1Syk5MPXXhPzulw0tZKmFmfps7OXUcR04HMJguYgCC6Y+wTKC/DFkAtw7z1gCjRNABf4LYAL1D5CL8Z3oxIT18WMIWXBSsdRYUAJS4W7c7WFIUMsFWapKNVew1tLaP1erfhNIX2rWriNt5ZELmFqBd9v9PtN12nYVg0aopny4jYdu+7Ydddp+E7DtWoDrzX0kYHX8p2Gb9V9q+7pVUctu1rFVkqOXlX4rKXVcGRt6e5H60tXG9UY023Q3WqXa3T5GkrnO70CRqTbWJKlChJdNvjm0OwO7Z5v0kOH2+or927f/Le/+5u/80//p3/9m7/167/66+TausJ0dwa2p7NPtm1XJ00FNeRWJf8Aqa0VUrfL2e8ahQftWriZW/q7P/uDP/9P/wbLPXB6JbryIICL1lk1iFWbCivtEGguCh7VOgnoj0QiJhMxurbUKd+jaw+ALGxziWsscdUlrrEiYWGxvd5rPKAa9zl0iceWRWxl5spr3BfQVQ5Z6dbvk9XvOPQ+Tyzz+HoXWes0Q51WHEfTLSTbaJfyrVKkUryfL9zOl78qtr6qELfqzHVEvoJqH1QuH7fUAC5B5QLvF3Xjlw3zk5ZzGfOvtL3LmAtwuYraX7T1b1pcVlR2Jgf7J09OplsAl+cnu89Pdl6c7gZwuVi4GfL8eHNepOy+ON5d2GOczYzODzfOxrNW6HjPg3ey75/v98/3+4Fw+8HUeXYrduoHPRFUMe/OQh8N3hwN3xy9mxO9PLBByn21b714ZkBD9B5c9na6P21Rz7Z7+7vs+BE/fsSPHwqHj0Qw0UEK1MlPNhQsLydDUGpfTUcXB/7zQw8E3dfHw8Dk8vPZzC83+2MgDs33pD+QXUBAOpv0Tw/94wN3umcfH7jHB+7J2DsZe6eH7tnE2/tB7NsN16haakGX05qU0qSEJiUUISrzEUCJpWVsPQttkaGkdDkJaAjgokt5UynZetU2KoZehtx8MNHBRAl8uotw0eW0qWaDlSIwsAQjoQ/mOLZWdo2qrc2qJPDRQg8FI2rofWBIpPIpVy+5esmQsrCCCLEMsDA538yO9TrhLhEisVW0fq+c+6qQ/DyX/KyU/6LTXlaULNxCs6wy7BPZTt1xG2Bj8ayGb8+mQgOvtTHANoftoY/4Vt0za75R843awGroQs6Qi45edc0m30uHV6/e/+6jcnaVwstEp9jlGozYaPeKNFfGySxFZIVeWe5WFKqscw1PJ1yd1BViq69gtdwf/W//y7/73d++dfkK3yE3HXd34G35+oYnjVx+ZyQMnI7MlWk8WSvdq+Rv14rfEo11Bk9x7czdW7/4i//8+5XobadXosr3u5W7IvpAbi8DXCwyZBAhpR2SsXWFCCt4VG5H5HZEJqIqEaMr96nyPbaxwtaX2foDEVmVkWUVWVNaqxoWktAVmCL1kGUOWRGwNa61zDaXuNYyj6ywrWWmudRDHvDEMk8ss9gyg66w7bDYSfeIFN6KI2imieVLaDlRL62UyvcKtbtl9Jt690ZTAp/LZUwDQRcql49R82PUBM0FBF3wtvyibvyiZn7UsC6h3mXMhcrlMmpdbpm3MO2bFpcR5K3x3t7x42Nwvh1DCtR20BYBYhbhMq9ToDN6h5WLOVnOxrMJEZDlbG9GlrM9H3JRFkNR4D0/6l9MfXgfwAXU3JfT/uupv5D17wRzIlBbXu7rrw6M1/vaq7255vJsu/fTVvenre7+LnvwkDvYncFlsXI5empC5fLicAAtz5vjTcDEm5PRm+PNFxP/9dEG7EMHo6JAVbmYDCC8LkjtXlRzn0+H0AqdHvonYy9okU7G3snYCeDi6CVTyQNcoHjRpIQqxg0lBX0Q1CxQ1BhKSuJimpQylbylFkCLtdQSpM8GcJm/YGKd0cTMrC0SEgAXkHihcgFqGGIeeiWAC8yJ4C+HbmjOsiJ8AJUX/mams95u3GU6675ZGbkNS8lbagEIaCpFIBQMoU2lJHMZhoxS7TUaD9H4Ota4X8l/nU7cSKc+Kxa+bmMripzv+4jrNcGhqxtlQ68YegUOGMHdxb7b3By2tzeIjQHWtxueWfOt+tBuenrVVkq2VvHMuiGVLa1WyX3/9Wd/lQp/026kcCzHCg1Rw7p8TZCbdK9IEVm2k1e7ZXiG0PBMom9TfYvxTfbmpb+7+tHfdNuNh0P/4cjd9LSdgf5wQ9vwuJHXdQ2M62Y6WIRAw63qXazxgG7HGDylMJVa+t7f/7c/SDy4btDZTvEOXf5ORB/I7SWVWNHxFbOz7najJhU1yJhOxVQiJmFhuR1ROjGdTHTrS73akoCs9+r3e9V7XOO+0LivIityc0lqLXGN+3T1+27jLo+u8ugq01ximktca5lrLQNZGHRFIEIM/kCk12QqzLXX2NYqi4Y4LMpi8W47TWCZFpqvY+UK3sxjWLTevFNqflXv3WgJ11rSZUS5hABZtF821E8w62PU/HT+QHz5uGl+jHgftdxPEWiL+pcx9zLmXm171zDr6451BxfysrY9ebZ/8uTkaPPiaHh+tHU23Qrs/xfHmy9Ot1+e7cxqlnnALXRDMJMGspwdbgRkORuPPhgPnR8Oz/cBNw6oLe8uncIp+6l/PvHODt3zifdi4j8/mp3ogET92f7gAlzeTr3Xhw60RW8P3Tdj582h9fPUeTs23hzo88plm/1ps/fjRndvmx0/FA52xf0dYX9HGD9SASvHP1qnz7yLg8GLw9Gr6Sbccob3arr5ajp6fQTa7dar6SgQkIK7tkGD94E/5/wQFNyti6MNOGF5ejiAz8cHPoDmZOycjJ2fHvMguABfZlH7fFwVk0F+tSalVDEJEqzMxyUuxvfCEhcL0gkg6dZU8rZRUtXcTL5Vi2CB0eS8LKSCaZHIRiUuBpELMhsTuuHZkqGQ1oS0KWTgOKwlFy21ZMgFTSrAbNjSKuADVsW8rVdds24oJfABB+UPia1WC7d7nbBvVW2tGMybDbk4vzGU16SCpdVcs2lpNcjuV4ScwKQ4NkXg64Xi7VD4cih8OV/4muiEFLXo+YhuVGynAbkKkOoCYQu+1xr00dGwPRxgvlOz9KJtlAZO3TWqplJ09IprVG2t4uhVEllf+vZX6/euEs04Qxe7dInjG6KCSjIqCnW+W+LJvERkFSqr0hm1l9bEvK3Wdoe8p5N4PUWj+d2R/sOOM/Sk3S19d0vf3pA3h/zGgPMcUpFqPTpLtqN4c5VuR+h2oodnbAXjyMKlv/3j8J1PhkqlV7/bzt1SsSWx9b1BrNq9iEGF7F7U6kWtXtzsJnQyoZJxpRMXiRjTXO02V9nWKttapWv3qModpnFPxFZEbIlp3BHQBzK+wrXuCegDGV9jm/d5ZIlrPYCyRcDWJDwkE1GJjMjdiNKLKnREIUNqJ6KRUa0TV4k424z0kDiNpQk8i2D5KpIvIoUMVv+uWP2qQtyqdz9HpJtt81PU/GVD/0XD/HXL/AgxPkX1y6hxBTOvYOYlzPgUNT/F+p+g/ict95OWA5HdnyLuJcS+1NQ+R9Xv23yalx4eHxyc/nBxtntxNJwPoWeVC5Dlxen2+yb92aIz7ATAh+DIdHBqenEZOjgLO5Na9r2Lg/ntDciUOxkBR15M/FeTPlxTfDH2Xk8Hr6cjuAH/egqd0SzX8s1R/+3UezW2YVnx9dh8O7Ffj83X4/ni4sEuv7fNPtti9nc4IMveNr+/I+zvyuNH6jyPzgc16MXhCN6cLO+9l5OZ0TjQkM7Gg0UBadFWPF8g2oSgCviJwIfTw2B7yjubOs+eCFC5WGrBkHOwXqzwKQDHIlkW+RLAJRBodTFjyDlTKyhK9gO4qFIOInhno2g+LvNxOLQo9iIctc5R6xIT1dikzqV0LmXwaZlJ6cJMglHFvC4Xda2sa2VTLatiXhXzplq29aqhlGYbTHyGpaIsFe2gK5X8163qHYlN2FpRYlO2Vlb4rMikXL1hyhWRzTpGw7NQ38YsrabLZctsOHYLLhMpSlmWS71eqlq9F4lcX1u7nM9/0+lEIUa3P8Bcr+W4TUiKcr2W6zSALwAX2yjZRsm1KjCQttSSo1ccteIbdYFO5WJfLn39q2r2PksVmF6J5eqaTuhGR1UQnipynYzQTitEUqGSKpPQxYyllhwNsRVsw2U3Pe7hhvJkWx/1+Uc7+s6msjWSAC6+S2lKi+nmSCJJtqMEGu4SKb5b1MSmKjTufPnLu5//tS8Wu7Xv2umbavu+2r5vEKsGFdLJdbMbMbsRsxsz6KhGJVQyrlBJlU5xWJRvR6ROXKETSicmYGtsa5lFHnDtFZ5YFtpLPPZAxJYE9IGALovYCtd6wLUe8MiK1F6XibBKRjUqodNxtRtVu1GVCsuddbUTMqm4Q6UsOiWiYRGL8XiS6aRJPINi6RaerhKlWKvxfbn5TRW/jUk3Mf0TxPhVy/5Fw/oIdT/BnCu4dRU34F1u65fb5mVicKk9uIT6M6yg3mXMv9r2buDOl7hxBxeyovLoZPzs6NHRZHS075xOhlC2QJ4LmFxOF0hxcTQbp8J64WI5s4ieD86eBb8FISewJBgs8YDV/uW0//LQf3noA0peHrovD923k9Hbyej1dDAny3twmY2iD+zXBzOsvAeX8UNhf4fb22b3d7j5B+FgVxw/lqdPtdNnzjvCTUfBNvM7//78gZMPKpRgynV64AUXT+AFqRAwcl6E6+nh4PjABw/iPKtmcHHsgaALcNHnIgU8VQAJ5r2nzm+YQUQ2wAgylgK4aHLWUPOLlYtjVi29DHCBm0GKEBPZsNANc9Q6R4WFblRlEhqb1NikyiSkXlLjs4ZcNOSiJhU0qaAqRVUpgkVNFfOGMttdNtSipZdtrSz0EgwZ6XXCreqdQvoW3rpva0VNzJlKSWLTEpu29boul0U2r8tVQ2v4Lu45bUNrmEbdtpqm2TDNhuuijoNYVlPXaxyXRdG1XO52LHazWrtDdEKCmNX0MkRGAWVsq+bYdeCL7zccp+paFdeqOGZVk2c+PVMpuUbNlMo0Gg3duZQOf9UlMixToroFWUMVHZeUlshUOCrLtVN8OyYSMYWOaWzSEPOmWNfY+pMt7fGmuuFxT3fN7Q15d0vd2pQ3RuJoyA0HrOdSmopwTKlLZbqdBNZcY8iMIjV4puIaRCVz78vL/5dOJ+nq92jyhootWeS62VlTiVWDChl0WKdCOhXRqYhGJXQ6qXXTWjcNAyOZTOhM2uimJDzENJeo2vcMuiRTYaG9wiIP5M660F5hm/fVTkhqr0rtVYUIq52ISkaDJ1NhiQxJxJqIrypE2KDjJpXUO3GViKudlERmeDLLkDmayneoHEJVip32g0rjmwryLcrebMmfNPWPEAfg8mnbvUq41zrONcKcIYawL+H9y/jwSntwGfMvod4l1LmK+zc6/g3c+RxVv0XZnKQ+OZs8O3o0PRwCXCCi5Xg8DPJcThYi454fbz4/HgFczqeD924MnWwF/1rDd+qD7cSzyXA2QpkvCZ7vz88uT/svp/05VvyXh/7sDvR48Ho8WIROcL/15eHM5ALRlm8OrVcHxptD683hPCwKgBLAZX+HGz+UJo+V6VPt+CcjcPov2vYDlCyqswu3Qd5rf4LozSDMCly5z49H59PB4tntRbjAzw5idA9+lIduyzMrtlY05Jwh50wlbyp5XcqCMrJ4OSwoZKBvenexDG6AqHnbKGlaHjLcAC6qlNOVgm1UTK0Eo2gQg3U5qQgxuHAGthSlF4fKRWOTCpvWhZylli21bCglWCNU5IJj1Ey1DCZ9Sy/bRsU2Kq5V69sNTczB8IhqrxXStyr5LyU2AX4Thc+aSknm86pYNJSawOTQ1roslj2n7VioZTYss2HbLc/DAC6ui/p+2/fbltWUpCLDpBF0uduLK2oRchWgObLsOgyPPLfZ95F+v+n7jb5b952a7zQAebZWNpWSo1c9vWGK1XLi28jSjXYz2usWCDLLSw1eaokKqohNkSnzeJpFIywa4vGwTEWVXlLuFVWmtulxmx43dJgfdoxHO/rGQNjckEZDYThg38GFLffoPE2mMSTSo/Oa0mLoomt3ODJ/5/O/Zlur3dqdZvK6jNx36LBFrmudNasbMemwRq5rZFinIkY3YXRTCpUUiRiDrHNYWCRiCpVUybiERzhkhWku9ZBlHl/lsWUOXZKINYlYE7EVtRNSiHW1E1I7EbUTUToRmQjDEzvrYmddxFdFfFXtREDZEdGQRiVlMiF0ElwnxdM5jin1ugWcKjW6aKKNPmig3zbJLzHpBmZ8iti/RpxfteyPUPcS7l3BnSuYCeOkK5gJJt1gDn0Zc6/i/k2yfw2zbjSlrxp0RlCfnB7tHT8+Odo8nw7OjzYgWe7kcHQ6GZ4fbczcLgsB2gFczib9+fdlI7imCClQQeUSNFAgPhzvOcd773z2Lw7fXUANUlpejL3nB+4cLn4Al0XovBg7L8bO60PnzcT9eeL9w9T/eeq8ndjw5nDZZfd2mL0dBgTd/V12/FCYPpGnT5WjH1UImoOsudl5kP+f+gVwszg/D9zEQcECfFmEC/wg/vE7PfRPD/3TQ/f8yJ37XKqOXjLVrKlmLS1naTldTs/hkpy/tCbNnLXwW4aS0aR3B4ZMreCYZV0vzO8B5cHqAsWFqZXARDeHS1oVk3DMDLz5Eh3V2KQp5Aw+G8DF1ipAE0UuqUrZMWqWVjG1GVkcswqme8+smUoRhkd8N1ov3c6nbmKNu65Rk9i0KuYtraIIBUOpOBaqSBUMCcli2fNw123bNmrbqOMg/T7u++1+H/c8bJ6c0PL99nDYsaym66J+H3W9lmnVDLNqO40gT9dzm9Af+V5r4DX6bn3oIzCc9syao1ddo9a3kKHV7tRC6/cul3P3aSpHMyVBbQkqqlodQ28rUkOgcgwa6zbXOWRNwkNSJ95txYYm9XAgPNqQdkfyzlB6uK0NfQ7g0h+y/oBxPErREIYrd+k8SaZIMtWl84rcZHolU8d0oZEOf05U7rPNpVbyM6Fx1yJD8Ew6bNIhnVxTO2sGHbWYlNlLC3i021wViZhMJqCK0emkSsaVTkzpRHrIMtW4zyErEh4SsDWZCOtUTMZDIrYmtdcBNxKxJnfWJTIkU2GVjCqdiNheF9vrSieiUTGVjEp4ROnE+Xakh4Z7SJTrpCSmyNG5Np6tk5UmT8dx/Lsa9j0hf0W5l1HrY8z7ZdP6NeJ8jLqXUOfTlvZJU/2kIX3SVH9d1z9CLMDKJdS5hFlX2t51wruBOzdb8lcNOs0rj0+mz46enEy3zqeDi+PN5yc7F8fbgaA7G0i/V568g0twkjU4GAL/Ti9qLgCXo31v8syZ/GgePbMDw9oH1v5FuLwYO68m3pvD/tvJANqiufLivznqA2JgHxpycwEx/z24HDzkYFoEcIHTaItZudAlQWzMzOB/OAD/y8vJ8L3Fp/ctxsHyAoBm/gP6/4jbOxnDqMg7GTtnUwfgApVLABdTzc7hMhsbqWIcGiKJiwUX4wO4SGwC4GLpRVXNaXJWV3JwyUgRs7pSeA8ucylH5uNwF1Fi4iwZ4jshpRc3+KzOZcRuQmHTulQIKhdVKetaFcI04VoQwGX29AqMllQhq/CpDrpUzn1Rzn0hsWnXqIFS4xgN12xCQ2RoDcfBHAezLATgYllN4AsgxvMwKF5su6XrNVku6XptUdOFMN3BsN0fYIH/xXObfbfu2VXw7PpW3TWqABffbA0dTKAyqdCtTPxrvJ3kpYZsYLyO6Q6lGoSmohJbYYkkg4R5NCRhYZmI8Xj66Zb6ZEN+vCk/3TG2+sLOpjIc8Jsb0mAo9Idsf8gCXFi+QvcKJJmiezm6VxCkOstXZalpyC28ud6pPmCaK7XoNbZ6xyDWdHzVpsIWGTLpkEGt61TI7EYsJqXTcR4P040VqRPXummDyeq9jE4nZ3JMJ8Zi653aXba1KhNhHl1VOhGrl5Ta6zIeUoiw3FmXO+sSscbjqwKxJpEhlYzKRFjA1nh0VWyvq2RUo2IyFReICIeFu0ioi4R4Ii7SWa6T6qCJajOFcniug90p1243qM8R4aOq9Iu69mvE/SXq/hpxP0KsTxDj44byUQ0CpZRfNY1PWtYlbPYuY+4VzL6BO58hytfNboqTHx4d7h3/cHa88/x4E+xzABcIuATNZVE6ge/OXHmZJfgHB0OgeFkM357l+B8Ojg9m302Y286OER56UDeAlPvy0F+sXAAuc/tc/+XhbGY0v1XUfzv13owdOBH99tB9Dy7gc/lpi9rf7c18Lo/4w8cCwOXkmX66Z8Cb3XWd68xBr7QIlw9oEuxBLVY0M+hMBxdHwyAUK9B057gFKntB5eIZZUcrWkrWUrK2mrPV3Pxae1IXE5oQV/mYyscULhrABWbJhpKBWkaTUqaWM9S8omShctGVwlzNLVp62VCLmpiDHElDzilCgu/N5kQKl2TJEIuHJDqusWmVSYndpMykVSFnyEVdLmtSSVXKhl4z1fLskLNWCuoX26jAtGt2+FVIc3QEqX1fyX9Jttdds+6adUXIOUbDMRqaUut7hG23LQvT9ZZmII6POz5uuZjbJ2yv3R9Rgw3a8XHNrGtm3fZQf0jIWgU+u/224yOm09Ctmm7VZnDxW+CF8fwWNEeOWfadmmfXHbMK/wO+1RjYqKPWWpWlZOSLcmm5x1VEDeF1THFIxSR0E9dVRGFKIpGSsIjSjsjtqMlUftxQHo+k3aHwaEPZGUo7m8poKGxtysOROBhx/pB1/K5qtDmp1uVKVDffZYoMV+blOi81RLlpaChH57pIiKjcTz/4hC7f0fF1FVt16IhNhQ1q3aDWDTps0GEoK8ROVCAiCpXUumm9l9G6aZVOqXRKJRMSHhWJGIOuMc1VHl2X8IhKxrVOXG5HoCrRu1GNjkhkSCDWBGJN7KzLRFghwhIeEtvrAhGSyIhMxUUqJlIxiY6LZJwnokInplBpmUwxeAppxVC6WqeRcLP+Rb52tYR/UuH+tih+hHq/RN1fou5HqHsJdS6jBqTtfjxfC4AHeVGXUesqan6Oqt+0uBQn707H+ydPL04fvjjZujje/gAuQRLdQrLcMHiLWsxibu6HMXRzoRe+j8Gu3/NxHw6iAl+g8YGUuZm2MvbfHAYVjfNi7Lw8dF9Pfcj9//moD4n/b8YOvPfS/3/aop5udJ5udPZ2urOwKHg/yNOnSgCXs31zlvI/vzP/wbX5AC5BhQI6CziLF/kCiIHGB9rFRSEKfhCwJ/38ePD8xB//JI88xNVLjpYHrDhaHp6t5kw5FfAFEAMogUE1rAuACmMoGdsoqGpOUbIgvlh6GawuUGhoch42mHUpayp5RUiw9DpHhWEIzdMRFg+JVExlUkovKTNphc1oYh7goopFVSkbegXgAj6a2WkhvWzpZc+sWGohGHUJvRiBPKiXbrfqdyUu45p1Uy0rQsHSaq6NuTbmOLjj4JaDuz7pDTq61ZLUqmY2datle223T1guplsNw27aHur4mO2htodaLmK5iOk0TKdhey1vgPl9FOACFt7BEBuN0NEI9Z3aqN8aeC3Prved1sBFBk5r6CJ9s9XFo9H167HYF20y3ZPrgk4obleyCMOmbKtjSHWFzsl4QkYjEhJVqcKm03u2azzZUnaG0vaGvL2lbG3KG5vycCT2R1x/xLn9nmbivFxnhEqPLVFMgRWrgtIQ5KasoabRFnoFBk80s9+Fbv8dWbxj4BEFXXHoiNuNap1Vkw6Z3YhBh9VOSCbCajdpsBmTzZlsDuCi9zImmzN7GZVMyGRCJhNMc7VbX1bJhEYlwN0r4SGVjBq9mM7E1W5UoSNyN6LQEZkIa1TM6Ca0XkLtxuVuTKRiHBFWekmDz5p8Xu2lYT6lUxmJzHB0juyWKJko94jbhdKNfOOzlvjrivgx6gJcPsa8a0T/Rse92TavoNrlNpjrtI9bs53pT1HzMmpcw6wvceN7TEzzyu50snf8w9nxQzDRQfECi4vg/T9bOBKyGEYZCLqLxxLhjy2C5j1Nd+yfH/aD4uDlZPj80APp4/zAeX7gvhh7oN3OKpSFygXmR68mHlQur6c+HJ//h6n/88R7e+hC/fJm7LyrXH7cJH/cJPd3e7BndPCQO3wsTJ5Kx8/Us30T3vmBdX5gne3b7zFvDpfFLedAvoXPQf3yrmaBFe8Zemf6U5Di93I20odZ9eDi2Nt/Igztpm9WHC1vKVlHy7p6ztVzvp7z9ZwhJYEvABddnDVKsFtk63ngi6XlbKPgWiXLKut6AcQXx6wCCExtNjCeLwplYOyt8CnYXVb5lMIlOWJdoqOmkNPYtEDHFTatiXlNDEbRVV0rQ08E1criGzh115hNo2DOJfRiNL5aL33bQVc0qeBZDVuvG0rF1Juujdl22zRR3URtl4CyRbNamtUybATgYntty8Vsr+34mONj/VHHG+BAGctFTKdlOi3bQx0fcXxkNpb2mp7fGgyR0QY2GLR8vzFLeHEarlWDEAZHrxpKJZX4cmnlah2JdKWaaHRYra24XcUkDIswdUyk8wIaFVshrr4utNOPRsJPO/rjTfnJjrq7Je9sqzvb6uaWMtqQBhuiP+RNhxSVVo+r0EwJXo8v80pDMTHNaisaokgNppN+8NXf3//sL/H89zK2ruLrdi9q0mGrG9bJNZ1ct3pRm0mYvaTOpE0uC0wxmKzJ5my+4AhFi8vrvYzVy+tURsYTsO6o0ymNSoAco5JRrZcw2JTOxMHeojNxs5fUqJhGJbReSu0mRSomkFGxmxC7SZ6KS1RC7aUNJmv2Miad1ns5icmzfJVTCVzpRtvIF8X69TJ1A9MvY+4n7f7HxOByZ3iNGt4kvc9w6wZmXMKMT3HzKmFf6zjXSfc66V7reNcJ5xbV/7pjfdPicpL+6Pho+nz/4vTxi5Otl2cPX549fHX+6NX5o5dnO89PtgK4BOxYjIUN+TNqEAAAIABJREFU+qBAeZlFYS7cFXl+vAnXoC+ONuD7GIiksMSz6HCBkfPb4xHUJm8ng7eTAdAEdNxXEw/m0ME5kbeH3usD583Y+XnivR07bwO4TJ7w+7u9vZ3u+BF7+Jg7eMjAEuP4iTD9UT55pkPxcn5gXYzt8wNn8W48tG0fRCgAXGarCvMq5gOry9nYnztxF44eHG1cHG3A2dqzSf986p9P/bOpc/CDuOm3+lbZ1Qu2mgng4mlZT8s6WtbRsraaAcSYcgp8uoaScYyCZ5U8q2TreVPNGmrW1HJwg1FXcrZRcq0adENQXxhqEQITFD5jKnkYTkFPBHfmRSqi9OKWmDeFnMykYBStSwWwvalKWVWKs9vMc80FnqWX+3bNNcoQAQGuXE3MiEy8Wfkeby1JbLrvtAYuZqpVXa5aRss2MV1vGQZi2m3Hx22vbTio4aCLcIEP3gD3h4Q/JNx+O6hfAC6Wi1hu0w48L/P4br/fdN2a41T7bnPgzeoX16xDWIxj1Ag8HI7eSuXutKk8LTQZFVPcrmSSmtkxjbbKVwQ8yTbW6coyj6d3h/zjTXl7yO9uybtb8vaWMtqQNreUjU15tCUPNkTboyUVYfgqzZQYvsrwVUasCmpTNlDVaisGqiqtWnH5L//03139mz9q5+6oRMwgY1Y34nEJuxcx6dDcTRc36LhOxw02M6tW2JzBZAEx8Nlhi2Y3J+MJrhVmW2s8GpKJqEYlZCKqdCIKHdN6CaUXlbsRuRtRmZhCx2QqKlNxhU7I3YRExwU6LvWSUi8l0AmZTr6DSy9jsjmNL0hCRZAxUiazJPZNqXq90Lre5K8gxiW8f7kzvEKOrpKD64Rzs23ebBtXCfsK6VzrzN510r1O+jc67k3C/RI3AC4Pjw4Pz5+dnzx6cbIFW0Xzt/3BbtEiXOaZ9puLDVFQxQT6SwCXV2c7L0624F/6YNoL06Jg43nBzDKc1SaH/ddjH1qh4ETRwhKA+3bq/zzx3x56P0+8/+eo/w8T7x8WLy7O86I4qFwgOOrwiTR9qhz/pB3/pJ08088PrOCk/OysIgT9zw+hAfmC9YSLqX926J6OnQAui5rL2difz4MGH1xvArn7fDo4n/pnE+90Yu8/Ebb6yMCueEbR07K+nvP1rKdlXDXtKClAjK1moDmCpwlxXU5aWsazSo5R0JWMIiZVKaUrmeB6NJzmsPSyLhd1uQhTHk3MQ0gCuMsstaAJaV1MWUrWkNJKL64yCUvMWmIWrrjCYjT8DZpa0tRSsLWkKwVTK5haQVdyqpSxtSLY/GGUbqkFEIPw5j2k9j3VXrO18tYAd826Lpcdu2WbiK43NK1umi3giOlihoOaDmp7M9zAB2/Q8YekPyQcH4O2COBi2E3DbgJibK/l+IjtNy2vAeKLaZUtu+K5zUEfHfRRz53H0xkV12maZiOf/251/bN6K04w1Z6EKS4jmaSkt1UdMxVE7KSpyjJRXOLx9JbP7A75kdfd3hB3NqWtTXkwFAZDoT8SBhviYEN0/K6iY6xQ67JlTmxyYp2T64La5PWWpCOKjqk6Vsov/eG//2d/+V9+vxz5UkBCBh3XqZDDRO1e1KbCJhW1u3Grl9SpmE7HLSal9VIml7W4vMFkZzMjaJGojEFnoXjh0RCHrIvtCGi9M0suFYVQdJ6OSHRUpqIKHVPohETHJSoh00mxmwRBTewmA7gAvywur7A5mSuzfLUrtZs8udZqflFoftHkriHaFdy50hleIUdXOv3rhHODsG52rGsd5wrpXCXsK7gF7yrhXieca5j1RVv/BmHysvHw6HB89tPp0e7z45k9N9iKfnG6DYgJ7P/w7QhypqEDAnAEDpd/7Hl5B6Z5vtK7Xb+5yeUDnwuk5L4+dF8e2M8P7EW+BB+gLfp5Mnv/MH0fLpDncviYmzzh5x/E4x9nau7JMz2AC6jKwQnXxfk0UOb5oXc+efcALoGyO7P8Twbnh324Nr/YMQYmn7mpeXBx1D+beCeH5t5jftNvDZ1qAJe+kfP17CJcLCX9nuzCRVUxbqppqFkUMamISV3JOGZRVXOimJKFlK7kQHMBQy2Y98GDD5kJllrSxIzKJxbhIndjOpcyhczs/jxkRCklUy3PHLpw8UPKaXLeUGdX2WQhFdhzDDmnS1ldysLUnCVDePMeUrnD0THfavTtpqXVPKvlWKhltHS9YZot00EtFzMcVLNmn4EslosFn70BbntoQBOoXObFy4dwseyaaZVtp+p7reEAGw6wvo94VgPSp1yv6fdRBFkPrX9eKK6SvWpPwhS7JxoUq2CSilhGW+wV8PIykr/XxRIbfm9nxA/7ve0NcWdb3txShiPRH/L+kO+PhP5IsD1a1tAuW+7QeVZo8FKDV5q80mDVBqs2BLWlaCiOJv/i//z3f/offnft21/TtSWVjOpUSKfXTTpsdsIGGbG7cbOb0KmY0U3YbFqhEzqThmoFsKJQSZlMyHhC7aR0KqN2UmI7AnDRqKRKxmUiCpKtSEUEMsySIZYMKb24xiZVJiVSMaETk6iEQCc4MqawGamXUroppZvSmIzOZg0uZ/J5lcsrXJHtlhgBJZVuutP+tty43erdbMnXMOsa0b9KDm5Q/Zuk9znl3qK9D+BylbBncGkbX7T17zCuqFqPjif7J09PplvPj4No7u3nJzvvyDIrWLbmxcgguIgYoCQYEgFKFi8TLd5sXQxvmx3/ma8OAVyCadHFvnWxb708sF/sWwAXKFsALu+fcPXejN3XB87rA+fNgf3mwH7XFh0+5t6Tcp+I0x8kYApcL5qFdY/di7ELw+kP+HIxdmFaHuw+vatfxn6w0B2ILwCXi6NhcMg28ALB2AhGRSdj5+hA33vMb/WRDbs6MEq+nusb+aGRH+g5X834aqZvzFjjKClDSr4bHgFczJxlZHUloysZ2yj03SqcqZ9tEikFVcqBYgJwMZWSJs58q4ZckLmkzMYMKQnwUpmYRIeVXtTgkwqXVPkUSL8g3MAhamu2FZkDzdg2SlC82FrRNcquUQ4G6jAm14RkF19Gqt8Rrfsyl3aNKtjwXAcJXLmADNNp6VbDsJGgeAEtxnRQ00G9QSeQeAOsOD5meojpIZbbtNym5TVMtw5wsZ2q49Y8r+77jb6P+F7LseumUdGNsus1HbfJsrl06rt47FucLHJSWzK6kknzGq5aHc+lFb7SLi9XU9/izfCw33u4I2+OuN0t+eGuur2jbW4poy15uCkNN6X+SLC9nqigZLeAEWmWq/NSQ1Bbgtpk1Qaj1HmlKakI06vcuvY3f/wHv337yl/QjTWBiKjUutGLmFTUJKIGGbO7SauXhLbIYlJqN6n1UkovCU9lUiqdksmERqYVIim14zwSgeAoDllXyYRMRCU8IhARiYxJdJynYhwZ5cgoWA0UNs3P4SJRKZ6Ia0xO7WWlXkbqZWQmq3J5jc9pfM6UK4ZU55hSj2vQMpXrIN8VK7dKyJeYdLNtXCecG1T/s+7wVndwi/Zu0d510r1K+qC23KC8G5R3g+p/Rvk3COurjn4HFyqG+/hkun/y9HiyGcBl3hxtL+a5vDrbeX2+++psB45kzGWXWYUSGFsW+4APpkWLcHm3Pzzx4fsLbVEwcgb5Fu4oAlleHrqzWyLzaTRMi4Asr/btl3vWqz3zVXAUDeDy7q7IE/HwsTB+xE+fKtOnyuQHdfKDevSjDm46ODgfwAXKlqB+uRi7p2MHHiDmfOIFUVeLcDnZd08P/fPpAH4u4HM5mwyhtJv7XJyjfevoQD/4QdwdtTfs6sAs9I38wCxsWEXgS1/LfgCXYHgk81FdTs6yu/U8XHd1zKJpFlQ1o0oZTc4CXIAsjlGz9SpULsH5Z4VPKVzcUtIzTYdPQq9uSxlTzplyzlILrlF2zHmSgx6MinKGmoctQdsoWXrR0UueWQG3DgjM4NZRelEWXyFa9/HmvW573VSKA6dlaRXHaNhWEw6YBfWI5SLmvDNy+4Q36Lh9AijjDTq21w4KFlBzvQEOcIH5keU1LK/huA3bqbteHaK8XbfmOg2IhtGNsqTlbL9uOw3DaDbrodDqF5VqlOVRSaNkq6s6jN1n/AGjq02iFSqkbjcrKwO/+/ihur0l7u4oOw/V3YfG9o4GcIG2yO2zqkGwQo3qFVmuzkstWUMlHeH1Fqc1RQ1RdEzkkfDyl3/yh//q5kd/1muFWGydwe5rdMiiYwFcbCZl0HGwophcVmfScjchkFGJjqtMCuoXs5vTyLSMJ0Qs1muskJX7wBcBC3HtEI+HRSom0HF4Yjcxu+7STfBUTCShM0pLVErrFbReQWayABeFy6tCTuHyplzTpbrIlHtMvSvgFQp9UC5/nq18S0i3COMGad+g+p91+593vc9I+zpuXiXsKx0PyHKT9m/S/k168Bnlf065tynzLiFWTeeH8+nB6Q/H043nx6OL48152TKDyyzpcjp6cbL1+nz39fkuCC7zQPuHoNR+4GoJvP/wK8G/34HmEkx4AS6BiS6AC1QocDwECpYXY+di33oxdgKfy3wU7cF7M3bfq1ymP0iHjwW4WwQHAKZPZDDRAVwOnyjTpxrcMDr5yYa2aPFKNMzJ4QVkgZ7o5MCGc0qL/pezsQ9wOZv0oSc82veO9r3A5DJ36Lqnh+7pxBo/lXaG2KZTG1rFgVkY2cVNuzQyCwAXV02D/mJJCV1MBJWLyIZVMQ7HAEwtB8WLoWYNI69pWVMrwChak/MfwAVud5hKyVSKqpBW+YSr5zwj72hZR0lrXFRlYp6a94yiqxc8szJw6mBLs6yybVfmtxBz8GAf0lDztlYErMAmd1C8iPQaSywJ5DrdXsLqd0QmOfJQz2pYWs2xW66LAl9suwVire3jlkdYXtsddNxBx+kTTp/whqTTJ2wft/uY3cdMDzHcluWj7hC3fNTyUctv2X3EHSDuAHH6Laff8vtNv990vbrtVF2nARZe06qqdsn0a5bbdF2UY0qp+PeJ2B2iUxaUjmhQisvoftdyKdNEWTpdLd6tlpf6Hvnoobq1Kexsy9u7ys6uvrmjQs0Csos/5C23q2ioKDc5viHIiKyhsoEKBiIYiGxgmolrOlnKr/31f/s/fvVXf9TMf893Igx2XyHXLDphEnG9E7W7SYdNm90EeGpNLm1yaZVJyd2E3E1obFrnMgabMbppnU7Bf8V2pFtf7taXeTTEIOssGhLwqEQlBDrOUzFYUocMQIaMcGRUJOMSlVLpnN4rmGzJYEsqW5R7eYnJKkJBEQoSl1P5kipUZa7Kc3VGwFAGjyKNL3PFbzDuC1y92bGhSLnesa619cuYegW3LhPutY53nfTnxUv/Jundor3blHmX4GuW+/TiaHz29ORo88XJxovT7Renu4HmEiRdnk2GC8OgjeDU15uLhyC4vLvH+P4QehEu5/ORywfTooAvi5oLwOXt1H8z74bgeOvLQ3cRLm8m3puxC5rL20Pvzb7zZt8J4CKMH7F7O939XXb6g3T6k376kx5k6E6fahDsAgXL8U8GkAWao5mt7mB21xUEXUiaCQTdIJYm2Dma3TGYT4tOxv2jfW+650733MmeezzuHx34p9P+i5ONFyfDi2Nv/FTa6iNbXnVkF4dWYWQXt5zyhlUcGoW+lnOUFIgvphgHuMBYWhFimpSYXXdVs0AWU8vpes4w8mAhc8yqrhQ0qWCq5UBzAeuKrVUALpqQ9Iy8bxZgPqXzMY2L9o28qxccLe/qhb5dGzh1z646Ztmyyp5dhSRKQ81DUgw8mBDNWiEpFWxCyWxE6q6bQkqkQrXCVyS65Fv1vt20tIpvI76HwZqiZTVBW/FHXadP2j4OWIEPABenT3gjAoBiuC3TQ5xBG3DjDFBv1B5s4oNNvL/R9oboYIj0By3PbzhuzfWa/QHqey3bqduDhu5WLK/huqhloI1qaG3ly3ozzUltTiVEixZNXFIR3WzLYhVrrlVKD3yXergjb4y4rU1xa0fe2lZHW/LGthJULv6QNx1aUduC2OKFpiAjkopIOiJqLUlHFLOtW4Tn9rBW8tIv//TP/+TfJpavqUxKoSMaHTKpuN4Oa0TE7iZdLmMzKY2KKZ2IziQtPmOJeYPPamwa4KIxGb2X0emUTqdUMsGjoV5jRcDCxnzRUSTjMp0U6DjbibBUlO/Ge50wRazTeIghozyVFMmkQqUNJm+yJZMvGmxJYXMymwvgogllXawZckuWmpyAdQQiS6Bf54u3G9QtVPwMN2+Q9lXCvtLWr6DqFVS91rGCIfRN0rtBeVC5fEX7tyn9Ds7VTffH58eTsx9Pj7denm6+Ot99efYQfHTgcwk0F2iLwP4P1zJenGzAGAh+683FQ2ANUOaDbcbZQVjY8puOXhwOwKoGo+jZ9dRZ1tw7m//b4wHULIHmEggub476b6G0OXCCyuX1nv16b165HP/ATR71xrv05CE7eSJOn8hHP2gnP86iuSGde/rMONozp8+M6TMDoAOUAbhAr3S6Z0HnBgfZzvbtWYEzdo73rZMDG1gzfWZM92ywz51NhrNrcuPhdL9/dDA4nm5cnG0fHnhHk8HptH9xNHz7fPt4X98ZYptuZduvbnmVDae04ZQ23crIqvT1Irhd3Pmz1YyhpDQpoctJVYxrctpQs5qWVdWMrudsuwQTHBgPm0ZF10qylLOtmus0DH2+cKiWHb3qalVdyGlC2lKyULy4alphQlJ3zZaTlpS0lLSlpG0975kVqIN8p+ZaFccswtUkXclochq4Bo4bU80CXKB+0aSUwEQ4al1mYyqfoLDlVuVblgoPnKZv1ftOyzIbnotubHQdB1P11mDU8we016fcPgHP8XG3T/RHVH9EuX0CHLr+kPAGuNtvewO8P8L7I9wbYI6PuAOkv9Hub6DesOUNW+6gCVUMeGFcrwWijGZVDLtuuYjjYBieDEVvFyrhDtsQTIpRcdHoCCoqyg1Da7Ua6+XcfdcidzalrU1xOGB3H2lbO/JgxAVly2hLHgwF06IkGeWFJic2eakhKi3FQFUTUwxU0THNaDs2LQutb2/94r/+0e/GHlyR6aRCxyw2YdBRg4yYVNRlkh6fdtik0U3odNzicxafc4SiK5ZmVrduSmMyMp002ZzWTfdaa3j5HllbgmQGqRMXiRhPRHkiyhARhohwZIzvJoRuWoKuhy9ofEHl8hqTU3tpnc3rbFZjclIvJTNphc8qXF7qZcRu2hAqhlARmbIkoCSLNhjy21z2izLyVVv4HNev48b1jnUV168T2nVCu9LWrnesz2j3M8r/rOPdJL0bHf864dzq2F/hyndIr6KbPz4/PnkxPjveuTjaWARKkEQHym6g7wblzMWcOG+fP3r7/NEHVcyCRrMdDKoDa+vz6fDomX3wRDt5Zr4X7v8u19J/ezoMZsEXYxc0l+cH9iJl3hz1fz7yYcnozfh9QXf6uDveJQ92qEW4HM/JsgiXoz19+kz7x9Mi4AvoMiC+nB848MdO9yyAy/G+BXA52jOne/bJ2Jv5/Q8HJ4eD4/HweDw8Odo8P905OHD3953z062zk82TsXc28cZP5d1Re8urbvvVbb+86RYX4TIwCwOz4JsF3yxA82IoKUio06QEjJ8BLoaRd5yypRdNrQAqiWVWDb2syHnHrvd9xDQqhlIylJKplGytYitljc9qQtqUM+CvseWk3FsXqBWNixhCzJaTppyy1cxMptVKrlXxnZpnl+G5Vskxi7NnFDyr5JrFecb4jDWqmGTpdbEX0cUU01lHqt8RyAOJTcCio2vWB33cdduuS3h9yvE6rk86Xgd0Fnj+kBxt9fojyht0wPMChjpvgPdHnY1tarRFDjYIb4D5I2ywiQ+32oNNrL+B9jdQf4R5Q9Tto44/E30Np6bbVcOu61bNdNAuV0jn7sXz9/FejTdIRsUlkxQ1jBOqklTFkEgxc9dU0I0BtzUShgN2d0cZbQoAF2/A+UN+uCkNR6LtdGUFZ4UGKzRYqS4ojQAuqo5pRtuzu7LQCi/d/LP/8q/u3vobiUqInajNJQ06alAh8Ly4XMpmEkY3YXQTJpc12IzBZC0ub/J5nc3qbN7kiwaXs4SCTCbw8j208H2vtSYSMQ4LwzUSqrnCYCGBToDBWuGzKl/SxYop13SxonJ5mcnqbNbk85ZQsISCweU0JqNyWV3I60JR5fJqL2uLZVOsymxJlpo9Hm0L5HKt/HWl9Q3GfdXRPyesmx3rOm7cwPRruHqtrV8jjOu4eYOwPut4t6j+Z9TgBj6Dy7ctqqhoT84m0/O9k+nWrItZYAeQBdx0AXFml4yARAuHARZ7ond3SMDeMpthzzxo8N/TA2/6k3V+4AQXxwK4vJj4L6femxP40AdFFYbTF/vWYhXzeuq/nc42GF8fOq/3rdf788iF8S65v03sb5OTh+zRY/H4iTx9oh79oE2f6NMnOsBldn1xtmRkBXxZhAt0SYu/AgACoBztmdAiHT2zJ8+s6Z4NC+BHB/7xuD+7d3uy/fL5Y54vmSa695N1cjQC5WXvsbDptzac8oZT2nAKIzs/sosjuzQ0y3296M/J8gFcTDWtSQlFTELtoMlpqFwALq5Vc8yqY9cts6oqBUi0huBuXSlABIGrVQ0xr4sZS8laStqUU6YYF+lVBr/Pk8saF7GkhCmnHC3rmRVHL1l62bOrfbfed6t9tzrwaqN+Y+jXh16t71Q8q9R3KvAB+AKyiy6mWHJNosOWmJbZWAe5127cpbBlyM0cuNAZYZ6HO17HsLCgYAlG0d6gs7HNDDbo/ojqjzrwAC7eAN/coTd36NEW2R/hAJfRdme03Rls4sMtYtYlDbAALrPVAaehGxXDRhSjVW9F1xLf1LBsV8agcpENnOWrHFvu4Ili5q7M1YY+s70hjobc9pYUmFy8AecNuMGGONyUHJ9RVILh65zYZKW6qDYVA1UMVNYRWUVUHbMNUhZa9cLK3/zff3Dtl3/MtsNcO2T0YmY3ZnUjNhNz53Axe0mzl7SFvMFmtF5K66XUXhqexmR0IS/QCbKxjBS/x8p3O/UlsrbULt3Fq/eJ2gO6tSp0YhqfM6WiLhUUPquLFUtrOFrTkKpSL8NTSbWXtoSCxmQ0JjP7m7msIRYsuWLJFZMvekrNUWsqX5LFOiOghETHMeSrYuN2q/c1oX9BOgCX66h2ra0DXG4Q1nXcvIE7n5P+5/TwFtUHuHzTJAuy+uhkPD758ehw4/RwcDHdWkii2w7EXbg2D2kMEPgCmXWLoVDBigAINIvECSbTi/vDcGEeYvY/uE/0YuK/mLivjvznh96ro8GLiXsxtkFzCSqXVxPv1dR9NXUXrxe92jNfPjPmW9HbxN4Wvr9NTh71jp8Ix08kKF7eweVHHcABewAfjKIX65cPyBLA5XjfOtozQdz9f/l67x+5suzO869bYLE7g50dYYCZ3YFmV5A0klrbvWpppO6uKtqqIlmWnunCe+99PP/uu/fde5+LiMykZ5qw6ZOs6v11fziRj1FsQcBFITLJIljd4IfnfM853+98z5y8w5N3eKmzLPniLMbu0Xx4erwzGHSHw97+O3K4T8dvjfkB2XshDK2CS+Iuibkk4pIIdEaOkbBRnKHI6qN6GDy6DTWgyx/JooibihIwjKihRZEaWV4qr8DFJBkVhkdKFCoXU00iMYKkEFww6eKG3n8mNh+0St80i/fk9iNDXCdqkOphy0xynKI4DWThZpKbSYumXCvrWlmXZ2yaArjYNMVJAgLbTBRlKIaVkNJ+pnbWiBRE/c1e41G9+EMpc6/fWPN40WFFoqdcp8Z5VdNyBilzpw5DIsLKOs5rRo6wsu013WHb9pqwqgttEZwCOIOaO6xD8cKd8lXxUrW8FQnGLpm8QFh+uQ7D8pTlDSNrmEWT1eqt6NPNOxuRH8uddEsu9dSypFV7QrrTjtWrgWTkh3Yj6vDO7kgZDaXhQLTsvr/4z52+7YmWK5i8o2q1vlQUlaKg5mW9AGWLqOZEOScpeU0uqVKxUdz63T/8+d/9xf9ajN8Tqk/l6hOzu2l21gAuXAiyfoB0A0Z70xSjMDDy4aJ1gko3iMRoJftDKnCrELtbTX9fiN3NR+9U09/DmFltB5AYNdUkRWlDiSv9kC6nsJaleh5JCYCL3NxEvTAs1MESHcCFKCmipEwpydUM1TKakOh3E10hX5Ma4Xr1ViT5RaJ0syzfqBmfl9EfKsZnJf2zqvG7iv55g1xvss9r5Pcl/FnFvNZ0brXd1crl+eLwYP4a4HI2WzIFUHIVYPTxmwAXIMvZYnv1UhFoAkXKL3KOrtoiuC0C6dPfOPPVDD+z9WpF1jyf0PMJ/7Bw38+ti+nK7tzMWn6e0ouJeXlIIHHx4gBfvEPnb688dPeH5f1B5WBYn+62F6/ExSt5/lJevFImLxQoYeav9aM9vHpe9AlWPhkYgdriWzQs4fKOgDfdYp9O9wjAZbbPpvtsfmjND53ZgT0dO6C5zCb28WIwm9iTd9iHy4CnPZ4csviIJ4YsOaAJx0zZJGmTuIVjULYs+WJETBQG126CoqYRQ2oIShiCoqCzwoQY4KLIEYLTnOV1La7JEaTGwNBbFyJyZ0vtb2ElZMhban9N7z+T2486le8ahbtS66EhrptaiKGIZSY5SYBIDPhgOM5JwqYpiIj04eKYKfhtO2ZqwLPbTsE2okwJUjlAxE3UW1O7T3vVB6XMnWr+O6LFuJklesq2KpyXEcpRWmZ2bRUuKsrCkos7bFpujVplapUtt2Z7dWZXMC2ABGN7ddurWm6FO2XulC23Qq0is0tXrwL/Isg0hBUpLVJaxLREeV1Uc7H04wdrX2dr0YZYaEsFQSkLUrbdipaK67Hw95Xips3aO9vK9kiF9dzBUIElFyALs3uYtjS9LiplWStLelFBRQ2XP4GLoVW7tci9W7/57//tf9l6+Hu9HZQqjy0xRHsbZned9jYsOWjJQSoEUHtND9NTAAAgAElEQVSNCCEihAwhiPoBQwhjMYLlOJbjQnMjHfs6vP5FNnanlr9fyf7QLD2CvgbLcVNNmnqKGRmGsyYCf2KASxYrKa0fXSos3aDa2VI7W0o3qPXDuhCBtgiJcfhFqJbShFi/FekK2apQSrTrX8dSn0WyN0vi9Sr6rKR/XiOfVfG1Bv2sjq+1KMDlD2XyWcX8vG5dq/NrVXy7qt4rtZO68fJ4crhY5hadTAZX7tyDVbLAzdFqCePDxZ86+64LUML4bdHqN1dNC5YXOX/yB/lqM9Y8G5sXY/rzwvlpbvuX0J9kAPhkWX54p52/VT/CZW9QOhhWp7vt+Uth8Uqcv5TmL2UfLos3CG6Lrt4SK59UKKu/v9UHA2nf+HKxT6/CQ6z5AZ8d8MXYXozd2YE9PrAmh/b+O7L3Fh8vBseLwXz8UXPZdnJDOz3iCYCLZ8a5EedG3KVJx0wAYuBxEmM4aqIwNSKMJLiZJCgKJYxpxGCOA3AhOA1wwUaK0Ry0RYYGdtlLuEiddUMOImlT6T3T+8+03lOhcb9V+kZo3PfhwkmCGjEwi4HGhxoxasSAL/CWQbQ07bGMS9MAl5Gdd1DU1iNcDQFcsLChddc75R/bpfvd+mNTTzq8gLUkwTmLVXU9CzoLdEaYlnScN8witaq2t7wAgCNGd9h0Bg2oX4AvzqABxQsABXQWkxeoVfSvk+BAiVplcLojrEx5HbN6vRN7vHkvWQrW+rmWWBSUsiAXao1wNvM4uHk3nXhokvrAE0ZDBWxcBkMFpFwYSFOri2lLRw1JrYhKUVCLslbUcFk1StAWKVrRQDWC6v1WfP3h9b/7i39/9+Z/R72w0lxjYpD1N2lvg/U3bSXkqGEuhfTOOpUiVIoQKUykMJGiphzThYjSDcZDt2LBm8nIl+XM953qU7G1qfZChhSDaoWiNNFT4J1uorShpjQpiZQ0VlKGnIRfQe4E5E5guZi3VFtggy6KxDgSo/CrITHaawUFKdsQinmhcT+b+zyS+bIk3a7hz8voWoN+XiPXm+x6m33RND+rYl9z+azGf1c0rtfIV3X920o3bZBXJ9Px0VuIFjk6dBdjF4SCqzj67fOjnfenL+BdnjwHxMCDGfPq1v/5yjqvX7l8JI6ff3a1NA91iv9nGf44n43Z+YSejc2zAwJMgYIF4AIelxdjCkCBB23RvwKX/UFlstOav+gvXgqzFyKIL/OX8uyVsnijHb9Dp/v49MA43f/YDflFCnxn1YnTnxmdHlKowWAOvTTWvbLJWhxa80MLTEMXY3c2cWcT93gxmI6t48VgPnWmB+bJlM/30Zvd1sjOejzpspjH4y5LcByhepTqUZvE/XcV8xpjOMpJjBoRiuMgrBpa2NDCphED8dU0loUGxUlVDZtmyiQZRY5ocoQgMMRPQJqi0HpmyEFDDiq9Z1rvqd5/JjZ/bJXudqvf6v0nRAtQPUyNmImisM/ik4UaMb8Vclh6aOUAK0AWCycsnLBJ0jViXA0xJQj1C/xT768p7WfN8g+6FHKtItaS2Eg7dlXTUv69IvRHhJVhE9dHg8lLzK7YXt0ZNGyvDhoNfAfgQq0itYrwAfhyVdo0uVOnVtX2moyVGCuZZonQKnc7kl4MJR/Hsmuldqojl0W10pfy1XoonX2yuXE3GvkRG3Xb6jmuaDsCt3qOK8KoyHIF7vSZ3TN5RzNqglzoS/m+lJfUgorKV4JuUUNlbNR1payJuUz0x9/+3X/6/T/8H0JtQ26sG511IAsXtiw56KhhpgSxsMGVCFXCS7ioUUMOi62NRvFBePNaJnG3VnrYb20o/ZAuRTUhpvQiDOUYyhE1jZQk1tIE57CR1dSkIiVVOYWUpCbF5V5Q6gaUbkDtBaX2ptRempkCX5AYheLIkGJcS5pqUuqENLXQFAplufm0WLweTn1dFr+qG9cqxq0m/7xKrzXo5w3yRdO81qDXGvRG077RtL+oWb8v4ZsN+nUDfVftpQ3iVy6QGbIqqazeMV4c7/p8gXH12WJ7dZnFvz/y38eoo6sf/cQFBeByPuEfW409vLxPntDTQ3KyZ8BICG6L4Bjad8/1Kxf/nb9Vz95cBdHvDUrvvOL+oDLZacyed+Yv+tPnwvS58G/DZbU2gTn58vDpShD6ODO68tP14QIbykuDqLHt250fzYfHixG0RafHo7OT7fPjwfuz4XRf33ZKQyvjsoQPF9sEKTe+tF8wojaJ2zQBodEQIG2iK6DgOEFR2NCF62QwqYblN12PUpqGygWpMbCkJFoCwp7F9hqYyCi9Z2r3qdZ7KjR+aBbvtEp31e4jrG6ZepDhqImWZ4rLjOorvvjNkccyNknaJAnFi98c7fCMpYW5GvJw3EFRpgRNaYuIm2pnrVd9IHXWOU45vOCwosXLFi9TWoYJESi4MH722x/ufPwSlF3gBfyoP5M2ecEd1rlThsrFcmvOoOEMWjByGmx3LatimgWMC6ZZst22TiqZ4kYo+ThXj/X0iqzXenK+Ug/lCmtbm/ci4R+wUbd417L73OpR1uFWD0ZFoOlyp0+trmbUemIOnqjkFb20ApeSrpX6vYypV2rFjd/9w5//9u/+rJa536s+URtPSGeNC1tcCnApYMlXFFYjRApCzAtDCarHxdZGOfd9q/a021yX+yFDTWA1oUtRXYwTNU31LEQpyFIM6WnOSowWkZ7W1QzSsoaa8uGi9UNYjhlSFIkRJEawHDOkGMDFVJOmmiRKwkZpG6XVXojouU4/U5frG8X89WDsTqn3VV2/XsW3W9ZnFfOLuvkvZf1ai37V977suTea9rU6v95wrjes2012p2l8V+2lEH4xP9yfvVqMvZOpez7fXlVbfGO6o4kHzdH70xcfzl76iPF7H38q5N83rm7rfmTQVRqH/+cRmiB/rQTgcjG1LqbsbGx+AhcoYS7G1B8/A18gIO18X/8FXMbb9cNRbbLTmL9oH73qH70SF6/ko9fKyVvt5K22eKPNX6uLN9rRW/1kzzjdx0d72HffXDVeWA0DgB+CIDQ/VhKSjGbvqO/CfXI1TltmKcwGR/PhfOpBCTOfOscz+3jGD98qQ7to4ZhForYZcVnM5UmHJSwzznAUghZNFIZHjaXmAh9A+wC4mEaMm0mHZmEHH+oXRlKEJA0jTnBa1+KGFveNKQ0lJnW35O6GIYepHsVKAAnrWNpQOg9ruS9bpbty+wHRAhSF4PdAUBQsY2yWdliakwSMhywzCbKLw9IDnh3wrEvT0NPZJDkgCdeIOSjqGjHgC5UDqLeGxUC/9rBZvq+JwaFb2R7URm5td6fruk04g3aH7eFOxxu1VgfPV9VK0eQFZpdsr86dOlQ31CrDzgv8qO1VCcsbZpbZJW/UGmy33WEb+MKdum1XbbtqWRXOq5TXqd3qK4XN2A+pcqCrlRVUV3Gt2Ymnc08fPrq5vvFNt5ezHcmyRduRbEeirGfSNrd6oOkCXHRcF5UiFC8AF+iMNFTSUEmR80gvG0qx34rdv/fPf/1//c8bj34vNTakymNLDuPuGmo/ddSwpYVBn6JqkGlLW0ILp5iRVPrBXnMNa0lVicn9kNwPwWKBLieInqFGDsIVJDGqKWmwEDWMvK6lDJQxUAYpSaUfkroBXQgTJb7KF6hcsBynWsrCBY4ylp7ySI6pCakTEqRsU6nFW7V7ifTX+cZXNfVmHUPl8kWTXmvQ6016s23dbFu32u6ttnurPbjVdm816N0W/r7WB7gczF8vxt7xxDkeL/84QDkPWxrzQ2eyx4EvUMtcnjw/W2wvxu6qzeVH1fbKI+kT9//Tmec7Ky3DTg+X8yB/SORf85xP6MWU+QWLX7N8mNCPg+ex+WFCLw/J6Tv95K1ytqedvpZPX4u/gMt4uz573pq/6M5f9GcvxPlL6fSdfvJWg4Vdnyynh9Q3DV/1i/o34DLfY8eH9tl0GWl0Olnu+y/rtOVd1vBkNjyaD4/mw8VsMJ9686k3nzrHU/doyvZfSx7PO2bCoVGXxTwe9eyEy5NQpGAt6L9V0ABcOEnwq30TRhI2S9tm5l+Fi0kySE9gPQF+2hSniZZQ+kFNCBA1yo04UYOGuGEqW0h42i7faxbvSK37hrJJUYjhKMNR04hhPcJIAiZEgBVADAyMHJb22LKEYSjGUMzCCc9MgOzioKiH464Rg7KfqRG9t9GtPxbbaxbJ7gzru8Pm9qjpODXu1C234Y06o93uYLvtDpvusMnsijNoeKOWO2yCsOIMasOdljNocKcO6HGHdWdQA1nXciuE5THNMbvkDBrusOkO296oA3yx7arj1Gy7yliJWlXmNBGtp0obydJGU8rLpGawVl/K5orr3/9w7cf7N3r9PLcEbgnE7ABlGO8CXKB4oVYXkYaslaEt8isXgItulA1U0bWSoZWFdiK6effv//o/PLj3W6mxIVQfMzFIepuktw79I1dDphIg8hZVg0gK6OIWVqMQL6fJEaTENTUOMXVLGw0prssJrKWRkpSlmChEFCUFtsS6ngW4ID2tyHGxGxA7W1C5aP0QPCRGkBiFnojpaQsXLCNro/SQZKkUEVubopDuKpVCv/Egl79baHxdlW5WtRt187Mq/rxhXm+yGy0GcLnRtK83rOsN52bDulk3oXJJ6/jV0WS6eHs8HZ5O3OPxsify+QL6y2SPzw+XqSPwzSV6DrjPEd9UYDUUzRdlltLMeBkXDXcA0Ba9nzu/nBPBkTS7nC2XdH13KIDLzzMOTIEJ0fm+sYTLO/UXca7T3fZkpzXdbc9fdBevxMVV5XL0Tjt6dwWXla25s0PL97L0/Z98X6hVd4UrnYUfH9onY+f1SHo9kk4nS6wu67cruEDlAg/gspi5x1P3eMYBLi5PuVbcteKuFfXshMMSnMZNHPnTIFdDDRhqAHKj4T4QdmF1OYC1sIUTDMVMPW7qcYqTPlwoTSMUQyhGSJKRDDezppHSpcgqXLC0yfUQVTel1v1e7Tu1+8jUtxwad3nKYUlGEliPEBS1WdqiKX+DjpGEwzMuz7g841lZz8rC5otNUx7LDHjWxUnbiDo4NqBJz0xwPYylTaZGmBoR22utygNVCA2s0rZbc3nJsipXpGgOdzrwRrtd7lTdYXO40/JGDRgMucP69vOON2pBOeONWsOdFuy8OIMarNVRq2i5FdurQ9Uz2G57ow7AxfWqrlPhvEytsuU1udet9xOx/LNCMyKgssFaslbMlza+v3/99tf/o9XNUKtv2SLAxXYkbgmWLUKjBHAxzKaKqqJSFpWirBV9zUVBRd0oE1xTlYKhVcVOsl7Y+Kdf/+dr//zfOqWnQvUp7m4YvU1TXDaMXA9D2WLhGEMxooaJFiNagmjJZfQCSiE9iY00JzmipzQprooxpCSRkpTFhNiPKUoK44KO87KW1rSUrqd9uPTbm0o/iOSoLoR1IYzECFHippow1QTT05aRtUnRIUUXZ4ckS4SQUH8m92OCUq4rrfVq6dtiHY6MrtfIZ1X8WZ1ca9BrDfNmg92o0+s1dr3GPq/ya1V6o0a+ruvfVbppHb8+ns6P905mo7Opd3ToHk0Gx9Ph6juZjeCfp/Ptk9loMfZmB85i7J3Mhj47/FjB1UQ0nzU+gxb7FLKi/VWX8wlfXXL5aBw1t97Pr/KhZ+xiYgJKLg8JkOV83zjb08739csDdLGvn+9p53va6Wvx5JVwtf7/ojvdbc+edxYve0evpeM38slb7fSdvnirLt6qPlx8vce39ff54gNl9fmOuVCznE7cXaf73O2dTb1VWRvWEAEuwJTZxIWZ9GI2OJl5pwt7/E4d2kXPSrtW3OExh0ccHrNoxMQRQw8CXGDZXxHWIAYAkupVcV0RNvwMRsgDgINDU49TlGAk9bFyMVO6HtX1KMYJitOMZChO60pU7W9hJcJQjKhBIm9ZKGyhoNZ7LDZ/RMJTi4SHdnLoZByWhJk3UkMwogKyUBznZtK1sg5LOywNfIHJkWdlt73iyC0MeNYxE0OW2rGz21bGwTFTCZhyyNJjmhBoVR706s+IlrDNvGXmbbvqz5u9UWu024XnDpuD7fZotz3abQNBvFFjsN2EWsYdNr1RY7iz5Is3agBfYAvGGTRA0x1stwfbXcutWVbFG9QGXs2yS5ZdckZNZ9iVcCmef5IorrflnGJWFaNcqgYePL79+fVfF8ohy5W8gep6iuPKwBfbkSy7b9nLtsgwm5pRU1FdRVUVVTWjspwW6QXVKOlGxUAVrNekfk7sJG9//re//uv/PRu7JzfWjfYm6m6ZYhD3t7CwAXChetgxEy5NWzgFASkUpamRoWaOmjlspA2UokYGa0lVjKliDGtprKU1Ja1ISbDg0oycpKZUNQlwUZWY1AsKnS0IBYfOiChxqiWZnmJ6iqOMjQsWLjmk6JHcNs6S3ma/8kjpRRSt2FAaoWb5h0L1q0LrVkW52STXGvTzhvmHCvqsalyrkmtV8kXF/KJiAlyuV7EPlzcnMx8ux+MBcGT1nc63j6fDo8kAuLMYe9N9e7pvH028i8XO2XxwPHGucpCXY6NVd6RV7vhw8afRoJl+WLj+ez933s+dyxmHtuhiTC8m5vmYnO8bkDwPNcvZHjrb0y4O0IcxhiDXi339F3CZPu+Ndzrjnc70eW/+Upi/FGav5cVbFaQW32DhaA8fvTOP3pnwO4MlHJ8jfgvnByr6s67z2eB0Mvj59OV8z1rs2388e3U2G10sds7n2+fzbT8T92TmLWbuYuYCXwAup/PB6cKd7GkjpzSwM64Vt1nUZmGLRZkZxiikq1tQtlyhZM0niyKsyf1nfnoRWOqaKArO3jDK8eECB82aFlHVMEIxCDyFTEJNCJhazMKJT+DSqd5VuvcpCng87vIkwxGkBTRlU9fDlCYZS5lmgtIkfHacHBwEwHIdbNnZLD1w8kO3ALgZWrkdt7jtFDySYmqEKmHHSFAl2m8+bZUf9RtrWI57vOS6dX/A7AwaQJbhTgeQMdhujnbbOy+62887g+2mv0EHRwDusO6Oav5iruWV3VFtsNMAcddyK96oNdrtO4OG49QGw/pwULOdku2U7GHN8pqGU8/XA4nSs1ovLholFVfqndjDp1/9y2d/Hwg9sF3V9uTBtm7ZouspPl8cV4ZpNKJNFdc0o6GiqqJXVFRWUFHWc8uFOq3IWYvipqFVlX7m6YMv/uYv/t3mo8/V5hbqbqHuFhEChrCFxYCFIqYSQNImQxGG4xQlLJK1SBYyDKiZYzRvoJSmxrGWREpc7kfkfgRrWaLndDWjyildz2NcQqigKClFSWhaChkpTY0rQljsbSn9oCaGsRJBUggEXaLEiRKnWoqjHDeKDi4PjPw2zprdTanyGPXCulZsKrVEt/agWP262Pyyrt5u05tt61qLfVY1fLhcq9JrVfpFzbpR5zdq5E4DfV/tQeUyO3oHbdHpdHQ634b3CWIALmeLnbPFDiDmaOKdToe+yOJDxDe6Xw2WBs3lkxNiX3NZNbu8msmYp4fkfEz+1cHQsoo5QMv8+Qm5PECnb5WzN9LZ2yu4LF6J0+e9yW53stuFD+MXwvSVtHijAVw+li179HiPzt4Rny8fDXF/Wc6svrPp8GTs/XTy4v3R7vuj3Z9PX55Oh+fz7dPp0N8XAll3MXPnU+d4MQJlFyqXk7kDgu7Qya7ChdMIMcJICyBl65MHbdFVmNGmDxcwOsBKyIcLzIwISULxoighRQnpehTrMdNIEJRUpTAMI2ySNLUQtEVM21K7j+qF2/3Gt4ay7tCoTeMUfjNaAKEIYylKk4TEfb5YVsaHCzeTjCQ+tktWFgRgz8qO7PzIznskZekxrkUdI8HUmNJeb5Ye1vI/iq1NlxU9r+EruM6gAW2RN2otF3CdMnRDOy+63qjB7BKQZXlhNKhYXnl5T2Qv7xi97fpqJ7Xzoj/Ybg+G9cGwNhxWPK9kOyXulky7jN1aU0ymKuvFZqir5mRU7IjpZ5vf/Mtnf//t99cN0jV5jzsi4/3hSHdc2bJFyxZX4aKRuqLXRKUoKkVJy8t6wYeLKOcob5lGwzQaUjeVjHz/93/1H+/e+Nt+9RmcEeF+kEhhpkYcI2EqAaIGuRGHkF+KUhSliJ4yUdpAKYIzSE/6cJF6YaETREraUDOaklbllKblMC4ZRlFV07KcXMJFTyhiSOoHVCGkSxEkhTQhAJoLdEZMT1tGnhtFCxVdPTsyMrwXUGuPjX5EV3MdpVqQu0/rzW/KnTst9GWH3e7a19v8epNeb9KbDXazwW7U+Y069zWXu03jx7qQQWRVczmbbZ/Ot4Egq3yBL88WOxfHzy9PXlwcPz9b7JzOR4sDx/eK9e3u5wd89dToE0HXbyyW4suE+4mLv7wAoGfjj63QKlP8+gXCWz+M8ftD43xPO34tnL4WT9/0l3A5eavMXwrT573p8974hQBv+koCPxewoZvvmX7283Kc/CfN0epbhcv5bHQ6GZxNhxfz7Yv59vlsBHA5mQx87WrpWLEYHM290+Od4/k2jI2OJs7R1Np/Lbks51lp6IYsGrJ5zOYxSqL4alLji7jwgeghKGSgFVqNYTTkIFHDV3CJUxwnJGmaKcOIq2p4tXIBuCApRPU4N+KGvKX316gaYNqW1ntcL9zu1u5p4lPbjLg8aZkxSqImjmAcIzRhkJiGwhjHADGMpeBxnuY8DXzhZtLhGdvOW1bOZlmbLdslUIUsPWGjJFMThhAWamuN3P125YmhxDlfbtzCGi60PLZX9/dWLLcy2G4Od1rOoEatojOoQUXjDGpQrXC3wJw83EZzt+Rt16GNgi5p2WdtNwEuo1HZ9UrMKRKrhN2aTMr5ZiBb3WjLaUkvCGo+U9j64uZv/3DtN61ennKR0D63BG+gguzCLcF2lnt0BmsZrAVw6Uv5q/Oi5Xm0pOR1o4L1GkF1uZcuZZ/+82/+6+/+3/9STn6vtbf0TkDvbJpyxNJjNopTJcxQzDFTHKeIFiMoibUkLLDoWgIbaaQndS1hoizRM6oYk3rhP4ULxiVNy4hKUtFTOkqqWhzgsrQKk0K6GITJEdNTHKUtI2PjHDfKXC85WmZkZGwhpDee4n5YlzJduVpHwlqz+U2lfbepfdkiAJdbHetWx7rdsm63rFtN+2bDutF0b7ecWw36bcd80JRymL46mkzmb46nw/PZ4Gy2JMsncPGFmKPJYDH2oIpZjN2TyWA1V8S3bgG4rJ4yLo27r/ZcYGx0Ovnoobt6uPgJXKAhgne2h8720MUBej/GP00IkAWCos/eyZd76uW+vITL8Rv5E7hMXopg0D1+KYGZy/Qt9vnyiXa77IPm9qc588uAkeH5bARM+XD8/MPx8/OVngjOKM6Pdi5Pdt6f7l6e7Jyd7J4e70DxMpvY8zGbj829V4LLMw5LWjTCSICbQYALM6PECMO+HKzPwXAa4CL1nkq9p3J/3a9c4MOfwoWRFKVpjBOqGta0iGHETSNBcZKguCoFlf4WViKmFlH7a0rnialscT2AhKeN4pedyjda7zHHEc9KuTzFzBjFcULiJksiI67qIYwTlCYZy9h2ltI0pUnOs5aVsWiGm0mLZlwr73klxyk4PGfRDEyXQBWyUdJGSRuluZY0hHCv+qRdfNRvbRCcseyS5zU8r+E4tatlluryNNEp217Vp8my2QF8jGpwTARX0YOdmjMs24OKt10HGdgZ1IBEw53W9k5zMKwMR9XtnfpwVOVuiXsVNqgRr1ntRrPVjb6SlVFRxRVJq3559/e/+ce/zBZDjqeZTHBcGZjCeJ+yHrcE0FxM3jF5R8d1SS0Jck5SC6qxnEarRklDZUUrIr1sGjVNLjTKWzc++6t/+NWfJTZvifV1tR1Q2pumHOFanGtRUw4ZcpAbcQj5hZRLgAtULgZK6VqCGjmG81hLG2rKUFNEzyEtqylpaIsALpKaUvSUpidkJSr1AwAXoi3hYkhRU00AWSwjw3HWwiWuF2w1PTJyjhxDrQ2jH1GFVFcsNY3+ZqP6Xal2ty592dABLjfb/Gab325Zt5r8VtO+0bQBLreb7IcOfdRWipi9WUym81cns9HlYnQ2G/1p5QIfzo92zxY7ILgsxh6w5vJo178nWs3S+ORw8ePC7mL0/mh4uRj44T+rfgv+wtrZmJ0ekpMD/H7KQco9PTB8zeV831iFC2guy+ZoT73Yk64ql3fS4nX/yve/N3nZXxrT7Qrj5yLAZfbamL/BEF59emCfj91ltwa+UDPr/Mg6nVmnM+t84VwcuWDwebkYnc8GwBF4gJWz2ehkMjiZDE6nQ3hnsxF8c37oXK08D0/mzunCPlnQ/bfC9rAw9LLMDJtky7GjrhNjZpgYAWZGYQzMcJQakasJUZDoIUVYk3pPweyS6CGYTFMjYqIo1sJEizEj6dCsQ7O2mbNoDkwYYIV/WdGgKFIjmhyiKEH0iNR5IjYfImGNKhtYfNYq3qlmb+v9Zy5NOizpsLRFUzbLWlaOsQzBaYwTxMwwnnXcsjco207JsvPcKjCepWaWkCQ1s5aVg/xDzrOOU3CtPDfTkM3IUMImaRenmRpD/YDcWutWHjfyP3Ybzxxe8NwqDERcr+p5DcuqQAnDvRp1KtSpWIO6Nagyt+wMq84QtJWat121ByXLKzvD6mCn4W3Xve36YKcx3G0Od5vedt0ZVt2d+uB5E36yt10d7DTcUc3yytwpE6vE3YaCC7nyeqG6CTHSOukEIo9+/du/jCSeEdrntoxIizvicn3O6nGrx3iXso5J2yZtI6OuaEVJyStaUTMqGi5ruIzMqqwXEK7Ial5V8rpWbDXC93/4l7/48//p2YN/UXshobkB9hdICjEUM7WIIQepHuU4RVECa0mip5apTyhFTRgSRbGWhBsiQ00QPWWirK6lJDEqinFNy+h6XlFSfSkua0lNT4hSuN/Z6Hc2lP6WLgcMGa7hI0SNYjVOtISpw+p20jKylpa29QyT46gXxt4oJWEAACAASURBVHLSUHKSWmprjViz/G0m8121d6sq3+pYN7v29Sa90TZvtjmMom807Zst78u2e7dtf9ciD+tilfLnk7eT2Yvj6eB0Yp/NRqfT0dls+3y+cz7fOZkMTybDs9k2FC9QswB9QOX1N+78vTv/Dxr8WYN3sdj5cPz8p5Pdy+ng/Wz4fjb8MB9BHPNqbupys2TCr0DDzsbmyQE+2TOO942lTfeUXk6Xqy6w8wLv/QG52NfP3kgfBd3jt+L8Ve9gt3Ow27kKGFnCZfJCWoXL4i3kV9vnY/f0gC9H5XP7ZMrPFvzi2D4/ss7m9unMApusi/nwYj6E/9TLo93Lo93V/1ofLvABvrM4cI6nEMQ9OJlbpwt+siAH7/o7o6LnpDmNcDNsWxGHR6gZoDjIzbBNPy7mAl/gQTSaJm0YamB1xQ7ggrUwRQkwkVvKgTi9NLs1EgAXrEc0OaDJIYLihhrqtx8JjQd6/xmR1lD/Sbt0t5q5pXSecCNq4QQnS78FzvJ+MLNJs9wq2E7J9SqOW+ZWgfE843n4OYzmOMvbdp6xjGmmKE1bNMPNtEXSDs1aOOXS7MDM2ihJpLDa2RCqj1vFH9uVx8xIj7yqwwuM5j23Ohg0XbcOx0Tcq5l22bTL3KtZgyr3QLgt2oOSO6q4o4oPl+Fuc7DTgAefr+BS9XZr3nbVHVXcUQ0AZA8qMLfmbkMnhXJ9s1Tb6koZUStJWr3SSF279U8bwfsIdwjtM1vgjkhY2+QdwApbWd41SE3VS5KSl9WCopcUveQbu+ikcrXzUu73kuvPbvz1X/77e7d/1ao8a9ee9lsbUnsTulSshAw5yFBsCRc9YaI00TOGmlLkqK4ldDmmSVGipxjOEj1lqAngi6YmRSEiinFdzyJUUNW0rKVVlEZGSlFjQnez03zSbz2T++uasKmLW0gKGXIYAmQg3IrjjEcLDsk7JM/VFOqFDSmB5CzBNZV0y3LzSan4fbV7syRea5hftNj1FrnVMkGCud11brXd2x3vq473VYPdq6MfK70yoTuHrw9nz48m3sn0I1wuFrvn853T6fJLmEZDc+RLMKfz5f7uLywaZiPQNFff+Xz7crHz/mj3/Wx4OR2cj93TA9sPNVx1vTw7/GTV3jw9XDoinB6S8wm9mJgXExPIAnCBbd2fxvTDGJ+/VT/C5eiNMHvZPXzePdjtXAWMiOMXwuSFNH0pT19r09caKC+Lt+TonXm2D3Cxzw6t85l7NrOOJwxqltMZOFdaMHs+m3rnswFQ8/Jo92Kx40c0+R58y1ZwNvIrmtPp6HwOi8zu+cI5W7DxO+n5qORZKdeKezzuWnGHRi0asc2IzaIOS8CzzBg1wkQPYi0A/zTULawFTBSCL+EzN6KmFjLUALg3cZLgOGWRNDOS4M7PSQI0EUMPqtIWUiMUJ4kekXpP5fZjLG0wdZNIa/3ad438V0rnCUMRbsQtM8nNtM2yEAMEfvrcKlh20XZKjlsGuFCW41bh409gecvOU5YB3YfSNGMZh+dcK2/qcYukHTPDjaQpR/TeltxaE+pP6oX7UnfLZvmRV3XssmOXXbfuODXbq9te3YcLc5djZu6WuLsEij2o+F/+aeWy5Mt2zd2pu6OKMyw7w6q3vRwwwTmS5TUxK7f7sVJto9GNSXpRNTuy0f76+y++fXgLs75pibYnm7xHWNfkPShYGO+CyQtlHWzWNVSWlLwo50QlLyp5Uc1JWl5QspKWl9W8qhc1tSD0U+HgvV/97X/8/T/+n6XMj93GWqf+TGpvEjVK9ThWIrq4RdSwqcfBpgvriaV8K4YVOQqJDstNay1uaHFdjhlqQlUSABdNywBcBDkhKnFNT2h6QhaC3dZTob2mCZtKb13tb+hi8CNc1ATWkhbJebzkmgWPFrmW1LshJEZ1OWWgska7TaMfaNZ+qPW+rCo3WuxG1/68olyryjdq+o0Gvtmg0BzdqrMv6/RuTf+x0isRvj1+d7h4dTQbnS+WhTz8lXyx2IG/if2bAP9gGm6mT2ZDODtaRYxfqviNwrI/mA7PpsMP89H72fB87J4dOp+EGn5cuF+5E7yccRBflmSZLp1coFr5ecbh/TRlP0/Yz1PzF3CZvexOnrchdPGKL+LkpejDZUmWd8bRO/N4j57uWecHzsm+dbJvXUycs6lzMmGns2VAIuTXnk09/60WJquuNqtzspPJwC9noAg8m41OpjbEuR6+FXeH5QFPD6yUx5MOjcKqrkOjthmxSNQyY5YZYzhiohBAxCcL0YMAFx80thkDzxeih5YDaSPJcWoJFyPmwwWjkKZsanLINBImisr9dan1CAlrTAkwdVNu3W8V7imdJ1QP+3CxaAZigGyryFmeshwkNENI87JsuYILPHDJBqxAl2SzrEUzUFgBXLAS0XtbSntd6qw3K4+alUe6Eh26lYFXc52K49Qsa2lAx70a2Oj6cAGdxbdugVGR7+riDKswjR7uNkfPW6PnLXen7myDHFOCnwCPWkXbq1pek9o1BeWrzUC5ERS1gmEJiAmPNr65de/3Bu1RWyKsyx3RciVq9U3ahlMjy+5DFQNwEeWcIGXB71JUc753lIZKCFeQXtK1YiH39A+/+79//Tf/IRn+WuqE+q0NuRMw1YSpxYga1YRNgAtWo4YWJygJygukR4FdKcVpgpK6EvXh4lcuqprWtJwsJzv9UFcIK2oM6UlNjvQ7a1LnGZICYDyKpBBWItAWQfNFjYxt5jnOOiTP1ITWDSAxipWUKudUo9HFQqTb+rHe/6aNv+w5XwruzTq6XVe/bOi3m/jLFv2ybX3Vcb5uO183zHt1dL/aL5vWzmTv8Pjt4uj5xfHuyWzoo8Gnw/l82z8yOp4O/A3do4nnfx+sGPzKBXoFePDrwETlcjrwO6P3M2/1XUycT+ByPuHg5AL2C6tw+XnG/zi3/r+FDWR5PzZ/GtOfp+b7fXTx7uq26GDU2hs03gzqr73a22Frb7uzTAJ4KQNcPtrl7rPTA366Z53t2yfv+PEeh21dWHJZPeU+nw3OZ4PL6eBs6q1u8qzmM8HOD1hGQa7I8cRZHDiLA/d4PDgZe8eH9snYOh6T/ZfCtlMa8TQ4Lbgk5pnxpesCjlAUYEaQ4xAzgqa+RbRNU9+iKGAo61jdgM9E28TqBtE2mRF0aJSiEFa3sLoFUbBUjzIUAwMnODuE00eih5CyJfY2DC2KtbDYfdar/Si1Hhr9NVPalJsPG7k7YvMhVgKmFmE4DjYOYKMPTjE6Smh6XEcJZCRNmgXQMJ6Hn8NozuIFxrOQ8sF41rbzjlMA1caiGYfnPJ63SNpQImp/CxJ2hPZGtfBjp/nMornhoD4aNgaDJii7cAntDBog8YKa69PB3225mhmVwC9qlS9Qv0Cp4v9brldxvaVUDGa9mFUbnXCxttWTs5JR161+vha7/c0fmkIB26KG28Nd4gwUwrqYNLnV81zRtnoW77qOwKw2NuvQGYlKXlILslYEcXcVLgYqN+uhe3d++zd/8e/WHv5BaIXEdlDuBLAcAx1kqbmQBDVicOBu0RwjGfhfHqkxpMbAKRnggtSYaaQMlFLkuCwndT2r61lFSYliVJJiMGPS5Eiv/UxoPVH7G0pvXRM2DTlsajFTT5p60kRpE6WpkeOkwIyMZWSpElc7W0SKUi1lKDnNaAhUjgud+43efZF9LXi3+85XbfNOC91pGl818Zct+nXHvtN17vW9O036bQP9WBeK1NqeHOwdvZsunh8f7ZzMhr8IWrx6n4yW/QXcTwSXTzQXaBreHz//cPLip5MXP528WO0qlsLFzD2bOpeLASzsrg5qzmbLyuX0kJwekiVfxvRivOyG/ji3gCyXh+TDofnThHw4MN6vwmV/2IQseoALZBitwmUZUXRonR1aULmc7lknexQujAAu8Ju72vq3jg/ts0MHjhX9HcHVM6pP4AKbP/MDvgqX04l9MjEPX8u7XmXXLmxbmSFLDlly20rv2JkhSzo4CmSxSBj44n+5CheADkUBi4QtEjb1LSRvGMomBBIRNWxqEd96kuhL6RdrQU3aUKUgQXFqxOT+er9+X2o9ArgorUeN3J1+/T6SNmH8BB53BkpCbqGBkpoe9+ECz8ApTNLgIwMOVQAXYqaImbKsnOMUHKfAeRbrMYqTtpmxSBqrUVUIaELAkMNyL1Ar3q8Uf1TEkG2VhoP6YND0vAZgxZ9MM7sC18+rjnM+TXwnOiCL/6BL+gQujlt2vQoswjC7YntN5jR7UrLcCDaEZFcpIVvoa7V7928kCwF3F2PWd0fI9mRMO5i0AS6O3XcdYTRU3IHA7aXyImtFkF0ktSBpeVHNSUoO2iJdK3Za0aePr//qr/63Ozd/1SxvSJ2I2osYUgzLMYYSWAkxFANfLrAutmiOm1mTZAhOI9+aR08gdRngzUiG4IyuJVQ1aRh5w8hrWkaSYooaM1DKQElNDgntNbH99N+Ci1ngrMRJzjbzRIkr7U1DCFMthbWsjmoylzNS/2Gj80Rzv5G8rwXvTpfd7ZC7LfxVE99qkNtN8+uO/U3X/qbDfmiThy25Yrnb8/H+8cFk8XIxHx3Nl3CByxj/s+/pvzr9gRA1v0WCs0ZfhfAffHm52Llc7JzPBtBSrCDGu1wMfjE/Wvny/dy5mLLzCV2WLbPlESOcLMJbXjAemh/G+OK1cvKidxWKttsd73T2tluQLrKaXrQKF/+i6eyAfxg754fW+aF1OXUvptbSt2pmnUwY+M4d71Eoc5ZuelPbr19Wp2WfnG8ejfn8gM8OnKPJ4HjsHU+c05lzOmeTt+qLYW3bKQytzLaV3nWyz93cjp0Bs26LhG0zctUihYEsthnxSxiADhQ4FgnbRoiqm1haI/I60QKmHgRn/+VZgBZhKAaeLEjZUoQ10FyoEVPFTbn9WO+vUXmLKQHUe9Yq3BMaD5C0SdQgNSB6bQkXEHQNnIKHSRoZSR0lADRAH5NkGM1BuAcmSUySlGUsO29ZOUrTgrCpqmG4fsJ6TBEDmhjEalQTw53603Lhh3bjKdKTnBUsq+K6dShY4ETIdeuWVaEsT1me2SU/AIA5RRBffLj4WPFbJJB1l+XMsOYNqlC5DIZ1yy4RVrTcmuU1ZT1T74YrnUhXLWi8I+Lm09APW4nHznNMHIk4EncV7ojcEhjv21bPdYShKw08yR0IltOF4gXgImtFUcnDcFpW87pRJriKjYrQSyZiP/zzb/7rH/7pz/PJ+2Ib7JqiRInbJE3UMDfiULnAXhKEuhCcNknG0OKqFDa0qGkkQKcnKMnNLDVzSE+qahKhDEI5VU2LYlTV4gZKIT2hSkGpu6H01nVxS+9tGMIWVkIAF0jCpEaGs5JtVWxa8HjJVBNyaw11t0w5hpWUblRUS8rJvYeV+obufie5d8TBd5L7vez9KHvfCO7XHf5Vm93tud8L3vd9+0HPfNZR6+5wZzHZP95bhYufheZXMRcrz/eX87OlV912V7uhVdllqbkc77w/2gbEnE7c89ngcjH6cLzj778Aa94fDVfgsnTAhCuBnxfOzwvn/Zi+H388jH4/Nt8fkMsDdPZSWuy0P67/T3a7V5pLD1LoF2/Vf6VyGbOzMbs8YD9N7PdT9/3U/unIu5zZcKMNQWgQtLjc+Rtf7ddN7dXdQShhfNcJqFmOJ87ikE336Pgdm+5b8wM+P6DHE3Yyo4dv5RfD2oBnPZYa8PS2m92xMwOa8MzogMZcFnNZDHykbDNmkTA4M3AcYUaQ4wh8h+MQxxHbjABciLxuKlsUhSCTCHybfAMncKVESlDur6tSUFfCkAEitR7p/TVT2jKlTSyst4vf9Ov3dXFjBS4hhGIQVMJojpi/4At0SchIgh84TIsoy5g0TcwUwIVbOUrTuh4VxS1Ni0BzZBoJRQwo/S0kh7EaV/rBRvVRo/pIliLYSJtmAdZ24eaIO1VQYRgvMF4AuCxX7Kw8dEPQFgFcQNZdLV4ALt52fTiqA1y8QXUwrFOWRyTHnarlNXVSaAmxaivckrKy2ZTNdroSfhL8XqEdwxL4ULMH2mAHD4YaZT1G264jDBzR4l3b6lDeQrgqqwVRyUNPJMi5VjfREzM9IaVoBYKrmlrodeKZ1MPrv/ur3/7qP8cCd3qNgNqN6ULEkKIWTlE96v8/BXtJEB1FcJrRHEFJTY5gPbbMk1qBi64lZDmuqknoiWQliowUwWlDi6tCQOqtgZRrCFtEChI1TPUoRSlmpKmRMUmW0SLnZYcVB1aZakmp+Uxrb2AxYmoZbFSwI+elzv1ieV0i33bp1x3+reh9Lw+/l4ffCO6XLXqrQb5qs296/Psee9g1nrWlhuPuzg/2jt4dTrenE28VLsdTdxUuUKr4cIGTIvC+9HPUzo+WpcrqqGipEM+3Lxc7P53svj/avpgPgS/QHF0uRn4gqs+XpcoxZr735ZIvM+sDZKFNmF+/vB+bF3vG2Vv98o169nFa9FqaPu9BzQJY8e+hj9+hoz20eKcf7eFl5tkhfX/I/zi3P8yc91P+YWGfjc35W3RyYEJyyPGYnM0YKEBAnMvF4GRqQ5Ey37ePDt3T6fB47MF/9uLAmb7j8wN+OvNOZ878gM4PrcXYPnxLZod0MaHzMZ4e6jteZWDnPCtt04Rlxj2eBDM6ZoQtErVI1KXJoZ0eWhmHxi0c4zhi4ZipBxmKWCRK9bCpB7kR5Tji4KiFwkwLUjUIggvVo6YWs0maoQQ3kjZJc5ziJEH0iNxfl4UtipPd5qN8+iu59ZRpIaO/bvTX9e6zRu5uNfs11cOmFjJRmJkxrEcQihkouXw4hUnapFmQckHZpSwH2anwdyx8BzBEzAzjeYLTmhpT5IiuxamZ5Sy/PKGUwqoUlnsBsbPZa6/XKw8r5YeqEoNR9FLW5WXbrg4GzcGg6bgVbi1jQ2DWA1YM3Ck7g5p/ZOR3Rh/z0gYV+NL1St6g7A2qgBhuFWEzGJlFwisaLhZrW5VOvI+qKmu35MLjwHd1IW8OFGuk2wPNGeqOKzPeB7XFtfqcdbBRR0YdGXUd1SS10BMzXSHdl7KCnBPkXF/MSEpeVfKqkpfFTKW08e2Xv/1//vrPHnz7P5ReTG5HxNYm1ZIWTplahBtxm6YsMwkbj8tHkoQkGUkRFAc/U0ZS4ONlGgmkJ0Qh2Olu9vqBfj/c7QYVOSqJIV2JYj2hSyFV3ERSAEubhrhB5K1/FS6mWbDMvEMLVEuqvaDWDRhSDEkJVcnLuFUQag/zuR+r7cci/aZj3ula94TBN8LgTte52+Z32/xuh95pGt+18P2m8qzZa1ns+Wzv4OjNeDKcTdwr+7Sl1dHJVdIIwMVPI3p/srO09V8pW1YrFwCKP3Xy26KTsePLLgCXy8Xo/dE2+KJAN3Q6sWGR7XSynB+t8gUyAAAuH8lygM/fIYDL+7faxw3d6fPeas0CfAGDqMU7/WgPwS8K5nLw654fmrBXs3inL94ZJwcmRCwuDsh8Hx3vG2dj82LKzuf2+cyFTOjTmXd06PpwWRw4iwMHKAMSzPHEujweLsb28dRdTPjpwj1d2IsJmR7q24PKwCqAX4FnpV2ecnkKfHN9+0iwSnHMlEvTQysHlQjYSnIjTvUoN+IWTkDOkY3iXIuaWszUYnBQT7UklmOmmmAoATfTRIvJvU2xt0FxUpO2Oo2HqL9JlTAWNsDvtpG7W8l8hZUAwIWSKNYjhhH/KLuswAUSmomZMelS7oXOiFsFGFHDD1GWA1tfVYkiPQE1zjIZUo7oSlQVQr3mWqf5rFV/Ui496LQ3CMmvwgW6JM9rOG7FurLLXbXjhhuiVWEFPvuzJGidLK/suEXXKwFZhqO645bhhBqzsmlVdVKqNEOFRrijllTWFoxaIPmk2EqqrKvQDnEk5sjMkojZoWbL4l2bdanZMknTwA0DN3RUk7Vi358ZKXlRyQtSVlYLulbUtaKm5Bu14INvfvebv/lPtz77m2Z5TWgExdamqSapljTkMOjoYI2+dFw3EhgnDCMOTslIjcB+ANaX3sn93la99rjeeNoXgrIcl+QIwAWpMUOLquKm0ltHwjqQxVQCIPYzI82MNMNZTnKMFhktOqzosCJFabUX1LshoiSwktHUgoxbVamxUS48rjWf9rTv2ujbLv9GcL/ru9/0+Ldd/kOf/9BnP3Tx9w3pQa3/pFKvYbR7+GJv+nw68Y6ng1W4rOYWraotv1jq/5Mckk9m2B9XWOfbF/PtjzsiUw9Aczb1lvuus2W1AnCBc5/lFszV8dH7ufPT3H0/5dAWgfECeD+dvtFO32g/7xs/7xs+XNTpc8GHi/+O3uqLN9rinX5ygGERGKqYswN6fsguxvxkbxmE5ru6QKDiwStl8lY/HtOLqXU65UcHbH5AQWe5Asrg6NA7mQwvFrvn8+3j8dKJb3HIFocM8hiPxvx05hxP2GKMp/v6y+3Wjlcb2sWRUxpdnRF7VtamqaFVcGnWJmkLp7iRhN2zoVXwWM4xM46Z8Vjuk59gk7SNs0xPESUOVkCGFKMoTTTwcE7BOiZW4wAXEHQ1aQv1N1F/EwsbYIbWzN8rJm9q4hrRAiYKURLBKGQYcRBrTZLBJA1wgZk0MTOYpImZ8eFCcBp2YRjPE3PZKwFcdC1uoKWCACMPUCgNJdZvrXdba0J3s1Z9XCk/FMWo49R8uHBeduyq69Rcp2I75V86+/8CLqvPGVYtr8jdAgyqHbdsOyXbKQBfXK80HNVdrwJeMNB8YVZui/FcbashpAWjJhi1ZCmYqUY01tdY3+AitSXKRZN2GW1bvOvwHmcdzjombROzZeCGoldEpQjGUcuxkZLXUNlAFQNVDK3cacZCa1//7h/+/B///r9k49/16wG5EwC4wMyIogQzkhQnTSMBWy1w4471mCaHdCXIzSTFcaH7TOiuC931Tnu91XzWF4LISBlGVtXiihyFBoqgOMDFEDewtHS6YyjGjTjHGQjAtGnBs8ouL3lW1eUVU8tI3YDUDiIxTtSsquQV1GyqzVizutVsbHaFB03puzb6pk2+bRrftvQf2saDHn7UQ4866npf3eqJoVara+FXk5eT+e5s7AFZFjP3aO4dLwZni+HF8fblyc7lVXDisn5ZTnkGpzPvKlX60z2XVayswgWao8vFztl0eHRgHR1YpxMXfkFQYU4ny7YIUhnBBw5GNxcTB+DyYeb8cW7/cW7DqAjOAi4P0PtD4/yVfP5K9tsiZfpc8KXc6SsJ9lx8uPz/bL3nc9T3tu7590xN1czUOffY2wYkIQmEiMYYMFk550gQYDC2AQcyQjm1OuegzuGXc+igljrnbkkgwN77zn07L76NzD53qlapZOHCVSrro/Vdaz3PA47ztlPoVhLZSWM7SXwnSX7Ice8yTDGGbWfo3YK45wgFMty20tRugf+Q57fSFOAFWDZvZ4WdnPiuEHybD2xlhLf5QCnN5xP0Tk58WxBKGaaUKSuY3uWFd3kOZAZsZ8lsHC6mkGzCl0v68ikom/BmE95c0peKupIbzuSGMxF2xNftsZAtFrIlwo7Upisb86Y2XfF1e3LDmU9A+QSUjrhTm650xJ2OuFObnkTYFQ3aIwFbxO+IBpybAcdmwBYNOSIh60bAshm0hP1mnlLB3nkMXiKQRcQ761175V17hTnB2GXWqnmsWrnjdbzEoRkKWyDxBRydB3ABA10AF9CS7DUvoHMBCyMCl4FnEUUrcUJGkQqWUYNgWdD+gNfTHlwweIVEVsGzyOuaW7NMatR/WCxTOK7kOAPwpmRZPVfmi0EQDRz3b3ABG2UhYPpveyIxZOIDOlbUgCs7XtBxvPZzuASCJkHUA/1RObpEMMO4Rm9ZMDpW7T6tl7QYnUqZfgHnvaQIYYyb4Lw076VYJ804ec4pci6ec9KMHRRJWRHc5IV13r1TXVQHIVqMMJKEiSRMFG7yOOUqyfMHt7u6W08tTN1zmecgxzwJrZKQhEYlNCqhsVWWkJWnLZiUxKQYtoLjEhKTIL4FxDdH4SsoNG82/GGzvPQ4p72eBZ93EUFXSUqJ40oftAwW1QwpYwkZ5p1D3DMUNAfIwqKLe3DhKZXAaP2cPigYRVYnsgY/Z+QIDeZdRdyruE9OIhoY0nhhgx0yK2yGRbNxds3yymx9YfM9s8JPLZ5na57XNuiNE5p2+qbtrpdG84zFvLRmcHNIshgpbYXfFgOgYdnZ8u/Bpdy2fAppLdtul7uMwPutwJ875ciRPb58fkT3bzuj7TA40v3n282/djbeF4PgZxa8jABcwIvp45b/r50gkCDtZtk928mPBeGvkv+fJeGvIr83cwHGLrsp9GMG/SuHf0jCfybgPcsF317nUoZLxFuIeEsxaCsOl4GSLqeLvM8zO0lyJ0HvZvl3GW4rwexkhffFYCnN7eREIHTeyvDg/QYcc98WhEKKKiSZ7aywk/O/zQfeFdZ3csEPW5sftsLbWXE7K7wvhbZzXCFFfSgFdrP8uxS7mxXfZbitBLWTYt6m2VKK3klRn7s9vM2xW2mqkMBzCaSQwoppvJDCcgkE/CP4SilD5JNoMY2/LTA7eXorS74tlKMIwAq8lGHAgHk7x2XjeC6BFVJEPolmEnAuBadivnDAQmJSxLcAdNUey0uP5SUGjNG8s1bNY/niLefaUwAXApsnsPJAd29bBNbPJKUADx/AGvrTxhRMH4FcACCJYzU8p2VoFYXLgGcVQyrAJRgIbMN8y17HrMP6xmWftq690Wmf6nUvbNYZitJwnEEUTDxn4Fg9zxkEXi+IBobRAfOXvaRXsDwC/cveKNe/bgbiAGDgAg6Ly3ARtX5/WcEg+o2iH0QFmBnRSDB6o3VRZ120+VQoY3fjFoVxCaIcKOuGaSdKuwjGRTIOkrLTjJ1jbRxrA2d1DOtgWAdOrfkQvRfW+RA9ghsQ3ACjOoIyU6SZJEw0YYY8Kp381R+/jHQ2n3j6eMiqe+O1zSKuSlDYggAAIABJREFURcyz9O9wUYCTFgJdhaAFBFnAkUXENwfggiOLDutLn3uWQFdAV+j2LHh9SzAigeAV0LaAlT/IkKHheRZdBIgBzyKWUAi0WmR1Ad4Q4HQCrREY/UbQFg27N4KOkGAP+53RdSgY8AiijxEgLwOtYR495lNjsBLFpDAm9UEyCFYgqBJFlCiiQHwyn1uHeg2wgwhSmcJGsRDcygkgDGPP0ujfPLo/P+cvBMDqZ+++7n8//99bFf198ALq00Tmbd7/Nu9/XwrtTXP2ghn/tmgoiB8L/j+LAaA/+qvk/9d2EHQu/yww/yqyfw9cMvifWezPLPZXBvsrg/13uBSinq0EtJWASjGoGPXlNz3FqK+UgEsJGJBlN0e+y1K7aW4nxb1N8+/S4k5G3M2vvy9tvCusvyusvy9t7BbDb/OBd7nAh1IIOLl82A5u57idnPi+FAJarI/bkfeljfeljb/exrazgUKSBd+IrSy7k+X+32L4z4z/fxbC/8qH/pkL/c+tzX+VNv5V2vgzH/yrtP4hH3ibEz8Wgu/y/lKK3Upz+SRZTJOlDFNIEfkkmU/ixTRdylD5JLmTB+Bgdkv+7RxTyjAftoMfSoF3ef92VtjK8ABtWxmhlOZKaQ7ktBVSRC6F59NYOg6FRBNNyMG2CPbMwPY3iGMKc0yj9inSM2PT/ipbuOmwPAFwwdE5El8EXt8AH2D9DOBCUgpw6kKQ5T8FBWjCMmowXgEHvhyrAT6+AC4ULgOHG4hvCfUuwe4Fl33aaZtyOmbXLJM67XOd9rnPJyFJtcAbBd4IcgJ4TsdzOorSALh8CgAwfT7WBVctn3ZGRgAXjtcCSZQgagFcRFELFAyCaBD9RrD2pgUDzZtsbqnOPG+2r3oJoxu3KE3LbmyNEHwQ5UAYF8a6CMZF0HaSsjL0GstY9252Wc5J0FbwMvLCOhjTw5gewIUkTARupAkz4tMYVW/ePLsz2H323q1mo/KFxzrjs89hniUCWsJ9ZQEqTcgBWShchmErGFbe3IGkKpqQIL452DtPE1KGVqGIxO1Z8HgXEXQVw6WQZwGDlxhcSmHLiHsKcU8BrICZC4Us0egyg8s5UikwWpHVBXm9QKuDnCkZhUAYcTHDFDNcMScWsv5s2p/KhKLZjfXMhj8dETOx9UI2mE/6s/FALhHMJ4P5pJhLiLmEkI0H83EhHtjIhgrb0XzOX0jTpSwLArxAhheILgK199h5XwqBHy4AF+BbAqxLPr/Q3RPx7QmDwYMI/BFoAnZy4oet8kp773YGLHb3LunBOe8/twKgAFz+LHD/axu8jLi9C92/cvhfOfx9AtqNf3oWlSKefNiZCTv+G1xA81KI+fJR71YSeZvBCzFfVLQKqJGHjTxsDNLOqB+OiuiGAEf8aDJMJcNUYp2Mr2PRIBINQvEgnAgh8XU4GvKkI3gpzZXSfD7BFRJiPi7kYvxWxl9I8oUkW0yxYcHFk8ZMGI3TrqDPGPSaeZeWc+oCPrPgNvAeQxBZC5NOxq2H1+SUU0u5dYzXsCl4cnGqlGG2s0IpwxSSTCFFAUwUksx2jium2FKG+XNn4/1WoJTm3ub921lxKwOAwpfSYjHFFZJ8PsHkU2wuSWcTVCaO55LkVp4pZMho2IkjEgxeQr0LsHsOdU6jzmncOYM5pgn3tF33G+hcSGSOxhcJbJYmlwji0xT2f4MLaGQAXPb4AuAisBqWUnK0SuS0IqflaBVIswZ8AXBBoWUMXgE6F49z1mWf9nmXXM45g/6lVvNsbW0ahqXgQQTgIjBaltFQlIZk9CAsDZhj7kUX7cHlk4bIwPm1YADEsGpe0ImiFhz1CYKmbEkn6AFcWMFI8XpWtECYVmOc1ZkX7ZDaBuk1a6tW2EgEYIRxoawb59wk6yYZB0FbKWaNZq3gTfQ5XLywzgvrfIjWh2ghRIuTJgI34piBJswopLUbFyRzjyfGGkb6zmlW/3CvTXusM7h3GfMuYN4FApawhALAhURlDKmgaTlJSvZ07eATDF7wuadJbJmm5TgugZEVBJVguAzFViHPAuJbIJBF1Dfnsb302l8R3pnyNBeeB76F4M6FIZQcqQowWoFUhXhzJoG+LYrlvIq8P5tiC1l/LhNIZ4KZfCRViseLicRWOl1KJYuxZDGWKkUTW9FYIRotRqOlxGYhFttKhtPrsVyouL2ZzwlbOeFdyb+dFwtZIZ/hC1lhpxD424muENyTSn8orpdrKwxC1Pb48rYY+LzH2bMf2IPL5yJh8Ct/T+j3ec7R32mwZbiE9uQCfxa491kwzf03K6mPGfR9Cv6QhP8ORcuHXZmgLRW0g1V0Ke4DZAE2l/moN7vpBQqjiLBGuKSzL+7Pv/p5cfKhWjJpN0jWtCt6+ZxZu2zVS62GVath1apbNqsXDIpZg2LWpJ41KCdN6imPVUJCOsKnR5xa2KVH3AbEbXBbVZBTx2BW9eqrjsZTLZeOLr366cUPQz/1Nt5tvzRy+ZuB748PX/mm7/sTvRe+GWk4f7Pjasf5U5eP1XScPzHYcO52f8vkr7d5zBxk7Ruie0N0r/POEOcIsvYAYwuydj9tJSEtT5izMTIbIwOMjScsFGJicZtIuwKsJ8R6g5x3nfOtC1CQcwdYV5B3rouu+AZUytFbeSoZdSOeeRxeQH1zPsebvc6FdM8R7mmH/nfl4oRn7RmNLTDEEonOs7SEJqRgLkuRChwrwwXIoylauXcCw1JKYNMLRAACq+FoFUerBFbDM2rQtoAJJRDIgAN2cG+KwWW4QL7lPbjodS887iWG1v7dudA6htbStB7kqP17dpp2z0cKLKTBvpnj1RyvBWMgjteKgl4QNOWXGqvmeC3H6wTREAisATc8MWhDSYPeNG+0rngQnRPW62wyvU3hoez/DS44tUbSFpq1ggcR8GEgyDUINfggnQ/R+2CND9Z4ITVGGAnciKF6mjBjsM7rkKokz3683d7dekq++Mhpnnaa3wCDONy7TKFSjlQypALAhaNVFCXD8XLACyiGXAXexiS2DPwGfd5FGFlBYInPuwh7FxHfArhpclqeua0v9ga6e3AhkdWyATgqo+BVCpaKlC4R8RXzQinvL+TFYiGYywSKpY18YSOVCaVzm8l8NJaNxnKbifR6IhVIpoOp3HoyG4qmA5FMKJYLR3Kbqe1kLLeZKkSKW9FMNpDPiNvF9Z2tyFZxo5hfLxXCW8XIzlZkZyuyU9rMZwJb2cBOPvSuENzNB3fz5cfRLnBdKARAvc2XC8ipywUs7LY3Pr7dfFcK7ZZ9YcTtrLBb8n/+LNoT/YHJ7m5B/KsU/Nf2+r+214E/w19bwp8FbjdDfczTH7MksHcpGy8UyH/miY8p5GPq0yq6EPbm1p2ZdXfZYyECguihUgLNbHhS6658BMlE4FwMTYa9iFM6++qn6Zc/v356f/b1Y6181qST6NVLOtWiWr6gUy3qVIvq1RnF8hvFyqRiZVK6+Hx57rF06Q+N/BXi1njtGptBZtBINIpFq1mjUS5BbrPdorw+2F534D+bz51YfPrj4qNbvw5cu3nt5NiF+pHz9SPnjg2eqe84VtN24nDnt8dbTh1tOnGk/bsTPRe+vdvbPN5+8fmj6ySk89M2EtIxqEEgLSJtxn1KGtWiHrlW9tJrW01t4kHWATnkVsOSQbNk1K5YTTK3XYO4DbDHiHnMqM9CIDbIbYCcGtitjIQ8xSyxlSfiG1bMO0fC8wQ0h7reIM5J3DVFuaZJ5xRun3Sbnkqmxz1rzxlkgcWXSXieI4DORcnR5WMWMJQt39R9akaArwIwfPDzGj+vCQhanlHShBw0LyylZAkFRyp5SsVTKpZQgB0W+BHC4VXEuwzSMxDvst0yrVM91Sj+cNnmWFLj54wcY2QoPU3qKEJLUTqKMhCUgaB1IPWVC5hpAYQcmYIhSyBoFkQDz2kFXucXDUCuXbaD4LQCr+M5HctoOFYLPoqCQeD1LKdlOS3PGxnO4vIp9JYFo3XFjRptkF5lkjgRs4+0I4wLoR0oaSdoO06tEZSZ4WwsY+dYB8vYGdpGU1aCXMNQvcen8nlVCKxFYC0MaVBER5FmijQTqMFlXTFqpn79qb+z+cSrJ+NG9XOHafJTMvwqgys4UgV8FQhESuEyAl0i8UXgCkgRSxyzyrNSAlsg0CVguEOgKyi0jIHvJCJBfEs+9yywK/TaX/kcr3HfLAnPg4V0ObrEt0JjMo5U8ZSaw5UULGVQZTqO5DLsVinoD8By5axSvWBck1tsGrl2eXb5zfTCm7nlmdml6aXl6devf1tcfK1QLS4uT6o0y6yAZ/Kxjfg6LZBu2Gl1GExrGp1RptPLdXq51aaHYJcPcRktWrlyVa6SyJQry6uzJAWFw3QswkaCSD7BbAgum2ZKu/JEJ3upWH6qXnmukbzQrr50Glcon4HyGUiPEXXpYIcG9xnV8tnF2adrZpnZuOp063yI0ePVbK7Db4uB7Rz3YTv4vij8tbP+53bZ1+1DKfSx4H+fE/YSyvaCg/Z8pHZz5Pss+T5HfMiTf+WJf35yjQKPoz33f7gQ9mbW3bmNMlbAbW4pgWY3vZmwLx9BMhE0HycS6z6fXTr94sepF79Mvvhlbup3uWRKq1zQKJe0qmWNckmnXtGrVtXyBa1sQSef18oWlCtT0pWXkqWnGtkU5jW519RmvcxsUFqMGp1W6XJaMdj9++Ofjh+q/Or/+T8vnqib++2BceZXyaOxV9fbfuu99HPrd7+0nX/S2/hyuOtB29UHnU03Gy8PXTo73nDxZtuV36733+1rOX3oy6Xpx/F1bJ13BRi7SK0hLoVImzncBDlk6tXnqFtZSvOxEIy6NUb1vFm/atCumnQSu0XpcxlQnwWH7QTigD0Wr1MPu/SoRxtd9xazRCmPxTbMkHMS90wR3mnUNYk6XhPuKdIzQ7incfuky/hkaXLEZX5Kw/MctkTD8wy2wlJynlGLnJZjNaB/Ab0JgcuIT7lIe2ThqbLBQkDQipyapZQCqwFwITEpeOrzlIojlQwup1ApgX7ycPStAJkv6ltxWmcNmuda5ZM14yTkXmYINUsbGEpfLsbEMCaSNhK0jmT0DP9JNs0bONHkD5hEv1Hg9TynCwh6v2jYk3RzrIbndAKvB1jhOR3HajlWC/5lltEA5QHNmr2I2mhZNFpXnF6tGzXLNAsWt9ZL2BDKiVFOjHJQrJNkbCRtYTgbxzp4zslz5bU0Q9sI3AhDGsAUFNEhsBZD9TRloSkLgRu9brndvPjyj+udzSd+uddp0rzwWOdQ9xKDymlERmNyBleARBESldGEHMCFIVcZaoUml3lWKnAyilii8BWekfOMEkfKezcCkWLwCuyd97rK+RBu6wuP7SXqmQa/S3DPNLCMIuFlGpHSmJyCpRwipxEFDas2g+5kjMxlRV6Abt0d7B1ovfnD2MSDG2O3R4evD3X1dzZ3NHX2tLa1N7a2NbR3NDW3XL146WxT85U/njxyeqyZXJLiSZla+vjJozs/3p74cWLs1njvUF/PQP/4rZvjtyY6+/tburo6hwZ7hgaaO1un5t9AqNvjMYdDRIB1cZhRMvXTaNe5nuZvR7ovdjedabl0vL/57GjnlTtDbc8e3Hr688TDu2OP7l+/MdrV2nThypUzbW2X7/ww+uDhzUe/333+6gGKGLaK/rcF4c/t0J/bgb921v/aKW+p/yqt/1kMfMzzHz4llJWrfOxGAG+X3dzfcPnrE1nAWHdvoAvlw65U0J4NuwBcChFvftMDpi3ZTW8u4ktvQoUEnlj3Oc1Lb57++ObZL7Nvfl+efyFZeiNfndUoV0BpVRKtYlUjX9bIl3WqZa1sSbE8rVXOy1Ym1fI5n8tk0SvNOpXdYrSa9F6Py2IxTb15ffb0Nwf+6z+PVBz47vChB8M96tcP1S/uyh5fX7zXO3urY2a8feFWr+zH8enrfS/Hen7ubrrReH6i7dKDvuZnt4cmuhsr/+P/GO5u8NlUmyISoN2bfijIOjjcxOFmr02qXn2BezWpTTzA2D1WmV45u2aUGjTLOtWixSD1OHSoz4LDVhy2om4L7DSgHiPm1UVCvnyaKGax6MYa7JnBfbO4bxZxTyHOScw9hbmnUNcb1D7lMDydeznsMDwFlq5A/ciQMkCT8jvo02kczajAhoimlDyjBio7llKC1RLoFwCJWEZN4DIUkVC4jKWUPKPmGTVLKcFDicBlGLoKDuqAB5LXMbdmeGnWPTdqnq4ZJ2HPCktqeFrHMjqO1bOskeNMILUep7QkoyU5HcXrSU5DCzpONPB+Iy/oeUEvCvqA3+gXDYKoBzNdjteCTxhWDTJGQLGclmE1LKflOANJGyFMa7Qs6i1LVqfSR1hXFDMak8yHO1Dag9MunHYyvJvhncAyqhyW9smejmbsOGGBEQOEaGFUB6M6CNGiuIGkLRSzRhImBFJDLvnC9IPejm/HBr43qp/7HIuodxnQFkxDPn9CAq8vYCQKcl14Rk7hKyC9l6NVOFKOTCMQKY5IUO8C5J4GcHGtPXfbnuOeKQqaBR8ZZIGBl2hUwmCrNCIlIYmIq3hCw+O66Lo3m2ILuVAoRHZ0N5y/eLq1q7l7qHt0YvThH49/+Pl+V393c0dLc2tTV097e2dbS1tzU0vjdxfOXrx2aXzi+opcYnXbnZB3Sbb646Nfxu5OjN66MTg+3js02jU00jMy1jd2vW/sRufwaOfgcM/oyI+PfiFY3Ouz+f0YRzs3/FCQtuukr+6Mtg12XOi6+m37pVPXztRdPnW4/eLpsc7GjqtnWy+fbb16rvHKd0P9HTduDA6P9Pz08O6vz356+Nudx7/dQWHTX7vR3VLZ1A1g5dPSOvTndgiYvOxlq+7BZTdHv82QwOEFwOXPHP5nDgdk+ZiBP2bgPeGiOxO0JwO2dMiR3/QAsuQ3PfmotxDz5aNQPgplIvBWmkqGIZthYerFL9MvHq0svFTJ5uWrsyr5kl4j1WvkOrVMr5Eb1HKdUgpKK12Rr8zJJTNyyZRZpyARt91ssJn0dsuaQiafm1u4cePW6VPffvlf/6g7WHPqcH3Nl/suHK2b/uWG8sU93ct7it+vKx+NqX8ZVf40rP5lVPPw+vK9oafDrT+2X/qpt/H38a5X98ZGWy4eO/iPE7UHbo/0sogjvckJhCPIeDh8TSBtduOyZO53wqfNxelYCMY8WqN63mqSmXQSo3bFblFCbiMGrYGiYAfhW8N9ZtSjDfvd2SRWyuHxiA3xzmLQLOadgV1vYMdrxDkJ3keYa8Zlej79bMBqeELCi8C0AUcWMXSVJOTAYIEg5XtHuuAMF+BjDy4MrQK7amDCALbR4M4F/D17cNmDEeAO2BwRiJRApLB70WF547C8MeueGzTPHWszBCIXGD3PGVhGB252Gd5EsTqcUuOUGmc0JKcDcOH9Rt5vFP1GQTQADRG4xwU7o88LAAgUQAwv6AXBxDAmFNfb7DKtYd7u1KCkXalZVuolPtyFUF6MdGOUk2LcNOeiGeeeMd0eWWjGTpBrCGpEMD2C6QFfUNxAUGaStuCkCYU1sFuhkPxxffhKV8txpeSx2zoHuxcJWIJDKwQsYfCyHvrTCFzKkDLgiQNAw1JSElsGOgDQEmKQBBjTkZj0M7hMuqzP3LbnmPsN6Zuh4TkWXWDRRXDtwhEynlByuCJAagRSK5KGZAQrpLl8Nuj3Y6PX+681XWpqb7za0tDc2T5669aNu3d7Bgab2tovXr1yrbnpwpWrlxobO/r6Wru7r7a0tPT29F8f//Xli6mllZ+fPusdv97c29fQ1X25rb2pe+Bqe09T90DX6I2u0VsN3YNXO3tb+wdbe/sNVgtBoRjuETiIo52JMB4WvHrp9MM7QyMdl0c6LndfPdv43fGrp+svnDxy6nDl8UOVp48fvjk+9OzpbzdvjY2MDf7864OX00//ePbzw4cTsM/wz93EbjH4oRR6X/SD1xDYKwFBwL+2g//a/jTEBZT55CAF8hg/FOgPeRLA5eOnXLR/g0s25MgE7amQLRN2ZDec2Q1nNuLKx8pwycXhXBzOxdDtDJ1Y95k1M3OTv85M/rG69EavWtWpVw1ahdmgNmiUep3KoFeb9RqjVmVQK3RKmVYh1cglZp1ice718vyMz2X32p1mrX761czo8PXT35yrran/6h8VNVV1xw+dqP5HVcV/7jvy9dd3epoWf71pmv5Z82xC8WhE/XDI8HDE8tv1td9vKH4cmBpt/b336tORtld3Bl7dH+m++O2hr784VlP17dG6Jw/vr/N4OiKEOIQjnH7GDTk1GtkUi6/Fw3iAdbmtMoNqzqRbMekka0ap266B3AbYY4SdBsihJyEr4VsjIAvi1qyLrmwSK+XIeMThc035XJM+16TH8cpje+lzvAYGiLhv3m199eb5gNXwZC+rBMAF0ISilRglxyg5TitIVoXTCpSUgfnunpkLz2kpWkmyKoAegpQDw5c9KoG90ucFhpdluMASoGO0m1+7rFM20yuT9plZ99znWuBpjcjqKFJJM2qW0zK8gea0IBwao5UEq6YFHes38EETHzSB0zghYAJwEUQtL2g4Xs3xav7Tnghoo8HlLhi4cLyO4wwsayYJI+TT6vTzbq8Bxq1Wh06jX/ViTpT2YaQbIew46SQoJ0EBezo7zTmAXzf4hKCtKGFGCSNKGBHcAGN6lDDilBmnzBhhxFGd1y1XK1/c/6GzpaFu+vUtq2ESdi9ivmXUu4RCixS+CuxBy+F2uAyMrj7BRbqnXQTODDQhJdBVHJEQiJTEpJ/EipOQc9Kz9syz9gx2vMDcrynfFAPPAL7wmEQkpH5SIRJKEVeJlI7DtJtBb2KDyGVCPt/ajYnRa42XG1qaW7q6Gts6rza3t/cMdA+MXGvpuNTQ0tDaea2l4+yVhm8vXvm+oflKS9eVtu7LrV0tvUNt/SPXuvout3c3dPc39w019gxc7RhsGbzRMXqnbXiidehW59jdrvG7bcM3rnT0/PTkKUrjvJ8Oh1mBg3ja42fc6wzk1K4+e3Dr7lDng/H+W31tLRfOXPn2ZH3Vvktnvrk+Mvjq5dPffns8MNQ/PD728PdHD3//5dFvP927N+6yqT/uxN/mA7uFwE5W2Ev7AXECH7aDQBv9uc8uUE5/3BY+bn+KTCtQHwufgujTyPsU/CENfUhDf2+LcutOYBCV3XBmwo7MphPAJR/1ZmNQLg7n49hWmor4XXrF5Nzkr1OvfluceaWULYJuRa9WaBRSlVKqUct1KqVWqVDJpGqpVCOTaRRSrVI2++aVdHmJo2iv3f3012cXzl35v/+vL774rwM11UcP1546Wn+6tuJo5ZfVx6tPHNlfdaZ6348DjdrJX9ZmHuqe3FT9NKB90GP8qU//Y4/kZsv0yLVXQ9de3+h8c2/45Q+jzd+dOPjlFydq647XHD5eU/tg4qbPZuEJKBZiOdyFeowa2QwJm8Mi7GeckFPlsSntFqXLpoHcRgKx0riDRG0AK7DTgLiMqMeIuDVhvzuXJEs5Mrphg9zlfDWv8zUY+CHuGcw7h/vmPbbXr5/2WQ1PgMUUR0nLwsXPds8oKcNpBcWpSVaFUXLQp+wNYnhOy3IaRtDygo7lNEC4yPFacLALnF/+WwEvcXCwC357+5xzNtMrh2XSufbGanxl0j6zW96QqIynNRSpZGg10EYzvI5iNTilxBnV53ARQmZAFtDFCKIewOWz0gFLF9DUcLyWYTU0o6ZoFUmqGcpI4gbYqzYaFpwutcOl9SIWhXrJgzowxksyPox0E5SLpN0k7aJZD839nR4NPqFYO06tYaQJ8AWQhaAtOGXGSROBG3wehU7z+snvY22Nx379pc+gega7Fwl4FfMto9Ay8FugCSlBrBLE6t5gi6WUAC4AKEC4WI7Bw6Top9tc2D3nc02BCxef7YXX+hxxvkRdr1DnS9L7BvQvPL4sElIBl3HoKofKgqxeIPTroiu5Sb7bSXi9luGx/rPnvzt/6XJbd1/3wEhzR19X/2jv0PWLjZ3nr7a19I4M37zfPXLrSltvY9dgx+D1pt7hhq7hhu7Ba51D17oGLnUMfN/afb6l5/vW3gtt/Ve6x671Xr/aM97Qd6Nt5G7X9XvdN++19I82dvfKDfrAhp+iUVHEOcYb5KB4gIxyKGRWzT395dHEyA9jvWPd7V2Nl8+eOHrl+7O/Pn747Nmzez/ev33v/s0ffnj6+vWTl09fvX72yy93vU79n29TO7ngbj64neGBHOndJ7eTd0URKKT3XkYfC39HfXzY4vfg8iFPAoXR/w9cipvufLgMl3JF3fmYJxvzZqKedMSbTyC5BJZP4iHeppI8B3CZev1keeGNRrmqUq7KZSsKuUQuW5FJl6WrK6uS5dUViVyyqpTKVDKpRq1cmJt/9eLl65eTQ73DJ+u/qTpw+GDl0YOVR+vrzxw6dLpif92Br+oOVx0/Xnv68L6amv/6j5Yz9U9uDWhf/rT26oHlyU3Tz/3aHzq0d1ul1xuWrzct3Gyfneh9c2fw6cTgtW+O1X51YP9/7T9cefjgvsqqr/dfOHPm53t3XFaTQKMU5tIo5inMHttgQn54zSRRyacMmmWTTmI1yV02jdep8zi0XrvG59D67DrIoUfcBsipWRfd+RS1lWeiYbvPNQW73sCuN5Bz0ud47bW/gpyTiHsK9cy6ra9e/tGzpv+DhBdJeFGgZBS2DIS5FCUjSCmKraDYCuhHwIp370J3z3KhbHwp6MryIkbFsRpwsEsScoqSUVRZL0PhqxS+CsRH4GcD2C+WOxfLG69txmWdshpf2kyvYPcCjSsYWs2xn+YjvI7mtAStImgVxWooXgv4wgWMfPCTm7do4AWdKOhFQS/wur0jF0HQ7E1keE7L0GqGVtOUiiRUDKGlCKPXLbeuLZvMEr1R4kPXllYn7S4DSrhIxofTLoJyEZSLol0s56VYJ81Dk3gCAAAgAElEQVS5QM/C8E6QOkLQVpDx+m9tC2nCCCOBGxBYYzbOzU7/2Nv93d3bLRrFHx7HHA6vYvAKjkgovPwtwnEJ6FzAFxlSAdoWEK2LwQs4sghu6nBkGfbOA2EHBs0j7hnMO4N6piH7S5/tBeZ6RXgmcfdryjfFwvMcssDjyyIpEfBVAJcAowswhljYV8zwH3aTFOXt6e+42nDlwpWr11raW7v6Gtp7GzsGGtr7z11pP9/Qea1zqHPoVtvAjWudQ43dI829Y1c7BtsHb13pGrrQ1n+5c/Bq98iljoHvW/vOt/Re6R473zp0vnXocs+NhoHbV/tvNA9OdN+43zY4frW95/Hzl6yfI2lMEAiG9IostM7BGxwU5VDUqp159vDhndHbQ33tVy+0Xb30/Xenb9268fi3X3/4+efhW7dbevomfnpw887dBw/u37g+bDOr/txJb2dCH4rr7wvlcztwL1NWThb53QL/IS9+yP/tUPe+KLwvcbtFFhhfvs8R73PlYKP3aWw3Bb9P+d6nPH/DJbfuAO6WILQoH/PkY55c3Ac0OAAu2Tgq0mbZ8pP56T/mpp5OvX6yOPdapVxVKVdl0mXQtijkEunqinR1RS6VKWRyjUKpVqpev3598+bE2TPnjhw+tv/Liv1fVVfsrzuw7/DBgyeqq0/W1JyqqDhaW33qSO23NQeOHa059s3hQ8crv2o8eeSX/tbVhzfXnt21/zZuuNdluNumutGguNWyOtE1db3z98G2+33t31ZXH/yi4ljNycMV9cdqjx+rPbbvv76qO1hz6ezZn+/dkS7NaOTLQQGPb3I87bGaZE6ras2osBjkVpPSZdP4XHrIbUA9RtxnRt0mxGWEXXqvXRUSXPkUs53nExtuu+kFOH/w2F6CAnyBnFOutZfPf+sya38joAUCWhAoGY0u00TZapskpdhncAHNyOdHdAAuwMd7r3MBa5o9NQDw1qVpOXBCAmZIGLqKeJdRaJlCZTQmQ73LLuuU1zYLO+ch14LbNm03T7qs0zi8KrK6vbUxmMICuIAnEhi7sH4DKEY0sp8mu5/zBZhvgkU1WCeBtRHLaGhKwxBakbFALjnkVRr08xrtPIyuzS+/0JulbsiEkg4YtyKYDcGsGG4jyy8jJ8gwAnwBncveKR2M6THSBBoZBC9bXjpsK1LJk7GRa7duNKlkf9gt04hXgvpWwG0Ly6hBrB2GrQApAJiFf3KQkhDoEgrNo9A8jiwCTy/IMwd753FkGfctgncu4p7yWl94rc8x5yThmWSRWQ6d49FFHl3k8WU/tRqg5H5SwaGrLCYXaE06jmzlxGzaz7JwS3vDqdMnz5z//kpTa2vvQHPXwPmrbae/bzpzufXE2YYzV9ovNPc2dI20DdzsGJpoH7zVMTRxrWe0oXesZfBm69Ctaz2j51t6z7f0XuoYvNo1drlr/FLn2MWu8Su9N6/1TzT03bjaPdLUM9rcM9jeP6gzGQU/ywsUwyAhEQuxUJByi7grRPtY2L4y/Wy0p/3a998eqanq6Wj9+eefJ3642zs83Nzb931T87cXL58++31jY2Njw1W9avXPnfRWOvguF9rJiEAN8OnS1/+u5N8tCe+K/G5B/JAX/y0BscC8KzDvssS7LPEug+3lGQG47Ca9u3txroUNF6hSxFOMeUtxXzHhK8S9+QSUi/uycTifRLNxNJ8kQ4JTI381M/nrq+eP3rz6bX7m+crKjFot0eoUKrVUsrqoUsvUaqVcLlWpVCqV6tWL1zfGbx49ery6pm7f15UH9h+srjxcsa9231e1lQeOVFQc2VdRd6DyWOXBE9XVJ6urTlRXHD9UWX/sUP2JmuqTFRWNx+t/6WqS/DCi/XHI8lO/6W6n8U6HdKxhbqhxarTzl66m681Xj+7fX/NV9cF9dbUVR49UHz9SffxQVd3B/dUVXx2o+Hrfd9+cmLg+arPos6nNzXXW7TDYLGqrWWPUyZ1Wrd2ihD1GxGvC4TXEa4I9RthjxLwmzGsIi77tvJhLkpGg3WN74zD+4bG9Rj2zn0yb57z2SfAsevWkVyv/mYSXGWzVTyooZIVEVsBAkablGLqKwCsELtsz1iUJBUkoWFLF0xqe1oDOAhRoBwRGyzPqvav/TwsjJcjQIDEpSEFGERmGSklUQWFyApK5bTNgzIm4V3zOeYd52qJ75bbPC0xZIc2xeprS0JSGYXQsq2cYHU1r9wQBoHj/Gu83+wMmhlaLgiEYMAHdkyjoWUYNPvKcThTKCiaKVDOUnsLUJKriSCMCqa1rywrlGwg1qHXzSvW8FzLhpINkHAzrwQkrTlhJyo5TNoK2k4yDZBwM7+ZEL8ioRwkzhBp8iB6n1kAjA+CCYwYE1rpdcrXq9b27XQN952de/+BxLCFeKYHIwVAWnCNi6Crxab9W9tPFVyl8FUgBYO8suKPD4IWyGBVdQXzlZCLUM0/Ci7DjtWftGemZJj3TArYUICV+QsKjSzwmCVByEPNCISsEtMQSytiGK5ugCvmAx2NsbLl06vTxk9+ePn3uwtkrDRcb2y80tZ+53Hz87NXLLf0NHcONnSPt/Tfb+282d4+19t9o6bve3Dve3Dve0DXS3DveMTTR0DVyobn3Stdwc/+ty12j37cNX2gfudZ7s2ngdkPP9cudQ20DN1r7hq+2dd7/+Rd/UOR4kmGQcIjc8CMcvhag3SLpFgkP4bEoFmcaL37X19W+uDDz2x+/X2y42j7Qf+bK5WNnz9WcOFl/4ptjx06cOf2tTil9X0qUUoGPpc2tFA8eRNt5EUictvP8bkn4sO3f86x7lxeApm8nR+3kqJ0c8TZPvs9T77PlpNcPGfxdEnqX8PwNl62oF1Qp4in7/se9hbi3mEIKSTgbh7NxNBvHCylqI+DRqWfevHz0+sXj1y8eLy6+ViiW5IolhVKiUEqWV+ZVKoVWq5ZIJE+ePBkZGbtw4VLd4WNVBw8dqKjef6C6+mBdXe2JyorD//ji4D/+UV1x8GhlzfHqw6cP1X9Xe/jbmppT1VUnag8eP3ro+JGDR47srzpbXTty6fyLoU7JzR7lrU7FaIP2ZotyvGVhsPHVYOtPHU09588d/nJ/zVe1B/fV1xyor604eqjy2KHK+trKw9UHaqoPHDxcXXPoYPWl8+ee/f7YvmbwuqxOm8lsUJsN6jWDympSwh4T4jWB/gVyG3wuPeTUQU5NWPRt5/35FJOMQqh70WufhJwzsGvWa59C3HMkvIx45hH3nNs6OTc5rpU/RN2Le44wNCZjCcWn/92lKLK6l16MoVIMlRO4kiHULKlhCDWNqyhSDX7sSUIFEgJBjhf4CG43OFLJEgrgV0RTGgxR+jyrsE8GuSUEosS8Msi54rUvIe5V2CVxWxfW9G+M6ucWwxuPY4EitAytZWkD+Mixep41cayexDUkqabp8q6aEy2BgC0YtAMMBXhTKGjhaQ1FKvy8LhgwhfxGltGwpIqmNAKj5xgjhakJRMkROgbTcKQRQ9Qep1ynnfZ4NQr11MLyM5dXi5FWlFgjSBtFO1jOTVJ2jvcwvJuiHThlI0gbxToZ1kEyNoJcc/s0OGGhOQdBrhG0laDMKG4A1y6QT23Qz96/29PWcur3hyNW4yzkkhKIksKUNK7gKDVDKGlcwTIajiqjGdSn5VE5lIohZSwlR6Flj3PW65qDPAuod5mEJDQipZAVzDXjMP5BuKdx1xQDzQvYsoAts9ASDS3ymFQklDwmZXEpg60KtCYadqZjRBkuTRdPfnPs2OlTJ749e/LchTOXGy80tV9s7rrQ1NncM9rWd6OlZ7xr6HbX0O22vhugeekaudM1cqdt4Gb74K2esR/aB281do+29t9o6rt5pXP0QuvghfaRK53j17pvXOkcvdI+2No3PnL7fnvPQHf/gNFsCK2LLIf5/Vg4iIq0Q6RdQQ6iEfumn1iaftnX2dzSfO3J018f/fr40LH60xcvXGxpvtrVdfS7s3VHT1UdPFR36LBCuvTX29x2JvS+EN7Nl+UCb4uBvWfR+60ASB/7zHaXf5fn3hWYPWc4YMbyPkeAme77NPI+5fuwl7i4HfPtxKGdOLQV9ZazoqPeYhwqJNFcHE5H4XQUTsewXJJeF91qxZvp17/Oz7ycmXmhUCzptAqlalWrU6o0covVLJGu/P7kj6Hh0bPnLlZW1e7bX1Vdc+RA1aF9FTX79tVUVByuPlhfsb9u31e1FRVHDlTVV9WeqD1yuvbI6cqa4/sq6g4cqDtYebTm4PFDlcdqDxw6VnGo+dQ3D7vblycGFbd6dBOdxjuduolO6fXON8NdPzRf+766tuZ/fFW7v6626mRt1cnqiuPVFcdrqo4drKiv2Fdbub+m7tDR6qpD+77aX1tdc+H7c6MjQ0+f/L5mMTkdNrNeY9Aq7GsayGtyO3Uelx7ymiCvyW3XuB2q9QBUzImZFF1I0yHBGBIMQV4vMhqBVgd5fdhvCvmNflbHkSq7edLnnOdIVZA3BDh9gNOH/eZ10RTgDX5OD2SEoERxTRAsIm8JiNZQwBkOuTeD7o2AK+h3gPILNr+w5hfWgsKanzOHRIufM/o5Y4A3hURLUDAGBWNQMAdEO8/ZaNro99s5xhwQ7X52TaDNLK4XKBNPGilEg3oVqE+G+ZQEovSzayHRGvY71/22IG8L8BY/uyayppBg9wtrfsHmF2wB0R4MOsMh98a6p/xf59c2Q/ZI0L7uN28ELJshayRkDQesId4c4C0hfm1ddIR4m5+xCJRBoAwCbSZxHQppjYY5l1tlNC2tyic9kJ6k7CRlZ2gby9gF3kVTVp51c7yHZ90042RpJ8O6OMZFM06asrrcKpqyMqyDwM00Y2doG0WucayDJCwoYvC4VXPTjyZutD399bpJOw075SSkZTAdg2lYXEvjKhpXCYyep3UMoWQIJSAOeCKB62cCXQVCCo9jzmmdhtyLBCKFXcuoR0LBctS9BNtn7fpnhGeB8i3wyIofl/pJGY9JWUQq4Ao/oQ6QGnDzItCajaAjvoEU8gEIsrS0XgFwqT916tCJb+q+OfvNpWuX2rqaeoc7Bm92Dk609l7vGroNaNI5PNE2cKN79E7P2N3O4YmOoVvdo3c6hyda+sZb+sabe8cbu0evdgxdbBu6/HcNNHQO9Y7d7uwbutzU9NOjhxSD+0McL2J+AY6EiXAA3wgSIRFb9+P3Jsa62hsuXzo/Mjpw994P/7XvqzOXL3UOj1xoabvQ3Hr+csPRY6fq644oZcv/6+PWTj78Nh/6uF22xfwsGkn8lC1d9o75UArsRTmXX0aFcuTrbhYHk5f3aeRDGvp7FQ3IshOHtmO+suVCzFeMQ5moLxP1pSJQJoZl4mQuSftZu2Tp+eTLX+emX83PvVEqJErVqlIl1eiU07NTP9y/297ZcfLU6eqauorKWkCT2rqTBw4e/bqi7ouvqr/6qubAvsP79h3av/9wVc3x/VX1B2qPVx4+ub/m2Jf7av/ji8ovv66prDxWffBUbfU3dbWnjlbVX6w/da+zffneTfX9Edfvt6wPBo33BowPRlfujD5obz75j6+P7qs+dODI4epv6mpOA77UVJ6orjxase/w0bpvqyuP7PtHZeX+msO19dVVhw5WVtfXHR3oG3z88JFiVUJhMIV7ccQB+8w4akPhNRy1QW6D16UJB9F8RkzFqWJeSMeRQgYvZMhsEsmniWKWyKaJdBLbKnLFPJOOI4mIL5sgtvJMPkWVcvRWnilmqXyayKTITIpMp8lUikglqWSCjEWxyCYSjWDxGJGKU+kEnU2xmSSXStKpOJVMUKk4lU5SyTiRiOHJOJGMY+kYlkrg2QSRSqCpGByPIskEFY0QkU00HiNim1g8gicjeHwDTUeIbIzKxenUJhZdh+IbSDKCxTeQ+AaSiuKZOAkqGyPzCbqQZHJxKpcgsjEyE8dBZRNELkmmo2g2jucSRD6Jb2VpYFuRSyCpiDefxLNxNBPDkptwcgPNxshMlMgliFKGKWa4ZJyIbWIsY18Po5sRihO9gXU0tI5tRqjoJhVeR2KbRCJKRcJEZIOMblLRTWozTIDaWMc3wmjA7w0FofA6El5HNsJoNELEomQywWxuYODrAuv0OJWQUyVQ9rDgjQahaNAXCXijIc9mwLURcMU2PJshZ2TdFdtwxTZcG0FbSLSEA5bIui3AG0KiaTNkDwesImsSGKPAGBlcz+J6BtPwuI4nNDyqEHDFpmCMiKYIb4yJ5ljAEvWbN3lTRFiLitaYv2wYlNhwJyNIfAPNZQKwz9zSeuX8hXPnLl/87sLl+jNnD508c+L7y1c6ejqGy31KS894x9BE9+jdjqGJrpHbbQM32gdvdo3c7hyeaB+82T54s23gRkvfeFPPKHgxlfnSMnChuf9iy8DltqGWnvHLrT1dQ6PdA8M9QwNyjSK4GfCHmEAAXw+TDOMVBCQcZuWrs71dzbcnxrt72hubGybu3D5YV3fm+0ujt+9ebGm73NbR2Td0rbnt4sWLKvnKn7vZnXx4Oxv4sLVeVieV9pqXsvfC394xRT+Ay7s89y7P7RZZMNbdzZEALh8y+G4K/pBG/t4WvU0gO3F4OwbtxOHtBLKdQIpxJBfxZaNINopkYlguQeSSdDHDi5xrZeHFH78+ePLrw9evnklWFiSrizLZ6pvpyY6uzsqa2i/3VfznF/u+PlBbfejkwdoT+/bV/cf/qPri60NffH3oy68Ofb3/SGXlsf37j3z99eF9B+r3Vx07UHvy4JFvDxw+9WXFkS++PrSv8mjNodOH6s4dPnL+SN3Zw1XHT9YcG77WMDVxXfnghu3xTfOPQ6YHQ+ZHN7SPfng+Ovhd1cFTNXXVB2qrq45VVx2rqqivqjhWXXWi5uDJ6qoTlQeO1lafqK0+UVVRX1N99PChE7U19VWVh/bvqzpSd7y3u0ellHvcNpL0UJTb6zX5fGYUtUFeo9etXQ+imTSfiJPFgj+TZAo5vpgTCzm+VAxslQLZvJDOcpkcn8qwuSwfi+KJKJVO0MkYnUkye5VKsok4HY1R0RgVjTGptBhPcNEYE08IiaSYSoiphJhO+pNxMRrj4lEunhAyqUAmJaaTQirBp5NCOsVlktynj0w6QScTVL6wnkqLyZQQidLRTSoWoXNpIZPk8kk+l+BKGX8p409H6XSMzCbodIwsJNl8gsnF6WyMykTJbITMRaligk1v4JkInotSuRiZi5HZGJmLU/kEnQwjwMsiG8VyMbyUIkspspgkMhG4lCLzcaKYZPJxKrNJlJJCPsZmY1Q+wWQTdDJGp+JMKIBsRqh0JpjNrSdT/ugmk0qImYQ/HqGzcT4V53Jpfy7tz6bETFJIJ/h0gs8khVzaH4+Q+YwY3cDjETKb4uMRMhVnsik+neLSKS6d4FNxLp8Ui+lAISGWUoF8lC/EucwmlQoT6QiR2sSTG2g6gicjWDZB5FNUJo4nI0gygqRjWDZBFNJ0OoalY0Q6RqSiRDpGZuJUKkpkomRyA02EkXQUTYa9hSRaiMH5qLeUgItxqJSAt5JYMYUVEng+juXjWC4OFxJ4PklmE1Rig8img4jP2tHZ3Njc1Nrd3drV+31Ty+mL1842tDT1j/be/KF95Hbb0J2WvuvtI7e7r9/rHLvbff1ex+id1qFbHaN3OsfutI9MNA9cbxm80T4y0TF6u6l/vKl/vLFv/HLn0Pnm/rONveea+i60DjZ2j55v6GwfGB28MdHc033nwX0X7GGDjD9E8SJCs1A8GURQ1+BAd2tLw62b1+/fv9/S2n7j5kRzR3dt/fHu4bGxuw8uNLV39A529w91dXUo5Cvbheh2bn07K77N+98VAu+KIoALmL8A46jPCwR47OTZ7Ryzk6PeFZhyEmOO+pCjPmaJ3RT8MYP+3bm8S6J7cHmbwnaSaCEGZzY8uRgKfk1l4mQuyZSygp93L88//+3Rg4cPfnzx7LlkeUWlUq2srIyOXd9/oHJfZXVldV1VzdEDVfX7DtTvrzi2f9+xL/5R9+XX9V8eOPb1/mMHKo/XVH97sOrkvgNH91Ue3Vd59EDtyepj31Uf+67y8Df7qo9X1Z46fPTcoSPnD9dfPFR37mDl8frKIy3fnf9toFdy/7p0okdzp8f446DuwYjm4d2X48MXD9cdq6w5VFV3sOpIVUX9gX2H939dV7G//mDl8drqU4dqvjlce/pg5Yn9X9dVVRw7euRMfd23FQcO1R/5pvpgXcX+ynNnzwwP9a2szGCY027XOJ06r9fkdes9Ll1AhLIZIZ1i8jkhnfEnknwszsYTXDIlpLL+ZEaMJrlYio8muXQ2FI3zsTgfi/OJpJhM+dNJfzbtz2VC6UwwmfLHEkIsIUaTYjIdjKX88WQwnd3I5DZTmXAiGU4kw5FoIBoLxpPBZHo9nQ4nUqFkMpBKBUElU/54QgA8SieFZMofiXHxpJjNhjPZUCYVLOTCW/nNXNpfTIdi60Ryky1lgoWUv5gWd/Lh7VywlAoUU0IhIRZTQinhLyb4rTi/kxS34vzblPAhG9jN+HeSfDHJFJNMKckV4sxORtzJiIUEXUwywG91J8vk49hWmslGiZ2M+DbrLyb4t5n1UsJfSgWKSX8uIWRTYim/nk0Hkyl/OhOMx8VEUkwl/Nl0MB0XUzEhl/BHglg2zqcTfC4h5DOBUiaYzwSK6UAhG8zG2a1CKJfg0gm2lPGnE2wmxuTSQibNF/KB3Z1YKb9eTAd28pvbmfB2JryTDu+kQ8V4IB/li0l/MSXkE1whyRbSXCHNFTN8Ic3lkkw2QWcTdC7JZOJUJARFgkhyk0xFmGyc38lvvt+K7uSChSRbSvPZGJkMQ9kokt2AMhueUhzPR6F8BCnF8WKSyMeJbBTLRrFCgiwmqWKKLabFTEwo5qIE6u3t67zW2NDa1dvRO3i1o+tCU/vVzt72kZt9t35sG55oGbrd0DvWOjzRNf5Dx9jdnhv3u8Z/AGdynWN3OkZvtwzeaBu+1Xvzfv/Eg+aB680D1xv7xq90DV9oHTzX1Heuqe98c/+5pr5rncONPUMdg2Ot/QOt/X1TkkVcoCHcK/5/hL1lcyOLlq75a+ZGTNw707f7QJVtYaaYJTNbspiZLWbLlszMlmTJkiwzM2Mxg7mqdm06+/T8gPmQVXV235mYiViRIdsZ4U9+/K530bOTl28ev3zztLunTaGU6HWa6soqs9mqkGsEQqnN6Suv4ZTX8a3uoEip58tVaoPZZDFO5yY/377+evfy57unX2+/L4j6/K8Za2jbLrRnFwroUMdPt6dfbk6+XB/+dHMETRj94+7kj+9b6f7z7vCft3v/L8rl68eDnz7sf3q/e/d2++bt7s37vau3e1fvDm8+nNxePTo/We7vDkcaAwGfv721Y3w0NjU13dLSRmcU/eWveX97iISjiCiAVgAnPcgjFMBoKHQxAJYi0KwCNDO/gApDUEGgCARYCBQdCdJhKAocpKMIhWhiEQLHhAE0JEgH8YUIDAuFKwGwRSBIJwCUUjLdxK7tNSn7ddwxfX3aLp2wycecOpegrhiNIsKRWJCABvAoFAGFIsDh+Px8HAxGQCGpAJqOgJORCBqApgNoOgDQAICGQlHQSBKJyEQhMXl5eUgkvLKqpH+wbWtncWNjZn19enV1amU1c/Fo8/bu6dXN+fsPp0sr6cnM8ERqIJUdTmaGJrLDk9OxRGYknh4eTw2mMqOJ1FAqPTIe75tMjycnh1Op4XR6NJsdz0yNT2ZGJyaH48nh8dRwJpecyMQns4mpmcnp2ezUdDqbm8zNZGbmpuYXZ5ZXFxaX56Zn0sl0LDUZy2QnpnIT0zOp6dmJqel4Zmo8MzWeTo8mJ4d7+qKTmeH5+cnt7fnlhcz+7uLqYnomOzo+3OF3G5xmZXPA2trs6mh193U1DvU0xgfbEkOtU7G+5amxnfn0/nLmYClzsDS5Oz9xsDR5spLZW0ys54YXUr3zyZ7Fyb6tufj+8uTjvYWnBwvHG+mj9eT5TvZ8J/v20erHZ9uvz1cvn+2+vdg6355/cbz+7Hjz+dn207OtZ+fbT6B4tHt2tnV+vn16tHl8uHq4u3K4u7S/MXe2v3r16uL+w9Obt+cfXh2/e3bw9vnB++eH714cfnx5fPnm9MOLo+cXW5evj1492X5xsfHh1eHbZ7sfXx+9eXl4fLh0frx+crByuD1/uLWwtzqztzpzvLlwur14vLlwtDF3ur14sjV3uD59uJU72MrtrKUPt6dfPdm+eX929fbkw6vDj6+P3r88unxzevnm/PnFztH24tH24snu6v7G3N5G7uxg4ee753cfTj9fnl2+2rn/cPTp4+Hn90d3b3Yhmtx/OLp9d3T7/vjT5dmny7Pb9ye3788+Xz/7dPni892Hva11oZBfXlFVzeHVcoXlHEElV8KRaQRas9Bg46otdSpLtURfqzRz1Q1stVVkcAn1Tr62ga0w8jRWsdHJ1zbwNFaRwSEyOPgaC09tZiuMNVJDpUhfLtCW8tSlPGUZX8VTW2qlWoHaKNEbBRqNIxxeP9pb2107f3p6dH4wNjHqcNlHxkY7OzsFApFMqtKojTW1XJc37A401wkUfJnO6m5Umxv0VqvT7Vhemfvy6e2Xm6dfb5/8aJz7ZrjcPfnl/umv90+hrWy/3H1DzPfTqf+CC7RD7vfb4z/uT//z/uSP26M/bvb/cb33r8FFKL6+3/nyfu+nD/tfPu5/+bh/82779sO3nOjm8uzm8uJof66txRMKegM+f0ukta9vIBGf1Okt//ZvD/Jg4N/zgAI4sQBOyisg5BWQkCgWGihBoYsLEMwCBDMPRoXB6WigCA0UwRDUAgQVhWEgMAwklgmRJQ9JhqOpCAzjAZICwzBRuCIMjkXA0mggkc9kBCS8br24XVE7aBCO2pS9VrW0mE6DwagADkDiEAgcGk3GYukgSIXDiTAYAY2i4bCFKCQVgh2WvgQAACAASURBVAsIMDAgEwQYSAQFg2Gg0WRYAZpIoOLx+P/+3/93gZCzsjq7t7e2uTm/ujq9vJw5v9i6//Ty+ubxi9eHA8MdwYjX2+gMRgO+Jq+n2etvCTrDHm/E72x0u5u8viZfIBKwe2yBpqAn6PUHPYGQNxT2B5sDgSa/r9HrDnqdfrcn5LN7nTaPy+n3ekIBTyjgC4dC0ebGlki0s72jpzvS1mp3u9QGjUqn1VsMDS6b0+fwBN0uv9PpttkcFqNZp9Er1DppU7Mv2hKMxQai0UBifKAt6g8HHW6HoZhJQOT/OwFTwCAiCylARSGxuohcX8EUVBcp+dUNGnHAovGb1R69zKkR+/XSRrMybFH5dJIGWZ2eX67nl+uFlS6tqDNkW0wOLmeGepsagjZpd5MlORiaS3as5gZnUz3z6YGxnqawx9TV7B1obxrrbx8b6kyM9Y4OdfZ2Nff1tQwOdo6N94+M9LRGAm6HyWHVWI2y1kbn/vrMl6sXd+8fvbzY3l/Prc7Gl3Jja3OJvbXp092F5enxwc7g8vR4JtY90hNemYktZEfWF5Px0U6zXiwRVCmENSphrV5arxXU6oR16voqvbBWL6jTCWv1ojqtoEbFrVQJqk0KnkZS47YoU6Md++szh5szO2u5/c3ZzeXM/sZcNjFkUIqLqPhyJq22tLiQTKgsohiU/LWF1NbS5KOjpdW50YONyb215MFGcm8tsbeWONxM76+ndleS+xvps/35k+2Zg/Xs8c7M68e7l68v7q7fbm2u8Hj1ZVXVFbX1ZbW8klp+lUDGUxuFBitfZ67XWtlqa4VEVy031irNtUoz3+AUGF08jbVGquNprHKrV2Jy8bUN9SpzjVQn0tsF2oZ6lZWtMNfKzNUSY4VQV8bX1EgN1SJdhUAp0tvqlXquWifRG2PT04ePzw/PjxfWlrwhX99A/9nFeXd3t9Fo1mqMGrVBJtdYbN5oR5/R7q+ql1ndjRa3T2s2WxzW5ZWZT3evrz+e31+d/3L/9JsqgU5QQ1c6/gQXKC36fsXwFEqLfr47+fX25Jebw99ujv5xd/LPu5N/3Bz++mH3lw8/FnRf7n75sP35/daX9zuf3+1+frcLHUK7/7h393Hv09XR/dXJ3c35p9vHB/uzLRGX02FpaYm0tLRMJDNeXyORUoxAUWAocj6C+KAA/6AAX4AkI1B0BJKJQheCmBI4ilmAoD8soDwsoMCQNCTAhCFpD/KJeXAiDEVBgnQEhgFHU2AoMhxNgQG0hxjGQwwjH6BicCwauYiOIRUDGD6N4uDWBaXcZo24xahqNmnraBRCfj4eBiBheAScDLXkodFUFIqCAmgglokG6Ug0FYGiIlBUJJqGAuhINAOBogIYBgxJgMPxAEDKL0BhsEQMBjcwMLC1vba8Mre0lFtayr54dnh9+fTm6smrN6fdQ13usN8TCbqbQ55o2BEJuVqaHdEmVzRqC4cbGhvtUARDzsawL9riCTf7mqP+SIs/0uJrjnqaI57miDcSdYTDtlDIHgo7GpvczVFfS1u4q6elf7B9cKhjaLilr98biRrsTrneKNUaZDqDxeH2hpo8wbC/qckVCASam12BgM3jirRH+4Z7B4Z6R0YH2jsik6nY0GBPU9jf1dliazCSCSCdhCumkqpYjFIKqZbJqGMxoSevtERSVS6vrVLVVqrZFUZerb6+2sCttgrZFkGdhVtj43NcckGnt2Ew6u3wmKdG2peT/c1OVcSlGmp3TAwE5zPdc5newe6AWs7h1JbU11XKxQKRkK9Sym02a7gp0N4Rae+KtndFO7pb2jsi7R2R3p725kaPSsbVq/nnh8t3H86v3558fHEwlx6KD7akRrvmM6Prc5Pby9nJse6eFt9UcmCwO9wZ9Yz0RVJjPVvLU5urM52tQYtaJmVXswsZwhKWsrpUUsKUFtPlpXRVdYmohM5hEmVVxUp2VX0RXVjOMkk4/RH/9tzk4frc1kJ6e2lqZzm3tz7f0RyoKi1E5P09/69/R+bBQRiIRYJ/+7d/Z1KIk/HRqYnhxVx8dT6RGmubmuhcmh7MJTvTsdblmeH5bH8m3rkxN7GzlF6fjm3MjC9NDT8/X795f3F382J+PlNeWUIrKiqqZLMqOTVCVRVfIdCaFTY3V2MU6Gx1ckOd3MDXNgh0tnqVmaexSs1ulT0g1NvrVWaBziY1u9kKI/SC2OgW6p18rZ2rbqhXWNgyU53UWCsx1EmNbImhTqzlSPV8pYmnMIo1Vo3VvbC1vX6wPzoRT2bSy6sru/s7fX09DVaz1+tVqVRiiczqcLd2DTS194uUZoXRbvMF9VarzW1fXZu7vX5xc3nx86dn0D5NyMr9cvvo25WO28c/3z7++fYC2uP9zXa5vYBOffz++fGvn86geyP/+fnRf34+/+fdye/XB/+8Ofr1w+4PuGx/+bAJLbj88n7vy/s96PI81Ofy+fr4/vroy+2jr5+fn50ud3WHPG5bOBzqG+gfG5+oYQvhKCKAYz2EEZAgHY6mwtFUNJaJwRWD2CIALAbAYiRQCEcxYUgGDMlAoBloTCECzciHU2AoChxNRYJ0JEhHgjQkSENjGWh8IYxQVIAvzAeocCQZgyaR0cQikFhNJBs4bL9a0WTUNZn1Nrm8lEikorE4GBaRT4DDKEgEBY36BhckmooG6RBcYAgSHElGomlokIHGFKKxTBRAR6AoCDQJBVJgMAwAEvIeIjQa3erq6vrG8trqwspK7tnjw4/vH91cPXv99rxrsMsZDrgjTfbmRkdzszXc2BCJWJubrc1Rc7jZEmqyhJoswbAlGLaHmp3hqKupxdXU4m5uhcIZaXU3t7qibd62Tle0zdHc4mhucUXb3K0dga7ecN9gY09vc09fqKPLHgprrE6hSs+Ta3hyjVxncQUjjW2d4faupo7ucHun3R/sGBzoGxkYHBuIJcbHYsNDw33pzEQ8MTo03JeajPf2tLOrK1hUYk1RIbukqIZG57AKqyjUcjK5kkypplJr6XQ2nVrPpAqKGJKyImkpS1VVaqmvdQjq3WJ+SCVrMenanebBJm+TVR3vaFydHMwNt7X7DUPtrvR4ZH1xZCrVZbNIGTSgpJTO4dRVV1dXV7GrazhsDlckEWt0aqfbFu2IDIz29/R1dnS1drRHW1tDrc3ekM+8uz51++H85s3R89OVieG25Ej76kxyd2V6aSqeGunOxHozsd7kWFdn1NPd4h8faJsc759Nj2eTY6N9HX0tkVaP0yoT6zg1Zk6Nqa5SX1mkKmOKWCRZOcNQX6WoKZVWlOgFnBaHaSExvJlLHixPr00l5idHT3dWNxemIgEXi4T/H//tv8Ef5DGIDCwCh3wAkEAy8iGSAOBS4+O7GytL05Mbi5nF6bHxwebZdG861jqf7V9fGF+YGsole2aTA4uZsY2Z+PZ8Yn0u9vLR+tXbk+vLxwsL6Zq6SjKTSS2qKKzi1Ym1HIVBYrTJG1x8nblebWIrjPUqs1BvFxkcAp1NqLfLLB61Iyg2OgU6m8TkUtkDfG2DyOAQ6u1CvVtk8IgMLoHOwVM11CssHLm5XmHhKSw8hYUrN/KVZonGJlRaBAqzVGcby0xtnZxOLy7OrSytbayvrC0Pj/Q7HdZAwGexmOQKldnmbOns7R6KWb3NOpvX7g81uN0Or3Njc/Gnz+9urx59vX8KNeZCRSJoQ91PN4++3jz6evMvwwXqo/t6c/715hQqGP1y9+3M6z/uzn6/Pf39+vC3q4M/rg//BZcvHzY/vVuHenM/v9v99HYHUi6fr/Y+Xe5+ujq6uzq8vzr7dPv48GCupdXTYDV4PK6unm5/IAxH4fNgWBBfWIAko7FMJEhHADQUhoHBFWPxJSCmBA0UoTHFKLAI0i9wFBMJFKJAFhJgwtFUBECD4ILC0NFYBohnAYQiBKEIQSiCAYwHebj8BwAejmOAJAYK5BUWWoWCoE7r1WhEFdVkJMjEUHEwPCKfCCsgI+BkNIoGiRckmooCaD/gUgAnwpEUFEBHYwoBHAuOpCBQFBRAQ2OoAEDC4Sn5BSg6gzU9Pb27t7m9tbqxMff8ydHlh8e3189fvTlr622zBb2OcMjaGGhobDQFA+Zw2NLUZAw3GcNNpsYmQ7DR6A+ZAo2WYNgaarI3RW3hiC0csTdFHc0tjkirK9rmjLY5o222pqi1sbkhHHFEWl3tnb7u3nDfYFPfYFN3v6+lw+ILKU02oUrPl2kEcq1YZbC4AnZ/yBFotDjcBqvdHWgcSybGJkZ7h7oTyfHhkb7xscFUcjwRH8lmJuZms6nUqM2iL6TgBFUVgvIScVmZuKyMTafX0GhsOp3DoHEYtHoGRVDEkJay1NVl+tpyC7fGLeYFFOImraLLYhjw2AdD7qEmt11WP9EZ3syO780l4j3BwTZncqQ5m2gP+/TsWhaDgePUV/P5/Houv54rqmPzq2s4pZVVJRXlVexqkVysNela2qJtHdGe7vaO9sjYYPfoYNvh9vz7lwc3b46enSwnR9pTox2L2djSVDwbG4wPtC9kx4625lPj3W1NztZGZ09rYKg7OtgVGeiJjg90TMVHpkYGexsDIYPGp5IG1VKHoM4j5dhFNSZelUVQZxTUuZTS7qBnY2rieHVmM5fcmE6u51K7SzOrMxmTQoaB5aMf5sH/+gD2l4fIv8GxBRgCgkhAEDFwLPIhMuwLbK4srs7mVufSSzPxXKp/bX4sE29fmh5anRtdnRlbn4vNTw7NpQY3ZxNrudG5yf4nJ0vX707vb58vLWWraysoDCa1qKJWqOIrzUJdg0hvhdIintbC1zYI9Xax0QnhQ2x0yiweudULpUICnU1p80PvcNUWrtou1LvFRrfI4OJpbBylpV5h4Sqt3xFjEmka5EaXWGsTqCwijdXdFJld35hZWpqan83NTI/Hxzq7WrU6pcvlMJuNMrnS5Qt2D4z0jU44Q20SrcXk9LgCAbvHsb6x8OvPlzeXF19uH3+9ffwvstw9/ra+/vriy9U5xJQ/wwVSLtCo0bcz0renv92c/H59+I+boz+uD3/7+N1z+fx+4/7tGtSb++ntzv2b7ft3O58/7H263L37sP1tFf7l6c3l2fpayuXS67QKh8Pm9viqazj5cAwapMPRVADHAnAsyKaFoShokIXBFWOwpQBYDGBLILjkwagPCygwJAMFsgBsUQGSDJEIhWEgQRoCoCJBGgLDgGNZCGwxEluYDyP//a9oIB9PRhKxD5HFOKK4otKj1VllynIqE1cAUlAksICAgJFgBWQkggICDCyWicEwUAANyoxQAA2BosAQJDiSgkTTUCALhWHAkWQEigJJGyyWTiAwMFgSAGKHh4d39zY3N5bX1uZePD2+vnx6e/386fPDSGfE7HU2BP2mgNfk9+t9XmMoZA6HDY1hU1OzqbFJ5w/qvQFToNEaajIHww3hiDnc3BCOWJujzmibo7XdGW1zRFodkdaGcMTa2GxvbnG0tns6u/09feG+wUBnj7+109XUYvYG1RaHWGMUyLUCuVak1Mv1JqFSI1Zrq9hcnkTS0dc3OjEen4wNjnRPpuOjY33JibFcbiKRGFpcnJqdncykRgZ72qqKqeLqUml1mZZdramrUlZVKqsq1TXVWna1gVNr4tbahRyPTBBQiRrVkmadPGqUtxlVnRZtv9M87HekOpsGGp3SCka6N7o3m9yZTmzNxCaHIrlE5/hQWCqqYNCAivKiWnYNk1VUVc2uqeFX1wlq2Pyquvry6prSyoqyqsrKuiqhWKQzaHt7uwf6u3q7oiMDrY+O16/enl29Onp+upKJdadGOyZHe+ID7YnBrqn40HIucba3nEsN9nUEm3zWSMDWFQ0MdDYP9rYMdkXG+9qnRvtTfZ39QXeb3dhh03fatC0WeZdT32rTNEjYDoVgrL1pZzZ9tDK9M5/emc9sL2aPN5Y2F6Z9VjMRhUY9yCcgMXg4FvYf+Xn/9hD9AMDB8NgCHOoh+Jf/8VeFSLaQm1nKZTcWpw82FzeXMyszselU7/LM8Nr82OrM2OZCYn02sTodW86MzCf7srHOi8P5m/dnXz69WlnJ1dRVUpksVnmtVGcTaRqgAjNPaxIarDytBQKKUG+HCCIxuWQWj8zi4aottTJ9vcoss3igH9WrzD/g8iM/4qkauEorW2aqV1ig1l6ZwSnSNPCVZqHaIjOYBieSU3OLiUxmMpMeHh3q6GhTa+Rms1GpVNZz+YFwZHAk3tE77AxEJVqLXG9yB4Muj3NldfbXny9vrx59vX3yZ7j8SIsg5fIDLt8KRjfn0JnX/wUuv9+e/nF7/Mftt4vR3w3dj1uf33+fKnq78+ntDgSXuw/bN+827z4efLo5/nr/5NPt49WVCYtFodMqjEa9TK4EMUQUSMHgWPkIEogvBPGFaCwTAdDgaCoaZOEIpVhcGaRcIL7AkIwCBB2BZqExhSCuuABBRaAZKAwDAdAKkOR8BAmOpqIwDIBQgsaXYgnlaJCV/xAHe4jDwPBgHpqJo1QyiswKjUYoZ+HpBAQRk4cH4WQEjASHkZAICgZk/hkuGBwLcl5QAA0F0FEAHQIZgGEg0VQQywQwDDSGisaQcXgKEoUJh5s3NtbmZqdmZlLn57uXV0/vbl5cPN5tam8yuu0Wv9fgcxu8Xo3bpQ8EDI0hCC7GcJM2ENT6AsZQ2NrYbAk1mcNRc1OLtbnV1tLhau92tnc7Wjtt0XZbtL0h0maLtjvbutwdPe6OHk9nr7+zL9TRF2jp9kU63eE2i6dRaXIIFbp6sZIjlrFFUjZfVMXh1HF5Tq8nlc1MzWVjEyNj8b50JhaP92cnx5fm0xOx/pXF7OrS1NxMfHkmZdNJ+aUMo6DOzKuzi3lOqcgh4btkQq9KHNLIwjpZ1ChvNSvbreoem6bPoeu1a3sa1H127ZDLPOq3pTsbe30WDg3b5bUcLqT3ZpMXW/M7CxPTEz2tYVt1OY1EQtEZZAaLicOTacwyKqOcxqpkllQVlVeXVtWW19ZWstmV7FpmcQmdyVAq5cGAZ6C3Ixnrf3Ky9fH1ydWro0cH8/HBltRox0xyOD3WGx/oTI30zk2OLmZj05NDqfHu7hZ/Z8Tb39E0nRpNjfX0tAY6mzwTfW3To32prpaBoKvbY+l26QYD5uFQQ7RBETJKJ7qajpZnLjaX9pemjjbmjjbmDzcW99cW2xqDhSQyCY2jgmQMHAv7KzLv32HwvyCAB1hsPgFXQHz4P+EFf0Hg4TiL2pBLTDw5PthZnsuM9yWG2qeT/Wuz41uLE7Opvsx4x+rM2MZ8fDbRN5/sm08PPD9fvXl/dnv9dHExw66vobEKy2p5coODpzCJ9HaZ2SU22SRme73yW4cLVH4WGxwys1tmdiusXpHezlWZBdoGtT0gNbnkFg9PYxXq3UKjV2hyC01uickjNXuFeifkvwg0doG2ga+xClSWepkBMl84EqUv2pKdXUhkMpmpbCqd7OnpMhr1VqtVLpdXVFY3OD3tXf2tXQORzkFfU5tUpXP6/b6Ad2Vl5qfP7z7dPv3t8wtoZBEiy+ebCwguv9w9+fX+6S93j37YLtDnX+7Of/v06NudVeiA9O3pP+7O/rg9hpTLH9eH/ytcPr3bhJTL3dvtT+93IbjcXx5+uTv9+dPTT7ePlxZjBoNErZIKhcKS0nIEEoNAk5BoKhL8/neLY0HJEYgtwhFKQUwJHMFAY4pBXCmWUA7iSgFsCYgrBXHFALYICTBR4Dexkwcn5iNICIAG4guJlEo8qRJHrAAwhbACYkEeDgnDg3A8BU9lURjsCnZ1STURTcEjKci/4zFwKgJGQsDJKCQVggv4jSY0EMuEAsAwAAwTwDDRWCYay4TggiMU4QhFKJACYGk4HA0N4CyWhvX11alsKpOJHR9vXl4++3z/+vHT/eaOZqPbbvZ5dB6nzu1Wup1an08b8Bsaw8Zwk6ExrAuG9IEQBBdzuNkUjpqbWhqi7c72bldHj6ujx9HWZW/ttEXbHa2dns7eYN9Q48BIqH+4qX+keWC0dWCssb3P1dhq9YY1VrdQZawTyKq54mqesJxdzxYIWGUlBot5bGJ8Mpfe2l0bjfWn0kPZ7Hg83juVHluYm4iPdy8tpFaXM5urud2V6Vhfi6y2xKsRuaXcqEEZ0asielXUoGwzazot6g6zqsMk7zTLe23qQZd+xGsYcGr6bMp+h3rEbRz1mSeinn6fRVxINnIrt7LjZ6vTB0uZ893l3MSAWlpHI6HLywpLS0uLyiqLSmuKyzmFpZzCUg6rpJZZUsUqrSyuqC6uqC6qqKioYTOKiulMRlVVRWPIm0oMPjnf+fDq+P7jxePDhdG+xsRQ+2xqJBvrj/V3jPe1L03FJ0d7ZtLDC7nxdKxvpDfa29Y4MzkWG2xvb3K3h5yJ3ta52ODcWF+yq2kwZO9060aa7b1+Y6dXNzvW/mR36cXhxtnmwuODlbO95aPNhcOtlYGONnZZJQ1LIoFkHIJIQFExMDLsryD8PwDwIQ5XQAQf4hB/B0kA/cH/8RD+F5iCL5mKJxbSk8NdrYnBrqlE/2xyYCk7mhppHe8LL+dG1mbHV6fGljNDc5O9z89Xbz+c314/nZ1NllUUl1ZW1QlkQpWZI9WLDQ613S+zugX6BqHOJjW5lA0+ZYNPYfXKzG6pySUxOqUm1/dWF7vGEYSIw1FaxEavwODh6R1cnV1sdMutfrHRXa+ysmUmvtrG11i5KjNPYeJI9fUyg1BtqRXK1FZbIp3LzMxPTuVS6cnOzk69Xmu32w0GU1U1W67W+UORzr6R/rHJrsFxtcFisTv8Qd/q6uzdzcvP109+uX/2082j7yOLjyDl8vX2MQSXrzfnP12ffb05//+Ayx/35//8dPHPu5N/3Bz98+bo/7o7+S9pEbRs4f7N9t3rLQgu9x93bt9v3V8e3l8ffbo+v/pwMj83qtOJpBI+h8NBAxgUGpcPx8GRZAD3zUNBY5kAjoXCMABMIRZfAoDFMDgdAIuxuDI8oQKHL4cCiy8BsUWQ6YsCmAgUHY6kQDUdJJqGI5QSSOUYXDECRYchyHA4EQbDIRE4Br24pLgCjyFj0AQAhsMiyRg4FUQykHAyEkEB0HQshoUBmQCajgLoaPAbUL5hBWSgQQYKw0BjmSgMHY6m/IALgVyEx9MxWJJYJN/c3JybnZqeTp6ebl9ePvv85e3T58fRrqjJ4zB53Vq3A4KLxutV+7zaYEgTCOqCIUNj2NAY1ocajaGwqbHJ2BgxN7XYWjqc7d2ezl5PZ+83ndLW7evobewdauofaewd8nf2+dt7Ax19zlCbwRaQqM08qbZOoKhgi0qq60uq62u5wsq6+tp6LpvHbW1vyUylMlOp1Y35RHJwdi4+NzeRmuhbnJ2YmhxKxXu31nJzufGdjZmdlam13HiTVe1TCyIGGUSTLqumz2EYdBsHXfpem7rHKu+xyvvtilGvLh40jXp1ww7VsFsT9xliAXOiyTHgt+prSzW1JZnetu3cxN5C5mxneXdl2mZWlRTSuLw6vkBUyxGUV/Eqa8XVbFlVvaySIy6v45fV8srZ3LK6+pKaupLKWg5fVFvHodPpNdXlLrvx/Hjr/vLZ56uLp8dLY/3hoa5wrL9trLdtrLdtcrRvPj0GwWVxOrYymxzuiQRd5r72cHeLPxJs6Ay7x7si2eGupcTQ7EjXYNgxEnEOR+wTXd79+djlo61XxxsXW4uvTrafnqw/Ol4/2FyMjwyIuVwiiC+kFNEIRUxyOR7FwBTQiKhCMoqJzSeh/oZF/Q1LxRZhYGQGthAPJ/zb//Z/1hRXDHV0JocGZlOxydG+9GhPLt4/OdKRGetamR7dmI8frmbWcqO5ROeTk6X7y0ef71/OzCVZRfRqNlekNPJkRp7CAikXkd7GVZnkFo/C4ldaA6qGoNIakJm8UqNHavSI9S6Bxs5VWrlKq8zkFemcUqOHrTAL9W6u1lmnstQqzTy9Q2zxQnCplRi4SitPbeGqzFyVuV5p4ilMIo1VqDKKNLrugZHZpdXc3HxmKjswMKDX681mq9lsrWPzRDKlN9A0MDoxGMv0jiQc3qBKp/f6PZubizcfn32+fvL19snnq/Mv1xdfri++3D76UYqGqkU/XZ9BcIH0y4+0CILLb3env9+f/XF//sf9OXTJ6I/rw3/BBTJ0799ufHq3+WdD9/b91s27zdsP+9cf9q7fH71/czA/N2o2y2VSgVQq/dvf8wGQgECT0CAdgWYgASYCoAE4FogvRIJ0KC3C4cvRQBGIKcFgSzHYUhBTAoDFGGwphBUIMWiQhQZZAIaJAugFcNKDPBwCRQWxRUg0Ix9GRqCoSDQ1H0Z4WACw2SKJVAVHgAX5KBSCCCKpZHwJgGSgkFQ0iobFsHDYQiyGBQIMNMgAsaxvQAHoSDQNKkgjABoCoKEwdARAxeILAQwDhiCRaaUYDA0N4Ksq6zY2NlaW55eWcufnux8/Pr3/9PrR08NIZ8Toths9Lq3bofd4NG6X1ufT+H1qn1/p9WkDQcjZ/aFfjKFmc1OLvaXD1d7t7ujxdfT6Onr9nX2ulk53tNMd7bQ1tugcPrHOwlXo6uVanlRfw1NUcsQ1PBlbqKzly6vqRZX1/DqesIbLreGw3QFPKp2YmBxfXpufyk0kEn0zs7G5mdjYSPv8dGxkoCUx1rW1lsumBvc2cvvrue35xNRAi0Nc3WXXtOjE7UZZr1U14jbG/Na4zzTiVI84VKNO5YBVEvOokgFD3Ksed6vjfs1kyJQMm+MhW69Lb6kv9ykEA0FXdqDj0dby0cb8+d56KjaklAnLy0vr2Dw2V1Jczq3hyEurRRVsCbRyraS6vrSGW87mlrO5ReXVZdXseq6woqKCRMTW15XvbS1+eHV6+frgYn9uqDvQ0+IbaG8caG+K9XfMpsZi/R2pke5Mom96cmhzKdvbFrTqZCG3qbXRGQ00dDZ5+loCG0J/kwAAIABJREFUox1Ns7H+2dHuLr+5y2+cHWt7fbR0+3L/zenG67Ott+d757vLJ3tLj8+2k+ODdZVlDBKtmFEKwolUfDEFW0rHV7GINXRcJRlZiCugYPJImDwiEcXEI+jgQwIeRiKhyPC/wCoZJeO9fdOJeKy/azo+PD85Op0YWMyMLE+N7SynTjenNxcSs+nep+crt1ePPt+/nF9Ml1WXVtZypBoLX2qU6JwiTQNfY+VrLEJdg8ToFGodQq1DrHdJDG6JwS0zeVUNQYXFL9a7IDNFrHeJdE6FxS/UOgQ6FwSXGoWJq7OLLV6p2cvX2jlyM6RceGoLpF+4ciNPYRRrzDUCqTPQnJtfnllYnpqdiyeSJpPFYDDp9caa2nqRWB5ojI7EUyPx9HAiE27pkCiUXq97b2/t/vrlT7fPIM/lG19uH329f/Lz3ZOvt4+/3jz66friB1wg2QJVi36+PYNuuv92d/rb3elvNye/Xh//fn34+/Xh75f7/7w5+gaX29crt69XIOXy6e3O53e7Xz7u/3R5ABm6N+/37q4Or98fXX88nZke0mgEEjG/uLg4vwAJguQCBD4fRoCj6CiQBSEGxBfiSCUEUjkW/40pWFwZRBboMxZXBmKLAEwhEs1AoOjfrF9cMQJFzysgPczHA2g6hAlIg8CR5If5uL8XoDk8qdZgBbAkOAJEIAg4DJOAK0IjqXAYCY2iYUAmFFjMN1RBT6jDBQINgGNhCEUoDB0J0lAYBoBjYnAsPKmQQGCh0cRCVtn4ePz4+HB2Lnt+vn99/eL27uUPuOhdDo3Lbg4E9D4vpFyUHq/K69P4A/pQoz4Q0voCOo/f4AsafI3mcLQh3GIJRRrCLZ6WLne0syEU1bkCMqONLVVX8CRlbGFpnaCMLazkiKu58tp6OUQWrkTDFipreJI6oYTNF9WLRCqdNjczNTObTabGNzaXE4mBxETv1sZULj08Md69OJsYHWxNxXvXltLxsfbd9amtpcnj9amLtZxPWR/VibutylatqFMvGnXpJgKmZMCUDBhGbfIBs6BHX99n5I7apXG3IuZSxH2qbKMx3WQacmnbzbKgnGfhVIaNqnRP61Jy9Gxn+Wx3bX9rpaezRafTqNRanlBWVSdi85QVNaJqtrROoCit4bPKayvYgqp6USVHWMUWlFbV1dTWCwQiDruWx6lems3cvH/88dX+8dbUxEhLT4uvrzXY3xaOD3RPjvYNd0XHelvS8d7F6dhcdrS92dXsb4gEbI0uU0/UP9jRPNodycUHFlMjGzPx3rB9crD5bDP75d3J9cu9V6frry92Xp7tXOyvPXu0t7KYlQjrKQQ8EUMCUcSyIg6LVkvBVxfReSwSG51Hg/+ViIMzyCgmNp+M+BuBgGSQ0CwcgopDkLFwAglFLKGyhjt6thbmpxOxjfncTHJ4cqz7ZGvhYC23t5o+WM9uLsUfny5dfTj7+Zf3y6u5itryOq5ArDIJZCaJzinROYU6m8YRkJldUr1DrHUoTF6VxS/Vu8Rah1TvkhncmoYgX2nlK601Qi1PYZHqXXKjh6+28TQOvt4tMLrYaitfa5dZfCKDS2RwCbUOkc7JU1vqZHqu3ChUW7lyYxVfIdaYhSq9UKEbGI3PLqzOLa0mU1lrg12p0ihVGjaHX1FZKxArRhOTifTMSDzdPzSuM5k1GtXh3vrn29c/37/4cv3ol/unX28ff7m++Hxz8fX+ybdll7ePf5Siv2PlHFIuP+KXm+Nfbo5/vT7+5ero18v9Xz7u/fZx7x9X3+8WXb9cun75bTv37avN+zfbP5QLVC366f7s/urs+uNpJt0rFtdw2NV0OvNhHgIASDAEqQBOgqPoSICJxhRCtV4AxwIwhSiACSVEkK2LQDIRSOY3IYMrxuCKUQATjqTBkTQUwIQ+wxBUBIqOwTAIhCIcthAEGCiAjkBRYSgyAiDjyMzSqrp8OIAE8ABAweOZOBwLAzIhKxePK8Ljir5lRhjmn8XLv/KjP8EFElkYHAtPLCaTS3E4GgFPbWqKbG9vLixOP39+dn//5v7+zZPnx5HOiMFl0zntKkeD3uNROR1yh0Nmtys9XoXbo/R4tb4AVDDSewMGX9Dsb2oIRW2NLWZ/k8ET0jv9CrNDqDHVCOTlHFFJLb+sVlDNlbKFSp5UK1EY2TxlDUdWzZVyRCqR0ihS6usl8iouXyRX8cWigaHBja3VieTY2trc1tZSYrwvNdG3vppOxnpS8d6FmfjYUFs2Nbi2lE7Gepbm4+vzE2dbM2+OV3r9piYNv0nF6zFJO3T8Aats3K3OhszTYXPCpRy3Sfr19QMG7liDOOGWJT2qtF87FTKkgvohu7LXpoxqRZB4ibU2zsUGV6cnLvY3zo42N1YX2juiNoe9wenR6BukSpNIpi+r4pVX86vqRTU8STVXXMkR1glkbL6UI5AJRXKJVC7gcyVi3vrK7PW7R5evD16cr6zMjo33t3RHfF3N/uGu1uGu1mxscLyvNZccWp5NpOO9rWFHW9jVFnZ1R3wdYS9UURrqjGzOp+cnRyZHOk62Z94+2bp9e/zqYv3No923Tw8fHay/e362v7VitxqoREIhjcWgFmEBKoNSyaTUVZZIK4qlhWQOFl6EekBBPySjHxLhf8WSgWLUAxKYT8Yj6EA+EYcgk9EU1N+RNYWVo119c6nJ6URsOTe5nEtsL2a3FtJHGzO7K5Nr82Mvn2zcXT/+9PnV3MJkTX01hy8Sq0x8qVGicUh0TqHWobL5JUaHwuSVGdxKs09tDciNHogsMoNbZfGLNHah2lbJU9XLTNA7fLVNbPQKjV6R2cPV2SUmj9IWlJg8EpNHpHMKNHauysyWGyDDhSs3cuUGgdLEV+jrxcqm9t7c/GoqMzORzFobnDK5WipT1NTWFxWXV1Rz2rv6k9m5sYl0PJVxe3watfJgd+3nu7e/fHr5081j6LorpFx+HIT97dOz3z8//74m6kdO9K2JDkqLfr09+fX2BFIuv10d/Hq5/1/gcvl84fL5wuXzpcvnS9BptLu32/fvdq7fbty827x+t3t/fXTz4fjqwwkEl7LSYgKBlJePxGAoKICGRNMgaxaBZiDQDKhaVACn5BWQYHA6Cl2IwZai0IVwBAOOYEBfQloG+j4SxYKeMDgdBqcj0Qw0morHMwmEIgyGgQYZSDQNhiDBUcR8JBYk0PLhAI5Iw+AZWAITBdBwOBYI0gmEIgqljEQqgfgCYlkAholAUeFIync3hwpHkmEoMgKgQt4ziC/EEIpALAtPLCZRygjkIhAka7TG5eXl+YXply8v7u/f3N6+evT0MNoVNXudUFpk9Pk0bpfS5VI4nWqPT+nyKJxuSLAYv4fV32j2Bg0un8rqEOtM9VJVNV9SzhFUc8UVbEEFW1BTL2LzpfVCOVek4EtUQqlOINEKpTq+WMMWyuvFSq5IVs3h8URSvdm0vLqytrE8Hhva31/fWJ1LjPXO5cY3V6diI5259MhcLjY21J5ODc5OxzKTQ4uzidX5xNbixOPd2Wx/c5dD3WVRtKp53QbhuEM94dFOhcy5RlPap5kJ6sYtghEjd8zMj9mFSbc841dnA5oJr2rAKhlwqDtMMju33CGoG232ryRHF5Ija7Opw92Vve2VufmppkhYb7a4/SGdscFgdqr0VrnGxOaLy9lcjlhWL1bWCWTVHGEdTyIUyeUKjUaltjWYjg82P7w5v31/cvV6/3Arlxxpj/ptLQHnQHukv605Odwz0h2Zz47PZkYGuhpbw46BznB/R2N8qKu/I5KODU2ODzb7nbsrs7sr0/vrM7fvLj5dPrp6c/z66d6bZ4dvnx2/uDg4P9oJB7xFDCYBR2TSiqmkYjK+mEKsKCnkV5bJWDQeEVOBQRaDBQx0PgX5kAAFOp+EyiOi80mYAgoWTsHCKXgkBczDFJFYHeGWmWRqKjGeTYxszGeXpuJ7K9mN+fjK7MiLx+u3V49ubp9Nz07UcusEErlEbRbILGKVU6rzSHROZYNPbLBLdE6x1iE3elQWv9zokRnc0FOqd0FwKWXL6sR6CDcCjV2od/O1Tp7GVq+ySgxuudkn0NiFWgf0vkBl4cqNtSJNJU9Rw1dxJFqB3ChUGDgildnpT03Nj02kE6kph8fPF0i4PBGbwy8rry4pr/EGmqZmFmMTmXRmuqk5KpOKt9YXfrl/9/Pd8y+XF7/eP/36vdsFgssv909///z8j59e/mkN3cX3stH5D8/l/x8uH5/Nf3y2CMHl5uXGzevNm9ebV2/Wr96sf3y9df1h7+rd4Q+40GkUAI0rgKFBkApgGCiAjgJZKJCFxhSiQBbk6aJB1o8JADRQBIDFUFoEGboYbCkaKMLhy3+4MABYjESxkCgWgCnEYplEYjEeXwigv9klMAQZhiABWBoKJCEBIo7IQIEUEEdHoqkYHAuHYxGJxSRSCaR3oLQIDTJ+NP6jQQZUkIZaaVAYBhKko7FMEF8IYlk4QjGBVIIjskCQzObwZ2dnZ2azT54cX1+/uLl5efHkwN8S1DsbDG6nxmX/f8JF4/IafUFLMAwxxej26xwehdkmVOk5EmUlV1TG5kP/yTkiRZ1AVi+U88RKvkTFEyv5IqVQouYKVVyhSiDRcoWqGp6ELZTzxPJarkCtN0ykJze3N6ZnMpl0YnNtfmpydGSgfWEmsbqYHh1sW5ydmMvFYmNds7nE3Ex8Ita/vDi5uji5lBvbW0otxLtiEdewzzToVA3ZZMNW6YhNkms0rbQ75xoNOb9myqNK2iSJBkHCJkw6xBmPfMqnTnpU/RZxv1XWZZb6pLUOYc1A0LGSHFmaHJ1NjWyvz1yc7iwsZKdyk/2DfWqtxu0P+UMRu8vvcAeMDQ6ZWs+TKdkiab1YKZRp+BIVTyjjCyRCoVCvUx3srn18e3H15vDq9f7xTm462d8RdreF3N2RUFvI29faONrTujSdSI13d0Y93a2+iZGu1FhPcrR/oKN1cmw4NtDbHg5Ojg/ubyy8fn788fXZx3dnL58efHhz/uLJwbPHh0/ODjpbIyWsQgaZWcwqp5GL6OTy0kIOg1pTWSahkmqxQCkaxgLgTAyKiUUwQBgFA6ciHuBJYCEexUDlEVF5RNhfMLC/YIhoBgVNR/4NVV1Y1Rps3lpcWsplMuNDW4u5tZn4xnx8bX7s6fnK5fvTu/sX8wvZOh5bqtTItFaRokGqccsNPrnRo2zwiQ0Oodom0tjlRo/S7JPqXZBy+U6KBr7SWlInrRXpIABJdE6x3sPTOPhaO19rlxo9EFwkBjeUbUHrpurE2kqeooqrqOGr+DKDQK7nSbUipbFncDw+OR1PZhub23h8cR2bx+WJKqvqGIVlKq0plZkZT6Qnkpm2tg6xSLA8l/357u2X6yefP57/9unZt1To++Dit9miLy9+rLn80xzAxW+fHv18e/b15hRKi365OvqRFv36Yff3y+8XFz8+m//4bB66W3T7avPu9dbtm63bN1tXb9Zv3m3evN/7dHN8d3l6/fE0lexis4uJBBwchi6AoZFIIgqgIVBUOIqOQLOQABNSLigMAw2ykGgGHMGA+ILDl5MpNWRKDYFYCTEFhS7E4spATAmIKYGEDAQgPLGMRq2kUsuxGBYCTkWjGFhMERZThMWwcDgWEklEoUgoFCkPhgWwNDSWgcUXEYnFBEIRDsfCYBiQ5/LttyNpcCQNiaYBGOa3hhcMFAwYigLZzxhCEY5UQiCVYPAMACCVlFZls9mZ2ezZ+f7l9fO7u9cXTw580YDhe5+LNRQy+H06r1fjdmvdPq3bZ/AGLMGwLdhk9YaMTp/e7pEbzQKVplYkqeQJyjjcMg63ViAWKjV8uYonUwqkSqFMBYVIrpYo9RK5QSDWQNARyjRCmaZeKK1ic1s6Oo/Pz9Y319KZiZXluc21+WxqJJsY2lydWV3MJmP9GyvT09nYRKx/bXlmYSEdjw8uL0+tLKU3ltInW3PLk4OprmC/1zDq1Y271eMO5aBFmHAp5yPWhSbTfMiwGNLNeJU5tzzrkWfcsimvYtqvSvtUww3iHpO42yKLaAQBJb/Ha80Nti8mB7cW0htL6fPj9YODlY2NhfWNpcGhXkuDtcHmMFvsbk/AGwx5Ao12j1+hNXJFMq5IwRUp+CK5WKLg8XgSqWB9bfHyw5Obd8cvzlemU92DncFGl6nZa2sJuFuDnr7WxvG+9mxiYKQ3OtDVONzbnJ3on8+Ot0cagx7n6EDv6EBvJOTXq+Qt4cCbl4/evDh59mTv8cXO29dnr56fnp7uJmOjNVXVdCqrkFFezKoupFdXVQjr61RlxUIWnYMFyzBAKYgqxqCLsEAhFs0CkTQ0nIJB0eB5eDScAiJpBQ8IiAdEEEaD/Q2PR9DJICP/P+CVRZWxoZHd9fWZ1MR8OrE+m9xeSm4tJ14+2bj+eP7p86vllRm+RKDUGBV6h1TtkGk9coNPZnBDfbQSjUOmc6nNfrXZL9U6JRqHXO+W6VxSrVOobODLLeVseb3EKFLZJBqHzOAWal18tUOgsUNMkRo9Io1dYfKKtQ6ZwS3TOb4t4pUZ+VIjV6xnC9X1Yi1fpqvhyRzextTUfGwi09M/IpNramq5dWx+SWkVgUirrqkfHBpPTGTGY8nu7l61SrEwPfnrp/dfrp/8dPXoj59eQmoFgsvX28dQn8vvn5//eYfu91bdiz+XoiG4/Hx5+MvHvZ8/7P5+uf+vPpcPT+c+PJ37+Gzx+uXK3estaHDx/t3OzbtNyNC9vz6COnQnU90cTgmRgIMVoFBoHAQXJJoBRzERaFYBgpoHIz+EER7CCA/ziQ/yCA/zyPkFVAAsJpKqaHQ2iVyNxZUBYDEaKEKhC4mkKhy+/JvFiylBoQsBsBhHKCUSSkjEUiymCI1i4XFlZFIVCV+BA4swAAOJJCMQJBgMlwfDAhgG1LkHJUQ4HAuLZeKwhQR8MRZfggZZMAQVhqAiUFQ0yAAwDPT3CSYkSM9HkGAoyp/gUorBsUCQymSVJpPJ5ZX5R4+PPl49u75+cXK+09jR1BD0uprD9sago7nZHAoa/H6d16t1+3Qev8kfagiErd6Q3u7RmB1qk12k0fGV6nqZgiOV14mltSIJRyzjy1UilVao1AiVGolSK5KrhTKVWKGRqfU6o12psYrkWqFMI1bo+BKFWKE2NjhS2anN3Z35+dlUMrYwm11fmknHBmYmx9aXc1OTo5OJwbXF6XRyNJUY3txYXlicmp1LLy1PLy1lt9amnx1vbs0kFsa7p3oaW/S8HrNwwquOuRQjFuGkSzkb0C03WxaC2jm/eiGoXQzp5vzqmYB62q9KuxVDVlGXkd9nkbbqxZ029UiTa7w1MD3Wvb86tbWSXpqPP3uyt74yPTeXfvzopL0jqlar9UaD3eGy2Z0un7+5tc0bajJYHVKVgStS1PMlYrlKJpNptIqtzZXLD0/uP56d78/0tbsifnOTx9LV7O+JNg51tgx1RoY6I71twf6OxthQ22h/NJcaXMxNhLyusM83MTreGY2qpfLy4qLayrLDvc3bq1cvX548e3b87Nnxu3fP1lYXNGoli1FYVc4pL64vL+ZWlwvZNQohT19bpQBRhXhcGZFQQcJXELAleEwxHlOMA5gAgoosICLyCSgYGYOiY9EsLJqFgTGRDyioByQcnIbOwxEBUmVR5UBXz/7a+uzkxPZydnsltbOafPtq7/7mye3d86XlaZlartQY5Tq7QueW67xQWiTWOkSaBpHKJtU6lUavyuSTap1yvVtl8imNXqXRK9E4ILjwZGahskGkssmNHqHKwVPZoSq1QGMX611CtQ2yaRQmr1Rrr5fo2SItX24Sys08iaGWr6zlK4UKQ51AIVOZY6lcPJkbjaUUSl15RW1lFbu8opZGLyqvqG1t657KzY/Hkv39g3abdW4q+eun95+vHv909ej37xeLoLQIugTwvyiXP8XFj4Cuu/45LfovpegfadHVi+XbV5tQKRpqorv7sH39bvfm4z5ULYKUC4mIR8ABLI6MRpMBDBMFMJFAIRIoRAJMqCANQ1Ee5hP//hCfX0BFIJkQXMiUGjyhAiLLD7jgCRVQQP4L5MgAmEI8sQyHLQaBIiKukkKsIYDlIIKFQTFBNB2NpECjicjvMwc/lAsOx8LjioiEEiy+BHKUUQATwDCx+CIcoQiDY4F4FohnwUH6QwQJhqKgMAzIgcbgCkEsEwAoJDJjYGBoY2Pt6bPT9x+fvH//+PBk0xvxGz2OhqDf5HWbAwG9x6P1eNQul87tM3gDUCqksTplWrNcY1LorVK9UaIziDQ6oVrLV6p5ChVXroSCp1AJ1Vqp1iDVGiQavUxn1BitcpVRoTaJZVqJXCdV6fgShbHBMRyb2Ds63js6XF9fXVtd3N5Y3l5bmM/Gt5an97dWcpOxtcXpw52Nhdnswmx2b3dzZjbT1t48Nt6/tbWwtpK9OFjdXZzcmYmdzCWSzQ2dBl6/UTjulMcdsqxXM+PXznjVK42GpaBuNWxcbTYtNeoXgtpZn2rSJR+yCnvMwl6zJCTnDLqN033Ng2FHsq95Z+H/puu9vqJat3bff+e09u1vrbnmnApUzjknqshQVM41co0alavICGZUJAoIihFFiSIKggRzlgzGGdba+/5cvMia69vntPY22yhKaF5YP57+9N6fd+Dxg5H7E5fH7gwuzI/dv397dHR46fHcubNtiUQMx3EqHounU4lMNl3b0HKirflYWzRZ4wsibn/I7XaHIf/MvfGtjRdb7xdW50faT2bOHM32nj16pa+j58yJ3rMnO0+1dLcdPXeioefc0f6uE93nWm5fu3BloPN4c/P502fOt7UTCFpktJhNhVqN4tTJ1tevV99/fPbi5fKr16srqwtHjzVbLIUlReUlZnt1acBWGbaWBytKg+UlAZ3WyucZpJIiscgkEhrFIpNEXCgRG6Vio1io53GUCplRItLzuWqp0MRlaAp+lbFpKk6+UsTWijgqAUvCZwispZXnTp6eHb8zc/fKg8nhuenhd68f7Gw+2dl9OT4xEkLD3gDshagQlg1iNV4k44YTbjjhRRMeKOEJp/xINoDmAmgOitSjVBMUqfcjWR+csXmjhmJPlYtwh5KecCqA1/jQrAfLetGUI0R5kCQopvx4xo+m/WjaHYxWu9EKe7jKCVtdiNWFVDhC5fagM0C4gni1M3T0VPuFgStdvUPBEGowFpkKS0rLrKbCErOlLJ2pu3HzTl//UEdHV1Nj/dWhC9933++urXzZWP26tQrUyt7m8uftVRAW9duPm14PzgFcwBzd953lg8XFgwndf27O/5+dxR/Xub66s/7i9sdntz8+Hd14Mbb9enr37czOu+mtN5PbH+5tfbi/u7G4ub748cOj7s5Wg0EmkYiYLJ5YrGbz9uHC4upAWcQV6MGcSwFd9uthYX6BHMBFLCmSykpA2wjwhc3RgTpIJLbI5KVSWQmweEVii0xRrFCVikVmFlPNZenFAotYYBHxTTyWWsDVcVgKPl8tFGqZbAVPoBWI9Dyums9X83kaENpyUBaBA9pGApEOiBeuUMMRaOhsOaiMgOPL4ak5PBWTKebyxM3NLRMTY89frLz/+Ozd++XFlXvJhjSciEZyGTSVwHM5NJNBczkkmwVwITK1UCzlgQm7D3IGEB8cgchYgCA9COYIQY4Q5IIQABoPgvkwIhiJhkgqgEU8EOoOI14Y84VxP0S4/LAfIsIYaXV6/RB2trOnb3Do6s0b3b1d169fnRjfTxS/N3nnwczEQH/36O0bo7dvtJ8709LS3Np6JAyHlGpZLBlZWLw/NX5jbvrWvduXJ6/3Ld4ZenJ7oK+OOBf1dSeD5wlHD+W+mg2PNuD3jyemWqJTLdHpVmqiOXK3Cb9djwyng92UpyPmOxXxRisMbUlkpOvkyRzRfiQ1dat/6eGtpbnb43cGHj+6+2Rlevzu5bnZsfkH0+3nTicTURxHozEqmc0lsrXp2sZsfXO2vjlb25RM5SAIAnDZ3X79befZi6W7J5pjDWn09JHcYNeZzlNHL5w71XPmxPWL3Tcu9d683HOx+3Rfx4l7d6/2drSdONJ6ouUkGkKKTUVatU4pVwgFvJLiwvGJ22/fvVh9svjh4+vR0VtWa6XFUlxRWl1itturIIcVtlWG3Q7coK0uyJepVRUyqUXA13M5GgFfD3qLUrFRITOLBFoeRyngqYV8LYeh5DI0AraeQ1cLGNq8n3j5P3PYBUKpQM7MZ9krqq9fujR9++rj2dtLc7c/vH6wvbH8/bePDx5OIhjq9IRdATJE5IJErQ/NAnslHK2FyYYwURfCa8ORmjBRh8YasFhziMgBmlS5CJXRVm5HvVDaj2RDeK0HTruQtAuKV3owR4jy4xngzrjDcVco5gySdj9R7UYrnJDVhdi9eJULKrcHbV40gCbKrf5YqqGr93LbuR4cTxiMRWqN0Wgq1mhNKrUhFMauXrs1dOlqV1fPyRPHrly68PvnD583n37dfvppY/nz5sre+tLu2uPPmyv72VF/SboEAbr/vgDgh6f7P4bo/rm98B8Tum9Xbrxbvbn+dHTz+d3tl+M7ryZ2Xk1svZrYejO5f2/R2qOdzZW3b+b6L5zW6+VsLofJEXIFcp5Aw+aqWFwNm6dncXVMjlogNvGFOjpTxqDLmQwFnSbLzxMz6EqFvFSvq5LLisQik1xWJJcVCfh6Pk/HYasFfL1UYhaLTMBbEfD1ImGhRGwR8I1cjk4oMEnEFpGwUCQ0SoQmFlPJYir5PA0onURCvVRiEgn1Ar5WwNeDn8Dn6XhcLZ+n47CVII9OKNAddKn5wn3KMNlyBkvG46k4PBVYZeRwZEymsLGpdXxybGV1YWfv/db2y9XnD+N1yUguhWTiUIqC0wkkk0QzGTSTwXM1cCodJCkvRlh9AReEWH0BdxhBY0ksnvKjhCMQ9sJYECeDOAlH42hq+6yvAAAgAElEQVQiBccSfjzihlEXhHgQDAgcLxLxwIQPjgTQqB8hXSHY6vFXuryeIGR1etz+AB6lYARDULzpSPPpM21Hjh1tbDlS29gUT2cgLOINQv4wAuOERCYtLS9ZffJ4ZOTy2OiVmcnrN4c7F2duvHwwcn+4vb8pdgy1d8a9vXHvpXTgZg080RwZb0Tv1sPjjejUEWLiCH67LjycDvbGfb1p+DjmilUXNmDemz1tty+e7zhRd6nn+OqjO+9f3J+buXJj+OzMxODy/Ojw0LmHM7efP5kfGOhMJKMIBsdSaSqVjSazsXRNpq6prqmlobE5lUrEKPzh/fHdzVfr7+afLNzuOlPfWhc71ZLrON3SffbEzcv9U6PXh3rPXTh/8mL3ma7248ODXeOjV7rb29pPnzt7uiMcRBAILSkqpRfQ2CxGQf6vyUT0w/vXH96/nZ97EMFJS2FRRWm1o9rntsP2qpDLBlsrA2plMY+tkYgLtZoKAV8vFpmkokKZ2KyQmVWKIpXMIheb+GwVODyWmk1XsGhyNl3BY6lph8W//sRmFogZBQIWncdm8uiHGUkqNjczNTV6dWH21trbuY2Pi9+/vp+fn06mMhAad/qjnnAqSNT6sLQbTYUidVC0AaYaw9HaEFkTIrPhaG04moPIWojcL5FcoZjGbLO6I+5Q0gtlPeGMH8t5kYwjRNkCpD0YrfZHqv0RZzjmQZJeNAVuOKpwQlYfZvPhlS7YFSDtbtTpxe1uxOaCfaHIybburt6hmvpWc3GVVmsxGEp0erNKbXC6/P0Dly9dvtbR2X323KkrV/q/fn6/ubb8ZefJp83HX7aXP288/rS+CJ6/761833vyfW/lYAf6++7+pUXftxYAUw7G575vPPptc+HPzcU/tx79a+vRv7Z/eC7rL+5svPw3VnZeTWy/HN98Ob7x8u7a6/H1N1Pr7x5srj1+/3axt/e0UiVhc3gcvgRsFdHZcg4fyBY9h68TSgq5fE0BXZKfJ847LDr0M//Qz/xDv4p4XL1EXCjg63lcLUAAm6ViMZW0AimdJmOzVBy2msNWs5jKgnwJn2cQCkw8rp7FVIO/z+fpADLAX+Ow1UKBTqkoUsgtUokJvCsUGCTiQom4UCQ0Cvh6AV/P46q5HBWXowKKBogakVAvFGpFIh0IZxAIVHy+ksNT8QQaDkdGo/FyNQ1T96ZXnyzufvqwu/dq5dlsvC6JZxJQioJSFJSKgyUALJuFU+lgLO7DI24EswfDfjzighAfRgRxEqESEBkLYJEQEUWoBJ5IE8lMMBINRqJ+POJBMDeMelHci+JuGA1EYn6CCuBUkIgFiZgPJYGocQcghzdY7fKWWe06k6WorBIhomQiHcQjEElh8SQWT8EEBeFRnEomsnVVdldRSfHNm9fHxm9NTY08mhsbvTnw6P6NlZnrq1NXxi6cOpMInKE8/ZnQjabISD021oiPN6JjDchYAzLeiI43oiM1wcsJ33ANfrkh3pnCUu6yGsg5OtgxNnzh9uWu64PtU6MDy3MjDyaHus7UDPW2Ljy4vjR3u+Nc08iN/tXVh8NXLtbUZCEMh3GSTGSSufpUTX1tXVNzy5EjzY0N9dlHD6c+vFne+rC0PDfSdaa+52zLYE/bhfMn+zra7t64PHptaKDrbH/n6eH+js5zxwZ6z96+fqm97eTJ1lNtJ9s723tPn2wrMhcbdHqpRPSPn/4XhoafPV19+/rNkaaW6iqH3xOuKndWlrlcNsjvxm3WoFJu4bAUYqFeqSiRiAtVylKVslStKFUrSnWaMr22XKMolotNfLZGwNGKeHoRTy/k6g4Qw6JJCw4J6HlCFl3EZYn5HDGPLbIUlgx0907dvTV15/KH1w8+7T75/Onl9NRdIhINhCh3MOaDMwEi60ZTTjjhx3Jhsh5LNoXIGi+a8KKJYCQDUTUQmQviaXCNUbWXUBqrQFnkg3NeKOsKJ13hJJivA71qZzjmRVPgAawsglQXezBS7cXsXrzaCVsdUKUtVFEdsLngxiOnz3cNthw7U1rh0OmK9PpildoAPN22Mx1Xrt680DfQ1d1+6/aV376t7e48++3zi6+7q398evJ950ezeXf5t0+r4OzDZffxt53FL1uPPm/Of92Y/761cAAXwJdv6/PfP859X3vwx/rDf8dcgrCFvTdTu68nd19PHiiXnTdTG28nN9/dW3/3YOPj4vrHlY6OYwIhm0ZncvgSMJtLZym5AiOdpWawNWCUjsVR0hhSWoH40K+8X37iHv5FkHdYxKDL2SwVk6FgMhRcjgZgAvwmkcuKpBIzl6MBiGGzVBy2ls8zcDk6JkPFYasBVrgcDZej4bDVPK5WJDRKJSaJ2AiG/dksFdC6IqHxgCxCgYHHVR+IFz5PcxB2KRLpJBIDWHEUCFQCgYrLVwtEOqFQTaPx4onMvfszK6sL27vvdvdePVqapGriSJIKx6JwIgYlk1AyiaQzRE0tks74o5QbwVww6oKQYCQKCp8QEYXIGEIlQkQ0RESxeIpIZuBoPERS4WgMouLhaAw8QFQ8RFJhMhHAKT8WDeAUePAjZACNgqIpiBC+MFrl8LgDUDSZjcTTEBnD4ikynSNTtVgsA5NJnEpTqVylzSmUyvovDrx6/Wx6evThw7vjdy+PjfQ/uDP05N61pbtD187UDzRFB2rg602R0SPkWDMxeYScPEKONeITzZGpluh4E3GzBr7eEL1xJN1XS9UErDWQc3y4Z/LawPzk9YmRgWuDZ6Zv9714PDZ6raOvo2lk+NyHV3Mj1y6gsLOv79zS8vzY2J26puZEpiZT15TM1adrG2rrmpqONDc3NTQ11iwvzm5+fLb1Yend85nh/lO951r7Ok70d54e7u+6Ntg72NPec+7kUO+5W1f6eztPDfa1T4xe7z5/NopR59o6hwau1Nc2lJdW+L2+cChARvCZe1Pv3r4evztms9rLSirdDn9lmQMORd122Fru16pLhTy9RGhSK0qVijKppEitKlOrynTqikKDrdjisBTatMoSiUAvExVKBEYhVyfgaA8On63hsZRcpoJZIOaypDy2hM+RKqQ6Wh7La3ffHbn2YOrG2xczm+uLn/ZezNwbhxHM64+4gzFXKOYMx1xI0oUk3VDKi2Qgqi5AZEEj2Y+nQmQ2RGT8aBIEPpU7YKm2rNyOOvwxdyjtDqXdUMoNpQ6Ui9VHVHowIF4cIQowxR6MVPvxCjdcZg9ZXUi1E660hcqtgXKrv9zqj6cazrT3NbW0FZXaVSqTXl+s05s1WlNFpf102/mhS1cBXMYnRr5+fv9p78X3T8+/7T3555cXv+893W8576x82139trv8dWfpryNznzfnP23MfVmf2x/M3Vr4bXMB5C38vrX4x8bCH5vzv689+G1t5v8bLruvJ/feTO28mfq8Nrv1fnr349zmh7mt9aWdrednzjSz2AV5+TQ2T8rkSPNpIp7QwBcVMjlaGlOVR5MWMOQ0hpTOlNFpkl9+5vz036xDP/NZTCWDLqcVSAvyJQy6HPACfP4V8mKdtlKlLOVxtWyWCpQzbJZGwDcC5XIAlwO+MBkKDlvN5ajAJjSbBV5qeFwtKLXAg0RcyOWo/goXLkfFZilYTDmfrxaL9aB1LRSqeTwFSGAQi7UMhgDFyOmZe6tPFtc3X+3svnzw6G40F4PiZDAageIUlEyGEwk4lY7U1iHpjIeIuGDUEYa9KB4iKVDpwNE4wEoAi/hRAo0liWQmgEUAU0IkdUCZEEkFI1EAFx9KguNFIn6EDGKUD8FB69obQhzeoC+MUqlcJJUlEjkyVRtN10XTdZFkHZHIRZJ18Uw9lcpZHW6RTIoR8OTUneXl2fHxq/enbjycGJ4fG1qZuDI/0jfRc7QnB/dnQjebyTst0eljseljsckj5FRLdOZY/N7R2FgTBeDSXxc7EQl1NKTm7gwvTo6sPBh7PHv77o2ey70n7t+9+HTxzoPJS9cGT79+OrP2bqW+JmazldY3ZEdu37wzMdnefQGJxKhULlVTn6tvamhqbGioa2qsWXk8t73+Yvvj8s7HxZuX29tac6dbazrbWof7uy52n7t6sedyX+f1oZ6R4b72tpaB3rP3J0f7ujvKLOUeZ6CyvNpkKKwsr/K43CeOH11eWnz39vXio4WmhmaNSl9aVOl2BIM+vLzYZdCUy8VmHlsjFRXqNZUqeZlEbFGrKjTqSgAXk77aUmgz6itVMouYr5MKTWK+gcdSMwtk9DwJI1/KLJCxaHIuUyHgqPlsFY+l4DAlTJpQrSik5bF4dN6x5oaHUyMfXs19eDv3affV/ZkJGMHcXtwVoKwevMqLgvtDHCHK5qdcUBw4sj4s7UHiHiTuheMeKOYKRa0etKgqIFQWlVbDNm/UGUi6gqkqT8TqJau8eJUXtwVIq4+o8uJAyFh9xI/BXByMulgqveW2kNUBVVQHK6qDlbZgSYUnjMSOn+o82dZdWe3Tai2FheUGY5FOby4qrmhsOnqhb7Cru7f9fNvk1O2drZd7u8+/7Dz5urv65+fnAC5/DeL+vLV4MOn/ZXMRwOXrxvx+B3rz0V/hAsqi/1Au228mtl6Pb72a2Ho1Aciy+3Z67929Tx/vb76b2v04t/VxfmdzZWfr+ZEjaSYrn85gcQVyvkidTxPLlCUiaZFAbGZxdTSmooAhL6BLaAxpfp7wb/9N/6//p+Dnv3MYdHl+nvjwIWHeYREogsDnHzgsYpHpr4YLm6ViszQiYaFQYOKwtVyOTsA3gsIHjL2wmEqhwCAWmfg8HdAp4HtBF0AkNIJ35bIisCHN5agO4MJiyllMOVgX2G9di3QgogHAhc0We33h23dGn79YWdt4+enzm/nHEwdwCcei4UQiGIuFE0k0kw3G4jYItocgewjy45EQSfkwwoviISIKTJZwhPKjBByNE8kMRMaIdBaJJw/gEo7GQJUEk8kwEQ/hMXCCGBXEqDARhyIJL0S4Q5gXIqo9IVcQJRI5LJbBYjkkloWiaZjKoPFaIlVHZpqi6YZkbTMSiZHxhFKtMBcZr10fXHnycPHRxOKD2w8nhpenb6xMXHl4rXOwJd6bhfozoav12O3myFgLNX4kOn4kOtkaGz8SvVmHX8qil2qjXUm0PUWM9Z9fnhhZvX/3wdi1qZGLs2OXrg20Xeo5vjo3uvdxZW766vTdS0+X7z9/Mu/z2VRqWUVVZSKTbWg5lq1vjiaziWxtuqa+vrGhubmxtaVhaeHB25eLX3aevn42NXThREdbw8Xu051trX0dbZcudNy41Hfzcv/li539PWdOtNQP9LTP358a6O0qNpUopBouWyDgCSvKKs+2nVlafLz24ePT1Sc9Xb1up89sLCmxVNmt/oCHkAoNbIZSLilWK8rVinKd1qrX2nUam8noKDQ59bpqjbpcrSpTKYpkEpNIoBMJdFKhSS42S4UmAUfLpiuYBTJGvpSeJ+EwlDyWUsjVcJkKLlNOOywQ87VigZLPEBQbjdeHejbfL69/WPi0+2p87FYYQlxexBUgbT7c6sOcSMyFxu3BKBiTAyMqYATOBVHuMOUKRau9WKktaCx18+Xm0mrY7qPcoaQXStv8lD0Qq/ZHrD4CwMXqIxwhqtKDlbsQcLd0tR+v8qLlLqjcES63hSrs4eJKX0mVv6zKV1TmcnjQptZz5zoG7K6wWl1oNJaq1YVqdaHBWJTJ1g9cvNzV3Xvu3JmZ+2Pbmy92tp/ubS5/2lr6j2bz3pNvu6tfd5aAcgFkOTj/t+fybf3ht/WH39ce/M+yaOv1+F/hsvt6cgfw5cPM5rupnQ8PNz/M7W4sf3j3mCIDefk/szk8Dl/GE6ryaWKR1AyyWrgCI5unZXLUIP0/77Dgb/9N/9t/MfJ+Ff7yM+/XX/iHDwlpBVKgO4BCAWgQi0xSiVkoMAB5wmGrWUy1WGQWi8xcjo7H1QsFpgP3l8VUKuTFGJoj8Fq9rkokNEolZoAVqcQslxXJpBaJuBC8lEkLhQId0C/AfAGgodMkXI4KtJzEYr1QqOUJNEKxXiYziMXqKquz/+LAm7cvPqw9//T5zdziOJmlkCQVosgQRQYoKkBRASoWiid8ZNQaCjvCsD0EBQgSdIg8COaB0HCEItM5IFh8CA4KmXhdQySTQ+JJUBAdqBgokoAiCZhMItEUEk2Bl0g05Q5hQMJ4IaLKFfBCZCzbRCRqo9lGItWAxGqgaBaJ1WCJOixRh8RqAmgsmqmBiWgIgc2llqJS09Ubg3NzE/cmrs1P33gyN7Y8fWNp/NLslfO3ztafj/t6Er7BTOhaLTpSj402Re82Rm/XEddy6FAaG8jgZ8lgd5Z6dH3wwc1LD0av3BzsvD5wbvbu8MK963eudk3d6n/5ePrl8r3ZyetLj6ZnZ8cxPBxLkBCGBlE0lq75Yeg25uqbcvV1NTXZ+obs0sKDj+9Xv+09f/J4dPjiyauD5x5OjVwZ6Ow4ffRi97nh/q6R4YGLF871dbe1nz46eKFrYvTm0eYmg1ov5El5HCGLwa2usj2am99YW3/x7PnszAM4jBl1lopSu15TLOZrRTytgKOVS4r1GqtBW61RVum19iKzr8jsMxlcWk2VRl2p01oNeqtWXSoRGQQ8jYCnkYkKldIihcQi5hv4bI2QqxPzDWK+gctUsekKLlPBYcj5bBWLJmXTZVKRVsKR8xisM8eaNt6trL1f/LT7auzuSBhCHG7IFSDdYcoFUQ44aofIg8Hc/dFbOOHDkiEyG8TTHigG4GIq8wiVRWU2pNpDOvwxdyjpgdNeJOMMx4CbW+FGy5xwlRcHlDlQLuBYfRjoTBdVeIsrfcXl7qIyl9URrm08daa9z2oPyGQ6rdaiUBi0WkuhubS2rvnK1ZsALrMPJna2Xm1urGyvLe6sL+ytLXxaX9zfHvpRFn3bXf4fcDmIWdg/W4u/by3+tjn/HaxEbzz8j7Jo88345pvxrVcT268nt19P77y5t/t2evft9O77ewAuWx/n9zaevHj20OsuA3BhcSUMtoTBkjM5aq7AeNAtYnE1DJYcKJd//MT6+e8cWp7kp7+zf/2Fn58nptNkAC6gLALWrEhYKJUUcdjagnwZg64EVotYZJaILTyu/gdcjHyeQcDX0wqkSkVJXe3pxoazel0Vh60GnaYDvvz1JYALKJ0O9ItQoKPTJBy2EtwWIBRqD+AileplMp3BWHTsxPGPa28/rD3/9Pndg0djaAKH4mSIIv0RPECSIYoKUDF/lPJipNUfdsG4I4wGI1EvinsgFMywwNF4JJUlkplwhHKHET9KRFJZMluDJdNwLBEiqQBB+jAC6B2IjEFkDImmUCoN4BIm4jCZhCKpEJ7wYzEPTFq9kB9LpBqOx2tb8WR9JNVEpJuIdFMk0xzNtUQyzViyHk/WkqlaVwgOYRhGkXaPo+XEkaXlh1MT12Ymry/Pjy/dv/187vaL2ZuLt3qunc70ZqELqUB/KjiUDV/JIlezyLU0fDWLXKshL6bx8zGovz41d3Xg3nD/xJW+yWsD9+9cnhm99GjqxuTNgdHh7tHh7meL069WH966cam+LhOG/PFkLIwifhjO1jfHcnXRTE2uobm28Ugql43HqWwusbo0/2n37Zedp6+eTk6MXhi50rXyaGL02sWzx5v7O89cu9R369pQb0dbX9fZ7va2rnOnO8+e9rtdRo2BzxXRC1hSsaL97PnnT188e/L85fNXx1pPVlc5qsrtdqu3vNilkllYNKlCYjHqbCp5hUJappZX6TR2o95l0Dk0KqtCVq5UlBn0tuIit6XQppRbRAKdkK8V8fRivkHA0bJocmaBjM/WiPkGicDIZ2sAX8ADj6XmMlU8loKTL+QxOIjP/WJ5dv3D8tfP7+9Nj6EY4fahdi/uDlNeNAHgAtaFoGhDKFIHlEuASMMx0CqKO4NkpQsuqgrIdOUVTqTShVY68WoPWekmqn37TSJQClV5caCAnOEYWIYGi4vg1lebByu3hYoqvCVVfnO5q6jSU271x1JN5zoGHG5IpTIbjeUKhUGjMev1xelM3dVrI2fOtp88efzezN29nTfra+AOuaW9tX2+fN54/Gnz8eetpS/bj7/u7LstXzYXQcbCAVx+NKEX/7n7GJz/vfv4XzsLv32c/Z9w2d4XLDO7b2f23t3be3dv49X4x1cTW+9md9YXvmw/f/70gctRzGIXsNhcFldSwBAKRPoChpwnNNGYKjpLXcCQM9gqJltBZ8ry84Q//Z35t/9i/PIT9x8/cQ4fEhbkS8BhMZVAtnA5GjpNxmFrJWLLQREkFJiYDJVEbJFJi/k8A59nACWSgG/kcbV0moxBl5eX+asqQ0DOSMSFMqkFAAUwBRypxCwS6n/ci/ZvuPB5GgZdymEr2Ww5h6Pg89UHZRGXKxcKlSKxIp3NbGx+WN989fXbx0dLUyESClFEgCS8OOojiHBsX7bYQ0i52++EMEcYDZGUH4+A9lAQJ/d5QSXQWBK8TNY1RjI5Ip3FUxlQHPnxSDgaw1MZhEogVAKl0lgsg0RToEQKE3GUynoh0gOTMJXxoXF7AHcEiRKbH6FqI6mmWO3RWO1RquYYmW3FU41wrDaAJ6s8YSpbG45EEZIk4lS1236m/eTKytz05PWZyRsLs6NPH91dvX/j+f1ry3f6rp7IXKzHu5PBnpi3J+rpIVx9pGcwFhqIhc/jgTY80JOLjfWemxjsGR3sWr43OjdxbezahRsX20eGOhbvjYzdGJibHHk4dftYS0Mw5I3GSF8oGMtkcCoRzdSk6pvIdC5RW5/K1SUy6Uwm1dhU83RlYWvjxZedp2+eT89OXbo53LkwO3ptsPNEc+760IXLA91DfZ2tjbnTx5rOt504c+LoqdZWZ7VNKpZJRHImnaNSaFeXn6x/3Hj14vW1K9d9nmBZcVWxubLYbLVXBWUiIz1PoldVaZRVWpXVbPBYjF6t2qbT2M0mj8ngMugcOo3NoLdZzO5Cg00pt0hEBpnEJBEYD2wXHksN3FzAFBFPz2EoxXwDI1/KY6mlQhOLJqX9yuEUcAQM2vy921/2Xn//+vHe9BgRifpDkSonbPWgbjjmQmNuLB4gsn4844H3V428aMqLJgJEOoCl3GEKwKWkOqQwVFa60L/Cxebfd3MPDF1bgASerguirD6s3AVVeVFQGVU4oaIKr6XcU2oNALhYSp0hJHH8VKfVHlCrLRaLFZBFpytKJusuD984dvxka+uRqenRL5/eb26sfNl5+nX36UGuAoDLp83H/39wOSiL/thd+ufu43/tLf1rb+nPncU/tx79sTn3H2XR2uvx9TcTIH1u/1K09zOf3s/svJveej+ztza/t7n8Zfv529eLjupiOiOPyxMx2CI6S8xkK9g8LZunZ3FBuL/yUL6YzpSxOMrDh/g//Z156Bfu4V95v/7CzTssYNDldJoMwAXYtz8aQFqAFSZDxWSo+DwDm6UBygXYuqA4EovMfJ5BwDeCfjNwYSTiQiBVgAUj4OtlUgtoP8llRaAmAsHdBzlSfJ5mPxNToAE1EbgtgCfQCAQakUjDYPIwAn/3/tX27ru9T2/vz90JkygSj/kIzIMhAZIMRqOBSNQFo5XeYLnb7wpjaDwDUylnCLX7QwEsEsTJABYJRygsngI9I4RKRDM1ifpGMluDpzJ4KoMmUkg8icSTaCJFJDMIlTioiVAqjSdzWCILRdMBPB4mU0gsG8CTzlDE6kUqXOEyZ7jCDXvRRDTXkmk+Q9UcC5FZNxzzYYlQNIUnc7Ha+nhNHRQlvUgYwsNXrw29fbW8ujwzM3l9fubmo+lrTx/cfDN/68X05d4GrDcLDWTgdtzZiTo7YUcv7rlABtox/9lI6AyFDJ86Mnn5wv2RS4uTIzOjw8O9Z2buXpkdvzY9evnutYHLve2dZ0/AkD9CogSJh1EEjkTimZpEbUMkWYMn0mQ6m6ltSGYzqVSi+Ujds9XF7c2Xe5srq4u3x271TN+9NDN+daDr1LnTR64PX7g00DHUf76v62xvR1vn2VNXBvtziUR1RaVKoRYJZWw2t7ra/ubNuxcvXr1+9T4eS5eWVFVVOirKHaXF9ooyj05TxqIrxIJCk95p0rl0GrvZ5DXonFq1zVIUMBV6JdJSldpaZPGUFPtMRptWUyGTmLhspUZZppKXSIQmHlvDY2tEfIOQp2czlFyWmsNUCbgGsaCQx9YxChRMmlLI1XFoEnY+R8JhzYzd+P75w+e9dwuPZqNU3OPH7F7c6kWq/ZgDjnrwRIisgai6IFEbwGvAsuJ+3gKS8EAxRyBi9xO6Ipu+2F5mh8odcLWHrHIRjmDcGUo4wzHbj+tEqrx4qQOqcKMBImsLEBVuuNQRKnWEXBBV6giVVAfMFZ4KJ1RmD5VYfVY3XFhs9wbJhqa20nKPWm0xGss1miKDoUyjsjTUH710+frxE21Hj7Y8eDj57cvHT3svfvv88tvesx/biatfNlc+by192d4vjkBM1G+7Kwf7RGATGpRFB8oFwOXPrfn/mHPZT5x7M731Znr37cyn97NfPs5+3Xj4eW126/3M5vvZrY8Lnzafvn296LSV0Bl5AqGUw1ewOD/y9PkGFtfAYGsKGMpf80TA0P35H+z//l+0Q79wafmiQ7/y8vOEB3AB3WgwDsdhq4FlKxaZeVw9naagFcjpNMVfBQs4YpFZKDAJBSYgUkB7CMiWA0eGy9EAzQLmu6USE0icArYu6Bxx2EqgZUBQA1gdEIr1IokBdKYZTJ7T5Xn+YnVn7z2ASwiDQmTEi6M+AgNlUSgac0JIudtv9Yd9KInGM2g8E8ApH4L7UQIiY6AbjSfSWDwFJAyZziUbmiKZHJ7KYMk0MHThWCIcjYGhGFAWAbcF0CqAx4NEIkgkvEjUDUWCRAqmckEi5cMSznC00oOUuyCrD3PDsQCRDpFZJF5LZOoj6XoiVYMn0hBJBQkcIbGTp1rn5qaerc6tLj6c0pQAACAASURBVM/Mz47en7j8ZP72wsSlp/eu3B8+e6Ge6MmEBzLwGai6G3d3ou6+GNxFhtvwwEky3FWfmbjU+3hy5PHM6OTNwXu3Lz+YuP5w4ubEzaGrF7vaT7ZQOAxDATyCEVQUI6NELBmvqU/UNEWSNZFUlsrWZOoaU7lsMp1oPlK3urKwvflyZ3NlZeHWyNX2uzf7HkzduDJwvr2tBYzM3Rm51NvRdupoc9vx1gsdHXgYFvNECplSKlHm59OOHGldX9/c3Nzu6rxQWWErKa6srLBXlrvLShxVFT6DroLNUAq4OqPOYdK5jHpXsSVgNnkLjZ6S0rDe4JJIS7U6e3GRt8jiMeitSkWJRGQQ8rUqeYmIb+CxNQKuTiwwivgGidCkkBaxGUo2Q8miq+j58vxDkvxDEiZNKeBo2fkSdh5PyuHeu3v969673e3Xcw/vEZGox485/RF7ALcF9m+V9+OZcLT2AC4gbMGPZwJYCogXRyCiK7IZS51WD2714A5/rNpDVrjwSjdR5cUrPVilBztwW2wB0hGiypzhSg8CCiJHiKzyokVVvqIqX6ULBnCpcISKy912N1LXcKq80qdSmQ2GMrXaotEUqZXm2poj7e0XWlpPHDnSNH1v7Ldv63u7z7/tPf+292z/TkWQEbW9DODydWcFwAVsEu3P5v5QLgdw+XNn8Y/tBaBc/rn18J9bD/8DLutvpj6+mth4Nbn1ZhqERX1Zn9v5OLuzNrez/vjz1rN3bx67HWUsNk0sUfBFai5fzRNoeUIDT2hi84x0lhp0o2kMaQFd/NNPjP/6r7yff2IV5AkPH+Ln5wkZdCmDLqUVSA+UC5ulAcKEw9aCByZdw6CpeRyjWFgkFhYJeIV8ngG8BWwXMF8n4BvZLBWbpQJNIj5Hy2NrWHQFm6EU8Q1SUSFYSxPytXyumsNSsJlyFkPGYsjYTDmXrQQNaS5HJRYZ5PJChcIslZvFUhNQLmyO0GgyLyw+3Nn9uL3zanLmph8O+jDUjxMhMhqIRKFYAklkHGG0whOwhxAvEvGhpB8hQS0TxCjQigZwIZIZNJZEY8lIKptsaMKSaSyZRhMpYLjAsUQwEgWzc0gsjSWyUDQJRZMwlQqTCT8WDZMJKJoMEjE/Fg2TKSiaDkWSaDwXJjP2IFFs85fYA84wGYrlkFR9iMygyRo4nvUTVIAggxEyGCGhKIHiUDyBz86Ov3j6aPHR+NOV6YdTV14sjL6cu7m2dGfkbP0ZyteXhU+Fq9oRVwfmGc5FL6Yj5yn4JBnurEs/Gr36fG5qbuLmzOjw6vzEw4mbkyOXhvs7GjKx2gQV8DgxDCHICEFFI7F4NJmJ5epi2QYyU0dla+M1dbmG5nRNLpVJNjXXrq4sbG282Nt+srJwa/jiyZvDnY8e3Ll1vf/c6SMXuk5fvdQz0Hv2REv9ydamc6dPnDzaioVRs75QLJSwWBwul3/r1ujHj+urq08RmKiqtJeXVVdbXS5HuKrCU2isEvI1LIZMqyovNLjMRneh0V1k9plNnmKLv7gkqFBWyhUVliJ/RXmopNhXaLIDuMilhXKJRcgzcllqHlvD52i5LDWfo5UITfR8KdAvTJqcni9n0pQcpobHUnMKpJx8voTNmb5z7fPOm62NF7P3J1GMcHkhVzDiheMeJO5EKA+eCEdr0UQjEmsKErV+LBfAa0Bx5IFiwHOxelCVqdJY6nQEos4g5YESziBV5YlUeSJVXhxYuUCzAP+l2h+pcMOgYWQLEPZgxBYgAG4cgUiFEyq1B0ps/jJbwFLhjqeby61+mcKsN1aq1RaFwqRSFKZT9SdPnm89erKxsf726PXfv29sbz7b21z5vL36fefpwdmPX9hZ+bL97+sWwez/953l37eXf99e/mN3CZRF/9x9/M+9xT93F/65/ejPrfn/s/vo/+w++uG5vJvaeDu58XZ6/c0USHIBZ+v9zM7H2c9bS5+3V79sP3/zasFlL+VwGSKxnC9S70fqC018USGASwFDmc+QALj88gv7b3+j/fwTK/+woCBfRCsQMxkyFlMOZAsYumWzNIAULKaayVCxWRoexyjkm2WSUqW8QiIq5nGMoGjisLWgROJx9SJhoUhYCMzg/dlcnl7A1XGYKg5TJRYYZWIz+P3DZStZDBmDJmHQJEy69OAw6FI6TQKcF6FQK5EYhGKDQKQXiXRSqV4okktlirn5+5+/bO7svp64d8MHBTwIHCAicCweJCk4nsRSOVsQLnV67SHEh5IemPCEcdDZCaDRcIQCxRFCJYhkBoun0FgST6STDU1IPAng4kGwAEHiqQxExQM4FYrEsUSWSNUArEDRZJhMhCLxUCQOUykiVYMncwAxUDQZiiRDkaQPpVxwxIvGISqHpOqRVH04mkWTNUgiE4omDhpSSIwiqUh5RVFra93i4r0nK/eXH0+sLtxduH91Zebam/lby3f6zqfDZ6Puc7jzdNjWRfj641gnGW6PIjlPVc+R2qf37ixMjNwc6p65e+Xx7J0H4zdGhvu6z56oLDEHPU6KwKPRKB4l8ShFxJJEMhNJZYlUTSRdG8vVJWrraxqP/IBL3cryo421Z5trjxceXLvQ2XSp7/T87OjItb6jzdnjLTUnWmu72o9f6Dw3eKG74+yZ2ky2tfHo+XNdleVVLBbH7w++fPn6w4e19vaOivLq0pLK8rLqIkt5cVGVyVCukBUKeGqRQGcptFlMLpPeadA5DDqHUe8stvgLzV6xpESrs5dXwNYquLwsWFLs0ajLJSKDUlYsEZpl4iKxwMhhqhgFMhZdwaTJCw6LaXkSFl0BoMNj68DhszUCppJbIBCz2FOjVz/vvNnZevVgdgrFCKcn7AlHg3g6GMn4Iik/mYGoOiTeAFONAbzGi+znMLiguDNIgm50hROS6Ur1xXa7nwRb0XY/6QjGbX7K6iMq3GipAyqqDpbYwxVuFEy7OEIkqInAKB2QMNV+3O4nyh3hcmeoxOav9iBac1UYTZZUeCQyk95YqdEUyeVGtdKcSjScPdtz4uSZTCZ1eXjgt2/rWxtPdzeWv+4+BVn/++lzIH5hZ+XL9vLBjWg/1otW/thZ+WNn5c+95T/3loHhAuDyr52Ff24/+nPzwZ+bP/JcNt5Pbbyf2no/s/V+Zvvtva030wAuG2+nN9/d21l7tLux9Hnr2ZtXC05bCZNVwOOLuQIluAwIXBvC4ZsYbM3hAtlhmuhwvvBwvuDQIe4//sH89WdOQZ6QViCmFYgPZt54XDVoPAO4iISFfJ5BJLCIBBY+18TjGGWSUoWsXCws4rINXLaBxzEK+MYfG0aFErFFIrYceL0i4b5OAb9zDuAi5OkFPA2Po2Iz5WymHOgXWr7o0C/c/Dxxfp64IF9Ep0lYTDmPq+YJtHyhTiIxyOVGuVwvlSkWH8/9/senr98+Ts/e8kEBL4oEiAhExYBygePpSm+wyOayhxAomsQSWSSaCmKUD454ISJERP0oEcAiAC54Ig3ES6K+EU2kgOHihtEAQUYyOTSR8hNUKJrAUjk8XROmkqFoAqZSUDQJxxIQFQfeTSSVBfZworbBE8adIdQZQr1IJBRNIYkcmqwBf2KpWiSRgeNpJJYOReJ+LAqRFBWPJpIkhgePnah/+PDusyczjx+NPl8Zezh2cXH84trSnTsdzW1Rd3vUcx73dGCezkjoHObvSZFosW7w5JHVmTtj1wauX+ycHLk0NTo8PjJ06/rFnvOnq8uLK4rNVDQSiZJohEQjFE4lsHgKiSeBCiOzNbFcLVAuyXSiqblueWl+4+OLrfWlhfkbfT0tlwfPPp4fv31joLUpc7Q5e+Zk02Bf+6WLvYN9PR1nz5xoPTrQc/H61ZETx04aDKbjx0+ur29OT8+Ew3B5mdViLq22uqoqHWWlNrlMx2ZKRAK1Wllk1FcaDdUGvU2vq9ZprUaT02zxqDXVAqGlqDhQZcXKykNmi8didqqUpWDYks/RS4RmidDE52jBrygWQ1aQJ2TQJAV5woI8IZMuZTOULLqCw1SJeHoJV8uni0RM1uTtK1/33n3afTs/N4PhEY8f8cExP5r0YUk3lvDgSR+W9iKZAF7ngbNuKOWB0yBDFygXLxyvcEISTbHGbLV68Co3ZvXgFU7E5qesXhJMtZQ6oBJ7uMQeLnPC5S6k0oNVedGian+xLWALEMDZLbEHy11QqSNUVO0vs4dKbUG7D9MUVrp8eFGZSyw1anRlanWxUmnRa8vqao5euHD5+Ik2FEUv9HV++/Jxe/PZl52nv395+Ve4/Lb3/PvuswPlcnBp0f9QLn/uLe8bLrsLf+w8AsrlP+Cy9nZi7e3E+pupjbfTW2+mQcblzruZvfWHG2+n19/Obn549GX7+Yd3yy57KZ2Rx+EK2Tw5m6tkcdQcvoEvKuQKChlsDY2pKmBKD+UJ/vEL+5df2D/9xPjH35l5h/gF+aL8PCH4JDPoUiZDxmIq6TQZj6vn8wygJpKKS6TiEi7bQC9QiQQWmaRUIirmc03gALhIJUXA6BUJC8H3gi+CUkjI0/M5WrHA+O9n4T5feBwVmGhg0qWHfuEW5EvoNBmTIWMyZOC2I7HUJJWb5fJCudyoUBjUGt3jxwvff9v99Pnd3cmr3rAflEV+nPCguJ8g/QRV4vCUuXyOMAqUBUqlAVz8CAlmc4M4CaqhA/FC1dQBEzcYidqDYTeMgrZ0kIyHogk0mUWT2VA0ESTjMJWCqRRExUEvCfAF2DdYPOVDcA+EumE0gFNwPI0ms2iyBvAFjmdD0UQomoCiSbBJAEdjEAI3NdceO94cT6JHj+YmJoefPplafze3Oj/y9MH1j49Hn9wd6MqET6G2i2m0HXENZoiLGfJKax1UrL3cdnT+7rXbl3snbg5N3r48PjJ0+eL5m1f7L/aezyZjlaUlAZ8fQXEIw5EIhcWTRDKDJlIAjlgyTWZzmbrGvyqXtbUXn3aePl4YGew/fuNq19KjidGbF08dqz9zsqmn42Rfd1tfz/nBvp7+nu6hvsFL/Zc7z/f0dPUhCHbjxsi7dx8aG5tLS8tLSyrLSqucDp/D7i0rtTEZgp9/oivlJkthtVJuNugrC012i9ltLnQVFfu0umoO18gXmKttRJUVsxR5dXqbQW9VyIvBBCafo+eytOA/j5CnZzPlTLqUzZTTC8R5h/j5hwUcloLP0QK+8FhqCVfLowlFTNbU6NXvnz98+fT+0fx9nCD9IdwLUR4o5giRdijqQpI+NAvg4kNrPHDaA++nyYEJXWeQLKkOiFQWjdla5cYqnAhATLUvWu2LAuVS5oRBZVRiD5e7EIs1YKpwF1X7QXFU7oLKnOFSR6jcBQHilDvCJdWBCkdIa66yOsKmIptYapQrLQqFWa0uNuorWprbBgevNzS22Gy23gsdn3beb28++7z95Nves68/Lir6bfcZyND9trv6dWfl/w64/G1r6betg1uiF/7YXvh9e/63rbk/Nud+33j4r+25fxu6H16PfXg9tvZ6cv3N1NbrmZ23s7vv7+99mN1bf7j1fmbrw9zO+uOvO6/ev92HC5cn4vAVAC5snp4vshzAhclV5tPEP//KAWXR3/+bfvhXHoALgy5lsxTgI82gy8GC4o8FIq1IYBHyzWymjsXQgspIKi7hc0374oWrB2N1QoEJPIDO0f4XeXrgswBDTiI0Cbg6HlvD56q5bCWHpeCwFHyuWsDTcFgKWr6ITpOxmPvmLp+nkYiNUrlZprDIZCaJRCeRaEyFlsePFz593tjZfX3r7iVv2B+MEF4Uc0GwC0Y9KO6EsCKbq9IbdELY/k4QGvUjZBAhA3DEjxJ+lDiAC5nORVJZPJEm0lmwGO1FcasvAHYdAwQZppLBWBJOZeFUdl+5xJNwPAlR8Ugmh8YSEEnhiVQ4EnUHwu5AGCIphIoj8QTQQWS2BkT2oskskalFk1kolgIeMxrPRFKZaIxKp6junvar1/sxwptMhZce352dufzu+b0PTydXJgffPbxx43T2DOkayMDncc9QNjKUoy42pLFy48UTzXeGum9f7p0cuTQ+MnRnZHCwr32wr/3KpQunj7eGfF6bzYagOIyTKBnHE2kikcMSWSiWClNJOJbAU+l0bUO6JpfOpo60NDxZXdzYeLW7tXr/3qXujsahgbbp8auXL54/3lJz9lRz24nG/p4zN64ODQ/2nz5+rL+7b6DnYvvZzrqaxiNHWl+9ejM7+9Dl8hQXl5aVVvl94Y7zPTdvjE5O3G+ob1HI9XyeTKsuMuorVMpic6GttMRbUuwpLQtKZSV5+TKlqsLuIMrKQ6ZCl05v0+uq1aoKMIEp5Bm5LC2HqQHmHZMupReImXQJvUBEyxcyaGIeRykS6PhcNYuuYBbI+AwFt0AgYXPu3b3+7dP7T7tv5x7ew/CIN4ACuDjDUTsU9WDpAF7jx2qDRH2QqPdjOTe0H/0PWkWVLthc4REoCrWW6io3Uu4IV7mxai9R5Yk4gnEwklvqgMpdSJkTPtAv5ipvuQsqd0EWq6/MGS6xB4HnUuoIgW3poiqfscSuL6ouKnNpDOUSmUkiM8lkJrW6WKWwNDWcbG+/ACOEVqvtH+je3Xq7vflsb+PJ7sYygMv+LYvg7K5+2109iKEDSS6gLPp9+yDJZeH3rUd/hctvazP/nnP5+GoMJFpuf7i392EWnO0P99ffTG29n/m8tfR1+8nnrWevns1VV5notEN8gYgnVHD4ChZHyeZp+aJCrsDIYGt+zRPRWLICuuRQHj8vj//zz6x//J1ByxexmHJw+8dBM5jH1bKYShbz360iidjC4Ro5LD1fYObxC8WSEqGoiMXWM1k6FlvP4xtl8lIe33gQDfPXCDs+TyeVmCXiwoMlAD5PBzYhgVYCDgt4zs8TghUnsArA5agEIr1IYgS2C5+v5vPlpWVVKytLn79sfvnycWzyhgcOhKOkF8UcobATQtwIZg8hRTZXmctnDyEemDgITPDBEYcfdocRD4T6UQKhEpFUNpqpiWZqyHQOzLkg8aQPI+zBsDMMA8sWjqfDiTSWymGpHBRLQbEUmkwjiRQST8KxRACLwNFYNJML4hGbL+BHcYRKRDK5SCYHjJVIujaSrUOTWTieJnP1eLomFE2EqSSSyMBUKhyJUvFYIk6eOXvi9ujVocvdEdIXiwcWHo28WB1/uXxn+kbnh8XbD6+0DzSQHbFAB+nriUPdCfQshcQdpUOnWkYHu6ZvXZ64OXTjUvfNqxeuXe6+0HV67NbVk8eaYxGiusoaiUTxaJygEkQshSfSWCKLxjNAlGHxZLquLl2Ty9ZkWo82PX3yeHvj9Ze95zPTQ53t9QMXTt69Ndjfc/pEa+35tmNnT7ZcGey7Pjx0tLkJDoa6znV3t/dmkrU4Fj154sza2kZzc4tOZ6iuro7FYr29vS9fvnz+/OWHD2sPZh+1tpwMBhBzYbmQrxLyNQZdRXGRu6TYU14WFIkt+QXysvJQRSVktngMRofB6DAa7FpNlUJeDOAi4pv4HD2TpmQUyEAdTS8QsxgyJl1KyxfR8kVMuhQM1DHypaw8MTuPJ+Zyp8dGvu6939l6NXt/EsHQg7IIRP+70ZQXybihlBfJefFaH5oFDWYflvYhKWeQrHBC5gqPSGXRFdmq3EhJdaDcBlU4keJqyOolbQGyzAkXVQeBoVvqgMxVfjecANVQUbVfX+oA60VF1X5AGasPK3eEzRUelbHcVOrQmSplKotMYZbITFKpUa0uFgm0ucyRurrW0rIqLpc7NHhhb+fN3s7LL9vPdzeWD25B+7b95Ov2k287T7/vPfm+9+TPz8//+PTs972nv+89/ePTkz8+Pfnn3pM/d1f/3Fv+Y3cJ9In+2Hn0+/b8n1vzf27N/8cQ3drLOxuvx3beT31amwF3FYFLRTbf3dtZe7Dx7sHnzZXvu8/fv3zotZu5rENCoZDHF7O4Ig5fwRNo+EIdm69msFVMrpLBUTBY8kN5/J9+Zh0u4DEYokOHuL/+wi3IF4GFRjZXxRfqBCIjyHMC9xaJpWah2MTi6pgsDZun5wlN4HD4BhBDBZwd8JZQYvnrzbBCiUUsNYOfIBAZQSgvh6unMxVsrobOVNCZCgZLSWNIC+gSGkNCY0jzadJ8GvjHKHkCDZuvYvGULJ6KK9SyOMp8mkivL15aWtn7tPX1++bY5A0fGgqSmAeBneGQHyfcMFLmdFustjKH1x6AfSgVJBLAZPVjMVcYAwFRIZLCkmkskcWTuVhNY6Kumco14MkcTKU8MFHtC3tgwuZHYCoVisSRRIZI1aDxTCgSDxKxMJlAYmmYSgUIMhyNEeksRMWDkWiV1x8gSDJThydzkXRtNFsPU6l4bRNoM6HxDJbIosksksigyTSSzsDxZDhKxeLJhoaGpqaGq9eGxsZutLe3ZnN4S2vy/szVlcd3ni7e+fhkenVi+HZny1HEcS4aOEuF2+Nwb10CLtG116XuXR1Yvnfn/6Xrvbraype13w/0nh1Wr27bZAQCJIREEghQzjnnnAnO3au73W5Hcs45JxsTTBTCiagwgySS137vz8Ufq73WPmeMGowJnmBu/HPVU1VPLU0OjPY397Y/Gx9s7W75c7Svbbiv40G9j0Wr1mm0DofLZLba3T6ry2f31xudHpPLq7e7DA6X3eutvdvgq/U+/vn+5vt3kdBB6GRrdbm/p/3X+cnuiaG20b6W9qbnvz669+zJr31dnR3N7XKRQipS9nQO/PHbS6vJzWIKZ6YXV96us9lcGo3mdFm7u9p6utuC+9vHRx8/fggcBANvlpabXjc/evCL21FHLKzIySyqquTRaZLSElZWJikvv4pGVzLYuhq6qpIiLS0TFJNYRQQ6AUctLKjBZpXnZJRmpxVnpxVnZ5Rkpd/s2WalE1NuFaTeKgDjudl3iBk/FWbexmen4tJ+yspKzZyfnoDCn6OhT2+W54xmE1+ikuscCoNXqvPKDX6pzitWO2QGj9ToFxt9Ip1HrPdKjX7gicuRmVgiPZkmxpFoZVUClkDD5Ks5Ag1LoKELtTyVjau0UoVaKl/NEOl4CotE5xKobMlVRipXReOp2WIDU6gDlRFNoKIL1XS+qoYjr6AKSyo55CourrCSSKzG4ci5GFJ5KSMXQ1LKTSajk1xelZ+XOz42eB4/CZ3uouBQdGg7Gd/G/3cS0A4QWf7ytYS2L+DNS+SmWwQyF3CC/vLsXeJ4OXG4lPiy+E3Q/Th59nEy/HkaOpqLHC2EvsyFvsxFjhZPPy9ET96Gj97Fo9uJaOBzYNFhElHKcSWlRbhCfDYmNzUTk5qRk5aZl5ZZkJpZkIUh/v1W1n/8V1pqRn4erjg9HfvDD6l37mSnpmLT0vLS03GpGfmZmYWZ2UXZ2UXpmYWp6bjUdFxGVhEmtxiTW5KBIWZmE7OxJRkYYnoOKSunND2HlJFdnJpdlJFdnJFbnJNHxhSUYwsqMQXlGGx5JrYkeWwgGeBgSE4eOWmUm40tuZNecCs1D1dUQSiu+uFW1s3fm43PySvKwxVj8cVYXCkWV4rJK8ETqzBYIplM29zcRmNRCDkaGe+RGRQqq1FuNEh0WrnRJNJoaQJRFYfHlihFaoPcYAcDKWqLW2V2yQ1WsVYv0RnUVjtQH4wuv6PuvufeY5v/rtHlV5kdYo1RqDJKdVa2RK2xeoAkDMy9k61o0DZSmR1au9Pg8qitdr3TLdLoRBqd1uEzuOtM7nqL967O7rP574Pv/R4ueq/P4PPrvT690+WpbfD5fD6fr6u7bXFhurPz1avGX183/+KvNUyMt+5sTGyvjH5enwrM9j9z6363KJ5Yla985t/sWh294uU932xPy3Rf2+RA+3h/S3fr04mhtr6O5xODnZNDXY1Pf9fIJVqlwm63Wyw2q9NldXhtbr/O5jQ6PQaHy+hyOnw+/706r9/z6Jd7W5urUORj+HT70/7i/GTn8mx/f+eLgc7GrtZXT3/9ua2peah38MUfrypKKDy2pK25x+O8W0Ph8Hmyzfd7v/7jaUUFhU6n9vV37e2+7+xsbG19sbn59sPBbnB/Z+3d6s+PfjHozC+fNT2s/7WYUE3AU2qqBHhc1Q9/w+QXVIslNjbPSGWoKynScrKogiwoK+USC+m4vCpcLiUfU5GbWZaTUYrJLMVklmZnlWZllmRnlKSnFGXcKcpOK85NK8GkkDB3iDkpRdmpuNQfMzNTMmYnJyJnn0Ohz0uLMxqdVihTyfQOqcYjUntk+lqJ1iNU2sRau9Tol5huQm6uk5lqxVonV27mSIwVdEkBkVpK4bP5ao5AwxVqOSIdXahly81suZkm0tGFWrpQCyzpwJ4R2Jam8zV0voYl0tN4apC8VHPlNTwFjaesZsvINYLiCnYZmVVYVIXHVxQVVeHyywn4SmxOMYshlko0RYSSQnzB7Mz4ReI0dLobi+4lT7iCK9HfwyVxtpE4u9mNTrpGXcA3HnSX4bWL0OpVaBV4XF6crpwfLp0fJi0XDufDn2fDn2cjX+aih/PRw3mQuUSOluHTldDhCnS6joZ2Tj6u9Hc+/f2X2vv3fS63TaWWsbmsampNRWVVWTmluLyynFxdSCjGFxZzuEKd3kyl0nNysAQCsbSkgkQsIxaVEUllxSQykVROLCojFJUWEcuIpHISqZJIKi8qIuOLygmEcnxReT6+JJ9Qii+qKCgqKygsx+KL83ClWHxxPr4sr7AkD1eaiyPl5hdj8oty8kgYLCEnryg3n5ibT8zJKwKRnVuUnpWfnVuYicFl5xbeSctOy8ytojEpVMb/+c+//3Qr7adbabfvZKRmYjIw2MycvExMflZOAfhRP/6UWlxC3tp6f34BnZ0F27tfSHQypcUgNxqkep3CZBaqNTSBqIYnEKr0Up1ZYXQojA4wSgtwIFBpBCqN3GjW2p1am1vv8Nr8d531N+cB5AarUKWXaC0yvY3GlylNTp39RiLRO7w3gHD6MxSDAAAAIABJREFUgCaqsbrAoJ3CZDF7/QqThSmWinUWo6fe6Kozuet1dp/BWWt0+Y0uv97h1Tu8QO9QO11at0fr9uhcLqPNabFZfbX+ltbX01OjbW3P+/ubR0ZbO9v/+PmhfXqsOfh++svWHBJ8N/L8sVtA/dkg/cOlu2+QqmjlD+366Z7W2YGO+bHemZHO7tan48Ptw/3NE4OdM6O9Q13ttW6HXCwym802m8PicFodXqvLBxRog8NlcDpsHo+n3uf2uh7+fHd7aw3AZX97pqft97bXv7x4cq+/43V3W9Ovj+43vXzV+rpFrzGnp+QwaUKf+z6LJklPwf7y89PpqQUalU2l0vV6/fKb+d2991PTw62tL549+8fW5ura6puBvv721g6n3eN1Nfjc9wvzyUWFVVWVvBxM6Y9/zyWSWGyOjs0zVtOU5WRRaZmggiwgl/NJBEYBlgJm/4GfS05WCRjMzUongs4RJoOEySDlppOwGcXYjOK8TBLIXJJwCYe/LC3OqLUagVQp0dpESqdA6ZLpa6U6r1BtB3CRmmsBVmSmWonBJ1TbOTITV2oi08TYwioSmcPgaZh8LUugYYm0TLGeJTOxZCam1MiRmZhiPUtiSC4xgpk6ttjAEumZQh2Vq/o3uNRw5JU0UVkVr6SMUVhUhcWWkEg1RYWUvNySQlxFJZkp4MtxBUUV5LK3b+YBXM6R4F9XFkFN9I0s8eg2gEtyazEefp+IbiSiG98uFq2en70DcAF8uT5duUqeFkFPl6GjhejhPHS0AB8vQkeALIvR4zfw6Ur46G30ZC0W3kFDO2eHaweBJQT6dHISCAY3Nt6/WXm3uPx2YXFxfn5xbnl5cX5xbnZ2+s2bpfebq0uLsxPjw4sLM/NzM5OT4xPjo1NTE7MzU1NTE5MTY5OT46Ojo+Pj42NjYwNDg319fb39fX19fT19ve0dXW1d3Z1dPe3dPe0dXc3tHS2t7Y2tbW3tnU1t7c0tbU1t7a1tHc3tHa1tHS2t7a3tba3tbS2t7c0tbU3NrY1NLS9fNT57/vL5i1dP/vjzj6fPfv/jyR9/Pm3raG1pa7734O79hw/uPbh/78H9B4/uP/r54cN/PPr5H788/vW3Bw8fP3r8y737D5+/fBYKH8HocSQanJrrl2qkcpNOqtfJDHqVxSrSaOlCMU0gkuktSpNdbXGDzEVr82ptbrXFCby4pXqj1u40OH0md63V1wCqGJv/rsrsEKr0Mr1NYXTUcCVClREwJRlJuOgdXq3NDRaR5EYzGIphiCQcuVbvqjW66oyuOr3Dr7He5EeAR6DfpLDZFTa70u5Q2xxGp1tj0Jts1l9//3l8Ymh4uLOz80Vfz6upic7Ott9ePKlbmuw42l082V4ILo49rzVb+TX39JIGvYxTjPNoZbMDHZP9bSuzI/OTvQNdL0cGWqbHu4e6m6eGu8f7e36+3yAR8LVarc3msDpdNqfP6vKBAUK93amz28xOp6vW4/a6QOYSOjlAoQ87GxMv/6h//nt907OfJ4e6hno7//jll+dPnj2of0gikDGZeKXMyGXKS4pq8HnlA32Tfzx5VVPNLC2pcDqdW1vvN96/W3m3OD83+frVn388+cfY6PBg/9Afvz+7W/dQxFcU4cm5WURKBbeSzElPI9y+lV9cwqmkiGlMTRVVUU4WlZTyy8t45WU8EoGBy6sCBnQALpjM4sy0orQ7+JRbBRmpBACXrLQiTGoRNqMYnDrKSinIuI3JycAszExD4cNo9Gjl7YLeaBDKVFKdXaR2CZQu0HsWqGwijU1i8EmNfoAVcDYETPRzJMbSakF2PplQyqRxVDSOisZR0HhKhkhHE+loIh1TauQpLEyxninWJ41dAFxAd4kh0NZwlFS+spor/x4uFLq4vJpfUsbIx5Gx2BIisRrMARUTa6oq2WKRqiCfQKfVrLxdQKDPp8fb50gweQjteykXTOiC3tC/7EaH15Jml8l96OvwWvIQ/dfkaZHY6VvkeBk+WkKOl9GTN/DREpBdwodL8OkKfLYWi2wloB00tH2JBONQII4EUeQAjh5A8Ac0dojGj2OxUzR+iiCnCHoWi53C8FEk8hmFv1wkTi8SpzH4OBr9AoU/I8hxHDmB4SM48gWCDhHkOJEIJRIRCD6BoGMEPYvHw2gsBCMhOBZG0DAcC8NICEJDEHwWRc5gJBSBTyPRkwh8CiMhJB5B0DCMhNBYJBaPxuIQGosiaAR8hOBQKHwM/hS8Fo4chiOHaCwEwWdR6DgcOQyFv4QjhxH4GEZCEBIOR04i0VMEjUDw2cVF5Cy0D8HBqblemVYqM2olOq3MoFdbbWKtjiGSMMVSucEK9BG1xQlUEr3Dq7G6kn6Xeqfb4qt11N911N23+hrstfc89x4bnD6J1qQw2tQWZxVbwBTJjS6/xVtv9TWYPXWALMksJpm5KM1WncNldHtFGh1TolJaXEZXncFZa3D6wO8A1pGSmYvK4VbaXSqHW+tw2Xy1RrvV4rDff9gwONSzsDDR+PK3no7nQ/2vx0eaO5v/0fTs3ljvy4/v5yKBteXBViW9XMumuJTCivysWrN6eqCr8/XT6ZGu2fHuob6mno7nc1N9Pa0vRvvaRnu7/vztF5VMqlQqwTiNw11rdfl0NqfJ5TU4XDq7zWi3O/1ur9/zy28PtzZXTw4DSPQguD3f1/HnSN/roe7GicHuge6Ottevn/76h1QgS7mVVYQnG/WeinJ2Xm6pkK99+bxdLtOJhEpyefXDh4+3t7f7+3tfvvpzdGRgZHjw5Ytn7a1tv//6xG51uey+GgorL4dYTKiupvCLCqtS7uD+9t/Z+EJaNU1eTVPW0FU1VGUlRQoEXWIhHZ9fDTYVkwlLRioh7Q4+9Tbu9o95aXfwmamE9Dv4zNt4TGpRThox6w4uMxWXlZ5XkJO/NDcLR45g+GT13ZLJYhbJ1XKDU6L18FQugcbDUznYUiNfaRapXcC5UqR2CZQOgdIBSMES6YspvMz88sIyJpWrquEoq9mKGo6SyldTuEoKV0kVakHDiCbQgM40gAtLYmCJ9HS+poajrOEoqziySpakgimuZEmqWNJKhri8ml9cwS4pY+RgS0BZVIirKMgrK8RVVFM4Ar4ck53HoFMX5qdCp/vHh5txKICEt2/az9E9IOUCuMQiWxfhzfPQv7guoKHVWHjtZncxsp4si8Ccy+XJ27+OoiHHy9DhInS4+D1cQOaChlbR8EY8uhmLbEGn62DdAI1sQZFNKLINRXcQOIAiBwj0IQodRMMH4bM9FP6YiH2BowdIdB+J7odOtuBIIBrahcL7cCQAR4LRyF7kbC98tnd2vB0+24uEAuGzvfDZfiQaROHPMPIZgj9F4c8w/AVGD1H0CIkdxWLHaPwYgj5HoE/R6KcI9AmCPkPIFwj6HI1+guEvCHKIwl8g6BCJHsLwEQodQdBh6OQAho+i4Q9nZ8E4egRBnyOhYCx+BMNfIORLFP4Ujn6Iwp9g9BCJnSCxk8srBEHPkNgJBH2OQh9j8S+Ji0/tXU/lOnkSLkqzRaBS04VitlQOAAHgAnQTkD6YPD7gAgUGVex1DaAmctTd997/2ea/C1RbldlRweBWsQVmT5299l6ybgJkAaG2OL83xAQdIo5cLVAb9Q6/zu5LbgwAlRdoLga3X+v2aVxerdtncHstPr/V53XX+e/eb2hrb1pYmGhv/nOor3lxdrCz7clof+Nw76vH9dbuxt8+by0F3k3/7rfSi7AaLq2GmOfUKcZ628b628f6WydGOkcHW9uafp8e7+5teznU3TzS09ny6rnTalHI5Dabw+ny2F1+q8sHpnJMLo/B6TA7ne5aj6/W+/uTn3e2108OA+HT3f2tueHeV9OjnUPdzf0dTd1tzf2d3Q/qH+KxhNs/ZhUTqhUyS0U5OyOVoFW5fZ5H5aU0Wg2fy5F0tPdsbGy2tbU9efLk0YOHk+MTw4Mjd+vv+Tx1ZoO9vKQ6N5tAKqyiVQkqytk52aSsTNKdVHxBIbWiSlxZLauhq2h0NaVKBlrRRXhaAZYCbFwAVkA1BEBz6+/Y1Nu4G1e61KLcdFISLtkZ+XgsbmluFgofQtDxyrtFvdHAFcnEGqtQ5eQqnQAuXLlZoLLwFJYbpijswAhKoLLxlVamUFdM4WUVkIkVnCQpqHx1NV9dxVNV8VQALmDOJWl2CSjDFhtA2kLnawBcyAwRmSGqZIjJNGEphUsiswBciMRqIrG6EFdRiKvIyigsL6XRabyUOxkMOnVmeix8Fjw72YlDATSy8xdZoMD3cImfrsdP19Gzm0hmLpfR99fw1nV04xJUQ+G16/DqVejdv8Al+mk++mkewAWkMPDREnryBvAJCa2i4TVgeAefrV0gO/HoRgzaiEGbKLwVR/cSsUAiFoyh+5eJT3EkCIV34OgOCu+hkR0kvB2LbsehnXNk7xzZj0W30cgOHN1CIztQZBsJb8PRHQTaRaBdOLILQ7sxeD+GBiPh3VB4NxrZi0L7KHKAoB9i6AfwEUYOUOQAfITgIAztQ9EAAgcROIhE9yOhQORsLxIKRM+CkVAwjnxC4Y/gK5eJL9dXxwn0IwztRyN7kWggCu1HoX0Y+YjGPqOxQxj5DMNfYPgLgn5B4c/R8P711fE/vx73DrySaqQyvU6q08r0OrneyJXK6XyRQK4FDk9gn0htchjsXpPTb7B7k3BRW+2AL7baequ/zln/wFn/wFF33+Kt19rcUp25tIZZweAaXX6rr8FRdx/ABUAKpDB6hxeQxej2qiw2sPco0ZsZYjlQfEGao7G6HHX3wZaAyVtn9tXrvbWALzqP197QYPK4zU67p87b1PxycXFyaqy3s/XP0cHWmYmetqbfV5bGOpufuCyKgY4Xn/fevZsaVLCrJfSKKmKBUSEe6GxeX55emhueHO2aHu9ub34yOtg6MtDe0/FqrK+7r7Pt8f17UrHEbLY6nG6guVi9tSaX1+z2mj1uq9vtrvV4/Z5ff3u0s71+dhyEzwL7m7NdLb8PdL3s7Xw92NPR39nZ19FjUJvS7mCy0vBsukws1FeUcfOwlVqNR6mw0enimioug87v7xt5v7EzPTU/OTk9ODj8xx9/KmRqNoNfSqog4EpZdEEpqRqHLauu4JaVMDBZxBxMaUYWCUegEUvYlBo5pUZeThYRSZwiAp1EZBIL6eDeHthNA8P+YNolO4OUeqsg7TYuI6UQHAPIzSrJTSdhUgtB5pKPyZufnoqGvsDwyZu38wqNmi2QCJQmvsLOUTjEer9Yf6O5CJU2EAKFVai0idUO4I9LF2qJFG4WvoJI4X4/5k8T6ehiPV2sZ0gMQHMBmi4Y/79xvVRYuVITna9hCnXVXDmFLa1giiuYYgpTAjKXkkoOKIsKCytJpBoCvrKokJJyG1tMrKquYt25nc5hM6enRqPhD9HwfgLej0N7yZro/w8uSazEI+vxyPpldP0afv8Ven8VWb8KvQNxebZydfbmO5vLj3ORj3PRLwsAK4AsidA75OwdGlpFQqvx6MY5vH2J7kaOV87hzVh0NQ6tJaD35+jWRWz3IrZ7juzFkF04unV5fpCAd+PQzv9cfvqa2I9F3l/F9uLRzQtk6wLZQcMb0OkqHF5HIhtweB0EGtmKfcuG0MgWCu8gUBI0++exD4n4wXnsQzwWTD4n4gcJ9ABFAigUQKDdOBKMI8EYvA9HdqHwDhLdR6FgDD6IwQdwJBCDDxLoARLdQ6EAeCca2UHgABILovGDeOJz4vzLefwQRj4i0AcU/ghHD2LIJygaiKEfEDjY298okgslWg2Ai0SjYwolDL5UojaanH6jw6cxO8GQi87qNjp8BrtXa3cqTBYAF43NYXB5LL5aq7/O1fAQQMRZ/0Bn9whVemIllUznAEaYPXWADuABPFu89cC5zuz1K81Ws9dvdHs1djdVIAELjUBtUVucIPGx+hqstXdtdfdMtQ06j1/j8uo8fr3LY3C57bX++vv3nj1/MjTYs7o829HybHq8Z2aiZ7i/eWyobWluqKvtT7NWODXScbD55unjOn4NOT/jlk2v7Gl9NTc1uPN+cW6qf3F2sLv92WBv4+zkQGfr8/H+nuG+7qe//SoWigwGk93hstrcNqfP5W+wemvNbq/N43F4vO5aj9vt/PmX+9tba+HTD+Gj7b312ZaXv3Q0Pulpbxwf6uvr6Gh8/ppCpt75KTsjBadVO8UCIy6vsrSEI5PaGXQ5m6UQC3UyiX56aml4aOLPp6+6uwZ++/VPuUxDIpSVFVeVl1QXF1HKS6j4/FJCQQW5hEEqqsnBFGekF/33D5jcfEpJOY/KUFdUSQsJzJxcSn4ehURklpdwS0lsMPUPpvtzs0vBMG7qbVzqrYKUn/JTbxVkphJANzonjYhJLcxIKchIzc3JwMxMjEdDX1D07O3KgkylFEiVYo1VoHTwVC6ZqV5q9AvVdqHaKtE4QYjVDrHaIdE4ASOofHVRJScTRyZSuDSBhspXgwyFJtL9m6ALxueAqwtYlRap7Hy5hSHQMgTaGp7ie7hQmJIKqhAIungCJam5kIqq01MLSotrqqtYqSmZfB5nanIkEjoA4//nyH48Od7yr3D5XnMBWIlH1hPRjYvI2hW0kYTL5dnK5dnKxenby9Ply9Plb1vRH2aj33xzQf4C3L3R0CpIXhLRjQtk6wLZSkDvY5H1eGQ1EV27gDdvvohsJpBtEOfoTvIiATjIlohunEPvE9G15K+FhteQ0Cp0uhI5foOEVmOR92h4AwmtI5ENNLwBh96jkS0E2o5De3F07wINJmKB5Mc4upeAAzFkNw7tofBOHNqLQztoZCcO7SXgQAIOxKG9OBRIwPvnSPB/xX4CDsSQAAztokjgW+zHYwcJ9GMM/YBCN6kQFA2Ez/ZiyKc4+rmj6wVfIpDqtDKdQWEwiVRaOl/EFinEKoPB7rW464wOn1RjEin1YB8aXCkSq3VgiE5ncxocbjCk66htsPvrnbX3nbX3Le46vkyDwZEq6VytzW1y19r8d8Goy03CYnMDMdjk8QHZBWguJo9P7/LxlFqOVGX1NYCNR/AygIvZV2+tvWupv2euu6vz+FUOt9btMXg8Vp/X6fU8fvxweKhvcWasp+NVT8eLt4tj/b2Nw4OtSwsjC3NDL54+dBjlE4PtK/OjGjEnO+VvPruxrfHZzER/YPvN4uzQ8vzw3FTfYG/ju+WpgZ7mrtbGscG+Z09+V8oVMpnC4XTb7B6jxWmyu80Oj83tc/r9Lp/ff7fW7XY+/vlecH87GvoEne7vrs10tfzR2fRHV+ur8aH+6fEJj92bnpJz+8esYiJVo3Sx6CpcQXVFuYjPM9CoUjpNwudpxGL9s2ftf/zRpNPYmQxBaUkVjyutojCrKRwGTVhaTCMVVhEKKopwlcWE6hISLSuzKD2N8P/8Z8aPt3E1dEUVVVFUzEnPKsvILi8t4zGYamqNrKyUm5dTDpYVQWWUnlKYlVYEAvjpZqYSstOJQNnNSMFlpBSk3MoqyMmfmRgHgu6bt/NqvU6o1AhVZpHaJdL5QOYi1buleqfC4FUafUqjT2HwSjROodLGk5m5UhNDpCNUsNPzywrJLApbDqjBV1o5CgtDYmBKjRyFBTi5gIwG8AXYL/BkZr7cwpWaQOYCkpdqrpzClFTQRTUsGblGUFnFIxCrb6xFCsiYrKKCvLJiYhUeV4LJzuOwmRPjQ4nYcfhsD4z/J9OWC3j/Eg1cooELZC8B7VyEN6+i2xfwzXWRc+g9eLiG319E1i7C785DK+cnby7PVq7Dq4nj5cvT5YuThb/g8s2GbgHkLwAu8OkKfLqCnL2LhdcS0PtzeDMBvY+DLhT0/hLZukK3L9HtS3T7IrZ7Gd8DWcwlunuJ7l7COxfQNvglrtDtS+T9BbxxDq0nohtJvoCcKB7diEXW0fAGsL2KRzeR8CZIZ+LQTgLeBRGHdi7QwAUaOEf2kl+JRbdB1hOLbgOyxKLg2G3g38gC0AMCgbYRZAeB92BoF4nuxeD9GHyAQkEUCiLRfRjah6F9IB4h0KeWtmdcMV+sUUu1erneKFCoazh8llAu1ZiAsZPW4pJqTEKFTqoxgS6J1uqQaPRyvcmQ3BJ2+4DxpdVb6/Dfs/vuWj31IqU+B19MprIBICzeeiC4gJkXgAyd3QOsdjU2B3CW0jvdGrtbZrTyFVqZ3gLm7oBAY3LXgrLI4m8w19011TbovbUal1fj8updHpuv1uHx3r17t7OjZXpieKC7tb35z8X54ZGhtv7exrfL4/Ozg0N9zb8+9t/3W1fmR588rs+68982o7q38/XO++XVN5OLs4Pz0/0LMwMDPa8XZoaH+zr6OlunRodaG1+bjSaBQGS22OwOr8XuMdndBqvT4vTYvV6n1+dr8IPM5cPBLhz5Ap8F99Znu1v+bHr2j6YXT3raW1obmxRiZcqtrJ/+lkWrEdnMd8nl/EI8tZoi47INfJ5BLDKxmMrSEoZe5zEYPFKxQcjXVFN4Ap66msKrJLMryln4AjKhoBKfV16YTy4m1hAJ1dlZxPRM4n/9LTsts5jKUBaX8fNw1EwMuaCQXkOVM1maygphEYGek1WSnlKYnlL4b3D5RpPCJFwwGaTsdAImg5CRmovH4mYnJ+DIUTR6tPxmTqXTCpUavtLEV9j5ardQ6xXpPODMUJIsMp0b7D2DHSKaQIMrY6TkFuPLmQAuDJGOJTEwpUaqUEsVar9vRfMUFmAcBWQXnszMk5nZYgONp2aINGB9kSZQ1XDkVSwpjaNIwiUnh1RQUI4vIGNzigtxFcXEqtycwtycAgGfOzszfnURgiJBMOeShMslEryK7V/F9gFfLiNb19DOJbIF+HIBb4KHK2gjCZeL07dXoXdfI2sXp8vnx4uJo7kbuEBf5qEv8/DhAny4gBwuxY7fJEJrF5EN9GQFPfkGl+jGBbx5Dm+eg+E8ZPcK2b1G965ie9fxAIir2P51PHjzKbp3hewCvlzHdq7Q7ZtfLrr1vWtePHwDlKQzTTy6jUb+SkbOkf1kXMYOknGB3mQicWgviaE4tJOESzJ5ScA3XjjJQOGdGLIbQwIoFEgWUCgUjMH7KBSII8E48gGKBGPIl2j0U1PzM46IJ1QpxWqtXG/ky1VVLC5bpFAZ7TfGTnavxuyUaPRitU5jsTtqG2y+WoXBJFSqZToDuFtkcnnBXBnYBgAnh2Rac15RWXkNS2G0geoG5CzAewHYL2ht7mRt9ZdFps2lc3plegtDKDO6/MCtSmf33JRUvnqLv8Fce9/kv2fwNujcdRqn3+iptdc1OH11/rraly+ejQ31T4z2Nb9+MjnZPznZ29X18s3S2NzMwNvFsaHuxld/PGx+/svbxbHKsgIeizI3Nbj6Znp7Y2FpbmhqvGNhZqC388Vwf9tQb3tvR8v4UH9PR3tDXT2fL9QbTA6nz+b0mR0eo81ldritbrfN5fbUeZ1O++Of7x0Ed+DwZ/gsuP1uaqDzVWfTn70dTb0drXdr60j44vSUnB/+M10k0Lkdj4pJrKpKKZOlr6Eq2SyNSGiuIAtyc8pYTCWbpeBx1UKBjsWQCXgaarWQUsEtIdHysWUEHHCurCgtphHwFGxuKSa37O8/YQsKqTSmKq+Qnouj5uNppWQhnaGqrpGVFLMJhTRMdklGeiFYQAO3inKzSNjs4rxMUm56UWYqHlhzZ6cTMBlFmIyinMyijNTcgjzc9NREJHIYjR4tLc8qtRqhUsNTGLkyKxB0hVq3QOPgK83gxjMIwBfQimaK9YVkVhq2nFjJp/F1fIWdKTKyxCa6WF/NV1fz1XSxni01siQGttQIDqSBUTqOzPRvcAHedFS+soolBXApq+KRKzl4AiUri4DFlhTkleViSAV5ZYW48ox0bB4WLxLy5+cmL8/PEOgD6BYla6ILeB/ABfAFuCuAf78X8OYVun2Fbl7AG9fw+8vozeD/93BJHC3ED2e/dYuOFpMRO36TOF0BHWxwnQToNyBbuUC2LtHtf8b3v8YC1+jeNfoXWa7jget48Gvi4Gti/2tiP/nODYPQ7SRZEpFN0NBCTtdioY14dBOsMJzDN+Y0sehukiyXsYOr+IfrxMf/HVfxD4AyIKMBSU0c2vu3yigB78chUC7tJeBAHN2PIbtxdC+OBAFc4siHOPIhBh+gUADoMnHkAxw9SMSOIeiwqfkFRyQQqpQilUauNwqVmhoOnytRATXX7Kq1++6anH6ZzihQqBUGs9Vb66xr0FhsIpVGpNKA0yKAL0m4mN0+q6deZbTjSyrJVLZEawJmUYAmoBr6S9N1uoFqY6utt/hqjW6vzuk1eeu0NjddIJXpLSBzMTh9Vl8DKItM3jqDt0Hvqde563TuOq2r1uRtcPjvOX31Hq//119/HejvnpudaGl5PjTUsbg42tHxfGaqb3F2aH15cml6cGGyv7/j5eRo1706m1LKGhlofb86u70xv7YyPj3RuTQ31Nf1srP1+XBfR3dbc39nZ29n15PffpdJ5Aaj2eWutbv8FqfX4vRanB6bx2NzuV1+t91uffioIbi3GTn9gIY/7K7NTI90TQx2To32dzS/VssVmPSc1NvZt/+OsZhq7bb7ZSV8NlPH5ZlrqCoGTU2nKcB5Xx5Xz2apWEw1gy5n0pQMqqyqQlBZziMWUnF5lcCtkkioJpcxwQHfLEzJf/+AKSQyyiuFWDyNUMItqxBVVEkrKeLiEk4RgU4somWkF6WmFIBN6IwUXEYKLjudkJNJBHDJSitMwgWkLZgMQnpKTj62YGpyPBT6fBb6vLA4LVMpeTIlR6ZnySxsuZ2rdPLVTp7KxlGaRBqHROOU6z0gf5FqXUA64crNpCpeNr6qjCphiU1ClRNcLGJKjUDTZUqNYKuIKdZz5WaAFbDHyBLpwRAdQ6Cl8pUMkQZMu1QyxAAu5dX88go2gEtODgnABZtTjMkqTLmTjccRBXyTSxgpAAAgAElEQVTu9NRoDDmEIsE4FIhFd7/XXC6QPZC2XCA7wF0hmbYAuFwi778im1fQBjBbuDxbuQq9uw6vXpwunx/P/5W5IEfz8OEcfDgHHy6gR8ux4zcAKwAxN8fWvvHlEt75GguCXaYr5CZbuYoHr+LB68TBdeLga+Lga+Lgn/Fk7F8hu5fwznl0C+xWJiLg3tLmNxPgrRsN6Vt8D5cLNJjky/8GDeDL5fnB5fn+RSJ4Ht+Po/sxJBCD92PwflLoRaEACu+h8F4MCcTRfRTeQdFdFAog0T0kuh+DP57DHxLQQQzev3kN3ociQRQ9ika/NDY950lEQqUaZCJCpYbGE/KkarXJobW4LO46u++u3uYRqbRssUyk0mosdqPTbXC4dDaH3u40uTxmtxdY0iWXGE0ur9Vbq7HYi8gUCpMj1hjVFuf3Q3QALjeIcXvNXn/S3Nvo9lr8dUaPz+TxSXQGhlAG9pWSo3pGT73O6Vc7fMnQO+sNrgar567NXed0+R48eNTZ2T43P9nR2djV07i8PN7b/WpkoGVtefzt7ND60vjCVN/O+txg96ve9me/P/bNjHUFtpfXVsYDO4uLc70ryyOjg60drc8nRvu621s6Wpr7u3tev3yl0+gNRrO/9p7LW291+YDmYvd6/zdcIsd760ujo30tQ93NvR1Nd/0ecklpdhrmx7+lYrNJPz96YTTUVlVKqTQVi23gcE0igZVcJrz1Ix6TReZxjGyWhk5VUWtktGpFRRm/lMQuIbLw+dUFWEoRnpaXU07AU0pIVOBteicV/3/+I72gkJpHoOYU1BSThZQaeUWVtJwsKC7hEApp4MpwdhYRWHOA9ASHKcXnlGEziCBy04sAWbIyCFkZhdmZhPS0XFw+fmZ6MhI5DIW/LCxOy9UqtljGkenZcitDamVIrUy5haOwcJQmodoq0tjEWie4zQrIwhDpBCpbKVWYW1hDpkqZAgNfZmOLQLPJwlFYeCobT2UDcy7gtAgQX6h8dTVXWc1WgKEYMP7PEGnAkC6FKalmyxg8VSVNRK7kFJFqwAkdfAE5L7ckF0NKT827fSuziFACBF0E+hwN3/zv+323KAmXc3j7Irx5EdlIfNNDknABmQuwiQKCyz+jq5dnby5OFi6O5r9N6B7PIUezyNE8cjSPHi/Fjt/ETt/FTt+Bi7A3uUZ47UbcjWxeQLvn0b1EZPsC2r1EA9ffsHKDmHjwOh78GgsCuPxP4sO3Emk3eXLppvwJb8JnG9DJe/h0EznbioV3EtG9c2QflEXfCpy9pFgLWANw813sA7hcnh9cJILn8YNE7IYpSbjE4P0YEkgGguyg6C4K7yHRPSR6AOByjgQvEh8SsWAc3Y+hwSh0EIsdA7hwxWKQhki1eqFSQ+eLuBKVXGfR2zzg+KHW4hIo1CyRFBh0ayw2k8tj8fisXr/dX2f1+k0uL8CKzVdn8fjBMVaNxU6qrK7h8KU6s8bqSjaJLN56i7f+r099tVZ/HWhCmzw+s9dvr7+rd3nAoRIqTwxqouR3AWMXratW66rVuet07gaj+57Jdc/ivmdz19ld/vqGe83NjTOzE719Ha3tzxcWxgb7mwd7GzffTr2ZGgCXFVeXRnY35scHW5ueP97fWtrdmt9cnz4ILK0sD71dGp6Z6OnueDU9Mdzb2dbW1Dg2NNzW1Gw12zQaXV39A1/dfZvbr7c4LE6P1e022x1Ot8NqNT98UL+/+z58chA+2l2ZG+xq+aO37WVvR5PDbCjIxWanYe78lFlCoj75vUUhtzOYWhpdTWdouTyzWGgj4Bm3fsTj8qlctoHN1NGpKhZDy6Cqyop5xEImAUfNz60swFLw+dVYTFlONikfWwq23m/dKfivHzCkUg6OxMDkV5PKBZXVMjJFUkkRl5MFeFxNViYpPY2Qcic/9U5+yu28Oz/mpt3Ox6QW5qQRsBnE/KziguyS/KzinExiEi5pKfmpKZhCHGF+bgZBTmHkdHVt2WAxcyRyvtLEUzlYcjtDamUprDyVjae2yI1umcEFNg/BuAqodMRaZxlNhCVQy2skdJ6OIzazhEa+wi5Q2fhqu1DrFGgcYOSfJTFw5WaQswDEVLMVFKasiiWnclVgcfFG1mVKKEwJg6eqYkjKK9ikEho4noPLL8/HluZkE1Nu59z6KaOkmMzjsmdnxuPoERw9AHC5gPdBfK+5XKK7AC6gG5OEywW8cRFZu4isXUPr19A6qIn+B1q7Dq9cHn8Hl9jJPHo8hx4vxE4W46dv4idv0ZMV5PgtfLgSO1kDLShwxhE5excLbcRCmzGwOhnZvUQDXxMHSbhcfhOBAPkAYr7GglfIjfL8/VhxLLwDn25GTjags004tIWEt4HUgkZ24OhNgCkYBNpN5h3JSMSCiVgwEQskYoHz+N632E/EQO3zLy9/DxcU3UXR3RgS+B4uCXj/IvEhju7F44F4LAjBwXjiOAofvm5+zuLxJUqNXKNXaA1ihYYjlIrkWpXeanb4THavxem3OP0qvVkgVQplKpXerLHYjE633u7U2RxmtxdkLnZ/fdLYBfi8qExWYkUVlSsAmQtIVUD7GeQgABagIAI1EQCNtbbe4PZa/XVWfx1foRWq9EAPBu8bPfUmb4PJf89S98Bce9/kf2D2PrB6H9q8D2yuBpuz1lPb8OzF89HxocGR3vbOl1NTAyNDbSN9TStzw+uzIzvLUwdbi8uzvR/33syMdbx6+mB7bfbwYHVrdSqwM7/6dmRhtm9+ur+749Xk2CCAy+ToWFtTs8fllUrlHm+9x3/X4a0zOzwWp8ficplsdofL/j1ckNB+YGNupK9pYrB9YrjXbtJjszGY9Jys9LxKMvvxoxcioZHF1rM5BhpDy+YYqdXKzPSytJTishIBh2XgsAx0qppJ11ZT5MVEDonAIuDouLyaAmx1fm4lFlOWlUHIziRkZRZlZRbdTsHdTsVTaqQllQI8iV1eJa2iKiqqpBWVouISTn4eBZwwT00pSEspSE/FZaTgMBlFBdklBdkl2AxiXiYpP6s4L5OUnU7ITMVnpOEz0/F3buWm3Mkm4IsWF+ZQ9AxBz9bW35jtNrZYxpUbOAobU2Zjye08jVOkc4n0DqneKTO4pHqnSGNL3lEUqu1yvYdME+fgq8uqxTSuli0y0Xk6jtQiUNm4SisIUAqBkX/wDNjEFOpoPDWNp2YItEyxlspXVrIkVRxZJUNcQRfROIoalqyCwi0tZxYUlGOxJfnYUmxOMSar6NaPWXduZ5WVVnI5rLnZifP4CYDLObJ/iQS/hwvIEq5ie1/h3Wt461uraB2kLefQ+kV09SK6CjIXUBP9M7p6HV65Olm8PJn7/85c0KNl6HA5+mUp+vkNerwK9pRi4TUw9hKPrIPLJujZVjy6fYHsgV/iMrZ/HQ8m21cJaOcc3r1CAtfoPiijkp3zG2ElshWP7MbCO2hkJwEHLtBgAg6AbCUJlCRT/o0U/4qYQAzZjSHbcXQnEdtNwgWF9/73y8nMBUF2EGg3GtqOhnbhSCAW3UMjuwi0C0e3EGgbgfegaACNHUYin1++ekplMiRKjVJnVOqMEqWWL1HJNSatxWOy+TVmt8nmd/nvmexeoUzFE8tlar3GYjM4XGqzVW22mt1ei8cHUhUguyT9uhUGM6G8ksYT8hVaucEKekOg6fMXKVx+YAdlr2sAk3i22nqT12/0+ABrNFZXNUf4/WiM0VNv9t211z+0NTyy1T0w++6aXPdsvkc27wOLo85k99rdvl9+/61voHt0YrC7t2lsrGd0uH1soGVmpHNzYXxjcXxjeWx1aWRnfWaw+8Wz3+o2300e7Cy9Xxnb2ZxZfzc2N92zODvY3fFqbLivt7OtvblpfHik6XVjQ129kC+yWV1Ol8/ta3DX3nX66h3eWpvL7fZ6HA7b40f3PuxvQqFP4aPdo+DqwlTf1HB3Z8trDoP+w3/87c6ttPTUPAqF++jhS7HERqWpGGwdjaHlC23FJfy//4hPSy8tLRPW1GiYLD2lSl5NkRcTuYU4BrGQWYRnFBbQcHlVudnludml2JySnGwiNrc0O4t4+1b+nVR8RZW4uIxbWS2hs9QMto5SIy0u4eTlV2FyyNj8iswMQloqDmguOZnEgtwyQkElPo+ck3ajvGAyijJScGm389NSCtJTC9JSsJlpOaSi4sWFmWjk5Cz0eWFpVqnX0rhiulBNExmoIhNTZhPo3BKDR2xwcmQGgcoCyqLkbTOp3i3Xe8pqhFn5lcWVAipHwxIaa9hqpsDAV1qZUmNyiA4E0GiA9yVHYgS7RUyhjinUscU6KldRQRdVs2UUpqSSJqJzlUyukkoXU6r5BAIlP7/se7ikpeaQy6tYDObszHgcOYEjwVh07xIJJnUJ0Iq+UTxi+19jgevYziW8801zuYHLFbRxBa//E3n/Fd74prmACbqlq9Nk5nI6ixzNwocgeVlGDpduTqMdrqDHq/GzZKzcxOl6/HQ9cbaZiGxeQNtAUrlAds6jW5fwzg1N4v8S34vPF8ge6CKDPAUUO+fIfhzaA5IHEt6ORXe/7++Ad749BM6RvWRDOgHvxpCbQOEd8BNufg60m0QMUF5AfQQmXG60GCiIRPfRyC4a2UUjO9DZJnS2CYV3wqfb0fBB6HT/1asndA5DrFTK1DqpSsuVKhh8qURt1dr8Oqvf7Lnn8D+yuBvAXWe+XMUUSuR6EzhBL9MZk5ZRoA9tcLjB4RHgWVlaTavh8PkKrVBjkJtswOEJzO8b3H6jpxYY4gIvS+A1Z3D7QfvZUXcfrB2wJUqxxuiou693eIG3C9Bu1DaXxVtv9jQYnPUm912z557F3WBy+q0u393Hjxvbmsanhrt6Gjs7X01P9g73NI10N22vzL6dGd58N73+bmJrdWphqme499Xa8vD22uT22mRgc3b9zcibxaGFmcG+7qbxkf6hvu62plcjw4MtzY2///YPkUBoNBo9Xr+ntsHhrXP66h3eOqvLZ3O57Xb7wwcNe9url/FQ5CiwvTo3Ndw90Nl8v85HKMBlpmTd/jHt9k851VUCi/UBV2CuoasYXCNX5GDxrVnYmjsZ5bhCNo2hZ7ItdKahqkZNIgmKS/hEEreokIkvoAETXHxeJT6PXIirLMgrL8RVYrJJf/8hOzODUEERMNkqGkNOZchpTFUNXVZK5ubjqzDY8pw8ckZ6IVBSsjIKM9PxWRmFmKwibE5xbhYxF0PCZBDSUwtS7+SlpeRnpOHSU/Nyswsy07Mw2Zlzs5PhyHEYOplamFEazVSelCHSsWQ2rsLF13hEBq/Y6BHr3RKdS6RxiDVuntwmUDrkBr9U4xGrXGKVK59IT8WUkqnSKqaSIzYLZDa+zMaWmGl8XRVbVc1RM4QGtsTMlVg4YrNIZRcorDyZmSMysAQ6Jl/L5GtZAh2Dp6lhKSh0KYUuraCKK6tFNQwJh6em0iUVFF5JMR0cAszNKcnLLbn1IyYrA0curxbwhG8WZuPwcfhoNx7ZT4Rv3HOvkOAVEgQeuufIHqDMFbJ7Ce9dwjuX8M4Vun0Nb11BG9fRjX/Cm/8X3rwOryWOl2OHi+dHy9eht5eni5eni3/BBT6agr7Mwodz4Bwa/GUZOXyDHq/GT9eBrHseXj0Pr55H3p2HVxOhNbCFfR56f2MeA22fR7dAYwjoLP88//D1m7j7V0/r2wNAw/dtZjCiAkqhZJ/oMnaQ7Dd/F/8y3hKLbqPwDugux9G9ZHoCsJKIBc/jB+fxgwR6E2DYNx4LflNkDmIwqDkDseguHNqCQ1toZDd8ug2F98Mn+y9f/sriMGUalVyjlyg1HLGSzpPxFUaZzmlwNFg8D6y+B0ZXndbiUeitAoWaKZTw5SpgRidSacVqHXDqBskL8OsGn4KyqJLB5sk1Iq1RaXFoHR4AETCrArAC+AIc6m4+tXuARgOaRKAnDdpMVl8DgIvW5rZ460EeZHDWmj33LN77Fu9ds6ve5PLWPXjwrPHF4EhvR9er1tZnE2NdI73N/R0v382NL04NrC6Or69MvVscnhppmxppWV0aWl0e2H0/ub81935lbGluaHF2qK+7aai/Y2Sgt7np5eBAX3t769M/fpdKRGq12uVxe331Tl+dxem3uOvMDo/Z7rLabb/8/OAg8D6BnCBnH7bezU4MdnY2PTdqlNnpGSm3U3/8250f/jutrIwhkVl5QhNPaGLxTXSOvrCU+18/FmTkVJRWSqro6mqqisHSM9g6coW4HCwfFtEKC6pw+eSCvLL8nJK8HGJeLgmbQyzIK8tMx//4QxYWW0KjiTgcRU21sJoqrKGJK2sExaUMLI6clVuclUvKzi7MySbkZBOyM/GZ6QUZaflZGbjsTDx4yMrAZaYXZGXgcrIJuZgiLAaHzcrNTk/D5mbNzU/CSAiKRyfnZ0UqDVOkZIh0bImVq3DxVC6WwspSWLlKq1TnBbuLYLdIrHELFQ4QuGJmBpZcQZNRORq2yMQRmThiM0dsZoqMDKGBKTKyJWaW2MTg62lcLbhtxJea+VIzV2xkC/VsnpbF1XAFeiZHTWMqqAx5FVVSUSWsqhEyWHIqXVJVIySXswvyyelp+BxMMTan+NaPmLxcEqWSwecKludn4tBp9CSQiAbjod3v4XKzxAjvJuDdG6ED2r2AdgFfgAcdcM8Fm9A3s7knN+O5f8ElEZpHT2bgwznkaD52/AY9Wo4dr8RP3sVP1xNnG9+uH61fRtcvobXL6Ppl9P3lt6Hg7+Fyje79M77/P4kP//f8YxIuybQFzPzdPMf2L9BAclwFBBBrv8tQgslaCQlvw6GtOLTzLeXZQsJ/zdol51zABlOSR8lO01X8w2XsJi7iH2Pofgzd/6b1HsTgg+QsDNCS0chu5GwHjgRDp/svXvyDxqBKFHKpSiuUKTliJUuoFCnNMq3d4Ggwu+9b3PeMjlqd1asy2iVKLUcoZQpkQoVOrrOAYwAKvRXcftbbPEaHz+KuMzn9JqdfZbSTKqjVLAFPrhFrjEqTXWN1gQAOL8kSyeSuTc7sgilesAAN6iCD01fNEfIVWvAtFm89aE7ba+8B3OjsPqOrzuS+a/HetbgbjE6Pt/7eb8+eDo329Q20trT8OTzYOtrX0t3y59xo39L04PRI19rbydWlkZG+16P9r0b7X00Mv97ZmAhuz+9uTC/NDb1dHOvvae7uaBwb6m9qfNHb09Xb2/382VO1SiEWi10et8/f4Km7a3b4rJ56q8sH4PL7bz9/DG4hkU/X8ZOPe28Wpvr62l9oFSJ8PiY/LzcrIzstNaucXM1iiXhClVhqZPPVTK4yj0BJycCRyuh0tozKlFRThQyWjMmW02giCoVNLqOXFFNIBDKxsLSosLgQR8TlE/AFRUWFxSRCWX4eAZOdX15WxedJeHwJnc5nsQUslqiKyikrq8EXlWMLSBgsITcHl5eLw+YU5GLyszNzM9MxmemYrIyclNvp6alZmemY7MzcXEx+Xi4uH4vPy83HZmdhszOIRQXjEwMnpx+heGRhZUllsvDkOrZUz5M7RFq/WO/nq508lUOsd8sMHqHaLtG5hOqbPSOezCxS2YVKW2EZMzO/vJwqAs5PDJ6GJTTyZTauzM6RWgBZmCIjg6+n83RMvp4lMHBEBq7YyBEZ2EI9i6thctRsnpbBVgG4VNOklBpxDU3MZCtYHCWLo2TQpcUkWg6mOA9bVpBXlp5aQMCTa6rZXDZvaW46Dp3CZ8FENBgL74KLRRdQ4OLbejT4ZwUk1H+DyzW89b1N1NfI2tfI2tXpysXJ0tXJ8tXJN7hcRBbjpwtJQTd2/AbAJXayBjKXy+j7K2jjMrp+EV29jK5/RbavoR1wu+QC2r5Jlr6N1YEmEcDK92XR93C5uulef0jCJUmBq/iHZB8aMAIsQMKhre+ndQFTvo9v47z/Ukx9F38tAcDRHSi6g0T3kOgeGMwFczFJ0ScW3YuGdpHowdnJ3rNnP1fVUAQSsUim5IllXJGCK1HJtHalwaW11hqdd82uuwa7H8BFptbzxHIqR8SXaVRGu97mSW42gqtGWosLbCSZnH61yVFCoVM5Io5UJVDqpDrzjde3yQ6WrQFKgBUDaAmBr4CuM0hegBkVR6qisPigGnLU3Vea7MnXrL4Gg7MWwMXqu2fzNpjdPm/9vX88fTIyPjA23t/S8udAX9PYUHtP67OZ4Z6NN1OTo11b63M76zPTo+1jA6/HBl4vznR+2Jv/FFj+FFh+tzy+uTY3MdrT1f56emK4rbWxq7N9cLD/+bOnBr2WzWY7XR6fv8FTd8/mrrN66m1uv9Xpsdis//jl4UHgffTsAAntnXxa299a2N9aGO5vbmt62tH6srXl9csXzzo6Orq7e3t6+/v6h7t6h7r7hhtbO142tTa2trW2dbS1d7Z3dLW0tre2dHZ2dvf29nd3dnW0tXe0t3Z1tnd3tXV1tna0N7c0N7a3tXR1tre3tbQ2t/T29o4OjwwMDPT29g4MDAwMDHR2dra0tDU1tbx81fj8+cum143NTa9BNL5++frVCxB/Pn3y/NnTly+eNb5+2dT4qrnpdVPjq8bXL18/f9r06s+Xz34NBNYOj4InoS/TCzMyjYYllDOFGo7Yype7hCo3V2nnqRxCrVOsdYIzz0K1HYznssUGkcouUtkLy5hpuSVgK5op1NG5apZIL1K6+QonKI5quBq6QM+VWPgyG4OnY/B0DJ6GwdPQuWo6V83ialhcDZ2lpDLkNXRZDV1WTZNW06Q0hpTFUdKZMjpTxqBLy0qZ4O5oLoZ051ZuUWEFtYbDYXFB5hKLfLyAPySigfg3D914eAcMvID/sG/6MzCInStk9yuy/RXZBgaXAC7/jK7/M7p+ffbu8nT5X+ASO5n/XnOJHb9Bj96iR29jp+/Qk5X42SqAy0Vk7Ty8ehFZu4a3knC5IRm6d43ufUNM4Br9a8IPTNb9NUqc5Ets/3u4JCduY9Hd5PP3E/1oZOe79GQPICaZy/wv0Owli6lvvPgrbvpQ0T0UCsSjwXgUDBHt/RtcUOjD2cne06ePamqqBBKxQCJn8UVMnoQjlEvU/y9d79Xd1plli/6S+3Qfzhl9zznd1d3VVdWVXc7lbEtiQgaIRJAAkSOzgrNlVznJyjmbClQWJVEMCHtvRCYAO31hBwRSlrvvebsPH7hF+/Qd4xscEASSorgx91xzzTVX3BNIDUcnwqm90dH3w6ndwej4cDg54Av2u4d26a2G/gGXLzwcHQklJwLxsaFQwuULE98d2TYfTk0OhRKvv9fTZbAZnV6ze7h/KOQOxH2xsUByMpiaCo3sJh9JbksgOelPTPgTE4HkpD81GZnY542Phcf3DkZHBqMjw8mJt3pNrmA8MrEvNvVBeHxveHwveVlwdHd88oPYxPuxifeTuz8a2f1hYnLP5L4P93/190vfn79x8/vjx7+5eP7w7ZnzF88eunv9YiHz4O7Ni5mF29n5G/dunL0xfXR+9nIlf2+lOLtSeFhbXkjP3ypQjx7Nzlw8d/z+nZmLF86cPnXi6tXpA99+HY2E+vr6kqnR8Yk9yfHdyfG94dRkbGQiOTYZjUc++XhfubCExWWhlpZEWqxnGrik4IoqrcpwtamyDZnDmJUlEUBWBCzEAifUBMAqqiiCKsutAFjDEieCqijUFEUAoAr4FZFbhsIqBusyXpfxuoTWAL8C+DUkViVYl2AdoToGNVFch4CVsCBhAQIWiHUEOYx4CFgkVjGoSbAuI5YcBXMK5mTEak8qmJNgHYMaFNYbmG/IHFstSlK1Wi9W2cqNuzM2t9to95hdQas7bnLFTa641ZOwDSaJbd/kDpORaOtAlIQ89Q/GbZ7Yi2/0/ubPb/z1XaOxP0DUE4M9YHUnLQNJozPWaw32mPyG/ojVHbcPpkz2sLE/ZLAF9daAwew3WgJGS8BkDRJ86dENdPW6dnY7dnY7evqcfXp3n97dq3MZ9APdXf2vvrLrL8+99YffvfIvv/jDyy++3dNtMBst8w/vq4hroLW2tNKWKp1FrgIt8xTpBTdwviUXO7SA+Nqk/IaU/0FmfpCZH3DuCcr+ADNPQGfX4ia/sMHPbXJzm9xWzCWu3kHrt9H6Xbk+q3JzCvuIVEYKt0CWurZhlgwpEXBpCtmWmGsDSmMuhLMQoCEIp+GIxlxaWxBI/qotF//PgoiIL9oDDVYkkZZEWgbUdnzRYOW/qpXyGrJsVTqdI4k0UX9VudSQKx37HCx0Moq3XqaBy1dffdzT09XvsFvsLr3ZpjPa9Ban0xPaDi6h5FQwNjocTnqGQw6Pr8tg6zU7zM4hly9MvHbD0ZGhUMIfGyX4QoaSCLjs0ltNLp/ZPWwbDLr8MW90lIALiWvZfvyJieH4+HB8nCxCI9gxnJwYio2m9n3SbXXtMPYPJye88bGR9z8dTk4Qw0twdHdi6sPYxPskc5cwl5HJPR989snpsydu3J4+efLAhQtH7t26dOnc4Rvfn8k+vnvj6pm52asLD649uH3h8tlv5mcvr5Uflug7TPrWcv7B/MPr2cW7C3O3L5w9dmtm+vvL586cPjkzc+3QwQMjqURfX188kZqY3JsYm0qO7w0lJxJjU2NTexOp+Beff1xdZVpqVYH5DbUsiTlJpBtKWcElrpbV/sOBUOb5MssWRXG5UJgvlRZFviDwtMDlRb4gcHmeZQSuCISiSB6zjMDlRY4WBUbkcgJPA6EocEWBK0KxgsAyEMoiX4JiRagXeLYo1ItcvcDXCgJXAlxZ4EoiXyIvwHBFQqsyXiNHkdYltIrAMoYrGK5AsUJeya4zQr1YX6O5en69SkFcnVuYHRz2WZ1DjsGY0ztqG0jZBkecw2MkjI4Ea5M6yOaJmV1hfb/fOhA12APPvbrrd8+//eYuq9kRMtj8eutwn9XXZwkanTGTK663R/S2sKE/YnJEjPawmYgyjojZEbH0h822kMkaNFoCRI+pVbgAACAASURBVHAhyLKjy76z29Hd6+jVuQymwa4eu67PZdAPvPuO8cUX3v3dv7/0i3/89+efe727S282WuYfP1ARp+L1lrSyIS+3cakJCwRfiOmMvNc6FKFjnX0GLk8l6qlE/YhzP8AMSXLZ5Bc2hccb7KNn4CLX7xFw6bSi6w+l6kO59khm53FtTmbnWyBDmEtDWGiKiyqX1vCls96RePxJ24hsOUFME3csdh0Rd8vjT/ClibeMxj83xVVauETiPLXEYEnIYj4jizmSiUe62g3EkLkkzTtDOtzamBKpG8kX0Y4k0kT9Jd+3JVcauKSCgiJ2lB0CZIBnFLyigYvN3m+xOgyWfp3R1meyOz0hXzAViE+FknuI4BKMjQZjo75QbMAX7LM4+yxuvc1jdfsH/PHh6FgwMRlMTHrDI77IqD82PhwdCyWnvOGRt3YZekxOs3vY6gn0D4Vc/thgOEWyvofj44S5kLMdbsjyM4Id4fG9wdHd0cn33aHE6116+3DElxiPTr7vS4yTv4pM7IuO7wuN7PYnJkIju6Oje4OJ8WhqfGLfvmMnjt64ffX06cPnzx+9e/PyxbNHrl86szB749r3JxcezczPXl18eJWAy3LhfiV/Lz13tZC9M3vn8sN7V+Yf3Tp76vDlC6cvXzp78sSxa9euHD1yaGJ81GAwRGOJqU4fel9kZGpkcu/Enr0jY6lvvv5CYCsEXFRMqZiSxFxLLhLCqHX0JFhoNtZkqaLIy2w9W68tiXxW5NPEmsCzaYHLIJERuAzic1CksEBBkYJclmfTYj1NXgB4SuRyApsFPAUFGvAUBvkGLsmorMKygisNVJFRWRaLJMmMHCQWMChqB4kFkaMFlgI8A3hG5Gi+nuPrOaFKsdWcwDI8y7Acg6T1R/N3hwJeg9VhdvptA4l+z4h9cNTpHbV7R6yDMVIKaeBCyIt1IKq3Dv/5pR1/eWXXez0Okz3Yaxoy2Px9Vl+vOaC3R0yOmN4W1llDeltYbwv3mgMme9hkD1v6wxqyGMx+vWmY1ES7epwEWYjm0qtz9endf32956+vdr39lv7VV3b94fd//dUvn/un//UbAi4mg3lh/qEC2YZUbeLlllzZkCutrUWu5H1KSIBmiyXg0sbME4kmzOUHnCPMRQOXDX7u52URrt4Bq7fh2h20fh+u3SND0rg2B9cf4tpcU0y3YbopLqr8fENYIOBCmIsmuGjg0oSMKlKymFMh3dySmjVk+clBxbb0TMR9NqlIxCRS9cFCAxbIuAABF22+UYV0A1FNvC2m/Kc+mv8SXGSBRnwGgRzpgpPhI0XMy0KnD00aRhq4fPnlR3pDj93p6Lc7rTan3tTfZ7DaB4YJuAQTuztgER+LJCdC8RFvMGroH9TbPHqbx+Iadvmi3vBIID5B0IQADfnjUCj15k59j8lpcvksA367N+zyx8iiEn9igqAJKYtIZaQ9E51835+a9Kcmh2KjZIvrQDgZHt+702Q3e/yJPR8NhJP+1KQ3Pkb2BIRH9wSSk8Px8dDI7tjYvlByIpoaH9uz57ujB6/fnD556tDZs4dv37j0/YXjt69ezD6+e/XyqUf3r966enp+dvrapSPZ+etF6naJvpN5fK2Yu0tmoxfmbp89dfDc6WOXL509+N23ly5dOHTwwMT4qF5vDIXju/d8OLb7/eT43ujo7tGpfWNTu5MjiQPf/p2vl5FYauAiFtMbjaKCcjKgEJ8hRS4Wsg2lCLlsUy1hgQJCRkWFBs6rmBLZeQVkW0peFnOSmGtKBfKJJKADC1nIpcX6olhfBOwS4jOqXFCkPAI5DMlEa6FjzhQoGTAtudxWlhu4qMDOGBoZKyMynAQLJBgIiQxBKCjQSGSgQItcTuRykKW5tTTgGY7N1WuZap25fefqoH/IbHNZ7MP9AwmXb8Llm7APpkiwE1kAQmIWLO4IAReLO2LsDzz38s6XXu/d2efSWXw7+1ykway3hQ2OqN4W7jYO79J7e82BDspYA6Qg0puGdUafzujrM3j7DF4CLlpNtKvH2d3rIA2j51989/e/e5XsC/vtv7/8m189/+t/+/MLf3mjp9tg0BnnHz+QUa0hVRuo0sCltlQmPrq29BO1dDu4aILuE4l+grKbMENyubWyqM09atcftuuzGrg8wNV7YPW2uHILrN6Fa/fQ2ixcvY9rD+H6LK7NtUBmA+VIQ7oFlrSaiJRFhLk8UYoauBDmor3bySASYTRkZUEHFKWyBh/b7bkEEQiabB8U2CImWXJUmGsgqoEozGfIjBI52tQSASNZoGE9A2ppxGbJ2gRJzGEh23HTwKIKCrLAKGKefFPE5xSYR2JBwSsYrnz99Sd9ui6n02mx9tv6XQaz3WC2WxyD3mCcEJBAfGI4OkaKHX8k4Y8knN5In8W9S9/fa3YZ7UP2wRDBl+HomD82Th74IqNDodR7vZZ3e8wGx5DVE7ANBm2DQXcgTsAlPLonOr4vMraXCC4dzpKaCqamSLEznJwgggtBkODobp1j8KV3uiIT+3yJcVIWeeNjkYl9sYm9oZGOjhMZ2UOsLsmJib9/++X1m9PnL5w4ceK7u7e+n7508ta1S7ml2SuXTs7NXnt45/L87PSFU18/vn+pzNxdKc5m56+vleZyS3fv3ryQWbx/9fvTl86funzp7KGDB77//tLRI4emJse7unpc7qHJqfcTY3sm936WnHw/Ob47NT6RGo0fOPBFvcqIXB4LFLkxKCArCWmSo6rCnCxmsJjGfEaG2bZc3GgUN5RSE9MbSoG4qBqIakJKhTkSXabCnAI6v2VJyIL6olhbAOwSSSOTYVZBORUxDUSRm9lPrhNygQm0JNKa2EdIKyGwWOgU1wSSyPUpiTTkcpDLATYrcjkg0gJP17nCzI3LDo/TZHVa7MMWZ9TiiFtcCdsA4SlhUgERWCFGFRKXq7cO/+WVXX9+acc7Xf3EpdJn9uqtwzpryNAf0VlD3cbhPkvQ5IiZ7OEeo7dLP9ilH9Sbhgln6dENdvUO9OqHdMah7j53V6+rV+/pMwz26AZ6dS690WOzB95+1/iX5956/i9vk53ov//ty7/8lz+8/MJbO97pNhmMj+dm2w1RldcwKGKQ74wBE5NuR2rJt+UOhdmUSxpzId0iEnDZ4uZb3HzHRMcvbAqPfwIuKvdQAxe0fl+qPcDrD9DarAYuTTG9DVwyGrJs11yeKMWtUyYmOqKzNBDTxgVtI+Q20tEBEcJQtHkiSaQ7NdG2AodcPVvYkdHOFtB0aiVSLmkQQ6iTCvIST2EuRzQqFeQVSEvi1sCBwEg8LQsM2dWiAEoS6QYuYpBXpWUJrX777Wd6XbfD4TCaLBZrv8FsN1mdVufQoL9DSQLxCX9sPJgY98dGh8Px4XDc6Q0Z7UM9Jme30dFncfd7gp5AwhNIaC/2hkeGQin3cOyNHbo3duh6LC6Ty2f1BKyegDsQH46Pk4UhP1NbyN614fh4eHRPYGTKlxgn4OKNj/kS4974mCsYf+GtnV0Wpy8x7kuMB0amBsLJ4OjuLVvd7sjY3ujo3ujo7sTYVGpy8pMvPr126+qly2ePHvv25s1L05dOzkyfX3x09+a184tzNxcfXl94cOXUkc/v3ThdyN1arzzKZ26vFh/R2bt3b17Ipu/duHb+wtljF86fOnzo28uXLx47enjfnr3d3b12x8DY+J7YyNTo5EexsT3x0cn4yGg8Gfnmm/31KgOFosRTHdzf9kvsBIYJaUlIKyDbxHQT0w1EqVAbo891ZmjFLMEXAi7kt0/uQOQikUBGQTkVUw2p8xXIt0BcmhTXPzsETTr+yS3qqhXIWKAAmyFDKpDLCrUlsZ7h1hfZ2iLHpjk2xwr5m7emXUNuS7/bZPPqrQGDNWx2xvs9yf7BuNkVNDlDOtuwyRkyOUNmV9jkDPWYh3otXrMj9OJrPX95ZdeOXmePcbDb4Okze3tNPr0taHLEjPZoj8nfY/LrbWG9NUDAZWffQHefh3CWrt4BAi5EcNnV4yQQQ5iLzjCgN3p27LK+/Zb+7bf0f/zDa7/59Yu/+uVzv/rln15/dceu93qNesOD2dsYrEOxBIW8jDs+Mm1wkUwtEmhuSQVN0G1jRluH1hIWm+zjRn2uxT1u8/Mb3Hybe9SqPXg2W0TARVy5BVZv4+osEXQJuJBguqa42IbZzpqSn4IL8blsx5cOwm3pLGTXLDkdUgN+Yv9vwAIRWchPtX0h03YZRQHU1p3q2VVI7nukOCLxdyS3oaO5bNVfhL9odRb5soTFKGJe4mltEZQKaQXSTalEwEWR1g8e/EKv6+3vd+j0RqPJojf1m6xOi2PQ7Q15AjFNoCUfO8Zcf9Q+GDA5BnvNjj6L0z4YGAzG3cMR8hpfJEUydwf80bd26d7pNnQbHRbXcL8n2O8JEo2GlFqE5hC9hjwzHB3zxcZImUOaR/7EBNn06Akl/YmJd3rNz/31HU2v8UZHg6nOPiOy5yg62ungJMYmd7+/78qN6StXLx4+8vXMzKVr0+euXjqz8PDO7ZmL8w9nFh9ef3z/++MHP71/80yRus2uLZSoexVmtkDP3r15IZe5f//OlfNnjhJwuXjx/PFjRz7+8KOenj6L1ZFMTURTk6nxDzRwiSXC33yzn60xEixJPE2oZWcmHjEKyGJ+CfNL5BdK+Mizw2clLiPznV3oipBThJwqUjKflfnss3uGVvwCSrskyM2GaHaEuWh8FnM5xGYRmxXraXK2j7kRYktoC+SygM2Qj0Jtia8usmvz9eoCx6Z5juJB8dbtK85Bl9nmMvf7jP0hoz1qdkZtA4l+b8I2FLUORE2OiNUdNzujRI7VWwNmR8RgCz7/as9zL3ft6HX3GL09Rq/eNNxj9JI5I5Mj0mfxdxu9PSafzuLvMw8TG0tXr6tHN0Ae9+oG9Mah7j63JuXu6nHu6nH26d1mq89gGuzTu40Gj8k4+NKL7/36Vy/86pfP/f63LxJwsZjM849nZVQDQhHwlITyMmC0xOtOy2ULXJo4r7WiW4j+P8Glyc412blWfa5Zf9CsP2jWt4GLVLsP1+7AtTu4OivVHkjVh3j9gZanSwhLC2SI56UNKO1oGx7bmCGVkQYfBCOaOL9lv+m0ylsorw0uygJNMEXLkiAXB/lc7XZEaIiGLORC1K5Fwqu37nWM9n23g5T29TXAIqDWwmUVdHSZDsEWcwrMi1wOg6KMVw4d+ltfX4+t36HTG3Umc5/RorfYTVs2OdIA0lpCJOOSNJ6tbp+hf0BvczuGggRQtLaRL5IKJsYHg/G3u/RdBpvOOmAfDLl8UftgyD0cI7yGoAxRZ7aDiz82TnYVkdIpMrbXn5jwhJLuQHwoMmL3hl94Y0f/UIiIuJGxvcHURCA1Ghod72g3yalAnChEoyMT4xevXLhy/dLBQ19eu3bhypVzl86fmH9w++7Ny/duXXp0Z/rR3e9PHt4/P3u5RN+pLs8VsnfopZul/MPbM+eWFm4/uHft3OkjFy+cPnzo27NnTx87evizTz7t6ekzGG3x+ERsZCo1/kF8fG9yfHdidCwaD3399SdsjZHFIkFzrewlwrz2q9y6eWS10+lfCLQqMgRTJC7TQRY+u3WTYGSBlnia0CJSMjfxM9qrNQQ6z/AU5LKwnvkZspDyR4sr08oiQmogl4VcVqynhdqSwGVEISeIeREu37g93e+295lsRrvP6o5bXAmjPWx0BK2DEVcg5fSO9nuSTu+o1R032cNmR8RkD9s9yT7z8F9e6X7u5a6dfQO9Jl+3YUhn9PUYO+TFaA/rrIFe83CfxU/UFs3MooksvboBg8lLpNz3dvWTs7PboTMMWGzDeqOnu9fR1+s06AdeeP6dX/7rc//8T7//za+e++vLb7/71i6Twbgw/0DBdSiWkEgS9Z/FP27FXDIN1CkLtt689HZwIT6XDWGxE6Bbn2vWHzRqs8/yXOT6rFyflWoPcHUWrt2Da/cIxJBNRgr3WAOXzqYSuLXmHlCaQ1cbMmoAWhUprVRpSYUGoJuQ+Rm+NCG5GjoMggQvKCKjcWZyEWA+g7g0ucVtu/LS2rVI6nYCLhoH7hRE2oQk/InoS54hcnIblZug2ME1QCmAwkIWC1R9fVHkaCiWDhzY39vb7XC6jSaL3mzpNZj7TFajzWkfGvZFUiTeyRtNEdsb2V7ki6Sc3pDF5SXgYnX7BoNxElsXiI95w8nh6EgwMe7yhf/6TtdOncVo9zi9IZcvbB8MuHzhoVBiMBgf8EeHoyOEExHKMxwdIc+QbE3yRULJCV8kNRiMewIxkrz5xo7eN3b0RkamhqMjsbE9oeQzcAmmpgLxiY7dJjEyMjF56vzp6auXvjv41fT02cuXT586/t39O9fu3fr+1vVzj+9dnbs3ffLw/sWH09TS9TJzN7cwk567WmQe3Lx25tGDa/duT589dfjihdMHv/v65KmjRw4f/OyTT7u6evp05kRiMjG6Lz7yfmxsX2piDwGXr776uLZOYYGWBZpcEg1AExTY+q3lZDHToRg8pTGRJiKKO631DQlS/ETaB3li05D5ZxqcVlNrCYdERiHVNxByhIxsL4i0rA+CKdvLJchlyWsQT0EuB4QcECkRFAi42JyObr1ZZx00O6MWV8LgCOvsfpM72O+N2QYSVnfS4Rk19Ud15qDBGjbaIvaBEYM1/NJrhpdeM/QYhg3moM7oN5iDhKQQT53RETTZgyZ7kAi93X3uXr2nzzjQZxzo7nXs6u7v7nX06d3Elbuz2/Herv53dljf3WkjZZHJ4u3udXR39fd02//4h9d+8U9/+MU//u43v3ruzdd2vPn6Oz1d3Q8f3IHCqsgXMCoocglDCkOqExrb6clSWpbbz8CFaC6bMPND56Q3xUXi0JXX7sprt5+FRXVGFmsP4No9sHoXrd+X6w81cGkIC89qIpjdRMzPTHRbsEKqYroJnykgKqQJm9Ug5lmqC8hrtx0CLp056S1w6QS+/BRctkktnYhMTeFrScx2cNH0l+3da3KfVEC2s7lSyCs8o4J8WyoTtCauGb6egUIegTIBF6drwGTrN1ptPQRcHG7XcJAkPJFN8sPxUTLWHBnbTVJ1+z1+k2NQb3ObnUOE4wQT48HEOKE54dSkYyj48ps7iOPONjDc7/H3e/wEXEjdpCGLdghRio7uJvjii6QIJyKARcjRTp3l98+/6h6ODIUSxK0XHBkLj02ER6eCqSlSZAUT48HkyNjU7mOnj1+9/v3BI99cunTq8uXTx498M3P1wq3rF65cOjl//9rcvelj330yP3s58/hamblLLd7IPL5WLjy6NXP64ezVu7cvXTx3fHr67MHvvj52/NDhQ9999smnO3d29faZksmpxOi+WGofAZfk2Gg8GTlwYD/PMgosKOKW6g9y2m9Qo6UdZUSgOzUsyDdgURYYiack/hkH2bIgdG5CDUA3YaEB8opAQ3ZpewXUubXgvMZKiIsSAZocTcHdslN1/FBEaiGYoqGPJNKIpwBPiUKOE3IcT/OwcvPOlf4Bl8Hq0FkH9bag2Rm3DMTNAxGTO2hyBw39IaM9anMl9ZZQj2FYZw4ScOkzBZ5/pe+FV3Xdep/JGjZZwzZH3OKMmuxhgixmV9jqimgWmF69R2cc0psHdSZPr87V3evo7nX09D2TWrRuERF0zVaf3ujR69zdXf2/+fWL//N//Pu//OIPf/rDK2+9vvON197u6+mdfzwrwSoUSxIuSrhA/F/EBL/1/qV+VhZtB5cnKPsEZX/EuR9x7inKPAFLpBX9E+Yi1R7I9YcEXLQ8Xbn+cGsTwGOVn28IS1o2HUEWwlw0weX/BJdne0/EZ4ck0XXOtn4zQRmiVGsv0OpqRch0lDxtFfbW6fz8MkMSwlVMKShHnIUNnCfmum0Ju7QCt4RAkZEFWuZoiaVUkWnjzoB5Uyq05CISGRmVZbzy3Xefd3fvcjjdRqvNYLF2600EXJz+4GAkFkiN+lPjvsTocHKMnNDIZCAx4osmBgJh68AQmWMcCsd80YQvmvDHU95InARf9g/6Xnzj7W6TVWd1mRyDZueQ1e1z+cJkUQnBEXIIQyFmX1JSaY+3wxChM1a3748vvvZ2l56gTzAxroFLaGQylJwildFwLBkfGf3m0LdXrl3+9uCX584du3btwsljBy6dP3Hz2vnzpw/N3rx0d+bcoa8/WHw4nZ2/vlKcpRZvUIs3SvmHd26effTg2r07l69Nn7t+/eKhg98cO37oyOGDn3+2f+fOrj6dOZXaHUvtSY59mJj4YHRqX2p8LDkSO3Tob1AsNaWyCvINQGsb/Bowo4A05hdAfR6yCx3eITIqyKugoIKCNlyGBQoLWQmQKphQng6ZVYQMuWAkLoPqSxLXKYI66j6gFEhjgSJo0gEXyGCU1xZsafiilUXbAYUoLwRouFpaYLNApAVA8wIjoGUCLlbnkMHm09uCFlfHm2seCBldAZ01YOiPEHDpNfoN1rCpP2ofGOkxDP/x+V1/fn7Xrh6P0RKy9EftrqTVFbM4oyS/0ugIGvsDOouv1+TpNXl0Jo/ePEjARW/09OndPX2Orh67prYQOabPMEgGi3r6nD19zr5e53vvmv75F3/87//tl7/4x9/98fcvv/najjdee9tkMNLUUqMhAFjGqIAg01RLTbXUJtM5Hc2UJmWRppySN912cCHMhbSinwiLT8T5DeHxhvhIK4sedrxzW0m65I9kE4DMzincYxJMR/ClvbXhcftUNEGZFqJ/1opuIEZDip9BDJFdOtGW4hZ9kMqa+qt9FgEUAl6axEO+aYe5bYFLQ6JVTLXk4oZabkoFbXhaRUzHwgsyW6yHVkFeEWiJy8k81SBXPFmOK5cxyMtSRcYrBw7s37nzPVu/w2A09xlNXTpjj9lmsLvsPr9zOOyNpshu5s6G5mjSFxsZjo744ylvOGnzeA39Aw6v3xtODoaig8H4cCw5FEoMx5KB+JjR4f7TS6/v6DPrrC5D/4DRPmR1+5zeiMsXdg/HfJGUNzxCfHfD8fFQciqQnPRFRgeCCXcg7o2m/IkJbzRFBpF8sRFSHJG66aU33vvNn16Mju4eCqV8kRQJ/dbMMoHk5HB0zBOIDfpDH+//7Pz3F/725f7jJw7NzFw6feLgmZOHZu9cOXPiwM3ps9cvnfjuyw8yj2dyCzNl5m52/nrm8TU6e/fWzOmHs1fu3bl88/qFmZlLhw99e/z40SNHjnz++d927ezV6WyJkb2RxJ7ExEfJyQ9HJvcmRscSqejBQ19CcVmVVhuwQFAAs4syn1ZAWhIWRXaOW3so1B9LQlYGFLE7KmJeBnmyD7BDcgGlgGwD5DopH5ju9LP5rCpSDT4n19OY7VBdpVMNkVI3C8WsxlYQoBHMY1Qgq68QoLFAQYGWREYGeQUWtnemZcAAIcfWFuvri2x1qbo6z3NZjApYqiC8DPHajdtXLU67yTlgcPiIh8U8EDG6AkaX3zIQ1FuHjf0huytusgb1pmEyf2hzxw224J9f2vXH597d0eU0mINmW8RqjxktAZM9qLd6dZYhnWWozzzYo3d165y9Bpfe7NEZ3L06Z6/OaTC4DQZ3b699xy7LezvN73VZd3Tbdvb0d+uI8d+l0zl7evr7+hy6XseOd43/9q/P/a//8Zt/++c/PffHV99+Y8ebr79lMhhz2QVJqot8QcJFVX6GLJ2EJrlIqoeOiLlFNpuQasPsBsppPhdNc9nkF56I80/AwhO4tXGR6L0dEXf9AVkAoLKPlfq8VJ2T6o9J3uWzyqgDItTPTgvlCWoQdNAea61lScgibhFxi5hf2hJi6S0oKTRhoQVLG1K5JXZ2Xzf4DNnz1rmYEN2E1M8KIgVkyX6SBqJaEtOZut7K1GqiYgMxspjD/BLiFiG7gLhFJCxhkUg2OYnLSFxG5bKqSBGluYmKCixAgQZifqPFHj78RW9Pl9XabzBau3XGXX3GXQazyTFo9Qw7AzHSCfanJoOpKW90dDCc8sfG/bHxYGzUHx4dCsRcg2HnYMDji3mDcW8gGYqPheOTgeiIL5jqM9lf+ut77+4ymvuHjFaPud9ndwdcvviAP+4JjQyGU0ORscHw6FBkbDgxFUztGU5MeaPjnvDoUHTclxj3xScHoyOeSGooNuqNjxFfrzsQ98fGTQ7vP/ziN3qbJ5jYPRRKdfpKyd3hsffDY+/7k7t9sQlfbMwfGx3f8/709Zkvv/776TPHb928evzINyePfHvj2sUzJ7+7Pn1m+uKxowc+pRZvLT2cXmZmc/PXM4+vFejZWzOn5+dmHs5evXnzwoMHNw8dPHDhwqXjx05//MkXb73b8+4uc3zso0Bsd2T0g8TERyOT7yfHJuPJxLHjh+q1FRmuSXyeqLOKkJOELPl1QDEtgQwCGYICkkgjQJP3uQzyDVhswdIGLLZ4qsnlGnyuwdNNWGiiEjFYN0C+DQpPRKbFU01U1HK/FJSTYZYcCWSIBQELFBboba7cPAQ04CmBpwHPILEAhTzgt0RckYIixXPZ9dpitZZhOaqy8mitusALjAhKqsoqqnj1+vdWl8PmGTK7vSaXz+zxW4eC/b6w3Ru2D4ac7rDDHux3BO3OkM0eMNl8VnvIORA32wJ/+ss7z73wXo9uQKf36vReuyNmd8T6HUGrw2+0DunNHqN1SG9y9RkcepNLZ7QbDHa9vl+nsxl0DqPeqe+z93SbevW2Hp21q9e8s9vY1WvV6x16vUPX26/r7Tcb3VbTwLtv9f77vz73T//wb7/9lz+9+KdXu97tfu3Vv1oM+vlH96CwKrJFWSw2pZJKGIrEbMqFDanYhMy2Xm22sxRNzDZAjsivRHMhkQtE1n0iLD4lYXQac1Frj9TaI7n2iIS5kIxuMhst1x7L7HynSQSzHVmXbDvrFEE5rWAhgNKEnfEiAnVtXNjeANa0WKLeKSDbKaNgoQkLDZFcJcx2cCH4oopZtyIAjwAAIABJREFUiVuS+bRmi9BWHSmdRUhpBWQ78sqWg0bz1BFQQ9w84uYhv4iEJdJ1QvUFVF+Q62mVy5KEPYmnEE9BIY9RqdWofffdZ3293f1Wu8lk6e0zdvUZunQmo91j9QSGIiNDsVFyhuPjQ5HkUCgViI+FYhMEXAb9UcdA0Oby2t0B11DQG0gGY6Ph+GQwNkrA5ZXXd+7ssRitHr3ZbbAMWuzefk/Y6Y24/ImBYGogmHIHkgOhEW9sYjix2xubGIyMD0bG3JFRT2zUExt3hZOucHIg2vlnEHDxBBIW1/Cv//jSy2/uGvAnfZFRf2IqNLI3NLovkNoTSO0Jjuz1J3cPxUYHgrHk1N7pGzcOHj507tyZu3dmzpw8dOrogVszl8+fOXz18qnr06eOH9xPL91OP7qyWnjILN3Mp2/VV9KPZr/PLN1ZnL958+aFe/dnjh45dPb0uaNHTn740f433u554x1dbPTD6NiH8YmPk5Mfpyb2JccmA8Hw3/72+cpyEYlrDVgmc/3kqpABJQOq8+YHma0BsU72hQILCig1YLGNypuotEHgQ2AapGiCZRWWFVhQQaEl5gn0EJ9kJ44D5SSQISuJJSFNTHqIzyGewnxeEgpILAAhB4ScwGY77n6W4us5vrok1tMClwFCDgJaFCiWz7IcJYj5leVHbD0NQUHkCzJelyTuytVLFodVb7X2Wi29Fltfv8PgdFvcgzbXoM3hsduHrNYBi8Vjsrr1JlePrr/P4DBYBrr6bL//82t/eO71d3eZu/rsu3r7+/TuXp1TZ3T2GRy9epvOaDdZ3QazvUdn7tGZdXqz3mDRGyw6vVmvsxj0Vr3O0ttnIpflju6+d3f17OrS9fQae3qN3V363h6jXmfR9VheefHN/+e//+L//r/+2z/9w7/+/td//Osrr7304vN9XTvmH92TYZVdpzHHiNWljkAJcmRCsAHorb4+Q9xGGrgQNNgA6c1OTZTu+HSFxSfifJufawvabFHtkQYoKvtYO2Q2mkxFk3iYDsRs0Zbt4EKK3u2NIVLatFC+ATqB3qTS1nSTLSykmpBp4xKZm1IEug2Ylkg3BarBkzzNrMRlMJsG1QWJyxCSRrReSSAUJkMuHYJZROTTSm5ZzG1rMC3J4hLmFzC/IPELmJvHtTlcm5PriwrbyR5vwALksgKbRTCvKitHD3/es/Nds9Gk1+t7enW7evW7+oxGh5tkU3pCcXcg6g5Eh0KJwVB0KBDzRxLecNIbiQ8G405fwOr2mV0ei8tr83id3tBAIEz+dsAf7TJaXnrjvZ06i83ltTgGjfYhi8vb7wk6hoLO4ajLH3P5Y+5A3BNJeeNjvvjkUGx0KDrujY95kxPe1JgvMT4USw1Gk0OxlDc+4o2PDMdHvdHUQDDmDkRff6/nn371e73NE0yMD0VG/KnJwMgUwSB/anI4OeGJJAKp0fH3P7x669bho4dOnDxyY2b6wtljJ499c2vm4oWzRy6dOzpz5fTxg/vTc9cf3Tlfyt3NzF1NP7qyVpq/fePMg/vT83Mz16+fvX//2skTR86ePnPixKmPP/n8tTffe/6VN32R0VByKjHxQTg1GYylRiYm48nEtwe+ZOurEqyqsNyARW18TBvs0LyzisgQtUUFJRWUFFho4FILl1u4tKUyMg1YUGCexLCTtQ0q0fiEjMJmVC7bFChSv5NblCpmZT4tCWmJy2Auh7mcxNMST2OB1rpCgM3CehbUMsL6Um3lcXX5UXXtEc8uApCFgCZDADLIi/VFxGckkYYsLYvlplxncvPfHfzq0/2ffLT/4w8//eSjzz795PP9+7/4/LPP93/62eeffvG3D/fv/+DTzz/45NO9H34yte/DqX0f7vvo0/c//iyaGAvFRyb2frj7488mPvh4ZN8Hqd37UhO7U+NTidGJkYndU/ven9izNzU+kRgfTY2PjU5OjE5OpMbHkmOjqfGx1PhEanwiMToSH0lFEvFQLBqOx6LJRDSZiCTi0WQqmkyF4wnX4FBXn27nrm6T2eoeGHS7nT7vQDTkSy/MQr7C1+kfGmvbS84Wosn7lwwZdYb4tjEXggNtcWkDpJ+i7FNtNnoLXFr81myRhiYNbn77UerzSn2+ISx1Ok8kfgoRYGM0qYWgjCJk/v+6QqRNuAU91PZ8KbJvpIXynXA9VGzCAkEWlcuqXHY7uEhcRhU72rUGLltVUkYrlMiKNQ1ZiOC31WNKE+1QEhY7y2q39hyoXJqE6TUQI/GUJNIKLkGBPnjgk13vvWns6+3t6eru7u7q7u3q05ntrv5BrxZn6Y3Eg8mRcGLEH4n7I/HhcMwbiflCUbc/6PB4LW6PzeWxDgw6B30O7/BQIDwYiri9/h06w8uvv7WjR2dzDVocA2a72+zyWAeGbB5v/6CPaDqdkJdYajCaHAjHB8LxwWgyMDLmT436EqnBaNwTjrpDkYFQxBOOOv1BTzjqCoS8sYS+3/k/f/nrd3p0sfGpoWh8ODlCPsWXSJFP98aTvngiuXvq/PTlg8cOHTz09ffTZy+eO3rs8Jc3r1+4dOHIhTMH7968cP7kV5nHM4/unC9T97KPr6UfXalWFkmMbnrx9s2bFx4+vHHq5JEzp4+fPHny/Q8/ePWNt59/5bVgLJWY2Bef2B1JjvrC4VgqGYr4v/r6c55flfG6LBZJa5k4pzt2BCGnipQqMuRW1ATFJig2xA64yIjkKBeIprYVtZEne2AklMeYxjiHUBaLaYVdanDptpjbhDQBF0XIkLkBYs+ThGcNIMTnZOJ7EBmZpyQuh9msuLZUX54rFW6vLs+y7AIAWTIhqYhMExbI1nMFUCoqqLDcxKsyXue4Csut1NnVKrtSZVdq9dVqbbm6vry2XlljV5fry8vVynK1Ul4rlSr58nJhZa1cY6ul1XK+UiivL6/U14rVZWq5QK8U19j1tepqZaVcWSmv19bWqsvltdJytUw+LlcrxbVCvsLkV/KF1UJxpVBeK5WXC8UyUyjRhRJdWM6TU1wp0BWaKlO5Ui6dT2eLWWaZyVeYQpGqrldK+bSMalhchkLxh8Ya5ol3MaOK2RbaEitQsSUVVEgT5qKdjitlC1x+xDmCLz+ISz+AhRb36Bm4NPmFBjevso818tLg5pv8gszOk72uRL8hZxN31i1uBSwwLUT/tJXDELzYpssSSWW71eVZA5tg5E+OSDf4nMJmFDYj81niyFSEnMaMOlYagdzxiM+ls82aVFta2aU57sj2WHIQP4eFx4q4oIgktXOhIXR2YytCBrILkpBtK5WN1qrIZ08e+8Js6HLazBaz3mTWmc1Gk8Vod7vcviGP3+cNBbyhwHAkFE7GI4m4PxzyBQO+YMAbCngDfpd3sN/lNNltRqvFYLPY3S6b2+keGnR5B21Ox7vdu17666tv73hPZzL3mky9JpPeajX295vsdrPDYXI53f7gQCA0FI4ORqIDobDTH3AFgp5wZDiR9Mbi5EnXcMAx7Hd4h52+zkfrwKDT59f3O/7lt7//7V9eMDod7mBgIOwfjAa98fBQNDIYCXvCIU84ZBt0+2LBw6cOHzr+3cFDX176/uTF84cPH9x/+fyRsye/PXHk77dnzl068+387PSDW2ephZnFB98vPvh+vfx47sHlh/cvz89dm75y4urV06eOf3vy5MGDh76JJ8IvvPTin1943uP3h5PJQCwWHUlGktFYIjzkdXzx9w94vvxkQyShxVigMUdJPK0INFFMWmK+JRTaYrEtFpug3ARlVayooCSDvAQLMi5IEiNjSsIZTDQUMScDShJpyGVFPs2DJR4sCMK8LCw2uHRLyLbEnCpSkpCVxFwD52XMSIhGiIIwB8WsdmQxp4oUYcrkYDYrVOeXy/fq9XkIcxKiJTEnCdmmQG3AfBPnFJRpykyrUVakIoJ5Ga+ojTqWq1iuIqWKlCqS60ipIqkGcRXLdfIA4ipA6yJcE+EawFWAq1CqCXCNB6sAV0W0LuJVSeUUVVQUAaE6hDWEWYDWAVqXlBqS61KjjhWWx6ussFwVKjVxuQ5Wtn9ZEa6JaF1E6wBXscLyeJ3H66JcE5SaqNYFpVYTl3lhTZZ5BdcxXOXrtIIrLVwiVo+tvluu8y4D+S1X6rO+TQvRGnPZhBnCXAi4PAXpp3CxxT1qcrM/ARelPqdpLgRfyF19K4muw4U2MaXRlmf9YJBTRa1zlNfwZQs4ii1UbOMCyZEic4xaeB1RZ7T2cxM+q4mIDrK9gb21eCBLniSYSpBlQ2E2FIaMnBBxl4zGbTGXpS1ppgMusjBPwEU7ZC0LmSdo4HxbqbSbKwX63v273889uHXv9tXbt6/cvnVt5sb0rTszt2dvzdy5fvPejZk712fuXL97/9bd+7du3r5+49a1W3dmbt67cfvujZk716/NTF++duny9IUL0+enr166dPXizM2r125dvXr9+zMXTx87cfjU+ZMnTh09eurIsdPHj585dvzMiWOnjx89dezYmROHTx49curY0dMnj54+fvDU8W+PH/n2+JGDp44fO3PqyKljR06dOHzy+KETx747duS7Y0cOnTh25NSJg8eP/v3AN18f+u6bwwcn9k2FErH3P/3wq6PffHX0m2+OHzhw8uC3xw99efjbvx/65qsjB7749ouvD389c+farbtXr9+4MDd34/Gj67eun314b/rerYs3rp5OL9yYu3eZSd/KPr5WzN7Jp28xSzfXy4+pxRuLj69nlm7dv3v57r3L05ePX5s+c/ny6f2ff+D1ud0ex+S+qakP9uz+YM9H+z/84stPv/j7Bx9+PHHu3CG2xkhoGYMiEhnEU4inJJ5WhS05Xyg0xC3OAssNWFbhsgJKpIOzjZ6kEchgMb01BEChegawS4KwyIMFQZyT+AWFW1C5tCJkJCGL+AwUsxKiMcojRAFEiTAHYQ4hCqGshHKymGsKFDltwLRQvoEYGVA8u4gx3WiUVLkgA0oRci2R3kSMLC41pFxTZmTMyFJRVcpIKoqgAFEF4ApAKwBXRLgswBInFnihAPgC4AskfYblGJZj6jzDCnlWyPOgyAr59XquWsvVqzmOzSFQBkIZiytIqCChk0cjcHkMKxhWEF6GqMKJhVqdWq/n1mv0eo1muQLPFni2IHBFXihxfJEXSrxY7vwDQJEDxRrPrPF0XcivswxAqxxXkdAaFCsYFFvqigKotlwkzI6URR1aALUMpk7yAQk/eCLRxES3zefSAZcfYWZTnH+muTT5BUJbCLgo9TkSrUDqhRbIdCIzYbYzHr21774BM9tlFwIuW2IKpU0SEXAh8b+bcmVDKhJA0frNzyopnG8g5ic2lp/KxjKfJrLuNiyj2zJNkKUtdyaM2nJ+Qym05TzBGhXmGijbxLkGyqowI4nzkjgvC/MEX1Sw2IBLDbi0IdM/NAptOf+kUSI97KdPaj9s1Noqu9kWVbkmyzVVZZG0juU6kutQqmGFhVJNROtYrksKS+5OEFeRXJdVTm7wssphhe28HlcFuCYpLJRqSKohuS7CNfJKrLBI5pBcB7guwKoAqwDXAa7zuCZgTpDqPGJZUGNBjUcswJyIagBzUOKhxIuIFTAHZIGDnZfxiG1sKlDl62IVqnxVWKmDFRZXWVytwbUqWK2DtTpYW6+XK6sML65wXGl9NQuFIgZlrkYpaE0CK/w63cSrslhWQEni87LAyAKD2JwkFCBLczWKRDcJXF6oF4BQxnC1WmVW1uhCOb1WK5XX84VyNl/KlFdypcpivjDH1ihZqkAhD8Q8EPOAZzCfl0GehOkoYr4Jig1YVEBJASUJliRYknBZwmWym0EDFwyzEsjIfLot0Jt8foNjWnVKYTOSkAZgEYgLEreksEsKm1GEnCzQWKCAkCO9ZwQZCGgIaARyGFISyiko1wB0S8y3RLoB6CZxSClFWc4jyMhSsaGUVdTpD5CrVBWzLYlRUA4IGQkXmo3lhrosSxVVWWmoqw1lXVVWsLQCUQnAIhILKptv1PNKncEcgzgGiHlBzAtiHuEyRCUIGIHN8tVFcX0R1tK4ngN1CnEM4hhJKKioKIkM4ilJZDogKzICm+XXM2w1w1Yz9fW0UM0K1axYy0GWRhwjsJSWQSOwxO9HsfU0y2eBSAtiHqIVXighUIagoErlplppIOZpq0Ja+yRYspPeIle28pjyhAp0omy3kuieStR/SNR/SNSzskhcegIWNsX5/7osanDzJFpBq4l+kJknEk3ApQ2z/yW4aCaUBsjJfEcfIcULuS+R7N82LrVQkXAQbU5EFakNqfhEKW8opSbObzfmbdN9s5rtSpOECbhsqsWWRG1ZlWkCLuTjNnChNNuVCjMKJJpLB1yaKN1E6Q2ZJszlx/byk+ayihhVJgtJKg15DYolDCuqvIbwMpbWIF4VxDKS1hBeBWhFktcleR2iFQCXBbEM4DKW1siTCK+S52WlivAqltYEscwLJYRXRVABcBnhVQCXtx+E1mS5BvEaQKsQryFpHUnrEK9BXMVyFcJVCFfJa2SZxbiGpJqksAJYVRq8pLAiXFMaLC9WyCfW2LwIl4G0xoEKK5aBtIakdYBWFaUuCBWSvYbEUltebcurKiy35fWGvAbZfBMvN/GyAkpaKoUsMLJYbEkrCl5R8Ioqr2FYacgrGBSRWBL5QrPFIWkNSes8XMZyVQDLklKFqCLwNHkXiVyOgAsSCxIsyaiooiKpksgOBgmWMCphVIK4AHAJSUUZFRVYkHBBwgVJYjDOSSAj89kWz2zy+U2OadWpBkvJfBYJS5BflPm0wi4ReqsCYsCjsUBjkO8EtQBiYMlJYk4BVEvMt8S8ItBYyCJEIYmBMgNQJ2hZBnnCsBTY8WESDt7YEn0QzGOQb8gVkjWlgBLpYUmwhFFBgQW5mm1Uc0oth+s5zFFIZCBgIGAwKogCJXI5yGXF2gJaX8DVRVxdRHwO8BTkcojPdYYVeEoBFBmwkgUasVlY7xxQy5AUCMRTBIXJDyuJTEuuyCCvzXaTBwKbrVdzCC/LUgXBvITyCOQaiCGjeQRcSLbBz8BFq1famPlBZp4q+acS9aNM/78K858y/SPOPQHpTX5hg5tv83Ntfq4DLp3pRn6hyS+o/Dyx5DbFReKa09hKA2a0jdHaIYvvCcvQrCjaqnlVzDYALfMdoQ6z2TYukf8jzGYRm23hEplq/c+NGnF8t6QCAQJS7Kgw08S5TTUvi0sNlNV6PSrMYH6hLdOIW9xQCptqUYX0hlIie9p+bC8ToJGE9H9uriMuDdmlTbXIrc1teWQyKswJ1YdNnGtJlALSbbnznysJ2bZcfNpeJ8bNplTi65l2Y11GZYxK7Va1oa5CwKjNFUUutzbWgUjLagUCRsJFVanw9YyMyoBnGvKKKi1LsNSQVyRYAjxDdiSRfDMFV0SO7iSewaIiLws8LeEygkVRYBR5mTyGoIBhpaGsE2KsqOsCl5dgRYIlGa8gUJbxmsiXGkoNCOVWg4ViRZWrrQYroWVVXiNhbiJfIMgooWUJLWNYQWAZihUJVjAoS0JJAaUmXm5LlRYuN1FFhWUFlGSxKAkFpSO+MrLAkJsnuX9uT2xTYAGJDOAZEkbJCwVBLPKgyAsFXijwAiMKlChQUKSIe0UUKF5ggJiHoIBgJ/MNiQWBzWJUkJQywAUBMlApSs1lrJQlXJRwEaM8xHmAKIQoKGYxl2sKjFqn1PWsUsspdUricpBLQy4Na4vkltYAeZmjEZvDHCMLhYZYkrm8zHVmPlA9g+oZlaPUGtMSSojNCnwWqwVBZaogK0p5CRdlVG6iiiIWsUDLuCApBQCyqshsgmID5DeVFQUWVGlZAaW2vNrCy220vAEqDbGkCsUGLCuwIAsMrudgNQOrGVjPEnIBhbwES6q0jEEeCjQCNBaykF0C9UXEZxBkIM4LfJbnlxDIQTEL2CUJZMjog8RlFCFHYrTJwlKeTYt8ForUTyyCgCbARAaDn2UkAUbgaV5gIChAwCBAY0jmY+gNpbChFLQdHj+olQ25opVF291tm5jSkugIcyFhl0+ErRhdYctERwQX0o2W2TmZnVP5+RZY0lxzGyjXRFltWazGXDR80cDlv9J3KVTPbEhlicspAv1jc21Trsg8pYJ8W6rUl+eaqIS5HKhlxHr6aXNNgfmWxPy4ufK0VVFQJ7ZDEtL8+iMV5hC3KAnpJ43Sf2ysbKrFBqJ+aJZlMbepln9srbekAukFPGlUNpQCMdS1pM4DEvLQkgqIS28oJcguNRC1oRT49UcKyG6qRVCfb0mFJ42KWF0ieWVNqbzZWFWlclNZhgKtSmVZKkm42GwsY5RXlbKEC6pS/uFJjecyPJch+yE3G6tPmmttZbnTQ5UrTancVpa1+wl5fxLvKbe+uKGukItMRsV2Y7XdWJVgAfCUBAuqVG7IKyJHq9JyQ17h67mWugK5nCQyMipCIa9Ky0gsYb640ayDOvOkzQlVComFBqoouCSJTEtdkURGggUVlkkgOYl6VGG5iZebqNSA5SYqtXC5jUstWOrUJrCggBLxj3Q8+CLxrXZOp2yBJYn8UaRJsqTI5USBAmJeALQICiJkgEgDkSaXvgwoDBkE8wAW0bYDQQGItChQCOZltaw0KpJSwnIeSDQnZGWpJEslCRcwphGiEKJI5CWsZ2WBaYglRSwS7MMChfhMWympkAa1tFhdQmxWFhiFZySWUnhGFYoyl4fVHK7nyM8lsdSmWPkBrypiXhRyUM3DVlFQGaSWEMyDOoXqeZkvYT6PICM1io1WZUMq/4CXVSHfwCUMik1lVYIlSSg0UYWAS1sst8VyG5VbuKyiIgm1k2BBwaUGqiigJAkFWSwijsGgSILvMMpLEoMQxYuZKrdUEzIcyABEAUTx/BJXfwzFNEmoIRO5Ek8hNks8fgKf5cWcCGkkFRS5JEtFjPJoaxWytmpdBowiMgrMb/3/5yFgyO+FSLYkGmpTLjxRimSHxxa4MOR5jbw8keinSv5n4PIUZX8Ql54Iixv83IbGXGR2jkS3kElFmZ1rCAud/UTwGT0hdVCHqmhl0TYio4HLdqt+E1JNWNiUK6iekbjcg1un7984KQvM0+b6hrwKudyGstaUyiosY5An9wfAZnKZq4jPtBrlp+3VHzfWJDH3v5/WJTGnIubHjbX1yuzlc3+rrTzcbFRISmZmfrpI3daWk2yoy02p8KS52pLLWKBacpn0FH5orSswX6Ru1VcfIz4n1Bb46vwPrRWSjbihlskIiQILT5prm43VzVYNg2K7sf6//wO2G6stdaWpVjbba0+f1NjaooRoBHINpdhUS1DMKlJeBkxbqZAhhg25siFXyCzvprJMnlFBvoVLKsg/UVfICDjJJ5cBs6Euk3nctlIhjKkplf/zCUuCOLn1xbay3JIrT9tVbU2lDPJPmmub6rosFGSxqIhFWSw2UeVJc21TWXnaXpcFuoGLDVho4GITlRq42IBF4hkhPKWNS21UJrXqBsy3QaEJC52FWLC49aCwFWBe+Nkh4EK4N+JzIp8V+awo5IBIA5FCMA8BTRyuxERP6giMChiVJFzu1D4oDwEDRFpVKhjlZcw01UJLybfVwqaab6vPNnC25KIi5RHIiHyaY9McmyEkqM7m2HpW4HNAyIl8lmUXOG5RFDMSohUpTxQTMharggLiKaGWFlgKgoIg5rlaVqoXVDaPOUrk0wLKQJUGEi0ASsElWSiofLkBljGfB8L/x9dbPze19+3+f9c5P5znPHLmvu8tQD1NmjTSJHUvUChWXIoVK05xKFaoUbd4sjS+kiz3rEgF2EjOD6tkd+/nfL8zn2EyhWEYprx4y/W+Lj/DAbwI8xSQ5oMCi/AcQjKgIId5KSRIIZWzKoglGpY5ROQRhoNoAcZ5kOQghoN5LijSqEyH00xEZra+7UkaIJhAigOSvB9jvSkhEGc8CdZLCQBOuxP4aop0UpSboTws7VVvl9XahKEBmgUJxoezPoLzUwLAihArQjQPkSzAcBDDQTwHCzzCczDHQhwD8hzCc0GGRf8GlzQHqfNKdaqiWr4Vs+izIpwXkaKVrQqXPOtTExeLcFmnPeu0J0c4c4Tzp86FcPDJZRUrP88UnQrtVjdECufPCkCGD6hYUT+ocFG7pCJfisvp7SqYDAdKFMgkPAqLxNHFzqbqZmsZ4JpkUgBPwmvphMSERS4ksGFFipGpQFqM3r11qsFWFkYXiaR3y1pZCDG4fyObEBl4M5ec//jUZtqxMj+ynsE4ElD4yPlTe69dPKwWCzwFpGJOlvBTSe+aEpsef3iyv+3CmT1nj/ecPto18uTaod6Gx/cH1pS4zKEM7qeJAB53iRxKJjwiA7NEICfFV+Zev3o6FEJWZCHG0UGPc9LnnszIcY6GKNwvCyFZDGbSkXw2LovBVMKVlkKfNnAsvAL5pgLucSrplWg4zQczfEjm0DSLciSgfmUzk5BYRGYQiUUULsiRgMxtxSpJLEKnfGqls5lLIoHpZMQlMUGZDakPj3nUzHCOAdM8qk4rVuffRKGVDBfL8nEy7hUpJM2iqrfemhwtXkIU7yHUMGCFQ4tTsAyHZhlIfQoL/e3Xy1v4AH+G3m49ngJZCmYpsOjkpt71qTShqQD7kyw06S/eBIpb/1FvDWs5FmYZiGUgjgHTUkigAzzulgiXnHDI2HI26cgRrk0OztFQjvTnSH+O9KYpj0j7eBagWZCggSTlT1IAQUMsAzFUgME9NO2jaY869+UIN5Nw8AmnhHvyHCIQPjbl4xiQY2GChnAGojlU4WNpOphm4DQHSJxP4nwyD4h0gMMDAg4pdCTNREQKEhlI5AGBC8gsqAjBtBQSpCAjwIyIcBLKiyjPQhINqQ2LTAMSCwocyHAAr6CUDNECzHCQymKJRhUmlGHDAgkyJMBzMCsihAgQEshkUDoNJ2lPknSTtI8gnCTpokk3nlwVuADP+nkWEDhQrVAoBsBimDhuAAAgAElEQVRJH80DNA8wAlh8NA/RPERxIM2CDAexPMzyMM2CHAvzHML+hIv61y5wsOp1XZy5ZDhQ9Z37GQe0BZciX1SD7r/BZYPzbzDeDXUhTXt+DnQplzpq2TL3L2ZC/+yDsgKQFYD/f7ioRU2GDxSnysVl84YSl2hoM4N9eHVTW/bvmtL/ePpgUOFjIh1iKZQlQwIbFphoWsIkIbaWI4PIysLcG4GLDN+/dO/OeYqAFTmRz+Cf1pnPG+znDXZs9GFtze8B78zmGv1pneGZ0NHDHefP9uWURE5JSHwwhXnVvOd8BpufeXm8v8NqLjHqd5w6vvvx8KDFWPJ4eHAtS5CpAIUD0Yjj0zolS1GWgkUuhCd8+Qw+dO1k+a7/On28N5cm1nLMwNlDJ47tScQDIhfJKamMHM/IcZ6EM2J4I5vIydFP+ZTMoe9e3uppq22xVy0vvMnLWFqMrivJjBwXKETiw+tKkiEhPObBEz6ZDUl8eCOTkviwIsUENohFXeqYJi1GRS4k8eG7t84c2NcUCTokPppTUiIXkYUYkQTSYjibifMMLPFhmoBbm2puXD7BpJBE2JuXcZ4M8SQqUEhGDH/OpYq35kX7ZfXequi2s/VtxMEZDs7yW56p203UVRNSngKKTPnbU+VwPPGna4E6W/kLdFI+NuXjcPWoB1DbhD8fC4kMJBC+LB3Ik95N3P2V8HxLOr7HVgoJd4Hwf0v5vyc9Bdz3PenZjDuk6DIdW6RJb5L0JlmAklBODDI0wKZ8XMqT4UCJ9sikO0t7NhjfBu1ZI11rpGud9KSTTiHpEugAQwMY4U8wICfFOBZlU34h6VFSLjm2JEbn5diSknArBCgmQZ6AJBoViICE+zKUN0t7srQvTfpE1s/zAU4EaM7HMF6W9qZZn0J7c6Q3T/lyjD/L+tOcX+b9DOWhSTdH+tRELdVEIs2iEv2zHuQRkYd4PsCyPpb28qyfozwi65fZgCr/S7M+JrnCJp1bp3mUh6X9DOMn6QBFeSnCxVAejvHxrJ9jfCztpWkfw/hZBqQYQOWLWiHSLMTyCMOiDIuqoBF5RBK2HHN/WrsBf4roVLOF/xdcVIPu4ip6O1w2Wd8m6yvGuTpFfHU7XNTJC084BdIl0Z7tbdH2mcv2suVvcNlev6jXgBTmPrC7rm+37djB1r2ddYqE+VwzgxeO3r15fvDSsccPr927c/H61VMh1OlYmXz+9JbHNdPWYtJU/uJxzfi98/fuXHrx5Nbs1GvQt/jh7WObuerR/avPH9/0OmdYMnT5fP+B3pYP74bdjgmGhNT9hcSHWQoW2CBHB/sPtR/c17qepRNRf5Nd9/DeoMfxMRJ0CFxMFuM+z/Ts9AhNIhwTwjEwr5DDdy+X7vhPTfm/Rl8/3lwTz50+3NlmY+lI4Ws2r5CxkGctS2SEuMSE01w0JyUUPpYR4kwKeXxv0Fiza3pq5PM6z7NRKoXks1RGSrF0eD1Ly2Li9o1zF88fYYhgViEkLv7tD0mRsEw6KTDRrELk0oTAxfIKmVWIlYUP01MjMo/lMtRahhZ5LK9QAhfjuaCcjk+MPxp7/0iRU53tdUPXz27muc28IFJRiY79+Cx/ylGfcgSJ+TayiTT7F7ioFz0SA2zPwPyZYwdnBGj7Rbta6fzMkNrqhv5Wwmy3mNyeD7VNVu9VPdLphHdru0ECHA2p4wa1XUozoJh0fWbBtciy6Bnb8E1+8U18cbwv+KY+u6e+eD7+8M8VkKVCcKUQWv2GOT9RXoHwkLSPECBShCkGYHBPGvdv0uAm4ftEeL7i3gLlL+DuH9jy9/jSD2z5e8LxnfJ95YA85WNxD57ypkiAoCGSgiQa2mCh7xxYoH2FlKtA+AocvEnBbMxDxt0CCcqEP510bhCuP2jfH4T3C+P/Q4TyrE/hvALpUGh3nvaska71pONTwvEl5fqD9HwmPZuMd5P1fRWgT4x/nfbnKZ/y88hYEYI8C6lNtEQFFMq/KcJ/iMg67V+n/esUsEGDa4Q/k3Bnk641wpsjPJmkJ0v4FMovkl4m5aaSLpr0C3RASLpk3JWlfaoXSprZkoAJW/NakGOhYoWoVi4stzUmFzlUEtA0u+VIW4TLlrx+K2AEUge9f9O5qHBZ3/ZUuKh8KQbRr6ptkcoXtYoR8VVVIK8WL38d6HoV7i87o7/BZftYVyS9JObIp6Pulbct9RV3b5wavn3OoPsN8M7PTL7SVP5yYH9bddWvtjrNkSM9O3b8x8ePry9fPmUyVTmdszpdSVubdWzs5b597SZT1anjfdqqHWdPHZr48FKvLenrbe9qs7U0GL3u2VMn9hlqdvXta2ms101NPGPpIJ4EkpifoVCKgIkUvHd3Q3urOZMmIiHP7u76pgZ9ddWv+/Y2BXwLi/OjXR11hw92XL54NBbxruUYSUhcu3KqvaWu/9DuBlttwOu4Nnj+yMFenknOTo6eOXGgb2/bgzuXI5BzLU0oPJbm4jwZYnH0U5adnhixmCrevXucSRM8j8liEsPA4ftXTp8+cGtoIBBYam02VlX9CvgXHY6PN66duXdv8NmTm8sr4yHU9ezZ7dcj96emXglcXJJSjpXJpaVxPAnPz4+9e/14dPQZ6F/huLiSSUUxb3uHqVr72+LiWFdXw4kTfTNTb12rcxKXlLjk+OjTtyP3w+gqQyJpMaqmZxQj6GQOUeXziggpIpQWQEWEsiKselakBXArVeonXGRmK15OtX1U0ym3vz8nvj9F/UVHyGLNwqb8xe2pqtr4ySlQoEGJArMUmE16vpMAPvt8/vKh1YsHvRcPek7vgS8chC4cCZw7CJw+AJ09FLp8PPlwMDv/+kt0ZZ32ZyRYkBCaDfCUP0dDnyn4eyLwFVr85JpMz7yk393FHl+K3j9HPLsijd7Nzz3/4hkvRFcKuO8THsikAJGAeRImCb/MQZmEU/SOy0sjysLz9PKrjG9SRBbJ4BIed7GEP0P5vzD+P5KOdXhqwze5AXzcgGck/1g+Mr+ZXPlGOD6F576F5r8jswVotoAuFEKLhfDij9hSIb5cwFyFmONH3Pkl5cqTbon2CIyP50FRhCUBVlhonQK+UIEC4S+k/IWkr0BCP1L+70lfgQALFPwj5f+Keb4Tvs8p7ybuXSP8WcKXxv087mVxj5B0fSL9n5KutYRjPenewL0blH+dAvJUIEuBCgXIqsui2tsysMihAh9iuSDHoiyzJX3ecrD+aQqlsNBPBRmkrpC2wyUnwP9fcFEbonXau057f5pFJZdZbJHFFtVRbvGpNNlem/wc6G7BRa1oioWMCpciWUTSy+NuLuViUu40j965cXznv/5HZ3PN7nbzr//8H8N3Ly/OvjMaShwrE0PXzxzsa0NRV4Nd9+bN4+F7N6xWPZEM9/Z27NvTHgz6a2sq3ow8TotUa1PdhXPHJz68qiz7ze2YD8O+ytJ/PX08dPb0gVMn9s3NvNVqfn09ck/koxwTIlKgwEUkAYuGPb17mvr2tTJU2O9ZrK0pG7o2MHRtoM5cOfPxdXOjoa3FdO3KybKS/zP+4ZkkJNbz7OmT+ztarc6V6Ua78ejh/Qf37+4/tM/rWuxssZ/s73t471qT3XB/6EJWSAlkhE4gWSFFJxCFS02+e1626x9LS5NrWS6VCq5ludHRZwZd6YULx8ffvwCA1a52e1OT6cO7ZwcO9DTajdevDxgM5ZcunRwbe1lR8avVqrtx47wo4opCHz++v6XFMjf3wWzW9Pa22Ww1bW3WaBRQMoQvsNDcatJofx8be9nWZrXba9vb602GKgR0T3542dZkPrivrbu9DvQtpMX4z3QeJM2jCofKHJJWUys5QOICEuOXeSAjQBlpS3ZYTG5Q78u3zgtpUKWMukuSaFhktoDyEysgTwAc7meSXgpz43EnhbnphIdJetWGSD0U5AlAJYvE/hkELpBAhgRyKW+BDMRe3XjdbZzqNC71WKebdatd1vkW03yLaaHZNNek/1ivnWk3e07uQe4PrIUXM4STZdwk7lRI33cS+Aav5GZep26dR8/2rexvnOsyzrYbZtp08x26pd217iNN8IU+YWToh3eyEHGth51SzCNRoEAHsrQvufBs/tK+yf222X32xf725YsH0p6JfMKT5xAe9yoJ91fcm3GPwsPnVs/tXT7RtXC8a+l8Lzf7tJBaLRCuvOMVcOMofOVQ5MJB7OLhyJUjocHDyNXD4WvHQpf6k7fOCm/vbLjef44trVNuhfOnBTCrhDnKI+Our0zga2SFn3pKPLnGPrtFj9zBng6lXtzOz739Acxnl0YTow8Sow/w0WF8dJiceiq5xtZiK+u0P0N504mVz5HlDd9keumNPD+iLI9mPROZwLQIzW6QUJaCMzSsMKgaoSPRsMyhAo9yLMzQsFo/isyfcClmQissoPBgVoTzMpqTkJyE/A0uxbZo7U+nS+8a8/+CC59cLppaSoRDIlwi7hRIl8x4swKQE0GF86uskWiPwnmzgj8ngsVBjDp/KcKluIoWCA+TcIh0IIYstDZUdjTpZsafvXo61N1q3NNhmXj3sLzkP1YWRy+dP7S3xwb4F6rK/vnqxYNrl862NFqDoK+rvenEkf1e12JHs+3G4IBzaabeoj9z8uCHd8/02pKx0eeLc2Oait9GXz88eqj70sARFFwxaHeMvXscRpxe5zRLhsgkTCYRKoW2NBj69rbkFSYIuaxm3ZuRxzNToyZDxctn9w4d6Ojpso+8uHv+3KHV5XGKQLMKcfZ0n6FmF56Enzy82dJoKt35z4sDJ8ZGn2vKf3WtTH9el/r2tvX1tEg0luWSayJBx2E+FfqkMGOvH9Vofh99+yiXJhkqvJ5lIiHPjSunD+xve3jv2lqWO3pw7+EDu1HAXVm2Y25qbD0n9/V23h667FieMejKX78cxhMonkAViTx1Yt/e3Y0wuGKqLXv35uHtm+dtdRoEcfI8hmHg/v0de/e2RkNAW7P12uC5D+9eWAyaidGRvr1te7oaz506ULrjPx7eG8xJCZ4AiqPZLI+kOUgk/WkOUid2GW4rlSbNQWkGzAmoujwqSh9VwYikmtTSkExDIgVKFCiomi4ioP6oem4JRIBL+WjMjUcdRNTBJDxcyselfKoQQaJAgQRVsdzWISIHiQwkqH7GuPcH7ko9vbjcUwu0G5C22kCrAWir9TcZkC4L3Gt3tNX4O43edoOnyzzdbcbe3PiMrwjUcob3/qD9m86J/MijyKE9bkt5uFUHt2kCrZVgSyXcpgl2af0tFYG26jnLDleHIX7+4Mb400LYuZb0ZuhAhnB8JRz81L2Jrhpnu97Xpl+wV811mvGXQ99jTjm4nE16vlHAj7iTm3g4f7h1ul232KxZbaiZbzYwz64VwouFyGJ25tFcn222vjzUqMeaDR5rmcNavmIp9Vir3UbtqkW70lrrOdEhTw5/iyx8ZcAcCWQ4NMPB67T3a8q5tvpq/mDjapd1pdm43G5e6aybbq71H+n6Pv0y9ejy+722j/sbFrtsju56x55G1/Fuaf7JD8qRTs5+E9yfvKP+iwech1s9B1qg/i5Pf9fUkfbIu/sbqhSIRmU2JDOISEESBcoMLPIIz0IcveX7qQ74s3wwJ4RyQujnhuhn1uKWqmOrISquotcEMMf5cpxPXUirxlFZxp2jXH8Z6AqpleK2aCtTkXCJuFOk3H+TzGX4QE4E12RwPQ2tybC6RcrwAfVDTgTzEpQXEVVZWyxeNjNYMDA9cHLPwscXGxliXSGfDV85c2z30weXzhzrnv34/P6dcw/uXnAsfzhyoGNxdnT4zvVD+7qDoGfgVP/l88epVOjUsf0N1pqD+zrsFu3j4aG5mbdWS9WenoamBv2+vc0IsHLmxL5jh7thYEGv/fXls6Erl/o7WmtjYRdDBKkUQuNob09D/8EukY1D/pXmBvOrFw9fPL1vMVatLk2dPN7b1WG9c+v8sf4eCFggcUSREwNnD1pM5UkM4Jjo/buXd/7+7yeO7fV55uwWzdmTfe9eDTfZax7cvOh3zNy4cIJNIhIVEclwXkyNv32kr/p1ef59VsbJJJwWEslYYOL90zMn9pn0pe7Vjyf6e08f7wO9q/UW/amjh5bnPtaZtNcGz6wsftz523/6PYvreZaj47kMdeRQV9++Frdzesdv/+bzzL5/N2w2loWDrnSa4Lh4T2dDV7td5JImQ8XtoYs+90KNZuebl8O9Pc17uxtGXz8cvnt5ZnJkI0OIFCTT0M/zC3RTia7LYZUjRQsedaybZkCR9Ku3Gn+HCwUWP8t/7kTUe/ctQz8VIlzKxyQ8ZMxJxpzb4aL+DjIDq/l+koDKIpLmYfWyOSOGcgxQIFzEw3POtmq0oSraWI0065AWA9xs8DdUO5o0rhYt2m4EG7SAVeNuMSz0t+Q9bz/hi1+I1Q3fOHbnvK+n2W+tidVVMq3aSGMZ2lga76iOtlWFmsvRxlK0qcJn2wXUV8GddeHjvdmxx9+THiWxnMPmv8XmyOfnZ1sqkWZdvFkH26rdLQbk4uEN19gfcedazFFIer8BM6Ghk9OtNe5mLdRYHbbqoEYT/3CwEFsuxJZys4+dhxsdDVWEXSvYtRFrWbhBE6qvDtVVR2u1qEHrtlRMmHes9DfT725/iaxm4x6FADOUfx13fo3OUS8vL3QaPNZqsE4D2LVws8Fn17lbjPkn1/6YeOQ53TPeovW1WwL1NUCDfqmhGrt9tBD++IWYLRDz6fe35jpqV5p0UIfF01gzba1cPdrFzbzcTPnTBCRQCM+gIo2q/xmox9wcszUUU5WrGQ7N8sGNdCwvhtUItLwcWkuHVTtHVaRa3EMXExdVuGz50THeLO3J0K4M7fr7KlodsqjCXIV2K7RXJt1FjZyKj7wErcnwehpZTyObmeCGguYlKCeC6lM3SkW4bDeRygohkQI5AsqKMRaHSSxAxP2pqJdK+MmEh075YsElPOETuUgyFmDJMEOE4MAqjQdZMhxB3SIbZ4gQHFgG/IuxiDeIOLCY3+OaRuHVxflRBFpKJQIB32w07AqHVhbmX8WiTsfq+6nJJ1jcLfJRlg5Gw66Pk8/fv3vEMREihbx4dtvrnvW6Z4fvD4aDriCy8mh48MLAwTev7hJ4IJNOpuXYh9GH9+6cj0c9aQmLRbxnT/cN3x/cXOemp0aOHOrs7Wk4c2IfnYQ9K5NdLSbYN/clR7NJaF1OTb1/3N1q9DgnM3Iin8EVCfvwbvh4f1fvbvudoYEgtDp09czQ1TNUKvT88e2OZtvRQ7tbm8x3b19cmh/ft7fZ750XuFhaSol8/PLFoxfPH1pdHm+sr/a4pp4+udLSVBOLuCUZSyTBw4e7Dx/ujkf9TQ36R8PXFuZGDTW7vO6ZO0MD9rqKMyf39nRaoMA8lfArHMoRXlXBrPoBbu2JRFQd6KqbAnXQyJO+orylKO4sJkxtuZr/fNvVn2pD9LenOqeo7ut/xsgwQYlF/gYXRQhusFCBdCfvn15tqULqK8O2Srhe42/QBlqNwd5GcI/d26qHrNWJ+lq8wYS122YadOmRm4Xg3B++D4mHFxwHWufMVaHm2lhdJduqD9dXII0V8c7aUIs22FwV66gJNlaGm7WwuRys07jsBuR47/ri6+/xpU/Y/NfQVOjGofn68liTlqzXJez6QH3Nwh4b9fZOAfduRJd/RJbzsy+9hzpW66shW2XcrsFM1WhDbfLmyUJksRBflOYeLB6sW7KXxi0VKVNZoHYHUF8RaKhy1OxAazVITWWkudZZX/neVjp3rF1aHS3w4SzhW6P9Xyn3V3gcGtjtatHBxsqkpSZi0YZsOtRas2yqTF08VPCOcc8vf+yqXW3QBmzVSF21y1weOFD/ZXq4kJr/4hlBzu31dlkDrUZPvc7TaFhqN0dvnSuEV7fDRaAQdaMn0AGehThmK9tATVlQi5d1OZoTQuo3xlo6vK5EVLjkJGT7qqiYuJhlvVnWqwaMbD3alaFdWdyRxR1/gYsqclEXRmpEUZEseQlaTyNrMqz2R+qBn0qZNRnOS5DaH22Ne/+8XVQvLCEO96dZNCfFBQrZyBACFeQIBI95EmFnPLTM4H6OBGgC5GhE4qMSFyeTsMxjHBVmKZSjwhwd5KgwhUMcE1rLkTSJqO62FAlyTCijYJIYIQmAY1GeQ2gKUEW0G+u4ko4KfEjgQyyD5DK4JMRIHBG4mCRgspjgmMjGGs1QqCiEP23SuSyWUTCS8OeySZaBBD6UUbCMgolCWOSjnzZYlg4yFKqepRFJ4NM6lZeTEhOUmDBHQBKN5sRYToylubC6XRa5EENCm2tkPoORqYAsRHJKIp/BRS7C05GsjMt8gqMiVAplqLAkJHg2hiehTBrHk1A+S/FsOBH3xSJuioCdjg8kAZAEgCKLLIOIUlQQYx7vtD8wx7NRl2MiGvZgMe/SwnsIWMimkxMfHt69dQbwTStSTOKDAg3ypE9dD6n6ToWHc1JQdWlSB7eq6az6sypctr8iX7ZjpUgfNXaKJwJM0kvGXRTmVrGyFQaiuvYTxRQ6UNX+Chws8uq1DsQzsMTCeSpQSDkSt08426pDTdVhWyVoq1ypK8/dPV+YHSl8fK5cPY421EbNWqxWF63T+5uMzODxwvJb/vHlxW7zQmO1r0kXaTVCpjK4rsJtKfc2awMdRnez1tmoWbWVu21l0U5TyKZFLBrYrl9tMIQG+wvAZAFbLKBTwNnuFXsFZtNQFg1Vp0MsmqW2WvT6se/o3I/Y0lfvGHH/vKfDgjTUhIylKUsVpq+EbTXQmb0FeKoQnhY+3p3vNTrryxPWqlRdhd+8C+k2Rg43g13mWKvZXfV7wLALbNAuN2o/dpmwl7d/JHzZ2Op60lFILivT9xc6a7zWyrChIqnXxHTl4ZpypKbcpS/z9doLc0//mHviOdU+Zy0DbdVhsyZqr/HYKunLfQXf28ybK3P1VUiHDWkxeW01jkZ96NT+7OTTQtK3SYAKCUs0Kqq2Far3OAcKHKxGoBXhspXhxSJZPpiTgnk5tBUULQXzcqgYprodLlnWn2E8GcZThItCuhTKqVDOv8BF3RapM10+ubzd619FjDp2yQqAzHh5wql+JS9BxZcTwQwf+EkTYLsJQ5ZHZAbm8MDyzMij2xduXjn18cMzFodZHAwC87D/Ix53soRf5tA0F45H3BwdZCmUIZEk5pfESBLzX7t69O3re5sblMCH4jFXRsEEHmW5IEEFkil/IuXJZTGBR+MxRzYTZ2hQFFCaCgTR+Uh4CYs78ZQ3LUeiEYcohBkKZShUkROJuC+J+UUhnJZjBO7DU16WAUUhyNCAJIbwlCctR/K5BMfCAh/CCUBOx0UhLArhfC6lpKM0BSnpKEcjaTEssMGvn5kfX9isFFlT4hkxvJZNiEJQSUezmbgkhpR0RBJDW4JIGpalKM+GFTkhCdh6nklLyc+bQi5DUgQqcBGVYrIYz2WTNAWp6Pz2lVOh+eUzLUthlkcy2aScjktyjCLgfC4l8tFsJrGWIyUxwjJINhPf3CCUdDQaWRF5hCMDGTEkcwhPARkxlJMjIgOxhD/Noz8FLKAqElcnrMW90l8XTHAx90edDauicnXEq7b0TNJHxFx41EknPEWyqB+2shbURyEqXHhW9bgEWQrkiUA25S0kVqI3+p1t1dHWmoi9CmmoXrJXCMMXC96pAjz//fWdyO4GyKhB9VXJBjPcbJQu9BfeP4od61qylrutFVBjtdtcsmoqXa2v9u1vxK/2s/cG+AcXmNtn0ZM9y+0GoNOENtbA5spIvd5n0zh3W+SXVwvodMH7zne4wV1fEbdU0MZyzlydMGuBFqPnUPPazNNCZHFjYth3sNFv1YSM5TFjCW4uj+lKIXOV50BTwfO+gE5nJ24vd+r9tgrCWk1Yq332iuSZzi/vhr6+uZG/3B9qNrirf/XV7PDbqxcbdNGhgQK0/DWy+j22UgjN4fdPztpKAWsFZtFGNaXxqlKqVovpK4NW7VJDlTh8puAf5V6cd+02rdTsjBoqqTqdu+KfkQ7jp4dn+cGDLnOl31AVMGnRNuuMrZq6e6EAL26Gl9dwIE1AIoUU4cIxoMhDkoCK/E95AQX+mXpKQ2rjnPupfFFT6FWsFPfQWR5S4aLQbhUu6stQboVypkmHklxRkit/Vi7qBYDq9a/CpejIrY5ditq5oqzuL62QBOWlvxxlq2MX1S8vK4TxqPtYX5uu7J89bRabsfzl46GMEOdJmEp6eQokE+5UzCnSqMhFKBziaETkQgnMk1Ewv++jQf/rvbvnWAaRxEgq6eFYNJX0MCxKMSAvhGkWokhQVZSThF8UgiThj4SXj/a3dnbou7tq9+6xjH0Y5lgUTwIqXLCYP5NO0iSSwDw0BWWUGM8hLuf7E8c7IuElkvCrcgBRCHIsLEtROR3nhbAkxJR0XBIjAo8KfEgSQwIbVKRIwPvx8fCF18+vLUw/k1hkZurJyvKbbCZOkSDLQNlMXBRQSQwJPCqJoVw2KQphPOXPZXCWDsLgMgQsed0zWMyfz1JgYPHp4xskDgWRlUjIybNhJR2nKUhJx1kG4TlE4EMUGeD4UDLlF8RIJpvkWFQUwoqc4LmgimNJjOApP0kALAPlshhJ+NS6QKAhgQZlDlVlsmtKfCObWM9gWSmiPoGG6JRPvYeSOSTNB9O8ehiFyhyqLqHVr6tXVz+/jqibCIEEVbgQMRed8KgNkWo0t5V1+VMOIzFBmUNFHhE4UGIAkYF4CuRwv5JwF+LLoSsHnc1VsWZdxF4VaTU4WnSZkaECNFuAZjeeXQv1NsJ2PWrRIXa9o65qc+jMjweXgbbaYGttuLkGtle4rKWzdi10cl/m3XAhMLMljQmvfFt+m7h9anW31V2vCdq1sXo9Yte6WrThs92FpZE/JoedPUZ/Y1XUVMaaK0VTNWc3hOp1qw1a5vbpguNN+v45Z6MmZK6I6mmBG00AACAASURBVHZippJEbUlMWwIaK1a7LT8Wnhfgqc3xO852PVBXjpsrMWO5s66EvLy/4B8rhOYLE4/4ox2wqSxoKg831CyaKqKXjhfC7kLMXYiuFFxvg6c7V22lQXtlwq4P68rClbs4iyFl0MRtNYumkvDZ7gI8VnC9TF7e/7H6X3Gjhq7VIGW/pBr0sR5TfK8VNWmjllpfrcZdX+vsbd74+KKQ8GbDyxl1xI5D6u0VRwIMDXAcIAmoLAYVIaiehkg0pLZFOSGU4dAtJyYBKWa9F5lSlMUWK5cs61VdXYozlyzpzKRWM6n/drgoJLakLmrlsuU3pTpF8QEVJaovwd/hIiJ5EVmT0O2EU+uXNAMSMVeaiRzd376voz7kX7EZyo71dWS4GJMCQtBcMuqQOTQrxuhkYDNLCmw4LcYVOSFwkbSEOVfHbXUVz55cz6STPBvOKFgKB2kG4fgIywVFKZ5WsEw6ydCwyEdVUXk2kwgFl6sq/+tAX+OrkZuHDjbrqn/5OPk8n6UyaTwa9lBUOL/GhCOeXJ4UpTjDomvr5KvXt0+c7EmkPBwfEqUoRcMsF6QZJJkCJBmTZIzjYxwf4ZgQQ8MMhablWCoRePb06p5ua721vLVJazHu/Djx5Mqlw/1H2ngumJYwmoLSckwSQ6IQlqWoKISjYRfHhNbzFMdEGCo0eOm41VLV0WbZ3V0P+BcX59/rqn9fmHt3787Fwwc7WDrMUKjIR0U+SuKQLEUz6aQkRmQxnkkn81ni3Zv7p07s6e60TE28UOSEIqdkMY7FvIqckMW4ko4TeIBjYYENkimfWmfxDCrxwWwaE9jg3PSLuekXM1PP/J4p9b6ZTAUkPiywQdVoQuKDEh+W+KDABlVBsMihIhcSWET9NdsOF0E65aOSXirppVM+9TNHAiwRUL0U1AupLaXMNrjILKiCj8P9acz1I7aEXNq/2lgRaawOW8rDLXp3sy5+4ZD4+Gr6wSX4UJunscZvr/bbq5fNpcvN1Z8fnCdP9ritleEmQ7RBB9nKva017iNd0tjzQthdwAObmHct6tqMuzaR+U+uD+Frx5xtJrBeF28whGwaX5MmsMdSeHtn49Gl5UYN0KgJGUvpuirOUJ62GzBzlbe2FDvU+uXBQKq/PWAtTVjKMf0OzFQS0v0a1e0E9KWrrfqvE/cL4PinsVtAtylk05B1mmRdlctSgp/vLbjHCoHpwocHyV67T/d7xFyJNZvc9bWJq6cLgYVCZLUAzWRHrrq7a53mHaC5BDZXQrUVEVM1ZtIGNaURU/VqbclKl+GP2QcF+MPamxuOtppQnZYwanFdOW2tgU0lqK0K1VYQjTafSTdTp6XuXS6Ac58iKwrmkHCfQAREApZIRKQgFS4sA4o8kubRjBhShC3FtqqxzIthFS5qaEcxHHX7yaIaiKjOXNRV9Ha1yxrjWWM8edKVJ10/V9HbQkXUyYuQcqim/+pJdI7bIou6G1K3zn9piwRYYQH1D7E9I00kvSIJiBQiEKH9nQ2Git/6e9tb6nTuhQkqDt64fKzOsMOo/eXR3fM8CT+6e/HYwfb+vvZzp/ru3Dq/d3fDxNgzn2e2zlxx7syBs6f7bg2di4Y9goh9GHt64mTv6zcP3r57uLwy/vTxjVjEGwm5nz0ZQqCV9TwD+OcsptKh62cKhbUkBhzY39q7p8njmpmfec9SMQRxj4+PpNOE2z37cfqVxztLUkE5nUKDq6GwMxJ1o8FVCF6Jxf0sF5XTqUQCwjAQx1FBSDBUiCJQlg6npaTfO2eqLT1+pCcR9WNRz+zHlyi0lML8kZBbHetk0jjHhEQ+KnARkY+KfFyRU5KASQLGUOGNNa6vt31Pd9Pi3IRRX/ns8d03I4+N+vLlhQnAtzz78R3HRIeun3344GomTah2CiIfV6kk8vHlxQ+1+l0H9rf17Wt9/PA6TYbmZ9/5PHMkjlJEUJFTqvhYEmKKhAlsOCMnWApNxn05JYUnAndunq0zluurf9dX/37+zMEQ7MilCZGNKWKSZ0ICGxbYsMhFJD4qchHVnKH4We1bGRJhKZSjgyKNMrifwNwE5t6aoKV8BOZWvUV4CtwOF5lDRRpVV9FqrtDW7RLuT8edhegSenG/o7EiXF8FG3bC9RqHtWLBXr3UXOtuNzsbdXCzwWOucFgrluwV8dPdP0auRw40wa21Qbs2bK8GGyodbTX44+uFiO8HiUoxj4yDaQaW8EAOc38JLX2af40c6XKaKiI2XaxBBzdp3PUVhcdX1q+fWrWVQ43VQVMpbdPg2p2ypZq1VIf0pZEWPXOwBaqvgE07E7W7UvqdCfOuoPaXuG4Xoi9ztei+fbhbgCc+Tdx2d+hBa0XKqiHr9T5zeaq/o/DhUeHtg/S5vmiLMWHXxeo0PmOlq9XCPRsqQPOF6HIBnKJvH3O1aALWUqSuLGCuQBv1/OGeUKMB1VdgdgNcr1uwVwhPBwroVMH5KnGxz22pitRWpXSVcc2uqKUiZC7DTDVwjdZtM3r62r86xr9FV9Px1Syjmr+AaQJSSFSmYIEEWRpgGVA9fM2IIVUfrJIlK4TUmYu6NFTNmDIcvCaFis5KaSaQZYAiXNb5QHEP/VNH593gfH9ZRf/Nl1tKraoGl0WPy60MJB5QlXnFI4CsAKgH2tvnPUXzyp/+lZDCRhUGO7qvw6QpOd7XY6jYMfN+ZPLNE33Vr6+f3Ry+fb7s939bmXt7qr/bqN1xc/B0jeb3syf7dnfaO1stczNvG+y6fXubL57vr9HuGHlxd372nVbzW29vS3//7urq39++fdS7u+XWjQsP71+vM2kA/2JaSgV8C5Xl/7w1NJBVyJzCXBw41tFqf/rojk5TMjn2+uypI7272z5OvG1rtna0Wu11upmPr6cmXjbYdWBg6cihrs72us42W3tLHeBbXlmcbLDp9+1pPXPy4MWBYzyDiVwypzAcHX/x7LbFVIHCDpHHsjIh84m8Qj24c/nZ49tYFBw4c2To2sDpk/uXFj4IXHxu5u3A2UN3bl1YnBtTJFIWyGya3dPdsrurefz9657OlvmZiZmpDwZdZcDrWF2a9roWfe4lo75y355W1+rM65fDk2MjY6PPV5emRDa+lqGnxl7s+OXfxt49U0QiI9KxINDV3nDiaB/PYGQqBAOOWDjAMVESRxkiqK7kRTZGpRCWDN0ZGjDW7Lp/+xIW8c9Pv52ZfEXjQUVMyXyCSMBfPkkMFeaY6KcNgSZDspjMZSjAv3jyeO/SwoesQuazNEtH0lKKocIiG+MIROEjGSFKYr6Xj6/OTjyV2RCV8ItFpyUKVISQIoS2KCNERA6VWLgIF5GBJQrM475CbBm5sM/VXBWyV2L11dFWA2DXhpvNsK0GtmhijQaopjRk00JNNezZ3sLkw8LrW752k7++BrJWx1pNrrpy+Eh7wT37LQbmkqBEIgIbZmiYISEB836KuQrwMnvtLNhkChqrIubKWLPObS75duN0/vwhoEEL2avClvKEuYzQl3CGctJQyth1qGFX2FYJGH6D9b8la3el9DuTpp2YYWeqphTS7HTVa5Qn5wvxGWXs+kJ7FdhUFamrCOlLY/V6sE4bbrZFmmwxuxGo/B0zapL1hiV9WeBwV27pbYHwfE+tbnre+I41LdT9jtoqwNoSpKEG29fy48mNQKclUFcVtGpBU+WqtQI521Pwvi9AU3/MPPX3NDh0ZZhFF6wuCRlLYcNOutG6Ur5rsaE2+/r+Z2B2HXdJlI8ifCzhV+Ei42CagNI0oqqrBRostkLFl+GDOTGcFULFxDE1FyjLI3kRKS6h8xyU57baomLZsvan06VnK3qRdv/p/v8zqGhlu3uu2hkVQ0W2ShjWX9S8ZAWgSJOi6v8vh0/b4LK7pa6/t5OIIPW1moM9rUMXT9pNFSwOcwRSZ9j14NZA3+7GgRN9iG+pyW5Ymhu7dvl0Z6vV65pvbjCOv3/x/Y/c7q7GwYsnbw9d7O6olyRibu6D0Vjp9y8PXjzd0WrvaLUPXbugSGQ2TXucc1Xlvw7fu/b1cyYegQ7s6zp57FAsDPf1dp87fazRbn7+5MGl86dbm2xPH93b3dV8/crA+PsXfb3tXtd87+6WE0f7Xr981NPZ9HHi7ZmTh/f2tMKA61BfT73VgEKeqfE3798+5+jE7aGLbc0WLApm07TIJnAM2cwLbU3mWzcuTY691lTsuDZ4rqPVfqivy+9Z7Gi13rpx4cTRffv3diCgmyawfEY8e+qouVbb2mhvbbRHg/DM5Jiltsbvdhw9vH/fns63r57VmWr29rSOjb68cO64xVitqdjx6sVDGg9zVAzwLh050G3UVZw9cRgLI9Pjo+U7f7VZDAGv4+LAiQZbbf+hvR2t9smxEffqx2OHew7tb39w53JeoTgq0tlq2dvdwBCRtIBLXJKn40QCXZ4fH7xw4vyZI69ePJAFfGl+fPTNk2ePb798do/Cww/uXv3lH//r4f3reAKdGn9199bliQ8v0yIRj/pnpl5MvHvgc4zPjD+xGXf19zUTca9Io3TKVzSXUoVzEotkxPB2uKgZzxINp0lwLektRJfRgV5Xc1WkQROzVQUbtZC9OtJsDNfrg9bqsE0TtVRF67XRTsvatWOFuZeF8YdAl81n1yN2fbTF5LFVAYc7Ct65r3FQjgWYFMTxEVaICHwow6GZ4Eoh7ORunfc1moKW6lidNmjXuM0lf1w7IZ/YA9RXwXUVEXN5qq6CNJbxdRrKVI6ZShHD7zF7RdC4M2oqwQy7wpp/xWp3Rg07UjWlqHanw1xG3zhSQMe5t5eWOqv9jRVIXVnEXJmw66GaimCtPqiviRt1YW15wlCVbDASR3o23z0oRFe/JFa/JhbJsRuzHdVOe0nQVgGZysBGAztwqLDwGj3R6bBWwBZN2Kpzm8oXu2q/zDwtoLM/PB/oW+cW6qoBY1XYVBWpq4D0O8J1eqexGjq65/Py+83Yapr00aQ/iXtZCpRoOEMhGRJWSFh16hF+Cgi2rwLVt3VA//NfbrEz2j7QXePhNf4vCt3tbVGRLGtMUUSXWObii2xsgYsv/gwwcgiJVRF3qga6xTg0NQCg6KXw328U1aiQ7U+moRwf5ZPosf2dhorfju3v1pf//ujWlbmxEVP1jqsDh08d7qo3lnlWxg/1tvR21gcDKzt++feVhYkLZ/sbbfrl+XGrSXP10qlXz+9baisf3LnyZuRxvdUw+/H9tcFzZbv+FUb9ntX5RmutWV/lWZ1XBEpkUh7HrEFbcrC3C/Y7z508suNf/3n/1vVvn9Ye3r1VXV6yp6s9HkbPnDhqMepev3xy6vjBqfE3b189qbcaoiFgd1fzpfOnUchnMlRPjr1tabTeHbr6/fP6tUsDxw7tRwHv0YP7OlvsC9NjH8fe6DWl0+Nv82luPSOEYZ/IpLpa6588vOtaXagz1bgd8w/uXj92ZN/c9Ic6k/bCueMP7w/t6W7xOBfWc7Is0H17e44dPhBD0a6WlqHBwQ+vX7fUW5GA99TRw0f6ehkc62ptvHj2pCIwIch7aF93/4E9VDKynmYEMiYzqWQYGnn0QFe2q3/fnjAcMOu1l86dWpyZtJn0925emxgdqSz5deTZvWePhnb99u+XBvrHR58qYioa9JgNFRfPHc3KlMBgDB779innWZ23mXSH9/ec7O9rqjctzk0MXjxtrtUcObhHW7Xr+ZN7FwdO7Pzt/1y+cGps9GVXe8PlC6fMtZp3r5+OPL/f2mg4c3Lvh3fDL57e+O1f/9NeV+FceU/hwE+rPah4Ay2wiCyE1NmNChc1D0+NNMsnPIXoMnJur6u5Kt6si1oqQGtFoFHraKhyNmrc9VUeS2m0QRe0VvmslZFe++fhSz9eDgXa69zmathqQOsNHmt1oK/1u3vmRxLJJAA2BQh8iOZQhoZFEliLugpxL3v7gqvREK6vjdTXBOwad33V2pX+RF8TaKuETWUxYwVurkwaytj6Gsxchhh3oJaSsK0cNuxEDbuC1b+HanYiht/Q2h2YoTRaW76q35U41V0A34uvzq+2VXrqdsCmnZhNk6w3QNpyRFcDaqpDNVWYRRc1VCFmrTDQX1j+UEj5vsZXPsGTgWv7p6y/o62aSEMlZCkPtBo3H10reMao2yc8LTUBcwVmq4HNVZOmXeLTK4XgbAGd/b701tnb7DRrQjZdsK4cMpe4DeX+Dhv7cLAQXMml3CzhTRE+FS4yBWdoOENCaoycSEE8AahWG0WFwd9US1tA4ZAcC6suHHkOUpmyRRYOWuOAdR5c5wOqh+4nAfhpRvffKhcVLkx0no0tqNb/apArl1hRE9G2NHWUR22OioOV7TXLNsRsJYQUrf/TNCIRwen3zwbPHr5x4cTo8/tx2J3lEy+Grx470NK/v+nVk2sCFXz19Nab53dg7+LxI7tB3+L925euD55yrUwNXjh25eLx7nZr/8EuyL8UDfn37Wnt3d1y/mx/X297wLtE4+H2ZsuRA90Cg8l8SuKSrpWpRpvOoC1psNa0NZlfv3hAJSNZiXEtz9dqKwfPn8nI3Njoq317Ovt6O/t6O6GA88XTu23NFsC33NFqv3zhVMC7Urrzl48ToyPPH1WX77p++VxbY11rg4VMhKNoAAtDIpuQ+dTxI3utJs3l88evXDzZ1WZbnh9vaTDeuHp+Zmp0x6//BQOuiwMnrOZq1+pMvbXm4sCxWzcu3Ls9SCSD+QzP0YmO1obmhrqpD+9KfvvX3aFrY29fVZXuCMOB/bs7Tx87TKeiTTbjzasXCj8+D144YbdoVxcnyWSQwmCZiSO+Fdfi1LeNzJmjBxotetC93NPS+Pr545mJ92U7/pmIwJs5qbXB8vrFgyfD1ztbzTgGpYXkepaR+cTuTntnq5VIoIpI5NI0lYw8uH2tqvQ3mSNyMltTXTryfPja4LmeziYYcJkMVS+e3ncsz5Ts+MfC7Pidm4N6bdmdm4O1NRXH+/c/f3LHaqq4fuW4xznp90wbdL9dudRPJP2qzIdn0KLJnsihAouoo2Jxa7gLFuGSIaE1zFOILkNndrsbKxPNNSFjacBY4m+tYa4f4e+fZK4eRHvrvLbyQF25x1LutFWiB5pzt87A3fV+mz5Yb0LqdH6rFuhtzk+OFGL+TzgoJnwCCfAUINHQGg18J3zf/VPxC0fcTbXBBj1Yp3FYy53N1dmr/Ui3Ga7XoMaymLECM1YmLBqmzRSur4LqdiHWcshcAhl3gbUlgeqdyZZaxFYKmXfGTeWJumpXza5wX2PBN5p5MeBtroTMO1HTzqilAtaXeapLAiaDR6/1GyoQS1XIpPHpS0N7W+X7lwvOyUJ4eXP+hfNI/Yrtd6xNG7WVIdby2IHWwszLAjTzfewe3GMBTKVxU2Wy3rBqrQqe6/3q/VAIzxXQeez6SWeDHrJWw6aSkL1yuXYX2t+9MfOykPCISRee8uAUSDOIQCFpGlHholCQTEMSuQWX9M9q5W9iyDSLqBEdazya51T/MFCh/FkG2GqIWDDHgipcNgRgQwA+/XybfKAIlxzl+rMtUvnCY0tqWySlnEJilYsvy/gWXNThruqduR0rf9l+b2WGwH97CosoDCrgkMKENhXi2zonksGsEM3wETrhFUgwJ0ZECkmG3GkuyhEIRyB5OZkIu+kkKLMRIu4n4v4Y6oiHvTKPyTwWQV2ri2NkEg4jTo4Ku5cmW+36dy/v5aQUi6MyG+NJFPLOupcnPCuTIXBFYqICGVG4xOz464qSfy7OjH/7lGPJqN+98OLJnemJESIBR1D3/PRbMonMfXznXP6IY8jzR3dRwI0Ajnu3Lr979ejY4T17uhpFNrGWobMykZUJRUwRCfjerYv7djft7rRfvXQiGnQPnD4w+vqhe3Xm+JG9Idj5/PHNwQvHcAx6O/Kgt6exs9Xy5uV9kY1zVExgsMELJ2zm6o5mW/+BPSHIOzPxrr3ZggCOY4f3nD7ex9PRlgbDtcsn/e45beUvZkNpfZ1m6OppJoV8Wxdmx15YdLsajFW7/vG/Ht4cxIL+On3Vg5uXyThirC7p7WwcOHFw5z//95tnd4fvXrbXVaTigCImYyFPRkp9HH+hq/qtt6fx7ciDo4e6r1w8+eblcPmuf4y9e/b6xQODtmRm8s2RA917u5sEBqvR7Bx5dm9h5n1l6b9cK9NXL52y1FbOTL65eW1g8sPLRBScGnve1lR79FAX6Fsw6nc8f3KdwiHH8odIcKXoE6yWLWoVo26ainCRaUim4AwJbSR9hchS4GSXq6ECa9IFa0sAU6mvozbz7kYBHiv436Ufnlmurwg0atHWWpe9ytVWm7lxMnWkB2o2x5rqQlY9YteBXXXk3UtfPdMFzJ0NLwvhRSm+kku5N7HVQsolvrsDHG4LdtnibZZAXeVqfaWvx5S/fTzQqUcbaxBTZcykCZuq6O763Mk9SLMOqK8A6sp9hp1BazVYVxWwVUvHd6NtuoB1V8Rcnqir9up2IZ3mwtLLtYengLpdkdodUePOsLnEZyiJdtfLl0+Ll09Eexu8tnLYVg1ZNV5bjb+nYe353YJ/Lv/0iqu9BrWXRup+j5p3hBoqmFN7ChNPC+7Rwti9UEctaizBakqYhlq0uXa525KeflSILhSCi8rIbUejHqzThE1lsYbqVWtF4tKRQmD6G+7lE26c9DMsKkvRNB3MMcE8g+ZYdMsbn0Fl6k+3/PQ2JWRx8qLCRa1c8gyco6E06VP5UnwqXNRpbtHMZY3x5ihXlnTmafdfKhd1YfS3CHop5cxQ3i0/OtqbYXzqwdLfyLLtbcFlW/gZXEwRyXBolgsJJMzh4IaS5AlAouHPuaTqM5LhQyKFkJhPjZtQdw0sEVA9aHkKzMlRRYrhCR+ZCqzn8LQYlfiwyIXSYvTG5WO9XdYQuJAVY2ogA0cCOTm6riQ3s7hIo3QyIFBBFoeP7G/rabOQSURk4zKPKWJS5rG1DMXRQXWlkhbjWRnPSCmWDItsnKejo68fnjy659XzO6eO7b00cATHwLSQkPgoz4RySiotxhUJowmYo4NrWWIrJ4AIsmRI4uICE5X4qMCGeSaUTSfjEXc05FS3MDSOimwMx8BYyBMNeiQOU8QUjkEouMLTkTDihANLRBJIxn1Y1INFPT73pM89OT35NAQuqPZFTDIwN/H00e0LI4+uC0Qow2HvR4ZdixMbGer9qwfXLh57fG/w6oWj7uWJjxPPbl4/QSQBCofUTZAiYVNjz/sPdtotVZ2tlpdPb4dg563r57rabI023d2bl1gyfPn88dPH94G+5T1d9aOvH09+eG6sKfM4ph1LU3XGir69bft2N30cf/Xu1fDRQ121up0Dpw/4XDPaqn8+fXR1bnqk0a75v4y993NT97r2/d89857z7J3Q3LvlblOTkA2BEEIooYPBgLFxr7j3KtuyurT6Wup19apqG1PX+8NX1nayz5l5ZtZ4BFIYZog/vst1X5fTthQOOI5syVGeQY9sokgJSGaEo8w8lkgx+EEU0j3b8O1LjqaCSEuZv+Y0XlcAXarWZt/owW3du/l55o3rQqXnXI33bLW58oS9rUJ78Yf48AbcVkU0VngayjwNpWhLOfTLWWXszVfnsk7ufPGZvgbMetDyEVnNbo3hj6+4zldHfmyMnTMgNWecrSWB389l3952ny3BGkvQ6jN4dQFScyb54Bd9qB06Vw61FBFNxVhNAVZb5Kgp9F07+3XwOfFDhbPq/1JVp31VZ1xlJ7CzFfp6/+HgfbTqn8GK74LVJzyGk666gsTL27ptVXeu6uMviR8r0eZiqrncZSjerSlOvHykr8/G7/3Lbvg+3HwqUP1fkbrv/Q1nwj8303d+Fh5eke5fJhsKIg2FsfIT4YoTVGOxqa0sOPBQ95t0amdvvm+3sZSoLw7XFwSbCi1NRbE3d3WP+VPULUTdOVN33pdiPRmOynBUiiMSYN/MexMcmeBIYD+YPDpnzdUskgfAJSUSaR7PwyXJwnmsgMplT0T3pZyH7vFQtHxP9G+4iIFt8S8DF7MUtoghsxZ3pFh3ij9Kb+TcYAV1fCt0HDF5sgC4gL9lSsSkuDOr4grjTonEQSIoxiDgV5SSST7mBKmsQtyl8YTCEwKNqBwu0u6UTMaDFpVH0wrFx11czJmQKE0kZQ4TaFjmMJFBeAaVeIJCN5yWWfA7qoBlEz6ZQ7iYU2SQsM8MPHSB5mJuogtxrGqCn4/haSUsxAlN8HJRhI3AQhzTBC8ThuiQOyUHJIYSaXI/yWCuzVfPbnZ13Hn+8BrmWt9LRFTeIzGEynu4GJRW/SKDaiKVUnzAp1LhiUwyIvHeTDKSVINANpJNhWWBzKbCmuxNaQHgrc0z+F46lk1Fk2qYjqL7GSalRTLJiCb7eQZXRG82FWbjsCp5OBpJJfw8iyRUryaSGk9IcfgwGfmQCKdF/8dUHCBbjBEK40lLoT01mpIDe4mIJniTkl+VfB5iGxwliBwZj0AHWVpgqXDA5aOsHtwqsr4PWUHi/JDDSCC7dITYS7Ee3ObBrQLjw6CdoNcdCcCIa1sRgqoYxqCd+elBk3EuFsKCXtfi7NDS3DDi2qIj+PT7Hg9u9RDmof52FNqIRyCJpzgaY+Mw4AvPoAJLHIdLgsnB5UMM/kYa4duXXC1FkZayUF2ht7kUOV/1bXFQR436yqj8/A+yrcbXUB5sqMANxY7mMu3FH5/7n5M/NyGNpVRjqaehmGwqsxgKiesXhHePPq6Nftud/WaZ+2yaTs11Y/d+Mp8tdVWdijZURA1lWPH3eGt5+vlvyfZfbQ2n4bpCtLYAriuy1Jw66H6grw1F/7iItpV7G8t8DWVwVaGjsVztfqxvjgUv1yHl/+2vOkOVnXCWfu9uLdUXOj+OPyQM34eq/hmsPkHUntip/l589YfuXtPdy/rmsP96HdRwGjOcIepKbFWF8p+/68Nd+MUaR/X/pVtOMfX/wyesSAAAIABJREFUYA3fhWpOkrVFzspTtvJ/4IZTPsNJuv40V30yXPZPpPI727ly+4PL3+Blndzan+uzN5VThuJQzclA/ZndpsJw513dZz0MO9U4IgsemfXINJWiqSxDplkyd84uEBrvUTkiyVMgPTkPF9Ac5YoX4EnIYSkOS7NYmsXAnCUPl+Mzl+NwAWZRe6zzL22RGNiWgjsgsejosStRmxqzJ2hn7s7oKHcxxUN/g8sxypDHDBOJtERmZCojE7nTARZKS6QUd2dkr8IhaYVSeRh4jtMhM/BDk2gkKVIqj8qsG7wLoqBVEUlrJBdzJiQiIRESCydlci/p5xhY5jBNxDOaV2JhVcByWcICLPMQCPHURJyNuo5E7oTCEyKNg70pH0O5GMRG3SD5hQ47RQZVBZKJuBKSR2bJhOhLiD6Fo7gYxERcHzJRIBhTBVIVyCMbbTIhUUAdD14INKIB63+ZSkiehOoVGSSdDKgCIQl4QqJ4FjlIRxSRYiIuVfKkVb8skJrg1WRvQgLzCEJggWkrkZAoVaYkFlZlQmJhkYFUHk1LJDhKluJwgifSsk/jyawaYMOurBoCczuFJ4Dtm0AjSdXPRFyyQAo0oogUG3XLgkdmyY8HXEYNiRyZEAOaHFR5X1INZ7VoNAQlxMBemhbiRFINJ8QARxNpJUxHUYXzZpIxiaESSkjhcnIYgaUElopHEJ4hmRjGxBCRI0GCisAS8QjExmEwc+FoRGAJBVj58liSRVUWUzkiyeL7MddnfAO6c8FxtjjYVhJuKgq0VWBnKyN3rqa7n9N//kKeN1ANZe7SE2h1ge9Cve1cdbq/XTfNM09/w39qoM5V+VvLQ22VWGOJzXDGdq7ce+cH7/3LxJ0fsVvnLecrLU1FUEORp64kUl8ebajEa4uCv7TqU13yo19shtN4XZGnsRxvqdiuP/3h/QvdOvVp4jX0Y52jppBqroIbK6nrF3XjpG6Zid08TxpOx+vLvGUn3aXfO5oKPkw+3R+976z+b6r0v8MVJyJ1Ra6ak4lXf+iOBd0y+XH0EfFTmbvmn3DVd76mCri2mPvt8mH7n3hTKV7zPdt4Umo8Gav6R7jqhK+2mKwtDjSUBOoKow0F3tL/T6g7JTcVYyX/hbSWbV8x7G8O66Rxf6EXulCD1RT4Sv/hrzu921QYevunHrR/iDgTPJFUgwnen2J9e6x3n/OkeRIY8WgileS9oHgBZ9BJkToOl5ylC48leCzvqZzisH2ZzIp4ikNACZPm0QwPZ3gYKFxABD3wcwEKl79ULkBB99eZi0WJ5py6QdQpqFzANhr494IbhGPxrPjxgUuuuJLIjEwdt/zNO7YCt6v8CdLRPBhUPWiCR0C8GTilU3kUxIZoApZSvEnZI3NYNhHQRDKleAGMFA5KSpjMuhMiKtBukYFApSPRCLAsFWJwUvSpHCXEYCbkzPunKSzOhJwSjaocDhTroESUGYyPQmnZl6tWWAzEg2S0ANBu5I9rFB5PSBQXc8scook4H4dkDvyswMQ4nJTJvYRPE3GNJ9Kqj4+691MhMQ4fZqMaT6gCkVF8mkimZV9CotKyNyFRXMSVkKiM4lN4/Mi7nwB2TSqHaxwqxlwpMZctB6ZaCoOCQMs9JQDMDTKKT2UxiUZSkmc/FRJiEB12KCwmc1hCIPeSIRDHAfIANJ5Myt6EQLFRd0KgEpInJXnB7yg8AXzqxTgmMYQCIo3iGB9DxTgGbjhkDosF7apAxkMOoNYF8jnw9cgaigAWvLLg0XhPisHTNJKIwzIL8xwqcHCGd+9Rq/YH5+2XSsjWgkBLYexiNWIohA1l7poSxFBENhT5WkoCFyuxS9XbZyusNy8dbk7rhGVvcZi8c8XcVII2FAbbyjxNRa7a793NZ9xni3brvjPXfQc1FEC1p6i6Qk9Nkbe+lGgs26k6hVxpOZjs0jcnfTfOW6vPUNUlwYYqpK50t6V0b65TR5Z106Tjt4vbTZX2VoOptVbtf6lDqzq6xr+4AdcVhqoLY9VFvroCuLVwf/zB/vgDW+NJouJ7rrKYKT7tLf5evNqa6rxFP7scvd1iM/yXr7kw2FjqKvueaC5X7/7CXb/gNRSGq06y1SfFugK+qYRuqww0VaDVBd7a4mB9SaS5OGg4Fa47Gas/Ha055Wsssp4rpd/d1SO7ynznZmOhu/p0pK7EayjcbizyvbmrB20fOSgh4qriVVgyyYCyhdA4HIQuJCTPnhja44MZyZeWvUnRA/5RNJFSeFyiEYVDUiKW5lE17pJpF/jWVhg4f6+Y4I/4Aq6iWXeag47rXEBblKJtKfrIcoEPbHP+Lc6/JQR38lIXJWrJJwFojB0MdJOcO3WUOPc3vhzVKf/Dk38XYAhs0RUGBiaYx3Ngj8c2qjysCbmUFsAX4BigCgQoEBISlUsRETAp7pQYSGZhiYH2Ej6JhbOJAB12ZLQAcELWeDIpelKCLy36ZYZQWDyj+AFc8m7JbNipcnha9iYEElzcATMBLoqA/JNowLafCh8z68dVgQBtGht1ZROBhETxcRfwcJMYKCHiWc0L/v4SA6kczkVcoLMFI7QPqTAgmsrhH1LhnFBSIJMile+Es6ofwE6IQeD8T2HQtESCcCyNQ4WoU6ahtERqHA5Mmz5nY7kfTQLJR1xiHE5KRFr2fkiFNZ7gIq6kSOVDTnJHa2ANefTTDPwdgDZcYXNec+BAMe9pprA4yDySOUwVMD4OgYARNuo6SmjBJBYFHtQ5gyhgmstTKu9Js0SGQZM0onCIAKJagzspbHHrTvNG20mkrYBsLgifrw221RB1FVRDha+lInihOvyvOupKnflSxUxbSWjwpe5z6EHoG7ojT/cgt37YqPoOaykhm0uwhkKiuYRsLcaaCqjGwkBzib++MNRQStWXUGert2sLdy4ZkuOdun1F355Br5x315eTNeX+hhp3fbnpYvXHrTGdMurYBv7i9sal5vW2eutvlw/WJ/WQTcc2+Lf37HUFgZriaHWJ11DoqDuhdt3cG3lkaTiDVZ0RqivUyvJIyalAXTFxoWyn/h/ulpP+C6VI5Xfh1mq0oQRqLMu23yYv1BA1hb7K07HaQr6lMthS7qo6bak6DTdWOirPIIYioqnY21wcaC2KthSLDSVRQ5G1+iRx+7yOLCcWunZaS4nm8nBtqa+hbLe1IvjugR6y7dFOhUdVxZMQqKzgzTJEhsM1EZckTJbIpOwFcEmLXgAXVQCBoqTMYSIDqSyisrlIeKA1SQhkzlQsH7cI5i88lOKh/ye4gGluXueiRC2gLZKiVhAXrdIOMDFOsnCShf9Wm/wnVrKK5zhWjn8ezHdBzCuwZciXLX8hy7/hAvJYEZVHZRYGcLHvTrNRN8gGERkkIZApmRTjcFKkEhIFvtu5WO7SWmbJlBxIij4KNmqcjwm5k6JPYUmQpJcQvCCLI+a3pSSvGEfAAguQJav6U5JHE7wgBSUp+VNyQGII0GuAH8W5Hgpkkqj+lOIF1BNoGEQRAQKmVZ8mkvupEPhwNhEEnwe0+rRPJySPQCOaSCUkT1L2gmPCtOoHw2mgds0mgsA+XuMJiUY0nkjLXolGAJ6AyFLliKToUTkiIVBp2ZdV/XtaIB9ueZiOpmVfVg3IDJaWfQmBAh9Lih6NJ5MitacF/jNaBLhYJgQKXD/ncnk4IiF4EwIFArckFmUiTlUgwFeBho9supG8lE5iMYEF8T2EyqNJFgYmrzKHaxz+gUa++EzmexdWGk/Zm4schjMuQyncWI21GNBWg6u1wt5WsdNStNxw2vhzPf7qdnp3/nPAkfSYDsNOPWATpt/Zr7U5LlS7G0rJpkpvU5WvuTLcWhNqqfLUlSA1Z6D6YmPNqY3mEvMvbdHuR7pzTcct+4tj5gsNcGs9WldDtNRZWqt3r7Z+cy7qXpPus+1tTG7/dnmkuTIy9lYnzR89Jt1vlfqe79aXULVlodoKwlBsqTrJPLxy2PcYairHq4rDFaV0ZbmvrACrKnA3FDnqC/Cm4vD5aqKuBDaUIGdrmbvXmAc3LG2VttpCqrXS21SBNZaSlxo9137Af/0Ru/4Dee2S5+p5/HKj9+dG4lw5YShg68oCZWe8TVXYT036+siHmS5zYzHZVO6tLPA2lq01F3vfPdAj9k88nJQIRaZUjlBoLM2TKZFISIQs44pMabI3LfrTnDcj5KJaNZGUeELMpTtAUtzNha1S1JrioZSIqSyksFhSyk1OczZRf7ktyjVHebjkEqM5579FdPlVdH6mq0RtStQmRixS1KrE7Wrc9Z9w+Vvvk5Gpv7HmPzfT+eR5cLmQj2QEXMyzJifGOwqvBXABltF7CV/QY7pxtcG4OryfCoNv7w+piESjH1KRvWQI/H+cUUN5rGiCNyH6tlZGh949TolBmaZUjlI5SoxjCcGrchQbhlKSd08LKiz+IRXJqoGk6MkoflA+JAQqo4ZSckDhKCByV3lPSvElZS/4UQzCkg4zdErxaYIX1DUZzZ9NBEAqW0Ki2KhL4XGBhg/SEUANxLnMx+GMFiDg9Y3lwU/7dJ4madUP/pC06gexZwpPcDEInOeA5HYm5MiqfhAbDCw5QNCaGEcyil+IwfuJEB+FYn4bcEL4esAkRUpmUIAV8IBctDyGUpIXlEugtso/CSGXFZ1Lw6BRiUZBMajxHo3PjZ9EBmEiTk0k2ahLFQg+DgE7ouNwkTlc5HBOwHkRV3hU5WGVRRQGlRksQeMHUeQDvm15fGX951rb5Xr7JYP9fKPtQuNuS635Qv3m+dqVi1UbV5pMty6G+5/riFGPQemgVY05lajtm4wfYMa9jfeRjnuun8+iF1vt9VXWqmKortJlKLVUn7E0l26dq9i53rR955K42PsV3viEGHXKwk73LbUZjI2V24by7caq5bPV27d/OHAvfQuYdZ9VJ8y2jnvvfzmv2pY/h5wisq7H3IHuB0t1xRZDqbOmzFlfZqor9t+5vN/z1FRX6qguRavLPfU1ZHMN0lTlai6H26ocNYWW0lNwc425oTJw59q3qQH3r5dWWio2W8pdP9SbWyt2W6vYF3/qmwv61nJqZkTfmte35r6tjn2e64s8uGJvKAk31YRqq7xtDfa2GqX/2d77TktbJdZa4WkqI85XL5+roPof6SHrAevWBExTPEnVn1Z9YI6pKbiooJJCqIoH9LkpDssIRFryJEVKFcDpKSaxsBhzsSGLGLEkOXfOTJLD0wooEfBcEuMxhe6eiB6X0uXTiw5E6ECE/g4XPrAthkxSeFeOWOWIVQhZpYhdiTk1Gk4wSIJBkiya4v6yZs6PUQBKAFlAFmS+cgGv8w3RcbjkPaWA4S5IaQEXkpoAqbxb4SCZdQO4gBJ9cab71q+t85PdIo2LNB4PupZnejcWhzaXR94PvQx7bRS+Mzn+1mFdjgTdm2vvlxeGSMxk2ZrdXB7zIibb1lzU6xRjRIDYjfrsfBRhQu54wAm+OnfnY35HUvT48W0ftiXEYC7i9uGmqN+h8h6wTiJhY1YLo841LorILKnyHgLapEPwQSoWIK0ym5OKKSIV8JoTii+h+AQWS2mBbCqsiN5sKppUg4h73UeZlxcGVpeG3o++SifCKS2UUAKq5JMFz8cDjo7C25sTSTWoyf5Y2H24zwossZeOCSwGJsoH6QhAW0LyZBPBHIwYYj8ZPczQB6nY1urY+uJQgDR7kK2wx5wUPQfJMBdxHyTDS9PdmHNlTwtm1YDC4kIMzij+w3Q0qwYSQu7GJJ8bmRQpjSdlBgMkAs9RZqNX43O2DIAvModxMbdAw3TYAbCSb4vAFFwRKV7EBQmTRUQVEWAWJTOEFic+8r4vUYTfHFPXBtT5HnW2Jz0/qkz2a2Nd6bkBdro7PNWpGN/vO1cPoc3PHutB0K6EbLKIhGMWkbarAZMeR766N+WZoVjvK+fNq5sXmnYuNhgvGIw/1TkeXIbe/s4YB3j7xEHEtBexKpQxG7ZHN8bsj3+3/vaj+49/We/+a+vhFdfQUw1b/Rh3fI04P1KW0MooPNWjkCYlYJWD1q8syiz0m279uPNzy1pb9Vpb9doFA37/mtj7fPeHJvuPLfaLTZaLjZYfGk0X6owtVbutNc5mA/nTRfLmldirx/vzIx9WJ2z3rkyfrVj5qW7xQvVMa7n5tx8yC2M64dRJ6BNi/USY9aBdD9t1n8nX92i2udTcUOmqr7Y11a43V0L3rwqD7TuXaoxNRbstxautBROXyt0Djw4CpgMeSkqYJGGq4pElUtMoTSMUBRNkRJARSSEUmdJEMsmiaRbLCFQqd01KKDyu5mQBEBDi51SykicPF3A/uCcRexKRldA8XP6mdtkXoD3etccfG+hy/i3Gu8n6jEd8sUhhixACUXXuv8Elv2z+2wOwsqd69zUfeECc9bE7o9xB1NF/jh7lvebMpYDXFPC1U3m3wrlk1i3STomBFA6RGZSPup8/uvr0wb/u3rzo2J3/csBjrvWOxzeH3z179ezWQPeTuene7s4Hb1//+frlnfmZvpu/nu98da+n65HEUHQInhl9e/v6BcyxIcYI+87scM+TqZFXs+Od4wPts+Odb1/80d1xZ2Gye3a8c7D70btXt7te3l6e6b1947zTvLCXiCzP9r1pv7W1OjYx3DHU86T71V3L1uyrZ7cG3z2dHnvrxXYXp/v6ux739zwm0M3xkRfdnXd3jO8VkXLaFlz25YDXat6Z8RAmi2kWdq1ZTLNXf27YXBt7/ODq4lwfjmxnkhGOJhbn+vwe2/LCwKP7v4T89o3V8fWVERIz+SizzbyIwZsKR/Fx2Lw1Yd2Z8pM7YZ+Fi0HxoCsedKWVoNO8gDrXon7H+uLQ0kyvEMeCpLnjyQ3YtpyvVga67huXhzSeVDki7DFT8AYTcqYkL4DI8bLlKOqIUFg8IeRSpfMPWG0qPJGQKD4OAT8q0A1xMfffprmAL4pIKRKpKISiYIqCSRImCbjMkgnak4mRXxnyS8imc7AetuhBqx5Bdb9LR006saOTO18DVj3m/hpx60GXzlJ7futHAUuKcErFNAFKxZ0fQ049guq0Rw+iX+ybHzbn9K35zxuTh1sTOrZ2SKx8DBkP46ZkYFPxGrNRWzZsTyDr36CNLzuzumtNd6+nnIspcmMvZjugHR/D9q8hRxrdUuCNVNDOeXakgOUDDSUdS8LSUGbt/f765OH2bHZ94oNp7ot58XDt/af1iYPl0fTcQHquLzvbtzfx7sN47+HIgL48d2ic19Ft3Wfbcywx8z2R8Zf8dGd0tD0y0p5YHdHxXd3v/uqHvkSxDyFXNmxNRayHtJO3TqN9j8KvHtAv7sdfPQx0/OnvfZJaHgy8uY08uOx5/gv89GfLy19DK70fw5ZDHt4Dcek8wrJuRUIVCZUEmGddIGsNGOikWDjDwIAvCYE6su/BUzKZkYmMiIATn7SEpyTPkWb3f7wtAp3R3wJGQFt0tIrmAkbGt0F7NhjvJuffEYK7Ysgshsx80CKErHLUpcYhjUYTDJZgsCSL5wHxN8SAgmVP9eYfULOAOuX4nWV+S33cgSZ/VZAQII13qrwbVC4S4wImjCqHry/0Pbz7I4Vuvh962ff2ARfFMNfm4LuniGN9Yvi1aWOq792TP25eGhp4Mfm+a3iofWT4Rchvf/XilkjjMkuaNiZePP51Z3UiJQYpaPuPa+fv/fbD7esXXj76bXvl/W//al2a6psZffv4zhXEthb12d91/Lk619/f9VDhqIwaWpnrX54d8BOWW9fPp5XwQPeT9cWxP369hDqNw70v3r78c3LkLR/Db/9+cWLsdfvTG4tzfW9f3+UZPBJ03rt9uaP9jycPrw/2PZ+b7u18dc+6u/Dg3pW56d72pzeH+tsXZ4dSWsSDWx/+eXVrfdq8M9fx/M7wwIup8Xf9PU/bn9za3py6ef2idXdBlXwbq6Mvn98cHnj+puP2wmzvxuoo7NoY6m8Hf9qTh9cnx98a1yemJ7rtlqWVucHbN86P9j9fnu0zG6emx95MjXUsznSDLoyLQRG/FcRjJyV/WvXnE9TyM12AIY0nAVzALxUWl5mcUYjMYWzUBaZdYOUvc3i+csmnwR45UZGAL6KCChImCrjCeRO0JxFAsn6n5FzcQ1cO4MVDeEXHTDph0QmT7tnRQw6dhr9FoX2PeR/b+UxavlDmb35rCtv4ELZm/LsfQo5Dr/3Q40wT9s9BVPc4ddSs42Yd39EJo+436bTtG7n+lVr/TKzp3l097NJ9Nj3s0n1m3bOjB616xPktaPkUs33inHsh02efWWdx3WfXfTY9Bn+Kug+jrs8xSGcxPezQ/ZYvnt3Pnt0suvHRb/7it+gRhx526hGHHnHqYafut+ukWUctuh/Rg4jOU/uc+5OEfOOdenhXZ+w6a9MjJt1n1Cmj7jXrAYceg3WO/Mqie7RTY+xJ0bXHuw4iVp3c1eFtnbTqxM4XzKiHrDph1KFlnVzX/VufibVvAbNOQx8jjoO4Oxlz7cvknkoleCTFISnWnYo7U3FnhnFnGDgVd3/gkH0GyTBohsNT4J9YJBO5eLx/W/ynxNzI//jq5viF0dHMBckKyP6/BS+ufc61n69cuICR9W8y3s08XMDDBcxCyCpFnAAueb4AWBy/mwTP35ZH+YHL8V4p3y4dP+UGRVd+3aXxbo13agKUEGFNQGTWDTZBSZEyrY/aTNP6VznstS1O96SVsJ+wbCyNIo719cWRAGndWB3f2ph8P9Y5N9vjdCxvrI9BztWJsQ6RxiUWM22Ov3lxc3a8U2W9Mk31vXloWpucf/9uaaov7ncPvH080vPctbs0//5df+ejsb4Xb9vvbC2PL073pJUgF0UWp3vWF0foENz96k/TxtSzBzemRrtG+zsCpH2k7+Xq/MjYwCuXbf3BvSsbq6PPHl+fnereMU5GQy5F9A/0Pnvy8HpP16MH966wcbzv3RMM3upo/2Nz7f3a0rjDsjrY+0Li/JEA3P3m0cRo1+xk38LMYP+751bTEuTYHO7vGBt6M/2+Zz/NSby3v+fx+spILOzuaP99eWFgdKjDZV998ez3Z49vBLx2yLk+1N++vDA0Of52ZvLdxtLowlSvBzW9fXn7+cNrsH1lfWkAsi+C+bHIoHwcTkgeVSC5KKLwBJjspiRPfrGVZwroho4NX3AAF4lFQTcE4tD+Flyfh0tu8cniCk9IEibICCehnIDJLJmMew4ieBLesvc/Mr24Zn/xq+v5DffD36j2u/6OO8Lwi8TSUNo0p1MWPYqlTPPW539Qbx85n9xwP7uBdd6Buh7wK6N6wH1IWjOU7cDvSlpWg+Ndnq7Hwe7H4d5Hof6H2Kub/p678YHH6vs30sir2LunzNBr/v1bZrhdGH9JDzxjxl9Fpt8KO+OfAjsfiPXIVKc006NO9WSWx9jZ3qxl8SOyFV8Zji/0advv9xxLX7zmb1Fn2rNzEHNkw5bPUdsBuZ51zGd3J/eN4webE5+3Zz5ZlvUwdhiCEwwk0JZ9wfk5tqt7N3X75Cdjvzz1PNR7x/v2lu/tvehwO784qG1NfyF29Lj7q0YkRZfC2tKM/WPEodOwzqA6DelRlx626VGH7tv5Rq7roV09YNZDNj3i0qMuncM+RlyHNJQKWj/zxBcB/8Zh3xj0G4PqDKaz2BcG+syhH2goS8MZDs8IObho4lHmfC6InkhLuY3h8Y0NaItyzZGQH7ugx2Yu7r/AhfVvMj5QtmzxARPn3+H8O3zAxActYtj2t8olweTsHhI8lq9B8jqX/LIZvAte52e9oJbJlzkgJ+B45XK0AIMSAqTlHkQTkHz6X1YNgGGtJvhBjmpKDikcJcQxiSFklmRiCM/gAb+NwI2RsMPvM2uyNxq2MxGXwuNBjwmH1tgwJMaItBQSorjKeoUornE+IYrjzk3IshL1OqU4aduaM61N4s7NmM8VD0J0FE2qYR9lpfBdkfNQmGV2sm99+T3q3sagnWgQgRxG1L0zNtQ5O9n3y7+aWZrY2ZqZne5F4a14FBU4D4GZIJeRxC1W83I6Sa8ujztsa9vGWZtlxbQ9j8I7Tvu6LAbpGDE6/Kan+6ndumo1L5u259+PdXW/fTzY/3LbOLu+OsHESVUOwu7N509vPn1843XH3Z2tme63D1933N3ZmtvanHnx/PaTR7/19TxfmBtaXhxdX36/tjA61PNsPxmffd/d8fS3D+n45soQ7FgCmmaBRiQWy+3XBS/QGQMBUUrxamLO4DI/NAFreNCrSwwBhrUAK3wcEmgk/xwPfgXDKZX3JARvkvcmBK8skZJCiColyqTKUZkIoYeJz5Bx8WrTwoUy22WD/XyNvbHa0VS7ZSi2XaxzX79g//UHcfCNDu1q73vWfmzaPFezVlvoOmswt1Qt1JVQT259Mi1+Rba/BZwHyHZo9O3MhYaVcwbjhbrlltKlxkL3ry3o9Vbr2QrX2RpLXdlufZm1zWC9YFhrLt46V2a/ZNhsrVg6VwU9/VV3rwhTnasXa41tlTvNFea26o1zNfE3D7ILQ4uXG1cuN6xfaY4NvdQRo+63HvrNqYApGTR9jJp50+janQumm+dNV1ps1y/s/no+0PNM97o+BKFPMpGMmPSo+ZNt4mC8Pfz7WfKnKvhcsa3xpL3xjKO+cKfqlLmpDP7lrOf+9UDXI9U6/Ym2H/DuDOvIxOzZqO2Adh7G7DoDp6HlwHQXNdoemHxNjjwPTHaGpt4FJzojM73x+QFubTzrXs9A65pj1b8wyG/NSFuz7OoYtzYenutnNseDW+Mivv5RwNI0lOHwBE8oLKbwucTFI8MD8L1MpcRcKQAecLuYEbA9iQBlC4DL/1q5/G9wyVcuctSlxGA1jqhxRKNzXgpHRjL/XgzlnzxcwIboeAnz18303z13NQ5OiVgu9z4304VVHlZ5oHCDJRrdWh2bn+zGXJuYa3NnfVKIE3uJCCBOPOhSJZ8m+yWRTCZg7nnYAAAgAElEQVQCskTJEhUN2wUuZzotsWhG86ckf9TrVBhPRg7zEcxpWpRpKiUGM3KYgrYVxiPGiKQQOEjEDxJxP2GhQ3A2FRc5DxPDkmo4qYa5OCVxfkUIiqxPFUMi61OEEOQwDvV1vH5xb3rynST4JMGnykFJ8AmcB+QW7Gd5gfOlk7QqhxNqNB7FJSHAs95MilGkUDSMCpxP5P2xCBb0uw8PpFgE41kvHSMiIYRnvRzjiYZRnvWmkzGB80RCkGl7tr/3WSjgIjCT3bosi0Ge9Tpsa5DL6Pc6OcYTDsKxCCbEqYjPzYSR/q7HO+vv06o/6NmNh+xp1ZeUPWDzDSoXYEAJNMdAgnikEiSOMmGp43CRWVJiCODOCwa6+YLleOUic7jMkgpHaYI3IXjTnD/JexWJFGWclwlexGUGS0fQbwG37tzYud5iPl9KXKjwNpcH6ivDjYbA+Xr8rMHRWGlrrrGeb+Da7+lzQ+qbB5bGMqK1OthSS9aX22qLt9tquOGXOmXSPZa0ac565+pKS7WptdbcUrPbUr7bUprtvKc9veFuKHZVnfY3VQeaaxBDCdpS7m4tg89WAPf83dYq5OaP+s6sNthubqu0N5S4awsgQ6G5rlB4cutwvHv9bPVGc9lWW6Xtl7NMX7uObethe4Jc34/tfmOszNq72Qvl6y0lG7VFG7VF83VF9j+vfsHNe367LiA6a9/fHQ+/vO5qLUBrvsOr/uGvOxVsKAjVnYnUFQVri7yGQm9Thauh3Pmvtq17P/Km8Y9xh+TdyrKQFnckGVcqZsv6Tcj4q5FrzXO3Li7e+fH9tbbJG+dnfr80//vF+d8vTl9rXbl72dF5nxzu2H19b/zG+dFr599fvzB+tW38SuvI5cb3188O/NbmmH69H7UfsHCaxaQ4LDNoUvb8b3D5y03PkU43K+L5nigrIFnOlWYcKdqeou17rHPv3zMX/xboiVifEajp8nDhgxYx7BDDjiPEuNU4BOCSPyD6WxMEZreAPsddZ47fHCUFXGX/YgoDVtE5uIhYSsQ0AVF5GCjQgDx5PxGK+qxv2m9Nj72J+h1u69Jo/4u9RExhSSEGA+d9Ng5zNCJyOBOD4lFnQvXyLKIpHoCVqH/XtD5KQpsHyajGe5KiT+M9g92PUPv6QSIe87mMS2NSnBSieIL3Ey4j5tjYWZ+MByFVCjAxLJOMAZR8yAopNbaf5kTWl1SiIuvj4tRBhg94nK/a7w72Pd9YHU8ooaQaljj/Xop1WtcCHqfMBwTGu7U+zdOehBz5+lGjI8R+mhdZ/36aTyoxRQgJjC+lxjUpEg/jCTma1mhVDKc1WuICYT+sCKGUGgORIxxDKlIgFsFkMRgOwoA70TCqKZFUIi7yfoHzKVJY4PxsBE8r0VjAvb02kZIDR6ZNHk0kNRFPSBRATL4wAe6qx8iC56Wcx8kC4JLLCQHlybHZLRi7KCCliKPAJ0HlkmJ9Kdan8aQo4JyEsyImsVgqhn4JOr/YFm3XGh1nC70thdHGIqauLFpXQdWV+88aPI3VZHON01Bqbypl7l897H4Q/LnJ01Lpqynx1pbgjRVrhlPokys6sqxDK5GBZ6tnq7cbKlzN1XBzlaWxjPylVV/sz3beg5pLnNWnfA1locYKqq4w0FZBNpcQjaXexnJvUw12vgH9V5u+PnEw9MLdVo7VF1M1Z/Ca0/aaU9LD659HX281lzobihyGAmN1ofNy697MgE7uHJIbn8M7OmvRNt4ZL5Q7m0vQulK8scrSXOl9fksP2HQe+xazchu9yJPL9h/LnTX/iLWWBGq+izWeiTYUhGpORqpPRapPRWtOR+tL/XVljsbKxUs1/PKAzqHpsCUrIAkRFuK2BG3/HHeS010zt3+U1sa/uDb2rUufEOOea3XPtrBnmc3uTn92LeN9T6d/Oyetv9d25+XdBXF3XtyZSVkWk9szgcnO/l+bXNNvvjDQZx7b5wmNhmUakRlU/StcUiKRuz/i0PyYFZgwAAeGNIdkeBTAZY+D9zg4y0JZ7m8zF/8W490EA13WZ2R9xnxbBBZGeb4AuOR3yccnu3mOAI0ceCv/GsAFNFOARDINgVIFTI/y26J/y144CExbJAYCrvEfUpGoz3rv90sD3Y+c5gXH7vzkyJsgZRnrfz47/tqLbxHweu/be/09D3e3J2HXSn/Pw6GBx+adqaWFnrHBZ7vG8Y3F/oe3L3mQTYUlYdvy/ERXxGsb7H7U3/nIA++kxKBrdylM2Z2mRadp8fXTW+vzw1G/Kx6ECHRnxzgdDrgExruzOeuyrYd8bh9pd9s3SNSckCMJOZLW4i7bemfHfQ9h3t2eBSfIPO2ROD+FWcJ+aGK0i8IsQa8rEoC5OCWyvsM9SeaDsRCmCCGJC2hSJKXGMwmGp70C49OkiMwHwS/ZGOW2b0aDqN28YjYtzs307WdZSfBJQiDodz959Nvm+lRP91MPaTs8kJJaTNczXsq+szWvSZGPWeFDmstqUU3wZtSQyKAyh6VVj8TCEgsDR9WE5AHgSEgegBvwHG+LwGdyNctRPSKzJOiMjm+dwQfyrRY49QQzdZWjEnFfgvaoDC5wKMujjIAKPJ5gkG9x5NAyY75Sa2856Wk8HWsqitQWEhWnEUOJu64s0Frra6rA6kusVSfMhhPCvR8zD69j9cVY+Wl/XRnaUGJpKbZcr0/Ovj5Y7LFfa7M0V7rqypC6cqy5erexVHt1RzfPiu03XK1leFMpUnnCV1sYairxNRZ520qxxhKstgStr3C21ZraqvTZ/r2+J3BLKdVY6K877TGcdNSelB9d+zb6ytRcgjcWoVUnEUOJraECu/Hjh8Uh3buj+7d072p2rdtxqRJrKKSqCihDibWuhLj/i+6z6Dx6YJ+x/Hlx63yxue47b9OZQP1pn+FkoP5MoLEg3FIcbizxVZ+gyv4RqCmMnjXYGyqo57/vWeZ1Gvki4HzEJouIKmMpCdF5FJvqHL1x9pN7Q4+hus/+hdj5QmzpUYced+iUUfdsY+/+nPv9nLY1rUcgPQZ/DDkPQzY95tY5LGtfnLh3iZjv+hRz7EedewyS5vEET0g0ovAoEB+B0I6cWQpP/G9wSbFwmstVLvs8ss8jBwJ6IML/Q+XyN7gIwV0xYgGPFLFLEbscdQA1HdDXgicPkeOUyQ9l8qoW8Bp8HnRGUtydU+IeBTOCFzLtyhGKQ4CcX2ZhULlk1QATcj5/dHVzZSjstSGO1fHBFxPDHc/uX12Z7Xs/+OJN+y0K2dpYGn7+8NrEcAcJG4d6H81NdPV33x/ueTL07uHiVFdn+80QtcuGXX2d97te3rZtz3Q8uTE73vnu1V3z5uTseOfsWNfb9jtW4+yfN38cfvdscuTN6vxIX/ezgZ728eHOzdXJwd4X48OdnR33V5dGnj/5bW66l43jbBxPqmGOJgb7nj9+cA2FjE7bysrisI+y7m7Pbm/MmIxzL57+MdT30mScw2HT6ODr2ck+2+4K5DAuz48O9Lywm1fd9s2+7ueIazut0ZDD6CXsIR9EohY/5XTbN/2Uc3dr4cXTP6bf99y59SOJmfweW0IJoZDx1o0fbLvLfd3PYiGUi1MOyyoolDy4TWB8fsIW9rpU3pdRQ2wEBvhQBSwhEaqIgBdAWJy30U7KnozmByJAhccBMo6OHoh/Nz4sKbMkH4eBy3+eL+BdIF9MiD6V94g0zsdQIY5JNK7FvFqcUmhMZBCGQ2geYXhM4ZAvPJa1TpuuGSytJ7GmU77WQrzutLO2gPi5baO2xNVQjjWWQrWnkIbTjoaT7rbCxP2r0SutzsozZFOls7Zgp+bkZmuB/89L3ONfTLVniMYKrLoUqixy1JahV8/qS8M6vBlrv2luKkGbyvDqgkBdsb++0NtcjF2osJ8tMzeVmVprjJfqly8ZDqZ6kr1PrI0FaP1pquE0Xn/SajghPf7l2+ir3aZCtOYEXPzfvoZyqLZ0o7Iw9PCmvjunU5u6Z/XjarfzQjHVWBipKwnWlznrisOPb+jk9jfXkv/l77tny6GWIqjqO19zIVzzT6qtBD9b5m4ttTcX2RuLHIYz7tozeFOZrb50+1xtenX0q8/yIeD8LHq5iIsXcVFBJcbxKe6Cxjt6rzV8RDf0OKT7zMuPry48+JkYf3EAL+q+Ld1vcr++NXO9Rd2Z0cPOTMh2wCP7nDsVMOkxR8q9MPhbEzn7VmegQxrK0nCKQZMCmRBImUOAq7HC5b+pcZXF/hMuSRZO82hWwLIClmuLWCjDuDOMO8u5/uL+z/qMtCe/is61RXm4gCQAOepQYk6g0z2mgoOPM+WvR4n/nrlIcTfAjUxDwFJc41Ap7v6bwiUfL52j0lHAKBjlAp2oH99+/OfljeXBeNBl25kd6Xs2Mdwx0PVwYbLbuDzS9fK207w03Pu0q+PecO9Tu2lh8N3jnjcPJkdeIba10b5nq7ODs+Od8YA9o/iNyyM9r+/NjncO9zxBHavDPU82FocWJrtnx7p6Xt1XWe94/8vNxdHh3uc769MTo12bq5OdHfcHetqX50dQ9/ar9rumrZnRoY656V5NDsbCMEcT0RCEwVuwa+PFs9/fdNxdWx6FnOsDvc8Ge18Y16aG+zvGhztnJnpHBl69fnFvY2Wir/v55Ni75fnR1cXxvu7nE6PdPW+fWnaWPu7LW+szvV3Pul4/enz/xuTYu/cjXZurU1PjPR3P74wNv3p0/5fuzgfLC0P7GWZrY/L2zZ92t+Z73j7ZWp8eHXw9MvDqyYMblp3F5fnR9eWJR3d/QZ1GlfellSBgRzbhUwUspRKahObhkpRzhYnMYQmJSqu+jOYHaWrHB7pHJs+YxGISQ0gMcRwuebJILAZkhyrvUTgKwAU8CuNRaY/K4DKDsgwcZ6A4i4gM8olF9u3zjpvNznNFePNpquk0XHcGu2jgOx5En92FLzW6G4rJhgKq4TTeeHq75P/4f6j72H7XWVuC1JWTTZXW8u8dtSeRpiJPS4Wr7ARRWYRWFNvKC031FVLPc925qrvXmK77uy3lLkOxv7HcbyjCa05Kv5/XOn4XOu8I756IQy9jIx3hwXZ9ZyY99HLXcBqpO0M2nsYaTpkNJ+Qn1/SR1/aGErTqe6zkvzzVhUhlobW0yH22ke34U9+e1Inl/Zn2LcM/0JrvInVF/uoCW9Up7slvOrSeme3Zba1wGQrxmtNewxmiqRBuLYZ+rI0+/kXpfST1P5V6n9AvbxPXz223lC03lTjuXzmA1nUWy/hcmRieln2yRCUSnoQAfaUhfOr10M3WfWxdjzk/40brmzvzf1yYu31u69mV4NjTr7Zpb/efKzfO7e3O6Sy6F3XuS9gHDc/Qdp1xJZxz43+cDSy90wVcF4gPHJZmMeD2chwu4BsWhIL/RZ7GogkGyXnT5fiCZPijnoiF9nh3lnFmmaO2iPZsxKn1OLWen7mAOyM+tCOETSCgHhwZaYwzkTtw+oscLk+T/LYoL95N8Fi+wDneRuVnLrn189GFkcbBuSbrmIcwuHPJKH6VI2bevx4bfGbZnsTcqx7MGPU7Joc7thbHIh7H0lTfwkTfy0e/zU302nbm+7ueTo+9XZ0ddpoWfahlaarPuDC+OT/iw3ayamBltuf1sxszY69mx18HiN21+YH1hcH1hUHj8sjqXL9MU4uTvaa1yYWp3qWZweX5Ead1bXF2yGScGxl41df97OG9a0vzgwO9z9503LVblhbn+kSOJLHtjvbfR/ra3768u7k89u71/VfPbi1O981NvNtZn5we615fHJsa7VqZG16ZG7abll48/n1qtMu4MmHamOntfGw2zg31tL9pv5sQQyLteXr/1z9+vfTi8e89bx5BtvW+t0921qenx7onx9/OTfeatmbGR16nE9GQ39n+9KaXtIwPd44Ovp6b6lfFUNfrh1Pj76bG360ujr199SCToBNKSBG96USQpSFNIZMaCRRWkgArEqoppKaQqkxpiicftHhsrEse73fAallkUCCS/lvlAt4VaASgBzREIo0LcUwAt9ScR+IplcNlFhZoNxN3MzQsxeEvUehwdxa61oy0FPubCv0NZ+DaAt/Vc/rKtG7fVF49RFrLyfozPsNJb+1JrOI7tKbwW/sD+vIPSFVFqKE2UFHEVBf7Cv4ZKDvjLS8gSwvcFYU7hjL0zpWPOzM6saMjG+F3j0wt1c7aEl9DOVVzBq09mWm/ru9O6e5lndzWA3bdZ9V9Nh01pQZfWQyFRH2xp7EQazhjNZxIPLquD77F6ss81ae8lf+kyk8S5YVUVZW7sgI63yi9+lO3TX+de+lsO40bvg/Xng5Un7aVfcfeu6KvjMZf/OGuK/HXlhIl35HVpy01J53/MmSnO3X7gu4x6ZTpG7H91b2eXhqmB55DL26xy4Mp726WRpN+WPEjGuOVGCIpUgccpjOwb/rtxJ3zWWRZjzu+4Bu2RzfIjrvhwWf2J79s3GiBH/zLcfPS7q/n91bf6zFkP2SXg2YtbttjHDoHZ50Lk7fbyJnXXyOOT3HXBw7L8gRQu4AMxuOVC4DLkXMdGOhiAC5JFgYzF6B2ATOXfR45EOEDHjrg3Tm4xKn1GLkG4MIHtsEjBHe44PYxvlhBHoBGu/83uOSHtRqXuxJI8/jx6e9/2F9iGZnIKp60BPZHGJgN50qy/0gsVlg8qwayiSDYO4AzwrQSFGNEgvczQXT2fc9g17OeNw/MxrmMGqFDKBNG2BACZrR7ajQpBIQoLtE4E3JGfVbCvaZyBB9FgqSZDUNcBJYZgg0hbAhJ8P4wZefCOB1CRdoT9LoExuunHLbd5Vftd7vfPOrsuB8NQT7K6iHMHE1g8JbIkZocdNpWlheGvKQlFnCbd+a21ya8pAV3b3twK+baigYRzLVFombUaQx6XT7catman33fM9D9bLj3xdbq5NxEr9k4p/IBTQhurU7aTUumjRmneUVivMaVCQ9qXp4f2TFOG9cnUMi4sTquyUEvaRnsex4OuAZ62m27y91vHg32vnjx9I+VhdGJ0e715fdLc8OK6N/aeA+71hKKL50MyCKW1DwAKEdYIRQJV2UqoXpTijd/i6gKuVFLbsJyTLciMqgQxwQaAW44eb4AsvBxOF+qCHEM8EWkcY7GGBYXeFxhMYWBxTjMx2GOxtQ4osfgw60p148GpO5MpKk00FDirD5N/HLx29aSDlv03eXon1fhujOR5uJw7WlP+UlX6Sntj1+/vHnhbqiFyotDNeViTUXo5D/oisJARZGnutxaXbbRZhAm3n3Gtw+pHT3koF7d26gvcxlKydoisvokVndCuHvxy/TbD6uDhzuTH5yLe9imzmA6adWGXlkMxWRdsb++mDAUWKpOqA9+0Qc60bpiovo7quIf3ooTvpJTwZISb0kpXFVMXKzb7/vz89BD8lwxUf1dqPz7qKEIqTkj3LmsT3TCP9WTtcWByjOe0hNQxfeOS1Xa+Csd39LDzq8x+CAKfYi7P0WdX/2736idlHvpY8SRZREpDicZSo2RXBhVWFyJuT9wiM7A5NSb6TsXsq45Peb4iq67H9+IdT/SzXO6Y1GZegs9vLp83rB4vp4b6dKx3S9B51cB/SLjexHrF/9u0jozc6vNN/3mG+38LCCHAgFsGYD7h8LjKv8Xd31g5ZEUyJxgTSBAW3Rk7IJmeDjFutO0C0j1ctuifG4R61mnyVWaXGU967zPyPuMoHgBY10xZJbCFiXqUGPOBO1OMFBuRsui4BrgqA1D0zx+VDUhKQYFTlbgXOC4CiYPo9zqSyDTCpWWvSk5p90CpMw9PJEQSCDo0kTKR2ybjVOHGRaFjOGAi4kSa0vjUb8rJYfSSjgccJHwNh1yx4OQwlGa4E+IvnjQJdK4ZWt6euzN9to4kMMAIyjw4xSYzimcNxZwc1HMh1sTYijnxRv3yqxPZn0qH2DCmCYEw17XwlT/5MhbxLEZ8jiZMJaSIxk1pnD+pBRMSuGDDC9x/kyKUcUQS1OZBL2X4RQhJHA+ifMLnC+bZDQlwtGEpoR4htxce9/f87TrzX3T1owqBegInlJjTJTUpIjEBRQhJLI+TQoLLKVKAWDHKbCUwHkkwUfHsHgUl8WgIoXiUTwaxvazQiSEorCJiVMiHxC5EBMlY2GYj6F0yK1wFBdFQIRrUvaAo+206ktIlMSie8mgyCBp1ZdNBJJyLmNIYrGMGkpKfpHGZdaTn55oIgWsWwQa4aO52FbwCDEI1DJ01E1H3UwMAis8jkY4GmMZJEpDDA1JcViLIWoMl+IkT3sUmvgWhfbWR9GfDFRDQaCukKwtstaUQL9eSawvfyZcusfGj3VYz5fjjUXBqoJIbam7qjh684q+OkPdvmZrqUWbKoK1Jf7Sk8GyU1jxCayhequh2nn/t6xl5XPAte8x614z9frOTmu5tfokVXfGW3eKMHxPtRXBF6udV5q2f67bvXMxsTujh526x8YMvtw1FHjqi0K1BUTVKWv1KfXJr/rIC0vDKajxBFr9j0DViWjpSaW8WCwtphvK4ervPZcrud9bffWnI9WnoiUnYtVF3uZy9reLX3sfm2u+C9YXReoK8Kp/Wg0n4DsXdGjlW9idCrjVCCYzBB9zpgVYCxk/sNZEzJJgXWLMwcXcDIfSLEJH3XTQrsZdiYjtY9yBzXYOXq3LWGZ0iZDXBuXJ18Hue9zsWz3s0H3WQ9sK9OLB1KWW2Z/OujsesivvDynTt6jrMGT9FnEopqmZ6y3UaPvHuGOfR9I0kqSxlODReBLE9YLBytFaGgOFQv453mokBAh44CY5NwiiT8Ztyfhf41xZzzpDrTHUGufdAHABJQyAC7gGkMI2OWJXog4l5lRibinuzm2O4hC4PAJY0WhYi0GJOJykkRSDJmkkwSBqHPrbdCbf+AAzEcCO/Jm/ymL5BxiOALeR/VTYYZ7t6rgTD0Idz+8M9b2UuMCTBzfYOK6I/ngEETlPQgmEA479ZFSIY4AssaCdj8Pvh9vfvbnT1/XnynyvEMeYMMRGYD6GaoIXkEXlfUkpbNtZnJvo1YRgQgiLcW9SjAgxT1aLA7KItEflA2klat1eaH90893rh2MDr3D3dkIMgVpDpD0yH9hLsbIYpAiry7GhSGGRDyhSmGd9SS2WSTEi7+dZL89S0TAsiR6vx2zamiHQHYGl9jOMIgRlPnCQEfJr6b0UK/MBniEV0Z9Uw4h7k8R3QZBjUouocljgfLIYjEfxpBb///l6r+cm0rbd94/aJ/to1a6vdn3hnXkHsHE2tjEYAwMTGGBgyNkEY5NsnHPOOQdZWa1Wt9TKUufcUis5YBgYrYNHboRn1qp6yiVLGkuaon+6w3Vft8D5owrBMV5ZwDna73NDeMDBhB10CCIDUDISiknBbRWP8J6Y7JUY116SANFHIuJnCZtAO6iQWeFdquSJKz6ZxZKRkMJ5o4I/FSU4AuVJp0hjqWgY7DyTGBdH2jWsgM3zIBj5R7hwrJPhEIqDOc4epRGVQqOUW6a9POtTWOwL5dheHXRcrXRX5waq8j1VRfqqE/DD2zHdykc/8qffKMy0Q7fOuS+WeYuPhiqKrBXF3jtX07o5ue+96ffzxuoS1+mCQEVe4ERusKrEeKp449dqbrz7s9ca95i2/ebPmA5reKj7sdhelR+oyg9W5ngqfnBWHDWV5epO5q1WHTff/Wl7ayodsqW9JravYasqP1BVSFQW+spyrSfzY6/up4cbjOdybGd+wKp+oKrymaIjSt4xMfeIeDI/fPo4eupI8GJhoOwIfeIYU3SMKMn1nimO1Vzfqb+LnsmnzhYGK47ZT/zLdD6P7nyW9m79SbsSjEcVQwLrpsMWlbXFw+tpyfqBtf0pY/uCK8k5BR7FSStN2hQGjlNQHDd+4uzIVNPQzerU1vhneEmYaf+41heZalIWuz4iS2kc+uK3wF3vR29chhpeLjy4NnH7F0dnfdw0mw6Y0kFzZHNs9uaPoZHGfcaWEOA4g8Q5V5L3RfnMkFFScCcFV0xyqVImCNB2jCR4p7ZBKMrBEc4W4WwZD1zWGmetSdaaZK3fwIX3rf4dLkBQp8FFCpsAXxTSGqHsEgXJhA2IXwBf4hyqMg6VcWhkASfGIgoJAWcjEPJoDSbgrwf4AvyKQFcoO3LJXoCQUoM8BQ/3vl2a6WtueFb/4q5Zv9Df3RD0WcZHWseGWzBUZ7cud3fUT4+2Qsa59cXBkb53qG05wnv6Our6Our6u14uzXYF3LrOlprxoYaAWwdb5uYmOtYWBhanu40bU5Bx4fmj36dH2132TYFyW7bmp0c7LVvzbscWGYAJv93nNCYUYmygZbC7ISaFgRU2R7gkxhvAzFEhGPJBbtRAky6KcCLwJsd4gn5IEoKKFOZZr9dtJsKIJASiSkiNhOOxsCR6VCUQj4bA7lSR9QGakCEkFWMiYoij3CLrU5UQGYbj0dD8TO/0RGdSpTnKHVMImQ8IjHc3yQNf8f0dKaYQOwluO86tLIz2dzeuLY2vzA3NjnduLo+rYiAVpeJyCPdZcZ95P8UlI6GP2/xunATyuZ62Wj+2+XlP4EkkKngTSjgVJegQIlBuOoQszQxsrU6mopQqBiTGLbPYtkpSQVuEc2lYkRlEZhCQFnG0Q8NKxqCbc7E8SvMOnkNU2hmjMIVyS4yX4bwS49pn4MT6gO1aBXIux3c2z1ldtHWmxPbwj13r+r7f+tm/pS51WX6vxM4V+U/kBSoKzVWljtu/pU0Laf2su+aPrXMljso8f+Vxf0VO4NwJfVUJ9vzOn9DaFwqNeI2JgPkvj973/omuuhQ7XRQ+WURVFDCnC0OVRb7T5bayEn1lEfbw98/mpXTQ/pfLSPc06KuK/GdKiMpiX1keXFm8/epxeqjJdi4fqvzee+oHqiKXKToSPVEQKc0XTuQRZccC5Ud95UfwE0fpkqNcSW6o8Kiz/Hjy2Y1YzXX4VJ6vLDdcmRX8kUsAACAASURBVOesPLZVlRsdb0rjll0KUWkswvqjjDeGwymPnp7t4KZa2ck2ZqaHnO2NQsu7nCvBY1HSEcOhFG5L+HSfCIutv374RvWubjSy0hdZ6o7OtsQX2neN4+L6YDps/ULYifUp+2BrwrIaXZ9C2uunb/8yfe9SaLgp7dzY00/P37pAjrftMzaVtSVYNCm4E5z3/wIXkJccDC1r68kym1cz61izxxez0yLetwqCFwAX/kBNl0UWg4ybNbhEaVhh4AhlBydKwyByyUQxWXDRIhetda3xJcI6IpwTCFgAPsC/S5lBtNUH2aubFBalw9adeBgyzt25fm55YbCtqfb+7UsYop+e6Hxec72t+Xlv1+umhid26/JI37vJ4eb+zvq+jjqOcCicu+Xdo66W523vHw1013W21CxMd0yOvO/vejnYU9/2/lHN/UuD3a/7O19PDLW8eHxta3W8+W3N9GjnYHfD5HB7d2t905snve2vF6b6pkY6JMY7P9k72t+cjJAJhXhZc3NsoMW0Obu1Ojkz1tXb/rrh9eOhgWa9btZkWJid7ntd/6Cz/bXbZQK6/sZ3NXbbGs+6PZjB495SZB9Ho2QYwoNQRApsx1mHbX1qrKuztd6sX1hZGBkfbh/oafRiBotxfqj/3cvnf8xM9HzYFs36BQco3LgtKwsjIwMtsHWNDCEux1bYb3fCOrtlFYE256b6Fqf7h3oat1Ynt1Ua90HGjZnp0c6JoRbT5mwqSrA4AoSCVNDW1viU8FvCXksqSgQwo2VrXmZ9u3HWrJvraqkb7n3f1vic8NtF2hOXcS+6RYdgiXFFeUxhUZAQAb5kCjEMIrCoyDm1I/CYwGMsj4o8qsGFpz006+FYZJe2Rtb6zH9UOC7kus8fR84WrFcVmO9d2TMvfHBtpD1riYXWtbO5SFUeVV2Gnsg3nCl1PvkjbV1JoxtS5yvrpZPO6iLfqePeihx7Ra7ll8rUZPdn11YiYI6RdtVvTHsN/qZnW1UnPKfLgicK8NJ85lRp+FRJ8Gy1pbx062Qx9uDaX6aldBBOu80ALr6qYvxkkfdEnv1kyfarmvRgG1RdYD/5b3f5v4nSI0ThEamySKosokpyqBO5YnVpuPQIXZ4TKviOLz2OFx+Fir9XH1xJPLtpPXEMKzxKVBZ6TufrTudGRxrTYfMHBokxrgjr3eb9+2GHvDK6duPH+bMl6xcqFs+XTV2sdLW/SnmMKRpRQhYO0+2Q9p2A4VPIhPTXT96s3t8YVee7I9PtlheXkXe3oovdofGmHef6btAc95uiHv1eyJLGbWmPcXtzwt74ZOTqGWqsdXdrau6P8/Rkxz5jUyhzgkVToifOYsDtNCpiIEJRRWf0wE83OzvRhGlxEQWb47OX0gOzqA8i/EGED0cunHeF963xX9W6un+MXFTGEWEdIE7JPoA1IC2K0Q6VglUKjtJwnMuoXbJFMVEOyXYGBoaSMoMoLBphUeA+rR6ELeAh4OEW8hjv3fgRtq2sLA7dv32Jxp0ri0PtLS/GR1pnJrvev3tsty53ND3vbH4xMdRi3JjaTzEeZKOj6enSTM/kcHPb+0cvn14NuDcNGyNv624M9tTDlrmB7jrEtjDc+7avo26o5w0dgt7U3uloej4+2BzymJvePHFYVnvaXt25ftHt2NpPCTNjXeODrfspYWGqr6ftld20/Pju5fb3L3raXr2suTk61Dw61DzQ0zjU19Tf3bC6ONrT8WZ0sLW54ZnMBxrePFxZHKIJZHVpeGayY6D3zejQ+6nxtonRtvWVUYF11724tbE6trww2PL+6fDA+/6et+AM9Tea9NMdrc8nRjpUGd9YmWhueNbRUrcwM1D3/I5+Y2aovxH8cRReb2t+ToTsH7bF6fHusaG24f4Wj9O0lxKnx3tePrvT8PrJQE9je3OdfmOmvfnlyEBLR0vdxGhb45snY8MtupUJyLjU9ObJ29oHc+O9ChuYG++9e/3nqeHOl09udTbVWfULK3NDg90NbY3P/S4DgItIwQJpB3wRaMchuIC9Ijzn4jkXxyICi6q0U6UxmXZzDEayLoaGU5RFXus2XCuDfsxxnct1VB/XVeXbH1za142lvetpaErsfbpVnYOdLQydKbUUHV08WRBqfJZ26dLOzY+L/fAfZ93nS32njnur8ozlRx23LqQti/ueLcG9GefQOG7906nzN9Toq054q8r9Jwp9xcfdJbnOimJLxYmV0sKlkwXWO5e21yfTPnPaZcDbXhmrivynigJl+e7iPGtFabL+Wbq/w3q6EKr4wVf+A1V6NFzwQ7DsOH66yF+aQ58q4MrzwwU/0CeP+wr+RZfmEhXH4dIflAeXE89u207kB08UBEuOO0uOWaoLxJ76tH9rh7BGKLtMIbuc+7Pfwo+0rZ49YSrPxypLHSeLNyqLQ40v9jFd6qD+EAmakiHTB78eG3oz/XtVaqI9NtaC1d+a+DF//MdC6OUNYuQ9vzm2EzJHcYvK2AXfZiqgTwfNaa9Bnu8bunqKne1U14amr5+lJto/0FaZNMUZJCm4NbiokhssFQGRS1x0xwTsEFwAX7QZwAPLS1uCs6U4W5K17vLQLg/9Q0E3Gy6cP7vsYpLCJi1yibAZhxdQZ4nScGYygHFkkwXAJcZ+7S5pHaWY4DyYuMWy06Io7wLVlkNLJxUW/bhDR0W3QKE2wyxDongQMurmJM6PobrFuf656R4yDJsNc6NDzTNjHZBxAbGuOCzLqWhYZrGVub7u1hej/Q1edNNqmOpqrenrrLWbZ3WrQ1bD1OJMZ9hn2FweXlsY6Gh6Otz7dm1hyIPoJoZaRvoaO5pqCb99drx7oOsdiFaGehrf1T0Y7W+ue3rLtDm7l+Devrxv2pzFYF3d01tjwy0jg02jg60rCyMTIx1W49L0ePfy/HBL43PYunbn5sXNtfGdJONzGzF0w+lYs5nnUXgVtq14MUMqTvV2vV5ZHJqd6m5tejY+0rq+Mmoxzrc2Petse+lC1rvaa+em+lIxhiWx509uvK1/CJlX2ptfipyno7V2qL9xeOD9wmxfZ9tLImRTldD4SOvcVF9v5zvd2rTI+oFYZmaid3ayb3Swbaivubv9tcB425tfri+PP7x7+f7tS2GvbW6ip/bxzcGuxvGBNpnxexHjSG/zaF/LxGD7UPf7sYGWF4//aH//4k3tPbNuBqRFGlxECgb9I/aALzyDcLSDpWCGRlgGZRmUZxCFRqMUKtFOlnaRjJOmoF3aKq91638/YTl7xFl9xFWda64u8D28lDaMp33rO1MNyJ0z8Pk895kCe+kxXfGxycp8bqgl7Td/QdfSm+P269Wus8W+U8d954pt5wqR+5fS8OoXwqaETCpj32WRL5gewMVzusxbXuQ/WYSWFxDXfxZqH+F1j6jXj/ju15+h5XTAknbp8eZn5sp838k8f2kOWnTMVF4cq3ua7m83nC6EKo56y36gSnLw4pzQj+XK3UuhixVYeY634IdQyVHmTHGwLIcoyyUq85HyY7Ga67tvaqxl+Z7ivGBRLpr3b0vZMe/T39Pw4p9hc4qyRXHLHgmn/eb4aKvlbGngdEmo+HiorNBcnk+/q9l3bSghA0eYWMLCB/TxoHHHveHqqZu5fCra+25vos3x6PLM6dypylzd7+d3FwbpmZ69oFEO6iOcLcnDe4zto3dzxzZLT7VN3r2QNEzENkamrlWHR5r3KEuEtsRoR5xzAbgA/UFKxFIiFpexmIyBPpFm5JTgnZrwVeUdmZ3xwLefh5I8BHYAbLPWrzoX1rNMY4s0tsh6ljnvKvdVqvsNXLJrLgoDZ8csAC6ZNwGyITpT2QVPAAlRNlxUHv07XLQV2dr+N81SJMq7BBoGw3WgMAmqsGAbxk6S4WgX2GpGE8hOjOIIVOG84EiMmwk7JMYt0pjMYjsxgiUgiXF9SNIc4YjLAVX0MWG7xLhjUlCkMToEizQGlj160S2OQL3oVn/na7tpUWLcCSXsdxlMm9MeREeHYIlx+5z65rePUdvqToxyQmurS8OQZcmLGQJeMwJt0LiTxp2QeWV+un98uL3hzUOTflbksFSc+LDDJmM4MI6LSX5gyulBNsYH348NNJo2J02bk0G3AbEueZAN1Lbc31nf31nvsK0nolTIB72tf2gxLAqMt6/7zbvXD4YH3ocDlp7Outd1t+dnuiXeFYsEVxYHVhdH15bGUPsmT3t0a1OLs4NrS2Nm/cL0eLdhc7an481g7/uejjcrCyP93Q2jg63Ls4P6tan+zrd9HW8M69MS44WMSxNDbVMjHVb9Ampbnxxub214Ntr/fnq03aqfkRn0a5+ItAukHXSms+HCUjBD2gFcSMrBUohMITKFiBTKUghBwixh2yetkZVew+8noOojnqojntM59srjxO2f0tNt6ekmouZnQ9URtCrXUXbUciJ3/WSR/s6l5ObUF7/xM7bxl27cevW063SB72Se/0K57WIZ/PC3NLz8hbanWIfK2PdZR9pnCjQ8NpwpRU4VuSsLQxcrHOdL1MbHacNc2jKfts2lrXPpgDHtN6adG0LbC+hkbqD8qL/4B6ToiLGiMPL6WXqoQ1dVaKs46i07ShbnBkuO07d+So82R1/dgaoLkRM5/sr8QFVh4FRBqDQ3dDIfPnlcfXEz3ddgry6Bcv5FFOcFCnNsed8ZzxapQw1pz3qagT5R1i+4Ke3TJQbebpX+gOT9K5j3fag011B6hGp8/CVoUFkLz9po2ioTlh3Stu8zONpezF8+LbS93Jto8z65qjtVZDpdYvvl7P5IDz3QkjQvbPuNH3gkiRtTfl1ooWvu+ZXRW+fW669/Qhfp2bbJa9X+gYYPtDXO21UKjtJIgnOrArCM+ofIBTSCwQ7GbD09gAvYCJLtR/cNXBj3EuVaoFwLjHspGy5/r7lESKsGFxCnaHABEUqMRQBZoqQ9QkBRMhPRybQdSOlAWxrMHGVvezu0tvbvHtERzskStojg2o6FVNEXFfwJJZxQwjEpqIj+qBzcSTIi50nGyIRKRAV/hPcpnPdDko0K/rgcEigX4BEVtAsUGvIYEesSHYIUzs3icFTw86RTFQMcgdIhOC6HOAJlwo7dOJ2KEqB+idpWBcolsx4yAMXl0LZKijSmcF5VDFi2ZjeXR2XWI7MehfMmVAK8pXgUj0phPADvpQQ8AHe21rc11Y4Nt+BBSFUCPOOMRYIC6xIodCdGAD+qqOBNKEEWhxNKkCMcEd7D4rDEuFTRh/vMQN3DM9iHbRG2rg30NMp8gGcwYAchsC6w9gyECRLvSsXDAotKvFcR/QLrjkdxlsR4BmNJLB7FyRAisG6vy4TC6wi0QYZhMoQwJOqybwqUy4sadCtjCuffjdN0CEasKxyBOqG1kMeM+6w+p163MmLanBYoVKKRQ3AB3SKwCA3kRFrkwrFOgkRoEhUpVCIdAolwhIMmYCFk3Q+b1aUey9UKtPpY4HROoPyoo+gI/duZVO2N0LVTyLlcx6ljzpO5luJ/I+crlqpLyb7GL+6tD35DOmT8c3Pcfv2c+3RhqLLAf6FCX13seHwt7VjbC5i3OSTJI7u0Ne3Wed/cN1aXuE4Vek8XhS6WWU4dizc//jDfu7s6mNYNf1zr2zdMbK+PpjcnpMbHjvIf8LIjoaLvnYX/Np0sir59lh7u3DpTZKvICZ7MZ0sLvQXHwnd+SZtn03Pd3keXrNXFSFWhpfSIs/y4p+hYsLzAXpErv7iRnu323f7Jkv99qPg4VXI8UHzMUPid+8aP26PNacdSOriV9q+nkYXt7lp72ZFw2dFw4ffEqeOGsqPhdw/2vGsKZRQ4SOQdQtCQCps/+QzGtw8mLp5wPbvhe3tv4/LJjZMFG6X5m9UnPc/vBzrekLO9fwatn0hbyru51vFktOYXe/ezyPrAR/tcOrilrPVPXz/r7Xv7gbYlRUeUtCskDOAChlRB7TYqoBEhI5/LhovKf7W+1uByqKD7DVy0gi7jXmI9K6xnBUwDcP5NcPiATggatLRIwq0yfZAHHpR1I5QdqPeipF3BbdoB444ybQd8ya7pAlvpbJSoB3lQ9p1aWrSXxGUOFRkE9xuBI3/Ya+EIVBZ8YB0XkIFIvDehhLdVUqBcqhhIRQmJcScjeDKCx6SgwnlTUcKqn2uov/95T4rwPpHG9lOCKoZiUjgZIVNRKqEQewkO3I4KfjIAfUjSYFLmr30pKniBTfeHJA3kYXE5INLO3TiZjIR2YkQyRgqsG8BF5gP7OxKNO6NSOB4hI2JIFnwJlfi4x0ckX0INKqJb5pwx2ZtSg4mIH6yvTUYDMdkLDlDHRkU3MEaI8J64HNpWaY5wkQE4LocSSlhmPdsqDmKfZDQAngn0tTHZqyq+qOwHZhSxSDgeDcWjeCwSVES/LHgU0a8qAVUJRSSfIvojkk8VA3HJn5TD29FwSsHB7DgwMwerHWUms1QkyntkBtWyIa0nLWSkcYh2AFxoykGRMEmhDOXkSUQgYYGEecLOE45ICPrst+wsDdh+LfdU53tLvgsW/zt8It9TetxdccxZ9r277Ki/Mt9VkWctO266cMp09/InaOUv3LYTMKXDlj+3Jmy/VyPlx0MVRb6zJzdOFjmf3ExDa59JZJtxqDS0Q1nS2Hrg3X1jVYGrIg+vKghWHsdO58IXijZ/O2m49ePqzyUrv5QsXqmc+umE5+kN9vHv7tLvg3n/yZXlhCvzzBUFyXfPPnW+M1cX2U/kBE7kCcVFrpwjrmsX0+ha2ja/t9jjenB5Ku+/HWdL4RM5nvyjobJCQ+H3Qu2N9OYw8+6eoewoWvB94Ph3eMEP3oIf4JKj5lPHw4+vCO010f7aRPdz8u55V/G/AgX/4877T/+pHH1lTvj9oz3vmozrZdqmMHA0YNnH7Z88erSrbvnOz8LAO2vd9dmrJzd/Pb1yoXzu19Mjv53eePsgBi1+Cph23brgQk/XrWrPxPs0aUqT5nRoK81BO4bxqWvV7HTXPgMlBRRELiqDRnkXkE2CEAHst4qyrgiLZla7gnTpQOQCdC4xMaNz0WouKc62zVqzZosOyMK4lxj3MuNeJrElwrVIe9YYb2aIEUQuMm6WcLNM2CQKAkBRSOjQiRCZo+A2KWQRQmbQigZw+WZg+qAPrcUmgCnZdZbsA3bitDY+nBlvIfyWmbG2tsanZt2MzbzY2fZieqIz4DX397zt7Xq9Oj/odxmWZvqGextCHvNOjLLq58gA5HPqCb/NCa0tTPU8e3h1bqIr6LaItGdxut+wPh2XccS6trU6GfbanNDG+uIoizsxeEMVA3QIIgNW2LzgdqyzOBzA9KhtOeg2iLST8FvcjnWeRMiAFfeZjRsTKLwusG6aQECMIDDeeISMKUTAY7VbVqNyMKESXmwLD1pT8XAqHtbGdrINU8CYjzaFDDbGJiL+mOSPy6GdGBMVghLjTkWJhBIGew5ikl9zZtHE+yDWVUS3IrojkkdVArGIPxYJAuIoolsRvRHJAxZvK6JXFX1gO0JM9MUlf0z0HayOc4LCCk9AwoG2BfwK7tGquRLtADrdf4QLTTkoGqNop0ChgCwCbhdwhxq0p3E4Md2zXp2PnMzxlx0jy4+TFcX+krxARR5a+C9v6THyXLnrVPFGWZ799mVpvPuvgPUzjSaCxv2A8cPWpOHKGag0132iwHn65EppIfroTtq2+WfIESfsEcqWJM1p76b3zV19ZQ5aeiRclkOUHgmV5/qri7Yqj69XFayX/aA7nTt/Knes5N/089up2nvO/P8ii78jiv+N5P23vuToh6a6dF+T6WSetegHb1EuW1TkLy7x3rmSRtbS3q2/0CVlrGX915NbZ0rgiiIsPwfLzzEWH5Ve30vD83uLXY4rVZvH/ws/WUCV5ITyvmcrCqFj/2kvPbpZ+v1K+b9MZ45aTvwPcuw/wvn/8ub/j6vsyFrp93jDwz/9W3HaDMRl0YBlN2Tb9xmgztr1x1fShumPW2Oxhe74dIc62yWt9IeXejjLTNy98Rm37iCr87XXF55d+WSfS+pHwuMN3GybPNdB9r/R11yTF4c+0LYEjwCdi8qgEc4pc6hyIIgFSxqjrCvKAXPbw61okBaBgi7oFv1zzYXzrmg6OhC5UO5lElui3KsALlLYoBAWcMCEtERZFdKqkFb54B7wq0Jao5RNpSGVhqKUTSEswMsumyzaAU1ogBIglACbug5MoTOJUoTLLF3cTYR9rvXOlpq1xb6Zsbb+znqfU0cFbffv/NTy/lFH6/Oezrr62pszkx1dLc8nhpqePbzc+Ore+OD7CO9Zne/v66jraavraqntbX89NtBy/+YvHU21w73vp0Y63tTea3z1aGGqr/ltzdhAy/xkb0P9w/b3L7pa6kb6Gg3rk30ddXMTHd2tL96+vD0/2Tnc+7anrdZlX92JEeuLgxNDTWbd1PRoa19HXWfzszf19zZWx4YH3nsxw/REJ2xb2Ulwc1N9TQ1POlprpyc615ZH2luetTbVGLcmKNwG3AyArB4YHURFDPzUxnyAqi2u+GKSPyYEUgqelMNxMZiUwyCmiEt+YL6tClkbzmQsIqBR0Qn2t6mSO674EhFfXPHFFW8i4o/JGXXDN3ZQB465B4uKUJnJTKiDrd7gCJSNJ60cbuNwm4aYjNSFcyq8S1O4aHxhaIShEZpxcwwm0k6RcogELOB2KexIBOE07lJnBnQ/VcDVRe7KAu+J497SAqy0ECk+5i7P854shErzlguObVw4zfW3pMPIFwrdZ13bBLQfNu8ZZ9evnDGcOI6UFdpOli0UFTgf30tD+j0/LAesAmGO4PpP3nXk1c3NiqOu0hyyOJfJ+4HKOxrM+8Fbko8U5mDFOYHTJYbygsWS3L2mVzt1jxz5/02U/uAr/B9nyRHLycKdN8/SHW/1JTmuk0WBsiKq6ESw/KT/wc20bTUdNH8O6NPuLbr7le7iqa2SfHdxkbe0ZKvkOFF3N40spr2rSk+d/mw+Vl3sKTnqy/kueOw7riSPLM5FC76Hir9HTx71VBwhiv8tnsgNHv/OVXBEV3SUaXj62atXcZNEQRHOKYetCcL2ibQbOl7M3/s1bV1Ie7bSvq00Y0tzlo+CJUbpU4Jd9Kx9oe37ro3JWxdW7v/6RT/hen9/6nK54cHPulvn16+fszz9I7I8AiKXGO1QSEgm7BLtAIOLACKqgEUElwomAxgUlFOTggsodDNjgII9JsJaKzrJQyBySdLmJG3+WnMBBV0aW2Q9K5x39WBIeoP1bWiRi0JYopQtQtkilE2Di8YXhbSqjD16gBXAF5WGIpQto4vJIgswbQALd8AB33gabg6XXURnVEA/7lAB9+b4UENX69PB7tdjA41207xpc7K748XwwNuF2a6p8ZbJsVanY21hqquvo679fY1+bUy3MpJQglTQ9vrFzbbGp88eXu1ufWnVz40NtPic+t72192tL6dHO1fmBowbM5PDrXQIGR9sflf3wKyb0a1MbC6P3rl+zrgxMdrf0Nn8bGmmZ3a8fbD79cpcHyiFiLSzrfHJnevnFqe73768rXBum3nx1cs7zY01eBBqa35uty4TQcer2nvhgG12qvvVyztNDU9cyLpBN/mm/tZuigRr1cD2H6DKB3DRog/NDCFjuSL6YkIgLgZjB1FGXPInZN+BKb9bW5kYlzEgWFAlYNry1aglrniBEx0whcrMlQCzqANIxUSPKmAKiyoccO2CD0x2IImxibRVoGwClYGLFrnIBxNGmnYuo6BjEJZBWdrFs16BdUuMS6IRiXRIpEMhXImw80vIqcyPbPx+but8qfV0IXSqED5d5qgq3yg+unUid6Pw2FJhjuXKz+JA20d482PYIWNGyWeOh6G9kCWpn5m/fGalLN9SecJ6/sxseanzxZO0C9oPO4WAlQoa2MBmyr1qqrsxX3HMVnI0WJJHFBynC/KCx4+Figo8eTm+/GPe0oKtknzj+ar0aB/z6Jal+N+ekznOE0fR04WblYVyfU26t9VQXoBWnYCKj2OFxabiYufD22mn4TMO7YZNadqR9puI9y+3qisdFeXuM1WLJccDrx6kfbp0SP/FNE0311h/PWUsPxaoLA4W5dIFx4njxzz5R9CCH8z5/23N/S9Xzn/5cr4LFechhce3SgvYpvrPHoMatrC4mWNgmYUjpHWHtC03Pxq7+eNfxtm0czPt1v0V3Ix5l3nvEuVZiuB6xbueJqA0pofq769eP/d5tk/urDNcO2u/8zN0/UfLHxeN9y5LC4O7pCXKWCMEpDKOGOtUBUzmHAqfWfKRHblEaQS0ooH8X7Nzi4kw0LmAblGctSbABEC2QpdyLRDoHI7M4sgs6VygsSXaswJqLtp4EdD+RylblIaiNATgAkCjZKq8thgLq4wdwAXwBcAI6GK+CnMP4JIt6wT1F3AOBnBd2ld3VHRGRWdc8jAhy8ps19J0B0/Yjeujo33vHJZF2LYwPPhGtzFst82Z9JNOx4oLXnYjq4M99ZMj74Nug8S4eBJZmetz2Vf1a2Nux7oH2Zgd74SMcwtTPYb18b6OV/2d9ahtdajnDYsjdtP8cG/Du7o7Lvs6E7bXPb0edBtshtnWhsez4+1bq6PDvW8xeO3PXZ4MWP/c5Xvaat++vB2T/B1NT3vbX7Y1PtlcHh7pa2x686it8akH0W2rZPv7Z8uz/b3t9T1ttcCIf2NpaKT/jQdd82ObUdEdV7wi44iKWFxxAxsEFagkZSwmY9l2k2DjtVYHyVpphiVkbyriz95qFhPdMckVk1xxGQPTW5k7RXdS8SUVX0L2AZpkHV+U94CdihlxIwsrnEPh7ODILCTSVoGyZMPlUM1F07lkw4VjnSzt4mmPSHskGpGB7o50yCQWJ9z7YSe5MDJz48LImfzpqryVcyUr58pmThXPVBfP/VhhvPpz6PXz7YWJNGb5EIJFr0nFHSruSNHIDg7JhumZkzrpcQAAIABJREFU2z/NVBcvnymdr67oKSvQ19z/EzHt4y4pbGcJSKKgVEBvbn4yUV20UHJUX5hjKciFCgqseXnoiWJXeSlanK8vzJk/UeR8cCe9te6vfTJXclR/Kne97Ohs6dHe/O/xN8/SkwOrp4sNZ0rXS3MtVRXTxfn6B3+kPbbdkD0aMkeDpjSHfjYtB1892zhTuVBa1F/4g7vpeZq0b/u2vvgMaY8u3FVnuHHBdLHcWJzjKcl3F+RipflIRYGh9Jih9Bh8IgcpzTPlHVvLy1mqKCVa3uz7LCoFcyREUxDHQGzIoIQMCy2PJ+/9ur8+mYbW0k5d2r+15175ENCl/Lodv/5L0Jx26tKW5dhgq/WPi8yLO8zTG85r5z3XL7iunoOvXrA//kNdHftA22TSJIetMRZRGVSkYImFJTbTpVFYVObQCONUGEQhYU2ID5b/ZIvowHhRgrPFD2wuE5QpQZm+6RYBuBDoPIAL61vTwhaFMAFeRCkbiFAAXDLeUZQtQtnAbZWxx1k4wTkSnCPOwiBy0eCSzReQFgFJrsKi2dUWbVGTwjuBT1pccSejXg63fd5lUhF/UvElFf+OGkoqwUTEv5fE46o/GQ+qEa+q+OLRAE/B+9uUzDmDnq3PewIodqqibz/FAO+imOyNCl6JRXkSSUYDuM8MhnpxvxEUI0NevQdd24mH6bA1wnuooG1bxZ3QinFjgg5Bbsc6MIUF048dTU/tpvndOEkFbUszPfq1sf0UQwXtSzN9Lvt6MoJzBLq2MDQ73ln75HpfRx3uM4/0vevvrOdIu3lrIujZioruZNSv8M6IgMYVNwCKKrmiohPkNSC4AJFFTPSBdbRxya8RIcK5wKLr7WgArLvW2vmq6ARwictYdtX8wOLfF5e82smCixvsP1NY9GAPN/Rt2GL5e+QCGkYcaWcJKFv4Dw7HOnkG40lMJN0S6RBBa4mEJQqLkt5E2CnZNlyD76H3j5CGB+7GR86GGtvrR2hHPT7avrc2m3aY0j54O2BXcFiinRKJCkGb4DXJbh1rmDQ2P9U/umq4f9nw9MbSg98dHe/2Mdsu6VJpTKSdMoMI7k14uHHlweW13380Xb1ovfSj6dcL1l8vGi+ccf7+E3blovmX6qXLFz0tjR9NW66WtytXzm38VrV0sXzhtzOjl6p97W+SUwOb1y7MVuUvVBUYr1+Y/vnMVv2jfa9th3apvEtmYcmnTwdt+1vztke3Zy5WjV+q9g007QWgXQLdC0NpHku51vjFPufb+4YrZ61nKkwleRuFx5aLjk6XHpkrz1mvLNioLLb9dt5x55r31TN1aXw3ZJcJO09AMofKLBznHNusfaXzecsv5TN3fp2+/cvy42uT934ev3dhqf72fP2t2dqbuobH67W3TS9uw09vmm9ctFypNlwos/xSiV4777jxo+vRlbXrF8T5gY+sI8ZBctgqEzaZsAukXWTsInPQ3mUQiUUUGpUpJEI5NC2+1iqKCYgGl0M6l3+YiqZcC6RznnItMu5lYBzFeNc5/6YQ3NKmoqMHHBFJi0xYMt5RGYLYYywcY2EAlySPJHkkwTli7FcR3aGTXbIF1dzMOfBDA0eV3ImIJxn17qfC26pPoh178bAquHnCLjNoXPHJHMrSdkXCYlEfMA1QeKcquXcTONgnDdztQRsFfPknIr6deHg7BgxlXXHFB67e7ViQp+xgUUZc8fKUPSZ7wGJDnoJ3E/inXQYsb46KbolFVcnDEtDMeAtIbeKKL6UG91OMKvqCbtPHbR6M/MWk4OJ0b1vj0972ep9Tt63igE27CVzhXeDvaKa2ccWdiGLxiEuV0YjoUHgkKjq1yktM9oJrXlv0ERM9QN+sBSOHBEQxAYuL7qTsTcrehOiN8W7txAVPQvTHBV9c8CVEf1IKxAVfTAiAbAssKoryLuDxAXZ1a5UXgbIJpJ0nIDZ8uPICRHSHB4sYBMBFJN0S8RUuPAXztEdivDLu3KGxfdz2V8iYDhnSPl06ZEmT9n3c9ol0/BVG/wyh2ziq0hjHYCSFsjjCh2Heb0ng9u2gaRtb/2hb/GhZ2IEW4vbFlHPrM+VOEViC8QmEkw3bVAKKunQR0+y2cf6Lff2TZW3PtPontLGrm0lbFtLGuTS0lrJt7gfRtEB98Nh3tha2V0ajs33bhlnVvLznMvzlMu5uTe0t9H1Y7N/RjfMrI4JxfpdAE5ybox3ReJBj4BTp+At3xDdmyPFOYqYnYl7a8SGfeVzFUd5vjrD2PQHZ9+v39NOx/ma54aW/5g784Jrl6R/Iq/t4Sy3T2xjbmPgAr33xmv8inCnayfktvN+i4rDiM+3Rji+iK7g+pG99rmt4vFB/R/f+8erzP5afXN54fmvh8e+T938buv3T8L2fR+5enLh5zlZ/M9z02PHkt7XrlfNXT4z8Vjh/9+zGw8v8bF8qbFZZGxCLxFhnUvGJjF1i4SgNaZGLQqMKjaoMqmnZZNr2lS9ZCt1suHyj0AU1F9I5r8EFpEWg5sL5t/iAXgpZFNymUjCQ+QuEWSZsKmOPc2iUhiKUHcBFZexaTpQJYXjk0MZFzcUukwSxKMiPwO73mOjOfDDeCeASFTGQFoGv391YSKTg7WhgNxYCRYGUGogqnpQaEHkUmEvvxEOJiC8qulNqECx1B5c9qJiCtfBJxfchRaQi/mTUL5B24H4eEVCgTUxGPBxplVkYRA2gFMpTdjCWHlcAvzxxxSvQjp14SIMUT8EK74rwHmBTkFCCCSUI2tW4z8yTyE6MkDlnTPKDRdc78fBOPBwRMJlDwW6qTCqkOOOKOyKgMueIik6trxyTvTHRk5Az6cxBUpOZLAcJkaZ1zsydC1hC8qQUX0rxJSVfQvTGBU9c8KgcBhCjcliM9yZEb1IKJES/KngjnDvCuTW4gLILIEsGKwfVXCZk0Q6gDNC5aLOL2XDhGSfPOBXGJ9NuhUazmtaYwHgFwqkQjjhh36Wgj6w9FTYmQ6ZtGo7RqILb1RAcx5Eo5eJoF0GjBI0yJCozLjEExWg0ErTskfCfYdtfuH0PN3/i0V0KUYN23m2LMV6F8QiEUwrbt1nsA4V+opxpzv+JwrZx9LPgT/PuPwn7DraVZlw7NBYlMN6PJAj3xxCaZtyfApaPYfse5dqhXTtBKM1j6YApHTTs+bY+0fBHDlNxWBXceNgWpqFYMiwQkOw1/sW40yT6mXLt01g85EpSfpX1CaxLkDCatCQ5558UksZMadSURgxp1PCXz5IO2tIhOM15dwn7DutM4I5IAJLCdj4MS0E4EoB2CDSF21O4LerRfwzb05Qz5TPt+IzpgOUvTJ92G/5yGdMhe8qx/hcJ7QcMH72bSWg27VlPu1a+wPPpwOYn38pHz8q+bfmL1xjHzULICPapSkBJwMIK51AZe4w9cMVnnBHGqTJolIYVEpIJm0haJMoKEJOtc0nyUIKzgQUA30QujGuRQucpdJ52LtDYIpDSCf51GTeyPh3t1kUISAhZhaAtyXv4gDVKIzuyh/YaYiwi4ZmCEMjKwIYAUP5RSIjx6eKcQ6IgkbSBbjTAikzbBcKaPWqkeUqB2u2hA9wlVNEJYntVdILt0aDWqx6gR5VcmfrC4T3qThAZaffEZSwhYdrPuOiKSa6Y4IzLWFJ2JxR3XMy45oBXjwooaFplWle8C+yu1u7X7gELrRXWGeUxkGhEeQwsb9fWiUU4pyp8o+LRBqw0VWFMciVkr/YreE4m01F8mlf2gaW2N674tC5bttZZFTBgJpaQPCB4iWcJiLT/J3HJe/BTazl9FQQA+n+dS6RgDrfRQTMVMNFBM+k3UgETG7ZqyZFA2nkqI6UDoAE+UiKDAGWQSDsl2slTME8iPIkIFCrSmEChEu1UaDRKgzwfjlAOhUYV2iWTmEKgIoEIhJMjUIZEGRKVGLfCeR2WRcgwKzMuPgyH4E055IhSqEQ6cLdRodwCgSmc34saVDHEk1hMCKisL0q5VcqXYIMK5RVxTAwh22IgwXhijDfOh7Yj1LZK76pMgvPHabcSRlKCPy74diJhKeyIEHCScsQJW4yxJ3inQsIJySOxqCK61WhQVQKpSEAiHTuiL0oiKunaU8JxPqAwnoQSVpUQxzpFDlMFr4wjkte2S3t3KE+KckfDiIqjShBWwohIIDLjEkkX5YficigmBRXGIxLIrhz6FKM+REJREklQzkjI/kUl4iQaC9lTYcc2juyQjmQYioVs24xD8utiYVMibNgOZk4qbEwRpm3Cmgxb1ZBZCpt43CIQVk0mIjF2UL7IigacETajfAE2tRJllSirwkBgq3Sctyc4e5yFMtUWxhKjTCnGktWKdi8zrkXaucBiS9r4ohjYYH0bhGs1QkBR0kFiej5gVWmM89sUwpEU3FEaEUJWlUH5oCVKIzHWyQctQPki4dYE71QZR0rENO2/FrMoDCzT9mzli3YydRkxgxiNKQAZmqUueCihuBPK12plXMZiUmaxE7iowGWT6Xdk9aGy96JkL1rKWBBnLWDKPCq5NOR9tfUVnX+/M3O+VRsfGv4+9Gayo4zsuQdgcKMxMfsTaWTR4JLpUmdJhLKBBeCSmRMRMPXbt/dN6Vd0a4GPVhEDB/TyNMoAhQuH29iwFSBGC1s0QR1H2sHRfOpAOKMBRaBQcDv7aP51moudwnhk2iuSLkAWnnSC+3nSOTPW0dr07PGDyxMjHRiif1P3EA84RNZnMSwO9DT6MHPTu6e6tan+7sZXtfcbXj9pb67Tb8xOjXX7MNvq4gRDeAQmILL+no63dsva/o5s2lpoevfsTd3Dno43VuNSKsaEfFB788uWxueba+OJKCXx3nDApEa8Cu+KSB6egiOSR5U8NAGP9L0bG24ybU7TBGLWzdAEEuEDAus26uYU0W/YnHVAqxiinx7v7ut6ZzEshnz2gZ73EyOdMxO9k6NdkHkVMq9ylCfoh2jSJfJ+gfMh0IbLsRWXQ0zYsbk8Ojncqlsa5XF0J0qSPpt5bUq3MEJ4TCrn4QNWPmCNsU4hZBbDljjnAM2WCGmNkFaFsMi4WQ5nFLDayb4AD8nQtFRDg0uEdSgMJNM2hYEirF2DS4yxJRgLCFtilGmHs2UNLrqXaecChc4zrkXOu5Ll6rIpBA0KbhMClhjjUggHiRl35ZBIICIBJ0QvG7TGBU9S8okErHKYRDoSkgeMHSoMIlFwQvJwYbP2jqMckv2RNHAC0Gg3sq/b7BPR3IMFNCa5khFPQnFr4YwGF2DonT2ypJV1tIstyjlBsgAOuOQ0qwfwJZ9SfOCrPnYQEGmw05CX/T612wAoWq1aqyh9le18ezTWZHff45IHjBqDgEX7RFpN6hu4SN645P36AbNeXfu8wMkdTJxrDx160UOS6Oz3D/44+Muab4tEOwTSzoat4GS3jWQGYXAbg9tYAtL4kkmCMqHKV+9LDTQc4eAIxyHEAKzwOMrjKHD5Onia8+3Lu51tL1F4fXl+2I0abl67SIWdMYVcnh95W//I5dD/WF1qt6wFPPaahzf6u5uoMNbR8vrpo5tu1Fx4/Lv56aGYQgtM4N6ty0bdotW4eu/W5d7ORsPmQk/H2/dvn4b9cHPD85bGF2ND7S2Nz2ncxRAuiXcn4iGagCXR8+WTTJGwwLoG+hpam56tr451ttZD1tWb1y4YtubSX1IBj7Xm4XWzfuH5k5v6jZnB3qab1y4O97fcufHL2tLkwszw5V+qH979fXl+rLv93btXNUEv9OvPlVubM1EF51nvs8d/zEz0KEKw9umtV89vLc/219y/3Pz2sUA4e1petr598q72bvu7x7TfGuPdTMDCha3g+uLCRq2NCzq8oHxxSNGa3cDN/oLPPhpcohyizRYpDPR3uCRZa5w2fztb5FokkTkcnqHQeRC5ACkd69uQcaPbPKub7UIM06hhdnO2HzXMY7YV2m/FbEtxwcMGrYTHEMa2UPM84TF47Cu2rQkPvOxDVkXSrvIuhUGySaklR1EO4XGLli5pj0oUpKFEy/PBAVjJjmW0AEe7/sGd2jAB+KmlRZlggXOCb3ItU9Aoc2AX6tbujwlYdnAEEKbdk/262q8aXMA1pgmRs6OV7Ogmu56dHXeAS1dmkENDWNmRSwYxglsV3Nprae4qmXuApx+LRlhUYRDlABnZcMn2Qj806pV9O9t2R+MLqOMekuqKFMwSEDjZcAGpUGbNCJvZ2QgSJY0v2hMy94QRQBaecHCEg8VhJmynQ9BunG5++/jxg8sW47zI+hy29Yd3r7hRY0wh15bG25tfOWHD5V+qMcS0l5Lrnt+fGOn+tKdOjfW+fHYPD6A//1h5//aVlYXxVIy/fuWCaWupq+1tW1P9x93ol48JiQvRuGs7zj2+/3tb00uR9fO0l8ZdIu9XI+GJyc6bf/z444XSqYlOUQrGVerN28dPHl2jGbfIBxjGe+3q+a6ud17Mtr46eeXSOatx+fmT2zbTylBfa1tTfVQir1+5sDQ3+ueH2OP71wd7W9J/7Q70ND958IfHaao6VfDLTyf9XivHeO7e/EW/MdPX9e7ls9t0CI5JQS+6ZdmaZYLwi4e/97bWSRRm002zQYj2mxUajbCoTDsUBmaCem0dEOi0qIwdFGUFwgquOzDud7gS+jfKAJPJg26v4+sKIA6K8/Y4C8UYW5w2a3CJEYYYYTjQuaDzODwTtk8TjllQc2HcyzS2RHvW+IDOvDzQ8fpOw/Prs0ONm7O9ve9rXtVcH+l+8+jmxTBmMKyMdjbW6JeH+lqfO4yz431vB9pru94/WZ3pBp9Wph2AGiJpE0mbRhZt08gh8YvCwIeYkg0XEKeAbCg7ijl8qR/IfA8F/KDeCbonGlxSim874t+O+HeiAS1a+VqeEDCtlQsSsYQCVnZj2TeSEU8q6k1FvcmIR6t9ZH/nfzWU+PZyBVlb9nOyO2ggGQG00kYlsnceZvjCY1Ee0+RCX+FCO0DYopEl82uWeWg27wBcsqs/2dGK9sZA2UWLULKBkhlcJO08AfEH3gtaTpSdFgGCaMELYA0AinZ/5lcS0Q5PIhxpB5FL2GtSRd/STN/D27+0v38Bm1bv/fELS7p3EuLi3OjruhoUNt249qvTYU7FhebGl33dTZ8/JtpbXte9eGA2rDy8d81qWnt479rS/NjTx7dWFidePL07MzkQkUgvZmttqm9ufLmxOuPFbLXP7t29fWl1eZyh3LIY8gegy1fPfvf9//r///P/Pf/jCU4I0LTHYlt79+7ppcvVk5P9Idx1/frPly6fe/To1p07Vy6eP+V0GGufPTDoFgf72n/9qfrB3evvXj/3uCCJJ54+vjUx2pOM8X3dTc9r7tgsqw1va54++ePh/SuGrbm3rx9Njne9qr03N9W3m2LxILQ6P7i+OOxz6od7Gx7e/qWz+YUP3YxwrrBHLzOoKmACmfmSBpVXkMIoDCxRkEBYedxy8CiUfTF+4+L2LWKASbYWuXx1XWBtMQ6Ks5BKW+O0GdRc4rRZxfUqrv8GLjg8QyJzGlwY9zLr21AIk3mlr63+1qvHl4c7ajdmeobaat+9uFFz56ebv51GTHOwYW6w4+X6XO9oz2vr5sTcaMvW0mD7u4dbS4Ok15gQvREWBRXc7A/z9wQvGy7ZQAHaUC2WAaWWZMSjwSX7sv/KlwOsJGQvaM3GJY/Wpk1kHQCXnWhgJxrYVYM70QAAzXbEr4Hm73A5dJIRz7bq0w5Q4oCiiVbi1VKM7BztYB+TMzswyT6aalmLNaJZC5i/Loc/iFw0uGTiJtoBgJIJWBgksyniW6AcqiX/bemCU6OJFq1kW0OBh7QDyMLhtn8u6DKIFpIAiGjrR7QlJNnEEShUpFCBRDgcZsN2BrdxpB2QiA5B85OdEuMOey2Xf6p0w/r7N37FEMOHbWWwr/3Vyychv7OyvNDpMCZj/LMnt8dHutN/pfp7mutf3ocsGzeuX9xO8itLY9eunj97pjjkR2qf3+nvaU6nd1jKB1nXrlw6NzzYqio0z/p0GzNXL591InqGcsOw7tLl6v/1//0//z7yHz//ehrzWOQI5fHZOSGEOE2/X/9pbKL38ZM76xsLkSiHIOb7d66F/M47N69YjOsDvW3nzpRf/vW8x2XdTUV4JvDo/vXhwVZFJEaH29++qnGhhkcPrkbk8EDf+zu3fvnj2o+6jenXL++PDrZ++iBhqG58sPmX86UjfY2pKOGyrw92v77yUxkVMEd5jA3beAJSWBRcRxKVqY8oDJS5smi7REH/mAf9n+ASYR2ZaaP/A1xijC1KWVTSCNy5Y5QpThq/iVwIxyyJzNHOhYPxxSXWs8z512XciOjHFkcblidaFsea5keadPO9dsPUWP+bufFWF7SIew0O86xhbVi3PLA237O1MuhFVmdGmyy68YBrA/xT04ahs8mSPW2UvcIRwAUELxpZsssc4GKOy5gWtvw9pjiQh3mTig8oVrU2bewg8cmGiwYUDS6gcQseyk6LsplyKGzZVn2Z4EXxbUcD2a+rlWa1tOKbNO1vEYR2zWuJlfZfKQe7gRTWCUS0gCyq4M5g6+BoQFEYRKYdUlYgcwhhhyKp7KNFLho7NBlutt3/obBFc3U5tHUkQxmNGn/LjLReUnZBV6QcAglzOMSGbQAuPAUDSNXcv9TaUNP+/tm7ugd0CGmsf9zeXDc93vfsye2+7iY86Pz1p6qg376d5Otq702MdSlSqKvjzbOaGzbL6uVLVUQY2d+TV5ZGjx35D6t5xWpevvJbdXtrnV43NzbS/ujB7y5UX//y/vuGp+urE79fOYs6dDTpEsXQ8vL41avnr1+/uLAwIknhRIKrr3/Y2FhrNq9dvnx+bW3m7t2rc3Mj+/sxu33r9o1LkGXj3u0rNvN6T2djc+PL4YH2xw+v+dyQLIZqHv8xMdb5YVceH+14/vSWXjd759YvJI6KvL+z/VVe7n9ubc5sbUzevnFhfWU0IgV06xMP7v66uTwKHNEclsVLF0pxv5Gn7CxhA/9OONymcA6RhiTGDq4m7Vs8ew/qoWruIbJo1yNo/h4EARkdHegWAbhESHOUMKikUSWNUcIQIwxfIxcSmQOHcS0CzQtwpaM9KyS2xPk3Of8W6DGT7i0xbGOCxgiPsLiZJ60iDZEBPUdYwM+ogIo0FMDWcJ9Ou/hF0qZld9lk0TS72dUjsMj17ycqoIfyEa1Nc+jKT0Y8qYgfhA/ghiaHBzE/cOfNrrmAo9Ekpfiy0aNVW/4RLtl8ATVmoMHX3gAADQidAGUOdYuyHSeyC70q2OB7QKWvZsN/gwtIi8BzNJNQwBeZdgCyiKRdomAQvGh/LZss2dIYLTvLGG4fxClaBqQ9mu3kolVeAGuyu0VaWiQyiNYk0iKX7FhGu/217ksjoJcvM5mNSEABLNLOAKafm+iaGmkLYOa4jLthfX/Hu66211MTPeGggyJcUxM9JI5KQmBjbdLtMibjlGFrRrcxSZPo1ESnwHkoAknGqbWVUdSxkUrQet10S9OztpYXje8eW82LcZWYmepua3nxqu6ubmNSkQIC56MIJ8t5w0FHKOyQxRDNuBnKbTQutTa/fPPmyfLiqM8HjQx2OBxbAhsMBx2D/c0u1DA82Or32qYmetZXJ/EQUld71+exqBFiZKjVqJ9NJeiNtfHR4ZaAz9Lf28hQmCQEwkG4pemFw74RlYNtzc/ra2+/ePpH7bMbY8MtMSk42P320Z1f39XdGeiuU3gXR0IK7xQpWNMEZNcWsr/dtbRIq+yCiuehgEULdoAP3MEuw69mUQAuKm09BJdISKcEN7/CBehcKBTo6BaAoA4MAYDZIgk3i2ET2EjP4yaZtkmUlQ0Z2JABhF4iadESPJm2CYSZx00SZY1ysPbusz8J+GCgEAM++dcAJytaya7sZutEtedosQyIHbITE21+LzuCAHDJrrkcOiAbyoZLMuLR2AHwcaiO+49JWTZZAN20XOnQya7RaNlHtsLwb0WZb2IWQJYoj2XazCwqUbDGEfBTgwu4kf0Sh6rd2fVmDS5fh4ZIe/b0czZi/h68ZCosFCwyiLaJESxL04KU7DhF2/ei3QOeI3OZ1WssAR3ogO3C/27vPJYbWZJ0/f4PM9a3T5cWJKETWsvUoSMFQNbpmdnO4o90BJJ1emZxl13mVgaCKBYAIr508bt7Os/OI8tWb8Xl1Z5tvhPRUiXbUp5lvtfyZPWFZWtsdxJsa/Reya1Wu8Iey+Kk5PZ2jThbNWN913V1MXpvzcGaQ5rMrnX46y3N0vl//5dQcpul8z9/ZVrt/vln7jY3lGlhzoodeL7R/FiYkKfbNF5di0SwveanOFwUKpT5Pg2XRpwKdeHpNotWWuxLczbyEJ7Gkq2t2vNsmcUzydZG7hTfYDIRS1dWHa068mxd6FOhT8ddLxh8OO561/LyWlxkugy6f6yn3yFnt2Kl2ULlc5m5999XJ1EoAND4A/MpXFLJGNVbWpHqvBsM8XW+zz2hW+ZBmQdlOirT0TUbXrMhMi913Kui7oPn4ovoYOn2Kzv8AFx0NNTRUIUDFQ5k0tdZX2dDEfdE3NPZ0OQjnQ1xw7LA5COVDlQ6MPmo4GMK+e6BT1MYQtbaJ2Ullj44fC2Jn+g1bAbT+RT3+yES0isEF3xJuni/KuSndckolesw9Fgkain6fEemVatqSVcoF0MhG8zP0ZDLQGnUVjCiszmu5KXY+ObDxeYLnc5UMlXJFEyh286yOdDQKja/l7f41vqW3xrmJ2LIhXF7F/MFrXkFI3y40I7XVooX9zsA8RUgJRq0YcqUzhb5JUiOIxZObb4r+UEl2+Q0yeIFZyslt4Kvldzm2SzPFiyfK7nmbFGVR84Whd0Xdm/0VqtNVR6VXFXl0ehNYfd1dVJy/estztKpVpvXW1jY/Z+/kj9/JXEUKL4q9KGyp6u5FPpg+V7xTSmPlT0V4iDZ1rCd4jvL91rsLd/zbP2unq+NAAAemUlEQVR2TY3cWbV/u8a3KlR8o/jm7RrS6HLB5lqsC7Mt9E7xlchXRh54tpZsK/INS1da7EW+qovzax0V+pCEk+wyeS0uN3u2Ym34UrMFyALDZ+YhwefpOXx5i3/hb7kzdE6briI4PvecS8XGBBd4Lg4xfs6FwqJ0+THbfKbxC8n2c374Jk5POuzouK+ingy7MuyafKCzns76OuubfACzbIi/fSv4qBQTgov/enQ6QUmM4qP7WIaGLK1ar3+2wZp7k0s2QYTpHBwvRYqOG4pTXu2BJPC12EIC/6oPb+b4y55g+C508bW806Slu/HDonsdWt9lKf5zwNN4TxZ6bnBwfCq16jI0nElnCz9SsGxV5KuSOXkRTCVTdhmxy0jGExlPRDSW8cSHC2lVfD1OC2e/TUK3ZLvvxXV356VJ6Lbg0nJb3sdBdCdMNJ2QvPFZAK/8Eoh4qrOFTGYsnOaXiYiWOt/myRTje43c8Gwu2Jxnc57PtHQ9aPi7MNuq2Jd2V5cHnk+MWmu50HJVFXv8jVY1LVdGrY1aW72pir1kS6TSa3Uo1bYUu0JuKrmvzb5Wh1ofRTwvxM7k66s5qXSp8gW626xYo8CH3JPhy9rsDF/KbKbyaSHXhVxiFpxMl4XYqWyFurtIFlg+R24gOlqgIWLxWKRTmc1gYC7M5EuTP14e2BzVFcp1+pUWpGP8gAiXf3QtNpHHtOQzNC7WfFKxcZmOimRYxr0y7lVJv0r6D56L3H/n26/5+nO6/JisPiImStef4s2ndPeFH3+qy4uKejru67ivoo7JByrtqrRr2aDgI8ClFMEjU4JSBAUfFRz1sAe4UFVMp5NW/YgU9760BAcY6VJKbfiqOXJtXJDZpD+pgvvgKdjTmzkCH17/3gH2Zh4acF4hYPXYQXK+vwTf4yRgogwNG/ejoXaZvHkAgcbP7zbuzN2Q7DTpwmZLmy/goSDJwi6j/DwU0Rjmw+VhapxHGV/j36JJq6buU69VLaKf/NuErsoXrXqQDxefL+/hIhqfBfAq+Nrky+aepc5WJl+bfK3ZUrA5z2dWb9I4UGJJpuVKsLlRa8kX1+pYmG1dHm71QYn5tdrf6kNVbG/1obQ7qzev13NV7K3e3OoTYPTrNZTZjOLQSm7Jc8STebVHky8ruVXpvBQbEU9rtRXpFMN04F9gmI7K5yqfohFZ5VOZTWQ2MXxeqo1mS+ShRDrj8Vxmc/huLqjMF8l5mEfj5DyQ2UykU9+asaHO6L0CjlvlZ5zEFlz8xCjBBdI7lLeh/a/l4q/g8pBzqeO+Pb/I/Xe2+dJ4Lp+yzcds/zk/fGHH7+L8k5bS67iroo64PMvwxab9IhuYpGeSXpkPi2wEK/OgYuOKjYtsZNOhzSfkaPlui4hGiIlaxen3urh/XQb+5/WESg2I47p+HrMG/lHx24JBFhhRBnyB/YK74QU+lVqBYu9bn2D+/+Vf6lvhUsu78StHFMpRKppyRrW6f6zxgdbZwo1cYks4KUi4yHgiL4EKHVn8yIjSru/H35I7/VvpDU328uda/hVclMcXooy/oP63HQD3IlGDGJ8+zQV5YfJFrbY6m/MwkPGkyFe12Bb5SsRT1E1YPDZ8mV6GKp83IcPC8JVIZ3AfarMv1bY2OysWIh1Xen0rdoVcF3INh8KK1a/6/FqervbwX2/JW3UGIlsBacHXlq2AOcy+sGxFGW7X2oZWOLOB040QnkVDw2alXOrc/ToapeIGv1adYcbwVKWzgq9w41d54tHY5Iur2eh8mocDkQQyHTfZ9JlMZiKeiniqkzlMRlN8BlrHrdUH0DqkIItKxhhfi/QoeotsPrH5xIcLsILgqIq6ZdhxcLkmg+LSgf+CIjTff2G7z/z0jZ++8dMPcf4pLs8q6oAvBBeT9AAXm/aR3QFZAJcyD9Dd4L8AgouMA+h5/KKXQ0xTHqKjC8T4J/lfEwdHkS6w6h6rz1Q6U/FMJ+5qj4DCdX+KbcuLedWHNxzvxoGC5wK4+M/T1w37dR9f0tJS9JFj8l4Xiwf7OmPqk6rkxm8vdANu2RphEdIrKDnbfGHiqY4mDwFR47mIeOKHMH7k1WpN+G1vEf5Vy+tpgQbz6CitK5v6EXGEhPyikd7CSKSLx9ANHs9lMtOZ4yCPxjqboyImo6kIJzqZl2zNozGLxzyZaLbgyQQ5TpFOfcDVZq/yBWb6lGpT6fVruX+rTug+h3OBGRdv1RnhzNUeNFuWalvwtW9+fIpwVSYz5ObdVU0uKWY3bJaHA2CFRUOE8yIJoE+p5MayZa12Km0Anc5kMmVhYNny1R7iQw+/O8NmKpvEx06lViIJRBI0Uy/IYZmb1E0RldEUVxdK1voBESVcfiuXN9nUh4tOA7JWzoUKRg9hURl2zelZ7r+L3bdmnu4XtvvMjl/Z8avzXKJnFb+ALFg2YqK+jQdFMiySYZmO0B9F8xacZXPa5epjEkRUybhVCXO3PZ1LS0Tn53opDGkVj3C8KTn6XoghwomMpip2lMEvQMUzgIYGETi/ppmz+dt2p/cEhMqm1e7cUtn7tefWd98HIK0KMT58NMnlnhsS26vaUtqlZqsrX1f5sswWYA1w47jzCItWcERY8e2usnmXpnlfV3I1L5TM5QZ1Isrv/lWnog8acmp4POfxksdLV0tK5wQX9wtNpr7JeMKjSZOamVm2ohwENL6Inm7mJJNFLU8mX5t80bzVGL63qeQW7NbZ6s8q+mcdl2J31cdaHUQ8h/9CL4okglaskRNBIKPZsoAMUiwQg8BbV8kYzxNuJg8DHgYymuJqZ9IFLhKlWOtsLtOxYTMej8AmiD9kOhZJYPmcRX2VBS24qHRu0pVJVzpZqngho6mM7ql9kz1UiIgpFB+9b2sEXBqR/R0uLkzx4FIl/TLuPcCluHTM6UkdfujjT31+0ucnefzGdp/z7ad09yk/fOOnHzp6MWnXxj0TdQku2Gpk4wGZDxrsLcIImCanO/U9LnQD+CklFwSyWUv4D3z4EGklWdpyu/vog3sy0n3JlhiBg6VcRHeYSRdFvqr4hnK9kP/Tf+e3ILzvYwRc3sdErbPaijh8aT+JcUnV0urrMfkCpWiHGMocqa3bUYk2aLa6ic2r3N6Et3gba2j07oaSfIOz992JLWvlfSiOo+fvM4gMFWiSEZdqC9BQyENpXYh0fYUufamylUhW8GV07srw9D/qbI4jCkOayQ2sSmbpaQg/QmcLUKYUGx7NbuaEgTUlPxR8a/LlzRwQ42BERsOX439ek6s+lnL/VlwqdSj4thA7VMct3xq+UtnKTyrJbA6eIv9ayI1lzk2QcSCiUaO+d8oAPG2whl1GKp5VYo1rAIT8Mh1DO4YKaa3XMh0XYiGSQOdTlQUyHWG2jnR1+plMnGNu0hU+2zqZ+3KnJi+7sPlEpxOVjHQ6sfkdMTqdmHiMbAutD4LzYpNAp9iMOPHgMgBWiqhbRN0H+b8+/NCHH3L/XR1+mNOTPT/b87M5Pck91rx+E4cf5vJi414Z92zcK5JhkY6LbIT8rk37ZT4sskGZDup8VGXDIhnaeICxu26sdx5U+bRiY2rQpLGYpMlpGfQyGE5T8tlV3aXHtVy4+eOSND+rqunQo94ZfO5b5+qX3r/K7Zvavandla/hVOt0hlSFadIQNLnqqnfkRpLfiJo/jWtAGoz2SZpsiobvSizf7O7N7igPX/KFv6zWdSFoNyCuFtuKb4C2q9wR4yhwK9naZktfZkKSuVYH2vtN3rTuF+Pdb3qDknzd7M8lXS8us821a1m+o0bBV80EzLVlK5sv8J4jCG13NvKlP/qrkGtc5NHBYBtNIBVTCq+/AQ8gCa/hK8DFFdGdRNBdn2QciPMgPXZ5PBJJ4LZWpzMWBvllJOJJU7J1jkYhN5U6uCqPOlTqUMp9IXYYEoj9czd7vppToQ+WbyVby3TJs6XiGy22hThYvjVsdy915QvKyMBlbn5HizKbISShtIBOJ87jSAIkTVQ2cYJsqB8b39DkLsFXqlWpVoVcWrGwYmH4HJlg1BDRle47pEW+UslURGOdzlwZMZ1j4JNl9/OI9EXFxjYJ0EJdpGMTDVU4KJKgzqdXNqvzaZmObbP/AwMciiQokmGdjK7ZsE4Hddqvkl4Zdx9yLmL7mW8+sc0Xvv0KxMDE7hvfOrjo8zOwVETdIhmCWCbp6bhr037JBkXeL7N+lQ+qbFgkfRsPynRUZZMyHVdZUGWBk9zAmnGZVY7GhykQQwaIFGzqD6d56GuQC9Lz1GxVMzdVwFnTs1N6d17VFlj5pfd/msMvvb+JDZ0onc6Adr8ND+53Sw1NTuP7SVeAy1Wt8XgACIuxPSHy2n+qlViDIDDABViBD1XxjUup0O133UPgmj+l+NZst6Jl3v46cRiYC6zcucxb2vAVhVEtuEC/V4pNwZZVQ3PKnZO/ZrjjC1kLLhRcvMcNzZfS+RregWWrgjcenGtrcF6wSsbyMmSXgU4nKpvA/wVfgDw8E80WhrvlJ8CZ82IasgAulTrU+ljrY2mOVu212Cq+wSQ9iNws3xu2U9nmnjxKZyp3BWBK8+lsbpOJjgKaAUA5gTZZGiGFe13NG66zucvXcDdD268xiXRMxSBcde7haiOepLgY03BVMir4GCex5hOkSms+KbJRxcaYq2/jkQ4HWLLqJu2nY9ov9AAX5FkaspRxt7i82PNzsyt684mtP2brD/nmo9h9k/vvyL/gb0ec05O5vNiwYy4vZTQAsSwcmbRXZn1YlQ+qfFBm/SLpl+nAYQVRWYMYKirR/oAyo/aqO2jIeaGxel4X1sODq3xZ5ff2vPIx7iA3AXC5iQ3g8qZ2N7Ghc056+feJSX8vCrkwMg7eL2PCwSZ3hmZQUXNmLVe+p4CPEc1boW/RTBwS8vsPcH5EvkB2FlE0iIYGeewMRzPrlS9BFh8uuNPvP3pA8wM03TtjH1R8CxxyVyhBVvVxl8O9P5svW/Y+F4N0TCt/4adpqAGyyZsuTNNt73Sl8djEYx0NZTy0uVuuZNjMf0q+J0XPoZAb5w15aAN3iD6F3Bi5gebNyB329lLXApHFDZdIpvAj7gNuokCFI8REUGCIaEQGP4toWErXsYHLhnvDm2SwYTOVT2Egi2jqRMRQYMXXUlK2BXP8dTSs2NimQ5MMUPGx6fAqpqjG1PkYZxbpVAznb5EFVsXDKqY6UUOWqFNGz0X41Ohcdl/E9jPbfuK7z2L3DW4LEANThx+AC6wI+6hpl3GvjLs26VaJQwzgUuWDMoWNWnYnSzYissB/QX0LfgoMX1LnOLUXOPUxGhzUsmaLmq38Vprm6ropvZN5Vdub2Fz5+iY2ZMSdq9rSrJO2MtXbQktwoWy0X7qDR+OzpsWd93B5d7A35Nr4Q578aU9O0O31JfqdI/fARzj/xY+M3N48viyzGX2IaXpWI0rekPnezWOpaE56LddV8K6zscm8LMhz+Rdw0WxJY1/Itbl3DDRJjYLfk8fkAgAuNpm4FX25J618fGKWuRiNnKNCNhVl2bY7fRqyaLE2cgPvhlJCVIES6UxmMxrQR3DBbEYiCw+H7DLg4ZDgAr7Af9H51Da/3LvP6OUfyXkhdQwGAPpiAvyEVp5bxhMTT20yAVwgi4VkBHAxycCmwzId1fn4yiawOh/7ZCm90Xbv4VJEnSLqVPFLFTc6F3P8rg/f5O6L3H2Rh6/q+E0dv8nDVyKLPv5ELsZcnvX5yZ5fikunDLtl2CnDDlhVxi/XrHfNetdscM0GZdYv0h78lyKBI9MGDV6YNyZrghVrtAuJ1q0BQFc+v4nFq1ze3FKB+atcvqmVf4qoh8Cf5EDXc3oY4gW6vOPB/jZrHyit3gW/cN6SGzUj9cZeoHdvbCcvphUcwcHxv0vdq0232L1d1ebOy22wuH50NFZN1LMgo8UMVz7H3jwMIYU702gX70nfBit3SZULHh+VuHRcfY/PJ4uLLtnC8CX0Iw1ffh8W+XDx/QgIVRyk6D9ibugRKhf+zk/c7+u2tZdKA1zwZHDDb6FwgdJj9oeeJIaN+yGbB77lvfshHfvxDnKilCulzC6iOXxJiBFJ4A/KcBklNkNO11vAQNtdAnJ8DLsL3/3uxLsaPp2W2cwmQcXGJhnouE9X+quYojgDuLwKNxwXTc9FMiSywJEp03GdjOpkhGbFFlzK6LkNF7H9LPZf5OGrPHwV+y+UfwFczOlJn5+Q6wVrIMWz5+cifCqj5zrpVEmnSnoIwGzStUkXZPktXJwi5pEsJh7RDR0NTTwivtAhwWpHL3HjfH5/Xm9raAXlGvykA47Zlf9mxh99SYnY91hpNY+S9tGHi98b9tj//Xu4kJvTgoufC3zMXi9b/6TJtgAlC8xSxW0MdgdSyaNpXqaXA2rtrstn+Li/F8tRUtk24ZIfOjVNAHPfc9HMbZJ+yKo8mmkf4Pm9dwZxBy7ynvLCXyvsshtsRoEGNVJYdsccwYUUK6VwI3JacCGO8GwumsUG1O4k3DTy35NFZROb34dLtqam3WVf6T0FgzDTzyipbCKSgKqohs1QJ2rMuTwqm8A58idvP7TapNMyc0kWhEVQ3kOY5sMFWEGI1MRHD3ApkgBwoQimiDo2fLHhSxk93+GiD1/k7hPffOCbD3zzSWw/O9s7R0afvhNfzOmpOD/b04/i/LO8PJWXJ9yo4pcifAJlqqRTJZ0iei6i5yrpNSmfQZ0OiqRv456NB1TDRvWaXq2O+yYZ4AbdtukQ9v5LHfeJPmU2odAJ+eB7e7h32CjZ6R8zv5JCeQo8hi77xDUCIpW9qPh15fN7rjqlvZQzm0yoZOPnWcts1hqa1RpA4bd7oFTvc816o86bnzzHM6HnaePRlc1oRx08vptYEF9oiKHLQ7NFzR56T/BfOIFvoxgiuGBe8l8Jdl3PS9NTJ7OZbva9tiR2foblPrYuc2RxNZF4xKIhrvwyHsp4qMKBvPTFpSMuHRl2dTQU0Qg9a36ffSFcG9SDOBB8eZRxkzwKTAQQ8cz914LbEN07iSZKwo3hwOt8qtNAJSPUPU02xvwAdOj4iUVQ0mRj6y3JoFw1BDLQyOo0kPFQRAMRDWQ8JOEJRhGQ4aepZIRH4jmoZFRkIxl2cXaS3ffs8BPnUYe9pg4TVNmw9E4rHVWXhYmHZTRAWIQKtA1fzOUZheYifLKX7w4uav9ZbD+y9T/y1R8+XPjus9h/IbjAzOmpOv0sj224XOOOOf8w5x9F+FTFL4BLGb/UabdO77MeoJTRYU9duurSJaUMAYWamHy44H4ykwzgy9l0qOP++9oTTX6gMpPbBok9Sh47iCyvck3uD3akYFkKjiv+Ic5kzWZ+yEZw8aEDRwyeV5GOsfMFqgE3eoctQBwdBe8HDtLBoB4Q3wNqPZIuhs1avLYnqMNBlU2ubIZqYpVPEVf6uRjfT3HvQ+O8eKqqRfGox3WKO74CXH7bKg0xvm8EFxrOQmNfXOvzY9OAywTnC5lMWTTMQ5ew4GGfXXr81M32z8nue7L7nh+f+PmFh0O4BneFGLyYZsYwKYYQr7XEgfC5RDxxUGucJoKL34L8V3C5R2T51EEwGRECoK7w4eKb/3unoAYvWSWOQQQX/8cSVlQy8u/nYZ8eKeOhjvvZ4acMu+LSOc4/XFaf1aXLDk84j+5i77DyoGsDX2w8KMK+vfSAmCLq2rCDhIk5PZnzD336ro5fqBT9kW8+5Ks/8tUffPNB7j6p/We5+yQPX/Xpu738JGrA4blenq+X5/r8VJ1+OrclfK6jF8caOC/xS510rmn36uDSb2IzOFEkmXF1JZfudWjskzUvr6vDDv7GDdv88yobog7lxMh5UOaBZXeDy0fzPm/87mLQFZ7uwcbItomFzxcsmXyMy9pYIfQAMbi66ijAUqcineooIDPxiCKXVtBHz5PcjSqfIgKi6WGYuEGhEF6L+yFOZ+TsyiZu026TiIErh62YPmp9q9nC12v6NSYceMidIVSjLhv0K+vs3l7kQeR+8XeH03MKACORTukxvjfhwodoJKIRu/Tyc5cdO9n+Od3/yA4/+fFZht1WUYa8GDeZ7bHXjLrP2/Kc/D7BwM0xYAsKpnBDs0WrKb+JWSZEN5WM4V+oZASHBeUIk43pGtDKMNJb7YtlTeZKHMQR8oaKdIwcAiaiYDqKiUdADIEGN2Q8NMmAn1/g6+X7n+L0YqK+unTV5QWHyzSiE5xT/54i7JfRAGYvvTIalGHXnl/M6am4vBSXF3P+YY7f9eHLg+fCNx/Y+h9i+5Hgoo7fwBR7+WkvP4GMKn6po5db6KyO2kYPI6vjHoIjjHu4T6xKB1U2rPNRnY/qfEzWVJoGxBcgpkj67nU2eeJGtvcAlyIbWRYUfFzwMeBCjZTu53ubrVtk8eGCc/japJB954VSGAQCLwKaUEDkw0WFAx0FtDpORwEKHEU6RQ4bjlWLXP6TvH/XywThRpXPW0lcBxqnUBiRGuDKZq/eA7x/8iCN8VNU/ytc2Dngl7GIp1Q/gvTeNW17uQkYGn/IABeVz3E/4YYchLvkN5vDO2iKRCOVjEw8UuHAhUXnjrz05aVPfKHpRwWbk//i66TrZq1Viywmf3BbABcKlChccoFPYzQDhNTnjQQ2oKInMYI+IVQ2hfnK9QfVbBNVESnwkylBCbIgTWmTgB7cipt03MfsFHHp8OMzVjbLc4cff4rTkzw/q8uLDTuAS0WHDrhpyFJGAweaBi4kvrWnH+b41cHFHj7p3Qe+/YNt/s43H8T2I0wfvtjTt+L83Z6+3eOd+KWOXq5x55Z0X9Pea9q7Jd068u0da6JuHfeuSf+WDm758JYPUVGi0VWvLLjx8Y2Pryy4sqDKhjAfMXBScA8h6cqCVzGBP+KG7vFJzSeVnFZyWooJxEIo4EP4VyRDmw6pdRtVN/wE35Atf5PzN3l3KMi5eJXLX3pNrgQuHRQl0ZXExO6jj0+8joY2CdxazCgw8RiBEq2ppKAMAY6bAOZJVNx3ERbl85otmrrPFM+kyqdXNoOBLIALtYDR630VMyILQfN3dt8T7NfjHVyyuUqm/DIW4cSHCyFGpXMaxYI1RiyeZOEoj4I8Clg8hoEpWThi8RigwUnWbIHiLkzEE5RUAZfm/ZmW2aRIAhMN1aUvL31+6iIKUMnIz2s6Q7OI39OAGMSb1QYDJhDmOEUJBiN4hXbQBFhxSRbXPdysMcymTbBzV1f4ji25LToainOPHTvwtijaNdmUIlwCBwGlZfQ5dAr9dAwkEZhUMtLR0MYjHfbkuQOsiNOLPHfY4Yc4Penzsw07NnwpIlecwW1yZMq45/gS9qtoUEW94tIxp2dzcnApzj/t6UfjuWz/IdZ/z1Z/y1Z/y1d/sPU/YHL3SR++mONXfXCZF/gv8E3Al1vSvcadOupWYae8vJSXlyrsEFnwGJAFcLlmji+3fHgfXZWPgJXGixmhjcArYw/KdEDcwYOvLLjx8Zt0ILjJ2U3OHGLU7Krn4AsmPyBBg4gRKWHHlyz4K74QYmo2a0VA4IufgsEvHnAhoPz2d2/iMVRVgAuVhMmILL4BJXTIEQoBLlU+L9Lxlc8d3bLJowW+Jgqv98anb9LFWSjnv6kVfUn3vClXv3+AWgOX+2jedGHSu8NCxsIxC8d5NM7CgCyPxsSUPAqycAQDbiga8uMmWrrGmx4ilUx1OmnesTtc5LknTl127CDLIKIB5UFp/Z6bWe3JiN2L8oaowqhFEHDhSQBT3rQtmogIuFANyyear9tyOZeGEUQNFQ7EuZfunsLVNx4OUfACQ3U6IfrgYwaj4ZDy0vejIZ8vRTomp4nSxujIMVFfnjsIiJBw8X2WIupAFFclvf8jXPSRCj4eXMT672z5t2z+H9n8P7LV3/L1/4NRiKQPX9T+s9p/1qevRfijil9KinoitBJ0y7BbnAgu3Vv48hp13uLua9q7Zb1r6tqZyIV5zYZV8hAukWFBAeVoqJUbW1Hg7GAD0y8x+aeaweuB41PzoObBVYxvcvKqplcxrtiozO9OkI17qDSRaJj4gsL+G5u+5hOyK7uHPH6RyK8fldmEiuhVPi2yEVW1/FjaD4zlZUhREvHFpwm+hRvkwhBocH/NFjexQORF+ENhiERQqCmCy8htEVx+qcWrmL2q+ZteEFze1OqXXv/S6z/N5pdeN/evULCnMpaXSHZwQZ4lvwTZeeRbenFGcEE0RHBJL8P0MszCEU8miIYoBeNGJTS0ErFr8HWbDJo3qkinNhrrywhwEeeeCgciGrBLj116IhrQKaXOAGqFLYQ3SEg8TGgGX6joc/dfGqF9u6HcG4Tu2ZQytToNfP9ChYM7ZZKgSAJ57qW7J3YZkAqGMEGei4mGJhpSktVEfXnuqUsf9z9exkbEGuKLzSfI7tt4IE4v8F/48acOO8aRpUOKFVgDl04Zd13a9C/goo8/7fnZnn6YY1Mt+veff//5959///n//ud/ACUmqsHwDmKSAAAAAElFTkSuQmCC" alt="" /></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-30151503620807535772011-07-15T00:43:00.003+05:302011-07-15T00:49:02.809+05:30The Mo Ibrahim Foundation - Their role in Africa<div style="text-align: justify;"><span style="font-style: italic;">A snippet about the Mo Ibrahim Foundation that is at the forefront of developing leadership capabilities in Africa. Exemplary work!</span><br /><br />The Mo Ibrahim foundation was created by Dr. Mo Ibrahim, an entrepreneur in the telecom industry who sold his organization, Celtel for $3.4 billion in 2005 .<br /><br />The aims of the foundation are :<br />1. Stimulate debate on good governance across sub Saharan Africa and the world<br />2. Provide objective criteria by which citizens can hold their governments to account<br />3. Recognize achievements in African leadership and provide a practical way in which leaders can build positive legacies on the African continent<br /><br />The other major objectives of the foundation are to reduce poverty in Africa and support aspiring leaders of the continent through scholarships, guidance etc. The foundation is committed to governance issues in Africa as means of improving the quality of life on the continent. It believes that only good governance focused on issues like healthcare, education, environment and citizen rights will improve the socioeconomic life of the African people .<br /><br />The foundation has instituted an “Ibrahim Prize” which awards African leaders who have governed as per the limits set by the constitution of their country and transferred power in a democratic way to a successor in the last three years. The prize provides an incentive to the chosen leader to continue as role models for good governance without any economic liability. The prize awards a sum of $5 million in the first year and then $200,000 for life. In a way it provides aspiring leaders an economic incentive to not indulge in corruption and bad governance. It also provides a high level of respect and recognition for the chosen leaders and provides them with a platform to reach out to the masses with their model visions.<br /><br />In countries like Egypt and Tunisia, where democracy is just taking hold after years of dictatorship, it can be instrumental in providing a guiding path and role models for upcoming leaders.<br /></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-42876688425347286892011-06-29T12:34:00.001+05:302011-06-29T12:43:30.795+05:30Note - Starting a Microfinance Organization in India<div style="text-align: justify;margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; ">Information that I found on the web searching for a research project at my Business School. Since this was not so readily available even though its a commonly discussed topic, I thought it will be useful to share it in the format that I created. </div><div style="TEXT-ALIGN: center; MARGIN: 0px auto 10px"><a href="http://localhost:61888/9e6b13079a84efe67d7dc724ccdc15f3/image/b1d35de62d2d5e90.jpg"><img border="0" alt="" src="http://localhost:61888/9e6b13079a84efe67d7dc724ccdc15f3/image/b1d35de62d2d5e90.jpg?size=400" /></a> </div>Operational Points:<br /><br /><div style="text-align: justify;">1. A co-operative is entitled to take on savings accounts unlike an NBFC (Non Banking Financial Companies). The registrar of the companies is supposed to grant these licenses.</div><div style="text-align: justify;">2. To get an NBFC license from RBI, the requirement is to have Rs 2 Crore (~ $450000) and the process takes 3-4 months. In case there are defunct companies, the license for them can be bought from RBI for a sum of Rs 25 Lakhs.</div><div style="text-align: justify;">3. SIDBI (Small industries development bank of India) has initiated a “Transformation loan” in 2003,to enable the MFI’s to convert to a corporate entity. The loan provided is a quasi equity product with longer repayment period and can be converted into equity when the MFI decides to become a corporate entity.</div><br /><div style="text-align: justify;"><em><span class="Apple-style-span" >References:</span></em></div><span class="Apple-style-span" ><em>1. </em><em><a href="http://brandalyzer.wordpress.com/2010/01/24/starting-a-microfinance-business-in-india/">http://brandalyzer.wordpress.com/2010/01/24/starting-a-microfinance-business-in-india/</a></em></span><div><span class="Apple-style-span" ><em>2. </em><a href="http://www.rbi.org.in/scripts/PublicationsView.aspx?Id=10932"><em>http://www.rbi.org.in/scripts/PublicationsView.aspx?Id=10932</em></a></span></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-47457189578307091422011-06-27T18:16:00.003+05:302011-07-06T02:14:56.224+05:30The entire concept and applications of 'VIDEO SEARCH'<span class="Apple-style-span" style=" background-color: rgb(255, 255, 255); font-family:arial;" ><div id="content-0" dir="ltr"><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="text-align: center;" align="justify"><span class="Apple-style-span"><i>A project completed with my group while completing the IS project at IE Business School. I thought that it might be helpful for the people who are interested in this topic.</i></span></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" align="justify"><b><i><span class="Apple-style-span">Video search</span></i></b><span class="Apple-style-span"> is the process of locating, interpreting, indexing and delivering video content (Exhibit 1). This process is enabled by the usage of the sophisticated technologies, allowing consumers to easily find relevant professional videos and user-generated content. The leading organizations in this sphere of video search technology are Youtube, Blinkx and the traditional search giants Google, Yahoo and Bing.</span></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><span><strong>Contents </strong></span><a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn4" style="color: rgb(0, 51, 102); "><img src="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home?cmd=GetImage&systemId=blinkx__0.jpg" alt=" " title="A Blinkx "wall" - Display of Search Results" style="border-top-width: 0px; border-right-width: 0px; border-bottom-width: 0px; border-left-width: 0px; border-style: initial; border-color: initial; " align="right" height="217" width="216" /></a><span><strong> </strong></span></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">1. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Definition" style="color: rgb(0, 51, 102); ">Definition</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">2. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Benefits" style="color: rgb(0, 51, 102); ">Benefits</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">3. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Costs" style="color: rgb(0, 51, 102); ">Costs</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">4. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Technology%20Constraints" style="color: rgb(0, 51, 102); ">Technology Constraints</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">5. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Risks" style="color: rgb(0, 51, 102); ">Risks</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">6. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Current%20Applications" style="color: rgb(0, 51, 102); ">Current Technology Applications</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">7. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Pilots" style="color: rgb(0, 51, 102); ">Pilot Projects</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">8. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Value%20adding%20applications" style="color: rgb(0, 51, 102); ">Value adding applications</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">9. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Exhibits" style="color: rgb(0, 51, 102); ">Exhibits</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">10. <a href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#Endnotes" style="color: rgb(0, 51, 102); ">Endnotes</a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "> </p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><span><strong>Definition</strong></span><a name="Definition" title="Definition"></a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">The online video content is growing exponentially as a result of several factors:</p><div xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify"><ul><li>Availability of the broadband connection, which dramatically increased Internet speed</li><li>Development of Web 2.0 technologies, which boosted the amount of user-generated content</li><li>Growing number of the broadcasting giants targeting the Internet audience</li></ul></div><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">This growth has led to two main trends: on one hand there is a huge Internet audience seeking convenient ways to browse through large amounts of digital video. On the other hand, there are a large number of Web publishers and other video content providers who need software to categorize, organize and index their clips and make them easily searchable by their sites' visitors<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn1" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[i]</span></span></span></a>.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">In order to address the first trend both big search web-companies like Google, Yahoo!, as well as niche video search providers like Blinkx, CastTv, Truveo, have introduced relevant engines aimed to facilitate the video search. While traditional search engines depended on the accuracy of the metadata provided by publishers, the specialized video-search sites use technology that can search the actual content of the video.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">These technologies<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn2" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[ii]</span></span></span></a> include: </p><ol xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><li>Speech-recognition</li><li>Video analysis</li><li>Active tagging</li><li>Speech-to-text</li><li>Facial and optical recognition</li><li>Computer vision</li><li>Semantic categorization<span class="MsoEndnoteReference"><span><a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn3" title="_ednref" style="color: rgb(0, 51, 102); ">[iii</a></span></span> </li></ol><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Some sites still rely heavily on human intelligence to be able to identify only high-quality videos, thereby increasing the relevancy of the product they provide to their users. Additionally, these sites have introduced sophisticated filters to enable easy search by type, content provider, relevance/date, popularity, user ratings etc. Moreover, the “community” function identifies consumer profiles, which can be further used to alert them to new content, suggest user groups and provide with recommendations upon the relevant video<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn4" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[iv]</span></span></span></a>. Thus, due to their convenience such sites have become the single point of interest for digital video consumers.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Three major types of video search web-sites can be distinguished:</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">1. Designated video search engines (<strong>VSE</strong>). These sites, like Blinkx.com, CastTV, Truveo, do not host any videos, but serve purely as a search engine, allowing for the exploration and search for the specific video across the Internet, through a single gateway, with a high degree of accuracy, offering advanced filtering and sorting options.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">2. Video-hosting sites, covering both video-sharing sites, which serve as a platform for uploading of user-generated content (YouTube, BrightCove and Metacafe), as well as internet TV broadcasters (ABC, CBS and Hulu). These sites not only host videos but also provide a search engine to facilitate a search of the hosted video.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">3. Traditional Internet search engines such as Google and Yahoo! also introduced video search functions on their sites. Google Videos now serves primarily as a search engine for videos discovered by their search crawlers on other hosting services, in YouTube and user uploads.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Simultaneously, as organizations, including video content providers, produce more and more media, they face the challenge of managing all that data and providing it in a meaningful way to their users. Thus, the relevant technologies are being developed, like matching the publisher’s video with its text articles, suggesting relevant videos to users based on their preferences, categorization of clips in the video library and search engine optimization<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn5" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[v]</span></span></span></a><span style="color: rgb(0, 0, 153); ">. </span>Some companies, specialized in video search technologies, provide their product via the Cloud Computing technology. For example, ReelSurfer has launched its Cloud Video Search Platform which allows a search for targeted dialog segments within a larger video and enables customers to implement this technology and avoid a large investment<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn6" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[vi]</span></span></span></a>.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><span><strong>Benefits</strong></span><a name="Benefits" title="Benefits"></a></p><div xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">The popularity of video search engines can be attributed to the slew of benefits that it offers. One of the primary benefits is convenience. As the technology evolves, thereby mitigating issues of relevancy, it is becoming significantly more convenient to search videos for personal, business or academic reasons, rather than mere textual data. Part of this convenience is having a one-stop-shop for all your video searching needs. The ease of being able to perform all your video searches on one site – whether CastTV, Blinkx, Google Video, or Yahoo! – adds an additional dimension to the convenience factor. Another part of this convenience is being able to cut and weave through all the clutter that exists on the internet.<br /><br />The Web 2.0 capabilities that are afforded with video search further draw users in. Users are able to create new wikis for enhancing or commenting on video content. Furthermore, users are able to be the ones to do the video tagging, thereby potentially increasing the level of relevancy. On the other hand, this can also be detrimental to relevancy, as it may be tagged incorrectly. Video search engines are also fairly easy to use. Most search engines simply require its users to type a query into the search box, and the sophisticated technology allows the search engine to scour the web for relevant, and often, helpful information. Sites such as Blinkx have capitalized even further upon the attractiveness of its user-friendliness by displaying search results as 25-second clips of the video. This helps customers further zero in on what they are actually looking for.<br /><br />As hosts of video content evolve with the video search technology, many other benefits have developed. One such benefit is that users are able to stream videos on their computer, rather than download them, thereby freeing up disk space.<br /><br />From the perspective of sites with capabilities for video searching, there is an added benefit that allows them to have insight into the user’s mind. They are able to follow what they are looking for, and in return, sell this information to an advertiser. For instance, if someone enters into a search box the keyword “ice skates,” this information can be matched and sold to an advertiser who can provide items surrounding this search to the user. This type of <em>contextual advertising</em><a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn7" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[vii]</span></span></span></a> makes VSE, such as Google and BlinkxTv, have such strong business model.<br /></div><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><strong><span>Costs</span></strong><a name="Costs" title="Costs"></a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">As the video-hosting sites provide hosting and streaming of the videos they have to cover huge infrastructure costs in order to maintain these services. These costs include the payments for broadband connection (e.g. YouTube bandwidth costs are about $360 million a year<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn8" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[viii]</span></span></span></a>), as well as the purchase of servers and electricity. Additionally, these companies spend a large amount of money to acquire the licenses for professional video (for YouTube it’s about $250 million annually<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn9" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[ix]</span></span></span></a>), as well as to cover the cost of lawsuits (see Risks section). These companies struggle to cover these significant costs due to the fact that user-generated content is not easily monetized.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">The video-search dedicated engines have a different cost-structure. Instead of being a repository for video content, they serve as a single entry point to browse across all the video-hosting sites on the Internet. As one of the crucial factors of their success is the provision of the efficient video-search technology, these companies invest a lot into Research and Development. Thus, Blinkx, one of the leaders in this industry, spends $10.6 million annually on R&D, which represents about 34% of their revenues<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn10" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[x]</span></span></span></a>. Other major cost items are Sales and Marketing, Engineering Headcount and other administrative expenses.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><span><strong>Technology constraints</strong></span><a name="Technology Constraints" title="Technology Constraints"></a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">As video is a complicated medium, combining speech, images and sounds, the development of video search technology faces some major constraints. While textual features are well defined, video and acoustic features are ill-defined, computationally expensive to extract and bulky to represent<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn11" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xi]</span></span></span></a>. Queries by image content involve specifying image or video attributes, require the use of an index that is typically derived from the media streams. However, a lot of videos lack detailed metadata, making it hard for search engines to automatically categorize the content. Additionally some videos may be tagged incorrectly (a “tag spam”). These factors decrease significantly the quality of search and relevancy of the content provided.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">The challenges of video search as compared to text search are summarized as follows<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn12" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xii]</span></span></span></a>:</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">1. Crawling: video is more likely to be accessed via a web application and inaccessible to simple spiders. This is a problem for text search (invisible web) but to a lesser extent. Access to video is more often restricted to resisted users.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">2. File formats: Text search engines handle HTML format and perhaps PDF, while video media comes in a wide variety of formats.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">3. Link Rot: video files are often too large to be maintained indefinitely by on web servers. News content in particular may be published only for a limited time.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">4. Duplication: compared to text, media files are much more likely to appear on multiple sites, and duplication is much more difficult to detect</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">5. Caching: the size of video media makes caching costly, and caching may violate copyrights.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">6. Ranking: referral based ranking may be used, but it is more difficult to implement due to the duplication and web application issues (above). Term frequency ranking methods are typically inapplicable.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">7. Browsing: summary generation or hit context extraction is more involved with video, and may introduce copyright issues. The time cost of viewing a document is higher due to buffering delays and the nature of linear media. </p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; ">All these factors put a lot of constraints on the development of the video search technologies.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><span><strong>Risks</strong></span><a name="Risks" title="Risks"></a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Search on video-hosting sites is limited to the content solely provided by the site. Thus the consumers striving to get more objective information prefer to use designated video-search engines. Additionally, video-hosting sites are often criticized for failing to comply with copyright law. For example, some companies have filed lawsuits against YouTube, claiming that it has done too little to prevent the uploading of copyrighted material<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn13" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xiii]</span></span></span></a>. Besides, some of the hosted content, as well as the user comments, are criticized for being controversial. Given the amount of user-generated content uploaded daily on these sites, it becomes unrealistic to make a proactive review and control of the video and user comments.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Privacy of the users is also a big concern<a name="_GoBack" title="_GoBack"></a>, as web-sites have access to the detailed data about the viewing habits of the users. For example, Apple policy for the iTunes Store is criticized for missing the criteria which would trigger the sharing of personal real-time information with government entities<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn14" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xiv]</span></span></span></a>.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><strong><span>Current Applications of the Technology</span></strong><a name="Current Applications" title="Current Applications"></a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">VSE Technology has been applied in several fields and industries throughout the development of the technology. As the technology advances and becomes more enhanced, its utility broadens. For instance, when VSE technology came out its main use was to watch videos online, and this was revolutionary at the time (given that only common Search Engines existed). Currently, the technology has evolved so much that its been applied in countless areas. Yovisto<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn15" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xv]</span></span></span></a>, for instance, is a VSE website dedicated exclusively to academic and educational material. It is a VSE that hosts academic videos from professors, students and lecturers around the world. It is interesting that although Yovisto is a hosting VSE and it narrows its business to academic content, it is still regarded by some as one of the top 10 VSE in the market.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; text-align: justify; " align="justify">One interesting example of VSE technology being applied so far is what the US Military is doing with their state of the art Video Imaging Retrieval and Analysis Tool (VIRAT)<span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" > <a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn16" title="_ednref" style="color: rgb(0, 51, 102); "><span>[xvi]</span></a></span></span>. The US Military under the Defense Advance Project Agency (DARPA)<span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" > <a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn17" title="_ednref" style="color: rgb(0, 51, 102); "><span>[xvii]</span></a></span></span> realized that the amount of video footage and data they have stored is massive, and as machines (military airplanes, tanks, video cameras, etc.) become more and more sophisticated, such large amounts of video content will never be seen by human analysts. VIRAT is trying to develop software technology and tools that will analyze the content of the videos, thus making defense and national security more effective<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn18" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xviii]</span></span></span></a>.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">The entertainment and television industry has been the driving force of the VSE technology. More and more video content of TV shows, movies, advertisements, sports, etc., are available online (some of them in HD quality), but this content has been hard to find, as it is all scattered around the web. However, VSE technology allows users to easily find TV shows in VSE sites such as Blinkx, Youtube, and Google Video. VSE technology also allows users to search for the very focused, specific content within a video, such as an actor behaving in a specific way.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Of course, the Marketing and Advertisement industry has been intimately link with VSE technology from the beginning. With Video Search Engine Optimization (VSEO)<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn19" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xix]</span></span></span></a> advancing daily, companies are more enthusiastic with sponsoring specific videos which they might see (based on the VSEO) as a relevant channel to promote their brand or product.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><strong><span>Pilot Projects</span></strong><a name="Pilots" title="Pilots"></a></p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Altavista<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn20" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xx]</span></span></span></a>, which was ultimately acquired by Yahoo.com, was the first Internet search engine to provide Video search results in 2000. By 2004, it was rumored that<span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn21" title="_ednref" style="color: rgb(0, 51, 102); "><span>xxi]</span></a></span></span><span style=" ;font-family:Arial;font-size:12pt;color:black;" > </span>the big search engines - google.com, msn.com, yahoo.com - where developing VSE technologies and were to launch them.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">In December 2004, Yahoo.com launched its VSE Beta version<a name="_ednref" href="http://campus.ie.edu/webapps/lobj-wiki-bb_bb60/wiki/IMBA2010N4_ISYS_217281/_766297_1/Home#_edn22" title="_ednref" style="color: rgb(0, 51, 102); "><span class="MsoEndnoteReference"><span style=" ;font-family:Arial;font-size:12pt;color:black;" ><span>[xxii]</span></span></span></a>. It consisted simply of crawling the web to find videos based on the text (metadata) of the video itself. The site only included videos from Yahoo’s paying partners (which included Altavista). Yahoo expressed, at the time of the launch, that they will index relevant links such as XML and RSS. Another reason that Yahoo had for launching their VSE, was that “it is not easy for a web crawler to find downloadable and streaming video content: In many cases, they're hidden behind complex JavaScript, Flash-based players, and other non-crawler friendly obstacles." By asking video producers to supply information about files and their content, Yahoo! is trying to get around that hurdle.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">Shortly after Yahoo VSE, Google.com, msn.com and aol.com all followed with different and more enhanced versions of VSE. For instance, Google.com advertised that they would get TV shows and movies videos on their VSE. By this time Blinkx.com was also immersed in the work of launching their VSE and developing their technologies.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">By 2004-2005 the internet was evolving from being the World Wide Web, or just a library online, to a media companion of the Television. Not surprisingly, this era was when Internet dial up connections were being updated for faster broadband speed. The Internet Multimedia was just emerging, and the big search engine companies were there to harvest this niche with the VSE technology.</p><p class="MsoNoSpacing" xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><strong><span>Value-adding applications</span></strong><a name="Value adding applications" title="Value adding applications"></a></p><div xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; " align="justify">As video searching is an ever-evolving, albeit fairly recent technology, its potential applications span the likes of many industries such as the legal industry, public relations, social media networking sites, consumer packaged goods, retail, and medicine.</div><ul xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><li><u>Public Relations</u> - Agents within the public relations industry can employ this tool to seek out and monitor what is being said about their client. The use of video searching for this purpose is particularly useful in the political arena. The popularity of a presidential candidate can be assessed by adopting this technology and searching for specific keywords attributed to the candidate, his name, as well as his competitor. This assessment will then facilitate in changing a campaign strategy to better address the needs and concerns of voters.</li></ul><ul xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><li><u>Consumer Packaged Goods</u> - Consumer packaged goods company- such as Kraft foods - are often interested in the awareness their products yield among consumers. While media agencies are able to provide information on product placement as well as advertisements (magazine, TV, radio, etc), it is not possible to provide comprehensive details of every possible placement. In addition, video search technologies have allowed for the gathering of statistics - how many customers viewed a specific video, what are the demographics of those customers, and what types of comments are they posting. This technology is currently being used by YouTube. (<em>Exhibit 2)</em></li></ul><ul xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><li><u>Retail Industry</u> - Theft is a major concern in the retail industry. Surveillance cameras capture activity, thereby containing a large number of hours of footage. Whether trying to zero in on whom might be to blame for a particular incident, or training new employees to be vigilant of potential thieves, video searching would aide in saving a lot of time not having to go through hours of security footage, and has the potential of avoiding a future incident, thereby saving the company thousands of dollars.</li></ul><ul xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><li><u>Medicine</u> - Applying the video search technology to the medical field can have a significant benefit on mankind. A dermatologist, for instance, is confronted from time to time with patients displaying rare skin conditions. They are able to take a picture of this condition and run it through a video search in order to, inevitably, find a lot of targeted videos to help him figure out the prognosis, as well as treatment.<br /></li></ul><ul xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "><li><u>Legal Industry</u> - Video search can be applied in the legal industry to benefit lawyers, judges, as well individuals outside the industry involved in a legal situation. The technology can be used to search through millions of hours of courtroom footage to focus in on the specific information one is looking for.<br /></li></ul><p xmlns="http://www.w3.org/1999/xhtml" style="font-size: 13px; "> </p></div></span>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-21646624261602431672011-06-24T01:20:00.004+05:302011-06-24T01:30:10.922+05:30Recommendations to Nokia & Microsoft regarding their partnership!<div style="text-align: justify;"><span style="font-weight: bold;">For the Partnership:</span><br />1. The alliance should focus not only on the consumer business but also on the enterprise business as in this area it has a distinctive value proposition relative to its competitors.<br />2. Try to create an industry standard by sharing some of the technologies they have created.<br />3. Create a bandwagon effect by convincing the industry that this alliance will provide a differential that will make them market leaders; aiming for a self-fulfilling prophecy.<br />4. Prepare an exit strategy in case the partnership doesn’t work - Microsoft to potentially look at buying another operator and Nokia to use a third party operating system.<br /><br /><span style="font-weight: bold;">For Microsoft:</span><br />1. Microsoft should buy Nokia within the next 3-5 years if the partnership is successful.<br />2. Leverage on network externalities. MSN Messenger for user linkage, MS Office and Exchange as complementary products that are widely used.<br />3. It is in the interests of Microsoft to leverage the Nokia Microsoft capabilities to push the smart phones aggressively in the United States.<br /><br /><span style="font-weight: bold;">For Nokia:</span><br />1. Focus its R&D investment on developing the Meego platform and slowly drop the effort on the other operating systems.<br />2. It should also ensure the retention the top talent, specifically within the R&D department by incentivizing the workforce and keep communicating the benefits of the partnership.<br />3. Nokia should give attention to customer service and support for the current customers using Symbian and facilitate a smooth transition of these customers to the WM platform.<br /><br />Read:<br /><a href="http://alifelessnormal.blogspot.com/2011/06/nokia-microsoft-smartphone-partnership.html">1. Nokia - Microsoft Partnership Risks</a><br /><a href="http://alifelessnormal.blogspot.com/2011/06/implementation-of-nokia-microsoft.html">2. Read: Nokia-Microsoft Partnership implementation background and questions</a><br /></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-8210147701943172772011-06-24T01:14:00.004+05:302011-06-24T01:27:59.803+05:30Nokia - Microsoft Smartphone Partnership Risks<div style="text-align: justify;">1. Windows mobile is a very new entrant in the market with very low consumer penetration levels and public awareness. There is a risk that Nokia will not be able to integrate it to make it into a competitive product.<br /><br />2. There is a danger of Nokia brand dilution due to the partnership with Microsoft, particularly in countries where Nokia has a predominant mindshare like India and China.<br /><br />3. Even though Nokia is banking on the Microsoft brand and partnership to propel it in the premium market of USA where Nokia has been lagging, it is possible that this will not happen due to the strong presence of Apple, Google and RIM.<br /><br />4. Nokia will be paying royalty to Microsoft for using the Windows platform on its phones which can lead to an increase in the prices of its handsets reducing its competitiveness. It also might erode margins in price sensitive markets like India and China.<br /><br />5. Since it is abandoning its own R&D efforts in the OS space, it might be left stranded as just another mobile box maker if the partnership is not successful.<br /><br />6. The partnership has the potential to create dissatisfaction amongst Nokia employees since there will be a reported 7000 layoffs. This can cause employee attrition and a significant drop in employee productivity.<br /><br />7. Meego was an OS platform that was created for mobiles as well as Tablet computers, an area where Nokia is already very late. Removing Meego will leave it even more vulnerable to the future mobility solutions.<br /><br />8. For Microsoft, since it has sweetened the deal by giving billions of dollars to Nokia, if the deal goes sour, it can lead to the death knell of the Windows mobile platform. This will be very bad for revenues and the Microsoft brand itself.<br /><br />9. If the deal is unsuccessful, it will leave Microsoft without a potential alternative to its cash cows of Office and Windows platforms leading to significant problems in the future.<br /><br /><span style="font-style: italic;">(Note: Some of these are derivatives of an article from the Nokia official blogsite itself)</span><br /><br /><a href="http://alifelessnormal.blogspot.com/2011/06/implementation-of-nokia-microsoft.html">Read: </a><br /><a href="http://alifelessnormal.blogspot.com/2011/06/implementation-of-nokia-microsoft.html">1. Nokia-Microsoft Partnership implementation background and questions</a><br /><a href="http://alifelessnormal.blogspot.com/2011/06/recommendations-to-nokia-microsoft.html">2. Nokia - Microsoft Partnership recommendations</a><span style="display: block;" id="formatbar_Buttons"><span onmouseover="ButtonHoverOn(this);" onmouseout="ButtonHoverOff(this);" onmouseup="" onmousedown="CheckFormatting(event);FormatbarButton('richeditorframe', this, 8);ButtonMouseDown(this);" class=" down" style="display: block;" id="formatbar_CreateLink" title="Link"><img src="http://www.blogger.com/img/blank.gif" alt="Link" class="gl_link" border="0" /></span></span></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-53443607613439270412011-06-24T01:09:00.006+05:302011-06-24T01:28:47.267+05:30Implementation of the Nokia & Microsoft partnership in the smart phone space and Nokia's strategy to counter Android and Apple. Questions!<div style="text-align: justify;">Nokia is the world leader in mobile phone sales, both by volume and by value. Headquartered in Finland, it is one of the most prominent telecommunications company in the world. Similarly, Microsoft is one of the largest software makers in the world by value and volume. However in the mobile space, both the organizations have been losing market share in recent years as newer and better rivals have sprung up to capture niche segments or have created their own segments entirely. If we take the Smartphone market, Nokia’s share in 2008 was by far the largest at 47.4% worldwide. Today it has reached 31% and is at the number 2 spot after Android phones (Owned by Google). Considering that smart phones constitute 30% of Nokia’s revenues and are the fastest and probably the only growing segment of the market for mobile phones, this is a major challenge for Nokia. Smart phones are expected to deliver 50% of the revenues for mobile companies by 2014. Similarly Microsoft in 2004 accounted for 24% of the smart phone market. Today they are languishing at around 3%. Almost the entire market for Microsoft has been usurped by Google’s Android and to a smaller extent, Apple’s iOS.<br /><br />Nokia had its own operating platform (OS), Symbian OS, which was acquired by the organization in 2008 (Nokia was a majority shareholder in Symbian Ltd till then). It was the most popular platform till 2010 when Android overtook it. It was considered a very good OS for long but during the 2008-2010 period, Google and iOS came up with better platforms and concepts like App stores (consisting of 3rd party applications) which revolutionized the industry. Nokia was slow in reacting to these changes, even though its phones are still considered highly feature rich. Another problem associated with Nokia phones is the sheer number of models which can confuse a customer as to the relevant one for their needs. In recent years, the models have also been criticised as having bland and unappealing looks relative to the competitors. In a similar way, Microsoft’s Mobile operating system was considered a strong contender, particularly in the business and enterprise consumer space but lost its way over the same period of 2008-2010. Steve Ballmer, the CEO of Microsoft, admitted recently that Microsoft had lost its way in the Smartphone segment. The Mobile operating systems version 6.0 and later 6.5 were considered outdated and had problems in adapting to newer hardware systems like ‘capacitive touch screens’ like the ones on latest generation smart phones. They were also very slow in introducing app stores for 3rd party applications so the major developers moved to Android and Apple to create applications for their systems. Furthermore, Microsoft charged $25 per phone for the use of its Smartphone OS while Google gave it away for free as OS was not the driver for Google. They were concentrating on the search and advertising market. Their latest OS, Windows Phone 7 (WP7), which had been completely redesigned as a consumer phone rather than a business phone was well received by critics but lacked a major phone partner to create a worldwide reach and penetration.<br /><br />On 11th Feb 2011, Microsoft and Nokia joined hands as a strategic alliance where Windows 7 would replace Symbian completely for Nokia’s range of smart phones. The application stores of the two parties would be merged, Bing search would become the primary search engine on the phones and Nokia Maps would become the primary mapping feature. Nokia would also be able to customize the WP7 to a certain extent. As Nokia is the largest phone maker, and WP7 is considered a good platform, this alliance will a strong contender against Android and Apple. This was reflected in the Nokia CEO statement where he mentioned that it is now a “3 horse race”.<br /><br />I consider this a challenging strategy for Nokia and Microsoft as it has suddenly been forced to create an alliance which has both pros and cons for the companies. If successful, it can significantly disrupt their opponents lead and propel them to the top of the Smartphone segment while creating a huge branding opportunity for the parties as dynamic entities (a tag that they had lost over the years). However, since this is an as yet untested partnership, it can create problems in delivering the products that were conceived. They will be forced to create a relatively stable Mobile Ecosystem in a short duration across the world which can be a very challenging task as the bulk of the developers are in the Android and Apple camps. The Strategy that they implement would need to be clearly defined without any ambiguity to take on their competitors. Currently the phone line-ups have not been finalised and this would be an ideal starting point for their strategy. Would they like to replicate the fragmented approach of Google or the niche offerings of Apple I phones. How would Nokia differentiate its phones once Windows licences its OS to other phone manufacturers like HTC or Samsung. How would Symbian and WP7 coexist since Symbian would be sold in middle and low end phone for a long time as mentioned by Nokia? Finally, who would be in charge of the mobile operating system research and development for the alliance since Nokia would become only a handset manufacturer if it decides to let go of mobile operating systems completely. These are some of the questions that Nokia urgently needs to find answers to...<br /><br /><a href="http://alifelessnormal.blogspot.com/2011/06/nokia-microsoft-smartphone-partnership.html">Read: </a><br />1. <a href="http://alifelessnormal.blogspot.com/2011/06/nokia-microsoft-smartphone-partnership.html">Nokia - Microsoft Partnership Risks</a><br />2. <a href="http://alifelessnormal.blogspot.com/2011/06/recommendations-to-nokia-microsoft.html">Nokia - Microsoft Partnership recommendations</a></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-62018278728708041422011-06-24T01:05:00.002+05:302011-06-24T01:07:47.138+05:30What does ARM leverage into the PC arena? In turn, how exactly can the new 3D architecture help Intel – what is their game?<span style="font-weight: bold;">The Battle of Mobile Chips - Part 2:<br /></span><br /><div style="text-align: justify;">Before the Tablet revolution happened, the products were well differentiated from one other like Servers, Personal computers, Laptops, Net books, Mobiles. Tablet computing has positioned itself between Mobiles and PC’s and has taken a large portion of growth away from PC’s and Laptops which are still growing but the growth has slowed down. ARM is the major player here since it was able to create chips for these tablets as they were closer to the requirements of mobiles than PC’s. Mobility, smaller size and most importantly low and efficient power usage matters highly in the mobile world and also in the Tablets world. ARM has been able to completely seize this market. Further in the server space, due to increasing virtualization and cloud computing usage, companies like Facebook and YouTube have become very big datacenters and the costs associated with these datacenters is very high. If the ARM chips are able to signify a reduction in power usage and therefore cut costs for the final corporate user, it will be in a pole position to capture a significant market share from Intel. ARM also brings the entire ecosystem it created to this market that in turn reinforces the brand and the importance of ARM to the final consumer. Finally, for device makers it would make sense to rely on one partner to supply chips for all their appliances to bring economies of scale and reduce costs. Apple would be a prime example here.<br /><br />However, Intel is not stagnant. The 3D architecture chips created, will enable it to close the gap with ARM in terms of power consumption and performance, thereby ensuring that it guards its own flanks in the server market. If the consumers are able to get the work done by using Intel chips, the switching cost could be high for moving to an unproven chipmaker. It also gives a chance to Intel to enter the mobile market, particularly with Microsoft, its long time partner in the PC world, which has shown interest in the ARM SOC architecture but has still not made products based on it. Like mentioned for Apple, it gives Microsoft the ability to reduce costs if it can negotiate long term deals with Intel to supply chips for its entire line of products. Intel is vertically integrated in terms of production and it probably gives it a better leverage to adapt to the changes in different types of chip making and to demand fluctuations.<br /><br />It is possible that both companies will reach equilibrium in terms of the market share in the combined mobile & pc worlds in a few years. If like the cereal industry, they are ready to complement each other and become an oligopoly, it will be profitable for both of them. If however, they make it a zero sum game and try to gain the entire market for themselves, there can be a price war which could lead to a perfect competition and a significant erosion of margins. Two players might also help some device makers to ensure there is competition.<span style="font-weight: bold;"></span><br /><span style="font-weight: bold;"></span></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-47961646264574182232011-06-24T00:58:00.004+05:302011-06-24T01:05:09.375+05:30Why did Intel miss the mobile market so far and what is the ‘lever’ that enables ARM to hold onto such a large share of the mobile device market?<span style="font-weight: bold;">The Battle of Mobile Chips - Part 1:<br /></span><br /><div style="text-align: justify;">The mobile and the PC markets till date were working in their own Silos. These worlds have stayed separate since the requirements of both were different in terms of software, hardware and more importantly consumer usage. PC was for computing usage and mobiles were for communication. The major reason for Intel missing the mobile market was that it was entrenched in the PC and server domain. It had a strong partnership with Microsoft and this enabled it to have a dominant market share in the PC segment. The operating systems and the chips need to be designed to optimize power and take advantage of the chip capabilities, something that the windows OS and the Intel chips did very effectively. They were structured to give them advantage over other processors and ecosystems. Since Windows was the standard in the computing space, Intel also quickly became the standard in the chip making arena. However because it was a monopoly in the chip making arena and was making significant rents, it did not pay attention to the emerging threat of ARM which was anyways a small part of the chip making industry. It was more concerned about countering AMD processors in the PC market. Akin to the Walmart/ Kmart example, it would have to change its operating structure to adapt to the mobile ecosystem. ARM, being small and being just focused on design which was its prime capability, was flexible & created a niche for itself. The investments that Intel would have had to make would have been significant, without knowing the rate of return, as it would have been unsure of the potential of the market itself.<br /><br />The lever that enabled ARM to get into this market was Apple who used acorn chips for its products early on. However, the lever that enabled ARM to hold on to such a large share was the fact that it avoided the market leaders Intel and AMD and created the mobile chip ecosystem itself. This was a small segment of the market and ARM became very efficient in this segment and grew with the system. Since it is a design organization, it remained very flexible as it did not have the constraints of the production of chips. It was the responsibility of other companies who derived returns from the manufacturing. These companies in turn supplied to the appliance makers who had a significant demand for their products and were conscious of the fact that ARM kept on improving the quality of the products making it more efficient and thereby improving the appliance itself. This ecosystem helped everyone to make good returns and enabled them to make significant investments in ramping production volumes. The strategic interaction among the players and then with the customer created the network externalities. ARM was known because of its interaction with Apple so other companies used its products and when this was successful, further companies and manufacturers queued up to license its products creating a monopoly in the mobile market.<span style="font-weight: bold;"><br /></span></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-68108892388341881212011-06-20T11:51:00.002+05:302011-06-20T11:58:55.107+05:30Grim Picture: Chronic Poverty regions and Statewise distribution<div style="text-align: justify;">It pains me a lot to put up this graphic as per a Rediff.com report (See link Below), but it is necessary for all of us to realise that India can never be a happy country at peace with itself if we have such widespread poverty and unhappiness. We need to much much much more....and as educated and reasonably prosperous Indians, it should be our responsibility as much as it is the responsibility of the governments. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><i>(Just an added FYI: Most of the states doing well seem to have initiated some form of Market reforms creating opportunities for everyone)</i></div><div style="text-align: left;"><br /></div><div style="text-align: center;"><img src="http://im.rediff.com/money/2011/jun/01po1.jpg" alt="50 per cent of India's poor are chronic poor." /></div><div style="text-align: justify;"><i><span class="Apple-style-span" >Link:<a href="http://www.rediff.com/business/slide-show/slide-show-1-why-people-remain-poor-in-india/20110620.htm">http://www.rediff.com/business/slide-show/slide-show-1-why-people-remain-poor-in-india/20110620.htm</a></span></i></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-31773267569236817392011-06-08T22:51:00.005+05:302011-06-08T23:22:50.583+05:30Baba Ramdev's Facebook Profile! :)<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-PWpAjSVZQMk/Te-2TNCaUaI/AAAAAAAABR0/1jfluGzbGKQ/s1600/image001.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 328px; height: 400px;" src="http://4.bp.blogspot.com/-PWpAjSVZQMk/Te-2TNCaUaI/AAAAAAAABR0/1jfluGzbGKQ/s400/image001.jpg" alt="" id="BLOGGER_PHOTO_ID_5615907701387841954" border="0" /></a><br /><div style="text-align: justify;">One of 'THE' funniest forwards i have received in a long time...would love for it to be True! ;P (<span style="font-style: italic;">Note: Click image to enlarge it</span>)<br /></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-3432570297856581992011-06-02T10:46:00.003+05:302011-06-02T10:51:10.956+05:30Jamshedpur - One of the Greenest cities in India<div style="text-align: justify;">Just thought would share an Article that appeared on Rediff on the greenest cities in India and which included my lovely City, Jamshedpur.</div><div style="text-align: justify;">(<i>Note: The rediff.com Link can be accessed by clicking on the title of the blog.)</i></div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><img src="http://im.rediff.com/money/2011/jun/02green6.jpg" alt="Jamshedpur was founded by late Jamshedji Nusserwanji Tata." /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; "><strong>Jamshedpur</strong></span></div><span class="Apple-style-span" style="font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; "><p style="margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; line-height: 1.4em; "></p><p style="text-align: justify;margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; line-height: 1.4em; "><span>T</span>he city founded by late Jamshedji Nusserwanji Tata, is a planned industrial city. It is also known as Steel City and TataNagar.</p><p style="text-align: justify;margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; line-height: 1.4em; ">It is located on the Chota Nagpur plateau and is surrounded by the picturesque Dalma Hills. Subarnarekha and Kharkai rivers border the city on the north and west parts of the city.</p><p style="text-align: justify;margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; line-height: 1.4em; ">Jamshedpur was declared the seventh cleanest city of India for the year 2010 according to survey by the Government of India.</p><p style="text-align: justify;margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; line-height: 1.4em; ">It has been selected as one of the cities for the Global Compact Cities Pilot Programme by United Nations, the only one to be selected in India as well as the entire South-East Asia.</p><p style="text-align: justify;margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; line-height: 1.4em; ">The major attraction of Steel city are Dimna Lake, Jubilee Park, Zoological Park and Dalma Wildlife Sanctuary, which is a dense forests in Jamshedpur and rich in flora and fauna.</p><p style="text-align: justify;margin-top: 0px; margin-right: 0px; margin-bottom: 10px; margin-left: 0px; padding-top: 0px; padding-right: 0px; padding-bottom: 0px; padding-left: 0px; font-family: arial, verdana, sans-serif, FreeSans; font-size: 12px; line-height: 1.4em; ">The responsibility of conservation and maintenance are taken care of by Tata Steel.</p></span></div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.comtag:blogger.com,1999:blog-1766281934277294278.post-6114298973872320592010-12-10T04:38:00.002+05:302011-06-27T18:04:28.090+05:30Superb Presentation on Employer Branding - Attracting Followers with your Employment Brand<div style="width: 500px; text-align: justify;" id="__ss_1185314"><a style="margin: 5px 0pt 3px; font: 14px Helvetica,Arial,Sans-serif; display: block; text-decoration: underline;" href="http://www.slideshare.net/mewrite/causality-attracting-followers-with-your-employment-brand" title="Causality: Attracting followers with your employment brand">Causality: Attracting followers with your employment brand</a></div><div style="text-align: justify;"><br /><span style="font-weight: bold;">Causality:</span> Must watch presentation on Employer Branding. It provides detailed yet fascinating research on employee opinions and competencies and how companies need to reach out to their employees with better communication models at the workplace. How it is important to create an environment where an employee feels that what they are doing really makes a difference to the world. I am not talking about the UN here. The research here talks about Google and Unilever!!<br /><br />Source: The original presentation can be downloaded at <a href="http://www.slideshare.net/mewrite/causality-attracting-followers-with-your-employment-brand">Slideshare (Probable (c) with Mark Ervin)</a>.</div>Robinhttp://www.blogger.com/profile/04908466635498833426noreply@blogger.com