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Practically everyone agrees that until the fourth glacial epoch, flatnosed Negroids were the only humans. A South African scientist has recently declared that the first men were black, strongly pigmented, according to the proofs at his disposal. It was probably not until the fourth glaciation, which lasted 100,000 years, that the differentiation of the Negroid race into distinct races occurred, following a long period of adaptation by the fraction isolated and imprisoned by the ice: narrowing of the nostrils, depigmentation of the skin and of the pupils of the eyes.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 55517 }
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A single fact then remains vouched for by the documents in the "Libyan" thesis (Aryan, cited by Fontanes): that is the utilization of Whites, blue-eyed, tattooed blonds, as mercenaries by the Negro Pharaohs. Those tribes, called Libyans, were savage hordes in the western part of the Delta, where their presence, historically, is not recognized until the Eighteenth Dynasty. The Egyptians, who always considered them as veritable savages, took care not to be confused with them. At most, they condescended to use them as mercenaries. They never stopped holding them in check outside their borders by constant expeditions. Not until the low epoch was Egypt gradually permeated by domesticated Libyans who settled in the Delta area.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 56092 }
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Herodotus' description shows that, until the end of Egyptian history, the Libyans remained on the lowest rung of civilization. The word "civilized," however broadly defined, could not be applied to them. Concerning the Libyan tribe of the Adrymachidae, the Father of History wrote: "Their women wear on each leg a ring made of bronze; they let their hair grow long, and when they catch vermin on their person, bite it and throw it away." ${ }^{31}$ Consequently, we may well be puzzled by the attempts to attribute Egyptian civilization to the Libyans. As a result of this hypothesis, efforts have been made to relate the Berber and Egyptian languages by claiming that the Berber is the descendant of the Libyan. But Berber is a strange tongue that can be related to all kinds of languages: On the one hand, similarities have been noted between Berber.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 56825 }
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On the one hand, similarities have been noted between Berber. Gaelic, Celtic, and Cymric. But the Berber use as many Egyptian as African words and, depending on one's point of view, the basis of their language becomes Indo-European, Asian, or African. The Libyan languages are, in fact, African. Through these languages the Ligurians and Siculans, on arriving in Europe from North Africa, probably imported an African tongue, of which Basque could be one example. ${ }^{32}$
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 57620 }
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The same applies to Berber grammar. Specialists in Berber are careful not to insist on the relationship between Berber and Egyptian. Professor André Basset, for example, felt that more convincing facts should be presented before he could accept the Hamitic-Semitic hypothesis (Berber-Egyptian kinship, in particular). Both form the feminine by adding $t$ to the noun, but the same is true of Arabic. Given what is known about the Arab and Berber peoples, we can wonder with Amélineau (Prolégomènes) why the influence should not be assumed to come from the opposite direction, which would conform to the historical relationship between those two peoples.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 58099 }
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That is not the whole story. Careful search reveals that German feminine nouns also end in $t$ and st. Should we consider that Berbers were influenced by Germans or the reverse? This hypothesis could not be rejected a priori, for German tribes in the fifth century overran North Africa via Spain, and established an empire that they ruled for 400 years. ${ }^{33}$ After that conquest, the Vandals who remained there mixed with the population. Only one segment, led by Genseric, tried unsuccessfully to conquer Rome by crossing through Sicily, and probably returned to North Africa. Furthermore, the plural of 50 percent of Berber nouns is formed by adding en, as is the case with feminine nouns in German, while 40 percent form their plural in $a$, like neuter nouns in Latin. ${ }^{34}$
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 58755 }
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Since we know that the Vandals conquered the country from the Romans, why should we not be more inclined to seek explanations for the Berbers in that direction, both linguistically and in physical appearance: blond hair, blue eyes, etc.? But no! Disregarding all these facts, historians decree that there was no Vandal influence and that it would be impossible to attribute anything in Barbary to their occupation. However barbarous they were, however imperfect their administration, we cannot believe, in view of their number and their position as conquerors, that they spontaneously abandoned their language to
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 59546 }
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However barbarous they were, however imperfect their administration, we cannot believe, in view of their number and their position as conquerors, that they spontaneously abandoned their language to adopt that of the Berbers; no Latin text indicates this. Usually, social relations are much more complex and that complexity is reflected in linguistics. Even when a language disappears, it reacts on the victorious tongue by transforming it and the latter no longer remains exactly what it was before. Thus, it is hard to understand how modern Berber can be free from any Vandal influence. Even harder to understand is that the modern Berber is not a descendant of the Vandals, especially when he has blue eyes and blond hair.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 59963 }
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Ibn Khaldun's treatise on the Berber is merely a series of undocumented quotations. ${ }^{35}$ The fact that there are no Berber in Egypt, except imaginary ones, that there are scarcely any in Tunisia, and that their number increases from east to west to reach its maximum in Morocco, seems to confirm the hypothesis of a Vandal origin. Historians pay little attention to these facts because it is absolutely necessary to make the Berber ancient enough to justify Egyptian civilization. Yet the 20 Berber sentences found in Arab texts scarcely date back to the twelfth century, whereas "Tifinagh" writing and the still undeciphered symbols called "Libyan" seem due to the influence of the indigenous element of the Negroid Phoenician colony of Carthage, prior to the arrival of the Vandals. To recapitulate, the stratification of the North African population, from prehistoric times to our day, would be as follows: Negroes and Cro-Magnons (a race extinct for 10,000 years);
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 60692 }
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To recapitulate, the stratification of the North African population, from prehistoric times to our day, would be as follows: Negroes and Cro-Magnons (a race extinct for 10,000 years); Negroes in the Capsian; Negroes during the Phoenician epoch; Indo-Europeans, starting in 1500 в.c. and probably mixed with Negroes; Negroes at the time of the Romans, with a large percentage of mixed-bloods; Vandals; and Arabs. What then is more natural than that the basis of Berber vocabulary should be in turn Indo-European, Semitic, or African, depending on one's point of view? Continuing with the development of Egyptology, we reach Maspero who, in the first chapter of his Histoire ancienne des peuples de l'Orient, describes the origins of the Egyptians:
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 61485 }
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Continuing with the development of Egyptology, we reach Maspero who, in the first chapter of his Histoire ancienne des peuples de l'Orient, describes the origins of the Egyptians: The Egyptians seem quite early to have lost the memory of their beginnings. Did they come from Central Africa or from the interior of Asia? According to the almost unanimous testimony of the ancient historians, they belonged to an African race which, first established in Ethiopia on the Middle Nile, gradually came down toward the sea, following the course of the river. To demonstrate this, one relied on the evident analogies between the customs and religion of the kingdom of Meroë and the customs and religion of the Egyptians proper. Today we know beyond the shadow of a doubt that Ethiopia, at least the Ethiopia known by the Greeks, far from having colonized Egypt, was itself colonized by Egypt, starting with the Twelfth Dynasty, and was for centuries included in the kingdom of the Pharaohs. ${ }^{36}$
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 62056 }
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Before continuing with Maspero's thesis, we should note what seems already to have been altered in those few introductory sentences. It is unlikely that the Egyptians ever forgot their origin. Maspero apparently confuses two distinct notions: the primitive birthplace from which a people started and the ethnic origin responsible for the color of the race. The Egyptians never forgot the latter, any more than they forgot the former. ${ }^{37}$ It is expressed in all their art, throughout all their literature, in all their cultural manifestations, in their traditions and language. So much so that even their country was designated-by analogy with their own color, not by analogy with the color of the soil-by the name Kemit, which coincides with Ham (Cham), Biblical ancestor of Blacks. To say that Kemit refers to the color of the Egyptian earth, rather than designating the country through the color of the race
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 63054 }
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, which coincides with Ham (Cham), Biblical ancestor of Blacks. To say that Kemit refers to the color of the Egyptian earth, rather than designating the country through the color of the race, could inspire similar reasoning to explain the present-day expressions: "Black Africa" and "White Africa."
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 63780 }
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Maspero refers to the unanimous testimony of ancient historians on the Egyptian race, but he intentionally omits their precision. What we already know about the testimony of the Ancients proves that they did not use the vague term, "African race." From Herodotus to Diodorus, whom Maspero quotes, whenever they mentioned the Egyptian people, they specified that a Negro race was involved. Here we can trace the evolution of the gradual alteration of facts in textbooks that will mold the opinion of high school and university students. This is all the more serious because the great mass of
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 64081 }
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knowledge to be acquired, in the modern world, leaves the younger generation, with the exception of professionals, no time to consult original sources and to appreciate the gap between the truth and what they have been taught. On the contrary, a certain tendency to laziness encourages them to be satisfied with the textbooks and to accept stereotyped notions of "infallible authority" from them, as if from a catechism. If we applied Maspero's reasoning to refute the ideas of Diodorus on Ethiopia's Antiquity, we would be able to conclude that, since Napoleon conquered and annexed Italy in the nineteenth century, Rome never civilized Gaul-which would be an obvious historical error.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 64676 }
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"Moreover, the Bible states that Mesraim, son of Ham, brother of Kush and of Canaan, came from Mesopotamia to settle, along with his children, on the banks of the Nile. ${ }^{38}$ Maspero fails to add that Ham, Canaan, and Kush are Negroes, according to that same Bible he is quoting. This means once again that Egypt (Ham, Mesraim), Ethiopia (Kush), Palestine and Phoenicia before the Jews and Syrians (Canaan), Arabia Felix before the Arabs (Pout, Hevila, Saba), were all occupied by Negroes who had created civilizations thousands of years old in those regions and had maintained family relationships. But then he continues: Loudim, the eldest among them, personifies the Egyptian proper, the Rotou or Romitou of the hieroglyphic inscriptions. Anamim represents the great tribe of the Anu, who founded On of the north (Heliopolis) and On of the south (Hermonthis) in prehistoric times.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 65363 }
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Lehabim is the Libyan people living west of the Nile, Naphtouhim settled in the Delta, south of Memphis; finally, Pathrousim (Patorosi, land of the south) inhabits present-day Said, between Memphis and the first cataract. This tradition which brings the Egyptians from Asia, through the Isthmus of Suez was not unknown to classical authors. Pliny the Elder attributes the founding of Heliopolis to Arabs; but it was never so popular as the opinion that they came from the high plateaus of Ethiopia. ${ }^{39}$ This identification* is more or less unfounded. It becomes contra- [^0] [^0]: *Borrowed by Maspero from Rougé's Recherches sur les monuments qu'on peut attribuer aux six premières dynasties de Manéthon.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 66254 }
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[^0] [^0]: *Borrowed by Maspero from Rougé's Recherches sur les monuments qu'on peut attribuer aux six premières dynasties de Manéthon. dictory when it links Libyans, said to have blue eyes and blond hair, with Lehabim, son of Mesraim, both of them Negroes. Another contradiction: Maspero seems at times to accept the theory of an Asiatic origin for the Egyptians and recalls the opinion of Pliny the Elder, who attributes the founding of Heliopolis to Arabs. In the same text, Maspero credits the settlement of that city to the Anu, whom he identifies with Anamim, son of Mesraim, a Negro. Our comments on the Arabs in a later chapter will eliminate any possibility of placing them at the founding of Heliopolis, especially if it occurred in "prehistoric" times, as the author affirms. We can see why Pliny's opinion did not enjoy the popularity among the Ancients that Maspero would have wished. To return to Maspero's account:
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 66835 }
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In our day the origin and ethnographic affinities of the population have inspired lengthy debate. First, the seventeenth- and eight-eenth-century travelers, misled by the appearance of certain mongrelized Copts, certified that their predecessors in the Pharaonic age had a puffed up face, bug eyes, flat nose, fleshy lips. And that they presented certain characteristic features of the Negro race. This error, common at the start of the century, vanished once and for all as soon as the French Commission had published its great work. ${ }^{40}$
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 67772 }
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Anyone reading that statement without first consulting Volney's testimony and explanatory note on climatic effects on racial appearance . . . might easily be persuaded that those travelers in centuries past could have let themselves be easily deceived by appearances. Bearing in mind what has been said about the gradual infiltration of Whites into Egypt-especially during the low epoch-in the Delta, if there was mongrelization, it could only have resulted in whitening the population, not in any Negrification that would make former Whites unrecognizable by unprejudiced observers. Let us see how, if we are to believe Maspero, that "common error" vanished once and for all after the publication of the "great work" by the French Commission:
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 68320 }
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Let us see how, if we are to believe Maspero, that "common error" vanished once and for all after the publication of the "great work" by the French Commission: On examining innumerable reproductions of statues and bas-reliefs, we recognized that the people represented on the monuments, instead of presenting peculiarities and the general appearance of the Negro, really resembled the fine white races of Europe and Western
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 68906 }
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Asia. Today, after a century of research and excavation, we no longer find it difficult to imagine, I shall not say Psammetichus and Sesostris, but Cheops, who helped to build the Pyramids. It suffices to enter a museum and examine the old-style statues assembled there. At first glance, we feel that the artist has sought to reproduce an exact likeness, in the accurate portrayal of head and limbs. Then, brushing aside the nuances proper to each individual, we easily detect the general character and principal types of the race. One of them, thick-set and heavy, corresponds quite well to one of the prevalent types among the modern fellahs. Another, depicting members of the upper class, shows us a man tall and slender, with broad, muscular shoulders, well-developed chest, sinewy arms, small hands, slim hips, thin legs. The anatomical details of his knee and calf muscle stand out, as is the case with most people who walk a lot. His feet are long, narrow
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 69334 }
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, sinewy arms, small hands, slim hips, thin legs. The anatomical details of his knee and calf muscle stand out, as is the case with most people who walk a lot. His feet are long, narrow, flattened at the end by habitually walking without shoes. His head, often too heavy for his body, expresses kindness and instinctive sadness. His brow is square, perhaps somewhat low; his nose short and fleshy; his eyes are large and opened wide; his cheeks round; his lips thick but not everted; his mouth, stretched a bit too far, retains a resigned and almost painful smile. These features, common to most of the statues of the Old and Middle Empire, persist through all the epochs. The monuments of the Eighteenth Dynasty, so inferior in artistic beauty to those of the old dynasties, transmit the primitive type without appreciable alteration. Today, although the upper classes have been disfigured by repeated miscegenation with the foreigner
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 70111 }
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, transmit the primitive type without appreciable alteration. Today, although the upper classes have been disfigured by repeated miscegenation with the foreigner, ordinary peasants almost everywhere have retained the appearance of their ancestors. Any fellah can contemplate with astonishment the statues of Chephren or the colossi of Sanuasrit transporting across Cairo, after more than 4,000 years of existence, the physiognomy of these old Pharaohs. ${ }^{41}$
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 70885 }
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Such is the hub of Maspero's demonstration. We have not omitted a single word. What does it prove? What does the "great work" teach us? The author informs us that Egyptology is already a very old science; for a century specialists have excavated and searched; now we know the prototype of the ancient Egyptian down to the most minor ethnic detail. The artist has depicted his "exact likeness." Thanks to this realistic art, we can reconstitute ethnically the members of the upper class. According to Maspero's observations, they had a "nose
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 71351 }
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short and fleshy," a "mouth stretched a bit too far," "thick lips," "large eyes opened wide," "round cheeks," a brow "perhaps somewhat low," "broad, muscular shoulders," "small hands," "slim hips," "thin legs." These common features, perpetuated throughout the Old and Middle Kingdoms, "instead of presenting peculiarities and the general appearance of the Negro, really resembled the fine white races of Europe and Western Asia." That conclusion needs no commentary.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 71894 }
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After so solemn a confirmation of the Negro origin by an author whose intent was to destroy it, we see once again the impossibility of proving the opposite of the truth. Gaston Maspero, who became in 1889 the Director of the Cairo Museum, was a scholar to whom we are indebted for several translations of Egyptian texts. He had the technical preparation necessary for establishing all that was demonstrable. His failure, despite that knowledge, like the failure of scholars who tackled this problem before or after him, constitutes, as it were, the most solid, if unintentional, proof of the Negro origin.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 72364 }
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Next we come to the thesis of Abbé Emile Amélineau (18501916), a great Egyptologist seldom mentioned. He excavated at Om El'Gaab, near Abydos, and discovered a royal necropolis where he was able to identify the names of 16 kings more ancient perhaps than Menes. He found tombs of four kings: Ka, Den, the Serpent King Djet (whose stela is at the Louvre), and another whose name has not been deciphered. As Amélineau reports, attempts have been made to include these monarchs in the historical period: "At the meeting of the Academy of Inscriptions and Belles-Lettres, Mr. Maspero tried to place these kings in the Twelfth Dynasty . . . then . . . he attributed them to the Eighteenth . . . next to the Fifth . . . then'to the Fourth. . . ."42 After refuting his detractors, Amélineau concludes: "Those are reasons which seem to me not to deserve scorn, but rather to merit serious consideration by scholars of good will, for the others do not count in my opinion." ${ }^{13}$
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To Amélineau we owe the discovery of Osiris' tomb at Abydos, thanks to which Osiris could no longer be considered a mythical hero but an historic personage, an initial ancestor of the Pharaohs, a Black ancestor, as was his sister, Isis. Thus we can understand why the Egyptians always painted their gods black as coal, in the image of their race, from the beginning to the end of their history. It would be paradoxical and quite incomprehensible for a white people never to have painted its gods white, but to choose, on the contrary, to depict
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 73950 }
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its most sacred beings in the black color of Isis and Osiris on Egyptian monuments. This fact reveals one of the contradictions of the moderns who assert dogmatically that the White race created Egyptian civilization with an enslaved Black race living by its side. The choice of the slaves' color, rather than that of the masters and civilizers, to represent the deities, is, to say the least, inadmissible and should shock a logical, objective mind. . . . So it is that Amélineau, after his tremendous finds and his in-depth study of Egyptian society, reaches the following conclusion of major importance for the history of mankind:
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 74497 }
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So it is that Amélineau, after his tremendous finds and his in-depth study of Egyptian society, reaches the following conclusion of major importance for the history of mankind: From various Egyptian legends, I have been able to conclude that the populations settled in the Nile Valley were Negroes, since the goddess Isis was said to have been a reddish-black woman. In other words, as I have explained, her complexion is café au lait (coffee with milk), the same as that of certain other Blacks whose skin seems to cast metallic reflections of copper. ${ }^{44}$ Amélineau designates the first Black race to occupy Egypt by the name $A n u$. He shows that it came slowly down the Nile and founded the cities of Esneh, Erment, Qouch, and Heliopolis, for, as he says:
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 74956 }
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All those cities have the characteristic symbol which serves to denote the name $A n u .{ }^{45}$ It is also in an ethnic sense that we must read the term $A n u$ applied to Osiris. As a matter of fact, in a chapter introducing hymns in honor of Ra and containing Chapter XV of The Book of the Dead, we read: 'Hail to thee, O God Ani in the mountainous land of Antem! O great God, falcon of the double solar mountain!" If Osiris was of Nubian origin, although born at Thebes, it would be easy to understand why the struggle between Set and Horus took place in Nubia. In any case, it is striking that the goddess Isis, according to the legend, has precisely the same skin color that Nubians always have, and that the god Osiris has what seems to me an ethnic epithet indicating his Nubian origin. Apparently this observation has never before been made. ${ }^{46}$
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If we accept the evidence of their own creations, The Book of the Dead among others, these Anu, whom Maspero tried to transform into Arabs . . . appear essentially as Blacks. In support of Améli- neau's theory, it may be pointed out that $A n$ means man (in Diola). Thus $A n u$ originally may have meant men. (For other similarities, see Chapter X.) According to Amélineau, this Black race, the Anu, probably created in prehistoric times all the elements of Egyptian civilization which persist without significant change throughout its long existence. These Blacks were probably the first to practice agriculture, to irrigate the valley of the Nile, build dams, invent sciences, arts, writing, the calendar. They created the cosmogony contained in The Book of the Dead, texts which leave no doubt about the Negroness of the race that conceived the ideas.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 76594 }
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These Anu . . . were an agricultural people, raising cattle on a large scale along the Nile, shutting themselves up in walled cities for defensive purposes. To this people we can attribute, without fear of error, the most ancient Egyptian books, The Book of the Dead and the Texts of the Pyramids, consequently, all the myths or religious teachings. I would add almost all the philosophical systems then known and still called Egyptian. They evidently knew the crafts necessary for any civilization and were familiar with the tools those trades required. They knew how to use metals, at least elementary metals. They made the earliest attempts at writing, for the whole Egyptian tradition attributes this art to Thoth, the great Hermes, an Anu like Osiris, who is called the Onian in Chapter XV of The Book of the Dead and in the Texts of the Pyramids. Certainly the people already knew the principal arts; it left proof of this in the architecture of the tombs at Abydos
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 77456 }
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, especially the tomb of Osiris, and in those sepulchers objects have been found bearing the unmistakable stamp of their origin-such as carved ivory, or the little head of a Nubian girl found in a tomb near that of Osiris, or the small wooden or ivory receptacles in the form of a feline head-all documents published in the first volume of my Fouilles d'Abydos. ${ }^{17}$
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 78427 }
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Formulating his theory, Amélineau continues: The conclusion to be drawn from these considerations is that the conquered Anu people guided its conquerors at least along some of the paths to civilization and the arts. This conclusion, as can readily be seen, is most important for the history of human civilization and the history of religion. It clearly follows from what has been stated earlier: Egyptian civilization is not of Asiatic, but of African origin, of Negroid origin, however paradoxical this may seem. We are not accustomed, in fact, to endow the Black or related races with too much intelligence, or even with enough intelligence to make the first discoveries necessary for civilization. Yet, there is not a single tribe inhabiting the African interior that has not possessed and does not still possess at least one of those first discoveries. ${ }^{48}$
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 78802 }
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Amélineau supposes that a Negro Egypt, already civilized by the Anu, may have been invaded by a coarse white race from the African interior. Gradually conquering the valley as far as Lower Egypt, this uncultivated white race was probably civilized by the Black Anu, large numbers of whom it nonetheless destroyed. The author bases this theory on an analysis of scenes depicted on Narmer's Tablet, discovered at Hierakonpolis by James Edward Quibbell (1867-1935) (fig. 31). Current opinion unanimously recognizes that the prisoners portrayed on that tablet, with their aquiline noses, represent Asian invaders conquered and punished by the Pharaoh who, in that remote epoch, had his capital in Upper Egypt.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 79674 }
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This interpretation is confirmed by the fact that the persons walking ahead of the Pharaoh and belonging to his victorious army are Nubians, wearing Nubian insignia, such as the symbol of the Jackal and that of the Sparrow-hawk, which we would call Nubian totems. Besides, archeological data do not support the hypothesis of a white race originating in the heart of Africa. The ox-tail carried by the Pharaoh on this tablet, and that Egyptian Pharaohs and priests always carried, is still borne at ceremonies and official functions by Nigerian religious leaders. The same is true of the garment worn by the Pharaoh; the amulet-filled sachet on his chest is always present throughout Egyptian history. It is found on the chest of any Negro chief who holds a responsible position; in Wolof, it is called dakk.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 80382 }
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The servant is holding the Pharaoh's sandals, identical with the Negroes' voganti. Walking behind the king and carrying a kettle, he has the typical attitude of the modern Negro servant, or bek-neg (compare with bak, which means servant in Egyptian). The fact that the king has taken off his sandals suggests that he is about to perform a sacrifice in a holy place, and that he must first purify his limbs with the water in the kettle. The Egyptians are known to have practiced ablutions thousands of years before the advent of Islam. Thus, Narmec's Tablet probably portrays a ritual sacrificial scene after a victory. Similar human sacrifices were still practiced in Black Africa until very recent times; in Dahomey, for example.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 81194 }
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Above the victim, the scene depicting Horus holding what seems to be a cord passing through the nostrils of an amputated head, perhaps symbolizes these very lives sacrificed to the god, escaping through the nose of the victims and being accepted by Horus. This idea conforms to the Negro belief that life escapes through the nostrils. Life and nose are synonyms in Wolof and often used interchangeably.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 81929 }
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What is the racial identity of the persons represented on this side of the tablet, which I consider the front rather than the back, as is generally thought? I contend that they all belong to the same Black race. The king has thick lips, even everted. His profile cannot conceal the fact that his nose is fleshy. This is also true of all the persons on this side, even the captives in the scene underneath, who are running away. The latter, like the victims about to be immolated, have artificial hair, arranged in layers or tiers, a style still seen in Black Africa. A similar hair-do, worn by girls, is called djimbi; slightly modified and worn by married women, it is called the djéré, which disappeared from the Senegalese scene some 15 years ago. Quite recently, Islam has caused the men to discontinue the custom. Such hair-dos are no longer seen except among the non-Islamic Serer prior to circumcision
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 82334 }
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, Islam has caused the men to discontinue the custom. Such hair-dos are no longer seen except among the non-Islamic Serer prior to circumcision, and among the Peul. A special form of these coiffures is called Ndjumbal. The king's hair and that of his servant is hidden by their bonnets; in Egypt, the use of such wigs was popular with all social classes. The king's bonnet is still worn in Senegal by those about to be circumcized, although this usage tends to disappear under the influence of Islam. It is made by sewing together two elliptical pieces of white cloth, with one end left open for the head to pass through. A bamboo frame gives it the form of the crown worn by the Pharaoh of Upper Egypt. When this bonnet is worn by mature men, the bamboo frame is omitted and the oblong part is generally smaller. This produces what has been called the form of the Phrygian bonnet that the Greeks were to transmit to the Western world. In Dieu d'eau
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 83099 }
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, Marcel Griaule has published photographs of these bonnets worn by the Dogon.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 84048 }
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It can be noted here that the king carries only a mace in his right hand; his left hand, weaponless, holds the head of the victim. The ![img-33.jpeg](img_ref_34) 31. Narmer's Tablet. The invention and introduction of writing mark the dividing line between prehistory and ![img-34.jpeg](img_ref_35) the historical period of humanity. Narmer's Tablet bears written signs: it would be of great import to be able to date it precisely. mace may thus be considered as an attribute of Upper Egypt, as was the white crown. The king was probably beginning the conquest of the Nile Valley in this first scene. This was perhaps the moment when he was subjecting men of his own race to his domination.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [ "img_ref_34", "img_ref_35" ], "images_base64": [ 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", 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" ], "start_index": 84129 }
african-origin-of-civilization-complete.pdf
african-origin-of-civilization-complete.pdf_chunk_244
The back of the tablet begins with a typical scene: the conquered victim belongs to the city of the "abominables," as indicated by the hieroglyph pointed out by Amélineau. The fortified city was probably a town in Lower Egypt, inhabited by a race clearly different from the Black race on the other side: a white Asiatic race. The hair of the captives is long and natural, without layers; the noses exceptionally long and aquiline; the lips quite indistinct. In short, all the ethnic features of the race on the back are diametrically opposite to those of the race on the front. We cannot overemphasize the fact that only the race on the back has Semitic features.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 84827 }
african-origin-of-civilization-complete.pdf
african-origin-of-civilization-complete.pdf_chunk_245
After this second victory, the unification of Upper and Lower Egypt was probably achieved. It was symbolized by the scene in the middle of the reverse side: the symmetry of the two felines with menacing leonine heads, indicating that they would be fighting if they were free. But they will henceforth be held in check and unable to injure each other, thanks to the ropes tied around their necks and held by the two symmetrical personages. This would symbolize unification, in line with a characteristic representation common to Egyptians and Blacks in general.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 85493 }
african-origin-of-civilization-complete.pdf
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In the scene at the top, the king is wearing the crown of Lower Egypt, which shows that he has just conquered it. The second stage of the conquest of the Nile Valley is thus ended by the Pharaoh. He now holds in both hands what can be considered as the attributes of Lower and Upper Egypt. Here, once again, the king has removed his sandals. These are held by his servant who, carrying the same receptacle, walks behind him as in the scene on the front side. We may therefore assume that the site is sacred and that the victims were immolated ritually, not massacred. Before the king stand five persons, four of them hold banners bearing totems. The first two-Hawk and Jackal-are clearly from Upper Egypt. The last one represents not an animal, but an unidentified object which may well be the emblem of Lower Egypt just conquered.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 86056 }
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For all these reasons, Amélineau's interpretation seems unacceptable. The opinion that all the captives depicted are Asiatics is apparently a generalization that overlooks the detail of the tablet. To the same extent, Amélineau's explanation, which considers all the con- quered people as Nubians, seems erroneous. The fact that the captives on the obverse are really Nubians may have led him to miss the ethnic difference between the latter and the victim crushed by the bull on the reverse. According to Amélineau's own reproduction, the latter does not wear his hair in layers as do the Nubians on the other side. Furthermore, he does not have their other ethnic features. Only by disregarding these details, in good faith, could he have reached the conclusion that an uncultivated white race from Central Africa probably conquered the valley from the Negro Anu population.
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 86892 }
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As a matter of fact, even if there were infiltration by Asians or early Europeans during that prehistoric period, the Egyptian Negroes had never lost control of the situation. This is also indicated by the numerous Amratian statuettes portraying a conquered race of foreigners. In his Les Débuts de l'art en Egypte, the Belgian Egyptologist Jean Capart reproduces a statuette of a white captive kneeling, hands bound behind his back, hair in a long braid hanging down his back. ${ }^{49}$ From the same period proto-caryatids are also found, in the form of furniture pedestals, depicting the type of the conquered white race. ${ }^{50}$ By contrast, we see Blacks shown as citizens freely strolling around in their own country:
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 87773 }
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Here we see four women in long skirts, quite similar to Black women represented on Eighteenth Dynasty tombs, including the tomb of Rekhmara*. Although indistinct, the object they seem to be carrying has been assumed to be a cow's ear! I should be inclined to view it as the earliest appearance of the ansate cross, a symbol that soon thereafter entered Egyptian semeiology and never left it. This indicates that Negro women were quite at home in the midst of animals from their own land. The question again arises: How could the Egyptians of that epoch know animals from Central Africa, as well as the inhabitants of Central Africa, if these people were Asians or Semites entering the Nile Valley through the Isthmus of Suez? Is not the recorded presence of the aforementioned animals and Blacks on the ivory pieces just described conclusive evidence that Egypt's conquerors came from Central Africa? (Prolégomènes, pp. 425-426.) [^0]
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 88505 }
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[^0] [^0]: *Vizier of Pharaohs Tuthmosis III and Amenhotep II (circa 1471-1448 в.c.) Contrary to generally accepted notions, it is clear that the most ancient documents available on Egyptian and world history portray Blacks as free citizens, masters of the country and of nature. Near them, the several white prototypes then known, the result of early European or Asian infiltration, are depicted as captives, with hands tied behind their backs, or else crushed by the load of a piece of furniture. (This, incidentally, could be the origin of the caryatids of the fifth-century Erechtheum, imitated by the Greeks thousands of years later.)
{ "Header 1": "CHAPTER III", "Header 2": "Modern Falsification of History", "image_references": [], "images_base64": [], "start_index": 89437 }
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To explain the settlement and civilization of Egypt, specialists invoke four hypotheses, corresponding to the four points of the compass. The most natural of all-a local origin-is the one most often challenged. This latter hypothesis, in turn, could be localized in two different places: Upper or Lower Egypt. In the case of Lower Egypt, it would be a question of what is now called the "preponderance of the Delta." Why would an Egyptologist, supporting the local-origin theory, try so hard to prove the "preponderance of the Delta," despite the absence of any historical evidence, if this were not a roundabout way to establish a White, Mediterranean origin for Egyptian civilization?
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 0 }
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This view, which is generally that of all who place the start of Egyptian civilization outside of Egypt-whether in Asia or in Europe-is shared by Alexandre Moret who, nevertheless, apparently favors a local, but White, origin. To the former, the idea seems logical to some extent; in their eagerness for a reasonable explanation, this is one affirmation added to another equally devoid of historical foundation. In fact, if the pioneers of civilization came from abroad, and if they were forced by geography to cross the Delta, it is logical to assume that the Delta was civilized before Upper Egypt, and that civilization radiated from there. If the supporters of an external origin had been able to demonstrate the Delta's prior claim with the aid of valid arguments, their thesis would obviously have been advanced immeasurably. At least this would have provided a semblance of truth for the contradictory notions they propose.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 689 }
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In actual fact, it is impossible, not only to demonstrate that theory, but even to find valid historical documents to support it. No document suggests that priority. It is in Upper Egypt, from the Paleolithic to the present, that material evidence has been found to attest the successive stages of civilization: Tasian, Badarian (circa 7471 в.с.?), Amratian (circa 6500 в.c.?), protodynastic. In contrast to Upper Egypt, no traces of continuous evolution exist in the Delta. The Merimde* center disappeared at the end of the Tasian; there is nothing north of Badari. ${ }^{1}$ The ivory statuettes with triangular heads, found in the epoch called Gerzean (circa 5500 в.c.?), correspond to those found in Crete at the time of Menes. ${ }^{2}$ These statuettes cannot date back earlier than the epoch of Hierakonpolis, which Capart attributes to the Amratian period. Between S.D. 39 and S.D. 79, a Gerzean civilization allegedly existed in Lower Egypt:
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Between S.D. 39 and S.D. 79, a Gerzean civilization allegedly existed in Lower Egypt: In any case, Lower Egypt eventually became the seat of a higher civilization with definitely Asiatic, as opposed to African, affinities, and this civilization ultimately dominated Upper Egypt as well. In fact, it is only known directly from the latter region, though its presence in the North may be inferred with confidence. In Upper Egypt there is no sharp break between the Amratian civilization and the Gerzean; the latter gradually trickled in, mixing with, but dominating, the older elements. New types of vases, weapons with ornaments intrude in ever greater number until they predominate or even oust the old entirely. . . . ${ }^{3}$
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It is universally agreed that the new elements which distinguish the culture of Upper Egypt in the Middle Predynastic phase are derived from the north or northeast. And it is almost certain that the authors of these innovations had been living in touch with the Upper Nile for a considerable time prior to S.d. 39, since before that date isolated Decorated Vases had occasionally found their way into Upper Egypt. ${ }^{4}$ This Gerzean civilization, said to be Asiatic, is known only through vestiges found in Upper Egypt. How paradoxical, inasmuch as it is supposed to have originated in Lower Egypt! (Moreover, these vestiges are identical with those of Amratian civilization, evolved from the Badarian which, in turn, resulted from the Tasian.)
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 3222 }
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Nevertheless, although no traces of Gerzean civilization have been found and although it is known "directly" only by vestiges in Upper Egypt, "its presence in the North may be inferred with confidence," meaning its presence in the Delta. In clearer terms, this is [^0] [^0]: ${ }^{1}$ V. Go don Childe calls Merimde a typical example of "Neolithic culture" and places this site two kilometers west of the Rosetta branch of the Nile. equivalent to saying: "All that I find here in Upper Egypt comes from where I find nothing or almost nothing (Lower Egypt). Though I cannot prove this and have no hope of ever seeing it proved, and though I find nothing here, I judge that it is so." This is hardly the way to write history.
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It is alleged that the Delta is a humid region and preserves documents poorly. It could not have preserved them so poorly as to have left no sign of them, not even shapeless lumps resulting from chemical decomposition through humidity. In reality, the soil of Lower Egypt has yielded up, after a fashion, all that was entrusted to it: for example, all those works, even in wood, of the Old Kingdom after the Third Dynasty. If it has not produced more ancient documents, we must more logically assume that it never contained any.
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Had the Delta really played the role they try so hard to ascribe to it in Egyptian history, it would be possible to recognize this in other ways. The history of Upper Egypt, considered independently of the Delta, would present gaps; however, this is not the case. The history of Upper Egypt (i.e., Egyptian history) presents no unsurmountable difficulties. Historical explanation does not become impossible except when one struggles, in the absence of historical evidence, to assign to the Delta a role it never played. This seems to be the case with Moret when he writes: We know nothing of the history of those early kingdoms. Yet, tradition alleges that the kings of the north had a pre-eminence over the rest of Egypt at the beginning of time. No text enables us to delimit their zone of influence, but the religion of later days indicates that such influence was profound. This is explained by the exceptional fertility of the Delta.
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As soon as it could be made fit for cultivation by dint of embanking and draining and irrigating, this stretch of earth, repeatedly renewed by the Nile silt, offered a wider area, a more productive soil, and a more favorable habitat for the growth of a prolific race than the narrow valley of Upper Egypt. The result was a precocious material prosperity and intellectual development, attested by the fact that the great gods of the Delta later imposed authority on the rest of Egypt; the sun, Ra, was first worshiped at Heliopolis; Osiris, Isis, and Horus are the gods of Busiris, Mendes, and Buto. The extension of the worship over the whole valley in very early times indicates a corresponding political influence from the Delta. ${ }^{5}$
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Up to this point, Moret has agreed with Maspero. He disagrees, however, apropos the route followed by the Shemsu-Hor, in order to be entirely consistent in defending the preeminence of the Delta. In his book, Le Nil et la civilisation égyptienne (p. 118), contrary to Maspero who suggests that the Shemsu-Hor (predecessors of Menes) are "Negro blacksmiths" who conquered the valley and built forges as far as the Delta, Moret claims that the "Shemsu-Hor and their forebears . . . came from the Delta."
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 6924 }
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He reports a great transformation during the epoch preceding Menes, marked by the appearance of gold, copper, and especially writing. As this transformation is evident only in Egypt, Moret poses the question: "By whom was Upper Egypt influenced, if not by Lower Egypt . . . ?" He cites the invention of the calendar as probably occurring in the region of Memphis. Elsewhere Moret had claimed that the Egyptian gods, Osiris, Isis, and Horus, were originally from the Delta. So he uses this argument, which he assumes to be correct, to press his point:
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 7428 }
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Another fact will support this argument. Throughout Antiquity, the intercalary days were consecrated to those gods born on the five additional days placed at the start of the year (cf. Plutarch). Egyptian and Greek texts agree in calling these gods Osiris and Isis, Set, Nephthys, and Horus. At the start of the year opening with the simultaneous rising of Sothis, Ra, and the Nile, Osiris, god of the Nile and of vegetation, is chosen as patron. He is thought to have been born on the first of the five additional days. We can conclude that the worshipers of Osiris were powerful in Heliopolis even at the time its astronomers established the calendar. ${ }^{6}$ Thus, with the calendar, Lower Egypt imposed the authority of Osiris and Ra, the supremacy of the Nile and the sun, upon Upper Egypt. The "civilized of the Delta" had conquered Upper Egypt. ${ }^{7}$
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When one finds such important ideas expressed by such an authority, one tends to believe that they are supported by conclusive documents. This, however, is not true when we examine these statements thoroughly. The author poses the Nordic origin of Egyptian gods as consistent with Egyptian tradition. In other words, Osiris, Isis, and Horus were all gods of the Delta. From this, he draws the important consequences noted above, relative to the invention of the calendar and the origin of Egyptian civilization in general. What precisely are we taught by Egyptian tradition, if we consider it from the most ancient epoch to which one can refer? This tradition, expressed in The Book of the Dead, whose doctrine is earlier than any written history of Egypt, teaches us that Isis is a Negro woman, Osiris a Negro man, an Anu. Thus, in the oldest Egyptian texts his name is accompanied by an ethnic designation to indicate his Nubian origin. This we have known since Amélineau.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 8847 }
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Amélineau informs us, moreover, that no Egyptian text lists Osiris and Isis as having been born in the Delta. Consequently, when Moret affirms this, he does not draw it from any document. We may even add that the legend pinpoints the birth of Osiris and Isis in Upper Egypt: Osiris born at Thebes and Isis at Denderah. The legend also places in Nubia the first site of the struggle between Set and Horus*. In Amélineau's opinion:
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 9826 }
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The parts of the legend which relate to the Delta have obviously been added to the original version, except for the sojourn of Isis in Buto. In fact, the episode of Isis in Byblos hardly fits in with the stay of this goddess in Buto. In my view, it is merely an interpretation of Greek or quasi-Greek origin to explain the adoption of the Osiris cult in Byblos, or rather the myths resembling some local deity. This, moreover, is one of the points to which Egyptian documents never refer. Likewise, the coffin of Osiris, brought by the Nile to the sea, and from the sea to Byblos, seems to me to be one of those obvious impossibilities. I doubt seriously that the Egyptians accepted it . . . because Egyptian documents never mention it. We must not forget that, with the exception of the portions concerning the Delta and Asia Minor, the Osiris legend was firmly established in Egypt before the time of Menes. Hence
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 10258 }
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, with the exception of the portions concerning the Delta and Asia Minor, the Osiris legend was firmly established in Egypt before the time of Menes. Hence, it is indeed difficult to see how a legend born in the Delta was almost localized in Upper Egypt and made no apparent reference to the Delta except in certain passages that are clearly later additions. ${ }^{8}$
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 11018 }
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Similarly, if Osiris and Isis were born in Lower Egypt, it would be hard to understand how their relics were all appropriated by Upper Egypt. The whole skeleton of Osiris was taken over by cities in [^0] [^0]: *In the legend, Set murdered his brother Osiris. When Horus, son of Isis and Osiris, grew up, his father's ghost appeared to demand vengeance. Thereupon Horus and Set fought for many days; both were severely injured. Later Set attacked Horus in the courts as a bastard son of Osiris. Thoth decided the case in favor of Horus.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 11389 }
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Upper Egypt, so completely that nothing was left for the towns of Lower Egypt. On this point, Amélineau refers to Brugsch's Geographical Dictionary. Rivalry between the cities over the attribution of the relics caused so much confusion that at first it was difficult to determine which city possessed such and such a relic now claimed by several other towns. Amélineau suggests it be decided generally in favor of Upper Egypt whenever this rivalry opposes cities of Lower and Upper Egypt: "I believe that one fact tilts the scales in favor of Upper Egypt: the attribution of Osiris' head to Upper Egypt, to the city of Abydos." ${ }^{\prime}$
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 11932 }
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That fact would not be important if Amélineau had not discovered the tomb of Osiris and the head of the divine ancestor in a jar. We may doubt the authenticity of that discovery; nevertheless, Amélineau writes: "I myself have found other shrines during the preliminary excavations which culminated in the royal necropolis, before unearthing the shrine where the skull of the god I believed I had found was preserved." ${ }^{10}$
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He then refers to the papyrus in the Museum of Leiden, cited by Brugsch. It expressly states that the god's head was preserved at Abydos, in a place designated on the papyrus by a name signifying "the necropolis of Abydos." Amélineau sought confirmation from Eugène Revillout on the validity of this document written in demotic. He received confirmation that the head of Osiris was indeed mentioned as being located at Abydos. Further assurance came in 1898, in the geographical text on Edfu in Brugsch's Dictionary: "It is stated there that the god's head was in the Abydos reliquary." ${ }^{11}$
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 13008 }
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But Amélineau observes: "Since Brugsch copied it, the text has disappeared, if one can believe the publication on the Edfu temple begun in the Memoirs of the Cairo Mission. . . . It would be interesting to ascertain whether that inscription has completely disappeared." ${ }^{12}$ Finally, Amélineau records another important fact: In the Texts of the Pyramids, Osiris' throne is described just as Amélineau "found it in the funeral bed placed in the tomb at Abydos." ${ }^{13}$ Quite justifiably, Amélineau wonders: "Why would the cities of Upper Egypt have claimed the most important parts of Osiris' body if he was born in the Delta, reigned in the Delta, died in the Delta, and had been the local god of a tiny district in the Delta? I see no reason for it." ${ }^{14}$ Whether or not Amélineau really discovered the tomb and head of Osiris is unimportant. The essential fact is that the texts state that these are to be found at Abydos.
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Thus, contrary to Moret's affirmation, authentic Egyptian tradition, as old as recorded time and written into the Texts of the Pyramids and The Book of the Dead, teaches us in unequivocal terms that the Egyptian deities belonged to the Black race and were born in the south. Furthermore, the myth of Osiris and Isis points out a cultural trait characteristic of Black Africa: the cult of ancestors, the foundation of Negro religious life and of Egyptian religious life, just as Amélineau reports.
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Each dead ancestor becomes the object of a cult. The most remote forebears, whose teachings in the realm of social life, that is to say, in the realm of civilization, have proved effective, gradually become veritable gods (the mythical ancestors referred to by Lévy-Bruhl). They are totally detached from the human level, which does not mean that they never existed. Transformed into gods, they are placed on a plane different from that of the Greek hero; this is what made Herodotus think that the Egyptians had no heroes. ${ }^{15}$
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It is apparent that Moret's argument concerning the invention of the calendar in Memphis is jarred seriously awry upon close examination. The author specifies that only in Memphis can one observe the heliacal rising of Sothis. He concludes that the Egyptian calendar, based on the cycle of that star (Sirius), whose rise coincides with that of the sun every 1,461 years, was invented at Memphis. ${ }^{16}$ But the calendar was in use in 4236, the oldest date known with certainty in the history of man. Herodotus informs us, moreover, that Memphis was created by Menes, after the latter had turned the course of the river and made the muddy region of Lower Egypt more habitable: Menes, "the first king, having thus, by turning the river, made the tract where it used to run dry land, proceeded in the first place to build the city now called Memphis." (Op. cit., p. 113.) Consequently, the site of Memphis was under water prior to the advent of Menes. If we accept 3200 as the year of his advent
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, p. 113.) Consequently, the site of Memphis was under water prior to the advent of Menes. If we accept 3200 as the year of his advent, that city did not even exist when the calendar was invented.
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Besides, it would help the supporters of the Delta's priority if the heliacal rising of Sothis could be observed, not from the region of Memphis, but from that of Heliopolis, the city of Ra, where for these same theoreticians all Egyptian astronomy and astrology were allegedly born. Even so, it seems that Heliopolis, or Northern On, was founded by the Anu, whose name it bears. Similar comments could be made about the argument that Egypt was civilized by invaders from the north. In Egyptian the west was
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Similar comments could be made about the argument that Egypt was civilized by invaders from the north. In Egyptian the west was designated by the right, the east by the left; from this fact one could deduce proof of a march toward the south. First of all, there are several ways to designate the east and west in Egyptian. . . . Furthermore, the divining art led to a division of the heavens into regions, for purposes of observation. As a result, a special orientation made a given cardinal point coincide with the right or left. This was practiced in Egypt and throughout the Aegean Mediterranean which had come under Egyptian influence, especially in Etruria. Edouard Naville's explanation is even more edifying:
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Edouard Naville's explanation is even more edifying: From which country did the conquerors come? It seems to me that they undoubtedly came from the south. If we consult the legend as it is preserved in a series of large paintings that adorn one of the corridors of the Edfu temple, and which date from the Ptolemaic epoch, we can see that the god Harmachis reigned in Nubia, upriver from Egypt. He left there with his son Horus, a warrior god, who conquered the whole country for him, as far as the city of Zar, now Kantarah, a fortress built on the easternmost branch of the Nile. This was the Pelusiac branch, which blocked any arrival from the direction of the Sinai peninsula and Palestine. In the principal Egyptian cities, the conquerors ruled whatever had to do with religion. In several localities, Horus settled his companions, who were called blacksmiths. Thus the introduction of metal work is connected with the conquest in the legend. . . .
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This legend, which must belong to an ancient tradition, seems to me to merit attention. It agrees completely with what Greek historians tell us, namely, that Egypt was a colony of Ethiopia. Thus the Egyptians, at least those who became the Pharaonic Egyptians, probably followed the course of the great river. This is confirmed by certain features of their religion or customs. The Egyptian gets his bearings by looking toward the south; the west is on the right, the east on the left. I cannot believe that this means he is headed toward the south. On the contrary, he turns toward his country of origin; he looks in the direction from which he came and from which he may expect help. From there the conquering forces emerged; from there too the beneficial waters of the Nile bring fertility and riches. Besides, the south has always taken precedence over the north. The word king first meant king of Upper Egypt. Their god shows us the road they followed. The deity that walks
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 18652 }
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before them has the form of a jackal or a dog: this is the god Oupouatou, he who shows the way. ${ }^{17}$ In the final analysis, to counter the attempts to present the Delta as a region more favorable than Upper Egypt for the flowering of a civilization, it is important to answer with what is really known about the Delta. The Delta is universally recognized as the permanent home of the plague in the Near East. It has been the point of departure for all the epidemics of the plague that have raged in that region throughout the course of history. Without exaggerating, we can go farther and affirm that the Delta, as such, did not exist, even at the time of Menes, since Memphis was at the edge of the sea. The region of Lower Egypt was at that time completely unhealthy and almost uninhabitable. One became mired in the mud. After the public works initiated by Menes, it became less unhealthy.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 19633 }
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As for the western Delta, one can wonder what it was like before Menes, since we know that the course of the river was not the same as it is today and that the first Pharaoh gave it its present direction by having dams built and the earth filled in. Earlier the river had flowed westward: . . . the river flowed entirely along the sandy ridge of hills which skirts Egypt on the side of Libya. Menes, however, by banking up the river at the bend which it forms about a hundred furlongs south of Memphis, laid the ancient channel dry, while he dug a new course for the stream halfway between the two lines of hills. To this day, the elbow which the Nile forms at the point where it is forced aside into the new channel is guarded with the greatest care by the Persians, and strengthened every year; for if the river were to burst out at this place, and pour over the mound, there would be danger of Memphis being completely overwhelmed by the flood. ${ }^{1 *}$
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 20534 }
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If the dams broke, Memphis would be submerged by the waters of the Nile. This proves that the site of the city was really won from the waters, somewhat like polders. The capital of the first Egyptian king was in the south, at Thebes, and Memphis was founded, above all, for military purposes. It was a fortified place at the junction of infiltration routes for Asian shepherds from the east and nomads from the west, whom the Egyptians called Rebou or Lebou, whence the name Libyans (Eighteenth Dynasty).
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 21496 }
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More than once these barbarians tried to penetrate Egypt by force, attracted by its wealth, but almost every time they were defeated and pushed back across the border after heavy fighting. The nature of these coalitions between peoples of the north and east in the Delta area, the fierce battles waged there, justified the foundation of Memphis as an advanced fortress. Nevertheless, we should not confuse the races that faced one another there. As this passage from Moret indicates, it was a veritable confederation of Whites against the Negro race of Egypt:
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 22003 }
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About the month of April, 1229 в.c., Merneptah at Memphis learned that the King of the Libyans, Merirey, was coming from the land of Tehenu with his archers and a coalition of "Peoples of the North," composed of Shardana, Siculans, Achaeans, Lycians, and Etruscans, the warrior elite of each country. His aim was to attack the western frontier of Egypt in the plains of Perir. The danger was all the graver since the province of Palestine itself was affected by the disturbance. Indeed, it seems that the Hittites had also been embroiled in the turmoil, although Merneptah had continued his good offices in their behalf, sending them wheat by his ships at the time of a drought, to help the land of Khatti to survive. ${ }^{19}$ After a furious battle lasting six hours, the Egyptians had completely routed that coalition of barbarian hordes. Survivors long remembered their panic and passed that memory on for generations.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 22565 }
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After a furious battle lasting six hours, the Egyptians had completely routed that coalition of barbarian hordes. Survivors long remembered their panic and passed that memory on for generations. Merirey fled at top speed, abandoning his arms, his treasures, and his harem. The artist reported among the slain 6,359 Libyans, 222 Siculans, 742 Etruscans, and Shardana and Achaeans by thousands. More than 9,000 swords and pieces of armor, and a great booty were captured on the battlefield. Merneptah engraved a hymn of victory on the walls of his mortuary temple at Thebes, in which he described the panic among his enemies. The young Libyan men said of the victories: "We have had none since the days of Ra," and the old man said to his son: "Alas! poor Libya!" The Tehenu have been consumed in a single year. And the other provinces outside Egypt were also reduced to obedience. Tehenu is laid waste,
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 23296 }
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Khatti is pacified, Canaan is pillaged, Ascalon is despoiled, Gezer is captured, Yenoam is annihilated, Israel is made desolate and no longer has any crops, Kharu has become like a widow (without support) against Egypt. All the countries are unified and pacified. ${ }^{20}$ Significantly, in this quotation the victory, though won at Memphis, was commemorated at Thebes in Merneptah's mortuary temple. This confirms what was said earlier: The Pharaoh Merneptah resided in Memphis by military necessity but, like almost all Egyptian Pharoahs, he was to be buried at Thebes. Even when a Pharaoh died at Memphis, in Lower Egypt, they took the trouble to transport the corpse to Upper Egypt and bury it in the sacred Theban cities: Abydos, Thebes, Karnak. In those towns of Upper Egypt, the Pharaohs had their tombs next to those of the ancestors; there they always sent offerings, even if they resided in Memphis.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 24202 }
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After the revolution that terminated the Old Kingdom, when the people gained access to the privilege of the Osirian death-in other words, the possibility of enjoying eternal life in heaven (after judgment by the Osiris Tribunal) - all social classes were symbolically interred in the Thebaid, by the erection of a stela in the name of the deceased. Thus, for all Egyptians without exception, the sacred region par excellence was the Thebaid in Upper Egypt. This would have been sacrilege on the part of the Egyptians, if their civilization and religious tradition had been born in the Delta. In that case, the sacred cities, ancestral tombs and principal sites for worship and pilgrimages would have been located in the Delta. These examples should suffice to discourage support in any form for the primacy of an alleged civilization in the Delta.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 25118 }
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The coalition of peoples from the North and East at the time of Merneptah was but one episode in Egyptian history. Throughout that history, there were similar wars, more or less important, in that region. But, except during the low period, the Negroes of the Nile Valley always got the upper hand over the barbarians. As evidence, one can cite the numerous bas-reliefs depicting captives, from the cliffs of Sinai as far as the temple of Medinet-Habu and Thebes (cf. Narmer's Tablet); in other words, from the predynastic period until the Nineteenth Dynasty. By the admission of the Libyans themselves, if we are to believe the Egyptian texts, they never scored a victory from the beginning of time, since the days of the god Ra. No fact, no evidence, ![img-35.jpeg](img_ref_36)
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [ "img_ref_36" ], "images_base64": [ 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kaZByP4h3qbWPBUusXEV3Jqjx3kfCSxLtwvpjP1oA5LxfaReH9bsLHRLhLP7SCkqg/IB70yx1K18RyQQaqY47bTnOxYRneeOc8dafr/hi3s/Etk2oytPbIuTtJaWQjnkdhXZeG9S8Ptp00trbJZJCdskbjaR74pMBIPGOlQx/ZrW2uCE+VUWKpRr2tTS/uNEfycdZG2/0qFvGmjLE8kMEsjjjCxdcVy/iX4o3VhcwLY2hSLHzmYYyfQUIC74o0/xB4qsG0+TS4oFZseYx3HjnIOOnNZmi+FvFHhS0u4Ypbc2qxGTcRuHA5HP0FQaZ8R/EFzq0UUltEIpJY94KEYRjjg967fxTrEqWUmmWNqbu6uIGIRTgKpB60wPPLfwn4g8W+HmvjNEGkJMYIxkD0NavguHwwfCog1Dy4ruGQo7txIGB/lXN6d4813wvpsmjy2YEir+7DjGwHP5813Hg+w8OL4binvpba4mmJlleTghj2oAtzw+D0RfNbzIyOQMkN9amg1PwtbRrBa2asmflSOHp+tabaz4et0SNDCVPChFzUUvirRrQ8Qu23qUj5FAEk+q+WkZtNGnmGOCYwAPauA+Is+pah4XSW50gWkMVyrbt+T1HbHSu2fxRf3iB9K0iaWPtJIdv6Vz3jeTxDqfhG4WTT444FHmTHdk4Xn09qAMXxppF7pEVj4m0mAW4ghXzTG3J4z0/Gu+8E+LIvFOjrKpH2mMASqfoKsaUtn4k8GWyMM288ARv5V5lbR3fwu8Ys0iu+i3TbVfsBnnNAHtyEHkU+oLWZLiBJo2DI43KR3BqegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApDS0UAMxzRtGKfiigCCe3iuIyk0ayLjowzXEaj8L9Jnd5rGWazlc7htb5QfpXekZpGXjPegDx2TUfGfgNna6RtS05TgN1wK9K8PeILPX9LiureVSxXLxg8qfStKaGKaExyqro33lbnivJNfsZfhz4mh1mxdhpd3LieIdF6Z/Q0AewqcilbgVWs7qK7tYriFspIocY96sFuOOfWgAzjrgVx/jDxomgRpa2kX2rUZjtjiXnB9TimeNvFc+imDTtNgM2qXeRGg52j1qv4L8HNpvmatqz+fqlx8zFh/qz6UAYNn4E1vxJfx33ia8xERkQdce3tXo2m6LY6RbJb2dqkca9AF5/OtEdOg/KnAUAHanDpSYpAw6UAOzSZpGNc74g8YaRoEJNzco038MaHJJoA6HcMZzxXPa7400bQQFubjfKTgRxfMc15h4k+Iuu6lZxxWNrJaRSHZnqXJ6Dtiu08KeAbG202C41WI3V9IN7tKc4NAHP+I/HniWe1lOl6a9vbouXmfqBzyK87g1BtaW6k1S/uGn6QKW++a948dRongnUAkeB5JGFXPGDXzlFFB5Ju4nEM0LgrGfmz9DTsK52nxF0q10dNJSGIIj22WjA7nvXpPwrijXwVBiMIC5zj+Lpz9f8K5H4p6cbzRNE1NI3a6ZFiKLzleD0/Guo+EMzSeDRGz7jHOy+46cUhnfAAmnY5pAadQAmKWiigAooooAKKKazYoAr31ylpaTTyMFSNCxY9q8Q8JaTL478aXuqagTJZwtkHscHgV1XxU1e7mS08PaarPcXZzKq9dldd4W0G28P6DBa28YRyoaQ9yxAoA3I41jjVEUKqgAAcYqUU3H404dKACg0UHpQAwn/wDVXjmsXmp33xeJsIhLLYxlAh6EYJ/rXseO9eFw6pqMXxZ1SfTYfOuCTGQ3QLigD0Sy1fxTMTFNpCqwJxIW2jFOt4fF0lxK1xcW8MWDtAXP61Kn/CXyfNizi3dRycVJN4d1DUDH9v1Rtg+9HCm0H9aAOI8MXtzJ8Tr5davEeSKPZHkYUnn1rQkvLKXx9LdWZ/4lcNqwvmxiNmycY9TXQ3Xw/wBDvLxLl4XDJz8hxuPqapeM9HFl4Mlg0mCKMQssrxg4LhTnFFgLNl4z0KS9is1VoDKQsTyptDn0zXNfFqyOqTaFplvGGuZZztJGARxVO71mPxp4djtLPShFqaKrRM2F2Y6kHHbGa5drnVZmXUb3VidV05/Kghbnd06evWhIDa8QRR3HiNdNs3EV/bRwRQxx9GfPU/n+lXPDviDxDZ+K9QhvrI3l0EWOWOIcJjkc/jXPWtlrXhzxJb+JtZsJLhJVLnZyVbtn2rQ8H+INW1Hxnq97psMcxvMPJGxxtA//AFUAdTaeELzxN4g/tzxFCsca/LHa+gHTPr1rr28LaM0Ai+xRKgORgYrOij8W3NwXkmtrZCOFUbqzj4X8USTSzSa4QxPygdP50AdnBZ2ttGkEcMaqo4AHNPAtxk4Qepx/OuLj8C6lPdi4vdcldgOQgxj9a5zxD4X1HQLmO+kvrq60wuPPERw6jPpzmgD1OTUbGD791CgA/vYxXM+KPE2kyeFNUjiu0lcwPGUQ5OSpFcjpPh228ZXZuUk+zaWEyiB8yOeeT0xVrwvpVnZ+EPEi3UImNtJMvz/3QgPWgDqPhxA8HgrT0kKN8pKlTnAJ6VN460Rtd8K3dvCqmcDzIy3OCPSvLYL7xL4H0ezvoHEmm3ZGFPIjG45B9OK9i8P63Z6/pcd5ZyB1YAMMdDjJ4/GgDk/hZ4jS70UaTdSFb61YoUfgkf5zXogbHWvF/G2l3Hg3xdH4osVJtpH/AHiAfdPUn6YxXqehazb67pEN/bOCkg5UdjQBrZ4paZk4xjkU4UALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUZoAKKTPtS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSN0paRhkYoAwvEPijTPDcKyX8+wyfdA5JriPGXjXQ9a8LXFmkc8jzqdm6PoQMg1X+NWj3E1laapAWKwNtZBnpnOa6bw/e+HdT8NWUkn2UnygpD4yDjBoA4nwL8QF0PQI9Ov7eeZoyfLZR/CTwP510cvxSkhlkEujzIhXMbn+vFdPEfDNmuENmi5yOQKszahodxEEluLV4z0UsKAPEtE8XuPG0viDV7eS4XYUiIBwnJ4x616zoXj/RdckMKzGG4H/LOYbS30q/DbaBdqIYI7ORUPCjGQa5Hxj8M4NQR9Q0Utb33UoDgP7e1Aj0dSDyM4qQEdM814vo3jPxB4Skjs/EFnMbYDapIJI+h7itHXPjDaQwCPTLVnncYDyjhD9KBnqUk8cMbSSyKiKCSWOAK5HUfiNotrcC2tGa9nYHCQ8jI96425ku9V0RG1bUzcajcJ+4srd/u7uhNXPC3g+08P+OLWJ5TPILTzW3DgE5/woAuz3vjXxO7pYQf2ba/3pBgt9DXNeKPAM2g6B/bUt7LLeJIpbqcZPXrXt4G0YHH0rlfiJB9o8Eaimc/JuwfYGgDyjwtDf6x4k0i+v5VkhMw2K/XjHb8a+gVHGe/v2rwX4fFbPxNo8b3onRkc+Xx+77CveGlSJcyOFHqxxRcCh4hA/wCEe1A4BH2d88Z7GvnqHw+95a21rpRjk1GXzHZQ2crzx7GvdvEer6aNFvYXvYVMkDqAH5JxXiugm50Cwt9Wa3eER3Q/0gpkuhI46/WgRv6gdcl8GWNxLMGu4JNlvAqfMTwDuPboK0/hDeTwXmpaRc8OuJj9Sef5Vzmla3Zate619vaQQHfPA4bBRgvTGPar/wAOrG+0fxtC13hY72BmDE/f64prYZ7cPrTqavSnUgCiiigApDQaTOce9ABmszXtVj0XR7i/lIAhQsAe59BUmoapaabbPPdSrGi/3up+grzl7bVviFrAkl8y30GJ+FIx5uDn8qALfw90u61W9uPFepsXmmJSBGH3F7fzr0naPTmorS1is7aO3gRUiQbVCjoKsUAJ1paKKACikNJntQA0t7+1eL6TeReHPizqZvWfbPkYQZPT0r0Dxn4tt/DVgQpLX067IY167jwD+dcJp/hbUW1qK9ivT/b7R+fMXPAB6Lj8P1oA79fFM1zzZ6TdzKD97GKp3V74vuHP2aygijPQu/P8qw0+J5ske1v9Of7dG2zC52ufXOK6OCfxNeK0zvbWtq6b1ZhuKjH4UAV4rbxDcReXf6xDbbe0cfT8c1z+qSaVEXXUNTvL1XYoyxjNaVrZ+Hbe9lvtR1Zb66PH7xuAfQD/AOvVyWXVNUSP+zNNt4LUNlJJ+MAd8f8A16APOrzQr+2vjd6FA1pp8cZIFw/3hjmtrRNf8NvDaf2jYf8AExh5Zlj43f7IrZmOl6Zctearfy6neR5KwocxoewxTfh3p9tq8+peIpbePzrmcqiMufKAA6f/AKqAOh0rXl8QyGCPTZPse0hppl2qfYCvLLSO90z4hareeHbcPbWjZniXkFe+K9wuIQLGaKEiHchAKjofWvLPhBNtv9btZPmk8wsCTktzjn8qaBnoHh7xRp/iK1Els+2UHEkTcMp+lbZPIJzXGa14Hhmmkv8ARZXsr8NvJQ4Rj7is+w+IT6ZqEWjeIbcpeDC+ch+V/f2oA9FHT39cUyWGOWJklUMjDDDHWljkWSNXVsqwyCehqTrSA8i1LQNf8E6le6n4fjE9vMnzRnnb16CjT9Vgl+Gl+sU6pqU7kXKPwQzcHj0xivWnQHOcY7j1Fed+NPAUV6DqGkJ5d4pDvGDhZQDnGKBDfESwzT+GvD9ymYJtrSE8K3TA/nXKvqUvgr4gXMWjRySaYhBuYQMiPI7+lSeLfEVv4gt9Hi09Hj1m2lC+UONpGBx6/pVv4elpbXxK+oKJr8ITPu6t8v8A9akhnpGbDxToLFWSS2uIyNwGSuQa8y8L3114H8dyeG7l9+n3DfuST0J4FYegeJtQ8GSwyoftGn3JZ/J6bfmIIz7Y9K6XxNpC+NLG18XaHIBeW6gmInkbTmmB67kZ47dfpT16cdK5XwT4lTxHoEM27/SIv3cqdwR1rqlORQAtFFFABRRmigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEY4FMLYOM/rTmqtJaCSUyB2U8cUATb1Lld3I7VICKaAAcgDPrTgKAFooooAKKKKACiiigAooooAKKKQn2oAWikz7UbhQAtFNDe1LnAoAWikzS0AFFFFABRRRQAUEZooNAFW7tIr6FoLiNXifgqwyDXhHifw1aeHfHlrDKjwaNdtwwPCknmvoCvMfiTLZXeu6JpGogpbSy58xep56e3T9aAIbXwz4HY7Bqhkz9395jFTXWgeDJbaa3ivT50SEgiXvXUW3g7QILFYUtlZOgkZsnH1ouPCPh2SJIntIRjgHuT7mgDwHSRL9ruInvJ7dlObdlyWY54719H+H47qLQrJLxy9wIhvJ6k14h4+W1s/E0lpZxx2S2qh4ViT/WEe/wCFeveB9Yl1rwnZ3k3M23ax7kigDbu7C1vkCXMCTAc4cZr53+JumQ6P4ydLaARRSx71ROnUivpAtxn0HNeAfGadZ/GNqgJBSFQT+JNAEvhC20+Xw7cane3/ANn1a3fNvIxx0AKrt785qfw74w1e68W3WqXFk1yIbcxSbF2hVGTkfmar6M9jFZ2utTKDdQMv+h/d83nr78e1dRbrqGra5rtvpK24tLmELIkgwVLDpQBNd/EbUoJIm+wLBDMSI5JzgH9K53xt4v1i90+PS8oBMP3nkjOc9Oa0z8LdUvoIIb7UlWKIHaq8gHv3q7J8LpIbOQDVWxw2SvPHpz7UMDzzTfCOrfZdO1S2RjFLIFDLndHzyTW6tt4k162uVGryM9vMYTDI23sMc/jW/wCE/GNvLpL+G4FMN5BDIBP1BYZrotO8Eabd2ovJpZ2nnGZHR8BjQBxGk+DzaRTWuuXcME0brKjs24Pggkda1viD4q8Py+F59HilWe5ZVESImAp6Z9q7i18J6RaIB9mWZum6Y7jivOPHfhzTrTxDJJDp0kokti5SEcK3zAMfyH5UCMTwrpltDDd6ZfLHcXSKksag/MQ3DL+Q/WnWOpPZeJrW/e5dVtrgQi0nPzIhI5B/E9qz1iu7i90fVLG7DanO+zyF4EeOm4+tb/xHsI9PmN1eWZlnuwhSZP4SB83FAz2yFt6BgQVIBGPTFS596xdAvbc+HbGQTqVMK4Jb271Q1Xx5oemMUNz50g/hiGSPrQB1OR60hPGen1rziT4nySRgWOk3Ezsfl9D+lOtbXxh4gnSa5uf7NtGGdi/eoA7HVfEOl6PEXvbuNMc7dwya4u4+Il/qN5HBoWmtOjHaXdTge/StGD4b6Y12Lm9lnu3zkB24NdZDbW1jDtghSONR2UDigDi9N8Hahqepf2l4ouvPIbdFag/Itd5HGkSCONVVVGAoHApsTK6hlYcjqDTw5wOCaAHCnVB5qKcF1Bz0LCpFcEZGCPXPFAD6KaX5wBnpS7utAAeeKq311HZWc1zMcRxKXb8Ksk84x9a85+LutSWHhtLKBv3l44QAdcZGfzzQB5jq2uza94gk1a7X5DJ5Vpn7ocHI/mK9X8C2N6NLvtS1Ngb+clPMJyNgUbR+ea4rTLOy1VdI0aW08tLGFri9YccnOP5CvRDEdM0PT9Mt9xLNvdjztjByf0oAbqmh6ZqsDaZNCPLiXzHmQ4KEciuXvF1fQ7mOHXpp7jQduxZIWxt5P3h6Yx3rftYWHh+6u2LiTUrgKmTyFJCAfofzrV1O0ttUlj0u8O6CGESTJ7HgZP1U0AY+nalpWrBofDunQziHA82X5VX3HXJrQfQby7Il1bVnVB/yyiOxQPTqa4bQdNml1O/1PwhutUtyY/IlbKzY7j8a2dP1+y1e2lh8TO5v432tZL09iB3+tDA6G0v9F8y407T4t7oh8yQJ8uQD1b1qH4c8+HSQpUmdzg/WkTUVGk3lsltHpyCMiMPjcwx6VF8L5TL4SBwcCZxn15pAdZqUvkabczAZKRMwFeG/CrUIofF9/NdSpECpK7+M8nNe63Sb7WVDggoRz34rxWw8Gx6lf6Z9glaCeUSSXDnoF3MOn4UwOg8RfFKIPNp2iIzzDI87HT3A71xlv4bude0K71/Vbp/7Q+0rCu/PAOMH9eldB4I8NwWXj7VX+WazsAQZG6BiMmtBhJqNlp1lbMzvdX5nmTphFYD8vlNC1AzrHxNrvgS/is9cVriwk4icc7eOv/1q9T0fWrPWbNZ7S4WVT1wMEfhXFPpNr4q+ID3E0Uc2n6fB5DK3IL89PzFYviHQL/wdqCax4amP2aZgGtw3U+mPSgD2IfrSFRg9s+lcT4U+IdlrcXk3pW0vQcFHOAe3H45rtg4YAqc56GgDivFXw/tNalN/ZEWup5yJkGN5964TTJdU8CS3Wj6hab59RPlxXG7gk8ctjpXuHPQjr2rnvF/hiDxNpLW7/LPH80Lg8hh0oAxPDXw9tLS0jk1Qi8n+ZlRvuLnmuV8Waff+A9YTXtJbGlyt++g2/KueDx6Yrb8KeK7nRgdE8VS+VcIdsMjDAcdv613d5b2es6fJBMqTwSrjI5XB70AeSPf2/hDxvZ6vaHGlanHvdUPyhiOa9jsbyC+tI7m3kDwyDKstfN3i7Qrzw5q/2C5dmsS+bdmJIArp/hl4yfS7w6Reyk2shHkkngGgD3NScc0rfdNNjIIBHQ806gBi5xUlJiloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAxSYpaKADFFFFABRRRQAZpu4f0oPFeWeK9S1vW/HC+H9Cvvs5gi3SfNjLck/pigD1IEmgnArypNJ+IMV69tFqGY9v32PBNUrzTfiNIj2/2slDwSjUAexBwRkEEexpDIirktgDrXiEGkfEWxPkwS3AiHIIfvW3B4H8V6oqvqutPErLygbd+nFAHpX9rWAcr9ri3DtuqneeKNHs1Jm1CBcdt3NcRD8IoAVL6nKxx82Bg/zrXtvhfoVuyvN585HXewxQBry+NNAht1mbUoirdArDNUJ/iV4ciidkumdh2Ud6sv4L8OM0bNYxcDCjtUkXgvw9G25NOiJPOSuQaAMNPixop6x3GAeTs6VN/wALS0HJC/aN45xs/wDr10UXhrRbdnMWnQKzjDYQGmDwvoY3Z063yfvEJQBn6H4/0bX777FaPKLgjIDpjP611YPHNeRaBocGg/F25hTYIZIWkiGfuLg/4V3U3jbw9a3v2OTUIxLnBx0B+tAHR5pahhnjnjEkTq8bDKspyCKloAWiiigAopDSE8UALXn3xYsLSXwq95LC8lxAw8orxgk9a7m4u4LSMyTyJGgH3mbFcV4q8eaBFYT2aypd3EibY0VdwJPr9KAOI8FapFf6UYNY1+5hxwsOduPxzXTmPwlbfNca9LImO0uea4jwZe6fptlONX0Z5w0jN5xGSoOOMVptruiagfI0fw558wb+IcfyoA5LVbVLzxLdfZxPcWzf6uQj7q9/r+ldF4WtvEUegajLot46Wti5Mar0kOASuK7K00jxFqNn9kWytNLgkGJGC5kx/Suy0LQrPQNNWytIiFBy57uT1J/KkBz3hP4gWGtWpgvn+zX0S4lR+ASPSvFfH2rDVPGt7OriSFXCpjnAHp+de4+JfAmlaxaXEsECwX+0lJIzglvevF9C8InUdXu9L1G5+y38RIjEq/61u2ORQB2em+EYrLw/YeJDIZZUj81o5ztUoOcfXrXQfDS7XWLjW9USIwCecDyxyFwF6GsptKn02PR9L8T3m20SQhEjb5ZPTcfStyPwve6A17Pod9Fa2EgMgRlyAcdOvsKEB3uRnnBPaobtA1pKjZAKEE44Fcclz42uLNGtxZMSPvg5yK4jW/EXjqG6l0+4heNXBG5FzkeopgcRY6lFpOrXEioXdJpA2DjOa92+G2sJq3g+CTcMxMyEZ6c5/rXkFj4c0ee4ihvdX+y3Lud+9ecnnFelaP8ADtLC0/0PWZhBIQxCDg/kaQHoDTxKeZEB+tec/ETVo7O/0ya1v0hZ3MU23klD7d+9ai/Du3lkVri/uJGBySGI4rRh8BaFHJ5j2vnuOjStkimB5gEjisotP0q2a41GC7E6SxRnMgyDyfwxW94jtvEmuXVndQ6OYzDEUdZTkEEdQPrXpttp1raYFvbxx8Yyo5qSSeOCJnmkVFHVicCgDyC18DNoek/2l4kv5Et1HMMJ6E8gda6DwQfC+uNdNp9iTImA/m9CPWuW8catL4om1Hyr4RaTYJ06+c/atD4KadMsOoakyBYZdsa+5HJ/mKAPVY7S3hjRI4VCLwqkcD6Vk+LNfPhvRvtoi81vMVFVjjJJxV/WdUj0fSrm/nICxISoPc44H415Tp091498S2C3FyZrKL9/JD0CEHjP5UAevWs5ubSGcqVLoHxjpkc15z8VfGU2kRJpFkwWedfmcHlAc/4V6NNIlrZvJwFRDj2AFfLmrXF5r+v3N3IWeaWRtnHHHT8KAOg8P/EPV9FlsleRnsw22RXGS47kGvafEPieHRPC76s+4b0HlIRglm6D868LsfD93H4q0bTNQGYZmVgF5OC3OfTvXdfESObxBq1r4esi7Q2kPnSlVyFPIwTx/dFAHmdx4l1S7uZbiS7mO5s43njPtXRaD8Tdb0iEQNILhDwPN5xWL4f0NNZ1iOwLYJdgxHtWfBaWy3l5YTSeRLGWKOxzyOg/GgDtJ/i3rr3KN+6SNHBIC9Vr2zQ9TXWNDtdRQDE6bhj1r5UeJoppo2O8gD7vI/OvpnwHayWXgvS4JQQyxZ2ntkmgDoWI7/lXh/xWu0m8c6bbPLtht0BckZwdxPSvcW+77nivAPE8aa/8ULi2hR7lXxEGjOAh9SaANHw74h0ay0jUZ7ycNd3FyIzx83l4Ufl1rt49esdWupLKylDzMixoFOf3Y+8fyJrgfiH4UsdPfSbDTYcXsxAlBGQw6An8c1zvh67ufBni2K6vYz+63I4XoARg4/CgD3hnin1e202HbttY/NdPQ/w/qK5DxBqF5Do2uXURJvLqf7LAq/8APPAz/M1q+HpITpWr+I4yWkuizIWPRQowPzz+dW59G+32mn27giSON5WZRjLMDigDK+H8b6Z4HimdAtxM21M92JwP1FUvEei2vizxVNY25FpfWMIlkuUHLMeMdumK76x0yGy0mCzYbhCO/rnOfzrz+xl3W2u6nDkT6neC1icnkL8q8fnSAxPDl4uiNdS+KYncSgrb3cmSG4xjHbp+td58NlUeFUkTBjkmdlwMcE1kePLSwXwxa6LOPmjiaUE8ldoJ/WsPwiup3OnaXYadq5SKaN94VfuYJ560MD1rUJRBptxMRny42OPoK4bwyRBrtnDgj/QvMYE8YLPWRA3ijUNI1WNtRAtoEeON36zYHP0/WofCWui4NzcyyK13p+nEMvoQX4z3o6DQ+xuxY+DddvWY+ZfXrwqRxwcLW5oVvDD48dLVspDp8YkBP3GO7j+VZVhpQk8LaHp90j5vrs3B9sMDj9KrX2uwaXr/AIi/s9h/aEnl20aHqeBk/rQnoJl3S9VGmJqdzHG4bVNSNvCF6AnauR7VvTwx6XO7zMbgadZeeofnDZYlvY8fpVCS0jhvvDehWnzzRH7XOSOgBBz9c5rlPG3iRz4k1RbR23RwrAQOVdeScj/gRpagdF4q8BWutWp161lW2vPLEx28K5Az69aj8EeNLmPQY21khoElMK3BbGen51xmq+Kdf13SYZXja30aJlil8ng5wPve3NaFxpmkR+HV0uWeSF5pVnt7iQfwtgHjPQbSaqIHuEcySRrJG6sjDIK85pxGeCM968ht/Eep/D7ULfTtWZrnSpADFMvJCn/9XSvT9J1uw1u0W5sZ1lQ9B3H1FAFHxP4XsvEunvBcKokI+SXHzKe1cDoN1qvw91hNP12UyabcnEcgOQp/yK9c/H/69Z2r6LZ6zYtaXsIeIjj1U+ooAzfEnh+w8YaMYJGUjG6KQYJBrwDW7CTQL+80ieJhLAy+VMvtzxXoD/2v8NtfRpGlutEkJPy5baOmP0qx41i0fxv4XbV7G4AubNDIYsZbHuOPf1oA6v4d+JovEHhyDdIv2uFdkiZ54712ANfOXhnU5vC02na3Ep+y3H7qdQ245zzx27V7noviXS9cRWsrtJGIyUzgrQBt9KWmcnqMU8dKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAaa8j0qLyvjvqG5d3mRFl/wC+a9czzXkhlaH48rtHLQMP0PNAHXanqXib+2ZLbTdOja1VfkmfpurU0I609s39siFZO3l1rqOtPCgdBQAgB6ZzQc/SnUUAcv4ytvEU9in/AAj8yRyhsuDwSPrXPaXoPjK9hmGqaobdWGECnJFekYowc9aAPOIfh5qk0QS916Z0Vt2Nv/167TRdLGk6bHa+fJPsP3nNaeOetG2gDlNb0vxJfapH9i1BLeyyN4A5/nXSQRlIERnLlVwX9anK5PWkIOOOlAHjfj59RT4lQQ6auZ7ixEQ+hZwTXI6V4Ye68U3Ph7U5fs96AWRm5DNjgV6R4uvrfTPib4fu5VOGQwlsf3iQKn8f+D5tSaLWdJMo1O3Kldn8WD1/WgDnfh74pudG8QSeGtUlym7bExPGemBXsYfNeKXQPi+xOp2un+Rrujyq9wg6yYxznFeneGvEdrrmjRXKyKsiriVD1Qgc5oA3i35fWq91qFtYoHuZ44U9XbFcR4p+I9tps32DSk+1aixAXC5UVkxeDde8T7rrxLfeXEwBSJTnH8sfrQBs638VNF01zDaubuXodhAUc1wmpfFjxDFcShYooFIyqMnzL+NaHiPStF0d7Ow8O2n27WA4O3O7OD/Fird54PtPs7+JfGUztLhf3EfG3A6e/figR5pqmua3q8yLez3DvIMpHk4OfSvS/h38PDaRtq2vRI0nDRRSdF9zUvhnQH8Ta5/bOpWZttPtcCyhxtyB3NaeuX+oeK9WGh6NI0enJxdXK+ndR/8AroGR614qGoXM/h7w7YefI42SSoPlTPXjp+tdN4R8MW/hvR4rVEQzt80r7eSTUtjZ6R4U0hUBS3gTrI55Y+571M/iDTBaS3EVzHKI4zJtjOSVoA1/8OhrM1rVE0rRbrUApkSCNn2qc9BmrMdyL7T0nh+7KoZc8HFc74dtLh/BklrqKuJHEqyh+SQScfpikBuaTqcOsaTb39ud0cyAj2NZvibwraa/bMRthvkIaK4VfmU9qx/hak0XhaSGZGCx3LrHv4+UYrn18eatr/iC/sNO2RRWsUpYkdcA4/WgBJ9ZtL+0l8N+NYViurclYro8DoMMD607wL4ye4mn8Pa1OkqgGO3uTyJVHGPrjHPvXS6FY2viPwZbzarbrPI6Nl2HPUjrXn/hKGHxNBqHh24j8iezkMtlcDhlweM+oyKYHXPea34HkaM27X2iKSVccvEvXmuo07XrLxJpUl3pMqSShCEDjBVsdxXF2viXV/DhXSfFln59kfkF2o3ZXtn9a0rzwzFZwP4g8KzeVPt8wxKd0co9MUAc5FY6Z40a4ttSiFn4ht2O8px5gz97H0/lWd4Y1zXNK1OSw0xzfW8W4eQ+d/HtWhsXxvCNX0mMWHiSyf8AfJ0MmMHH865eTWtUg8Vm/ggjsNSiTbNGePOx17UAepaZ8SLCWX7Nq0LWFx6P0z9TXaQXUNzEk0MivGwyHU5BrzIeKPCfi22W31m2+z3TAKS6jAPsahltdX8EXEF5oczalpT/AHoA2So/XigD1djwfUdcV5H491GTxLJfWFhenOnLvMCDBc9+c12+heM9N1yCQhzBPF/rYpOCDivPPDmiS6tqGp+I9KnH22C8ZNknKsnHB/M00iU9S9ZeEbHxT4Q0yDTpEt44/muFH3i3vXVeEJLTRAfDG7F3arvbI4YH0/KvOtejvfD1zHrmiXRMZl/0qFc7Ff8Aw6V2GjzpdeG7/wAX3uVvJrZwueMKBwB+OfzpFGN8R/FltrtjNoekmaaWGTNyFXjaOcg+3NU/hncR+HPEz6ZdMjNfxKySo2enb61xfhNtVj1q8utNgaeZI3Mke3I2tx+eK3vAuj2/iC7u0lufsmoRS7o8D5h3IAzQB7L4sllh8I6pJGx8z7O+D+BrmPCfhDStX8HaXcXtt/pJhLFweepriviBca/4duP7Kk1KS4tLtBtLcdeCK9i8NWpsvDdhbngpCM/jzSA4L4lfZrDUdFMMq2U0W4/ah94KBwPzzWt8OtLmfS7rVb5vOub9j++bqydMfzrlfjihFxpjlfkYFd3frXpvhG1Fr4T02LbjEIz/ADoTA47XPD+keBbK+16zWQXJVkjDHIDvwMCuc0L4bXup251PVUzcXEyErnb8mRk/lk12nxXUf8IaXPIS4jJGevzCuysPm0+3PYxIf0pgeAePvBI8JLDPDOXtJ5PlB6jpkZr2fwVqsmreF7O5kh8r5QgGeuOBUHjvR7HVvDV099n/AEaJ3jPYHH/1qs+DrYW/g/TowB8sWemO5oAn8U6zHofh271B2x5aEL/vdB+tcr8L9FFpoD6pdxj7TeStKWI5CnFUvi7eo9vpeimTatzOGm/3QR1/WtOfXlsfAc0lrhUx9mtCOfMY8Aj8TQBlaXIfEGreIdalQPCi/ZbInswPb8WrT1TRdMv7WLR7uEfJbm4uJMfMODjn14NQppMmm2vhnT7c7ZGmE1woON2CGJNR69f3ElxJFZIRLqkwtkmHOIxjP/oRoAw9O1DU9F0Oy0u9t9mnz3ISOZ/7meQfwr1yBonjSWFgyMAFYHgivI/F+o2+p67b+FpRIiW8aqoHV5Dxx79KdJ4g1D4d6jJo02+/inhWS2BPKN0x39KBHf8AjTU5NL8L3U0BPnOvkxYODubgfrism1sbLSLPSo7whIbCA3LluhZuhz3ORXP+O9duUXw/bSorXLstzOjfcHOVz+VR3VhqvjDw9d3WozPawQgtgcJhR/D7YpdQMLxt4xbxOzx6TAy20SkNN/FIOfl6cf8A162vANzLaeDpr4QxJJj7LAV+9uPc/nVHwaZLXUrKxs4vlltXecH+Pk/4U3w1r9kthcWj7UGnedMRIcb35wMfhVSGW7jxDauLnTnimuJLO2dVRB8pY5yxIrHtLKbRobt41MyX1qqO4ODudiowtavhnRvs2l3GvWN+sk12Sz20nA255GefftWlbWkmu+NtEu/LjhtY7TzWRehZWYilpYDVtY2tvFmkWTyKbKzsDKqk8hiDkn0xivOrK5stS+Jx1K4kWNPtBl9uMDB+uK3L/wAS251rxOq5Y3H+jwTdFXK4I3fU+lU9D8NWbTafbKJWVpSGvNuFDHGFGevXr+lERNXNOe/ebx8+orqX2aCRRFGifNIw7DHYcmq7eH4JfEd7ezxNH/Z0kcjoefNTdli34ZFdZ4W0ywW01KdNPje8t53WOSQZJwAev41NpMH9sajNq4VUgvbbyLpGP8YJHH5igZQt7KzTxRqGjlV/s/V7cSw4OQGAOR+QFYUFnBPpgsL1f32lTtauzHOI2PB/DJqtpVrdDSL8pvk1XSb4yxgNj5Bt4P5V0WpWwfVpHixHHrlntU46zAHj26igDD1m40/XItLivZWlh0yRkunTuMcEDuMYrBs9Qu/D3iS6v9E3PpkDgMgOMrjOSP8APStfT0tNIuLuG6Ebf2jbspSM5dJVB4+nSsvRIU1yV3eQ2km8h2P+rZ15UE/lQK57B4c8Y6b4hULG4iusZaB+CK6Phu45968G8ZaxD9rsL/SLV7a6gbbJcFCocjrkdxXZ+HfiOJLa1XXLd7Z5MKs5XCP7+1Azv7i1huominiSWNuCrjINeYeNvh3FBY3eoaJK8DbS88Cn5WX29P1r1GC6huoRNbyLLE3RlOc1xnxG1yfT9I/s7T1Z7+9+REHJAPBOKAPG/CEqpqCSX9u0ulxErNkZAPc1fh1OKHx7bS+H0ZLdplVEB6gnoa7nwvpD2uoy6Rc2Qj0r7NvmaVMF3I5O6vPLi0l0nxdcXmiW7yWtnPvDKu4YGDQB9LRktGrEYJUZHpTx0rnPCviuz8T6eJrdwsyAebH/AHTiuiB4oAdRRmigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbXkGsTrpvxysJphxcIIl/4ESB/OvYMV478Q0kg+Knh26CbkbYqn/bDkj+lAHsI9ulOqOM5QHpx3p+aAFopM0bvagBaKaW+tG7FADs0U3INKD7UALSN0paRulAHlfxpTytJ0u8jGJoZyVcDkdKo6d451PwpaWTa0zXNhcR7opcfMDnpWr8aCB4OTD7F84buOvIrmPGwfVfA2gXVtbN9mtDiZ8YyOOlAHc/DbT5IdGutQuVxLfXDTZPUocYBrz/xjp3m+MmsPCxmMrt/pWw/LGSe9djq3j2y0zwbZ/2HIlxdzIsUUXUqcdxW34L8Ox6FYSTzTia+um824k9yBxQBD4a8BaV4fiS5miE99gGSVh0PqPSuc1jXdW8c61c6DoLfZ7GBsTXWcbvXBq/8R9endbXw7o83+n3zYdk7J9fzrpPCWg23hnSUsYnRp9u6VuMlj1zQAvh3wtp/h21AiQtdbf3ly5+Zvx7Vz/lHx14g3uW/sXT3O3jiaQfz7V0HieWe6s202wk23M5VJCOqI3BP5Zpks1l4N8KO6smy2iO3b/G+D29zQBzvjbULzUtXtfCuhSmOZxm5eM/cT0P5Gu20nS4NI02G0tkCpGuCe5Pf9a5P4c6UTZz+ILtc3eouXBPZc9B+tdjqN9Hp+nz3UrbEjRmyePpQB5p8Ro9Q8T6pH4e0lS4tsSTkHoTnAP5Vr+AvBFxoEVxNqbCaZ12IM5AXuMVd8P2tpo2dUuJWe71ZxukX68D9aveKfFFr4f05sFZb1hiGHOWYnp096LgGu+MdI8P4t5Zd9x0EMXVfTI7VNp/iNNS0ea/hs51aMEhGXG4gZrC8JeEVeN9Y12IXGp3LCUlxnYOwFdwsSeWVC4znjGKAORsfEWqXOnXzLoM9vJGp+zJjPmHnrwP8msaPT7Twj4WZ5kjj1vUUdAW6lznH5ZFek7RjjANZWueHbLX44FvFJMLiRHHUEGgBmiWTaL4YtrXIdooSeOh6sf51wF4jeGrLSPE8dvsPmMlypX7qlsZ/XNekXWp2emyW1pcyBGuMpHu4BwKyPHN/aWfha8jmVHeeIxxRYzuJHGBQBqmKx8R6KDIqT2s8eQR3/wAK4S0muPh54gWxuHaTQrxwIpCc+STxirPwjvG/4R6bT7jctzbyk7H6qpAx+FdL4x0mHWPDV5byICyxtJGT/eAJFAHM+LPDt5puoxeKfDvE6YaeJOkidfx605rXRviZ4dMqqba9TOWXAdG9/aul8I6g2qeFLCeT7xi2tjoSCRj9K5TxLplz4N1Y+JNEhHkOc3sQ6Be5A+n8qAOcjsLPwxLHonijS43tpmwt/GcHHbPvXQQ+FdW8OD+0fDuoC7tSd5tZOQye3J5rrprfS/GXh6OR0SW2nQmMnqp//XXNeDLy60HVpvCuoySPtJa1cjqnHH86QDbjR9J8ZaRPc2K/ZtRVdrxqdjK/vXBeBLzxDoWuXWm2Vq8rxkiaBuDwetemeI7L/hHr6PxFp8ZQB9t5GvRkPfHqOap+I5U0nWNM8XWK7oJMRXRA5KH+I/TJ/KmnYLFFNJ1rXfEcpNkbLTX2/aIZRlZM/e9O1b3jq2XTfh9ew2duoSOPy1jXjC89K622mjuIEnjbKOuQc8EVznxBnEPgnUWJxlMUgPOvD2iXngvw/beKrZmuGmUC4tzwdpOPfPT0p/hfS31v4if8JDptq9rp+4vMXGPmxyK9K8OSWsXhjT4pJVOIlySRyTzUusanb6LoN3dQGIOiMyKD1ftx9aYHmXxKEuu+KdNs4ov3Ecywl+zOTyM/QivYrZPJtoocY2IFPPTAryLx/wDatJ8MeHbuPBulnMrnbn5uDn+VT2fxh32axyWAadV5fzNqk4+lAFb4sS/b/GGi6UylkJDEZ9WI/pXr9lGsVlDGq4VEAGfpXi/h3VbfxZrWp6lqbIl9HFmy3D7hGcfXmuk0/wAe608Jhl0dpXiba0qnhvwx/WkBqfFVlTwXJI65KzRkD/gQrqtLlWfTLWVHVg0ang8dK8t1zxBefEEP4csrBoVJBmdzwpH4VU0jxnq3hu2bQPKinltSURiT836UwPQPHk6nQUs8kG7njh47gtg/zrobOBLOyt4E4WOMLg+wrz2dtX1PxfoEOpmPydrTiOMY2sBkE/lXXeK9Xh0Xw7e3csgQiMpH6liMDH50AeIeLdYm8T+O2hibeEk+zwgdM5/+vXo95YLe+ItB8P26hbbT41upQDkBs5AP4j9a8y8AtE3ixbm9xHHCXussPQbh/KvUtDvDZeHtV8TXce2e4d5Iy452gAKv5j9aAJL/AFNn8Q6jNEn7uxg8mJv+mrAj/Cr1jBYJqOnWDsTPZQGdTjozE5z+VYVxZXY0PS4XOL2/uxcTlePl4PP4Cqc2qyWqa3riDzWu5Fsbb/d4GfzJoAsaJosWs+J7nV7qF1ujd74y7fwqFwV9eQa2YYtKuvFmrXt+FkuLNNqxkZwg+bI+ucVhTeK303VLGyhWKK1jAQytyVZuuPzq74f0htG8c3vmym4jvrTzpXfty2B+lAitqX9j+IGn8W2JeT+zoyphYbQxUE/1re1HUGn8IMkoWJ5rcA4HyfOSuMVyGm20LeDprUNtt7vWFTI4yGZQR/OtPXtRabU4tDYH7G08CQuF4VgwyPyptAaVrbxxfECwhjjVFg00H5RxzuH881x8ng3Tp9KinVmGoXt6R5m7gLu54+ld/ZK3/CaaijoSEso1jf2y2f1zXl9hqN9fWurTQwlzpyuqDPTJOWA+n8qTYzp/C/h3S5fFl/HCu+zsoxHhjkFjk5FYaz6nHqSW+lpKywwnKwnazLub5QcdOtdZ4e1nSbHw9ZWlsjT3kwDOIh1ck8sf89K5P4f6lc6b47ltdQ3KLhWEIPVRk8D8c0kBq6N4b0+10m28RXSlyZfMlgI4TJA/MEZrr5IYo7i8gSPKLAt5AoHAbsP0FJpotTqmseH2X5T++RW9GGP5jNWvtKQwWN2yn93J9nmGOcE4H4Cm9AKdxqn2FtMv4gqafdERz8YAYnAJ/GsvULm50+8v7GGPMEQXUIWTj5R1H/jpP41dCJeWes+H7lAzQIZI/wDdIJBH4g1jXusxDSNK1iTm3G+zvD1wp+UfzqWwIPC9+Y/iPO0QDWmsw+b07jt+YouLu4m8Y6R4cjdlnsJ2nkLDAaPIPH61hR6xPp1otrZBP7RsJWaBnXl4WweP1rpdPuYdQ1+x8R3EDwyRWpWYFPmdjkAAdxVIGY3jbUtEudUe1sLRpbnAkM8Q5Qg/MP0/WpPC+nWED2d5fy/aZbmYbLZRhIm4GT6ngVoXvgmQS61r242/mRs8dqnUrtyc+/tWnfrFqHw1ivdNiWGSELOgA6Mhzj9KVxWK8Vp5Xjq903VdsxvIN1k7KNo68Y9cCnnTY9V+H9/pt/GjXmnrIDjqCPmH6GrHiCUT6LoniNBk20iPIwXOVJAb6dDWslvaw6+t+rL5GqQiORccMcf1zTGebWMXiTwf4a/tvTLoXWnuNxjY7tg6E7fw9awYPFt/e6i2sXu+S9Eey2cD5UOf0617B4ftIZrTVtAuoh5MUzIEPQxsBjH4k1zvguztopNe8KywIs1tIWQsOgIGPrQIlvdWPinRbHRNHuxLc3Kj7ZKDzGvfPp3FdloXh2y0PR49OiiVl24d2GS57k14lp0t34F8STSW08VzJys8KntuPGe+P616l4f+IunawViulNncseVkOVb0wcCgZxuo2t38NfF76rZwmXSbsnen93nmvUtC1+w17TlvLKXfH3HofSpdR0601rT5be5VJYXHHcCvD7S/1L4b+K2t5A32CRyWQcgpnqPy/SgD6BU5pc1U0+9g1CzhurZg0cihgQe1Ws84oAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5L8ZGaxuNC1JGG+GcsoPquDXrVeVfG6x87RLC6/54T9PXOBQB1Wqa7qljpdlc2elvdyTKC+08LkZ9Kxj4r8V32FsdEMTA4LScg/pXb6eQ2nWzc48lD+g4qwiheg298AUAVNMkv5bJGv4UinI5CNkVcIOOTj1xTsZHWgCgDjfEb+MUvSNJFu1q2AuR8wqt/Z3ji5gjSTUIIGByWQc13RG0envmmK6sMoQfQg5yaAKGh219aaakN/c/aZwTl+laY4FN3c+h70u7PfA7mgB4pD70xJAygjkeoOacTmgDz74wwCbwHOzJuZJUC8dMnrVP4V3UGueCH0q9iSUWrFShHUdQf1NXvivcGPwxDa7tq3NzGjNjoNwzWZ4C02Hw94z1DSoNzQtbRyKSfXNAFTxj4L0e0vNGtNPjMV1dXIXjnC5BJx9DW//wAK8jW18mDVLtMj5hnOf1rMJmu/HfiLUZZNsOm2xjgk7Bip6fnWr8OfFjeItOniu3Vrq3chjjGV7H+dAHMw+BLNPHkFlFeTyCOHzZ2DfMp5GM/hXX3HgaESi4sb66huQMB2cup+vSvOdR8Q6paa5qOpQJKrXlwIYbhDyiKecDHIyTXoPiTWrnRfAgne48y9uEWOOTG0lm749qYjmvCujaxq+uarNdajMbVf3S3CHmQjsPpmr/jXwtpumeCrliZZ5gQFZn6s3A4qn4U8R3MOpNoEEsNuYFHEibsseSc/jSfErU74Jp9iuJbi1YT3DRj5eTxlf+A/rSGdB4R0PXtEsLGP7bE9oRl43TlV9ua474qeMHmuJ9At9y28ZBmkHds5A+nT866jwnrWqSaBqWtahcb4oo2KwlNu0quePbFeOeIINUezTVLwxPb3s7SRDdubP0/CkB0Fz4ya58ARaWqyLqFiVeKWPPQc5r0TwB4YtbjSbLXr8tdXs0e4NKc7Rk4wPWvKdGto38KXVxFqMUUxRg0MwwxGOxr2/wCH9wk3gnTMMN6xcjIyOT2p6AdHPcQWsXmSuscYHUnGKp6frmn6tJNHZXcczwnDqpziud8eeE7vxHYq1jdOk6fwhsBhVP4deEtQ8MJefbhGvmlQCh5P1NIDuLq8gs7WSeVwkcalmY9OKy9C8TW2vPKtvFMqp0Z0wGHqK878UXWsw/Eb+yjMTaakmyNX+6OSOldho/h3VrOaA3Oq5hhwPJSPbkfXNMCTxzpmnalpEYv7tbVkfdDNnBU98c1laRa6Pp8llc6pqpvJZFL20k5+UY9BmuT+KWvWet3iaPaqxeylPnStwqk/zrhJLjU5dMhgnnka1glMaEE/U7fwxQB6V4w8SWfh/wATW+s6NMJZZV2XEa/dYdQT7jNdnpkmt63ardTTW8FpcR5WJV3ls++RXjGnzyahp11a6pdKGg4SMrulbjp7DGOea9P+HV7JrHgprWG4a2ktpDEDncyqMHHb1oAd8ONVH9gX9p5bmaxmkBjHU+mB781q3o1zW4Xt1tIrS2njKuZTuJ9scV5tomoXPhHxdf3MVrLPZXMgiErZXLnufbmt/wASeKr3TvFmn2VvqCq9ywM6sPkRSRyD3oAd4I1XUdLa/wDCkdr599auzBmk2qFOMY4+tWPEKapY+JtD1jUmhEayiF2jH3dxwMn6moNUF7pvxNs5tMEbPqFsu5n+6zZIP9KnvNTl8UaVrej3f2c3Nom+NY/76jP9BSA7zU4o73SriBiNssRUZOAcgjrXH+B5/wC09DvPD+pIfOtXaIpJ1KHpj8zWFF400qS00yS4tZLrVBH9nNqh+UYOPzqfxRft4N8S2PiU258u9iEMkAP3W7du24du1MCLw7q/iU3134YsvJD2X+raQYwhPH9a6jV0fSvCt/ca7ci9WSPaYscBiMDFYOiavc22vWmoapaxRLqZ2RzL9eM/nWh8QM6tquieHlchbiYSTY7oCMfyNAHGDRNWtdHt7iLSJ/LfIIL5IXPBFXtB8Oz6x4gt0ntLyG1hTfL5rfKzV7DFEsUCQgAqihcdelJPLHbW0kz7URFLOcdAKBHC6zax+JfG1rojx79OsoS83P8AEeAP0rWg+H3hyGJUFgrAEkFuT0HBqt4Chku01DWplw19OzJkc7BgD+RrsiMAnOFoGeJ+GdDtpPidqmmvAptLYl145CkDA/PNeiL4MsId6wPPFG53uqPgE1znw2tpbrxD4g1mdf3ktwY1PsMV6WRxgdDmkBxC+VpnjrT9I0uGOKHyWlnKDluDjP5V066Jp0d21yllCJjyXC8k1ymg5vfidrlw3P2WNIl/HP8AjXe8gGgDgtQ8wfF/TMEbfsTkqP8AgVYXxLkuvEPiHTvDenBZJYz50g6gZ6Z+mM1salI8PxP+2oQVtdPdmB9fm4rm/h9rdq+vavrGqORdzvsQ4zhQelMCpZ+EL/UvG9zYXbpbNBbAM8K5RgQRyM1vavo+tPf2ehwTNc2SGNzsGFVQ3U+3WtPTbprPxVqepvbyvaXaDy3UZwB2rEt/ifpsWr309xbS+e37pExzgZwOnByTQBtXuqb9Q1iYsBbadZ+VFnHMmDu2n6EVil11DQNP8OwQ7Ybh1Zbrp5bbifxPTv3qLUtL1bxS8+r30ZtNOX5lgkJy69z27V2l1BaWV34dtkVI4MttB7kKMH3oAydR8JadpPg68BjD3EKlvtMnLEj09K1TCJVfVRLiKOwEZbPU4J/rWj4jAm0xbQsN08ixkZycE8/zrKjt30zRNYhEWFEpVPMPG3YvT9aQGSmjLbeG/D8CAuPtiSyc8n5wc1mGDUJ/H8lvNIi2EN2jop6seOhrr9SljjvtBttwjySwHQABRXn2tXGoa9f30UEsdpb2Fw0v21zjPAwPzH60Jgdr4e1QX2o+IyHQbJiqHPIAUf5/GuD0JYZ76xgtJDDJdyy2905GC4yeh/GodNuf7CtIblLVluLoMHu7piI5Mf3fetHw8LeXwkt0ImW+sJ/tJlUZLLuycfgKAO4trSBTPpNhALWazZWjcjmQep9icivPvCVs3irxLrV5Kvl31m2+BU4AcE4/UV6G2o2rXuma/FITDdIIJGI68/LkfUmuL+Hcw0vxFr87xuLWeZER8c5LEChAbmv3k9jLpfiuzQvGgMV6QOfLzgn+daVncJrct/HCWFtfW4ngYj7rEFePoFpbK0jk/tnQJijRysxhQnnYwHb65rGstTbTPC9ldwwATafKYJ4+4QtyfyNNgV7rXZrR7PXGQLPaSfZr9FOWKZwDj8TVG8uIbC51PRWQz6fqsJnswi7trsO/4isrU9Ugm8a3RtJDa2moxgTPJHyG9QM/5xWzaxG40+2bTrMnSkbbdXUhxI6g8/QdaQGP4W0iHTdYu1nh/tXUoY/Mwj/JGAOh6812kUJtbjTNfnuTKsswiaMD5I9xwuB7HNM0SCw0L4h3WnwRqkd7arJHnoSM8D8ql0+yZrPW/Dpy0tszS22T0yMqf++s0XEb13PJaeJraCR82d5EyBCOA4BJ/MEVk+Egtveaz4anxshkLRj1Rv8A6+ai1eWXWPBEWrWjMbuxHmjb3aPqPxxVCDVYzq2g+JwWYX6G1lCjoe2fxY0WGanh5De+GdW0Z8M9s8kKrjpkZHH41TtrmW8+HtrexKWudNk3Ee6N8w/ICrenGPS/iTqEJ+RNRgWeM5wCwJB/QCuTutT1HTvFer+GNJjE8V855PSPcPmpgbGs+KYdH1rT9ZtP9IW9jEdxCjZKjk5x9TXM69c3114/07UEgn060vmWHzB8pf39+tbLWEHwrsV1GaAXzTEI8xOCnPQdazfHniSTVtC0q8t7PyfLnEscoO4ZyOOg5NAF248ERQeOY7RLuZYZYzLHIzZO45zn8hVfxB4Vvn17SdPvL1NsrFYpETn+dWPEHima61DQfs+nzf2hAdzRngyKQOnHPQ1B4r8Vve65odxbWk8VxZS7pYZF2+nA9aBFq60Lxb4Z/d6fqv2iExsQsj88ZPTmuMm1iHWrZV12J0kLlVuyPukc4xXa69q7az4+0SziW5tV2hnYnbuB6iuV8V+F59B8S2MN2wn0u7uPlGemSM5/CgC94I8XXvh+efThE19b8tCi9Rx+PHFeq+H/ABPBrySBYnhuIzho34/L1rk9M8Dr4X1067BOGsEt3ZkYZYHB4H6VznjnxVb3moaVeeH5mFysnKIME4PfH1oGe3qfenjpVOwkllsLeSYfvDGpbPqRmrYORQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcB8WrCbUPBsn2dGaSKRXAAz0Nd/UTqpBHGD1BGaAPOvCfxGtLwWuk3SPBcbNiySDAyB3rs9EivobVzfXKzu8hZWXkbT0FeefF3SrW10yyuYLRYt02Jp4x8yj2Aqr8PvFt1ZXKabfP5+myELb3PPyt0ANAHsOcDrRk9B1qrPeRxW0twSGjjXcxU14nc/FDX9Vup7WyMUMBkKBgvKDoMmgD2+9tlvbWW3kJCOuCVOCK5HS/DGt6LeTJYaoHsHGQJwWKnv3+lYnw78UXs2qXHh/VZhNcxfOkm7JPFXPiT4tvPC95pb2rKI3cmZT/EoxQB0UHhyURSfatVu5J2B5V8Bc+grGvPCGtXDSJD4gmFuTyD1x+dcz4l8T3uneKtC12KZ/7Pu40V1B4xuOf5160kvmQJJHjDruAPvQBy+geGtT0G/yuptc2pADrIO/5113AGM8V5VYfFKTZf293Cv2uG48uJc4BGcdfzrt/DPiOHxBYtJ8qXMTbZYg+cHr1x05oA534uz28Xgz95hpjMhiHfIIzUHhG1vtL8O6h4q1PDXctsXUf3UReP5Vx/xSvLuHxzCjnzIvIBjiPK5JPP6Vf8D+PLi9vZPDutgPHchokI4C5GNv4/1pAdD8NFtNY8N3r3ckdy95ctJNGxzgEAAVd8WW1n4Y0KUaPbx211esIFZOMZOP61ieA9KXw1481XSJGZ2kG+DsNnrjt3H4V1vjzSRq3hq4CpmeAGaDB5VxyD+gpgWdD8P21hodjaTokz267lMi8hm5JrHltYvEvjd4ZgHstKGPKJ4aU9yPpij4ba4+s6K6zXU1xcQNsdnXAU4HFc/4zspfD/jK01i1vHt4dQcifZzlgB2obA6rS/Aun6XrtxqqyMzytuCY+VfWl8PW1lrBv9WmiSZ7mUrl+cKvAH55rorOVLrT4pELurxjluCa8z8FzQWl1dW811e7lvCEhjXCrz3qbgdL8Rbz+yfAl80e0BwIgFXHDcYryHUoNHbT7K3nS5sH8kuwc7lYnPTpivZPiHpx1XwTfwKhdghkAHX5ea8U1rTdav8ATdGSWdLoPCWjLDGwdCD69KpAULTQo7u1UWl9C8iQu7x8jAGeh711vw4W+0Xxta2l0zpBcwsUTdkHIOP1qp4P8NaZ4itLyJjLDdWkOWG3AbqOPatLW7LT/DY0vUdLnknv7dx9oCtnCA+nbjNAHuXWobq5gsoXnnlWONRksxqHTNQj1LTobyI7klQH8e4rlfEHiu+sdRns/wCxJLizQczZ+U/higDnPFs58Zazpa+Ho3ea0mEjXXQIAeR9P8a9SiDrBGrv8+wBieQeOcVwmm+J9WuIc6f4caMEHY54A+vFXvGPiefR9Hit4IxJqV0m1lQ/6vI5Pt/9ahgeNS6l/ZvjvUbzykkQTnJkXfsHqB6+9M1JjqLXEVkpuS8nmrI0fODjIJra8X+GNM0yw0m+t7hJxcShrg+Z80ueoAqnqXiBdGS80vS4BbwXW1gJOGXt/SmBL4X8Nx6f4rEHiGfyCbfzlRD8zgg4H14rvPhxbAW/iC3s/MiiNwRGzfeX5RgmvNYhqvhvUtO1y/HmtMcoHAJbt+XFezfD/TLy00u4u9QVRcXkxm2rwACBgVPURl6vaSW3hu+03Xb+3kkmiLWgI2Hf2/WsTwN4QtPFWiLf615s00UvlptfHAxW58ULO9v7K1gtNON0XYgyLwUPGK6bwfoY8P8Ahm0s8fvQu6T13HrTGcv8SNOl0/QbHVNOO2bS3BUFsErkce9bXhCLTNQ0qDXorOKO6uUzK45JPQ5NefeM21PxF8Sl8PPNLHZ7gAq9Mdz/AJ9K9IgsbDwl4Qe0eZltYo2DSMeSTmkBzXh3SdHPjnWIFt4plikWeOQLnazcEZ/CrfxZtLSbwkklzwIp02EdcZGQPwFaXgCxit/DMNxHD5ctxudnI+ZueM/gKzZPCv8AbfiB5NQ1pru2jcSpaAjAI6Z59RTAr+M7O0034ZQLE+z7MI3t3bkhs5H+FaHh7SZ9WvdM8QX7L50Np5aqDnLc8/kRWP8AF28aDQLfSktd8dyQEYdiuDitP4SrN/wiAMzs7mVuWOccAYoA7xeecYHauS+Il7JbeGXt7dsXN26wRr/eycEfrXX15ve3Da58VbfTZfntdPjMxXsr9R/IUAdl4a09tK8P2Vkx3NFEAx9T1/rS+I9QTTfDt/ds2PLhYj64NaQ4z2xXDfEq4J0/T9MTPmX12seB3GRkfrQBqeBLI2fhO1Zl2yz5lkyOck/4YrpicLn8ahtY/KtIowB8qKvH0p8uRE2OuOtAHAeApDc+LfEt5/C8gUfUYr0MjjmvOvhOGex1eZuS184z+VeiZ6gmgDwz4jarf6Z4vv2sySs9uIJW/uglv15r0LwNoNrpHhOxklt0W4aPdK7ck5P+FeZfEyef+3bxAyrbSS7SO5Iwa0V8Q+JfEGkz2FtbSrFHCFQwccY7mgC/dfEa+tpdRtvssf2aKXy4pQMkD6d+TWFY+FVtNR03xBq1wBFcXYKxvwTkg5/WoPIs4ZNFup7wSt56ieFV4UAjr685rb13xDpmuJpdnLuPlXe5/LHRRjpQB6V4h8qfw3qMSOARbMcZ6Daa56+ittZk8N2s4LtGjSg7toGB6/hT7e+huoNYkt3ae3EIiXIzgY5B9+aqauJRcanfPGYoLKwCW+Dnkg/l1FIDo9TdW1/RbX+H53AUZyFUH8elY+r3WfA2s3MjlmkLhA7Y2tjCgfjWDr+uQw3Phq4sL6Nr1DtcbsqinqT9efyqJba51eMaa8+3TtQkLfaJF4aQYwFGeOcUWC5anubfXvCmnazLb3k8tkpzHGOGPTn2rDW+t9QmsL7VLuNreV/KbTwMCMdOfUiuqtota8MzWfh7Tjb3cYi8wh1wRyee/pXHeM/CWrS6hPrssMdnbIymUI/U+uMChILmxqGkPrHg3VdELYl08me23HJEWMgfjg0eGr+3sfDmgtKqh0k8qUdirsFOf1rSvY5H8TWtxaMgs7vSmR5eilgrdawIrK3l8L2cFqyy6hOzQiPd91gxKn8Cc0wOuitVtry78OwgKdovbLdypOc4/wDHf1rjims+GvEDW7qJ4ZJo3kKjdtO7P/1637CO91O80+/hO7VtKYW95H1DLkdPwNWdM1a0nvvFdy0i+XFjDv0yFHA/GkhFfX9ch/tvTtY0Gb7RqOPKns05Lpnof1qK4vtT07UbjX5dKkOm3MO26t2PKsM8nj0x2rN8A+D9VEE2swTi2lmkJj3LnK5+tbHiyTxNolkv+kRXUVzmKRGT5Vzx6+9DGZgubTTvFNl4qt5luNO1A+Q8JHMBPAH5nP413rWUCpqenwEt9siMyAjCjcuMD8q868P+GZL/AMB6xYSDF/BMZVC/3goYY/Su70nU459J0fUh6fZ5CTzk/KB+eaLAc54mZP7L0LxNavmWymWGVh2Xdgg10l062vijS9UjIEV7F5MhHfglf1aub+x+bq3iDwlMpWG8zcWxPI+72HsRT7SR734dW0qEvdaRNlvU7GyfpxiiwjofB6eVHqulzp80F03y+qsAf6muGv4/7MTW/D0khhFu/wBvsHx1x8xUfiK6671GPTfEum38YLrewHz1Tk5Azn/PpXN+KdNm8ZaV/bVqrxPuEECfxSc4wfQZJovrYCp4h1B/EsWiThjYyxAO90X25HTGfw6V09pMkMaDw7pzy3kuFe+mT5SfU1yOk3WieHrV7TxRpsq3kRCqh+YOe230ruYptfv7bzrdrfT9OdRs3jLhPrkAU3oBl6vpU14Gbxbfh7U4WKG2+6xB5yK4/wATaJJcWKN4ZW4ewtHDNbv90Y5z/n0rq55dL0nVi2nwXer3oXCn76Kx7k/WtAQ+LNYd7O7EGnWzgMZYeWXtj9KBmAfEmna14h8MTWxXz4/llDDBQ4xg/lW98SLeLydIu0A3xXyZPGSCwyK4/X/CVlNrcGn+Fy76hBzcPn5ST3Lduay7+71Xw9oV/p2rRTSXCyAxTMSyg+oP4UAd541WODxB4WvJUxF5wVz9cYpnxfsDceGbS+jXd9jl3BSduQcDOfaub8Y299eaf4ZdL8ulw6KATyj8Vp+I/BHiC58MTvfaw1yIU8zymHGAM46+1Aj0fSJItV0C2kwHgngC4PcYwQf1rOsfAegadqP22CzHm9geQPpWf8Kr/wC2+CrdSxJgdoj7d8frXb45oGNAwMYp4oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKYSAelPph60AZGtNpFwg0zU5YR9qBCRyHqfavKtUsx4AtbzS5yJrG8y9o/V1lxxn2GBVL4wzXQ8ZWqRsxKwb41HrlsVaHh7VdV8G3GreIbmffapvtEbnbih7AQx+K5fD039msLi7F3BieJjkB2GAV/DFZvgWwju4fE1tIVikMJZN5+6Rk074cJZrqMviPXpwqRERxGXncx4/lVTWbW40zxZc6mscsOj3jssc23hsjpjPNNbCuU/B97dWHjvTJWZi01wIWcjAYFgM12fxptpLm+08rzheVJ6DJq/rGgWMPgfTNVtlb7RBJGyyAdt9a/jPRLTVrrRLm6uhCxUqC33WO0Yz6daWwrXPHLy+m1Hw9FBd3AEdkx8hO5719E+ENQOqeE9Nu2C73hG4fTj+leEaz4YfRbbUo78p9oASS3K8qwLEHB/z0r0z4Y38dv8OJLqWQslpvZwf4do3U2UcJDpkTeNNagmjMrXLSRwKB91wuR+prQ+Fk15o/iO5tbpT5V0xhLMONy9B+ORWXoN3NqfxGGvvE8dtNdhd2Pl5IArX+It2uh+KLKGy8swxSC7eNeDuz+v3RUtAXPjXYA3OlXsePOfdH8vBCrz1/E1yXimxHhu/wBH1Cw+9JAlwrtyC4PP8hVbxdq2p+Ibme9uHkMdvtKxEYEYPQ/nXQeKYRc/CPw9O5BnX5ImH8WT0oSA7L4YyXWvzXviW/KtPMBbpx0C88f99V3148UVnM0rBUCHJPArn/BkVronh3TNMkmjW8ePcU6HNV/HX/EwhsNCSYxPfTgHB52g8/1pgV/hfZva+G7lmXas148kbYxuXjB/nU/iSKP/AITHQXkwwLOBH1HTrXQxCy0LS4LfcsdvEojTccZPt681ynh55/E3iW41+ZNtnbkwW0Z5J9x+dJgdyFwAFA46YrzDw7rsdh8QNUspIGMN/NvgkCZ9vw6V1fifXvsWm3NvpzGbUBExCIMlcDkn0rjPh3qVt9oubu+dF8g7IpXOGcnkgfiaLAerSRrJG6vyrLhvQ187eM9J1Lwl4iBSeX7CzFoG/hXPVa9L8UeItX0+8s71V+z6eHIWFh+8uG7AD8RWrDpEnizQW/4SK2jHnEmJQMNGD059fwpgeK6Xqd5HezKt/FbvdQ7JJR0xz+vNXv7buNZNh4Xtl2QGYRzToMmUEgEk/Suo8WeDND8MeHWW3je51G5YRQBzkg12PgrwTZeHtIt3eFXvnUGR2GcH29KAHaB4Zu/DjiGwvi+nlP8AVy9Q+O1U7LxldQrJZajp0smoRSFSqJ8pXsc13JXLZA4HHSmCJFlLgASHnd3oA5OXxLqd8ywaHpbksDmSX5VU/wBaXw/4Qkgll1LWJftOo3S4kB5WMeiiuuRFCgIML6U8LgdaAPFPG/w1vraV7/RneW3Vtwhzyh9R/wDqrkRp97NpVws+mzT6lJICzspyFGOh/OvpkpnqfpUDW0JjZCihWBUnA5oA8i8IeE59f1SDVNShYWFugEEUrbtzetdZqWuf8Ij4h36jcE6bfECNV58p8Y/75wB+tZ7Rax4BuZbhWa90aR8mMfehHt1z+lc/440+DXdRsNah1ADTLhdsjt92Jh6jt1osI9Ik8UWA1LT7SCVZzd5xsOduBkVr3F1DZxCS4lWNTkBnOAD6V8wwTz2lzb3sLSpGkhQXAJx16r6dq6vVfFFzcQaXa635s9oziSKfozqeOR9QaBnR+KdaPhn4hpqUlmLmGW0Cpzju3OcH1rprDxdofiDRo5NREUazvs8iXnJ/ya5TxmLK0l0Zb6QPam3dFYtllJGRn868nbUJ45YYvNJihl3RkDqM9aAPplte0rTdVt9FZhE7xAwg9CMkf0rl/Cp0+D4h69bQMTIQrr825QO/9a8+8f67c6hJpbyWht7iCPKzBvvrjjnH1rP8G+I73T9ahjjuNsU9xH9pkP3tpIzzQB3nxud49L0l432bZnzg9Bxmu38EQQW/g/T1tm3xmPcW7kk1538Sb8eJ9c0zQdPzdeWd8pTnr1/QCuy8S6lH4J8DL9lBSRIxHCoHIJ9qAOxaQJjcwGemeM1yHhvR54fFuvapc27r9ocLGzD+ED/69cTr+rXll4Z8MT3l6zPJN5k8an5jgg/hXe+EPE7a8LpHRQLchQ3qKVwOguNQtLaWOC4njjeUkqGbGa52+0eXVPHNhqEkqvZWsRaNA3STJwf5V57qFvqHjTx4hVz9kjlKLtb7iL1P866zwzoklt4vup7a9mm063TYFLZDP359uKYHoDOsUZZiFUckk9KpajdxvoV3cwSqy+S5VlOc8GuK+IfioWBt9GhYK906rcSL/wAs4ycH8etdDHp9noPgqaC1LNbpbMymRs9VzRYDA+Ft/Yx+FpQLhFl893lDHHOetd3DdwXEBlilR4x1YHIrwpItKvvCcQtZ1huEcvMw6ksxAA9e1WtCsfEFjrV5p1jcOga3GRnIYNnn2oAyZ4l1Lx89hqk/+jzTl1YtwVzj8M9K9Ym1TStFW60e3jEIis/MVl43E5A5/CvJdD0/T31rUINSnLXlvMgRXOCWJ7H+ldNeWMGs+IrfU5L/AGxPcrbtbHglRt6c89T2oA1X0zSbC60Q6i0SCK3eVsL97dkiqXh21sptb05o1UIpmmXjkjHGfyrorhlm1LXJLqNGtbGzCRY7YBP8q56LxnpWi65beeGb7PbhEKDIyd2c/nSA3rPViPDviDUorVYfImdQrr1AUHkd68+fxhea9qFxptpEZlvXVM9Pl4GCO3Oa0ltPEGpasbC98yz0jU7gyZHLMDgdffiul1PwlpkOlSx6LB9n1PTiJ43H3mwMjP1xQBhaX4DS51S8stSjW2lMKm2CNkE885rSgSMadd6Pbz/aJLAC7hkH3gFOSv47f1rXvrt7vTdC8QQEl4nCXBHPyE7X/qao3ukJbyX8tnIIJXlVnI5zG4A/xpiI/But3PibxxNqX2d47eG1EJbtkE9Pzrr/ABrbG68H6qnUi3cj6hTWH8MIkh8OzqHBcXLZHcEYP9a6bxAwPhrUsnH+jyA+mdppDPLYiuufCNP7PuALvTI381R1x3zRYeH9PbRdL1uG4kiP2YmKQNjEozyR9ccUy1hsPB/hhdQEpkW/ieGaOP5sk5x/Ol1e1t08P6HpdjI+2bbudjlYgzfex+nXtQwJtGh1hL3U7xbwGS8ICxRL80mB1HPA96w7WwvrDxafDE0Rjt7uVZXjY53DOSd1dFot3/wgUN9a6uFN0VZ7S4PR/l4wecciptQuTJ8SfDmpEKkl1bAMv1JFHmI9Rgt0ggWCMbURQqqOABWJ40jR/Cl55jiNUTcXI6YroM4B4471yni9k1Sa08OBmU32SxXsqjJz9elAxmhNaWuo28lq++C/t12ydQzjr/SslLadLfXdOiAU2t0t1bqPTg/hyDWbozSadol3pbrIZtDug6uo/gyCfzGau61r1to/iHT9fhXz4NTg+zmNOpYZxx+OPwpgR+OLp9NvPD3iOJiI4mCSsOu0/e/rXPWGu3N5qWu6NoMayW99ulEzfKFBXBP6VJqGk37adetqgmv7SArLDbg4EZJyQeuai8M6lazaV4g1O1jit5ZYfs8VspyVbGOPxNC0FYl0uS60P4bX+q3eJLt2aG3lY/MAfl4HpnNaKahc3Gj6ZDo8pAsbY3Eobjk5wD+Iqj43urXRtF8M6RcN8sbrJNkZypIPI+uavCBl8HTSpD9nuNXuViGDyIzhePTjNKQFuHTbXxdrX2LUl3x2dsHdu4kYnkn6YrktM8R3thcva6g88/h2GZocj7vsvvXReEln0rwPr+q3TebPJ5iq+fvbVAFW9K0a0vLfR7NY43swjXV2M8biOCfypgbWmeINOltxD4V09Z+ocr8ojOOp69KpTacI7jyNW1qSZrgFzaxvwD2xya4rUNL1Lw1px1nRbhoFvbho0hj+XOePx59qu/DzXIrCa6i1KJ5NWd8RmTqQcAgelAzoNHOoxQXQ0S1NpYZO+5uVzJnocGrA0bRrrT7g6pfDV7oqQV3DJ9gPXmtS/wBL1bWR5d/PHZaYBucRn53HoW7flWDbXvh3TfEsNnoenNeTJhZJIvmCUAcv4l8Pano1na6tZrMunxOJhbNyYsH/AOtXS6T4+n8XW0umafZR7/s5DtJJjdkY44q/qejarrcjz61qCWFiASIUOGK/7R6Vw/8AZDX2oQyeDrSWN7NstM5+WTBzx6//AF6AOp+Djyx2Wq2kuFMdyTtHY8D+leoCvGvhPdXKeK9WtbpsSuAzrjHzA817MOtAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNP86dSEUAeO/GGxNtreia4T+6jkEcn0DZ/rXqNoYNQ0iJl2tBPGMDtgjpXPfEvw/N4h8Iz21sM3EZEifh/wDqqx4BuvtXg2wDqRLEmx1PUEE0tQZj6L8ONH8OXE+pXkonO4kGXhEBqK8Wz+Id9FY2bIdJ0+UNK+MlyP4R6Dpz71d8WzrreuWvhOOUxG4jM07KcHYM8fpWL4AtYvDnjHXNAWXMSANCX43ev8qAsavjvSprXQGuLOVY7e0i/wCPZvucdx71jfFGyvNU8FaTPaK2YyrsF9CBXSeONY0l/CupQNeQs/lMqpu53YIA/OtGO1Nx4KS3dhl7PG4n7p28GgDmrjQptU8IRxtbiVzp2AXHzK4zWf8ADCwa9+Hmr6e4IEk0sP4lFBrqdL8YaQnh+Ga4u0i2R7XDjkkZH64rB+ENxFPp2q+X3vndRnqpxQ3dgbfgvSbJvBljbSRRyNCxL4HR1Y4P8q5r4m+G7G41rRbwhvOubpIGH+zkZ/mav+DtXttFvtc0zUbkRNDdmRS56qQOAKj1rxBpWu+MNCsLe58z7POzl16bj0H8qLgZHjTwgbHW9Ov0kDabLLDDNCTyfmrutW8K2d94ai0+2zbpbjdAU6qetQ/EGRIPCk9yyFmhcPHtxnI70R+MNMbw/wDaDI6yCEDYV+YtjtQBR+HGlxx6CNQnJnup5HYzSD5uDjj8qxfE1vqHiL4iW6aJdbGsYAJpO0bEt+vSk0HxPIfCFrpmm7TqtzIyKh48oFuWPpwa7nw34fg0CyCZEl3N81xNjl2/wpgYfigQ6X4fSG9kkv7+Zljg8xushPBGOgzUPhfQvFFhpP8AZ095Bb2mMo6jfIFPUdsH3pNNvLbxB8RrqZ5kaLTo/LhiPd8nLfhkV2Wo6jDp2nz3kzrshUsWJ7+lAHKf2ZbWt42g6e7tLcAvdzu+XVDxjPvit6w8L6PpzRy29nErxj5ZCOR/9euI8GeJIzcarquowTedcyfIQucx9gP1rqbzx1o1tp0twbpVlCkJC4w5bHTH5UAZE0yeKPH0VvFsay0n95LxkFyTj+QrvWIwQR09q8j8GNr+hyX99No1xcLev5iNnHGcjtUvin4jarZ2rWx0yS0a4j2xu3XJyPSgDV0SOfxT47u9XuYibLT8w2yt90yd2/UV6IAFUD0rgPCutjSfBdpv027aRBmU7OrE5znvwRW9pHjPR9ZuBbQzGK46eTMu1qANm7vIrG2luZ32xxIXb8K5LwR4qu/FFxqjzIEt4pNsXHOKk8Zyy31zpehQSbWvJg0y9/LGM/1rkbbUn8EeN78zwTJo8w9OAQOv6UCuev528bgMVDNfW1uMyzog9Sa4k6/qPjEvD4dPk2WMNdOOT64/SlX4aWskam81C6mkPLHfxmi4ztre+trtS1vPHIPVWqQ4OVODz0NebN8N9R0x3uND1WSOb+FW4H480/QPHF9Yar/YfieMQ3RO2O4x8rmgD0SVY5ImVgpRhyGHBrybw3Hpl34q8QeGkxJpt0pkRM52HkHj8K7XX/EM2gXllNNEH06c+W5Xkqex+nNctDoo0D4qJrLSBLC+jchgMAEr39KAMN/hzqsGvW2lSqZtBWfzA6tz16EfhW3458JW0mq6ESPK0+P/AEd9o+7z1/WvTY2SRVZSGVhwQcgj2rB8U3Fnc+HdRgFxF5yRMR8wyGA4/XFAHF6h8JpNQv45RqTG2BXaW5O30xms/WfhpYavYMfDc3+k2rGKWNzwT35/EV6domqw3HhuxvpXSNJIh8z+3H9K5nw9rWn2vjbVtMSVcXLiWMdAScDj8qAMB7UaboVrpXjOyX7MFEcd2gzsOe5pPD/wyMHiJrlpFm0faWRh1fPQiu08ayaRPo8+m6nKFMqFkHUggcYrE+H/AIut20T7BqEhhltj5Yd/4h2oA4ez8P6xo3xTjtLRlafLSxlzhWj+v4GtL4tXkt9r1npbzlII4g5X/bJwf5V0Hi6a7fV9N1rS9NuZJLR/3h24DpnoP15964q9e18T63e6lfS7Ll1ZYLUfeRgP8aANLVLODxTp8cdtueWztdyMHzt2gkZGPXPeut8J2zeG/h/LdXAT7TKGc46lsYAzWboWiwaR8P8AWijtvnRwrdwNg4z9c1w+reKNQu7BNCmZYba3w2wrkyFeQCffNJgdR4Ntn0m41jVpGwbeAsUDbvnOTx78iug8B3wltZ5t8i21ujSSMf8Anock/ptqvbaW9npmg6PCFjlupftdygXAKrgkH2wKxPCt41vqWqRNJ/xLLm5+zCMdmOBkevWhALe6RPqeoaT9sYM+o3jTsGHzeWpHH5D9a6/4kXcem+BrqBZRGzqIUAPOCMUSS2v/AAm01wSPL0mxyQei5LZ/HFeOa9cXWs4vJ55Wlubhvkz8uzoDj86dwOy0vwvZwaVoUE8m+4nuFl3dPkG08+uOa7rwhaytNqd9MQwknKxMByUAAGP1rB8O2181lIL+38uDTrI/Zmx94kHJH+e1a3gXWzcw/wBiywSpc2ke9nI4O5m/pQwRyfhvStNuviD4murvDx2ZDLu/hJ6n8AKXwhoy3viS1uGRlhieSUCVchucAjn2rm77UFtvEXieJZHQTHaGQ4Hvn867iHUrjV9TjsfDwSIxWar9oPHrnHr1oAzb3xApt9e0aJV+36hemCJAccFVHX86o+GPAkN3Jqunax82rRrmIk4HIwDj65rTis7VvCbXk0MbaxptyrTTDlzhsk/lXRa3LHpfiLQ9cPEVwv2eZh33YwT+ZoAdqmnPrXgqF4Ri9sfnQ+jIen6CoortZdR0XV4HURXMZtrkdMnGBn8TW3ZK9n4hubYkG3ukE0S9s45H5CsLSNKtrbUdZhmuH8m1uFuEjHRMYbIH4GlYBNOtiml6/wCH2JHk75IecnaRxx9c1Rk1S1N1apcyMLa9tVT5PvCRC3X9K1dXu7XR/Fum6mxXyNQQwSSHgeo/nXlGqJcTahqrWjxzWlrLuikJ6L1O38c0AerfDO1MHh+4k3MwmuXdSTnjgf0rW8cXLWng/UpA21mhZAeucgisj4V3oufB8agFTFIVOfXg/wBag+JWqQ2b6HDP/qZLtXl/3QVoA5KHTJm+Fk1zaiOBPKJkU/M7dT1P3fyrodG0ny9Js7KUhlvbApHn+BxuI/nSeLRb6Lo2sBtotdQt8w+m8rjHt2/OrVgrn4faDfoxD2rIxY8fLu5/SnbQOpZ1/QF8XeDUhkwt5bKQrAfdYDGAfoK4C/vRFqHgyaaRRLDtRyO4DkGvYp7q1sdOuJt6KpiMwXPUFa8Ou9KvtTtZ554Sv2e3M1oidSm9iTSd+UXU+hVYNHnkgjOa4PUdYtrb4s2kM7BR9jKqx6Aktmun8M3Ml14Y0+dsb3hB+tee+IfCx8SeK9U1C4uGjt7KP5Nv3t2D700Nmb4hOr6Z4q1bWNFH2qxkUmc5yi5XBHvxV/RfDSGLRJrtma7EhuGjPKRqPm6fnVmS0n0/wjpOgKGkudRl/eDG47M8k/hWrfC4j1C9nJ2wLClhEAPvE8Ej/vqgLlDxPf3ml+CZliJF3qdzsTbznJC/yxXLap4eha0OqaKDappoTzFb/lrL16fUiul1uB7zx1pGmHK2enwLdYboGBPJ/Km20r3zWOmygbry+NxKqf3VI7fQUCuedX91N4g1y1udccQXHmRo0bLgbMj/AOvXp/ia6sb2JrWCdQmm2bSI0Z4LMuB+oFY3iK30TWLy6maNpLqecWloF4BwBzn6n9K4OP7VoevNpV+5EIuUF1IckBcg4z9KTQXPQ/Fcp0D4R2VioCz3SqMDqecn9DSeC4ZYvAd3d79kt6wtomJ7HAH6k1b8QXtlrd/F5BS4tba2Cxg8Au2VH8hW3p+mR2x0PRGT7oa5mUdscr+oqmMzfF+lz3cnh3TLV0X7I32iYk4wF56fUGsa68GLqELazDcSfa5LgGAocZRcZP55rU8QtJqNzrd0GMe0pYxMD1J6Y/Fqv6wY9E0iMR58rT7JnKZ/iYEfzFIDg7Lxlfam39la1fzW1krlGmjXBkwcYNdvBq+j6fZC38IWkdzqEgCfIMhe25z+tYF7oUGoeFtC0SEqL2/ZpmlA5UdTXNWMeu+ERfSaW6GMyfZixXJZuMke4yKdgOx1yzaCWC88Q3T3moNh4rKNtqD1B68VLFf63rMMYghGhaXCMMx4JPpmsW18XTpPZWOn2TSazO4E0l3zwTgfQZro9f8ACes6no1xc6jqpjwvmNboMoNvPBzSA5/4P27S+KdYuTmQR8CQnO7JPNe1Kea8j+CMYWLU2Vtyh9gP05r1wcmgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHJjGDXhSeIrmx8Y6sttqpt4Q52xBePfFe7P2NeL/AA80q3u/H/iI3cYeS3bKbuQMse1MTH+H7fVF8ZR+KNRkMlkf3CzyjbkPwAB9TUXj7Sbl/iVpptskXqryDt7nIz9MV6L4204XHg6+igQAxR+dGqjoy/MMfiK4iPW7fxJfeDhHLi5ictMe/GBj9KmwMydZ8Haponh2+82yjuB5qzLIrbiqj2x2xXey+LI7b4cRa2YPMUwhTEPXp/SuungE9tJCQCHQpz6EV5WLi2X4Y6xp9yQZLSR0KN2PUfzpgmbFzoOoeKdBihNnZ2EMqblx8zcj6Csr4d6Td+EvFt9od2+4Sxh4MHggZyf0/SvRtDYvodkzHH7leB9K47x5KdG8R6FrowsYk8mc4/5ZkjP8zRYEyDVLuK48T30en6BFqJTC3Mg+8D/nFZfiLRF0yDSvFS2C2ElrcKbiBBkbd3Wtj4cXUN/rfiC9tifIlmBjz3GBzXbaxp0eqaRdWMpwsyMnIzgnpQCOU8Y+IPtGg2EOmRJeTak4WMA8DgZJH41fWLUrqxgFzo1qqpGVYGX5umOPlryjwrHeaP8AE630WdpGW0d1UNzgY6j869w13VbfQ9KuL66k2RxqTz3OOMfjQO55N4K07w9dXGofaL17a9+0MsALbSowPz5Jr1HTRe6fZS/2ndxywwglZxwdo7n1714t4d0V7t79tS0+48i8k3wyIpLYzkAfWuw1yW50DwYdNkM0gu5RFBG/+sWI43A/maYFbwmfDupeJ9WvLl0Jlm2W6MPlZeOQPXJNbHjLw/DIljpcF1cJ9uuAGjMnyhRgnj6GuRU3DabZWltpWImZUWUR7ZIuR+dd3dKt5470S1jYObK2MkmT/eGBn3yKTA0L7xNofhee00q6k8tmiXYVTgDoCfyrB1/QrHW/H+kSxxIyRRfaJnXoV5xn8jV7xXo0F/qqsNGkvJpUEZlZtsaDJ9j61l/DXQ5rc6w95N5jFvswAYkKo5GD/wACxQIsat8QX027imgs9+jK3lST9Pm6cVX8ZSWniTVPC9rbosgmuBOeOQgIz/I1o6d8N7W3e4W+uJbq1d96W5OFXnP403SbOC6+I95LHEI4tMgFuijsTk/1FADvFniq88P6vp+l2MEc7TKB5ZIBAzioNPl8OeJNUhuZYDp+qWsnKg7SzcHr3rU8R+CbXxDrttqU1w0ZgUJtUcnBJ/rUWvaXo/hrw3LetHuktkYxyMcsWIwMmmB59ceMn/4WM+tSW7S2lgGt9w+7zkZz+Ndz45vrbUvBiraATS32FhCHJPHOPfBrivDF7HpeizWOu6S32W/cyG46hVPfpz61v/DnSoLsfa4Lp3trO5cQow42kD3pAX9L8U2fh7Sbex/s65UQoA2I8HPfNdTofiC216FpLeKRCOu9cVwPjHxzcQ+IzoelxwxzKwSSSUfLmu+8OreLpKfbo4Ulxn9ycgj1zSsM0p5fs9uzmN32gsVQZJrznxXquj+I9Mnt7u2ntrqEbopGj5DDpXS+OPEp8MaGbtIvMmY7UBHBrzu4+IWpSQ297LaWskMshRrZV+Y9Oc//AFqYGho174o8VaJHYLawrFAVU3E65zj0H0xXoS6c99ozWerRRs5QxkqeMYxke9WdJuPtWmW1wsBgEkWQhHSsi18UQzeJNW08lfL0+IMSB1PJbHrxRvoBkeF7+bTNSuvC2pTFJFBe0mzjMZ4x9eKv+JPDOkp4av3Me2RYmfzWbktjjJri/iXDqFxqttq8EYt7S2QOszHBkYZIAq7H4otPEmnme/kla1EKotrH96WUd/pRYDpvCVvY674E00SxpLCqYVfQgmsjxNoml6V4s8P38UaWu64KNtGAcY61keAddfwzqMuhasn2eGdjLAH/AIc8Y/SqnxG8UW9/qCWttE3m2Eok3M/BPB6Y/rQB6/craFRLciPAHDvjpXLDVrC08dW+m28MBW8hLPKnPIzgZ/CsHxNq+mXnhjTtUu7yYrLEALOI8O2Mc+lcvf6BeaDYWXidLoROJF2QEk7QSOM/T2oA91GCucck8jqM9K83s9BsLb4uXLbY2Mtv5wQfwNzn+VYnizxXrdjrum2v29vLnhSRhANp5zx354rO8O+IivxKtpZElVpcxP5jbiSeOv400B6lqWhfZPCs9jZ75CpMmO7HOcV5jJYnVNcu7lbUrO15BGu/7i42/wCNe2XtwLSynuTyqRlvyGa8yt8n4fSatMB5s9+twWHGAGA/9lpAd/PokE8ouHXF0LfyEYHoCDn+dcDq3heDw3Y6T5MjSX/9oRyFc/e+cZOPpXpts/mWcEuB86A8fSuAGq2t/wDE6f7Uw+z6bB8pJ+QNySSfXpQBs6j4e26Hr7xqWur+JzkdSSgAH515d4I0C4uPG9tZ38fnLaRZZXOQnXFeu3HjLRIrSeaG9imMKElEOSfauK+Gmrads1PVL65jS9nuGzuPITAx/WkB6hJHGsLiQAxFSHXtjFcn4IP2u+1nUiuBLc7IyP7igf8A16m8QeNNIs9BvJ4L6KSRUIRFPJJHFUvAt/b6f4O0oTttlvWJCqcnJPOT+VAHm0Ol32s+M9Xj00xywmYGVC3OBivQxq1rbR6DqMaC2iSRraYEcA8LyfrXMeFseG/i7qFhLcAx3ecMe55wK6b7Fbal4f8AEmnSRgPb3DyKB1VtqkEfjTAW306K38d6lYbFFrq9qX+U5G7nOPwxTdSjOrfDy5jwfPsCW9wU5H6Ypy30KTeE9Rmk5cNCrn3wvJ+taNpDDaeN9TsnJMV7bpKsfYnJB/QUAR6hdynRNE1m1ILxMiEj0fAJrK8ZzyaTrVvqVlGtw9zA0U8AbG5QDz9eTWJq/iaPSbS98IqA0m9kgmzgJu5x+ZrH8Ox61JBeatDMzz2o8ud87m2Y/h9OKADSWuvE+p29nqU9zLZ2a+aY1T/U5J4Jz6Yro9E8O2Wn+NZbK9RJra9txJaBeFByQQfwArc8PaZp+ha1E1kC1rq0OTI/OXGScn1rn9T1tTqUAkH2a50e+Cuw/ijYjqfzoA6T4dRi3ttVslYMkN8wTAwAMCsTxethr3jb+yLxyq/ZdsbHhRJz39elbHhBfs/izXbfy1SNikyHPByB/hWXqenprNv4lvlDme1lYwHuCqKaQEmtW8Vx8KbiC6AlmsUZXZuSGHI5+mK0NNkSXwro1u+0293CYXGeAe38656M29n8K7+/luZJTeDDB+zkbcfyqnpU8nhjwsdP1KdfPTbeWasclh12j8qIi6nTzWUev+DZmZ2WeziliYKeTgHA/lWDo91di4sLC3gF1JPppQNnGzlxnPetnwnDfXK61qsqJFZ30e9IQ3Q4weO3SsLw54j0vTdZguZkcSC28lEjXODvbj9apbBbU6n4ZXskmhXGnTt++sZ2jx6Dg/zJrIae7ufilfaMrKltMFmm55Yd1H4D9aufDWOWe+1zVHjMMNxcECNj04H+NYuvTabbeJfEMs8rC+aIJB5f3kO3qPzqUNnURSRTahfa2dwhhi+yWvHOeeR9c/pUtuLVZodN87zBZ/6VcljnB6j8sCsW11pBb2JvIGj0q1Cu0kZ3ZcHI3fQ4NV9U1aCDwjrevttUamTFb7OpUjAOfrmmJI5uw1261LV71py0bajc/ZvPPaPI4H5n866rRzax69rWowxottp0HkRyergc/nkVyNzd2x1y0WWLNnpUCySNH3cjIPv2rZ0K1u3tdO08zBrbV52uZUYfNsB7/gtAy6IbW28QeG9Plg+4j3p7EMSeSf8AgIqEWlpq+iXU91DH59/feYCx5aNMZ7ccA1R8VzzefqeuWb7/ACnWytmB6dM4H41dEtujeVFuW5htY4oweu9yd386TYWOT1LTdX0vUrHUoEcw3DeZHbj5uFb079K7HwT4sTVNb1XUNQkjhlhgCRxZ5wvJNdLMIjrzzuiMmn2AYHH3WIOR7VwuveDki0zT5Iwy6xduQYkPysCec/gRRcdjq4bL7XPpcc52wOzXsw/2lPBP4KKpeNpgfB9zcJzPqEyxQnPJQEDH8651fFF7pN9qOmasmy5ktBa22xchCc/410uqQQXmueF9BmcGK2T7U5X1HOPzBoES6RawWfiWS8dnaPS9NUEueFJBLfTg1W8OxNfto8cjI3mTy3LYOeAR1/KqbX1xP4d1qWNM3GpXf2eI/wB5SAhrY8IaXCni68eMER2dukMak9GOd386NQON8VvbTfEO7ZCUuLdVjiKHB384I+hIqD/hM/FdvoE7XQaayk3RmV1zx061ma5dvLrN1FC4EpuHuFmY/MVAHQ9uVNdp4hWK2+C9u8MgTeoO5lySxNMLGr8GrNo/DE12x5uJ2bpj0FekgYrivhZaG18C2JPBlzIR+OP6V2ooAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQkDrS01huGKAF3D1opu0elFAD6KKKAGvjpzXmPhqFLP4weII0BCyRq2PXrXpzfQ9K8kXVbbSPjTdy3U6xwyw7dxPAbB60wPVpkWWJ4mAZXXYR7HrXhOkaQdG+Mv9nqCIVdnjzxwfT9a9vsr611CDz7WaOaI5BdDkA1wnjOOPTPHfh/WZcLE7i3d8dDnv+dAj0Q4x6g/pXz/APFWyuNG8ROsbstjfkSso6Fs4/pXvH2yDzEj86MSMAQm7k56Vw/xd0Yal4Ta5WNTJatvU+g7/wAqQHZ6Ls/sSx2jjyV/lXPfErSBq3g27IOJLdTMp9MDJ/lWN4L+I+ly6bZWF67QSogUyOPlJru5vs2r6VNGkiSwzxsm5TkEEGgdjyr4GzmT+1YiT8qoee1exnBOO9eP/CWH+y/E2vabKwWRCMIeO5/pXr+eGwO/NAHFatpVpY/ELStZ2qHnV4SfVscH9RWZ8T5jd3mgaS7hba6vB5uf7uRWT8Tr7WbnWI7K3i8qKyU3SSA8naCf6VS0LUP+FnXMdjq7iGeyQmKSPqxx3HtRcR7JBBFBbxRxBQkagJgDsOK4r7Vb3/xNlgvmUCzgUwI/QsScn3p3w2nYaK8NxeNLc+cyqrNkqq8dKZ4z8KaZJqVtr91dNbiF1WU9Qwz/APXoGduscHBVEBPIO305rhPDmr6VP4o12/uLiKK5D+Uqu2PkAHP5k12WlzWVxYo2nyI9sRgbOa8+8eaBoejyQaibORjcTbXjhbaWP60MDu9M8QWGrzTRafMZjF1bHy/nXG+FfGOlafp13FdzMl4Llt8PVi2e35Cug8NNbW8ENlp+mXFtbKofe4xk9cE965L4m+GktbKLXNKthHNbS+bcMg+8OuSPTihgenxSCeBZQDhlyAwwa8y0LxZY6L4j1m31OOSK4uLoFSq5L9AP5V1fgTVbzWfDEF7fSRvK/H7scACue+KVq1lDp2uW0UbTWk+WJX72SMA0gPRY2WRBKAcMueeuOtcf4ttYNe1fTtEui32cq08+Dj5R0+nQ1oeF5Nbu7T7VqzwqJEBSKMdB65rnLnX7Cz+IWqtqT7EgtVRAx+8CWzxQgGQ6ZrE1jcabZTWeo6YEKRGRhvXjGM/lWV8PdTTwW93ouuq1m8k++NnHyknA6/hXQaVpFjdSS6r4U1RYmYYaJhuXPXGM8dazviVdWp8NJZaoi/2qUDpIifLkE9D+FNiOwuvC2iatdi+nsYpJGw3mZ6+lbkaJBEqIoVFGAB0A9KyfC179t8L6fcMQxaEbse3H9Kv38QuLN4hKYWdcK4OMGgZwHxigkn0GwkXPkJcjzcHHBxiupsfDGim3tJRYRb0jUhtvtmsyPwVNewLBq+ry39srhvKI44OR3rsERY41iThUAAHoOgFAGH4h8UWHhyJY5WLTOp8uFByfwryHw7FrM/iu68Qx2NzIjncVXgHnoa6CbxRpr/ELUNQvcyLYxiK2jU53Nk5wPx/SututQ1y6nsv7GtkjsLiLJkYcxsSeooA5rV9Fvr7T5NR8V3rR2YG9LSLjDdh/KsL4YaPZazc300ckkFxbS7oSGzhT3I/Cuj1a6tbe6dL/AFeXULmHgWsQyof3HftVb4aiaLxRrZuLaO18qNSyqMAZJPNMGHxN0KGy0e3vIt89/JMib5Gyxyeg9ua6q08FaHNFHd3lqHnljQuWPqAK5ryYvFvxTSW2umubGwjDygt8ofJwAPyrp/GWradDo19YSXSxXS25eKPo24A4x+VSBzujaJpOq6hrPhq7tVf7E+5JAPuocYAPrnNXfEvg/TtP8G6gUZ2MUJZXkOcbRngVL4Dso9I8L/23fTO1xdJ5kzsMnjjH5CsqbWJviLrE2jadcG302AAzSY5cHqKYi1p/w50jV9GsL24M4uWiDM/mdeK5DxP4UNh4+tra0mWPcglgLHo3IH6ivUtYvf7I8OzQ6ZcQ/abKIHbIw4UDr+leY+HoL74j+KFvNUcpFZoNzR8dzjB/GmFjp/EfirWNH8Mzx6hp6ZmTyUlSTcORjnj3q3rGmvc/CUW9qCCIBL6dMk1dn+HlhdFY7i7u5IFcMInfIOKv+LmSy8Lm1jPlxyuluAOyscY/WpGeTaX4q8SDTYVa4nSCE7XZULfLitDw3pOszabe6pHapd292zKUfhm/2sfj+letW2l28OlraRQosZj2gBRycdSa5v4d6iv9iXFncN5b2dy8R3HjGcj/ANCpgUNGhurS2eNvDSQDaTK7HCke3Fc94d0+31/WpJdO0Q/YopTmZpflY9weK9W1hvM0G9aHEjNC23HQnHGK574Z6fNp/hCNZ02SySM7Kff/APVQBwvjfwQdI06+1dp41WWRQkKrgLk/WsrTtU0S2XTlc3wVExIgz8pPUivSPiiN3hmFACVa7iDcf7Qqrb+HoE+I1nc/Yx5LWCkED5Qec5FAHFeILC00Pxno+p2zSy2szRzpvOX+9z+grrkvzp3xIRV5sdbhDHPQNjGK848c393dfECbd8kdnOoRT9xQMH+tdd8Q75E0fQrnSwHa3xL5ydl7jH4GgCK71S3j8KXui3EhGpaddb7VMc4yGGPxzWLqet654q1TTruxt5YJ0j8sMpxvx1rSstHljvbLxLul/svUSkczFvmyx25x25rovEumJpGj2lzpykHTLoOhU/MUbGS360gMzTfh/HqPh6TWJJDLqozIqk8qy9jT/Cmt2d544mg2tDBfWvlSoF2qzrkGuw07Nh4iZSw+xaogkj9pMfMB+GPzri9S0t7F7iO0QfbNKuhdxFeC0WQefxDUwN5Lk2Hh65hvNq3GkXIdWIzlAQwx9en4Vh+ItHm1rxRcR287QrfWi3Q28hiM5z0xwK6jUUi1K9sZHKi21W1aJ+ONygkfqawtQ1FYYvD+pgEfZro2t03+zxgH25pAjQutVksda8M3JL/ZbhDbSOeMnpzV3w1LFF4p8QaZcD95cSeaqk8MhUDj8queKNNtv+EPufIKKY1+0Qs56MBuGPyFc9o3ibw3qy22r6hNJaalaR+W43bd+PbvTQM5PxjFqOjWJ8PG232ctyZoGU43HsAfqKvR3Z1e5ke6R7hbOERySEcW647L36nmnazra+JvHOlvcwTR6Osuy2mA27m9c12GqaS1rohstDsWiuNQby5p+pVfUn3FO9hIwvClzb+Tqul+Hv3wEZY3MzcEkc4HrxWF4c1Ww07UrSWSwkuLkKYPu5UuGJ9OOtHgnwvJpWp/2jqVysVokhQKT80rHjp9a6fw+2n+HfF+oaVfLDGkz/aLN5QBnPXHvxSGdj4asZLDSc3EYillYyyL6e35V4v5V/4g+JGqnSFEnms0ZeRchRgA16RrniefU7qbQPDyia8ZCGmLYWLPHPrULXWneAdCW0tgtxq7AFo15kdj1J9s0APudPtNL8OP4X08wy6lcRf6t+csRyf8+lc9q/gm6XRLCwsrxri5tU81rNnygOe3oOMV1g1GyS6s2u7ZbfxDewbRsGdhOcc9qs+GXtob2608Ttd3tuv7+4YdyeF+g/rQB4vpO7Utb/sy7geO+uLhEkRPlAUEZ/rXqU5i03V72+hRRb6VZ+TDj/noQc/zFZel+FbC+uda8QXE7wSpO5WdDgKABk47/wD1qo6zBf6D4fcrKl9Y306yPcBvn7cbe/A9aTER+II0sDo2nKgJ3fb7ofxNznj/AL5q54euLDW9RiuEX960v2ifPVAgGAfyqnfXMeq6Fq/iS6QSRyQraWkUgwRwecf8C/Sl8HWjWngi+vrck6hcEWaKei56D/x6iwXOmhk+26Bc3kaktql2I0B6lCQv6c1NHcre/EW2tI2Bj0q1LSE9mYEf0FXdPhii1KGEKFg0uDJA6B2+9+XWue8OHfpWu65L8txqNw0COeOMALj8SadguXpvC+i+K5pX1AEaixLoycMqgkD8Mg15W1xc+GvFN9OJHuYYN1uswBwOOBn8a9X0+9hjudX1nk2un2oiU9iwBYn3+9WD4YsFvfDVvHeR+YdT1D7SEI42Arn9BQBp6DLaXum+FoEZWcCSZ1DAkEcjNTaNN9k8NeI9bR2XzJJXjY8HAQAfqD+VcDe6fPY+IdY1PRz9ktLFtifNwSR0H51sWHilNU8EJoqqUu0kVJyy8FC2Sf1NAzmNe043FgLtmKJBCqO+Mgu5Oc9OxFdb8RIm0z4YaTYwsskJ2Bz69Dx+dZqajY6lZz6Ktu8kt1dxgOehUbRkCqXjae+Piex0a4eQ2RaMxxEepA/9loDU9o8I2YsfCunW4zhYQeffn+tbfeq9iNtnCuMAIoAz0GKs0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAx6+YvGQEXjfVRclj+9YKFPQkDB/WvpyVgqkkgADOT0r5+8eW8N34q1O4sUVxCySzuGz19vTigR0fwrmvdG1WTQ7w/u7iEXMIB4A5z/Krvxr1AWug2duIx5ks25XPRSuDV3X5oNGuPDviKBEEW1YJpAMDYwA/Dqa5r4t67pmr2umpYXMU80cpOAcqMgdadwK+pWus6pf6RqsUjRS/ZBLGoOAdm4kH34B/GvXLfytb8PIJQGju4CHxyCeh5rjra8jj8L+HdVMXmKitEzp23fKePQ03wv4+0mCIaZcpJbSJOYUVvmXBPGW4xyaQHiVzCbTU7i2HBjmIQ57ZxXqXwz1y40rWDoF9MXhuFzavjgnHIrCt7HSrrVLy/utrWy3zpIy9dpCgEfQ5NaOnvHaeC49cf510/Uh5b45EWVz/WgZT+Ixl8O/EJL6wd4pLmNZjjgE8jB9eld54M+I0PiO7XT7mAQXQjzuJ4fHXA7V5X4r8S3HifXoL/ymig2qsWByw56UWOmXdrpra7aRyrd2Nzvlz1C8HmkB6b8XbJx4eGqW7slzAwjJU9Q3GD7V5r4EvZNH1eDWZbdmtuYCU7v7/nXoV34ofXNNu7XULX/QLmyZreVlx84Uk/XtXn3h++jXwTqulSOUkjmWaAk85B7flQB3Xww09bbWdU+2wNHeh/MQNwQjH/8AXXVfEe0+2eB9RjLY2pv+u3muf0+5uNM1Oz8RGKW4sr61WOZ0XJQgnHFbviTU59S0C5tdP0y4uDcxMoLrtCgjGT1piNHwfZ2tp4YsfssQQPEGPoSazfiJbFvDi3yqpksZlnXccDAOSP0rF8MeNLXRtBg07VoLiGW1TazspKk5PFXLjVNf8Tw3NlZaf9jtZYynnyn7wPpxQM3Y/EVodGtJoSJpbiMGKFOSxP8A9er96q3eizLcIqCaAh1c+xyDXlkuia34A0ea9iW1kwceYeZADxhffrV7R9I8V+KpEudavGtrB1BaJTguPp2oAu/C7XrE6fJoodhdRTOQp6EZ7Vv/ABCEf/CEaj5pAAj3Lu9eorD13wXoekQJqFrM9lcxj900fLSN9M81FF4U1/xNocaa3qkkULcmHHbtk59KAOn8E3Udz4R08x3HniOPY7d85rz7xdqlronxCmFxZJeC7hRdrj7nzHp1ya1pdM13wLoIg0m9hnLudkMicknpgZoXwFdala2uvXM7jXSyyP5hyowc7cdhQA7Qh4WLO9je3GnXFwcLHIdmGI6j2qSCPXJNWm0PXLJb7TplZIrvZkgEdSa2da8GQeIdOiNxHHaagmD50PPP6cVmR61q/hKD7HqMi6lM2Y7aOHlyf9oelILDfAEs+haxf+FLxjmJjJa5PBT2/Wuq8Q+H216GNUvZbdlOcp0NYnhXQ9Sudbl8Sa5GqXUkeyKNeNi+4/Gu2yV/LpQBwkXgnWbdv3XiCZEDZ244P61d8YeIm8M6JDFFIs2ozkRRBuCx9a6DUr6a2s5pbOFbm4QYEQfBJrzpbWe71M6z4zLW0St5VtFn7jHv+vWmBdtdKi8J+Fob5tMW/wBQb95M6jO1ic5q0uqeI/EsMQsIV0yzYYlkf7w9dvSrVnp3/CLaRqWpC/kvLNYmmjic7gMDPXv09K80vfHHiHxPbrDpsbxSI53fZx/CemfWgDu7jUPCfgyxe5DJdXjH5nOGkkb3PbkVW8HW7Q6BrviG7gMZuy8gEh58sLx/WuI/4QPWbe4s9SurGSWDcrTRbssQDn8O9dzd+Ih4r0NtD0K0lSR8RSlhhY06HnvQBc+GnhqLS9JOqEEXF/l2BOQBnit3xD4X0jxH5SX6nzAcoyNtY1y+m+INW8KPFo2sWv2hRGRbtAMnA6AisjxD4i1u/wDE9pPpVjNE1km51Y9QfbvQB6olpBDp623lqYETbsxkEAVxHw10uKKTV9Sij2LcXLRquONoxyPxJqe48bzzWv2Wz0u4kvJFC42lQCRgnOKWXT9X8O+GNP8A7KQyTQyeZcxjqwJyR/OgDnPi3BZWF3pupKXMsj7ZIweJFHr+ZrI8MeL5PDy6neXNqGS5XdGUHyo3TBP4CofiZrDa3Pp5+zS2sUafMZR1PoK53T57rU0tfDkUWI57gF9o5IyKAPoXStXhudM0+WeVRLcxl1X1x1rh/G/iSLXNMSx0xt10l+iKv94gqeKmu5JLGTUpoFVYtItBbQhv75XJx9cimeF9Mtv7W0+IwgSWsLXE7nnLNnB9ugpAdVqHinTdEsXF1dRi5giBeLPzZx0xXkHhm4s76/u9X1p5INKkZiqg8O30/KsHxvqn9qeMdRuMjyUfaAD2H8+a6B9EuX+Ew1JhJLIkm9ATwqeuPzpgeqaB4n0690e7ubaBotKs0IEjDAbAyQK46w+ILyeMw17KbHSlRvLjI+91waPIksvhVYafbziKa8jd2LdwByo/CvMdMtrjV/EFrauXcySBM+oBHFAHunj/AFGzl8Dvded8rlXgYdSQa4+11/xBZXDtLM66e8YIu3Td0XOB04/xrG+JV8rarbaBG7C3tIlTZGej4PFaY1K/1PwK734QxOVtrJE4+boePxFAGh4w0a0m+Gr6rbK0s8rrOZmHPXBP6VJ4FsLCbQ7K5vjHOl4hhJc8q/YD06iuxvdEB8ASaXjJW0IAH97Ga8i8Iajdy6DqmlRoZZLNxPAgHIIPP0+6KAO40GI3nhbXfDkw2y2TOIvUZGVP51I99FdeEEnuDlbq2a1k74ZchT+oqDQLsQ+K7HUQoEWrW5WQAceYuRyPypt2n2SHVLQxnbaXyzomOPLO0k/o1FgJ7W/muvh3pupxur3WnzLub0UN8w/75AqDx1dSaVqFhqtqgK6jAbWVf72Rx+rVZ8MRDULTxBooVUWQlo1HT5lA/pVfVJLbU/h60VxKFvtKO7DdQyHP6gCgRWstUmHhbTJ5gA+lXarcDrhCQc/lWRrmt2+p6hqGhWkf2m3vGV7Yx8BZP84rF1K91q60uXUbW1a1s74JBJgZWQ9Mgdq3L2XT9E0/w+llYyxX8NyjSb0+aQZGcH86GMlOleIhqWi6Z4ivGeznbaIlb07GugvPC+kv8SrS3+yILcWhcxgcFgW5P5VT1HXprvx/pcn2CbyoIS6xsPmYnPNbOmS3ep/EOS9urY2qW9mBsc8kEtg/zoEYnxH1Cx0zXNBsBCBDayee0cYxx/kGt7xD4iPh6ezvrnzZdNvlCBV4aEgZBx+NYfhm4sfEvxB1q7vNkjRfureNxn5Qecfma6PxBHb6/rGn6MqBhDIJ52X+FBjAPucEU2xo43T5Fl8QprWrobTRoSz2xb+JsZGRUV94i0zVPEtxqetWwNuLfZYxN/Gcnv8AjXUeM49OhkiGsXcT6fbkNFYoMMzdsnv09K4DV9O1LULN9b1WBrO3twBp8Aj+9z8ox60gNHw/cJ4D1C7u9UtpVubuPfaoh3Ag9Aa2bHSrqWVtcv5UHiK4RpLSEtkBQM4I+lQabpU0sI8W+MFYiGNVghUZ49CK19Jv5L6zu/FV1aPHcIrQ2EW3ouOOPfPWhgchb6lrWm6rPbyxRyeILl/lfbu8tTxj2712scZ8H+GAhAl1vUWK5XkmRuMn2HFUfD6nwxbah4h8RLGuoXbGQYOXIxwMdun61XvZ7q5sNN8bTvsRLgYixwsRbByPXAPNCA7DTNFht9ATRrhZGE6EysOnzdRmsDxnpiRXfh22iGLaOYxhWHyk8bcn6mtbUXv7jxTpMtr5osZY90kinKdM4xTPH8MlxoaXEPMtjPHcFQeihsk/kKTA8/8AG3hPU9GsJ9UN3GLXeG8hPug9PXmrnhTULzSl0+z1O1+y2GTcPPKOC38P8qvfE3xDp914YtLRS0rzFHbaOABg1d8Z63YTfDcixmiaUxoiqfvAdDx2ouBTTxetzoHiOWDc009wY4OMF9wAGPUUzxBd2mjaJouiTl40WLz5hjDZ5K/qDVS1sbXTvC9lMl/Hc2VmyXMqBcOCDnB556UQXdv4zhkvJ41Nxc3UcEUZPKRgjOPzNUI0NRmk0X4VJGykz3p2lW6kE85/CrXhHUZZLu8d0QWekW4WEKO5GW/Q0eJJYbzxVZ6c7b9P0qAXEyAfxL0BP/ARTVVrD4f3MzKIp9WuAqAdQGwo/kKAInt4joWhxXUBb+0LwzSj1+YdfXgVn6t/Y72viZpYRHBAghgVFxlgM9O/XrW7dxKfGGk2UmGttMsjcnH97n/AVheM410vQIdRnRGa9uC2NuNo4/pSQXPPLHVJ7KfT1uHzBbOhBTrgNuxXT6Pf/wDCVfFCwujHmJeVDDqFOayNN0qHUdND26F7h52O08fuwBnH61vfC2IXfjqRk3pFbxttXrigZ7xH04xj2p9MTtxT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4v4oapcaV4LuZrVykruke8cYDHBrgdG8KSaJPbXN5J9pg1eIxv3O/nAP5ivQ/iXph1TwNqEK/eRPNUjrlcmqng023ibwhpV3co3mWrDaR2ZT3/SgChc2B1v4Ry2pb97BG/A/vKxIFeHS2Fzai0Vx+8uP9Wq9Tzjn8Qa+qxHb2Vq+yNI4xlio6EdTXgvieJ7/S18SJbraCO/Mdug4BQY5z35zTFY9K0fQNTt/Aun6bOFa4SeKTCngIHBOfwzWLpei2+oav4r0yWKOaSPDxBl+45XqP0r0uwy+mwMw5MS7j0zwK87t5TpfxuuYkJ8u+tt74/vDP8AgKQHA+FobrW/Eg042QkjhuEa5KcAKG6H8Aa7zxdosmjfDbW7SONVha5DRoo6Jxx+YNdlpHhTTdE1W/1C0Uie9wZMms34nGQeBr8xdcDOfSgDxrQr211G78KWHl5ltrpVmLDhl3DH9a9ct7dLt/FumxxIuSyj5cA5jArnvBvgWx0jxNaTuGcG1WeLeejHP+FeppbwxySukQEkhzIcfeoGeHWUsuq/C2eNGDz6RcPhPRBjJ/nWhpXw6uF1rS9UtWjm06ZVeRWPIz14ro9E0W0Txr4m0sJss7uAFo1/2iQceldxpmmw6Tp0FhAW8qEFVLHkikBwFrrF7pvj5PDnlhNN8xmUsuQy4GMfiDXpQGMDgYHUcVw3iu6jTxn4cjjVTL5rFtv3gMY5/KtLx54lPhjw+11GC1zIdkSk9CeM/hTAq3iw+J/Ef2ERI+n2RDzPjhpAThfoOK6uZ47W0Z5GCRRLuZhxgCsDwabKLw/biC4ikuJh5ku0jJc9SaxPiNrcUF1puku7iKeUPc7OSIs/y4NAGja2s/inU/t+oR7dLhb/AEWBv+WhH8Z/z2rpby7i0yyaaTASMcAD8gBUOl6jpt1CsNjcxy7EACqckDHpXLaxrun3XjSz0e5uI4obQ+bJu4DuThB+BGaANbS9OuNRuF1XVlUkHNtDjiMep961NW1BdMspJdu+RvljX++e1XQQQSoHTA964+LVYNR8e3VtcTxrDYqFjRu8nU/oRQBqaNpFyf8AT9XdZr5+cEZEQPYehx3reweW6ZpA4Kbh93rn1rl/GXitfD8NvBCnm3123lwxk/d9zQBT+IXjBvDGmD7IqtezfKpP8A9cVzVp4t8P6HpsV08Mt9qnDPNKvO48nnnFYHjUapoksC6lc/bJb5d5X+77L6Vd0G3S68JXH9sQfO11FbhiPmAJH6807CvrYmuPiV4ja8dILNYxsMoiKZIX61asvifq1q0MuqWaNbSqGVgNpA71VjBj1jxcdm42toI4nxygK8VY1HRUlt7czR+dDbaS0jAnnPz4oGUYPHMVp8QG1VBOum3ahWEmcZ9RXrN7Y2PiXSHgmIltbhAVYfTr9a8/8RaLa3fwssI1t0SZmRYTjB3Fsc1P8P8AxJPp1wPCetER3UC4idjwR1xQBX0+bUPCN6/h/WYjcaJckxw3BP3VPBB/CkuNDuPAV1/bfh8Ld6XLzPF1IHcg816Pqmm22s6dNaXMYMMqlST1HHBFcJ4Lu5tE1m88G6uUkVSXtGY5Dxnt+hoEdzo+qWmu6TDfWzBoZlJxnp2IP5VxWmiTwT4ourO5AXR72TfDP/zzduNrH8BVbULS6+H2vrqVkWbRLlws8XURnJzj26V3l3bWPiHRzHIFmtbhN2fUHofwpDM7XtFuLu8ttX0qYLdwDhW5WReuKxWkTxfYuLYfYdesOPL6c+h6ZU1a8LX95pupzeHNTJZ4QWtZW/5aJ2H4YP51B4xsLnSdStvEunRsTC227Qfxx9298DJoA2fDGtx6xbGKdFj1G3OyaMjkEd66Dnng8d/WuM1fSXvDD4k0GVkutoklVPuzKO31roPD+uQa3p4uEO2RDsmjPVX9KAOJ+K9muoLp9kuxDl5TxyQoziuF0x7vwzrOla3qVsDbFCEEfJPXr6dq9O1bT01P4jW8F3l4RZEqgPQncCf8+lZHjTwsLD4fXUImaRIJPOjJ4ZF7j9KAMrTfEEWvxw6PAx+0X10LmZiuflDDIP4LVC88R6ro2pawYYw4upBaI390gD/GrXwY0OG887Xp1LXUTGOM7uApAyMfjXQ+OvBIuNGiXTQwc3fnO2efmxk/higRz3w78G23iHQtRk1WIb2kMIYdcjDZ/wDHq6nxhbJoPgCDQ7U7jMwtVLccE8k/nWh8MrBrDwdCjg+YzsWJ6nBxn9Kk8feHpfEOiiOOYxGAmUMByMc0DPIJYtbviNEimLizKwxlBkAscE5/Gu78M+Cv7NtbDVvL231sHadHPB9MflW18N9NhtfCdvNJEDcSMWdyOSQcZ/SuuvnENjPIMHahPPfikB866fBeav4h1bV5bZpRCskmH6ZAO39RXR+JLS9tdI8M6ZagpdSN5xjUfxE8HFejeDLJJfC0ck8ce663lsL2JIq9qmnWEDnWpYgJbOBthP8ACACaYih4F1O81TQ3XUgDcW8pgY/3hgH+przGxgTRvi/fafIDHBd5ixnAKsOv5k16T8Nw7eFEuJOlxK8mT1POP6V598X7U6R4q0/WoFYsVHT1U5/woGF7cXmgavY2k8Ra0sL0bJFHRGIOP512utR28fiTz5JhFb6jYmIFuFzgnJP41kap/ZGs2s0t1cxr9pslmt3PVZhkf0Fc/eTa74rj0ayu7RoYg/lpcuM784BI6dBRcRFoPiu5g8axNHB9obyzbmOIY3HJwf1rQ1Twtf2fiux1TUJY2XUrpUltx93Bx+fFT3/w/j0DVNJk0y+lWWeYKzsMsOmT1rQ8XaFdy6/ocI1GRnMuUJH3cc5HNAzofE9lAINH0i3Cwq90hVQMABSCePeq3jNraPWPDG9EYm72qxH0rM1jRdRk8aaJbT6lLPGwZic4IxzV3UdEiuPHOj23mzNHbIZgHbIzk/4UMQ6O7tl+Kk7TSovl2ioh3DGSWrm/iTrup6b4qjt9Mdla6s1RnQdF3Nn+dbumeERa+L9b1HVIVewZQ0DPyABye9cfqtrfeLfEFxe2ECGwjURRSSD5Y415J/nTA6q0g0TRfC0V9AhttS8v5G6SSyc4B+profDli+j6FLqGoHdezK01zIx9sj9MVyngfR5tRlxM4m0q0k3wuR9+TPP4DArd+IlzdDRY9L08qbu6faozj5B97P4UmM4XSLOx8b63Pd3uotbaik2+NH+6QOgHNdi+r6tHal5oLXUbeGUrlMZj245I5zVHwvpOnW3gOfVrmGJ7l0eSRscqyjAAPbp+tR6Vptvb6Lol7DNOJb6UrJhsAhmwRihBc0dV8WXFnaqNT0QNbSOFhBPDE4x296reIPEHiSw0u3litLa3tp3RATz5eSMY4qP4h6GBZ6RaxTTNFJeJGVZshcsORTvG/h+6t/CEMVrd3E0oeONUkbI5I6eho3YPYde29jYXK2upTC6k1G1YmeY/x7TwPTtVTwRLceJPD1zoU8SJZwB4Sw+bOc4x+dVJdAj07xZ4fivHlujcRASiY7gpHpWhZyDwj4s1a3t4Ga3kVZ7aBO7Nwf5U2JGj4fkub/wXPpr3ZsrrTpDEZj1AXnJ+oIqTTNRj8T2Os2scvmlLcwb9u0twefxzXLePrfUbLU7eSxzGNY2LLFno/wDkiut8C6Nqtg1zPqsSRuyrGix9CB/+uiwHJi0h1rwtolokYaa1vPKucDn7w/piut8X6Fp0Xh0+VaIJBJGoKrzycVylvoWrW3xG1O1sJljhdxcgP0HPYfhW743g1qLR7U/2gJCbmNCAu0ZJHvUjNHW9DsE8OQww2aKZniR9q8spPNcr4i8MR6L4l0670QLbiGBpXVuh25Pr1NaPiObxJZyaLA1zCBNcRoCqY7jrzzWV8QH1JPEmh21xKhNwwQbBtyScYNAmc6PEOozT6hZ3NsVvdYmVN5H8BOK9E1crJ4n8NaIULJEhncdjgDGPxXNct480y7fXrOSS8RbuGKNrcxps53HAPPqKkk1bVdB1dtU8Sx+XMtn5VpIgypbB4NNAP1SfUL7xtfmzwqSutkrjsMAn/wBCqD4i3s2qoNCswrnT491w/vjoPyH51Y8EgtG9zOButLd7thI2QJG3AEfkKzYV+0Wn2i5Y/bddvFj3nnam4A/TjNKwGhDqNn4a0CzjaKOzvls3kKbfmZyCAc/lTfgrbSPfatqEi5WQbVbHfOT/ADrn/GUAvIb28bdusSlpbu5+/twxP/j1d38GlC+E5iFI/wBIPJHXhaYz0pcU6mgcU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAILuFLm3khlGY3Uq30NcDBqmnfDWzXTr1pnEkhkVo0yFUngfpXob9PpzXlHxpNy1tpcSr/ozS4kYdecd6ANK78aXGvQahp+h2R86OEszzHGAR2GOazbxJovg6qXtp5U0ZAxs/2uv61uaN4EOn3NtfW+oumY4w67cllHOCc+9YHjPWr03fiHS52QWy2waBGbHqMj8qAFt/iyllpkMcmmOXWIYPmDnHfpWfpuja94su7/AMStI1k5iJs2T+MYPBNafhn4Z6ZqHhK2mvS5uLiPdu3fc7fj0qhqra98Lo4JkvWu9LB2+URgAZ/GgCfSvijqMUDW95pwmltsq5Q46celZfjPxzqPiPRPsNlZbVmG51zubj2ArT8C+FNP8V6dPrV/FIr3EzYCnAI45/U16JpXhbSNFYSWVoiOBtLYySKAOSj8RQLD4a1eWTy4FVoJQePm2gf1rm9U+K+tQatcQ2Swvbq+IzszkfWsjUNNmm8XQ6UwuDCdUwVz8gHynp+Ne1QeGNHgVdmn2+VA52dx3oA898I3uq3sPiHxBdxiCVrf91KyYChRk1x9r8QfEUrfZJNRdVLEGZBk/gK9T+Jk8ll4NkitGWKS4lSL5R2Y4YAfQ1p6f4O0NLG0aTT4HkWNSX24LHHU0AeR+FZNXk+IdvcW+++GdrSOCfl7kg9Mc967vxN/ZOq+Nbew1ab/AEK2t/MILcFySMH8hXX3i2Wg6Vc3cUMcSwxs+AoHbtXk/g/WLjULnVytpC2oXDFzJccFUPGB69KAO5vPC+mXFil/oZWO4gXdA8DHaxHZh6UnhO3XW7f+2NWaC5vZAYcADCqCeMfUmuO0v/hIvDdvq1/KjS2YU+WsR+Tce+Mdqx7K+uJNGgtdNE9trQJkZtxVSM5wBQB6b4n0OPTdGutT0WNbW9tkLhl4DAZJBqt4V8P6dqfhmC71GGO4vbtS8sxxuyTgY54xXJweLdcm0ubQNVR/tVy626ysuBhuDk/jWr4ntZPDGkrLplo4gSIAXMUhJifnnHTFAHXaNp1/oQmhlu/tOnoC8Ukp+aPjke4qn4d0KzvtEa5vrdHuLp3cv/EBnAIP4VjPr+s2HhuNLlPtwvICIbtezEdCO9Uddm8SaQul21pfTsjbWnEC4Ea9TQB1uk6Zqmi37I959p0wqx/eNlosc1wt3plz4r8V3HiBp2Sxs5447V+z4PI/WvRL5Z9b8NPBp14qyTQlfMYc8jHrXJSNd+HP7I8LR2gkikdC06f3t+STx+lIDI8bPBqXxA0eCYM0UTRJkDjO/kflVvV7+y07W1jllC251De8a8n5VQjj8K0viBpn2tLW00pQ2pPMrnb94cDk+nSrfhf4fW+nynUNVkF5fScux5UH2ouxW1uecS6xe3eqaxcQWk/2TU5FDPsOQq8Yx+H61c8Sazcz3MsVlbz2tpLbR25YoeQCc8fjXtwsrZI2RYIwp5KhRQ9lbSR7WgjKkdCoNMZyOom01bSNCt7SeNlM0RGD/dIJ49a5LxR4b/tUX2tWBcX/ANtWGI59AvT862L74f3drrr6jol35aAlkhcHapPXBz/Ssy41LVPCZtLDVIUxJc+cJd2Rxg46d8UBY7fwXqF9d6GItURo762YxTZH3iADkfgRWR8RNFmkgtvEemJ/xMNOcMAP40zkj+f51BrPiTUdU8QWei6Iojhu4vMnl25IByCf0612Njp8OnabHpzzmXKlWLtlmz6UgMqHX9H8QeFo5Ly4hVLiPbIrfwtjH4c1zfgDXk0yW90G+ux5Nsxa3lcYVk9M/gah8B6Npkuq6zZ3UCTTWtzvjDHdsBx0rV8faNaI+navKhNvbSqksfQFCe/60AQeO0N9Z23iTRJhLNpsu59h6oOSPyrstP1G11bSYJjJGyzRDKEjnjkYoS309dI2RpDDaPHzxgFSK4L4cafpuoabepceXNNb3LBSpOVXjH0piNvwokujeINS0N5d1un762R85VT1H6VFYldE+IstkgH2fVIvOTHZxnP8hTvEkFvYeLNFvJwPs8wa3kJ/8d/nS+KNDgtIIddsIwlzZMrk+sfVsDtxQMn06YS/EnVRIRlLWNVyf9puldDqqWl1pt1FcBHi8s+YCe2K4G7XQr+7k1eDUJmuLlRuMHPlkdjzVDVYtBstOW4k1e6eR/lkwc5B7EdqAOh+FdrHZ+G51jYfvLp3Cr2HA/pXQeLdQbTvDN/cxsBKIWEZboWIOP1ryq7ex0fRoX8N39zDfFhvPYjPPH40kGsah4k8T6Npc9/9otSyyTIBjo3egD1zwvHNH4csFnGJfKy4HqTn+tJ4snNt4W1OUNgrbPj67TWtGojRVHYY+lcz491GxtfDN3b3su03CFI1Xkk4oAueEUWLwppyjp5Wc/Uk0ni68ax8LahOv3vJZR7Eg15NFrmq6XoVubPVJXKKAImT/wCvXQ2fjGO88LPF4ndjJcEosUafN2xQB33hyD7L4csYycnygenrz/Wuc+J99NDoMWmWzbZtQmWAE+h4P864G88X+JrK6mjs5JfsSDEGY8HGB1FM8NXmq+NfF2nfbJjNHZv5jZHAI7H0ouB7J4d0pdI0CzsBz5UYB+vWuM+MulyXvhq3u4wd1tNk49DjP8q9JUcY6cVm69py6tol5YuM+dEyD6kcGgDwHTIF1jw7aw6ZBcz6tAxJbOVVQc/411Oj+Itc8R6/pcCpCBaMSEX5TwMc+nSsP4eahqemanfaTp5gBbIJmHocHn8K0nsNa8DeKR4jntUntZnJcQHgAjkihgdN4kTxBq3ivSra2SG2ltm89fn3Ajvnp6Vm+Ib3xJa+O9MgiWCe4CZjRRxgk7jWvoviXT/Enji3uLMggWpV1cYKnk4/l+dT29s0vxcu7p8H7PZALngLkn8qAKMGo+If+E+UXVgssq252Ip2qAc85wfeltrrXtR8fXV3b2cQNnAsMkTtgdzwfxrUbUrW3+Ic8txcxpCLJQrFs4ILE1y2oeMIoLjVrfRD5l5f3H7u4IwqjaB1+oz+NADdb8aahr+k3em2sCpLE5F2wbgL6D61nReGL+x1nTtN0y9kV7mIGYKeY0JOc+2M1NoyS+HbC5vNRssx3IEYhlOTNKGyGHtkir3gaG+t/H93/asgWWW3DKu7PynPyj2oA9S0yxi0zToLOEfu412/j3rgvEsialFeagWcMsn2OzKNjLNwT+tdjrup/ZrBobZwbyf5I1yM5PFctq2k3AuvD2k2LJ9ogdriQuPl9RkfUUgM/wARafqPh/4ax2YulYECNlCYJLdOc+9Xja6imleHdL3Qx3OQ6P1xjBPH/wBeqXifVNYv/EumaA9nFuDi5PPyyKp9fwNacl/f3Hj5IY7IFbK1GVLZHzZBwce1Mko+Ihrs3i7RNPlaCVFfzkwu0MQfx9BVzxhfawdQ0a0WxG17gP8AJJkNjHXj61BrlzqV1450lYbFgYELBd/B7dce1XNa1OWXxVoSPYzKys+9SO5AGQe4FJO0hvYxvEj61N430SX7JFEyPtRS/DdO+KT4iWGrDU9LvYnVJblhblYzgrz6+nPpVnxzq8sXiPw862k4Md13XG7p09avePZri58OR38FrLH9jlW4ZnG1gFIJx19KLjS0MS5tr/W/BMsMjPLquj3GQe5xtP4123hXWp9b0y1ugqqoj2yDOSHHY1h+D/GmlarDfzTiC3cHLZPzONo5Nc9pniaDQ/Gl1DpySS6PORJJtH3D3b6cVSegjpvFd6nhvxXpmuyr/o0qm2lI+vGfxaqfi/xRpt9Y6cYpXaNbyJ5BjoFYGug8ZaSPEXhSeOHaZAnnQsOeRyMVzfkHxj4c0F4YhI9rdoLoNwVCsNw/KkMteNNSsZ4NAuVuF+yi7VjJnGAu01T1rXNF1Pxto6TSExxkMGK8bs8frir/AIsWzn8Q+HNHARlFx5jxDgDGMfyo8Q6DHc+NdFuJfKjsYhgA8bnzwP5UkDIPE1rbaj4nsbxJYp0doIhEjZIxITkj8an+IFhBqVzotnfsV08yMZGHB4A4zVC/to7X4p2MNtCscbxB8gcFgx/wFbHi0A+IPDqPtaJp2V0PIPT/ABpiR594g0PVfBNtdXmn3KyabeARZJ3ttPA/maoaMZNc8UadbRXn2NrKEHLnA3ZJ49a9G8b26axq+j+HVOIC5kmVeCFH3cflVufwFoL2M8ESEXTJxOX+cHGM5pAeReMpZE0qzi35MsjvJt43nON36Y/CvcfBdgmn+EdPhVdv7oE14NqdvKvjKy0C7IdLOZIAR3QtnP5k19KW0Sx2kUaYCooAx6Yo1uMnXpS0g6UtMAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEPJrzj4ySiLwjC+AW+0Jg/iK9HJxXnPxkt2fwT546QzISPqRQB3Wntv061b+9Cv8q8W+NtlMviDTbhMiO5jEJI7kMf8AGvYdBuFudBsJ15VoVwf0rl/ifpD6h4Xa6hQGexcTqSOijk/yoA63SIfs+kWkIwAkS8Y9q534laQdX8EX8SD94i+aD6BeT/KtfwtrEWu+H7W9iPDIAw9CK07mFJ7d4ZF3K6lWHqD1oA474VhV8A2O1skAhvzrtexJ9K82+EMpjsNVsN+RDduVHoDgf0r0o/8A1qAPJNY0vUbD4wWVxFHI9ncuJCeqhjx/QV60Dkc9aa8aM6u6qXX7rEZIpy8cZ6e1AHnvxMZ3vfDFqpGybUAHz3GVr0JQEjVRxgcCvOvidn+2PCRHUaiP5rXoin5VJ67RxQBxPju8a8udM8O2zjzb2ZWl9owec/rW1N4V0i5VWksgr7QpdBg4FcL49Gq6H4ztfE8cKy2Vvb7CCeOrf413nhrUb7VdKS9vYY4RMd8YVs5X3oAoavb2qSad4ftYlXz5BIyf9M0IJz9Rmty40awuvLM9rHIYxhCy52j2rzfxPea14Y8ctr/2QXFhIohUZ9+Oe2c16ZYXUl1YQTyQmGSVNxjP8JoA5bxBax6p4m0jToRGWtW8+bjlV6D/ANBqW/8ABIvibeXUrj+zXO42ucgewNc1Ya1eaT8QtSt7qwae+vAPI+bH7sfgfevUFLNGGZcHAOAe/pQI4vxBZxRjQ/D1kWi3yhhg8iNeT/WtseH4F1IXqTzxn+OPf8jdq5rT9cth411WbVpfIlhxFbLJ3X/Z+vIrqJ9cjXQLjUzG8cccbOqyDk4FAzmNeu5IPE8JsLoWwiiKykDKu3JClfx/Ws7wxruueK9UlvPNgWOzym0rgKehIHevOU8Y6jNdTznAmuZ/MaRxwBxwPTgfrVXTtU1LTILlrO5O2bOQp6k8E/h1psR7xJbweE9IutTSGW9uQC8j4yzf4Cub074gah4jdjpj2lvsbaIrhvmbPftXTaXaXV34DgtZJC9xJbN8+ec845/GvOv+Fca3dgotrb2k4beZlbDMaQz1zR/7R+wA6oYTcZ5MPTH+c1xd3rWvanf6nJZXMVpptpKUMsncgDj9a7HQ7GfTNCtrKe486eJMPIf4v85rjLXQT4k8I3lnBdmJnvGcsO544NAFO2+IFxot7Fbao8V/DKf3ctuckfUVc8fWMnirw4s9pH5UVuPtDSy8NsHJA/I1zmnfCPUrfUhLNcRhITlGU9ceta/xA8RX8F5a+F9PXa1zBtlkxgYIwR+n60AZvwyutO07T7rWdS1CMTxEwqXbkIOen4mptSl1GbxnFfXE9wNGuCDBcr0UZ6D0rzLSLNLu+ubOWVwY1Y8DqQD+de8+ANZtNf8ADcUaw82mYWDDOCO/60kI4c3beHfH8kfh11uIr9R5hc5UkZ7+vSuotW1jxB4a1uDXI0j+VvJOPlBA4IpnxSsbWPw8k0RWG5jkBQA8tnGR711Vk2n6P4dimmEdvb+SryZGASVGcj1pjPMNW197DwtpNukzXMso2XDyNuVAGxwB9KxYtQk8D67s0q8E0F3GpklCY25znAzXW+APDuk6w2q3k9oJ7VrhvIEnIxwePbJNa3jTRNCtNPtyttBFOLiEKowCQWGeKAMK71LTPF/h6+Aubj7dbIZYvMfGWA4IGPXFb2jX8d94AhbWb9vKmjMeEGxn7Y75/SursNE0y1VHhsYI2KDcVTrxXFeHtIsJ/EOs6NexCZbSYSw7ugU44H45pAV/hTqdlu1DRlCgiZnhVhhimAOfyrc+INtaw+GHiW3UNcTpGuBjkkDNZV1YaTpHxA0s6Kka3JLJcRR9lPc1u+OoGuItIiT/AJ/4iVB6gMDQBtW2jWCWdtG1rExijUAlfYVxcOiQ6f8AGOGS2iSOKS0ZyoXv81ejqMRgf7NcNcOZfjBaqjEqlidw9MlqYHdZwCT0rgPE9pFqfxE0WylIZI0aUqec9f8ACu/5ORj2rz6zhW8+MN5LKxzbWwEY9M5oA7b+yrHIItYgR0IXHSuU8Tafp9z4x0JZlRpAzN5e3jgcH+ddvng+uK89vna7+MlhAPuw2bN+PzUAd01tBsKtEgBGD8vSvPfhXFB52uvETn7UwP04r0eT/VufbivMvhC2ZdcHf7Ux/UUgPUaYSM9PSpB0pvQmmB84axHZ+HPibdm7j32fmnK/XB/rXqaXmoa7pTWGmaOkNpsCrJcHIwRzxjn8689+LmjrYeLYLxifJvAPMJ5wQTnHvjFdlo040VrW+H9ovZ+XtZX5Xp1FAHO3fw/vvCh/tS0vFmuLc+c8CfLlRyQBk9gaTxHqt8dOufE2nXCpb3irBLExxIren616S92dSddQsNNMjiMhZZ/kwD7YOa4C+8K6qdba9htoBbpIJHtN25frQBb8L+GdKsfD0Wt+IpGE8ynIlk6g9gK0VsvCHiy0lsNMCwXUAzGyja2e31qn4iMOu+IdMs5LzyI0hBjjRvlSUE8EflVOfTr3TPibpDxXEMt28YE3lrs/d5OQeT2zQDOe8LWV94w8TSabqN9K0VhkIc9CCQMfiK7Twz4Mt7+9u9RvrmWUxStFBIH6qAOv45rk9GF3pPxH1M6Hb/amfeMDjdx1/A123gufVU8N3FvFZZuUkcM0r4AJ69vehiRneDPDceq6/daw1xJ5FpcskMZP8Qxyea6K01K1k8S6tqRSaVbUeSHjTIAHJ/nXF+Edb1vSPD2s3H9nrLHDLJJJKzbfmx2457V3fh0LY+DPtrsHaWN7iRtuAxIzz+lDGY+iarp2veLptbkuEQQp5NtG4wVGeSR681oaBe2914p166jmUojLEGLcYAz1/GmeAtHto/DC3EsERe8d5CxHLAnABNVPA2h2cra1cPbxPDLeMqgjgKAv9c0kJj7XVPtnxTlRbhWhhtemeAeau62+PHOg5kITbKQScgnb2FYvhzRdOf4geIo5bZH8rYIlI4Ax2pmr6Ev/AAsvS4Vu5IrZoWdEVsYIzkD9KOoF/wAeX9nb614ea4YMI7kttHOOBj6V02tyWd54fu0mljSKWBlJJ9RxXMeM/DtiZ9HAjCg3a75H5J5Heuq/sLTGWN2s4yYwNvHXjrQxo8i8D6VbeKENnHAsaWsh+03B/wCWo7Cu+fw/p6+LYreGFY4GsTHIq8ZB3D+tZfhaez0HWdfVRJIv2rAES7ig2g+vrmo08U/bPH08+n289yIrRY/KxjnLHP60IDsNM1C1TVpdBijZWtIlYZPUHP8AhXK6npWt+Fdcm1PQLZru1vG/e24PCE/xYpvhm9uL34gX013AYHFsuBINrMAzcgfjXV2/ijT7zxK+iwNvnRN7MDwPamgOD03Rp7L4nWdxqV09zfXNs0jZ4WM84UflWj4tttTl+I2gv57HTjIpEe7+MNycemMVtePNMV9LbVYJVt76zHmRzN3A5I9//r1y+hX6a5PZ+INT1IpJbyELCOd3A5x9cmhCNq5mvbv4r2cKxg2dvbMzNt6E54zW34kspJLiw1AOgSyZ5WUjJbgYA/KuaHi7S9I8R30peSZrwgxooAAAxkfpWg+t2+vana6fcaY2xR5rGQ/KP84oGcNq2p3HiDWUvNCS5hv5R85LfwAkHnHHQ1zWpS61azS3Ek08cSttZwSw/Fq6xpfDSazOtvaXaqjmOXyjgc9NvFZui6No2oavrFlqUjQQhR5PmEBvxHegDJ0Vl1j4jWUiK0itMhY45OMV9JIAFAAwPT0rwX4R6f5vjO7nbEiWgIR/XOQDXva0AOFFAooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBDzXIfEmwOo+BtRiJwETzf++ef6V2FYviu2e68LanCh5e2kA4/2TQBW8DAjwXpQJz+54P4mtXVLJdR0u7smOFniaM/iMVzPwyvhe+B7JActb5hb2IP/wBeuwHX+dIDzP4Tz/2b/anh24c/aba4LhSf4SAP6V6aTx6V5TrFqdL+M2nTWzGNb6MeaB/EckV6pnIz+lMDzHwjbp4f+JWtaXuwl0POiB4ye/8AKvUOMD1NebeMFj074jeH9TPyecfs5btknj+dekDBXPb19aAMLxJrp0NtOXHN3crD+ZH+Nbud31xmuH+KGIdEs785LWt3G6j1+YV2VrJ5ttDJ2ZFP6UAcJ8TcC88MNkBhqA5/Fa9Aiz5SbsEgYzXn3xUtzLBocgbbsvl59MlRXf2//HvHzn5Bk/hQBkeLbEX/AIX1G2C7maBzGP8AawcVzfwpVj4YMj3UssocxujHhCO3612Wq30GnaXcXlwQI44ySD/Fx0rmPhvpb6f4ZaR1KtdyvOFPBAJ/+tSAd8SY5Z/CoihbZM91EEP/AAIVpeH9Hu9PtYzeanPeS7epOBz7VmeKrlNR17SNAjYF3nW4kH91UOefTODXXFgke5mwijv2A9aYHnXjDRpNR+IOjmyne3uWhbdKh/hXJ6V6HbxGGFEYs2xANx6muH0Mya78RL7VRkWtlF5EDDoxOckfn+ld6cjj+tAjh/HS3Latoi6ZBDJdmcs6uvbAwT+tJ8Sb2aw+H8qy7TPMVib054NaNjfR6t44u2hCvDZQhDJ235OQPwIrD+LbCPRtPmkCtFHdKzxH+IZFAHnni7TdNe009dOkt4pUtg0qg4LNzxVX4Z/Zm8WwJd+WI3ymyQZDZwPzzUN1qD3c5MumokN+ymDjGxRx1/A1LoH9maRqdnqbMs9xHKT9lJ+7jBBz359qAPo6KNIYVjSMIijAXsBUw7+teJS/Fa7fxBZXXl+XaDKzRZ+8Mnnp1r2Ky1CG9sIbuB1MMiB1J44oGVfEGsroelSXZtpJ9o+4lcr8K/tbaNetcwNCkt28kat1wQtVPEPxSttM1l7OC2W7hA2uyvxn0xit3wp420/xJEVjVLebosJbJOAOlJgdWwUAk9ucmvHPEmrWOq+Gb++lcfbor5o7aReG428V3fi/W57G3XTtNhkk1G6GIwBwo9Se3evBtS+2aBrkunSzCZopfMYMPlDkCmIdamx0+xvJr8PNeEFIQhwVyOp/OvRfhzeQeHdFsEnkVptUnICDgqOOv515WAsuuf8AEyk3q5y5UZyPb0612/hCC213xXp0VjHKYLRS7PIfugHhRSQzotVgt7v4u2kE9x9sgaMv5LHKoecfyrp/EPim00u+GnXFhJPA0YMrKOAvIxj8KwLywtvDfxVsNQZFW2vo2jDHqJOf/rV6LcwRz28qsFbdGV6cnihgYPh7VI7/AMLtd6PZLDEpIiiz94CuL8QXtrrPibRWitZ01hLhd8MmfLUBsn611/gKaA+HzaRgpJBK6OpPIOc/1FR+Inh0vxPo+qSxr5TOYXkI6FuhP4mmBJq3jLTdLkutPnlkguY4zsOPvMR/D+NY3h/SZPDum3XiSJ57+e8UMytwwGTyeua6HxZptnc6Fe3klpHJcRQM8b7ckMATkGpvCOqxax4ZtLqP7pTYy9cEcGgDL8IR6fqF1fa5b2k0c0743zDHYZxVrxHMi69oVu+NryuffgCrug6suoS39v5SxPaTGMxj6Ag4981jaywufiPolqRkxRPKR+B/wosK52p46e1cJZssnxavBt5W0C59OW/xru2XIxmuM0vbN8TNVkRf9VbIrH3y1Azs8jv3rgNH2H4t6v1JECj+dd8cBev44rzPwzPPP8XNdcrhQoU+1AHpvb8K830Urqnxc1a7RsrYxCMe+c/416QecV5j8NEMnibxHdsOWl2g/Q0mwPS5GCROxHABJrzH4RFTca6V6/aCf1r0PV/3ejXmHKgQOd3pwa8/+Ddtt07UrkAktcsufXof60gPUaaRS9qM+1UB5R8brVDoljdYO+KUjI64OKn8LeKftPhGMajf2tqyDy1/ibHatD4woreBZnZc7JUI4z/EK4X4f20L6Q5m02O6dnO2SZtqqeO2DQBvtrzwvJa6drFxeO6lQiJ/I9qy9K0vVtZ1XeYbwlCfN858KCOmTjmurtNDvLSGa4muLO0t3BbzIEBb8DmqNk10LmQWOq3kschBYRpk/wA+KQE2seG57iyCXM1lpk+QYpIOWdh09O+KpWEU2raxBZMiQX6oGubpm/eOoOPl9BgfrXWafCL+4RtQ05v3HPnXL/MW7cYrO8Z2GnJNb61HffY9RhXbG6/xKCTgj8aYMo6rfWPhbx9ZYgxCbQlvKXJJ+YZP5VF4R8X28ej6u88mwiaSSLPpgda0vC+s6b4nv7q5ltVOp28Iicsc5Xk56epNQ+HbO01HwPqRjhU+Y8wyOSSO3tQJHNXviG3PgiPQYGeTU72QDG3Ktlu34V0XiPTJNA+H/k2t1cCTyli8tpMjLcf1qK38LTXulaFqdq0fm2IyYpBw2GPf1xUXiTU9V8S6Ms1nY+XBZTCSfc3DBCCcce1AI6XTLLVtI8P2kMc8DxRQbjujwRxn19axfAmn6rJoZuItQWJJLh5AGTd36dfap7Px7DrOkMlnYXMsrx7MBO+McVD4G8SWNj4ZeC8Bt57V33xt1Jzn+tJDKGhPq1v8TNWXEd1KYwZDu2AenGDUnie21k/EDRpIbiMOyMIkKcJgHOeeazPCXiWOPxZqus3kckdnfsI4ZyPlGPet3xRrOny+JfD89teK/lTEyMp6KfU++KYE3j+6u7LQNPe8ZGmW8jZ2RcKAGBrtFC3WnoFchZIhhkPOCB0rnfFeq6TPokkUqpfMR8tuhyx/LpVPTfHWlQQx2T21zB5CYdSMlPQU3sK4nhK1ttB8SatpAlMksjidS7fMQRjn8qu+Go7SXXtZvoQufN8osp6AAHr+Nc5o1onjTX9R1uC7lggjfykZONwx3/M1L4I8OOP7Xt5b2cQpdFP3bbS3APP50ogZB0xvG/xE1JhdGGC0PlB06kEZ45965y18L67aeKtTj0eXNzYYLnPzMD0xWnoOlNpXxPutMe6e0jdyVKHDSccc101nYajY+PNTj0+6D3MkMbM03OV3MOv4UActaa7qWs6ytn4nuZ47KJv38BX5fl5GTW3ceGU0XxTaa/oyfaNPkBAih5VewNdlqPh6x+0z6nPMtvK9uUkYDbnrkn1614/aaxNoMKpO8tzptw7MsaHHOTz0PHAoA7rVZoPENy8s+jjzoUCBmkx37ce9YdjB9ovPNj0+4eWNcMJJvlA9OlTWktjc+HZdTm05o7eN1YbZPmYZ+lVtTu7OSxFxY6PcRwsuWKPgE+p45NAyaafQNOWWSewuLW7I3lQ21Sw7dKq6dcad4j0vWL2XTIbZIoGeKRX+YuAev6Vnx+JLBNDSNbCB7hn2M077mB9cY4rG1qy/sewUR3iO1w29oohkKD6nPtQB2nwPhla41e6b/VsFQA+gOf617QvSvMvgug/4RWeTYFkNwVJ9Rha9NB4oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENRXEQmt5IzyGUjFTU1gMc0gPO/hcVtLbV9KdgJYLxmI9AcY/lXonXP5V5DPdy+Cfinc3d0WTS9RGWYDgHtXp1hrOnalHvtLuOVR6NQBwXxVUabc6P4hiz51rOF47jI/wAa9GtZ/PtYZsffQN+JGa4/4o2Qv/At2VALRESKfpz/AErX8F3y3/hXT5fNEjiIB8eo/wAigDH+J+mfbfCjXSHE9i4mRgOmOT/KtbwZ4ih8SeHbe7Q/Oo2OO4IrYvbWG9tpbedd0cilXX2PH9a8p0GeHwD8QL7Rbuby9Ou8PB6AmmB0HxdDDwSZF/hmj/8AQhXYaNMLjRrKUHcGiU8fSs3xjp39teENRtxHvd4S8YBzlgCVx+lc58KfEEVzoK6TcT4vrZihjY84pAXPinGT4LluUX54JEdf++q6zSJ/tWkWk2Mbolz+VZHja3F14O1VHwAIHbJHQgGpfBlytz4Q06VSG/dYOPXNK4GX8ToZZPBNx5MbSFJEcqvXaDk/pXD2PxO1p9MijSwCoxW3SboFJwBnjmvYdQaIafcmYAxiNt4PcYryWytAfhXcSuhXdfecgIwThhjH4iqAi8QRXPg3xZpOvTSS3YuU2SyH1PJGOexrf0vxRf8AjnXbiztc22m26gzYHzuDxjtjpWr4phhubPw8ky5c3UJGRnHK5o0+zt9O+JV3HaosYuLNJJEHAzuYcflQIwG+IEPhnXb3RRpjfZLVhhk+9jA5PFReJfH+pXuhmfSbN4LKQ7Ptch4JPataxsbe+8Q+LZbqJWjIEWdoJ4UHP61lavbQp8Eo0AOEO8Y9Q5x/KjYZR8M6Z410azk+xWyH7S3mNJJ3OBWzc+A9Y8Uqtx4h1DY4B2QxjKg9snI/lXc+H7kXvh6xuFPDwrg/QY/pWmF4pXA+dvFugalpcdhYT2skkVsxCyjJBXPAHv1qOLRrL+zFkil3TyxEpCG5DDrlu30xX0RPbxTpsmiWRD/CwyK818f+G9P0bSItU0+0Mbw3CtIE5BUnmmI8Zjhuft0cEKkXTyLtB9c4GPxr6CsYZtC0PRdKVhvkO6TfydoIZv61geLLHTpfDWn+JdJt4y1tLHOxjHUAgn8sVm3Xjew1bX47sSSQQWto4VCPvuwIIH6UDNrxN4d8NXPhm71m2tgjIrOrqcZYfzrO8H6ZbaZ4w06JbcGSWy85n9Cd3bt0pdW1K0j+FtrbK+bi4ZR5H8ZBc8YqPxTro8JeJdNvI7YNu05ECngA/N/jQ9rIWtz1G8KW1pPckKGijZt3U4AzXz74r09o9Fg1yZw17qMzlweoUcDj8K7+z8Qa541sJdNtrUQIVxNeE4TaeoH4GsfUNAj8ca0NM02Zo7PSYRGZmGQ75OcdKQzzvRrMXl+iyRySeapAWIZOccV6/wCENKm8E+FptUubJnuppgWH8SRcdf1rmdN0HxP4DuZWtdNW7DdZkTdgfXtXZaV8SNOugtjrUBs5pPkIcZVvr+tCBieM73RPEfhYzQXyC5i/eW5B+ZXHt+VUvD/xCnjsLOC/sZ3lVNsk23074rr7bwtoEjrdQWUDZ5BX7praS2gRQEijUKMAAYxTA8LWXWrrx3f3vhlJ/I3+aYycBuBkY/Cug8Q+Jp/E3h99FGlzrqTuqNkHCsOhBx616rFawwuWjjVWPcCj7NFv8zy03/3tozQB5lo/iy50nSJNE8Q2sxu44yqnGQ4xjH86p+DrLxL4es5b2C2MmnXEhkFv/GozzxXrL20MjgyIjMPullzin7QvCjGOnpQBwfhCa/vPFur372bW9nOFxvGCSKk0MJqnxC1TUlkLpaxiFG7Drn+ddZqd7BpWl3F7KVSOKMsfwFcz8Ngk3hs3ioB9qneVj3PPf8qaEztO9cN4Ske58aeJbnH7susan6AV2dxcpbW8s8zbY41LMfQYrjvhqwudLv73vdXrup9VAFIZ2zMFBY8KOua4PwHJb3/iPxHqdupxLcbNxHXAFdF4q1iHQ/D93eTE8IVUDux6Vl/DrTZNO8KRtMuyS5dpj68mgDqLuYW1tLKWAEak81wXwnV30zUrqRTma7facfeHFXPiLrElvp9vpVoN13qUqwqAecEgH+ddNo2mxaRo9rZW6BAijP1xzSaAzPHt1JbeDNSkjbbmIrn2PFQ/DixjsvBOnbVw8qeY59Tn/ACsD4t6io0mz0hJArXkwDc9FBFd5pFtDZ6Va20B/dpGoXHTpQBodqMUdqWmBzXjyx/tDwhqEQTeUiMgXGckAkV5R4Ba0utM1B5YY2aJyRbl8E9OK91u4hPbSwt0dCv58V4H8P8AQLLVPFes6bqBkVkOUCPtJIY80gPQ21LVdGtYkGnW8FnKhYBpOE+vFQW2u6laX9q7vbvb3DdIY92V9jXIWUuqXmuyvdRy6poumyNHtOeP8a25viBp/n21rovlWcUfDCeLIU+lMDqdW1iC/ha2/s68mVeSCpAHvVeBNAutOVbdLeKeYbSJeT+VYC+Ko7q9kS91porVhybePbuHpnNUrbVNPuNRGl+FdO865AL/AGmc5I560ASeI/DR8IQv4gs9WEF85UCPbhXGcYVc9ag0XxDqOg6FNpktosU8sLT7pW253ZycYrOs9Ov/ABL4n1LS9b1BjqtpHm3CnKA4Jx6YrfvLBvHHhcjHka3pbGOQE8sF9fYihkmj4N1rXrnw1EE04uF3ATO20YPpx71j6Lea2fCuvWzWTTRyGUNKTjYSvYflXS+D/FFrJ4UljlAt7rT0KzRfdOQM9Kr6Dqump8P7yf7TG8jRzSSgfezz2+gFIop+AtduH8Ji2stKZjaI6mY8AuMn0qHwhrg/4RzURNp00s3nSF3RMjPoa6T4ewxW3guzaPGJS0khY/7R/pVLwEYRBrbLMgha9fZk442rmi4HNeAdRkvPDmoad/ZjX0YuHK5HC5qt4Ha2S31nTr3S5JrpZWIAXeUGOAa6X4SBV03VwgG37fJgr6cVc8KQRReNfE4UZzKp9+g60ITOW+Fs0NrDqrzWc091HO/Rd20cYHNW/BGt/adX1+WexmlDzHCqm7aQOhra8EQJaeI/EtucF1nzgdCCB0qXwPFHDqniFAFEi3ZyPQbVqtxHP/D7X7PSrbWI3inP+mO4VUJAzjg+lT+A/Eu6fWyYJ2kkumlVUTd2A/pWr4CSI3OvbUXyhethiOD8q5q74Et7aKzv5IUVS12+5gOT04zSQ+pyPxHjae1tvEllazW17YuuTINucnj9aXwH4ki1bXNR1m+uFSRLZQ6twBjJP416D4kFnNod3a3YDLLGyCPuSRXz/ZRP4cutSsdTspE8+IrGG+Ug4O00DPQW13/hYOo32m2rSJBGpSH5sD3c+v09qo6t4d0sxSabCPNh0+HaZG+80x7fy/Oug8P6Xa+ENBge2Tzta1IqoYHOGOMfQDj9alttItZJbi3EiyFEId35DXDe/txQB4751zogEkiNJbEkBSMRsOOgr07RfC0niLRUlh+yxWs6YDIm5kP5in6v4Pn8TQSaVG4gtNNTZFt5LP1P9Ko/C3WrnT9K1vT7tiV00F1TPIPp79KAueY6hZvYXsts53xpIUaQr97HtnrzXTaNYp/wr/W74Ro8isEQu2WVcZOB261Y0bSLfxF4lSwvXSP92zo6nlmJOM5/Cks4RofgrxEHyZPO8kHqpHr+tAHcfBbcPC05OdhnO0nvwtemj7tcZ8MbU2/gWxyoVnDMcDrk9a7NaAHUUCigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkb36UtBGaAMrV9DsNbtTb39uskfZu4rhbz4TRDcdM1OWD0Vuf1yK9N2854pcUAeK3Xg3xx9nk043nnWkg2hS3GKr2mj+MPAUq3EKvNaAjfFGSygV7iwpjIGUhuQRjBFAHm4+JGoX9rt0vRJJbwnBBPAP5Vm6l8NtT17T5tV1K8c6tKu5YscJ32jmvWEt4o/uIq/QU/BznvQB5LoHj7UNCs10nWtPmae3XYHxyR6+9Mm8LvrZu/EnhyOWwvvMBSN+BJwD/WvWHtYHcO8SFhzkjvUoQKBgYx6UAeYw/EBV0+XSfE9lNb3DRGKQhchs8en171meCvFdv4YvJNDvrkSWTfvIbhWyFB7H06V6nqWkWGqwNDfWyTRn+8OR9DXns/hfwla+KRpN3G3n3QzCgPCj0H5GpYHS+LNes08H3txbTLMJo/JUxtu5YYBH51z+oWW218J+HYpd5WRZp1B52Ahuf1rO8SfDC4tp47nRZgIIlLskr85GSMDv2ql4ObxJqepSeJQgukh3Wvlu2CQOw6+tPUD0nUtlz4g0qy2D92DMc+w4/lWdpO+9+IesXhx5dtEtupPqOf8A2aue03xPqNn4wvbzXdPmtYJUCwl1/wBWBnj8am0LxVpWk+G9V1KS7SS7eV5GjByc4wo/QVQjb0XbHL4ovcfL9pbrz0jWsnWNkHwccyDCmNsD0Jc4/nViG7XSvAytIA11qrkFVbOXfgfkMVH8SVNr8P47GGM7pHjj29OpH+NKWwHS+CYxH4N0tOeIe/1JroRWdo0AtdFs4AMbYl/lWiDkVKGB+tV7i2iu7eSCeMPE4wynnIqx1oIqhHiXiWHWPAS30FqBLo92hUFxlYw2Rj61heHtJ1KW0bUINP8AtUzuuxHjyoXPUH/61e+ajptpqto9reRiaBlwVavPvD80Xh3xdrWnw3Eo0qzgEnlSc7CMk4P0xQwKstnrtzFbvLolpbmEhvOm4C8/SmazoGlxWsNx4n1SW9ufvQwwDJ+gGeRW5DpuoeN4GutRuHtdNkOYLePhmXP3ifU/TtV+Pw/oXhawl1CZfMaL5lkmOSD0AH5UkMx9GTUNUaG0iK6PYBQyW6D97IPWu403SbTSrX7PZxBVzuY92PqfWuZ8H6bdXF1d+JNQL+fdnEMZ/wCWcfbH15rt1HHtTAjMYYYIBB9qxPEPhTTvEFo0c8CCbbhJAOV9K3+lB/TvQB4jpGsax8OdaNhq8ckmlyttWQnpz1Fey2lzFd2kdxAweORdyt61znjrw1beItAmE5IlgVpI2z6DP9K4z4beNLbTtKuNO1S5CG3c7C3p6CgD10Hk9KXtkc1xsvxAsWYR2VrPcueVG3bmqF5rPizVNn2Oy/s+AH95I5yAPrQB3zSBerAfWq15qFnYR+ZdXKRITjLNgV5Jpo8Q+IdQu7IazJJbW8mWKkgMPaurudJ8MeHl8/VLjzJAuTHM27J+nrQBS8Y6xN4oiHhzQdzm4OJbjHyBe/NdZ4X0KLw3ocGnRnPl8s3qT1rmpNfu9Q0W4m8PWEdrGi4Wab5ePYY/rXFnxJrK62mm3WrPIEdVfyxwBxuOfoaAOy+JXiaKHTRo1vLuuLxtj+WclE75/WlsvFfh3wfZWWjpIZCqDeydFJ6k15H4imV/Ety9jveIN5YOdxb15pzabd3kLGDT5QVA8xiCd1AHfXWsR+O/EJS5uUg8PWLiRt7bTKc5H4cV1WsfEHRNCtjFCTcSInyLGuV9ue1eRaT4W16aSOePT5GiJB2MDtb6iuztPhpq17EGu7iO3VxtMMfdfQn8TQBH4U1KDxN4nm8S6zdxxNZqTDb5yE9D9ava78VJDJJDotqXCnBlYZ/IYrX0r4V6RYRSRPI8oYY+UbePzNdJpfhfSdJVhbWqKW6lhmgDxi38K+JPGOr+feCVdxDGWXgAdflFe56TYnTdNt7TzGk8pdu5u9WwApIC4HsOKcSAM0AOyKM1EJ0Y4DqT6A5qOW9t4QTLNGmP7zYoAnc45zgDrXhPiXf4M+JFzqA/dpcwu6FeeSCOfyr0HxJ8RdM0iN4bMm8vCp2pFyAfevK/FOleJZtOPiLVR+7nIUqx5RT7fjQB6B4ThNl4X0sq2W1K6Mz443DIzn8qyk0bTr7w1dag1sguItRHz46gMvFdVpBsYx4asYuSsLyquc4GP8c1hSqbf4e60S2Nt2zrjjnimtwKXxN0GKSz0pNNtoo5VR5HCjGQqBv8al0+2s7bxZoFzaMIBe2LRHaOCwB6/jW3dRrfeJNMhmBLSaafLHqSpzXPyxyxeC9L1QKQ+lXZLYHJUNnH060NoSepS0bTJIbXUdUt3d9X026aVwxxviABwf1rZ1KZ9E1S08ZacC+nXyql6g7ZP3se39KI7+0h+IMLwSKdP1u22yn+HzSCAB+n51o+EiJrbU/CWpRYlti2zcODG2eR+JNS9wMvx/oMUy2fiDT0PkMVa7WM/eTrnA6nr+VU7PwJbPpOqX0kxNnJb+bbENj5uSVP5CtnwlezWer6h4P1X94iAtAWGMoe386YkG+51bwRcylY3jMlk/3S2c8Uxmb4M0GW58AXc0l5Mm4P5SIcKMDrj/PSr/gvwnY6l4NErTzCaYOGZW24OSOntWDa+KdU8F2beHL/AE9ZAilIm+7wc4z1zW14Q1DVtL8Fvcf2abiJy0iENhgCfTHtQ11Az/hnpeozRarHb6i8FrHcNGCq53N69evSr/hHRb+41LWpI9XkiuUuPLdwMlvlHXmq/wAL9SvorG+ht9Pklje4eTzCcAMR0/SpvBur3cPi3xBG1i7SySh2ROdpx/8AWpITHeF9E1C91jWJhqb288UvlGSMfeOM5Iz71T8N6Tqa6x4jSPU2jnib52xxKcA+vWrHg3xPFD4r16GWKYmWbzFjRMleAOfyp2ieIreDVfEl20Fw6yvn5EztIXHI7dKEDIPA1hrSaLf3drehI5JJWkDJn5gOe/0q3pmmyaJ4Wk1o61LErM0zKBkOQTxjPtU/gbxHYp4Ymgvn8pEeT94RgMpOevrzWP4X+1+LrtLRgRpGnS71x92T5sjPrTA7PwzbXl+qa7rTjzmUmGL+GNPX6mvLvHXiMax4mkks7eJ0gTyFLruLZJ5H0z+lej6vqg1W9uNLtZzFptnETeSAcnA+6p/CvPL+N32a1ptpHDZsTZwCZfvE4G782P5UAZOj+K9U8PSfay5uAyeWgl5Ke4/P9K7PT/GWkBtNsUSTyA4luptvG/OQT+PFZDadYatqwsZEEOj6VDvnkTgu5GTz9azovBpfwzd+IzOYIoWJtUxksB93n60AeyW+u+H9PjuZhqUGHbzHO7vgDj8AK8ZhuPtfjy+ns1kW3u5BsjC8SY9//wBdRaj4bu49b0WK8lM/9psjHJOVBbHSvT7uztYPF1hZxW6CKxszM528jqB/KgDj9PM1j4Y1bxBNFC96HMUJI+4Pb1q741tk0X4T29mwzPdurs3qTg/yNcte6ru0uCzCuQ975gZ2+/8AMM4GOOnWuw+MbgeE9IxwWb5f++Vpgdz4GWSPwVpKydfI/qa6QdM1k+Hdp8PWBTgeSoFa4GKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAA80mKWigBMUYpaKAExRS0UANIGDXi/wAThcaH460rXUB8kAKT6cnP6GvacVw3xV0ZtW8GXXlx7pbdTIpHUAdf0oA6yyu4tRsIbmNt0UqBhmuB8ESTaH4w1fw1KcRFjcwnOcg9f5Vp/C3VY9Q8EWkIk3TWqmOQZ5B6j+dY3ih/7D+KeiaoGwl4v2d89OSQT+GaQHot9bi4spkMayFkIAboa8h8B+F7XVJ9c07WIGFzFIcnOBtJ44r2YHjg8EcV57a3b2HxhurRxtS8tgwPqRn/AApiMHXfBOq+GIotUsb77Xa2J83ypMjaAc56n0rH8SeO7jXI9HuJLForSGcSyE9Jentx0r27U4EutLu4ZF3q8bKy+vGMfrXD+D9Fs9f8Bixv7dDErui4HK8nvSA7bSNQh1TSre8gI8uRRjFX16V5V4N1OXwr4puvCl5L/o2QbVmPTPSvVUOVz27UxinjvTC2M5NK+RyPxrmZ9We58XvoAIEBtN7nvkkjj8qANLWtZg0nR5792VljX5QD95j0ArziPT7i9jtYJZG/tDWphPdL3S3HUfkDWBq2neLdDdDcxy3Gm2lx56rncCAQcH8q6z4d6rJ4k1e+1m7KCfYscUKcbFHPP50CPRra3S0tI4IgAkabVxXL33l+JfFB05stYWADSjsznoD+lbHiPWE0HRJ7zgsBsRB3c8AVR8EaVcWGi+fec3l45nmJ9TjA/ACgZ0iIERVVQoA2gelSA8UlMZivzYJxngUAPJpD7Vxkni3VkmcLocgRSRud8Z/Ss+XxB4tv3BsNNEKZPLjIoA7i/g+1afcW5JHmIyAjryMV498MNCsNR1fVhfReebaTCBxx1NbEHjzxJDdXGnXOlCa5jUnKHHHr0pnwcnDvrUcnFx529kI5we350Ad7q+o6d4a0x7yaNESMbUjVQCx7AVy2nRat43hFzqqNZaVuzHChwzj3NQ2EP/Cc+L7q7uhv0zTnMcSZ4Zxzk/mK3/G2pyaToa21mF+1XjC2hQcDJ4yPzoAwDey3V+2i+DoIoUQ7bm7VeBj370upaDonha1m1fXJ2v7lwSBK3DMPQc4rr9C0q20TRooEjVCI90rDgk9STXB39g3xH8TDCyR6JZ8Mx/5aMD2H5UAU9ITXPGkpuLhn0/Qoxlo0+UFR/PI4rK8K+Ff+Ej8UX89u7x6dAxj8zqz9iM/TH5133xBu08OeA5orNRGzhYY1Hof681d+HWj/ANkeDrRGQrLKPMfd1yf/ANVAi1a+CtAs1AXTo3x0L8nPrW5HaQRRhI4UVR2Cip+opQMUDI9gXG0EfSjbgk4/GpKQ9KAG7eRQTjntRu65BrhvFfj6LSbn+ztNjN3qRONijhD7+v0oA6HxD4jsvDtg9xdSqHC/JHnlj7CvPdN1HxZ42vXIZrHTVPDAfeH6VYsPAGoa/fw6v4lui5Lbxbjt+vFelwQR28KRQoI4kGAoHAoA89uvh3qUaFrTWHaRuueP1zSWvw2mliE2q6lL52cyKj44+v8A9aug8baxcaVp1rFaOIrq6uI4UYc7QTz/ADpvirTNc1PSraz0uVIhLxcy7sHbgZoA5aO300a1Jp3hayjnuwu2S5l+YJ6nPfiuh1nT4rLwHd2us3yzloyTLPwGbsBW5omhWGg6esNrEqHaPNk7uQOTmuC1oXHjvxnHpMYcaLZ8zuv3Wb2P0xQBkfCW/vL/AF50uJDJDZwFY3PQLzWtd/vvhlqcknyq12xOPTP/ANauX0bWB4H8Ua3ZW9s09pnb5gHKjFb+qTRw/BiEhy5vJRhe+WcjH8qfUGddFGkniPw9dxcobV0U/wDAKLZbbWvCmrafDHtMZlhI/wBvbn+opL95NNm8KrbxnZuMbN6AqB/Wl8Ijytb8RW5bG2837B2yq1HUR59Fexr4Bt1VAb7S7sMAF5ADA5P+e1a2s6/JpHjKz1wwARNEsE5zkBeuf/Hj+VQ6JCl14p8WaPKdlzLAUj3DuQeg+ho02K58TCSxurN0V7Zrfzh0Z49xB9jkiqaA1vH1tLA+m+M9NywtArSlT96Pqf61L44Q3ehWHizTSPtNptl3KP4D94fzqXwNdpq/hi68P3yqJLXfbuD12EYB+vJqv4GkaOTVPBmqDettnygerRtQM073TNJ+IvheK5GDMYwUlU4KSY6H8araT4gtdI8NXWlakVtrmwjaPYx4kGOorC0h7v4eeK/7JuAX0e8lxFK/8OTxzW58Q/BcOt6VNqVmgXUUG/ehyZFHOMUxC/CqS3Tw1LslUs9wz7d3QVN4HVbjW/EV+pBWW72AgYOAoqj4C8LaTL4ZUyMJLqT/AFnOGiOANp/z3pfh9ohitdVJuLmIC9ZFCvjjA56e9AFnwTBDL4k8R6gEG+Sfy8+mAKTwwILX/hI9Tu8LBJdMGLD+EKuRj3ql4fGyLVNRTUPslukjRMNufMI/i68nn9KwYYL6WyDiWaW1a8zb2kgw1yxxyfbipSEzEvdM1PVrqHSbNSthJKWhiUfMEJ5Le1eoXEY0LR7bw/oSRi/kUAj+6vQsf1psxg8HaQl7LD5+q3JEYUev91euAK0LCD+xrC61rUQWvJULyZ6qAMhBTKOeuLP7M8PhDS4N7yDzL66J+6G4b88etUdRu7PUNYmjVA2kaFFnYOFabtj15xW0jSaJ4Z1PxHcoTf3alwpPIGDsX/PrWFpekS3GkaFpxXY2oStdXwPBwDnH6UAZ+p6I9r4c0zTVkdbzWbtWlVemwkcflXaeIdPtxp+h6AkYEU0qqVX0TBNR2kMet+O5LgDdaaQghjA6GT2/AiprWc6z40uL1WH2PS0Maj1cg5P6igCncWUep/E2zVAWi061BIzwDzj+QqrbapHceKvFVzKP3NnaBDjnIXcf61r+ESsq6r4huDtFzMx3HtGuP8DXBQXF3F4O8R6iFG3ULnyI88M4JwfwwaBMranp8j6b4Uu3dFDXICxbcbl8wnrWx8apPL0nRoiu1d5wB9AKm8Y2MlppvgvTYAApuFGe+flP9ay/jFvu9U0mwWUMTGuYx/eJxn9P0pgeueH4vK8P2CYxiIVq1U0+PytOto8Y2xKMfgKt0hhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQyxrKjRuoZGUgg9/apqYRk0AeO+F7O68F/E6501lZdOv8AJhOeN1dD8WtHuNQ8NR3NpEWltJBKSo+YLwSR+VVfi9a3NtpljrlmxSWxnBLD0JFdvpF3FrOg2lwx3pPCu4evGD/WgCr4Q1VdY8MWV0HBfywHHU56VxPxIb+yfGfh7W3YpFv8t2HHyg5P86v+B92keKtd8NqCLeJxPAO+G6/yNS/F7TP7Q8FvcIm57WQOPoSN36CgDu1cTRK4OVdQR7g1xfgCb7D4YvjONgt7mUyA+nX+VdB4XvP7Q8L6fcqch4AB+HH9K4nxfHqXhjwprUlsyhLy757nayqv4d6QHB+MIr+5dfFxYpFNORCO4CkAc/XNe8+H74ahoFhd5/1sQJ+o4/pXKat4WS7+Fy6Yo3PFbCRDjnd97+dO+FF7LdeDkincFreRouvIxj/GncDuz05rzxZmb40oFICiyZX/APHj/WvQiduSPSvOorfd8aXuEYFVtDvAPIzkdKAPRGjDoUdQUPUGvMfFfha60DVU8ReHVMaqd11DH/EAc/rXqOeoPbrUbAMcEcY7jigR5O/iNfH3ijTNLgUpaWxFzcBhgll5Ix+FesIAFATG0DFef6r4Fm0vXH8Q6DLi4By1vj7wPUZ/+tV3TfiDbG6+xaxbyWFz3Zx8rGgZ2+RTXICk9PU+1V7e9tbtd1vOkq8cq2ah1qQxaJeyB9pWBzn0+U80AedaJY6t42e/vZ9VlitUuGiSNemB+NdAPBupQQ+Rba3MsYzwR/8AXqv8JCjeEGdP4rhyT78V3uMj+dAHl7eAdagmm1FdaY3QTGWGfl9OtcH4c8R3vh++1i8WEyySoVaReisM17T421ZdF8J312Rk7fLUjg7m4H615zcaUtr4D0W0OPN1S5Hmuo5OW6fjQB6B4C0s6b4WtzIB59wTNKR/eY//AKqy7pf+Eh+JcVsx3W2jqJWX0kJOP5Cu0tYltbSKIcLGiqPwFcN8PCL3U9e1fq01yY8/SgCz8RdZuLTT7XSbFit7qUohVh/CD3/Wul0LS00XRLWxUj9zHy3949Sf1rjNWtzq/wAX7CFsmCztRKR/tZbH8hXohXntkDGPagDyX4iSza7430bQLd9yI6yzKOcc/wCAFesW6eXAid1UDA7V5L4W36x8YdTvxH+7twVJPrjFeuqMMR680ASUUUUAFNJpHbaM4zXL+I/HGl6ArRSSGW66CGPkk+hoAyviD4ruLBYNG0l2/tO7IC7f4QTjP86xFOn+AoYZLyM3/iK7UY3fMcn37VN4P0DU9W8WTeK9Xj8pSD9njb+HPtWv4z8AR+JtQjv4rpobiNNq4HfOQevvQBvrrFxbeHhqV9alJtmfJjO5vp0rCg1DxZrvmyWltFYW5HyCb7ze9dJoFne2ujw22qSJNPGNpYDqO1am35cY49KAPEL6z8U6x4uFu7b59MImDE/KzA9P0r0zwxrOpalCyalpslrLGo/eHgSHpwK31hVZGkCqrt1YAZNcxr+ta5pepr9i0prqy2bnZeqnJz2oA6C9s11GyltZmdIpBg+W3JH1qKw0+y0i0S0to1ij7L3btXK3XxO0e3sztDfbvurb45D+man8M6Pq13ff25rk7CVxm3tgeEHqfegDnLCHTrb4keJvOCmyMCtcFhnacHp+VYHizw9qumaRbS6dcNdaRvM0af3DnPT04FXviXo50nVvtthcusmsP5bwgcMeh5+hrT8L3d/A+sSXredZaXabYoj91yAWIP50AaMHimw1qXw9DDMPP3gyRY5UgLV/QYGg+IPiMNkrKkUw/Uf0rz6Tw7daYth42tB96TzJ4AuDGu7t6/lXX+EfElrrfjzUZrViUltkHzDHIJJH607AUri0XR/jhbXZGI72Bjkd3OVH8hWtpolsX16yt2McttdC5UnuhC5A+pBrL+KFw+n+JfDd8Adkd0oYjr1HH610EsAt/HlvcPIFtr+1KMrfxPyf5EUhGNrrjw14q0zxFFhbK+YR3RQYG48bj+Y/Km+N7SfSdd03xXY7mG5Y51Q/fU9Ofxq1qtufEvhDWNJyhu7OUhFHUYGV/nW1oE0PiXwRDHKQxeEwOP7rDj86AuP1rS7Xxn4XKr96RA0L90cZxWJ4G8Szyzy+F9Y41WzyqsejqO9V/h7qM+m3954Y1EsJ4JGeBmON6/5FWvHOjSWtzbeJdLhP2y0kBlCdXQnn9M/nTA0dS8P3Vjqv9reHxGk8hxNAx2pJ7+x/wrI0LW4PDekXsGpS7tSaZnNsPvknGB9OOtWdY8e2y6YqaSXutSnj+WFR9wkYyR7EZrivBWr6LPcXk3illbUd5fzJTlQB2z9aAL/hK40nT7C5u9XuPNmadnitM52dMDb6+9dfp8ohWfxHrGy2j24to2IGxT/Wq9veWtyoPh/QhIjHAuJBtUfzzV3/AIReS7kW412++0CNvMWEcRp+GTmgLDdEsbrV9XfXdTUGEf8AHlF/cX+8R6nmrt4o1bXUsRITbWiiWfn7xzwp/L9aq6p4wsoB9h0tjcXjYjQJ0Gf8KfNe2fhHQ2eXMl9IC2zq8khHp+VIZS1ib+3PFtpoMf8Ax62eJ7gj7pK8qv6VWg1Ly9Y8Q6oXXyLGPyLQDpkDOPrk1BDdtoHgy8167TbqmohiEbruPAA/SqGm2jw3uieHZjumnJ1C5z/Gc5Gf++aBXOx09E8P+EWupSElETTSMeMsQTzXP6TBJpXw2vbsg/ab0SS++9gQP5CtHxoV1M2Xh6AsXuZk8/b/AAxgjP4dak8TyRw2mkaPFy0tzCpReuxWGePTrQBmeJrkeHPhWtup2yyRCIdjl85/nVTxDZLD4e8KaVGOZriMZX6gkn86XX/s/iTVi95J5ehaSfmP/PV+pX8sVpaVBiNvEmvssawpttY2OFjQdDj1oGZfj66369oNnCvnPp7i4lRTggDH9RXnGq3cl/45trmZ2E0k6hkPzBeeMH0xirN7q19e6tqGqWUkoupdzzbx8qxgYGPXpVHVNOSzk0rU7Fn3XRDDPODnHX60xH0xb/8AHvH/ALoqaq9oW+xwbx83lrn8qsUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJilooAxfFenpqfhm/tHUMXhYqPcDiuO+D+rG58OzaZLIDLYyNGB/sdv1Jr0WdVZHVsbWXBz6V418MZ7DS/G3iC2W8QxSMFhJ/jOSSB9M0AdH4pEmheO9H1qM+XBc4tZ/fn/7Kuv1+wbWPD17ZxEbpoWVCfUjiub+KlqZvCX2heZLedJFI69R/hXXWMgk023dWzmJeffFMRyPwsvPM8LNYyNiaymaFlzyBnP9aT4qkP4TW2dggmuY1yPTcKpeD7T+yfiP4is1PyTIkqAngZ60nxfOdH00A7V+1jj15WkM9AtUX7DAoAK+WowfTArz3w3/AMU38RtV0aRdttejz7cds98flXotlg2UA/6ZKP0FcF8SLY6fe6R4kVtrWlwquR3Qkf4mgD0BmCjc3AHevLxoF3rt/feK7W+axdnbyCeAyL/e/HNbvj7xQdF8LJPDhprweWrA9ARyfyNVX1aw1SPR/D9hdBmmCvN5Z5Cjkg/rQBWPinxRodrjUtMF2pPyTRHgitvQ/HmmaqVhmb7LdY5SX5Rn2NdUkKLEsePlUAAH2rkfHHhmw1PSLi6lQJLbRPIHHB4BOM0AdckiyjcjAqeQVPaqOpaJp+rx7Ly1SQ4+9gZ/OvMPBXiDUvC9tbprgkbSrgbopwCxU5xz7cV61bXEV1Ck8EgkRxlSh4IoA8/v/Aeo6QhufDd9IjqxbynOR+FZJ+IjTeGdU0rWVMGpxwOmSMBzg/lXr3X/APXXNaz4I0PXJi91a4kJyXjOC31oAz/hZYmy8FWrZH+kEy4Hbt/Su2qppmnwaZp8NnbgrFENqg9cVbNAHmfxkuXGi2OnoTm7uAoA9QRiptVs1PiHwlpiAhIV87Z7gZqj8QpVvfHnhnTc7gs6yuvtu/8ArVvT+U3xRsI2kw0FiWVT3zuH9KYjf8Q3p0/w9f3SsA0UDMp98HFc58LbYweEFuHGGupmmP4//qrS8ewmXwXqIGRtiZgR7CoPhxOkvgXTeQWVPnx2OTSYLcy7GQy/F6929I7QKff71egOQqFm4A5Jry9NTtdL+Lt81zMsaPCASfoa273xqbxWt9H06e7lbKZ2lR9c0kxmP8J4HkuNb1Bjnzblowfoc/1r08YJ47GvGfC3idPAjXGl6zayQyTzGbLHpnA9PavYLadbmKOaLBiddynPamBYooooAim3bG2fe28V4R4ItYNb+JN4+qFjPE5aNWP32BPP8q95f1/SvDvHOh3Xg7xRF4k08nyWkDOBxt56Z96AO38f+MZ/DFtHDZW4e5lBCtjhetYfgXXbeR0v9a1qRr6U7BE3CL7dfeuvn8S6G2hWepXzxmG4XCllzk96il0Xwv4k00w2yQHcMq0Zw6n1oA6mN1ZQykFG+6RzxST3EVuheaRUQdWJ6V5nomv3ng7WX0HXGZ7LkQXJGQB2BNeg3FtZ6zpuyRVltpRncp6j1BoA5rxf45sNH0ec2l0kt5IhWJUOSD61b0CfVR4HguroGe/8gyAMOpGeKzNX+GOk3WlSw2ivFcYJR85Oe1ZvgrxTdaVdt4W10MLuNtsEjdGHYUAQNpVr8RPDn2yGNLLWrVzuAHOQc89PWrPhXxtc2usf8I74gX7NcRKFjklONx+vfPrUmrxL4O8Z2eq25KWGpOYrhf4dxIGf1FXvH/haLWtFkvrSJTqEKB45h95gBnH0oEcH8SNbGoeObexM/lW1lg7v9o81uQWt1pPw4YySZu9WuApLdSrHbj34rzvQ9NTW7+18+7H2x7ra8b8kgY5/pXs2uwx33ijw9o4G8WxNxIo6ADgfqtD0BHV2lnHHpcNr5aNGIwpQjjpzXlFr4dluviHq8mg3P2E2ZGNvRieoI9K9hYqiEkgKozn2rz7wC6xJ4g1qdsRPcMfMH91QKBnFfEHUtZvbrTtN1SwCXNpJ5oeMZ8wccgfhXZeI9dsZPD+la9auJnsZFxGPvAtgHIrpLnUdIk1HS5Whjklu1ZYZXHzAAcfma47X9C0TUdN1jVbCWWAWrlZdh+QsACePxpiNe3uodN8fxsNoh1i3Dv8A747fyqDwgf7E8a6zoDPiGXFzbr2weuPyrItPBOpXFpp+rJqpnvIlEltG46gHO3Oay4X8RXniifX5pLe2u7EeRJuPyjPt360XGdR8TI20q60rxDblUe1uAJMcFlJAxWj4w8VyWdja2GmKJNSvkHlqV4VT3b0HWuP+IcOsXOn2NndX1vM07gxwp8rM3GMdc81X1yO48JeGUeeZ59cmAVpc5EaEcD+f50CK7yR6M8WgaR++166b/SrpBkJnqFNGqeEraHSru0VgUtYzJLOw/wBZKw+5n8vzqv4asZdMsn1CRTJrWofu7SNuSM8bvbn+Vdrb2iXV/a6NHIWsLBRPfzHkNJ125/CkBwS3niPwgbGztb1zPcqJPs684B7H8q09e1vxJ9t09tdgdLNsE26nAb8KLy+nvPEA8SRQxrNJP9ntI25+UYBbHfqfyrb0PWLvUL7Vde1Qq0enQmCLYPvPjP8A7NQMr3nxIgW3hsvDtikMzAAtKv3foO9bNhf6Hpun/wBt39z9s1WReVb5mV/RR2qvP4bstJ8NW2y0iOsahIMSuOVLHJI+gIrg7/w7c2cmsxmQyy2ZQu+7hT1oJvqdh4ikup4oNV1u6jV0dXstOTGWY9M/jTdLt9Qm1qO+hYS6/PHtlHVbSM5A/GqniPwQmn+FLW+e8lm1AlFiDMfvMeP5itmTwrd6HZ6dPZahIlzNJHFMV7gnvz700DN2aG28J28l/Iz3+pyjBJPzf/WFcTf6mbbS5tSmnFzrU8mxWhbcsCHsPQ9a7fQNNs7e/vbO6vGvdQxudnPKq2Rj9DXEWthFZ+BtWjb5SuqbGfHIXK4NA2OYX+vJ/wAI/olqLeOzVbi48/gysehI/CqV4ureJ/BWp3l9dMi2E3lpbLwo2gZz7V6HpFslt4xl2YKzWETMfXlhn9KxJbWOCx8aWe4/ZQryhBwd2wfpRoBl6lo8GrXGhWcBEUk9iwk2cBgARXN+JbOPSbDw9Gkm8Rtl1zkghj/TFauqW82oyeHJLW8FncmyYCRvujGeOo61xmtrGbaxljadrjlZC/3chjkigD6btMGzgI6bARVkdKpaYWOmWpbqYl/lVwelIYtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFIaAFopM4paACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDO10zjRL42o3XHkP5Y/2sHH614z4M8DQ+IdLOpQag8F9FM3y46P9c17qwJ546V5F4ZM3hv4sXmiI+LK5DSBD27/AM80rgT+LLLxNa+DLpb++jljBCBQMsc8Dn61Jpmva74SSwt9fTztOnjCxSRLlkPv+ldf4qtnubSyRCDm9hLKR94bxmtuW0gnjVJokkQDADDpTA4G+nXT/i1ps0O4i/tcSL7c4NL8XYQfDtpdS/6u3ukZse5FXPFKQaf4t8PakwALyG3JPYHAH86ufESx/tHwRqEfUrH5oGM/dG7+lDA6PT5km063kQ5VowQfwrkfixC03gO72rkq6MfYbhmtPwNfC/8AB2nyZ+YRhT9cmtHXtIXW9FuNOd9gmXbuxnH4UAc94Lt7TxB4E0z7fDHclE5Egzzn/DFaWleDNH0fVm1G0gZZyCBluFB7CrXhnw/F4b0aHToJC4TJLepraxzQABR6Vz/jMhfCGq9c/ZnA+u010NZmu2n23Rb62AyZoHQd+SDikwMbwppsV34F0+1vkWZPJ+bcM8ZNZlxbzeA0e7tvMuNHZsywk5MI9Vq78PNTS+8MxW24ebZkwuvcYPX9a6q5t47mBoZkV424KsMg/hQgILDUbfUrOO6tZhLG4BDD+VXvwFebT+H9Y8HXkt94eYzaccvJayN9z121s+GviBpfiBjbnNvdr96N+g/GmB2GaRuRUUcqyJlSCe4Bzio7y8jsbOW6mYLFEpZiTxQB5na413413DOoePTo9oPb1H6mr2s6jb2HxfsJ7uRI4vsJUu3AGS2Kq/CRftMus6i8T+ZPOcSt/EvarniXTbO9+J+jLfIssD27L5TDgsM4oAk8Ra5J4otptE0O2e480bJLhsqi+vbmstfDep+AtGS6sNRaSR5EQ27f6ssTj1r0u2tYLWER20aRpgDCDArlPGkqy6roOlbgolu1kYHoQpBx/OgRzfg3Tv7d8a6xqWrQpLKm0AEcKcelepxQRQoFijVVxwoGMVxHhh0i+IPiS0C4yEdQB14xn9K7p3CIWYgKvJJ9KSQzxX4zRwPrtgVPmSeWA8S9Su48/wCfSu48HeLNGl0WytDdLFcIoUpIcHNedeL9Wt9b8dQ3umQPeQ2S7ZQBlThifyro00rQPHFg/wDZsH2DULYBmKjADenvTA9VVwwBByOx9aeDXkWkeLta8JyPpuv2k06IcLL3xXc6b420LUwix3ixyP8AdSXgk0AdGa4n4oaTeav4Se2sYWlkMithRk8GuzVwTnnAGfrS46UAeF6BqEuhW9vpXirTP+JYDiN3T7pPevV9JstCso47jT1hRWwEYN1z0qXxFoFv4h0iexnAYsDsOPu1x+gfDZrK2KaleySFJQYgrdACKAO6v9PstTi+y3sMUysM7HGf/r1wHjLUNS8G6tpd1ZzFNFLiNrcdBz/9cUvxKvLfR7aK+sL2WLV4gqIiN1QE9RXQw2WneO/C9jJfKXRgJCQcHdxn+VAHT28wngSZGyHXIx715x8WtCWXSo9ctUYXlqw+ZDzjPH5GvSIolghSNOI0GF+grN8QWVlqmnSaZeS+WLk7FAbBJ4xQBxviInXPhHHdyZaVIBKp77lP/wBaun8HX76r4O066mXLyQYYevJH9Kqa9a2+hfDq9tIQTBDZvGm76f41N4Dga28DaZG3GIep4xyTS6gee+F9BtbT4oavPdyRqlkPNQZAwTXZeD4pNW1W/wDEtwGxM/lW49EHp+JNeXw6fL4p+Imq+RdGGMOWdlP3gOo/SvXItb0rTfCCz2MoMUaeTGF5O/kY/P8AnTYkafiS6W18M6jMGA2W7kHPsa4iRW0v4U2VvAQs1+yxn/a3tg/oaueJjPF4Q0/SXcteajKqHPUgtz+hFWtXtVudc8PaHGgMdtiaVfQLjH6g0DM2exU+ONHskYiKwsRL16Hn/CsCJ2i+FWrySthri+fZk/fBwMfpXRxSJ/afjDVt2Vt4TCjHoNqZI/WqNzp6/wDCA6DpjbQ17dIzBuv38nH4UxGpo8sh8VaPas5Ah04Mydg2T/TFc/d3CXN34n0WJHk1K6uPkRf4RtX5vpV+51BdE8f3MNvbyXN4bRI7dQenJ61ox2K+GftWoLF9r8SaljCAdGPAx6KD1NS73GZFnocmjy2aXEn9pa+doxJytso7n2HXtUtjbRXmuX17fzJcabYkyTzsOHkA5A9cDFTajDcW8CaPZStLruoAC4kznyQev0FXbPR7O6iTRUcf2VY83L5x5so56+g4oVwM2x8vT4NU8VTQiKa7JTT4cZPTCkemTWgmnDSfDUOlsyre6iS146nkKfvH8qs2EMOsawuquQuk2ClbZCMA7T97FZ+oXNzq9s98OFvJBa2K7fm2E4LfqaYHPy2iWXhe41wqEEL+TYL6jON3vyTV/SNCvU0m08PurB7qYXNzMB/Bwf1rQu7ddU8XaV4eWPdp+nRia4btvHQH8QDXT6LOLzUL+/wPs6HyYzngqBnj86Yiv5X2vxnDDtDQ6fbgjd03Nlc/kBXB3fm6m2rLC+wX2qJCxPVlG0ED9a6WDVM+GNe12NXSdjIise+0cfrVbSNKUXHh6JSJCoa6nJ7sRkHH4UaE9ToPEunrdRaPZltpSeMgZ67cGm+J/Nk1XRbODnEjTFQeSEAIp9+kd34909TISbaF3ZAeBnIFUdX1Nl8Q6lPDFmTTLBmVicDcQ3H6Clco5L4VXc+o+M9fupmLEfKSex3GtBrf7T4T8VFiAResWHoFVTWn8PfDI0Oe8upJVNxeRrLKmMYyTVC62R/DrXrmHObieQsfrgf0p9BS3N7QLoah4meSEKYYrCJA3qctVXXLm1l03xYIlPmpE0b575T0qLwI2zW72BSNq2sW32JzSas+n2kPiqK7fy5J0Zsk9cpgY/KpGzzvx9O1joHhi1twN62+4fTJzmtDxf4dXTdL8MTW53CQiORW/iJIOf8Ax6uWv4dXv7Cy1K5iKWKgW8UkvZd3X8c13fj9549T8L28I87y9jpB0z07/hTe9wR69aYW0gGAPkHHpxVgHNcho/jWCe+/szUYGsL1cBY5uN49Qa6uNwwyBweh9aBkoopAfwpaACiiigAooooAKKKKACiiigAoopM+1ACMSD7VDPdQ2sTSTyoiKMkscYFF3cR2ts88pxGi7mJ6YFeTaXPN8RvFd7NcPJFo9qpRVVsbz2z+dAHpeneINL1S4kgs72KaRedqnnFao6V4h8LYQvjq/VQ3lxgqmOmAT1r25elADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGtgdTjivK9dEdp8bNJmKt+9ttuccZJavVHHHSvLtX0+PxB8YLaBmKpaWoZinB6tSaA6DxXqsUGq6Laecq77ne5z0C4NdHHq2nyZVbyFsdQG6VxGtaNYw+NdDggiGTvdwTywx6/hW7f+EvD6iS6ubcRIuXd1bbVE31Mf4jXls8WkW8c0ZuHvoynPIG4ZNdu8KzWJhk5Rk2sCOoxg1wXijwLpc2jSahaXEsc1shnR2bcOBn29K7Hw9e/2hoNneb8+ZGOfXHFAzjfhjqccUF/oczbbq1uXIRhj5SeMV6MACME5xXm3jXQbzStftfFeiQu8qOBdRp/EgOc12fh7W4td01byKN0x8ro4wQf8mkM2FAHQYpaarce9Lu9qAFqNs+n0p+aMUAeTSPJ4E+IU9xKrLpOokfMo4Q+9enw3lvcwrJDMskbDIKnORTdQ0y01OAwXkCyx+jDpXNN4AsYhILO6uLdH4KBsgfSgC34x1WPT/C1/OJVDmJo4sNyWYEAVhaP8PdLk8Nwl42S6lUO8qn5iTz1rTsvAOm28cS3Ektz5bbwHbgn3FdaiKihVAVQOAKAOKXwRd6e4OlatcQDHzbjuyfzrmPiDpHiWy0AytqLXNqOZhjGB+devde9c348Td4K1XH8Nux/IZpMC14Whgi8N2AtowkZhU8DrWJrAjn+JWhx5HmJE8mMdhnH8q0vAtw1x4J0qVupi/qah13Rr2fxFZanpwRZY0eGR2GcKR2H4mmgN68v7XTrczXUyRRjjc5wM9hXBa5eWuq/EPQPsk4m8tWkzGcgYrDtNA1jxjqWqWl9qkjWVrL5aMeQWHOMdutP+HmjSaF4+1GwvW8y4jhBhfqMEn8qAJr6z1Kf4q3f9jzi2ZI1eZmPDDntXYWGpXcIubfXLq08lVIE6sAMHsRVq/8AC1nfao180k0Mrx7GML4J5P8AjXmfiGytbLU9XWBJprSzgCvu+b5znr+lAupk6L4qh8IeJtSjtIRdadLL8uevvivZ/Dktlf2S6lZ2gtjc8uNuG/H1ry/4YadptzBLNqf2STYd0Kt99TnvXr8V5Yqywwzwqf7oOPyoGTXFnb3UTRzxK6HghhmuO8QfDvT7+2V9KRLK8iO6N0GBn3rts9Tgn37UbQTnv7UAeT6f421rwtef2f4kgkmiHSbHbpkHv0r0PSvEOl60nmWN0knGSoPzD6ird/ptnqEBhvIElQ9mUHFef6n8MWgvHvvD949tJ1EQOPyOf6UAelbh7/hXE/ELxZJ4c05LeyK/2hdErEuORnAzWJYeKfE2gTJba9YyTwKceeB8xFcf4x8QLq3jWw1HypVsrZkJEi4Jw+Tj8KLCPSdA8B2hQX+tbr69uFDuZjkDj0rr7e3t7C2SGGNIIV4VRwBXNr4/0BNLF2tyWAUful5cH0xXNXWo6349lMOmRvY2kf3nYck/pjtQM77XddtNA0qXULtx5SdBnr9K4Lw8L7xr4yGt3cE0Gn2yg26kkBmByD+oq7D4B1HU1tV8Q6o9xDA24QjoxHTJzXoFvBHbQJFEu1FGABwKAOM+J0k8ug2+mW4YyX06xgKOgyM03xNro8OaNaaJYKX1O4iEMUY5K8fe/Wum12eOz02W/NsLiS2QvEmO4GR/KuN8GeH77UtYk8U62v76Qf6NG38A9aAOI0Cw1bw94zu0tzHLcxwmS6DjgZGSP60y1jutCv7XWdah26XcTmRbcPxuyOcVr+L7q60/x3qiadAZWu7MrKR1XhqxfEPiJNU8H6RZz2zh7WQh3b7r0MR3Njqlv4y8eWdxZqxsNPi3MWXGHPTH6Vb0i6W98Wa5rccha1tITDGx6bhkn+dYkHirSrHwhInhy1NrqDRgkFMAnpnPerRtZvDvw1jtE5v9TkCkZ53SEA/zzQBEJ0Hw5mMpAuNVuGXC/wAZY7cflirHi6Uwal4Z0+yi+0XMWX8n+6MABie2CDWd4rimj1Dw7omgoJLm1dZjERwh65b8RXVMsfhyAXMsf2vX7gYHPJJ7D0X/AOvRYCaK3t9Bc3twDca1dYHqT7L6CqmpynRJlu9n2vXrzEcCZ/1eSeMc4HPJqSOCLw5aSeINelM2ouuCR0Unoiiqej5tIbjxdrJYy3IxbwkfNGvYAep5oGV5dPm0CJ51lE/iLU8Rtg5MeTzt9MA1r6isdnp9t4ctuLm8XEpA5C4+Zj7/AOFVPDGk3UN7e+JdcbE82XijP/LKMc5/KrvhiI311feJLlgDP8sO8cJGvf8APNAit4nxFaaf4U05zHJcsqyMByIv4j+IzU8T2ker7FYPa6JbksR0D98++MH8axxrNrHd6x4ukcvbxD7JZkjkn2/FqtWulSHw9BZtMftusTefcnuV4z+G0CgCvp8V1p+ganqzvm91d9sQHUFhtX+lbOq239heApLaAkOYvLVs8l2zj9TUViE1jxRNaBdlnpG2OMA8NJjk/lirviUi91LSdLAJ8ybz3A6YTDD+VIDJ8Rw/YvBNhpqKPMumjiYAcnJ54/Gk0eQT/EOaCJiYtOskhYDoGOf8al8TSvceNdA0+3G5on81x2VenP5VN4PuYLrUtcuViVCtwUaQ9WwB/jTegi1oEMd54j1fUznIcW6+wAB/9mNZ1xEskviO5kIbc4gC54OAD/WtvwxAIdLlnUnZcSvLz1HOP6VzFii6j4avnzIBcamCxHJHKj+lHQfU0/C0s9zrWtNOATCUiTHQKFBx+prCt0+2/DC9t0OJPPdPx3f/AF63vh8TJpmoXDuJJHum3MPZVAFc3pt0NM8HaqszgIuq7AxOODt/xpK/KEtGbvhPT49M8RaoxfLtBEzD0GMYrzH4h69DrXiqU2H7y2SIQSOAcZyf8a66HxTDpsfiG8hWW4EhHl3CLlR8oA59AQawUhltfhrdXcWkq0dxKZDcBskDPJxj1zTUhs7Lxnp8SeCtIskhBjFxbqUAwDkr/jXNeI7y/wD+FiWK6dCt1PY2oKxEdgCf0rQ1zxXNe+CLBTplwju8RjkP3SVIIwcVW0OZr34wxzSwPATaElX4yduKARr36aZ8RdNUQTC31y1Xdszh1b07cVjeFvGOr+HvEi6D4gkLh22IW/h/HuKTx/psXhvxPbavpcskN5cMPLjVciSTPIPPTpWJ4w1aHXLGG5nt1s9ctm/e4ONwxnIH4/pQB79GwIGDyefrUuRXnPwy8ZnW7EadeMPt0C/KSPvL2/rXoYOGoAkooBzRQAUUUUAFFFFABRRRQAVGWw3XA71JXCfEjxPLoGkpDZMv2+7YRxjqQP8AJoA5n4i+K5tYvF8L6PJv85gkzIeQc4xVHU9TuPBPh230C2tFh1C7h2SuOc5yCR+H8q3vhz4YXStKn1zWbcLeMWlEj9VTGSf51m6dE3xA+IjawFDaXp/yx/7TKcjP4mgDsPAPhhPD2hxvMFN9cDfLJjua7IVGqheAoA9PSpQMUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADX/yK8x8Oj7d8Xtfu42zHboIge1emSuqIXY4VeSfSvPfhYqS22s3rbWkkvnQsO4wMfzoAuX5V/izpkbg7VsmZfTPzUvxJmLaRZaYGPmX93HCdvdScH9DUevX0WnfEfR5rl0jiMDqZG4A4NOvtW0rVvG2j28csdw0KvKApyAccfyoYrHQ6jYxf8IrdWJ4T7K0Zx1Hy1n+AJN/gvT1xxGjKP++jWxqsqw6ReSSAkLC2Rj0BrM8FbP8AhEdPeNflZWYf99GlcDefy8ktgDbhifT/ADmvL49b8S3HiC/vdDtzc6Yknl+V/CxAGSPfmuu8dar/AGZ4SvpUkCylCqYPOSP/AK9QfDeCNPA9gVYszqXk5/iyc/0pjKEfxMtbcKmqWNxaTdCuM/4VqD4gaA0KP9sCljjB6itq/wBG0/VIzHe2kMy/7SdKy7fwPoFsW22KPn++AcfSgCOTx3oC3KxG8BJH3hjArcstTs79N9pdRyr/ALLZxXNXfw28P3UjyCB4nb+42AP0rn7n4XXNmzzaPqjxyfwgDB/PP9KAPUA2enP40ory+2v/AB5o8YjntDdwx8lgCxI+taWmfFDTLiVoL+J7OZeCG5Gf0oA77imnHrxVGHWtPuLdZobuJo26EMKztT8YaNptvJI95HJIo4jQ5Y/SgCXXPEdrok9nBKC813KI0RTzycZ/WqXjuXZ4I1I/34GX6ZFcxoOn6j4s8WDxHqVrJBZQDNrG55z1BroPiRDcXHgu7itRmSQqoHrk0mBd8DQ+R4J0qM8bYen4mr2v6kmkaHd3znHlRkj64rEs/E2j6FplpZTXB89IlDIi7iDj0rF8Z+K7DV9Ji0WxLSXV+4j2FeVBPJIpgdF4GsBaeGo5HXEt4TcTE9y3T9AKw7fdB8ZZVkIBmsv3Y9cbv8K7myg8qxt4T8vlxquB0yABXC+Ibm30n4oaXqF3iOBrV4zKfX5uKAO/ldIomkY4RBk/hXm/hSI6ponie/eIH7XNJtyM7gFAFa/irxzpFlo08cVwJ55oykUackkiovAtjd23gKSK5tzDJIJGVe5BFAjL8AeDNFvPDqXkyNLNKzbz0wQa2r34d2LkS2V3cWtwn3JA+R+VVvhJP5nhWaP/AJ5XUi/yrvjz24oGcEfEmpeFmSz1mB7uEf8AL3Hxx9P/AK9dPo3iLTNdg8yxuUc/3CfmH4VoyRRyoUdQ6nqGGa4DxD8PWWZtS8PzNa3oO5Y1J2k/nQB6HwRk0Hr0rzzwz4+eKQ6V4jVre9jO3zW4V679ZEdQysCCM5HNAD5I0kUb1DD3rhvibaWEPgy7uZrdTKo2xsq8gnpXdBuOR+Vc941+xHwnqH21lWMQsVLf3h0H50AcL4R/sXw14HhvrwQzXt0N6KRucnoB+ldJ8OrbUDpt5qF+Hja7mLpEx+6vGK5j4ReHYrrTpNRvoWkKuVt/N5AUYIIH1Jr1wKE6AdMDAxQA8D865nxv4mHhbQXvVVXnb5IlPdq6QHAyfxryD4nCXXvGGk+HoSTHlXcKfVjk/gBQB6D4RuL/AFHw3bXWqMjyzgtgDgD0rdCBQAoAA6AdqhsLRLKxhtY1CrGgUCrB6c549KAPKPEUy+HPH11qN2Ge3urQoFUZxw3Wua1vU7a6+GFtZx28iTLKWaQrgEbs9fxrpvF2uwaZ4j1iO9gMpnstlvlcjPzdPesvWtX0+X4OWtjA6/amCjywcMh3ZyTQI6LSvEPhu80aygvbQrtjVTI8fy5HvWd4v1yDWr3SYPDbi5vYpCi7R8qAjGfwrUuNctofDNjpFlbR3mpT26qsajKjPGS3an6JpOn/AA/0dJbpBNqtyTgIMlnP8I64FAFy0sbbwfZve3LNeazdYDMeXlb0HtVnTrIadBPr/iCQfa3G4lj/AKlf7op+i6Ndy3p1vWX/ANIZcxwA/LCv+NZGteb431c6PCW/sWDm6lXjew7D9KVwJ9KaTxjqbatdLjSYD/osTcBm/vH2qe1K+KvEBuNv/Er099sf+3J3P06VB4ovfsyWPhTRxtuLgKkmwcpF0J/LNbpNr4U8OBEVQkKYUd3b/HNMZX1ppNWu00a3O2MkNdOvGEH8P41S8Z3j2ek2mh6eMT6ifsqbRjap4J/I/pW1oVm1vYmeUZubkmSQn3xj9BXNaVcDWvFd/wCIJuLLTQYIGPTOMsf1/SlcRRj0yO98TWPhvapsNOhE1wBwGkzxn8RWql9C+v6hqqsRZaZbeXGxGFDAHd+GMUzw8RFoWo6ywzLfysY2I57KoHtkVB4yiOk/D57OHHn3RSLAHLMx5z+Bo1GWvhvbt/wjj6hJzLfTyTbj/EOg/lT9Hlk1rxtqOobj9msU+yREDq/Vj+TCtSOSHw14QjkkARLW3B29gcdB9eaqeC7aSy8L/aLj5XuGed/UZ6fpTEZ+jXMN7491zUQSVtohDk9BjJP86y/ClzGngLxDeqWy007Bs8khRijwufI8CeINSlyjzvM4duMjGB+oqHTIH034TRBl3SXj8L0LFmIpasDtNPMlr4JjfP7xLUsSfzrH+Hkfk+CvtEudzO8pJ7/5xWj4puW07wBdyKMMLQqAOMZXFUbWGSz+FoRG2yi0Ygj+9g0+gyTwIkdp4WkuSuyN5pJD7jOM/pXm2qzpL4Sg0tZFddU1Iu8m7lfmGB+lelajd/8ACP8AgNI44/MmaIRRoONzv0/U15/4C8N6ZqsF9aalIy6sNzLGwI8onuBnmmthPU7fxBpVnpHw4uLWEBI47UgBTjJ2nP1rHEkb/A+PY6Ai1OB17t24rm3lmB1zRfE87y3dvbO9kznAICnGPXpU1v4VSL4WNqAuZhNNGCF3YUDOMY/CpGjvJLH+0PB2jJb7DskgkYE4GARmsWe3QfGyycHaTZOzEcgn5qpar4YexsvDcAvpz9okSOX5sA5xx+tMXTl0b4xaba20kkga1JYuc/3hTA6P4naV9r8PpqUPy3WnSCeNsdhy36CsLXPDNv408K2usaNB5V2VDPngvgf45r02/s49QsZ7WUBo5kKkH0IIrhfhveva3Gp+GrgAz2EpK8/wHpxQB5VbS3PhvUY9TiYxX0Em2SArgngfmK938J+J7bxNpUU8ZAnxmWPPIPtXH/E7whJdEa5p6DzolIlUDqOea850S4v9KRdV0yYiaNszwDOQPpQB9M5wPSlFZGg6zDrej297CeJE+Ze6n3rWU/KPX2oAdRRRQAUUUUAFI2ccUE84pC3GegoAilmEMUkkjYVFLE+gFeMaBYXfj3xzLrd4SLCym+RW6HB7V0fxV8US6TpqabZtie7yJDnkJ/nNZ/hnxPZ+Hfh3HcNCTco211I++x759OlAF/4leLrey8Oz2Fm+bq4PkhR0Cniug+H2kLo/g+yiMQjmkQSS8feY9/yxXnHgfw5N4x1ttc1JXWyhcmGNhnJz0+nNe3KgRVVQAq8ADtQA8KMU6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApD1paTrQBg+Mr9NO8J6lO8mz9wyq3+0RgVkfC+xNl4LtndAslwxmb3PTP6Vl/Gi7a38HJCpGZ5lBHqAQa7nRoI7bRLKKIAKsC4H4ZoA4P4l2Md5r3hiKQ4Wa7CMMdRkVNpel6fZ/E+WK0hVEhshgY/i+YE/oKq/EGbHjrwrGxOBdKwA7EsP8KmtLppPjTPEjYT7KVcfgTTewHb63ldDvmIyRA5x+BrgvB+ma3qvh+CWPVjbWp3KsaL0GT713+suiaRfPIdqCF9x9PlNZngmGOPwdYCMAIQx475Y0hHnHxG0AWcWk2cc093c3UxQh24bOO1eqeHdEttC0iKztY2RNoLAnoSBmuP8dkT+NvCtsMblufM46gAj/CvRUGB1p9BjgOKMUtFIAppFOooAjIPUcnpXP6/4P0vXLSZJbaNZ3UhZQvINdJimsOKQHzn4a0abUPFT+Hri5khWFmC/MVJA9q9j0rwLommusv2fz5QPvzHdXM+P9EudK1ODxbpKZmg/16IOo7nFdj4V1+LxJoVvfR7RIy/vFz91qYG1HGsaKiKAFGMdBXKfEXzYfDH2lHw0E8bkdiAwyK64c8nrXEfFdm/4QicITzNGDj3YUgOgtdF0uaGG7ayhMzorl9vOcCuS17T7S0+I+hSQwpG7biSO9d3pv/IMtsjBEKj/AMdFcdrC/aviro8OMmK2aXn/AIF/hTA7kfdwOMV5/wCP7aG/8R+G7SWNZEe5JYHuOK9A55z+lefXF0+pfF20syoaCxgd2PoxBxQIy/HejWFj4m8MNbW0cavdBGQL15FeohdkQGAAAMKK4H4llV1Tws7Dlb8ZPpytd/uAjUnoRk/pQM82+E9yqya1ZE7WS5aTYeCAT/8AWr04HORXhWmeLLPTvilqGopE39nzko5QdMcZxXqlj400K/VRFfxh2/hc7TQB0PfpRxUEdzDMMxyo/H8LgiobvU7OwhMt1cRxJ3LMMCgClr3hjTfEFsYb23Rj1WQKNyn1zXC3Hh/xh4Z8tdEv3urcHGyQ5AHpiugvfiJp0YcafDPeSDgbE+U/8C5rNj1Lxtrw/wBHtFsIW6M3B/OgBtv8Q7rS3S18Q2BgkJCtKvf8K5bxHqt78RvEdtpemLI2nRsDJ6HB6mtrVvACxFdT17WGmQMGlBXqfQc16BoOlaZp1jEdNtxFG65VmX5j9aALemWUOn2EFrEiokaBdoq3xjim/dJx2HQVk6zro0uSOFLSe4nlUlFReM+9AFzUdRg0uxlu7mQLHGpYknrXnHgayuvEXi258W3a4twSlqMc49f1qzeaLr/jW7ji1mI2OmxNv8tW5f2PTiu/0zTrfS7GK0tVCRRjAAFAFpAaVuhzkCnKMDrmkYZHrQB59410C81C6v78hRBb2LGHaOS+Gyf5VyjnT9b8I6ZpGjWsc+qyKEkbHMXJyxNeqeIDff2LeLYxrJP5RCqe5rwzwG2u2Hie5ttOhVL6TPn+avC9TxQI9U0jRNP8BaCZZP395t5ZuWduyj8am8PaVd3922u61/x9ScwQHkQjt+NXNK8PPBcNd6tdNfXOcruXCp7AZNVvFXiJ7JItN05Wm1K6JjULz5eeMtSGVPEGv3eqXr+H/D4Vro/JPP8Awwqepz61o7rXwR4QOCHMC4Un70sh9fcmm+FfDEfhqwl82XzbiVvMmlIx+B5rNghfxl4ha7n3NpFk4ECdBM4Odx9hx+VDAn8F6HcCWbX9Vy2oXgygP/LOM9B+p/OrMr/2/wCKWtAu6y0/EjHqGlzkD+VXPE2sf2RpDeT/AMfk37q1Qd5Oi/hnFLoFl/YugRvdFVmZfOndu7dSfypgVvGWsy6VpDQWn/H7dYht1HUE8Z/DisTVreXQvBWnaBCM3d9IsDY6tuYbv0NT+HUPiTXZ/Ek4zaxMYrRG5HH8X5k/lTrzUPN1K/1sqJLXSoGFsOzSYJOD9MCgCfzxN4n07Q7VQLext/NmAHAbGAD+IzU/iKFtQ8RaJYAIY0lM7554XBqfwpYlbJ9WuFP2y+HmSnHIHYfpWZ4eujq3jjWr3kw2qrbwk9PU/wA6Yg8fs102k6RG7D7XcqJVUZDICM/pWx4jvE0fwjdyr8uy3KJ2wcYFZenyLrvjq8uioaDTVEMR7b+cn8iKh8fN/aYsfD0ALTXcqvKq/wAKA5JP6/lS3Ao+JW+x/DSzso1/e3TRxqoHUs3/ANetTVLORf8AhGdMgjyglV344ATB6VD4gQXfiPw7o0KbjbsLmQdgq4x+qmte6meTxjYxIyiK3gaRz67sqP1FICt4/cf8IjdW+PnucRRr6k8f1rN8U3T6J4Ps7SJlMi7MoxwSo5IzWb8ULjUbiS0t9JhaY2jC4k2Lu2EHI/lV7w/a2/i/wRJNcTtcXc0bRSPIf9U/OAB26g0wMa413VrfxJpV/q9rv0t4wyhBxHz1P0wK1/GehG6ih8WaHMEvLSMyboxxKg7H170/w1ercWjeFPEMAjvEVkTcMecnqPwqpaXt74D1BNK1M+doU7lbaZxnyc/wn2oAw/E8MXxC8NW+q6Y0f9q2a5u484baOx9s5/Oqcnje0i+HttoLW7rfKAjIBwOTyPzre16ym8IeIE8UaJCsunXC7btI+Rj+9Wb42tdH8U6NDrHh9o/7TgZWkiTh9pPce1A0afiLxVAyeHP9En8uOaNyzLjpjoO/Ss2y1Yar8aLe8jjlWLyCqeYMHHPamJ4stNc8QeHbe+thZtaEmUzD5WIA6flViyu7fVvjcrW5DQwwMmRwOh5H50Aev7cqAR9a8rKvonxwyx2x6lDuz69R/SvVse1eYfFqF7GbR9fg+WS2n2u3+ycf4mgD00gSLggFTwQRwa8s8deBJI7uPV9FtElKtumgxw34V6fZS+dZwydd6K2fXipio70AeGeH9Q1HT70yaFA2VTfc2btwD3wPyr0fRPH2kasoR7g21yOGSYbRn0FZ/iLwhcxatJrnh9lhvSh8xMcSGuCtrzSTJcW/iixe2vjny5YxgZ9/bNAHvCSK6blYFTzuBzTweK8JtNY8S+EXVoJRd2k/zRfxjb6e3Su50v4l2MrrBqsT2M5AI3jKn+WKAO9yKaWx/wDWqjDrWm3EYkivYGVuhDYrMvfGeg2KM0l/GzDgpEdzUAdA3pnmuX8YeMbbw1p7uhWS8bCpDu5Ge5rlda+KLzzCy0CHMr8B5V5GfavO9R+2L4kaTUcz3qur+Wh3A85wfSgB2rQ6teXa6vrsMrxyfOBu5CnsB2FX9C02+8YTW+k28LR6TG+927le3NdTZeFtc8a30V3r4Fvp8YHlxLxkD0r0/TNIstItFtrKERRgc+p/GmA7StOttK06KxtU2wwqAoIq6o9frQB3p1IAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKSlpuecAUAeW/G+3aTQ9NnOfKiufn/HAr0bTip060K/dMSgflXPfEjS21jwTfwR/fjTzRx/d5pfh7qp1bwdZSlsyxr5TjPQg0Acz8TYng8VeFr8DI+1qmPowP8AWp9a8zQ/ibpOrFAtrqEXkO/TDn/6zCrHxQB8vQpI8ecmoKVB78rV7x9ok+teFklg4vLUCZB7gZP06UAa/i9Wl8I6oAcZtX/9BNL4RCDwlpwjPy+SMfmawdJ1weLPh3ehCDeLbSRSRg5IfaQP51Y+GV+l34KtYQcy2paBwf7wOf60xGF4yeS3+KfhuYIWV8J+O416gv3RXlnxdluNPOi6vb4H2a5JJ79uK9I0y9S/0y2uo2DrLGrbs9eOf1oAuiikBzS0hhRRRQAUh5FLRQBBNbpNE0bqCrDBzzweteR+VdfDLxaHBL6HfuQVBzsOa9iwfWsHxRoFv4i0eWymwH6xMOCrUAa0cqzRrLE25WUMD7VyPxEcz2OmacmGN3eRrj1AYE1z/g3xNdeHL8+G/EJdNrEW8z9CD2/StdZ4fE/xAiWE+ZZaQu5mB48xvT9KAO5hTy4ETGNqAYrhIpv7Q+MDtGcrY2e18e+7/Gu3u7lLS0kuZTiONCzewA5rhPhraS3Uuq+IJkwb+YiMk5yg96APQu2cda4DwVGL7xl4l1RxnMwiRvTA/wDr10Xi3XF0HQLm5IzIR5cSg4LMemKp+A9Dk0Xw/mclri6czyZ689qEJnOfFS6c6p4cs41yzXqNn/gQ/wAK6rxH4mtPCuhxXV9lmcBUQcF2x0/lXOfECL7T4q8LRRczLdhyB12ZHP8AOsv4m6ja6tdW3hu3gefUd4K5+UDOBSQznfC3hTV9Y1C61OyhW3spmO1ZTu4P/wCuvUP+Ff6G8a+ZaCOXYAzRcDPrXPaH4Y1jQdIgS71/7GikHyP4fpyetej2zh7eJw4kG37470wPO5PhvqVjdtLpOtSRg/wnsPzq/afDa3llE2r31xeP1KluK7rsMkig8Y70AU7DR7DTIvKtLSKJf9lRV3G0YHFJ5g3bRgnvzQZF3YBXd2GaAOOk0TUtb8TtNq6qNMtW3W0a9HP+1XYIAo2jGBxx6U0zxKxBlUY7E1WubmOS2lhiu445GQhWz0NAGZ4j8UWOiQmMuJb1uIYF5Zj2p/heLVv7PE2tOr3Ujl1x/ApAwP51n+HvDFjZO13d3C3uoMS3nvyV+g7V1O9QPvDHpmgCX60nT8TTTMgwNy89Bnk0FgR1GMjkGgBQw3bdwz6Z5pd2V45rgHsNauvies8TyppsMY3kn5Scn/61d6Dhf6UAZuqPcWVneXsDF2SD5Im4XIyc/j0rzXxUJYfFukanocDvqojDXUMLcFD7dz1rL8d6z4il8Vanp0E8hsokyUToFx3qP+zdc8M+KtJmt7oXFzdxAKZugz2pMR0firXvGNppaXRWOzgmYIVQbpUz3rc0i/8ADWiQWyi9jm1CZVLOTvlcnj+dZPia88RLeaNb3ltb5mmKfK2UfIGQeK5rW9KvLPxLZWsGkpHe+Z58LQHdjGPz6VWgzu9V1DU/ErNpekwSQWzHE9zMNuV7ge+K6NTaaDo6hmWO3t48Ak4zXHQeJ/Et5qL6ZaaXHBcwRh2E3ftn9KxNTu9Us9Wtl8QrNfO6l47OMfIDk/n0pCZ02gQXniXW28QajAY7OIFbOE9/9v8AXr7U/X7qXxHrUfhywlIgjIe/kHGE7KD6nmufn8W6zf2WYFttGsQdhaQ5ZR+lN0rxnpGiaVMNPjlv79vnlmYYDt0BzzgcUAjf8Xau3hqwsdF0SJFvLtxDCoHCqeCT6d6XUbSOys9H8N24Ba4kD3CjrtByxP1+aud0PW9Om1BvEXiG/h+3xqwjt1wQq/Tuc10nh6+tdTubrxTdypCkqeXCJGwY4wTz+poA2vEWsw+H9DefjzAvlwoOMsRgCsFbhfBPgR7ubBvJssAvV5H6f0rFu7r/AISzxqLyR8aBpZ3GT+FnHP49qW71mPWtZivdQt3Gk23NpAFyZm7N/Lt2oA67wjYvpfhyOa9ws85M87E9CRnmsLw1dRax4k1bxPMxW0twbaJj0wvJP/j1c7qnjDVfF1zJoen2MsFupxMiHLlfTtirllqFncarZeF5LaaxtIsB4B96Rv8AaNCA6fQlCzX3ibUnEZucpDk42xA8fqTWLF4kvU8WzRPZbLm+jCWckhwoQE4PTnkmuT13XNbuPGttp2POazlwlsEwpH0zzxitrxpr1vf2FrEtvNbeIraRDEgXO05wADxkUluNGokt74S8TlNTb7ZZathDKB91+hX2HSq9iI/BvjGOW2YvoOq4VGXlVkJwBn6gVm+JfFLXvgw6frenzRakCh3YwuezE4/ziqkE+q23hG30bVrBntZWC2d0OTGx+6R+J60wPQvFfhaTXkt7yylNtqdt80Uy9x6E+lcVrPixtQsZPCuu2gXUnZY0mUfLnON3tVr+0/GdjdWHh64aNftDbVu1G5tvr9cU3x94Ois/D/2mBWub9pV828lbLA5A4oVgHWz6l4FltdOvZP7T0a7AQMeqk9gOau2nhPQL/VLmTSZriwu4WVyG+6mfb/PSuN1TRPEvhWxstVvLoz2cLRssZkzg5HbFdPrd3c2vgyfUls7m1ubqRGmlPOU+tAHP614K1mXVFudYu4UtgpDXasOQM9R61F8KIlPjyVo282OCJwsjde/NS6TpGvTQC41WxvL6zYZSMNgHPQ/lirHwmix401PERjUR42N1Tk8U0JnuHtXC/FiwfUPAl2IjloWWTH0Oa7oVzvji3Fx4N1RehFu5yPp1pDF8D3jah4N0u5fG94ecexI/pXQ1wvwluDN4BswTnyyy/rn+td17UAJisXWvDWl6/CY762Vuchl4I/GtzFN28+1AHnF78OLm1kR9Fv2j2HKpKcjFcze+DvEMuuJdanYi8jjwMRHqOa9u2+pzSECgD511O1VYbhYIby3nL/JAQSBz68VStfDuu3Eh+y2U7kEHOMH86+kWtoHfcYkJHTinhAGBAA+goA8Psvhr4kvrgTTOtvx95zkj3r0bw34EsNDb7TMftd6cEzSDJH0rrQBnNKBjvQA0LgYFOx7UtFAB0ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACo2JxxxzUlVb+Uw2NxIo5SNmH5UAed+KvFepavcXuheGrU3EiIUnlAztz2Aqt4d1Vfh74MhXUbd/tVxMxWFepPHX0qX4PA3FjrF42PNkvGDN36Cn/ABHLReJfDklyiy2f2jBjI6nI6+tAGfe63c+NPEWj6UdMlszbzi4csc/LkHPQeleoX17a6dZtLezpHABglz1oSztllW7SBBIU2lwOQvpXn9nbN4x8daouozl9P06RVjtwcAnHU/nSAwfBOt2Vp8QtWigJj0++PyBht+b/AOvxV3wTeHRviHqmgxTLNZTs0qsp4VsZ/pXWeMPD2kjwtfzi1jhkghZ0kQYOVBIpPh/oVlZ+GrG8WBGupI9zSkfMaYjR8YaZZ6v4dure+KImCFkc4Ct2NeaeA/Hg8PxyaLqbNLbRORFKnOB/nNdZ47lOr6zpfhiOQotw/m3BU87B/wDqNbMvgHw9NYLamxQBRw6j5s+5oGathr+l6iFFtexOxHC7ua0815/d/C6xWMPpV1PaXKnIfdn8McVgXMvj3ww7O5a7tkx8wG4Y96APYM0ZrznSPipZSlo9VgNpIvG4cgn6cYrtNP1nT9UQSWd1HMO+08igDTzSZqnealaafH5l3OkCdCXYYrHt/G+h3M5hW7VCDhTINof/AHT3oA6TNRsgPUZ5psc6TJuiZXXrlTkfnUoGR70Acj448HR+KNNCodl7GMxSCsH4YXcFit1od2nk6nC53Fv+Wg+vevSnO3p1rgPiD4fKwr4g04eTf2nzMU/jXPOaADx9rE93Nb+GNMkH2q8bZOBztQnnP4V12jWEGkaLaWUBxFDFtB7e9eZ6LrU/iPxLJcaHZIt0kK+bcS+tdJPofii+CW11qKQW20+aYBz9Bz/nNAFG5R/G/jVYlcnSdLcMT/C75/8ArCu/nuYLC3MtxIkUSLyScdKxfCKaYukAaWjLCrsrh/vM46kmuc8Q2D618RbXSNQumGntb+csKnG4jPH6UAT+HkfxL4suPEr5+x26+TZ56HqSf1q14t8GWOpXKaykzWd3aguZ0GSQOfarWv3v/CK2WmQ2SJHatcxwsoHAUkZ/ma6ScRy2blxuiaM/L2wRRYDxjw4qXYk1vxRqfnW0RIhhaXJYj2roI/HuqaoEt/D+jOUU4yw6D8qg8B+DtJ1jTpb29jeXbdPtjZvkHPpXp1pZQWcYighjjQdAi4oA85mm+IV7IyxxpAmOMDFPg0HxzcxlpdUETem6vS9tLigDz+PwXrbosk3iCZZupA5H86ni8F6q1yJLjXpyF6YH/wBeu4I5pQPc0AcfL4CtJizPdXJkbq3mU1fh3p20bp7gsO++uyIoFAHDTfDm22k219cRPnrnJqIfD66OBLrU20dDt/8Ar13v8VKaAOItvAJQu0+q3Ln+BlO3H61DDovizR7iVLG9jubd+nnnkV3n40nbFAHmy+K/EWiSy/23pTzxsfleIf8A1q6jSvGOk6sNqXKw3GMtDIcEVvPGkg2uFZfRhmuE8ceCIL2wlvdKttmpKQVaPjNAHIajrVyPHuvQ6ZAt6t5F5PyDOOOf51Zvb7XLjXdJupdKnEOnqPM+XOSP/rYrT8AeBtX8P6vHqFzLEqSxZkQjLZPvXpNwfKheVYy5RSdoH3qAPK9c8UXWqeKNGljsJxZW8oc5XDE5Gf0xRrvimWTxvot3bafKEXKfMMM+TyPbrW9deP4NLdf7T0iW2w+A2BwPWuE8W+O47vxnpt3YBJLS0cFPlyTk80Ajrjrl9F42/tO50i4jsfs3ks4GScEnP61k+IvGtu/ii21TTY5Jvs9u0ZEiYwxzXog8Q6X9hgnuZokMqbgj9fyrjrXW9F0vWdTn8mWa3uHBCiLgDAoBmL4OvdNsdJv7rxHbPI8spY7k3KBgHj071F4UudFh1nWXuIH/ALJuFBjRhkHk9K6bxP4v0S68HX8VlKjXEsLKkYX5lJBp/gLUdJt/Cdrb311C06rucuPu/WgR5L4vnsJ/Ech0qPybAYDAjA+oGetb3heXRbLV5Yr+aS40zyAFwuFB5yCM+/Wtb4ryaBdadbNppt3vA/WM8EVtaFoWlWfwvf7WInllt2eUtglWIwBQCOf+H/irTdJu9T02+b/RJpC8Bx97/Zz9MVuaVrGmaX47vpW8yOzu4l8o7CFVgTnr07V5roWntc+I9PWJVdRKrurfdA3en0r6OkgsPsaS3UcJjABBYYApjPOdF1HT7H4k6veyXCQ2t0i7Cf4uvKmrNhqukt8Sr2+FzD5JtVCy5zlstz/KvP8A4l6lbarr4uNLLG3hUQs0Y4VgT0/Our1K50jR/hxa+TDbyXl1HsL5wQeppMRoahNotv8AFSx1ZbqAxvB8xU5y/P8A9apvF6aLf+IdD1OKeHz4blGlcN/AGB5/WseKz0zw5rWiPetutTabnwM7pDn/AOtWr4o1nw5c+HLpLa2InkiIiPlYOT70N66DF+I+uabqGiRabaXEEtxcSqpfqEGeefpU3izVdMXwrp9tDOlwYJoMheSNpHNeWeHYE/4Si0mvYZXsVb5sjg8DtXtsOt+FomEcYhQkDjZgYz3pXA5PxD4z0uPxnoMqTBoIFw7AcDdwfyq3458V2Oq6Fb2untLJ51xGSFTsGHeuN8UeFtOur67vLHWIPLL7kQnpnt1r0/RNX8PQaJbWYu7MTIgU4P8AFQBz/izWdP8AEenW/h62mZZd0byNtyq4xx161a8T63Y3vhO60wxXJk8ghP3eBwp75rJ8OJY6P40mvptRt/KliZZDv5V8np+ldrf+KNAuLS4t11G2MrIVUsfb1pgYmgfEPR49Ft438954I9jrGu7p61i/CiVL7xb4gvVB2PtZM+mTVP4X3Gm6bJrb6heQbGkwu4bgV9jWn8KZbabxF4gktVCwyMGQdONxpiR6zjiqWrWy32lXdq3SWFk/MGrvao2OcjnPTHrSGec/B+YLod9YZGYLtxj0HAr0roeK8j0K4h8J/FPUtNkbFtqIDp83Rsnj8SK9aDc/1FAD6KTNLQAUhGaWigBNoowKWigBMUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVa8UtaTKoyWjYfpVmmHkkUAeQ/B3UAt9rmlsMSJMZSPrx/StH4zQFNCsNQRtslpcArj3wKxfDsMmgfGu9shjyrsO3TGeOK6j4w2wm8B3Eh6xyIf1oFc7LTJhc6XbS53K8anPrxXA+HFOm/FvXLVT+7vIhLg+oz/hXUeA5xP4J0tw+8+V198msTU47fTPixpt2xwbu3aPr1bmkUdL4otTd+FdUh7tbvt+uDWf8PrpLrwVpyq2XjQxv7HJ/+tXTSIJInUgEMpBHrxXn/wALFktrTWLNxjy75yBnoMLTFYh8dQjRvHHh/wAQAnEkn2Vx/sk//ZV6ShDIGHcZrg/izaPN4RNzEmZbaZXB9BkZNdjpVyt1pNpMh3K8SkH14oEXDSFRg8UjuqKWY4A5JJ6VFFeW9w2IpUkI7I2aBmPqnhDRtXWUz2UazS/elRcNXB6n8NtR0eT7ZoF27FORFjDn8c1633PpSc4wM49+1AHzteXurt4gs5fFEVw8EbAGNs4PPc166dF8M+J9PT7PFCQq4RojhkJroruxs76Py7uCOZPR1yK8o1fwbr3h/XpdR8PyNFbZMhAY4HtigC3rmkat4Elh1TSrua406M/vbVj29e9eg+Hdbh1/RINRgXasq5I9K85074mC5j/s/wARWm2OfMTSgdT9MV6NoNlYafpUUOnYNsBlSDkc+lAGo2CCaxfEPiDS9Eghj1R/lum8pV25znGan1LWLTTw0cs0YudheKIn5jivN7LVF8baXqGhaxF5esKXktgy7TjHGKLAFjEnhT4qoloyiw1WMEIpyuTwK9E8R6iNK8O3t4TzHC7Lz/Fjivny6lOmxwxXUlymvWd0B85yu0YxivYvG1wZ/Dmlaf1l1CWJAPUcZ/Q0rAavgeyax8J2vmriSUGWT1JJ/wAMVjX6m4+MGnqjD9zZEn8dwrt4I/JtETGNsYH0wK888Gz/ANt/EDXtWwTHCVhjJ7Y6/wA6YFv4kzDfoFr943F8ox9CtdPrl7Hpfhm7uJG2rHbkA++3ArlNRRda+KtlbE7rfToTKy/3ZOSD/Kl+LN0yaBaWCEg3lwqDHoCOPxpIDV+GtqIPBVpJzmdmlOfdj/hXXYqlpNvHZ6Za20ShY0iUAD6f41epgFFFFABRRRQAUw+lPphHNAHIal8RdIsNTfTlEk1ynBVR39KiHxN0VIs3XnQMDhlKZxXL+KYdP8K/Ee11ghpJLvjyAvBJ4znPX8KxfiLq1/qMcSf2MbaJSGEjryR65oA9BHxP0BkYq0zEdBs60tv8TdAmcJI00TE4+dMD86w/CGneELHRodQluIri5kQGRpTkqfQDFRavpUXjrUo7bTbVLawh+aS9EeGb2AoA6O++Jvh2z37bgzFf+eYyKz7n4pW8UYli064dCM5x2/KpJvhp4ej0L7FJ+7K/M1zkbia5PxH4pn8L3EOmaPPFfQrHtIMe4rQBuN8Ubr+znv10RxbjgN5n8+KxF+Kms6ndR21lBDH5zgByc7fxrR8P6R4en0Rr7V9X8wz/ADtHv2hD6Y55rJ8OQ2eheIbyfTdLm1O2m/1UmzG3ntQB2dr4CGozJeeIr59QkIyIxwq+3vXmfjjQrTTvEUttoeZp8b5I0wREP8ivRNT1vxJLai4mSPRrHO15JeWAPp0rznWNRFtcvdaD9o/d/M90Tnz27/h0oA3fAWraFY6ZOdWhkmu423SO6Fwg9BXXw/Ejwp5bYJVc42iMc59RXkOr3sqxM8N6biW+jH2tAuPL5PHtWelvEdNXEsaMhyQ4wzZ4x78YoEe22mveA7qZ5UFqkrg5Lp161qwX/hJQ8UT2SLL94Djd9a8G0S8tZHu7O6t4FkuUCLI5x5BxjP1rc0yTRbzUray1KRks7CMgzxniZsnvSA9KvLXwHqYETSWisp6xtj9aknh8GWdn5j+RJCBs2q27cK8f1ay07T9bRLa4820uRneT/q8nH4/pXS+G9eg0dZrM6UL+CPAjnjQnef6U3sBqa0dB1JCujeH55JxwromzFR+JNP8AFv8AwjkH2kCPTIQFkt4jl9vv616Npc2o3E8c0ljDb2rRg4DZcfoMVPrOs6dpNkz6i6qHBATqz+wHrSuB4gItO0ONdSsZ47vSpdq3ED/6yLPHApz2dzdR2NuwVNDafzIZCc5zjIYe+MVt+F/h5LqWo3uo3sDW1hK5kt4n6tzkFhUE2jPFLPaaC9zPqenOQzjhEHXAH4/rTA6DTJ/DOgzuNUYSXiNwrJlYxgdBWvc+OfCSQN+8ScIMqqxjivGr61vL8S3Do0UiSBJfMb5nl9B+GKvW3hnxLY6Y6LYkQXhCsxXJ6+1Az0iX4h+H7ezW4g0+TyAdok8vvWHf/EjRL9lWHRUuJWO0Ky+v4Viv4X8Ty2Vrot1ZkWSnMSjIGfVifwqFPhX4jgmV4zBvB3hlfgYOaQFnTTHqd+bnT/D5LKfmjDblx/FxjqBXT67pIt9Ae6s/D0UZJAc78sB34xWJongjxdpFw93ZTLGG+8gcgP61pR+FPGskNxB/aCQwud/ltIeDQIueA7LTtXuL26ns7Z/lXCgZ2Y4wfeuuv/B2hX1pLC9hEnmD76Lgj0riPhraXnh7xbq2jaif9IkQSRlTww9f0r1fngg8UxnjnhbTrDwr4nu9A1uFZVunzblxlSOg/WtHxJY/8IJ4ltPEGmxrFp8pEV1Eg4UZ6/rXS+OPCP8AwkdjHLbv5V/anzIJVHOR2/OuT0fxfHq9tdeGPFirFcHMQdl46YB/CgD1Szu4r21huIG3JIoYfQ1Bqt29lpN3dIMtFC7he5IB/wAK8v8AB/iw+Fry40HVZGazjkIguM8Be3NemQalp+qwlbeeKdJF5AI5U0AeU+EfCsPjHQrrWJ5ZI9T+1N5Mu77mACOPrWla+NNZ8J6gdN8SRNPbqPkmRecfXvTkkuPhvr8yNH52h3shk3Af6pjxz7cCu0ku/D2v2H72e3ngdcfMQSP8KAL+la3Ya1b+fZXCyrjJAPzD6itJTxXjGr2TfDvxPZatp7t/YtwwWRQd2Oa9fsbyG+s4rmBg0cihgfrQBaFFAooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqKSRYhl2UD1JxQBJmjIqql/ayMQk6Ejg81L5ydfMXB75oAmozVdry3ThpkH40w6haKCxuIwo7lqALWaM1mL4g0mSTy1v4C47bqeutaa8piW8hLj+EOKANDNLWdFrGnTytFHeQtIvUBulPOqWKnDXUQ/4FQBdzRkVnrrWnPL5S3cRfsN1W/OjwDuX86AJc0xueKQyoMfMOenNOxjrQB5F4tV9M+MehXgBCXO2In3LEV3Hjmz+2+DNThC7iIWbn2BNcr8WFWK+8N3ij94t6BkH3GK6XxnqkVh4HvJJpADNbGOMZ5LMuKEJop/Cwq3gOzUNkqSDjtzWT8Rbby/F/hfUTJhRciPGenzD/Gr/wAJ2RPBMCblBZy+M8npWV8VJYBq3hkMckXoLYbtkdaGM9PRgY0ZcHK/0rzHwpcyaZ8Vdd0uZsLcfvIgeh4/+tXo1vdQPCojljOEGcN0GK84hnsL/wCNUc8EgIhtWDnoN3I60ho73xLZ/wBoeHdQtNuWkgYLxnnBxWJ8Nr83fhC3hbIktGaFwexBz/WupW4ikJAkQ+24VwHhLULTT/FfiaxM8ccSzeamTxyBmmSXPiHfSGLTdFgmKTahcrGxQ4YISMmqN54CvNJYXnhu/mjmRRmF33Bz3rkpfFVve/FiK9ulaS2gbyYQvIB/vfrXqUPiWP8A4SGfTZflUBRGVHUnsaegHK2fxF1LSrtLbxRp7QKx2iULgZ+ld9pWsWWs2gubKdZY8kHB6VwfxB1bSbzXNL0Cdd87XKeYMfdUkd6r67oF94FgGseGpZfswYGe0YZUr3Of/rUhnqfA+XikKg+nHtXnNl8XtGlEazwyRE8OT0ravPiJ4fttP+0i6EhxlY1+8fwoAn8VeErPxHpUlv5YjnUZilXgg+lcB4B1XUfDXiV/Der71SX/AFO45Hpx+VejeF/Ei+JrGS6S3aKNX2gOOvAP9a4n4wWL20dj4gtzsntJByOMc8fqTQBofFLw3LqGmpqtozfabPnC9SOv51DrtsYtV8H6lbw7LmSZY5cD5iuFzk/jXcaHex6voFpdHa6TRAnPc9/1q29rFI6O0avJFkoSOh/zigDxD4i6M6fEqxkZT5N9LGM54JLYP6YrvNTEc3xB8OWMo/d29u8qem4Lj+grI+JU003irw9Z20XmSpcLMcDkLn/61avjCZLPxJ4WlB23LziJsf3DjP8AM0COv1a5az0W8ul5aOFnH4AmuQ+E8a/8IxLdbQJJ7l3J9c4rtL2OOWxmilH7pkIf/dxXB/Cu8P8Awj96k2Bbw3brEx4GOMUAJ8PYWvda17WZTukkuDAG+gH+NT/FaNl0Ww1ADcLS6WQ/mP8ACk+GskSprkMTghb13/MD/CtvxgkGqeFtWs1ZXkihZio6hgCR/T86Bm9YSpPZQSoch4wR+VWRWH4Ru0vfC9hcR5wYsflxW5mgBaKKTNAC0E4pM0hYd6AFzSGuAuvippNrf3Nq8MjGFioZf4iKzJfiVqt7uGlaQx/uswJ/pQBofEfwvqGt3FjfaeAZLRt5B46c1y9vruu+OrS50eOC3AizFIzJyCB61oAfEPWj5bM1pFIOSPlwKqaL8LtZttUaWe8W3jJ+donyzH3NIDFtNL/4Qd3nu5LO6kBAWJzko1Wr/wCIOuXYaC3cW0OQMwR5OPrXocfw20EpmdZbh85Znfqa37PQNLsYwlvZRIB/s9aYHih0jxLrk8wEN5NDIv7uRztzxWtonwx1id457udLTaNrbBkke9eyoioMIoXHAA9Kd1PX8KAOO0b4d6NpaAyRNdSkklpOh/CuqtrOCzjWOCFI1HQKOlT49/wp1AGT4g0uDWNCu7CaMMssZHTOGxwRXg2m+Kr7TtPfw8kMQhWRod7LyvbJNfRjkAE189anZ283xK1fRC8Vtbzzbmd/vDgHj8aQFm4Xw7BLHpb3aSyuwa6u8Zx/srXWaMNF1nXJ4Rptuun6fF+8nflpsjvxXKeDNL0fVLi5sZLWW4u4JWDszAKE6Aiu20rw34Sa8udOtbqWSTaGlUSdsnjP4UxFPTPBOlajr17qdxEiadPhbaIHac9OKg1m/wDCWi3Y0i00pLm7jGGZlwFJ/vGtu08OaLDrEQtr+eY2rApbq+4Ic9xVnV9O8IWWtNf6r5K3si7yr85A9BSGc1cjSPtVreXFpZNaCILJCg3MTzjb055rv7A6TZaGk8dvHZ2hXfsdQuB71iQXd3r1oy6RpiW9mv8AqLmcZz7qv/16nt/BcEzxzazey380bZw74QD6f/XpitqMh8WX2uG4j8P2IYREBbiU4Rh7cU3QdEtNQvJdVvr4andJIUw33IWGPlC9jz1rds9QtJLhLTT4t8Iyhkj+6hHauLELaH8SoI9HneVL4lru26qn+1nt0oA9Ix8uOnbHt6VwPjfT4vD8Fz4ksJ3tLhgEkEQ/1memR+NegewNcj8S7aS48E3flLuaMrLgc/dOT/KgZ5TH4K8VajYNctEyNK5n3k7c+4HbitCLW9Zj8M2k89q39l6fOvnSFss7BvWu+17Wok+Gpvre7EW62+Q9ycdAK5rwRqVp4s8B3Ok6hH9mhtkw1x0Vh1z+tAFOx8a3Wo3ySzWglv5Tm0VsiNF9SB1NYuo+KfFena/LHqVy0TXJCgMSQik4+T0rb07R9IuGkTQ9Ou75ITj7SWxn1A4PHSl1zwRqYY65ciGKOwjLxxFs7sZOG/lSQje1S48YILK30a12W8cYbzC24SH3rn7Pxlr2l+JLmLXIDK8qhPJU7QmT1HX3rf8AA/jy88RXF1YXFn5bQplWTg4A4GPzrjbXQPEOuanfawipO87NEpZuY+SOlMBdU13Uz4gtfFrRJHaW8ghba2W2jqD+de2aRqltq+nxXtq6vHIM5H8q8Xv/AAtrNl4avGv7BZQucCFvuerEd+K7j4Qs58Exh23bZWVfpgUDO+I75wK5Dxd4EsfEcDTRr5N8B8ki8Z+tdh2oIyPagD58vxe+HIDpHiLTUuIScR3KjDIOnXnjit6H4dzx6P8A2p4f1ZzI0e9Ix1YHtnPH5V6nrGkWes2UlreRq6OhUEjkfjXnnwvvpdP1vVvDUspdLV90OTxj/IoAPB/iJrySTwp4pgzdBf3YmGRJXQH4baCsbLCJYmcEcPwMmsj4r6WsOm2+v2y+Xe2kynzF4yM//Xrtxe7fD63zNkC3EjflmgDzKa60xfAut6bJcPci2YohlXo2OCPoa9A8DQfZ/BmmRZJIhyST7mvF5761TwP9nyTLd6iZW4xuGV7/AIV7/pqImmWqoNqCFMADpwKALg6UtIOlLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXDfEDw7rGvw28emThAhy6FsbvxruaaVzQB4J/wr/xbA7iFWUgckP1qSTwb40WFCS7DP3Q/Ir3fYM9TRt96APC1+Hviy4cF3ZAf7zVbT4Va/LzLfID6b69qxRj3oA8O/wCFUeII5vluIuvUPint8KdfQs63KbvZyK9uxRigDw+P4W+IopyyToCereZzUtx8KteOxkvEc9xur2srkUAY70AeHf8ACrPEQ/eLNFv7AyUsngLxiJIl+0k+4bivb9vuaCKAPA7rw942sWMZ+0NsbKsj8VdVfiK67cXBXPBzXt23PXkehoC470AeCXPhnxvrBt0vI5m8pt6luxzU1x4G8banGsN45kROVEjccdK9225zzS7cUgPDrX4a+KLWMNBcCN16KkvAFUJfh/4s1G7AuYnLKeJZG4B9q+gNv5UY5zk0AeJ/8K38Vxw7hfDP3ceZ2qG2+E/iGKUzrPEsrdWDc17lj3oxTA8Ztvht4ot3JXUAm4nO2Q1HJ8KNdM8s32xS7qcnf94+9e1baMcigDwiL4Ra6JFczRKw6YPQ+tST+FPGUN2Z13yTQsrB92dxHT+Ve57f84pCuO5oA+dta8P+KrnVk1W6s5WvTgAqPTpW6t543nT/AImFtc/Znj2FVXANe1FN3Xn6ijaBwAMdhQB8wjRtTsbwzy6dIy7iwDoSCKpXD3Nxf/aIrfyWVs7I1IH5V9UvDHIMMikEYI2iqMWgaVAZDHYwqZDlsL1oA8U0P4narpUBtpIopVH8PeoPFnj+58T6PJps1siIWBHPOa9jHgnQBctP/Z8W5vaoW+H/AIdabzDYJk9R2oA4vwD4/wBN07w7Dp+osYXt1IBHOec10SfFHw7IhLTSAj1Tr+tXJfhz4cmVFNljYc5Bq0PAvh4bQdPjbAxyBQB5pa+NbG9+JI1m+DR2ccRhgGAfXk/nTtf8c2d/4t0+8ij32VluZGI5Y16JcfD/AMO3IA+wrGAeicZqa18D+HrRmMenRNuGCHGRQB5VP8VNUkh1CJosC5G2E5/1YPH51Zk8T6dBomjaTZSthJlkvJOB/ED+Nd/cfDbw3cXDSm0KZ/hQ4UVVPws0Azbyjlf7hNArHGeEPFuk6Rr+tXMgaG0uFDQpnO4j396k0TxfaR6Lr1xdzA394zmNT/dwAP5V2EXwq8PoHykpJPHzDApIvhXoUec+afxAoAxfAvjjRtM8M29ndzsk0ecqB2JrppfiP4ejUFbl2+i//XrOb4TaJklZJh+IqaL4XaDGgDLLIw77gKBliH4l+HpFbM8gI7bR/jUf/C0PDwJHnS/98/8A16iHws0HzNwWUe26nP8ACzQGIIWQY96AHt8T/DwQsZpPb5ao638TNIXSJPsMrPcSKQqlehqeb4U6HJjDSqB2BFIPhToo4Lyn8qAPHfDF3Y2OvfbdXgE0RJdkIzzn617Fb/EbwtDbqIUeNQOFEYFL/wAKp0HcD+++m4U8/Cvw8SCyS/g1AEtt8TPDdwzI1w8WO7jAP61M/wARvDaLn7Zk5/hArMX4SaGt2JS8pQfwf/XrVj+HXh2OXf8AY9xxxnFAFdfih4caTaZpPqVFP/4WV4bLYNzIP+Aj/GrFx8PvD1xHtNkF9xiqn/CsPDnH7iT/AL6/+tQAv/CzPDnmhBcNz/EVwK0m8a6AiK39oxHcM4B5qhP8NfDssHli3ZTjghh/hWfb/CbRopd0sk0i54GQMUAaq/EHw55jL9tGV9aafiN4dViDdt+Cj/Gnw/D3w7CGAsgxPd8Gkk+HvhyQqfsQUj+73oAo3XxR8OwcrLJLng7V6eleHeI9Sk1jxPeamqkCaTKDowGMZr6Kh8F6BAV2adDwc/MoOaYfBHh83/2s6fEX7DHAoA8F8NPbW8/2i9vLiP5wZIY15Zfrn611fivxR4fU2lvo9mGAIdm3bPz6+lep3Pgzw/dcyaZB+Cismb4YeHJXDC2aMA5xGQP6UwOLsfEiXAjI1WDThcDy5TGuWUDpk5/Wu7stG8Oi2tGuHtrufbxOxyZPese7+EejzPujnlRT1B5rLuPhJdLcK1pq7JGOFz1A/OkB1suqakurw2FhZQw2MbgNMW4K+gGOtaesa1pelRBdRuYo1kPCt1b1rzW4+G/iWGVnttSMuB8pMmDWPJ4P8X3Mk/2mA3BWMpmT5uPUe9AHfaDq1z4hlVtIhWx0eCYh3x80x9B6Z45rrrfTbS2mlligVJJTmRscn8a8a0PQfHWnwCKxWa1jQ8A8bvqK2v7M+Il1uLXQjx0G6kB6zkDof0qC7gS6tZLd1DRyIVf8q8tk0j4hxQAC93k9g1UJdN+IsKMfMmbeQMKc96YFDTJT4qtZPCLQ4bT2kKSJycA5ArJ0X+2Lfwt4g02HYba2/wBercFR3I98VfsfCXjPQdW/tC0tmFzIMu/rk85q9D4R8bpBcwoVSK9JM67sbs0CPSPh/Faw+CNL+yY2GLk9ycnOTUvjTRbvXfC1zp9nKY5mwRk9favK7Kx+IGgbba0WYwRMdqdUrprbVfiJP8x09cAdCuOfWpuAzwHqGheGIZbC/mMGq52zyTcAkehrZ+H1tLHe61Oufss9wWgbsRxXE3Nn4sm1J7q80QTsrmQ7oup6f0rStPiB4isLp4rzRyLdFwkSJtx+NUB3Pju/j0/wjqTMyBpYGiTccZYgiqXwusJrDwVbLOGVpSZAG7Dj/CvONW8ZTeIPEdpLqFgfsNt8xtOTuIPUnFdfB8WdLittrWTxBMKqg9B+VAz0G/1C2061a5u51ihH8RrmW+JHh8lgk0z7f4lTivKvG/jdvFF3bxRRtHYxSAvGH++K6ZvGfhLTdNtY7LSYpZmAWRWGNn496BG9qHxT0mO0c2STS3PKomzvXJ+CryHRPENzrGuyKlxfE7EXkqepyPTGKk8WeKvDsejB9EtIftzkZYIMp9K4WwvhbibUbyQTzMCqxseT/hTQHqvjnXbPxRo8GhaRI1xcXsy42j7oDc11GuKNP8B3kLOAYrJkP12mvLtDt2n0qx1K31K3sriGX5Ux8wzjvnmtHWfFev39rf6BJbRShR5ck8fTBH/16QanE3V552haLZtGMRy72cepPT+VfS1jj7Bb46eWuPyFfOkWn2b+L9K07TZjPaIVaQuCADnnNfRNvPB5SIssZ2qBw3tQMtAgUZpgYHoDTu2RQA6im7vQZpc+1AC0UhPtRkj0/OgBaKTPtRmgBaKTPtRmgBaKQHPajNAC0UmaQtg9KAHUUmaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKMUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUYoooATFLiiigBMUUtFACYoxS0UAJgUYFLRQAmKMUtFABijFFFACYowAaWigBMUuKKKACkxS0UAFGKKKAEwKMUtFABRRRQAUmKWigBMUYpaKAEwKMcUtFACYpcUUUAJj0pOQcdqdRQA0g0hTJyQDT6KAGgH3pcH8KWigBMHHBpu3OeKfRQAwKVJI79qNvTj86fRQAzGTyM/WlIzwBn606igBgUDpmmmJGzlBz7VLRQBQfSrFyxa0iJbqSvNZt14O0G6jZJdOhG7+JVwa6GmkUAccfhp4b5H2R8HnIYf4US/DLw3KvFs47cMP8K7MUUAcSvwu8OrAY/Ik5Od24Z/lUZ+FugCeOVI5Aq/eUtndXdUmKAPPL74U6RNs+ySy24DZIJ3D8uKot8IoldnTVZASMFtvJ/WvUcUmaAPGP+FPX8FzceTeIIivyOB8xNLD8OvFMcQkS+VGB4USEV7PSdKAPHjoPj+3U+XcucDjD1XkufiBp0JdlnIH3srmvaeTSEAjB5HpQB4qni3xrLAkKwyb2OAwjOam/wCEv8Z6VIEu7cs2M/Mmc17EIU7KBj0ApGiR2yVUnGMkZoA8Um+Inil5yFiCY5wI8U+L4meJIJAbi3BXtletexNYWjSmQwIXPfFD6daTY8y3jbHTIoA8ytfitemN1l0vzJQONpx/SqcvxW1eOf5rKMJ6Y6V6uml2MTl47WJWPU7ajk0LS5ixksYGZupK0AeXw/GC7LMGsVY9sHH9Knh+L7+aqz6d8vcBuf5V3yeEdCil8xdOh3+pXNNufBuhXRLSWEQJ4+UAUAczb/FrSpCxmt3jXHAzkmnj4saKSQIpcD1rabwH4dMAh/s9AOu4dapXnw08PTWzIkLRsRwynpQBSX4s6Nv2tFKo9cCrFn8UNBni3TyyRNnpjNNg+GOgi3VJVeRx1fpmqtz8K9JKkRzyxnrnaDQB0UHjfQLhN/21Ix/00OK27K/tr+ATWsyTRn+JDkV5vL8L7EJlb+YEZwdg/wAa7LwnokWg6QLOGVpFDE7mGD0FAG/mikxRQB//2Q==" ], "start_index": 25968 }
african-origin-of-civilization-complete.pdf
african-origin-of-civilization-complete.pdf_chunk_289
![img-35.jpeg](img_ref_36) 32. A Black Queen of Ancient Sudan. Possibly a descendant of Candace, whose name was often adopted by later Sudanese queens in memory of her glorious resistance. (Discovered by Lepsius, this figure was published by Lenormant in his history of Egypt.) no text has come to light to refute that statement. Moret himself writes:
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [ "img_ref_36" ], "images_base64": [ 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" ], "start_index": 26722 }
african-origin-of-civilization-complete.pdf
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Against the background of the fertile loams of the valley, these Libyans and Troglodytes assume the mien of starveling pillagers, always on the lookout for a chance to raid the Egyptian fellah, peaceful and absorbed in the tasks of farming. They were never a source of real danger to the Egyptians, for they had as yet no swift mount capable of bearing loads; the ass, their only draught animal, cannot travel very fast nor carry heavy loads; the camel, which will give mobility and power to the desert tribes in the days of Islam, though not unknown, was but little used. Confronted with these nomads, Egypt was ever watchful and on guard and kept up police operations, on which she employed the Libyans themselves. Several tribes, like that of the Mashauasha, entered her service as mercenaries. In the same way she recruited excellent troops among the Mazoi. The Pharaoh found it expedient thus to insure himself against theft by paying a premium to these incorrigible freebooters
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 27078 }
african-origin-of-civilization-complete.pdf
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, in the guise of wages. It was only in the last days of the Theban Empire that the Libyans, grouped in a sort of federation and set in motion by a migration of peoples, became a serious menace to Egypt which was not to be conjured away by extemporized expedients. ${ }^{21}$
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 28061 }
african-origin-of-civilization-complete.pdf
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That statement sums up everything concrete and tangible known about the Libyans. History teaches that they were half-starved pilferers, living on the periphery of Egypt, in the western part of the Delta; that they served as mercenaries; that they settled in the Delta during the low period; that they were Whites, with the exception of the Tehenu, ${ }^{22}$ and basically refractory to civilization at a time when the Black world was already civilized. That is what historical documents teach us about the Libyans, along with their geographical distribution on the northern coast of Africa, as reported by Herodotus.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 28339 }
african-origin-of-civilization-complete.pdf
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We may well wonder what sort of fabrication led to attributing to such peoples, different in every respect from the Egyptians, the origin of Egyptian civilizaton. As a crowning contradiction, they have even been presented as the Egyptian's so-called savage or less-cultured cousins. These Libyans were to come to the Delta as mercenaries during the low period and receive plots of land from the Pharaoh. Egypt would then be saturated with foreigners. From this intermingling comes the relatively lighter complexion of the Copts.
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [], "images_base64": [], "start_index": 28959 }
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would then be saturated with foreigners. From this intermingling comes the relatively lighter complexion of the Copts. Thus the Delta never really mattered in Egyptian history until the low period. If Egypt was never a maritime power, that can perhaps by explained by the fact that its civilization was born in the interior of the continent, contrary to that of other peoples on the periphery of the Mediterranean. According to Plutarch, in "Isis and Osiris," the Egyptians considered the sea "a tainted secretion." This conception is incompatible with the notion of a riparian origin. ![img-36.jpeg](img_ref_37) 33. Egyptian Totemic Deities. To Notir, land of the gods, was also especially that of the Cynocephalus, the breed of sacred (dog-headed) monkeys, emblems of the god Thoth, the father of science (cf. the scene at bottom left).
{ "Header 1": "CHAPTER IV", "Header 2": "Could Egyptian Civilization Have Originated in the Delta?", "image_references": [ "img_ref_37" ], "images_base64": [ 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" ], "start_index": 29371 }
african-origin-of-civilization-complete.pdf
african-origin-of-civilization-complete.pdf_chunk_295
Here, as in all that has preceded, it is important to distinguish between what can be deduced from a strict examination of historical documents and what is claimed over and beyond those documentscontrary to their testimony. To assign Egyptian civilization an Asiatic or any foreign origin whatsoever, we must be able to demonstrate the prior existence of a cradle of civilization outside of Egypt. However, we cannot overemphasize the fact that this basic, indispensable condition has never been met.
{ "Header 1": "CHAPTER V", "Header 2": "Could Egyptian Civilization Be of Asian Origin?", "image_references": [], "images_base64": [], "start_index": 0 }
african-origin-of-civilization-complete.pdf
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Nowhere else had natural conditions favored the development of a human society to the same extent as in Egypt. Nowhere else do we find a Chalcolithic industry comparable in its technical perfection. Moreover, apart from some stations of uncertain age in Palestine, no trace of man earlier than 4000 в.с. exists in Syria or Mesopotamia. By that date the Egyptians had their feet on the threshold of their history proper. It is, then, reasonable to attribute this precocious development of Egypt's first inhabitants to their own genius and to the exceptional conditions in the Nile Valley. Nothing proves that it was due to the incursion of more civilized strangers. The very existence of such, or at least of their civilization, remains to be proved. ${ }^{1}$
{ "Header 1": "CHAPTER V", "Header 2": "Could Egyptian Civilization Be of Asian Origin?", "image_references": [], "images_base64": [], "start_index": 503 }
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By and large, these observations by Moret are still irrefutable today. The author alludes to the date 4241 в.с. [4236 after a slight correction of the first calculations], when the calendar was definitely in use in Egypt. . . . Thus, it is in Egypt that we encounter, with mathematical certainty, humanity's most ancient historical date. What do we find in Mesopotamia? Nothing susceptible of being dated with certainty. Mesopotamia was still building with sun-dried bricks made of clay that rain transformed into a mass of mud.
{ "Header 1": "CHAPTER V", "Header 2": "Could Egyptian Civilization Be of Asian Origin?", "image_references": [], "images_base64": [], "start_index": 1265 }
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Egypt's pyramids, temples, and obelisks, its abundance of columns at Luxor and Karnak, its avenues of Sphinxes, the colossi of Memnon, its rock carvings, its underground temples with proto-Doric columns (Deir-el-Bahari) at Thebes, are an architectural reality still palpable today, historical evidence that no dogma can blow into thin air. In contrast, what did Iran (Elam) and Mesopotamia produce prior to the eighth century (epoch of the Assyrians)? Only shapeless clay mounds.
{ "Header 1": "CHAPTER V", "Header 2": "Could Egyptian Civilization Be of Asian Origin?", "image_references": [], "images_base64": [], "start_index": 1796 }
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These mounds have been heralded as ruins of crumbling temples and towers that it is hoped to restore. Thus a British archeologist, Seton Lloyd, is restoring the interior of a hypothetical Babylonian temple of the second or third millennium, reproduced by Breasted. ${ }^{2}$ This restoration is to be carried out with excavations undertaken by the Oriental Institute of the University of Chicago. Such restorations, including that of the Tower of Babel, are extremely serious for the history of mankind because of the illusion they can create. "The remains of these Babylonian tower buildings are very scanty, and there has been much difference of opinion regarding the proper form of restoration." ${ }^{3}$
{ "Header 1": "CHAPTER V", "Header 2": "Could Egyptian Civilization Be of Asian Origin?", "image_references": [], "images_base64": [], "start_index": 2278 }
african-origin-of-civilization-complete.pdf