Date: Sat, 21 Nov 2009 15:31:29 -0500 Return-Path: phpmailer@islamreligion.com To: you@you.com From: "IslamReligion.com Recommend Service" Subject: =?iso-8859-1?Q?Your_friend_read_this_article_recommends_you_:_Contemporar?= =?iso-8859-1?Q?y_Physicists_and_God=92s_Existence_(part_1_of_3):_The_Eter?= =?iso-8859-1?Q?nalness_of_Matter?= Message-ID: <5674e9e6796a6007e9685fdb39d99ea5@www.islamreligion.com> X-Priority: 3 X-Mailer: PHPMailer [version 1.73] X-Original-Sender-IP: 38.107.191.99 MIME-Version: 1.0 Content-Type: multipart/related; type="multipart/alternative"; boundary="b1_5674e9e6796a6007e9685fdb39d99ea5" --b1_5674e9e6796a6007e9685fdb39d99ea5 Content-Type: multipart/alternative; boundary="b2_5674e9e6796a6007e9685fdb39d99ea5" --b2_5674e9e6796a6007e9685fdb39d99ea5 Content-Type: text/plain; charset = "iso-8859-1" Content-Transfer-Encoding: 8bit Contemporary Physicists and God’s Existence (part 1 of 3): The Eternalness of Matter Description: An Islamic Critical Evaluation of the Ideas of Some Contemporary Physicists: Part One: The eternalness of the universe and the decay of matter, and the implications of the Big Bang. By Dr. Jaafar Sheikh Idris Published on 22 Jan 2007 - Last modified on 05 Feb 2007 Viewed: 6448 (daily average: 6) - Rating: 3.8out of5 - Rated by: 6Printed: 506 - Emailed: 7 - Commented on: 1 Category: Articles > Evidence Islam is Truth > The Existence of God Whether God exists or not is not as such, part of the subject matter of any empirical science, natural or social.  But the facts or what are sometimes assumed to be the facts of the natural sciences, especially physics and biology, are often interpreted to support one view or the other.  This is not therefore a paper about physics, but about the relationship between physics and the question of the existence of God.  More specifically, it is mainly an Islamic rational critique of the ways modern atheists attempts to meet the challenge posed by the Big Bang theory.  It does not deal with positive proofs for the existence of the Creator; it only proves the invalidity of the arguments used to buttress atheism. One of the main arguments invoked in support of some form or other of atheism has always been the claim that the world, or some part of it, is eternal and, as such, needs no creator.  Thus, some Greek thinkers believed that the heavenly bodies, especially the sun, were eternal.  The main argument of one of them, Galen, was, according to Al-Ghazali, that it has had the same size for continued for eons and eons,a fact which shows that it is not perishable, for if it were, it would have shown signs of decay, which it doesn’t.  Al-Ghazali says that this is not a good argument because: First...we do not grant him that a thing cannot perish except by decaying; decaying is only one way of perishing; but it is not improbable for something to perish suddenly while it is in its complete form.  Second, even if we grant him that there is no perishing without decay, whence does he know that it does not suffer any decay?  His reference to observation posts is not acceptable, because their quantities [the quantities known by them] are known only approximately.  So if the sun, which is said to be a hundred and seventy times or more the size of the earth[1], were to diminish by amounts the size of mountains, that would not be apparent to the senses.  So it might be decaying, and might have decreased by amounts the size of mountains or more, but the senses cannot perceive this ...” (Al-Ghazali, 126) Al-Ghazali’s guess that the size of the sun might be diminishing was, as we can now see, a rare prescience of what science would prove.  Scientists now tell us that the sun does indeed decay, but much more than he thought, and that it will ultimately perish. The amount of energy released by the sun is such that the mass of the sun is decreasing at the rate of 4.3 billion kilograms per second.  Yet this is such a small fraction of the sun’s mass that the change is hardly noticeable… Our sun is believed to be about 4.5 billion years old, and will probably continue its present activity for another 4.5 billion years. (Wheeler, 596) If the heavenly bodies are not eternal, what is it then that is eternal, the substances from which those bodies are made?  But physicists have discovered that these are made of molecules.  Is it then the molecules that are eternal?  No, because these are made up of atoms.  What about the atoms?  It was once believed that they were indivisible, and were, as such, the immutable matter from which all kinds of transient forms of material things are made.  This seemed, at last, to be the solid foundation on which to erect modern atheism. Science continued to advance however, and contented in its advancement to embarrass the atheists.  It was soon discovered that atoms were not the immutable solid ultimate eternal constituents of matter that they were believed to be for a time.  Like everything else, they are also divisible; they are constituted of subatomic particles, which are in turn divisible in yet smaller constituents.  Is there an end to this divisibility?  No one knows; but even if there was, that would not be of any help to the atheists, for science has not only shown atoms and their constituents to be divisible, it has obliterated the division between matter and energy.  Thus, every piece of matter, however small, is not only theoretically but also practically changeable into energy, and vice versa.  The end result is that there is no longer any actual existent to which one can point and say with any assurance: this has always been like as it is now, and will continue forever to be. That discovery should by itself have sufficed to dash any hope of anchoring atheism on the eternity of matter.  If it did not, the Big Bang theory certainly did.  It was this theory which dealt the final death blow to the eternity of any part of the universe.  Why? Cosmologists believe that the big bang represents not just the appearance of matter and energy in a preexisting void, but the creation of space and time too.  The universe was not created in space and time; space and time are part of the created universe. (Davies, 123) The biggest misunderstanding about the big bang is that it began as a lump of matter somewhere in the void of space.  It was not just matter that was created during the big bang.  It was space and time that were created.  So in the sense that time has a beginning, space also has a beginning.” (Boslouh, 46.) In the beginning there was nothing, neither time nor space, neither stars nor planets, neither rocks nor plants, neither animals nor human beings.  Everything came out of the void. (Fritzch, 3) The question of the existence or non-existence of God is not, as we said, the concern of any empirical science.  But scientists are human beings.  They cannot help thinking about the non-scientific yet vital implications of their sciences.  They cannot even help having feelings towards those implications. Jasrow says about Einstein: He was disturbed by the idea of a universe that blows up, because it implied that the world had a beginning.  In a letter to De Sitter, Einstein wrote, “This circumstance of an expanding universe irritates me.” ... This is curiously emotional language for a discussion of some mathematical formulas.  I suppose that the idea of a beginning in time annoyed Einstein because of its theological implications. (Jasrow, 29.) Gastro quotes similar reactions by other scientists, like Eddington who says that “the notion of a beginning is repugnant” to him (122), and attributes this emotional reaction to the fact that they do not “bear the thought of a natural phenomenon which cannot be explained”[2]  and comments on such reactions of scientists by saying that they provide: ... an interesting demonstration of the response of the scientific mind - supposedly a very objective mind - when evidence uncovered by science itself leads to conflict with the articles of faith in our profession.  It turns out that the scientist behaves the way the rest of us do when our beliefs are in conflict with the evidence.  We become irritated, we pretend the conflict does not exist, or we paper it over with meaningless phrases. (Jasrow, 15-16.) Footnotes: [1] We now know that it is definitely more. The mass of the sun is 333, 000 times that of the earth, and its radius is 109 times the earth’s radius. [2] Gastro would have been more accurate if he said, “a phenomenon that cannot be naturally explained.”, since Divine creation is an explanation, and the only one in such cases. Next: Contemporary Physicists and God’s Existence (part 2 of 3): A Series of Causes Parts of This Article Contemporary Physicists and God’s Existence (part 1 of 3): The Eternalness of Matter Contemporary Physicists and God’s Existence (part 2 of 3): A Series of Causes Contemporary Physicists and God’s Existence (part 3 of 3): Room for God View all parts together The web address of this article:http://www.islamreligion.com/articles/487/Copyright © 2006-2009 IslamReligion.com. All rights reserved. --b2_5674e9e6796a6007e9685fdb39d99ea5 Content-Type: text/html; charset = "iso-8859-1" Content-Transfer-Encoding: 8bit

Contemporary Physicists and God’s Existence (part 1 of 3): The Eternalness of Matter


Description: An Islamic Critical Evaluation of the Ideas of Some Contemporary Physicists: Part One: The eternalness of the universe and the decay of matter, and the implications of the Big Bang.
By Dr. Jaafar Sheikh Idris
Published on 22 Jan 2007 - Last modified on 05 Feb 2007
Viewed: 6448 (daily average: 6) - Rating: 3.8 out of 5 - Rated by: 6
Printed: 506 - Emailed: 7 - Commented on: 1

Category: Articles > Evidence Islam is Truth > The Existence of God

Whether God exists or not is not as such, part of the subject matter of any empirical science, natural or social.  But the facts or what are sometimes assumed to be the facts of the natural sciences, especially physics and biology, are often interpreted to support one view or the other.  This is not therefore a paper about physics, but about the relationship between physics and the question of the existence of God.  More specifically, it is mainly an Islamic rational critique of the ways modern atheists attempts to meet the challenge posed by the Big Bang theory.  It does not deal with positive proofs for the existence of the Creator; it only proves the invalidity of the arguments used to buttress atheism.

One of the main arguments invoked in support of some form or other of atheism has always been the claim that the world, or some part of it, is eternal and, as such, needs no creator.  Thus, some Greek thinkers believed that the heavenly bodies, especially the sun, were eternal.  The main argument of one of them, Galen, was, according to Al-Ghazali, that it has had the same size for continued for eons and eons,a fact which shows that it is not perishable, for if it were, it would have shown signs of decay, which it doesn’t.  Al-Ghazali says that this is not a good argument because:

First...we do not grant him that a thing cannot perish except by decaying; decaying is only one way of perishing; but it is not improbable for something to perish suddenly while it is in its complete form.  Second, even if we grant him that there is no perishing without decay, whence does he know that it does not suffer any decay?  His reference to observation posts is not acceptable, because their quantities [the quantities known by them] are known only approximately.  So if the sun, which is said to be a hundred and seventy times or more the size of the earth[1], were to diminish by amounts the size of mountains, that would not be apparent to the senses.  So it might be decaying, and might have decreased by amounts the size of mountains or more, but the senses cannot perceive this ...” (Al-Ghazali, 126)

Al-Ghazali’s guess that the size of the sun might be diminishing was, as we can now see, a rare prescience of what science would prove.  Scientists now tell us that the sun does indeed decay, but much more than he thought, and that it will ultimately perish.

The amount of energy released by the sun is such that the mass of the sun is decreasing at the rate of 4.3 billion kilograms per second.  Yet this is such a small fraction of the sun’s mass that the change is hardly noticeable…

Our sun is believed to be about 4.5 billion years old, and will probably continue its present activity for another 4.5 billion years. (Wheeler, 596)

If the heavenly bodies are not eternal, what is it then that is eternal, the substances from which those bodies are made?  But physicists have discovered that these are made of molecules.  Is it then the molecules that are eternal?  No, because these are made up of atoms.  What about the atoms?  It was once believed that they were indivisible, and were, as such, the immutable matter from which all kinds of transient forms of material things are made.  This seemed, at last, to be the solid foundation on which to erect modern atheism.

Science continued to advance however, and contented in its advancement to embarrass the atheists.  It was soon discovered that atoms were not the immutable solid ultimate eternal constituents of matter that they were believed to be for a time.  Like everything else, they are also divisible; they are constituted of subatomic particles, which are in turn divisible in yet smaller constituents.  Is there an end to this divisibility?  No one knows; but even if there was, that would not be of any help to the atheists, for science has not only shown atoms and their constituents to be divisible, it has obliterated the division between matter and energy.  Thus, every piece of matter, however small, is not only theoretically but also practically changeable into energy, and vice versa.  The end result is that there is no longer any actual existent to which one can point and say with any assurance: this has always been like as it is now, and will continue forever to be.

That discovery should by itself have sufficed to dash any hope of anchoring atheism on the eternity of matter.  If it did not, the Big Bang theory certainly did.  It was this theory which dealt the final death blow to the eternity of any part of the universe.  Why?

Cosmologists believe that the big bang represents not just the appearance of matter and energy in a preexisting void, but the creation of space and time too.  The universe was not created in space and time; space and time are part of the created universe. (Davies, 123)

The biggest misunderstanding about the big bang is that it began as a lump of matter somewhere in the void of space.  It was not just matter that was created during the big bang.  It was space and time that were created.  So in the sense that time has a beginning, space also has a beginning.” (Boslouh, 46.)

In the beginning there was nothing, neither time nor space, neither stars nor planets, neither rocks nor plants, neither animals nor human beings.  Everything came out of the void. (Fritzch, 3)

The question of the existence or non-existence of God is not, as we said, the concern of any empirical science.  But scientists are human beings.  They cannot help thinking about the non-scientific yet vital implications of their sciences.  They cannot even help having feelings towards those implications.

Jasrow says about Einstein:

He was disturbed by the idea of a universe that blows up, because it implied that the world had a beginning.  In a letter to De Sitter, Einstein wrote, “This circumstance of an expanding universe irritates me.” ... This is curiously emotional language for a discussion of some mathematical formulas.  I suppose that the idea of a beginning in time annoyed Einstein because of its theological implications. (Jasrow, 29.)

Gastro quotes similar reactions by other scientists, like Eddington who says that “the notion of a beginning is repugnant” to him (122), and attributes this emotional reaction to the fact that they do not “bear the thought of a natural phenomenon which cannot be explained”[2]  and comments on such reactions of scientists by saying that they provide:

... an interesting demonstration of the response of the scientific mind - supposedly a very objective mind - when evidence uncovered by science itself leads to conflict with the articles of faith in our profession.  It turns out that the scientist behaves the way the rest of us do when our beliefs are in conflict with the evidence.  We become irritated, we pretend the conflict does not exist, or we paper it over with meaningless phrases. (Jasrow, 15-16.)



Footnotes:

[1] We now know that it is definitely more. The mass of the sun is 333, 000 times that of the earth, and its radius is 109 times the earth’s radius.

[2] Gastro would have been more accurate if he said, “a phenomenon that cannot be naturally explained.”, since Divine creation is an explanation, and the only one in such cases.

  Next: Contemporary Physicists and God’s Existence (part 2 of 3): A Series of Causes
Parts of This Article
Contemporary Physicists and God’s Existence (part 1 of 3): The Eternalness of Matter
Contemporary Physicists and God’s Existence (part 2 of 3): A Series of Causes
Contemporary Physicists and God’s Existence (part 3 of 3): Room for God
View all parts together
The web address of this article:
http://www.islamreligion.com/articles/487/
--b2_5674e9e6796a6007e9685fdb39d99ea5-- --b1_5674e9e6796a6007e9685fdb39d99ea5 Content-Type: image/jpeg; name="The_Contemporary_Physicists_and_God_s_Existence_(part_1_of_2)_-_The_Eternity_of_Matter_001.jpg" Content-Transfer-Encoding: base64 Content-ID: Content-Disposition: inline; filename="The_Contemporary_Physicists_and_God_s_Existence_(part_1_of_2)_-_The_Eternity_of_Matter_001.jpg" /9j/4AAQSkZJRgABAgAAZABkAAD/7ABNRHVja3kAAQAEAAAAUAACAAwAAAAEAEEAdABvAG0AAwAo AAAAEgAoAGMAKQAgAEsAZQB2AGkAbgAgAEMAYQBuAGQAbABhAG4AZAAA/+4ADkFkb2JlAGTAAAAA Af/bAIQAAgICAgICAgICAgMCAgIDBAMCAgMEBQQEBAQEBQYFBQUFBQUGBgcHCAcHBgkJCgoJCQwM DAwMDAwMDAwMDAwMDAEDAwMFBAUJBgYJDQsJCw0PDg4ODg8PDAwMDAwPDwwMDAwMDA8MDAwMDAwM DAwMDAwMDAwMDAwMDAwMDAwMDAwM/8AAEQgBXAEYAwERAAIRAQMRAf/EAMEAAAEEAwEBAQAAAAAA AAAAAAQCAwUIAQYHCQAKAQABBQEBAQAAAAAAAAAAAAACAAEDBQYEBwgQAAECBQMCAwUFBQQHBgcB AAECAwARBAUGITEHQRJRYRNxgSIyCJGhQiMUscFichVSgjMX8NGSQ1MkFuHxosJjNLKDk6OkJUUm EQACAQMCBAMEBwYFBAIDAQAAAQIRAwQhBTFBEgZRYRNxgSIykaGxwUJSFPDR4WJyM4KiIxUH8ZLC Q1MWsnMkNP/aAAwDAQACEQMRAD8A8oaKiIA+H3RWSkXUI6Gz0tLIJ+GUQSkdcIE60wBLTWIJM64w DEteURsmUQlFP5QLkSqAQlkJ2G8DUk6R0N6w1R0ghDPlA9RIohCKeG6g4xJBqlmRpEbkGokqxS+U RSkSxiSzNN1iGUyeNsk2mNoicidRJJun20iKUiSMQ9unn0iJyJYxJBqn8BOW8RSlqSqOge3T7fDP ziJzJYxCAGm5dy0p8pzMKMZ3PlVR53LdvWbSXm6BbSSv/BYef/kbUf3R1W9py7nCD99Dhub5hWuN xP2BaWK8ai2ugeK+1A+8x3Q7ay5cUl7zhn3bhQ4dT9iMq/Vo1U1Tt+S6hAiZdp33xkkc8u9LH4YS f0DCq91vc0Xs/UonD/8A1K4//YgP/utv/wCNmUXeoPyUzDvkioR/riOXaF786JY96WuduX1D4vb7 ZAdtVRM/8MpX+wxyz7TylwaZ02+8MR8VJe4KRkNACkPsVNOT/wARpX7pxwXe3s2H4anbb7lwZv56 e0lGblbHuxKKxoqV8qSoJP2HWKu7hZFr54NfSWtnPx7/AMlxMlUpSv5VBQ8QZiOJya4ncteAsNAb ynAuQ46hGu0C5aBIJCNoCpKhwJB0ECIbW3ImekEmEMKbB8ILqGoJDcP1C6TJQfbC6h+k8xqWlkPl j16UjxK3An2GJAaRzykdcIUJBDW0A2dEYhrbMRtkyiFBuUD1Big3tpCqOkPJbn0gQ1EMaaB6QLdC RRD2qefSI3IkSJVmmHURG5BxjUlGWPCIJSOiMSUZY+2IpSJ1EkW2PKcQuZJGJJNU8pTTr0HjEUpo mjEPYpy64GmW1vOnZttJUfu/fEljGu33SEWyHIy7OOq3JJEvV0NNZqb9bkl2ocbpE6lVa6n1JSno 2DF5jdtTkq3ZdPkZ3J7stQ0sw6n4vQ5lcOauMKNw0dhZvHIFwTolu3tEMKPhMAfti2htmBiqrVX4 tlLPeNxzHSL08EgVnNOXLyorxnjK341TK/w6q7OArAOx7dTDXN8w7Gkae6gVrYM7JdZJ6/mqFKxr nO9D/wDb8i01maXqpi2U+3l3Kirvd3RXyRZbWezJv+5Ne5DjfCtxqx33nkXIK9Z1KUPeknz0TrFb d7tu/hiWdvs6wvmk37CQa4ExTepuF4q1dVOVruv2GOKXdGTyO2PaeEuKb9ocjgTA+rVeT/aNW6f3 xC+58vxJf/q+D+Qe/wAhcMGrL90piOqKxz95hR7qy1zGl2phPWjGzwfStzNuzC/UJHyf8yVge5UT w7wyI/NFM559n4suDaEr4tz+iANo5HedA2arqdKx7yNY7bXerXzRfuZxXOyo/gmRVXYuYKAlVVb7 PkzYGq2VFlwj2HrFlZ7txbvz199Cqvdn5VrWDT97RDKzK4WOSb1jeQY0sGRqmEl+n9s09wlHdXbM 3lF+zQ5OndcF6dVF7zarFyeurKU0d6oL2gbUzv8Ay9T7JePuisye0sa4uq1KhY43eOTapG/Gv1HS KDN7U8Ai4Fy0uLlL19W1HwDidPtjK53b2Tja06kavC7jxciir0vwZutM81VMpfpnm6hhXyutKC0n 2FMxFBOLg6SVPaaO1cU1WLqvIIAJOk/bAMkrUyRrqYSYkY7J9JwqhJGOw+EKo6Rn0z4Q1Qjzap2A ANI9dlI8ahChKNt7aRE2dCiHIal7YBsmSCUolEbYSVR4I0ga1DSF9m2kLgGohTTU5QnIJKhIss+U RSZIokqyx5RE5EsY1JVpjbSIXMnjAk2mPZEEpE0Yko0xKWnuiGUiZIlaOhfq3SzR066l1Hz9miEf zqOg95jrxNvv5T+BaeL4HHm7nj4cf9R1fgtWallXI/H2DL/S3m8G/wB/Vo3jVk/OcK+iVrTP3xpc fY8fG+K6+pr6EZLL7hyMn4bK6U/fL3o1VnJ+cM6R6WM2aj4rxt6Uqt8Bda4j+0B804bK3/HxV0wp 7IjYnbuXmPrnWni/3EvauB7C7UC5ZldbjnN1n3OP3F5RZCpz+FqcozOX3JkXdIaL6TWYfa2PZo51 k/b9x2i1WG02ZlFPabXTW9pIkEMNpRp7hOKC7lXLjrKTfvNFaxrdtUhFJewnm2NtJeEo5XMnCkMC eo95iOUwqBaWR4QDkOPhgnYaxHKYSQQlmWkoByC6R5LQgeoKg8lqXSAlMLpHg1/D74DrHSF+hOWp BgXMNIS5SNupKHGkuJUJEKE9/bDxuyTqnT2DOKfHU0O+cVYVkJUuusFOioO1ZTj0XUnxC0SMWmNv mXYfwzdCtyNnxb/z20c8r+Gb1bELOIZS+lpGqbRdU/qWSP7Pfooe+NNh95yWl6NV4mazOzLbVbDo /B/vOWXKoy3CHlLudursTqZyTdrcTUWx3X8aRMJn1mIvoXNu3SPKv1lBO1ue0yqq0+lf9DbLJztX W5LRyu2IuluXJP8A1Dafjl5us6kS6yMU+4dnV+LHl7mXWB3rWkcmD9q/cWExzJsey2hTcMeutPdK cj4g0od6T1CkH4ky8xGJy8S9iSpdi0bfFzLOVHqtSTT/AG4GyemPCOXqOxIx6X+koVRzJb0hdQjz hZa2j1xs8jjEkG2pAaRG2TKIQEwPUElUeSj/ALYBhpDgHSEGkEttEynqDCbDjEk2WJyMoilIJJkm yxt4RDKZPGDJdlg6RDKRNGJKtMHSIXImUSQbbCShPaVrcV2ttpBUpR8ABMkw0LcrslGCbYrl63Zi 53GkkA5XlWJcd0aa3N7p6NU4J0OJ0Sg5Xvk7Bwpn2DpIRqMLYbdr48h1fgjH7j3Hcu/Bjqi8WcwV V8u8wshhoHinjt2QZoKcFNbUtnYmUiZjrBZ2/WsddENWuS4Ee39u38t+pcrFPm+PuOqYVxVh+FNh VptaX7gofn3iq/OqXFdSVqnL3SjGZm6Xsn5nReCN3g7PjYnyRrLxfE6khjy90VTkWwc0wJaCI5SC pQNbY8YhcgkGNtSlKI3Meg+lsziKUg0glLW0C5BKISGdjEfUGojqWh4QDlqFQIDPlA9Q44lqUoBy HQUhmI+sKgoNGG6xCvRhdY6Pg1LaF1j0Piz3bgH2w3WKgNUUTNQ0unfZQ+y4JOMuJCkqG2oOh98S Quyg+qLafkNKCkqSVV5nEcp4Gxu6uP12NPOYpdXQVE0vxUzp/wDUYPwkeMo0+3d3ZONSM/jj5vUz m49q4uXVwXRLy4FYsjwfL+O7n/Vnmn8dqkqAp8ts3cuhe8P1DQ+UePcJRu8XdcHdYdOlWvlfzGEy dqz9on1wbovxav6TqeF/UU/QOUtq5KpEMtPEJpMvoR3UrgOxdSmfZPxH2Rm917QaTnjP/C//ABNJ tHeKm1bylR/m5e8tjQ1dFc6Rivt1W1XUVUgOU9UwoLQoHwUmYjCXYStScZJprkze2rkLseqLTXig r0vHWIuoOh5vsNyEzHsEmeTRiGJRPaAqTRiPpRDNkiQvyhh6D7TRMtDKGbCoSrLM5aRE5BxiSzFP tpLyiKUjohAlWWAPbEEpE0YkoywAfOIZSJlElKSjeqnHGqb00hhPqVlY8rsYpWxu48s6ADw3MdeD ttzMlppHmyv3HdLOFH4tZckjkV75Yr7hdH8L4OoTfr8oeleeQqhH/L0gnJYpx8qQPHf2xqerG2y1 pp582Yx/q92u668qcoonsG4WtVhrP+o8nql5hmVSr1Kq8V3xpQs6n0kK0A8CYyO475cyNIaRNvtn b1nFXVP4p+J3VtiZBPT/AE6eEUEpamjSJJun1GkQSkSEi1T6RDKQQc2x7YhlMJIMQx7Yicg6BKGd tIjch1EJS1ptAOZJ0hLbM5TBiNzDSoEpZA6TiLqHoPJZMvlgXMND6WANZGI+sQ8lryhnIQ8lqBch CvSEN1BGS2JQ1RCfT8jD9QjPYeghdQSEFsawqj1EFsS0h6jjL1IzVNLYqGkPsOApdZcSFJWDoUkH pBQnKDrF0fiNJKSo1Wv0Fcs4+n2grEVNbhaWaJ16aqvGqnWgqDueyerSj4jSNvs/eVyzSGT8Ufzc 4+7mY3d+0bWRWeP8EvD8Miulhued8R3ipaxxD7LbC+69ceXNR7Fp6qpldR4KTGxy9twt6sqcaPwk uKMfh7jm7Je9OS05xfy+4udxxyni/JdCpdqfVRXmkT/+1x6q+Gqp1ddPxpnsoCUeX7ts2Rt02pqs eTXD+D8j07ad6x9xt9Vt0fNPj7vIpI1IgecemyPP4oOQNBKI5EyY6AdoFBoebbmdoTdAqEkwztpK IpMNKpMsMbaRDKRPCBLssjTSIJSJ4olGWNtJAmUzEEpk0YhDrtBQ0VbdLrcWrNYrYnuut6elJBH+ 7an8zh8Bt1i32zaZZXx3NIfaUm7bysWtu3rc/wDx/icFeuWVc9VC7JjaH8M4foXSKmsExVXVaT8R UrQrKt9TIfdFxuO6WcG36cEtOEfvM9tm0XtyuepNuj4y8fJFjsVw+xYda2LRj9vRQUbQ/MCR8bip SK1qEiVeZjB5WZcvycpyqej4mFbxYdNtUNxbZHhHFKR2xRJNMbaRDKZIkSTbA00iBzHSD22fLSIZ THSDW2esohlImjEMQydNIicw1EJQxrt74jlMegUljygOsegShg9REUpBpBKWPKAchxxLUukN1CHQ 2PCA6hCwgdBrAuQhYbPhDVELDcD1BVPi3pD9QqifT8jCqI+9PyMKo4n0x4QVRIwWhvCqGY9MQlIR jsH+gh+oRpuYYJYM2o0014pP+aZmbfdGfgqadfRTbm+/4TpFntu7ZGBc67T48U+D8iv3HbLGdb6L sark+aKL8i8Z5NgV6pr01XrtdyYdlYM/oQWWnVfhZrEpmG1k6azSqPVds3nE3u16U0utrWL/AH8/ tPL9z2bL2a76tttxT0muXlQ1qncBSADrBtHXFkm2TIRHIlWoa0gkzIgW6EyRKMsA6yiOTDSJdhjQ aRzykTRiTDDOwAiGUjoiiWZY8Br4RBKRMoiLjcrZaLdX3W8V4tdjtSe66XAmStNQwz4uL8touNo2 p5D9S5pBfX/Aod53hYy9K1rN/wCX2+fgcIt9uvv1B3anud3p3sf4hsjkrDYGyUqru0y7lAHWf4lH 2RY7tvMMWPp2+K5eH8Sn2XY5Zr9W6vgrz/F/DxLYW210dupKahoKZujoqVAap6RkdqUJToAAIwd2 9Kb6m6tnpFu1GCUUtETrTEpTSRp4SEczn4k6XIkWqYmRIiCUw1oSLbIGwiByCSqGoa2090RSkGkH tsk7f90QOYcUHNMmU/uiGU9SRByGAdxEMphRQW2wBLT7Yjcg6D4b8oj6hDyWwJSEC5CHuyf/AGQN RC0ohqjiw3rtA9QhYb8oFsQsN+UNUYX6cNUR8UaQqiEFuXSHqOY7PKFUVTHZ5Q9RVElEPUOons8Y VRVPvT8oaoqiCiCqEBXC20N0o6m33KkbrqCsR6VVRvpCm1oO6SkxLavytTU4OjQFy3G5Fxkqp8jz BpEGQEum8e2yPLoxJ1homU4gbJ0qE0yxMAxFKRJFVJdhjaOeUjphAmmWNIglInjEl6en20jnlInj Adq36ajp6l2pqkUVLRsKqLncFn4KdhO6j/ErZI98WO1be8udZaW1xf3FXvG6LCt9MdbkuC+8rtb6 G4/UHkiKh9t61cR4s/2W6h1Sbg8k6qUfxE7qV0Gg1i83fdI4ltW4LWmi8DN7LtM8667t35Ob/My3 dNSUVqokoaYborfb2JIbbAShtpAlIewD7YwErkrs9dW2ekRhC1b8Ekauw1kGV0y66huZsVsPd+iQ gJ9VaRolS5g/NvKN3t3bVqME72sjz7c+6b85tWfhiVprOdMp4zzb+iX+sF/sanQh9awPUbSoyKgR 4QGf25YuRagumVNKAYHdGRamvUfVGvvL4WWuo73bKC7W9wO0Veyl+ncB3SsdY80yISszcJcVoem2 Lsb0Izhwkqk82z5T028THHKXI6EqHCOUeYajG7qxheEW8XzMqwhKkhJcbpydAOxOqlfcI0W07Ir8 PXyH02/rZn923p2J+hjrqu/UjX6Pjb6g722Ljd89TaKp0BQoEGfpz1kQ2AkS23MdU932mz8ELdV4 nPDbd0urqndUX4D7tT9RHHI/V1jNPndmY1fDY/NSkbn4QFbeUCo7RuGkW7ch5S3XC1aVyP1nXOOO csNzx1FrccVj+Rg9rllr/gUpXUNKOiz5aHyig3Xt3Iw6zS6rfiuRbbbvtjL+H5J/lkd1S3LwHjGa cy8HPTIgajiw3p0HnAOQh1LWkM5DDiWoaohaW4GohYQTDOQh1LcjIwDkIV6UN1DmQ15wusQktT85 QSmIbLRlC6hhBbMFUcQUQ/UOjHZ5CF1Dn3Z5CF1CG+2FUVTHpgwVR0eYlMxsI9xlI8xjEnaen20j nlInUak0wwJiIJyOiESbpmAI55SOmMSYZYnICOeUiaMQ8gspQltHqVDxCKdv+0s66noEjUnpB4uL PKuq1DnxfguZHmZcMOy7k+XBeLK4ZPVV/L2XJ4wxirWjE7K8KjOcha2qXEGSkII0KQPhQn90bDMy bW3Y/TFcFRLxfiYTDxru7ZVZvjq34LwLZWCw2+wWyis9qpUUlvt7QZpmEDQAbknqT1Mec5GRO9Nz m6tnp+NjwsQUIKkVofZZRVL+K39qiBNSqhd9IDckJnL7BD4NxRyIN8KoDcLcpY9xR4uLK6f5+Yvj uINsLd77wxT+iKeUilaR2ke6PX4XY00PFnHXU8+8qyGsyq+1VzeKlqqnSWUnfU6CI/Ngt66HsXwH a7hQcVYmzcu4VBpgsIVulC9Ugzjx3uK7GWbPpPZu3bco4UOrwN/zW/N4pi92vS1dqqVhamf5paff FdtmK8rIjb5V1LLcMhY1iVzwRxb6cMMU+xcuSL43+ovmQurVSvODuLTSv7E9iZxe917hRxxYOkY8 Si7ZwaxllXFWUy2jTKfZKMM5VRrwpDYBGk/EQDkI4ryZwNivILS6+jSnG8paHfSXylT2TWn5fWSm XcJ9RIxf7T3NkYLUZ/Hb5xf3ftqUe57DZzKyXwXOUl9/7aHLcM5dyzi2+scd82sOmlkG7NmI+MFs HtQXVy/Mbmfm+ZP4ouNx2OxuNp5OA9eMo/t8r8uDKnD3i/gXFj5qquEZfvfNfsy5bC2ahlmop3UV FPUIS5T1DSgttxCxNKkKBIII2MefzTi2pKj8Oa9vgbGMlJVTqvHxCQjxgGx6ocDYMC5AsdDYlA1G HQzppA1EK9PaYhmxCw2PKG6hC/SPhpDdQjIbHvhVEYLUJSEIU2PfD9QSY2WxD1HqhPpw6YqiPTGs P1DnxaG8tIXUxhPpDwh+pjifTEP1D1qeaFPTykZbaR7fKR5zGJOU7E5aRBKR0xgTTNPIjSIJSOiM SZYYlLSOaUieMSWbaSEkqkEgEqJ0AA1mT4RBKWpPGJxDlrN662UlHjeNpU5mWaf8raGUTLlNRumS nZD5VO/ckRt9txo4GP1S+Z6vyR55u+bPccpW4fKtEvF+J13i3jui48xiktDQD9xeCX71XdX6g6mZ G4TOQjC7nuEsu65N/DXQ9B2nbYYVn00tX83tOqMteIiqlItkiTbZBEimYIkR5GIJSoF0lV+TvpQs +ZXN++Y5XiyV1WrvqaVSZslR3IltGn27uyWPBQuqqRkdz7Shkzc7T6akVx19Gtvst2prrl14RdE0 aw41QMD4FKSZjuJkYPce8eu242Y0b5kO39mqE1O9KtOReyjo2qdlqnZaDTDKAhpsaBKUjQCMBcuu Tcm9Wb23bUUorRI4P9RDq14xTWhtRSbjUMsqSOoKtY1XacK3JTfIzXdE36CgubR27ArU3acVstC0 jsQzTtjtHsjM7vfdzJm/M0ODbVuxCK8EbuhAG0VTZ1j4QDEbkIeS39+h/wBUDUY1XNsBx3kKxP2D I6MPsOAqpKtIAepXZaOsq6EdRsY7tu3O9gXVctOnivFef3eBx5uBazLfp3FVfZ5oqjieU5T9N+UM 8f8AIDjl045ubhON5HJRTTJUr50k/hH+8b/BunTfZ52DY7gx3lYtI34/NHhXyf8A4vmZTGyb2y3l YyKuy/ll+Xw/iXnplsVdOxVUryKmmqW0u09Q2QpDiFgKSpJG4IMeb3FKEnGSo1o14GzjJSSadU+D CPTG0tekBUceS2ZajUbw1RDob0gajVMhASCTDNiqOIR3agQLYqjvpnwhqjVPvTl0MN1CqNlHlBVF Ux2T6Q9RxBb3h+ocbLUv+6HqJMbKJec4dMLqMdp8IVRdQntPh90KoRjsPUT9sPUR5x09NMDTWPbJ zMHGBO09JoNJxzSuHTCBMNUhEtIglOp0K2SbLB0H7oglImjEhsqvNvslsraq4O+lbrfTKrboqciW k/IyPN1QA9kXWw4Xr3Hdl8sfrZQ9x7h+mtKzF/FP6kcm4Oxyvy6+3fmPJ2j+surjjGN0qxMMU6Zp 7kg7ACSR74PuXc9fRi/N/uOftTaqL9RNeS+9/uLaMsgyMt4xcpG5JNprbSOeUg0iSZa12iCUgqEk 21MiYiCUiRRJJprSWsjHPKRIo1JJtqQOmkjHPKRJwK3c20jtddcaYCSpCK5ouAbSBnG67W0sXJeR ke4/iu2o+ZZazMhu20KBsGUfsjB5Uq3ZV8TWW1SK9hMJRHI2EEob1EhASkOPBs9RA9QghDZ6CI3I Fs1jNcFsPIGPVmNZFSh+jqgVMvJADtO9KSXmldFJ+/Yx27buN7Avq9aeq4r8y8H5eHgcmZi28q07 dxaP6faVZ4xy6/8AB2Xjh/kh8u4zWuTwzJnO70kBxXwpmrZtXUfgVptG13jBs73jfrsTS4l8Uebp x/gZrb8i7tl79JfdYP5J8vYXhQ1sRJQIB7hqDPwMebttcdDWVqPBs/bDVGqLDMuhhqiqOJZmJEQL kNUUGe3YGBcqi6hYbn0hqiqZLYloIaoqjZbMOpD1EFs9IJSFUSWzrOH6xVGlN+EPUJDXYYeoj7sh VEI7IVQqmCj3w9R0zz0pacSGke03JGOtxNhZYAA9kccpanVFEg23OURORLEN/LYZdfc+FDKCpajr oBMxGk5NJcWSNqCcpcEqv2FXOS3K3Pcvx7iu1rKTcahFzy51OvpNAdzTSvANt6y8SI3z6NtxKPkq v+rkebPr3fOr+Z6eUFoXCtFopLVQUVst7IYoaBlDFMykaBCEgCPNL9+V2TnLi3U9Ts2I2oKEVotD Y2WZS0nHHKRKSLTPWXsiCUg0SbTPWUc8pkqiSbTEyNI55TJUiRaZ2kI55SDQchrSW/lEUpCORcg2 4P1FPVFufoOoIPhrHoHbDriXPYY3uCVMq17TsFqR3UFIRP8Awk/sjz3JdLsvabGLqkSyWo5ZSHCk N+UBKQmwhLU/OBqBUeS1tA1FUIS0rTQ+2cA2DU5zyrxbZ+UsYestwQGLjTkvWa5pH5lNUDUEHwOx EW+yb3d2u/6kflfzLxX3sr9wwLeba9OfufOL8jk/BHI14oK+q4g5FUabLMeAatFa6dKylT8pBVvI dd4ve5tntTtrPw9bctWlyb9n1nBtObcUnjZH9yK0f5ootoGth1HTrGFqXfULS0es4Zsao8GhLaXv gXIVTPpeUN1DGfS0EvfDVFU+9KEKogte6HHrQSW4VRdQgtCH6h0xotb6Q6kF1DRZ8oJSHTqJLOu0 P1D1G/R8vuhuoRgs6bw3UFU8/aZoBI03j2ecjLQRNNNkgadI5pSOiKJJpifyiIJTJlEgMvutJY7Z UVVaQKShYXXV4nLuaY1Qj/5jkkxe9u4yu3/UlrGH2mf7mzHZxvTjxk6f4eZy36dceq7ijIOTr42V 3bLKpxNE4sapp0rJUUz6KUZDyTKG7nznOatJ6LV+3w9wHae39Ft32tXovYWvYZkNB1jHTkbJaEqy ztMRzykSKNSTZZ8o5ZTDoSbLM+kQSkSpEi015RBKQSDUIlsNIhkxwpKDrLeIm6iNQyag/UUtYoD5 UpX/ALMehdoy6rU4mK7o+G5bl5o2iwH1LXRr8GxP3Rg9xXRfmvM2Nl1gn5GxIaJ2EVzYTCkI01G8 CwahCWvAQDkM2EIagGwWEpaEoGo1R5KPd5wLbG6iv/OfFT2V0FJluMH9FnGLkVNtrW9FOhGpbXKU woaaxrO2N8WLP9Pe1tT4rwKvcsH9RFTt6XYaxfi/B+RtHDHJbPIePJFagUmS2kmmvduWZOIdb0XN Pt1HlHF3Fsr2+9WOtuWqfkyTBzP1VvqeklpJeD/jyO0BGm056xm3I6+ocDY8IGoyYvsHhDVE2fdg hqjVZnslCUhVEFBPSCqx6ifT0mQYJMfqoJLcvfC6kP1A7iqduZcdQj2qAglFvkx1VgLldb0HWsZH 98RNGxPwYaT5CU1lCv5atlXkFj/XCdm4vwsWo+OxfykKB2IM/wBkRPQeqPvS0nIwIlIoDSsbT6eU eyTkUUYk60xMDT2xyymTxiS9OwJba9IglLUmSKn84Xiqvr9lwq0qUqqzK5IaCU7/AKRhXYiY8FLC le6PQdstLCweqWja6mebbteefn9EdUn0ot3jdipcfs1rstEhKaW1UzdMzLqG0gFR9pJMecZeQ71y Vx82el4thWLULa4RRtTLe2kcEpHUkSzLW2kc8pkqRJstRzTkSJVJJpsJ6RBKQa0DEp8BEDY4ShER yYgxDc/ZEfUMCVVGHhUNkT72lDbyjddl3a3JRMf3XBu0pDeLIJtwZPzMqKD9sZfuC36eXNeZodtu 9eNCXkbchmWkUbZ11DEM6RG5ANhCW59IBsao+lsQzYDYQlvygajVHkt+UA2NUdDQUCFJCknQgiBb BcvAqHyZjVdxRmtNyljLKk2etUlvLqBoaKbBkKgJGnc3P4vFMehbNmQ3bFeFfdZL5X9xV5UP01z9 Vb4P4bi8Y+PtRZOgzjF6uzUd6evFLTMVLYUFLcA+bwnKYMY+9tGTG7K3GEm14IsHONKpqj4akrbc pxq6rCKC8U1SrYJSsGZ9o0jlyNuybK+ODXtQUU5Kq19jNmDc+gl4gzjgA6jHpbGWkNUfrBqmqpKR JVUPobH9mcz9gjpx8S9kPptxcn5IGUlHV6e3Q5/eeS8dtXchK/1Don+WnUz9iZxqcPsjPu0lcShH zdCuu7zi230qfXLwjV/Wc8reTMzuivTxnF3XO6YQ84nsT7ZmZi4XbW2YmuTfTfhHX7wY52Xe/tWG vOTSRCOWHnbIdXbrS2JlzohJWoA+ZIH3Q3+4bBifJbc/aH6W4T+a5GPsVRH+R2bVo77xyLX9yvnS wUtj7kwD7wxLf9rHivcP/tk5fPfn7tBwfTr3au5reXFdT+pWP2QH/wB5lytQ+j+Av9ntPjcm/eI/ yBr6UE2/OLs2tOqe99ShP3gwS72g/wC5Yg/cL/aIL5btxe8CfwHl/HvzbLlSbmhH+4qkAky/iRL9 kTre9pzfhvWul+K/6Bxxcy1/bvVXhJBNt5cv9gqG6DPrG5Qa9q7k2PUYmPFUgU/3oiv9r4+ZF3MK afk+IS3Odp9OTBx/mWsTklMxIJMovpyFGJOMtAgaDaOWUidIEvVT/T7RX1CTJ30y3TDr6jnwp+8x 0YNh5GRC34v7Dmz8hY+PO4+S+0q9xdQnN+a75kLhD1rwSlFDbyNUl6XpJKfMSUqNh3Rlqzj+nH8W nuRie08V3sl3ZcI6+8uwy2T5+cebzkelJEsy1tHLORJFEsw2dI5pyJUiUbbHQRzykSJUC0IiKTQg tCNohchwttA8ICUhg1DcvGIW9RPgENNTfQCPmBH2xqu0sj08pLzM93Db9TGfkQ9ja/T3C50Z0KHe 5I8Jw/elj08py8Qe3r/qYaXgbm20esYmTLtyC0NnQQDBbCENy6QLYLY+Gz0gWwWx5LZgeoFyCEtQ DkB1IdDZgWxORwf6g84oMSw16gNGLjd78RSWyilMqdc+EGXgI1/Zm03M7MUoukY6t+RX7nnxwseV 2WtV0peLf7uJX+0fRTl2QYRT3S836poHlsF+ktocUUtd8lJBSTKQBj6Ijt0YxrRJs8kluE5Ojk6F I72Mx4Zyp6gor+tNXQuGfouKLSwDstBJH3RWZeDaupxuJNew7sTPu47U7cn7PE9HuBfqBpsuxoG8 qSzXUaS3UNrXKS0y1TPUg7yjyrd+wr1y+3YooeL4I3tjuLHuWVKdVc8EuJ1x3Mcgv6yxjtreebUS BVEFpof3jqYhjs2zbTrlXfVn4INX87KVbUFbh+afH/tH2OPMhu35l/vJp2l6mipZgn+ZXWOXJ76h ZXRh2YwXjz+sKOz25Ot+crj8OEfejbbXx3jNqCS3bkPvJ/37vxKnGTzu4c3Lf+pcfsLS1btWY9Nu KivYbc3RssgJZZQ0kCUkpA/ZFS7jlxJetsWWtR5bQuoZMaU2fPeF1DpjJbM4NSC6hsty90LqCTGi gz00guoKqZB3nHbZfKZyluNI28hae0EpBIn7Y68TPu401K26UCklNdMtV4Mpg01pHp0pHHQl6dsC ROsc85E0VQ5pyzem7Njz75IAomH65Rn+JpPYyPe4sRqO07HVeldf4V9bMn3hkdGPG2vxP6ka/wDT DjhtnHgvL7f/AD2U1r1c84dy2CW0fsJ98V/dGX15PR+Vfadva2L6eKpPjN1+jgWbZa2jKSkahRJh loaRzTkSpEo01tHNKRKg9KdIglIQWhERuQg1CdoibFUKQ1rETkCw1tqIpSBbCfT7FNq/skRY7Tke lkxl5nFn2/UsyXkRK2xR5KF7orm5+8Tjcd74/qWIXkZnte64+ra8Dc0tgR5YaxsKQ3OBcgGwgNTl EcmD1VH0tQNQHIeS3AuQPUEJR4QLGHQ2Dp1gajFEfqCuTdPy7x27dCP6XS1anPj+QLR2kTJ0j27/ AI1hCNiT51Mh3i5enaXLUtPyT9TfH2O8fu+jfGXbo7SpZo6RkzPd2iQTHrdzIj0nnUMeVdTwtzq6 XK95DV3W5BSXbitT7YUZntUZj2RUzlV1O9RaLDfSPQtXPP10tRTfq6dtpLiW1E9gWFblOxOkY3vP JnZwW4So2a7tOzGeRJyVaKp7OtUrDCQ0w0lpsAfCkAD7BHzw5uTqbRzb1Y/6cvKBqNUSW9dDOH6h VElufjC6h6iCj7ofqHqNFE/GDUh6jRa31guodMaU15w/UPUQWhC6guoaU3D1HUiizSeketSkNFEs ygAAzlKOdskRUn6kro4q3u2imP5tzraS2sNjcpQPXX9qlIBj0Ltm36eE7n5nX3I837quu5mq3+VU 97LbYbY2rBjNgsjae0WugYYOkviS2O77THnWfkO7enPxb+ip6Lh2PRsQt/lS+w3ZlrQaRWSkdiRL MtbaRyykSJEi2iUQyYaC0J8ohkIMbR5RHJgt1C229YhbGD22z4RG2NUkG29Z9IilIFsLU0FNqEuk K1ccJJkc6NUNeyBJZ/pFwToad4IcPkrxj1vMSzdn6uaRicJ/ptyceUjd2EhxtKh1SDHjdzRmxbD0 NjwiFyI2x9LfhA1Bch5KB13gWwaj4QIFsGo4EACZkB1J0AhVEmma3fMotlip1vVT6ES+Qq1JP8CA JqMavZ+0MrPXqT/07X5pafcVuXudqw+lfFP8q1ZVXlTEbhyY3SX+psbrFltb6Klbj6ZOVCWzPtSB 8oUI9B2nctq2iccWzLqb+Zv/AKlbm7fnbhBynSNF8MeZS/6k+RMZyp+xWTErEmyMWBvsqlel6Sy4 nQpOgJkY9LvZMLqThwMDHHladJVr4FYSzW1zo7/UqXFyAlMnXoI5nLxJlbk+B6wfR1wxUYvZ15fe mwm4XYJU03IfAgapT7ddY8X7+7g9aSxoPRPX2nomy7f+hx6y+ea+ovj6ceX9RZ1M9nshVGqJ7ZQq jiSmcOEnQQpEOKo0W4JaBDSm5QaY416cPUVRBTM6dIQ6YO6UAhPzKOyBqfsjswsK9lzULMXJvwQN y7G0uqbSXmyi7KDppHp8mdCVCVZbJkPGX2TE4gnKhIkUqzNIyzmTj6wk+oy7dV19QnoW/Xn/APA0 I9JuNYu1r+W2/rPLtcvdvbcX1F/mG+4lUtDHks5Hq6RLMtylppHLKQaRKNI0Ec8mSRC0JlEDYmwx tG0RtjVD0NziKTGDm2/KImxmHNtnTSIpMFskWm59IhbAkwtLUwBLeBUtSJupCXylL9prmQma20+o 2PMR6v2jkLJxLlh6/CzHb5F2ciF5cmSuNVCay1UrvdNQT2rHmI8w3Ww8fIlB8marr6oprg0bO23F Y2A2Phs9NYGo1R5LU9Z+6GFUErrhRW1tbtS+hpKBMlZCUgDU9xOiYtNq2bK3KfTYg34vkjnycm3j w67jojllTmF6yqoXb8LozWJSrtevT4KKVrp8M/nlG+t4G1duxU8mSu3/AAXCPtKpTy89fB/p2vF8 WvI2iw8dUNHUIud+qVX+8E936h/VttXX00HQD3Rkt77uy9xbj1dMOUVoixxMSxiKlta/mfzP3nRX KNl9hdO80ldOtPaWpaS8hGUjdcZdS4+06Otp11qVE554pwesZtdAxZWGrlkVa2yuqS2n1QkkKUQq QO0ei9p75lfHKc6whGuviRZOPbyoUlFVk+NNTcX/AKeMEsmMNptVjYFdSMoPqqQCoqAmdSNdYqrf d+Zeyfjn8LZNYs48ZKEYJLkzZeJLsWW3cfqT2uU0wykiW0cvcWMpNXo8zov2/h80dzkRpKMlU4eo +kfCHqKontmTCTHTEyIgqjiCJzh6j1ElOm0oIcbI8ROFUJMCffZaQtxS0htsTW4pQShI8VKVJI+2 L3au3s/cpUsWm1zk9Ir3s5cnPsYy/wBWST8Ofu8TQqrNqapcVRY3RP5RWIPaoUYKKRs/x1KxL/Zj ZQ7Z2val17jeU5/kg+HvK9ZmXl//AOeHTD889Pq5gv8A0vk9+AOS3n+nUKv/AOHaJtJl4Ov/ADqP viDL779GDs7dajahwrT4vpDtbJacuvIk7svP5V7EVeaakJxZykaNBTy/09HV1GwYYccn/Ikq/dEc F1zUfFoecuiLfgUy44YN3+oqjUod4sdnU8fJX6cT+xT0ei9zzVvAceT6UeadsQd3cFLw6n76noEw 0QB4x5JKR6oqEq01prHPKRJFB7aI53Id6BSEeMRtghzbYMtIhlIRINtaRE2Mw9pszEROQLZINtGI pMByD20CURORE2HNon7ojrqRg9UyDMH5VpKT742fZef6GWovhLQpd8serjvxWpq+EuehVXW0uGSq d7uaH8KoXfOD6GV1rhLUk2fId7EjXlp9B01DcgDGEbR31HCUtgrUQlI3UdoUU5OkVV+ALOY5XyVQ Wh4Wu2IXdL0/pT2+mHe6o7TIHyp8SY320dnKMP1O4S9O2taPjL2FVe3Jzl6WOuufPwj7SIteBX7K nE3TPaos0YPqMY3Tqk0BvN5enefug917xhat/pduj0W/zLi/4sPH2yMJ+pffqXP8q9i4VJy68g41 irX9JsNKitdph2BtiSWW1DQ9y5fEfZGfxNiyc1+pddE/HVmzwu3b+SlO4+mPLSunsOW3PkvMbgpf 6etRbmz/ALulQAQP5lTMabH7axLVKpy83+2hqMft/Csqso9Xm3+1DUKjLsySfU/6hrgrxDyh90WM dpxaf24/QWUdsw//AI4/QQFZl1+qblbrncqtdzqLQv1KH9SCoJOw2l00go7dZjblC2ulS40GubFh XFT00vZxXsO+4xzzaLmpFvyikFsdeHZ+saPcyZ+M9oxm4dpXbNZ476kuRlNw7OuWk5Y76l4MErvS seTNXW3PoeoqlYWl5szSUK31iS03kY7t3F8SKOVuSTU00+DqWNoahFdSMVSJdrqJkjoYxV627c3E prkehtBXbEYJjt8IcQgpMKoqiFaDXQQcE26CqQt0vlss7Pr3KuYoWjs5UK7O7ySn5lH2Rr9q7K3D Nirkl6Vv809PoRwZG7WbT6VWUvCKqzTl5JfL98GKWNxxhW18uwVT0sv7TbAk4vynKND6fb2yayf6 m6v+ypD6efk/M1ag/fc+gU3gn9QWipy26P5C6k9yKE/k0SPYyjQ/3opd075zcyPp26WrfhE68bbM bHfUouUvzS1/6G609FTUbKGKSnbpWGxJtppIQlI8gIx07kpusnVli5NvUcKZDeUusCEUeabEeqyk dSQJkh/T4zfntvSt9Qr7GzEmCurItr+eP2kWa+nHuP8All9hVP6fWf1fNvIFVKf6C3qYB9rjaP8A yRt+9p9ONFfz/YmYbsyHVkyfhD7Wi+zLex9keVyZ6WiRQiOaTCbDG0aREwQ1tGoiGTEHttiInIZs PaRrEcmCSTTYMogbAbJBtsGImyJsNbQfCI6gVDENbRHUjZ88x3tkeGsdeDkOxejLzRFdj1RaObPO f0jMqCq+Vi5p9Fz+YR6j3VYWdtsMiPFUM9skvQv3bD4cUdPuV3t9lo11twfQwylBUe4gaSmdTtHl 23bZkbhcVuxGr+pe0ur96FmPVN0X7cDg7+UZbyjWLtuFNm3WFtfp1mTOpPZIb/pxp3mX4o9DhY27 tiHVcavZNPciqSv7h4ws+P4pft951rD+PbDh9Op1hBq7o8O6uvVSe991W5JUdowe779lbnc6rknT kuXsLaxZhZj0WlRfWznOc5vV3iodsticU3bm1FFVUJ0L6hpIHogffGi2HYlbSvXUurw5L+JvNn2e 3jRV29rJ8Fyiv3muWTAq2vUl+o+UmYQOs/ONpaxm1U687f7dn4Y8TcnMAbYaUoNa+MdDxmlUpl3A 5ulTnt8sKaXuJTsPliBwpxNDhZ/qHMrnTJQFS3EDQ0NmfUaDVFaXCRqAYnjSh2InLNllxtq2mPWL 1MlQCqZwzSU9QPD2xw5O3WribpqVW6bZbzLbVPiXMvPxbfG7jbBTdxWUp7m+46gHpHlm/YfpXOo8 n3PFnZnSfFHVinp18IztUVY0rtGhnPokak+7eJ7GNdvyUbcXJvkkDKaiqt0XmaxessslkcFPV1gX XrEmbXTJNRVrPgllE5e1W0b7A7BvRirufcjZt+FfjfuKuW69b6MeLuS/yr/EQBezbIJmgpW8Qty5 AV1ZKouCh/A3/htaeMzHdLuDZtlXTgWfUu//ACT/AHCWBfyNcm5SP5IffIkLZgljt9R+vqkOXu6n Vd0uCvWcn/AFfCgeQEZDdO587cpN3bjUfBaL6Czx7FrHVLUVH7X7Wbb2S2Eh0G0UHUTV8RJTCqEN 9oG8PUI4bz5ylScW4JX3FC/Uv1yQaWx0UwVLeX8IUE9QmNb2dsT3bMj1L/ThrL7l7zg3HPWJZc18 34V4s4u00I00pGhjEg86T6eEZQsaEW1/X+6Y6dpfVmWl/Ojk3V9OHd/pf2FZvpcbS/yVyxUK1Ult AB/mqlf6o1vfkmrVvznL7DH9kL/VuP8Alj9pe5tG0hKPMJyPRA9tEQNiDUJ2iKTEHtIEtohkxqhz aNRpETYNSRbQNDKIpMEkWUeIiGTI2yQQiUQ9RE2GITAVAqGoRoNIjbAbHw2CNdPH3wLk1qC2cU5N q2qSgffolpeuVqP6plhBBJ7NwPGPb+z7Ety22dq8n0eL+4yG75Cwsu3dh83gahheH5Nyu3SZNntU uix5ZC6HGmlfE+EnRVQrqNPljO713DY2aLwtvik/xS5st7OHK9JXsp9TarGPKJaS322itdKzQ0FM 3R0rCe1imaASlIGw0jzC7dlek5TbbZZyuNnP+TsiVarSi2Uq/SrbsFBTiT8TbI0WR7do0HbW3/qL 3qSXwx+s0PbuAr953JL4Y/WzQcHx0Vj7S1I/LOo9vSPU8W11vgWu+bj6UaJlprVYaenpEj0x3BIO 0aK1YSieY5OdKc2Rd6YZQ2uSNB7oivQojoxJtyK95cWk98gJ6mKi8jfbOm2ivd6cBUsDSIKG9xlR HN69wd5A6aGJoRO+KIJT3arz6RPSqGkWc4Ly0prBQOLm80QpAJAKm/CZIEh5xkN82C9mTpYj1NmD 7zt2bVn1ptRLQVnINsVUG32Jh/JbiBJdHawHENq6+rUK/LTL2mK612bh7bFT3XIS8IQp1PyZ5Is6 /k6Y1t0/PJUXu8RpFlzS/a3u7oxm3r+a0Wgk1C0no7Vq+L29koG/3zYwYu1tViNpcOp/FJ+dWOtp jN9WTN3H4VpD6DZrPi1hx9BRa7c1TqXq9VH43nPNbiviJJ8TGEzt0yc6Tlfm5N+L0LSNILpilFeC 0X8feTxE5+zSOASY32+UPUNsQR5Q9RkxBTDj1Ie+Xi247aa693epRSW22tF6rfWQAEp1I9vlHXgY N3Ovws2Y1lL6vN+wVy7G3Byk6JFBMItNz+pnl2q5Avzav8tsLqS1YqRYIaqHkGaQEq36FUeubxm2 u19uWFYdb869T5+cvf8AhRRYkJbhkfqbi/046RXj+3M3thsmUU0mblIgeQGv/wDB5cZfLaqlfuSg k/cI69onTNtf1r7Ti3WNcO7/AEy+xlX/AKUlBPIfKbR3VTtL/wDyVH98bDv7Szbf87+wx/ZH924v 5V9pfJCY8umz0IPbTtEMmIOaRtELYiQaQdIhkwWSTaNoikwQ9tERyZG2Hto1AiFkTYchGsREbYa2 iAbBDEpkmZ0AEyTsPaYifHQDicC5G5gNvrkYdg1KrIcvrptt09P8Qa6FbitkpHUmN9sXa0I2/wBb uD9O1xinxl7iqyc59fo2F1XHz5R82KxTiu62W23C/ZfdVXnJbq2TVoGrFOlQ/wANsHw8esXeJ3xG 7mws2o9FhOlDhytni7Uut9V1834+RtnEVz7Wbrjj6iHrU+fRB0m0ozEh4Rm+/NvdjL9WPyz1LXBv +viwb+aOjO2du3UzkIwlSZlX89qTc80q2yqbFCUU6QenaAVfaTHqXbeN6eHF85as9D2W36OCnzlq dewOnaQhpW2mh/fG3wEuZjt9m5M7aatCKcA7y2nF31KhjfTbkc2yS7hsGTgAGyZxX37hodvxG2it WV3T1HHNdyYqbjqei7VjdKOG3qrmVeJMCjX2YaGg1TwKle2JYo6eBErVM7xOkA3UlLAqmVfbUit9 RdE5UJRUsIcUgOJJlJXaRMeUQ5Vy7bszdp0lTiUO+bdZzbajdipJOtGepGCi3JsNLT2ylZo6dlCQ lllIQB9m/vjwfdXdd5ynJtvmzyfNtO3NxfBG59u+m+8VZxrQwU9YeohJEoVRxEhDpiqIUkdIcdA1 Q6zSsPVNS6hinp21OvvLMkoQkTKlE7ARLatyuyUIJtvSi8fAdtLjojzw5DynI/qaz9ri7BHXaPBL O96mSXxMwhSAr4lq6a/KlPXePZ9tw8ftLAeTk0eTPlz1/B7ubM9dnLc73pW/7ceL8f25eJenEsRs mDY5a8Xx2kTSWu1MhphIAmoifc4o9VKMySY8h3HcLudfleuuspPh9hobcFCKjFUS0oVdZa0jeyka CJG5dSGqw/KaYCZftNYj7WVD98S4FzpyrT/nj9pz50OrHuL+SX2FOPpdqB/m3mrAEv6lZ/1AHj2u tq/88egd+xriRl4T+1MwPZUunKlH+T70egjaDM6R5PI9ID20bRDKQiSaRtpEDkCSLLZ0iGUgWyQb blrEbYFQ5tG0RORE2Hto12iJyI2w5tEROQAVNDaFOOLDaEDuWtRAAA3JJ8oCjk0lzAqVdz3lK/5p fVcacTN/qris+necgAJp6RBOqlq9nSPR9n2HH2qys7cdJcY2/EpsjKuZE3ZxmqrSU/wx9nmdj4u4 msnHNCpbZN1yKuku8X6o+J55zdUlHUAdBOMlv/cl/dbjbfTDlHwR22Me3jQ6LaevFvjLzbOrvMB1 pxtYmFjt/wBBFBavenNSXIlrpQrTU1C8K5Nt9Uv4KO6q/SVJOgPcfyyY9dz4retljcXzwRW4f/8A PlStfhnqvbx+ktK2ErCVJMwuUiPAic48b15nfKq0Kd5JUEZbfFykTWKBnodDKPZ9q0xrf9KPVMK3 /wDxw/pOt4teUssIBXKQkJRose5Qx+64blKpu9RlCENSLg+XeO15OhRw22TkcnyTIgvv7XBHDcu1 NVt23dNDht7uvqqcJM5bxzs2uJj9KOXXOp71LM5+EHEt4x6TU6hc1E7TiaI8mBFYGs5+USIhchkV SmqqmdT8zLqVp92sJx6oteJW5dzQ9LOIrqt+0W1bpkmsZDiR90eNdx4nTNpcmeV7tSd2TXid4Cdp 6RkKlIqmCnzhD1MFMKo1RBQPAQ46BnVNstuPPOpZZaSVuPLMkpSnVRJ8AIkhCU5dMVV14efgE3Tn QoFy9yjk/MuUt8N8RpW7Tur7b9e0TS0hsfM44v8AC2kTl4+2PZti2PH7axnuG4f3afDH8leFPzXH /lRnsnKnnT9CzpD8Uv2+rx9hbDirivH+JsWp8dsiA9Uqk9ebutP51ZUH5nFHcJnokdBHmO/77f3f Id646Lgl4eXt8y8x8eFmChHh9vtOkFOkUidDpqU9bbMto9HbNAgiopf1NHV0xE/1NO60R496SJQE bnTJPwa+0Uo9ScfFP7Dzy+nl7+k860dItXxXC0VlEZ6TUy33EfbTx6v3jH1dt6vOL+k8w7Wn6e4d PlJft9B6Xto2jxlyPUA9psgjSIpMZskmkajSIZMFkm0jYyiBsjkw5tGu0RNkdQ9tB3lEbYDYc23E TZEwsBLSFOuKCG2x3OLUZBKRuSfCBVXpzBb5cyo+dci5Jytkz3FvFC1IpGFduT5Wn/Cp0bKCSPxS 2EekbTtONseP+vz1W4/kgU1+/PKm7Fh0j+OfJfyx8yyPG3Glg41sbdoszPfUKku5XV0BT9S8R8Ti 1nXU9OkYXe98yN1vu5dfsS4JezxO+zahjwVu2qJfT7zpISPCWkUjCrQeSmUp7Q1QCvnPmPPO2FN8 o0/n28pUpSRqCgzCp+Uekdg7mlcni3PlmvrODPtvoV2HzW31L3HRuKMpZzDC7RdELDj6Wg1VazIW gSIP2RkO4tteBm3LT8W17CxuTjc6bkeElX95XvkukXac0upUFJTVuCobWflIWBKUehbBfV3Eg/BU PUNguq9gw8lQjqC/rpkJSFmcvvjRQlQkyMCM2Gu5K44gguH7Yk9RkEdsijT7peVOTJXp11hi2x8R ROfXKtJKz3aeMItrcKGm1L/eo6ziaKoTEM8qap9IlWhHMAWqQMGtTluSoSONWh+/5DbrYwgrVUOg GQn8PWIMzIWPZlcfJFNlT4vkj0lslrOOMWmhSO00LLbZ85jWPKsq7+q634nmN+6rlyTO5Uyw8w04 DPuEYecemTRWSVGPdogajGCnYDWFUQPUO09Kw5U1LqWadlPc48sySkeJMSWbU701C2nKTdElxb8h pNLjwKGcrcrZZy5k54h4dZW+XVdl9vaJhunbT/iKccAkkJ8P3x7ZsmwYva2P+uzmvXXyrirb8Evx XHwfgZ2/lXNwn6Nl0hXWXiv3fb7CzPEPD2OcRY6LVaB+uu9aEu3/ACB1I9arf3VrulAOyY8x7h7i v7xf9SekV8sa6R834y8y7xsa3jx6YL2+Z1ZSf2RnzrqMlMoQ6Kittx6HJmkJBkdi0L6pIIn5RDJ1 0FWmp5oU6k4T9SlpCx6NPb8qfolk9KesdUAT7UVEev33+t2Kq4u1X/FHX7VQ8utR/SbxTkrlPdKu p6kIakTPcGREeKSZ6iHtonEUmAyTZb0GkQSkA2STSIjbAYY2jURDJkZINo0lKI2yOTDm0SlPTzOw 9sRNkbZUDlPkXIeSMqTw1xQ6VKcPbluSI1bpmj86Eq9nnvHo2xbRY2qx/uWctafBF+P7eRT5WRO/ P9NYev45L8MfCv5iy3GfG2P8Y45TWGyMj1AO+43Ber1Q8r5lrVufKZjEb3vV7dL7u3H7FyivL952 2bMMeCtwVEvr835nS0plLzilCbHgJ9JQzYLdR0JnAsapH3y0MXq0V9rqEdzdYypsz2BI3jow8p41 6NyOjQ0XrrwfH2cylnCGW/5bck5VxhkNQKamqHl1dnLhASdToCSAJiPWe5Nnub/jWsvDj1TaSa58 iutZEMRTx7slHpfVGv5XyOm8qVVpy8t1OPBdzes6SK+upm1OU6EDoXh8BI2kCYi27aP9kj6V+9B3 Jfgi69Pjr4+423ZG8qc5wknGD+Vy0T9hXz11J7RqCPE7xfQdeHA9QcOY0uqXqO4TJ2nBuVB1Ahqr 13FaLCRImfTSGjcqTLQ09yvaq6qsoUVCVv0ZSHwJ6FQmI7HbcUm1xBs5dq9KUYOvTx8mRLg7VEA6 QS1J5MCXrODIJMEcBOg1nBRZx3pFsPpf4+cud7eyetYP6OgEqdZ6q8owXe+7elaWPB6t6mQ7kzfQ sdCfxS+wuLktAEVPqJTIK6+yMZtt7rt68Tz+3PQn8beLtEG1H4kDaKndLfRdquDBuaamx9kVwFSP uNfR2qldra54MMNAkkkTPbqZCYju27bb+431j48HOb5Lw8XyS8/vIL2RC1Fym6JcyiuZZ9mv1BZK /wAdcQumnxyjc7MozYE/paZE+1QacEu9ZExPc/g0+KPaMTB2/s3GV+/LryWuPOvhDjRcnN6sz07t 7cZuMaxtr6/b5eRaji/ifFeJseTY8cpgt9+S7xeXgDUVrstVuK3AnsnYfbHku+b9kbvf9W89F8sf wxXLTx8y/wAexCxHpgtPrZ0gpl0imOlDZTPpCENKRCDTqVGSnSN/JmlDG0TAH+m4iJirTU84Pqqt L1h5PTfWEdirhS0N1p1DSb9KfQcl7C2g++PW+zMhZG2u0/wuUX7/AIvvZ5p3XZdnNU1+JJp+cf4U PSXG7ozf7BZb4wsLZvFDT1qFjWfrNJWfvMeQ51l496dt/hk19DPRLF5XbcZrg0n9RszSI4ZSDqSb SdBEMmRyYe2kyiNsCTDmk6xHIBskEI290QsibpqVk595VudueoeK+Pwa7PMs7WHCyZmjYc0KlEfK SPHaNx2nsduaedlaWbeqrwk1+30lVuGVK21Zta3Zf5V+b2nVeF+JLZxTjTdCgisyC4SfyG8kTW++ rVQ7jr2g7Rn+49/ubrf6uFtfLHkkTYuNDGt9Eddat85S8WdpQkkHz6Rm6kzVEFITpANkdR0DrLQb 9IbiMyLueQWey07lRcK9mlZbHxuvLCEjy7jITjRbR2nuG5/FattQXGcqRiveziyc61j6TevgtX9R pIy/IsmPp4ZYXHqM6f16499LRgeKEkeo6fYAD4xp1tuw7LT9Vc/U3V+GOkE/N8zmrl5CqkrUP5vi k/ZFcPeVC+pTi6740/YuWq2uGQV1qrGjeKZNOlumS2FfhQJmX8xMaftzu1bvOeF0qymmoqPIgvYE cfpyItzcWq1108vJF5sAu9kzHB7LdrVTsJtdzokd1KyEhCSUyUntGmhjx3dbF7CzJRnXrjLjzLuV 59auRfHVPw9hWTlbjWpxuvduluYU5aapXeAgf4ZPQy6Rvti3yGTb6Zukkepdub5HMt+nN0mvrOJ9 g1UpBlt7I0buV4Go6hLau55LYkO4yE/P/VE1qNWqeI1yXRFy8NTlNqYZfdvNyJk5XXF/sV0KGj6a f2Rd5k6TUfBFH2tbrjSu87k5P3JtfcEVCANjOUQRZopMBKCqYCd/3wZzzZ0fjrjO853d2aSkpl/o kqBqqspPYEz1E4pN53qzgWm2/i5IqNxzrWJb65v2I9R8QxO34fZKSz29lKG6dIDigJFSpa7R4huG dPMvO5LmeQ7jnzzbzuS/ZDmR0vq0/f2zKZmOrabtJOJzWpamv466WKtTatEr8ek47d2t1tqXgSzd VQNzPN8dwW01t5yC5MW6jok91Q6+vtSiYmAdyVH8KRNSugiXtvtPL3q58C6bS+abWi8l4y8ipy86 3jL4tZPglx/6FMm2+R/qruLhpl1eDcKNOdlXd1o9OuvCUmZaZbJ+FB6gfD1WVnQenZ27bZ2jj/pc OPXfa+J6Vb8ZvlRaqK+jmVFrGvZ01cvaR5Ll7v3v3F0cPwnGsBsNFjWK2tq02mhH5bTfzOr6uur3 WtW5UY8Y3Dcr+fed6/Ks39CXJLwNHagoJRjokbP2RxolEdkEKo2pMtgIGoQypJBhVHKitpnG/kzT hradogk6iKlfWDjX6zGMWyVpAK7XWO22qX4M1iApv7HGx9sbvsDM6ci5Zf4o9S/wmP7wxuuxC5+V 0/7jpf0r5Ecg4hstO4531eNvvWp8HdKW1d7X/wBtYHuij70xf0+4yfK4lP7n9a19p3dt5PrYUV+W qLMto2Eox0mXrJBpMRkbD207RHJkYc2j7YikwGzn/LPJFs4rwq4ZJXKSurKCxZqE6qfqVA9gluQN zLoIt9g2ee7ZUbUdIrWT8I/xOLLyoY1p3JcuXi+SOU/TXxfc6cV3LmeoVVZxmJNRTB/VdJSumaUi exUJe6L3vPerbpgYulm3o6c2vtSOLAx5wreuv/Vn/lXJFvW0zkdid48+lXmWATJKQSohIG5OkCk2 6LV+QDNYv2b4/j6EiurkJfcH5FOJqdcPg22kKUr3CNftnZGdlRV27Sxa/Nc/dxZWXtytRl0RrOfh FV+tfeawms5Ay4j+lW4YraXP/wCpdEzfWOhbpEmY0/4ih7Itv1ewbJ/Zg8m8vxPSCflEi9DKvf3Z K3H8sfnf9T4L3GzWbjax0VQ3cbqp7J7yjVNxuZDoQevotSDbfuEZvee78/cvhnLpguEY6JLwOjHx rVjW3Gj5t6y+nidGbRIAbDoIy8nV1ZLU1/MsXocxxi8Y5cG0u090pnGSFCclEHtPuMdm2588HIhf g9Yuvu5jprg+D0+kpn9KWUV2F5ZlPBuTLUiptVQ49YvU070pJ7kJn0IMxHo3fmBDNxrW52eDSUqe fB/ccOHWCnjS+a3wfjD9vqL6VtvpLjTOUdawioYeTJxtYnpLpHltm/O1Pqi6M7rN6VqanB0ZWXNu A3HnHa7GXgO4la6NXn0EbTbe6lFKN36Te7T3hFJQyV7ysOV41kOG01dcbtb3KdmgacX6xHw9wSe3 U+cegbNnWc29GMH5l9u++YywLty3JN9PCuupzWxWC6t2W2JVRPFbzCXlSQrUu/GTt/FHflZ1p3ZV kuPiuRabJFWcKzHSvSn9Or+02m38fZRdlpTSWiod7zJJKCB94jhv71i2V8UzoyM+xa+aSXvR3/Bf pjula6zV5M4KOlBClU4E1KHhGU3PvaMU42FV+Jkdy7vx7NVZXVL6i6WM4jZMSt7dvs1EimaQkJWp I+JXmTHnOXnXcqbldlVnnOduF7Nn1XXU2bt66TjjOEj7i0lVI8pSglKQStZMgAN9Y6sKfTdXm/29 oSlQq1ybzDjvGCmqd9Ttyye4jtsOI28BdxrFLPa2ewBXoNT2WsEkfIhW8e2bT2WrtpX9wfTDj0PR yXjL8sfLRlRmbzR+njrqlw6uKX739hqWHcF5dytd6LkH6gHZUDJ9fGuK6Zak0tMlXxBVXqSpR/EC StX4jL4Yqe5O/rVi28La4xhCNYuSWi8oLn/U+JHibY1L1L2snr4/T+1C6dNSsUdOxSUjDdLS0qA3 TUzKA222hIkEoSnRIHgI8iuTlck5TdW9W3q2y8SVBRTqfvgRxHZvD1HqfdvnDpiGVI1hqhpjSkiE giorado38jUBzadhEE3QRpXK2JnMuOcrsDaO6rfolVFvMpkVNLJ5kj+8iXviw2LP/R51q7WirR/0 vRlfumKsnHnb8VVe1cCof0aZOLflWT4XUL9Nu/UqLnbmVGRFRTHsdQB49pP+zG9/5EweuxbyEtYy o/6Xw+sx3aOS43J2XzVV7VxPSFpPWPIJM3fUHITtEbZHJhzKIjkRSJBtKQCVGSR8yvZvEctSOjfA owhtX1H8+KaeKneOeLl6s/7mpqUr6nY96hP+UR6g6dubMn/776r5xquHu+0oG1n5dP8A1WvolL+B fsFimQhM0MtpAShAEhICQCUj9gjy2zau5E+iEXKTfJNttlvOaSq3Reen2mjXjkuyW6pNroPVvV5O jdsoUGofnPYoRogeaymNri9iTtR9bcrsce34P4pv2U4FTLdVdfRjxd1+WkV7wJm0ci5WoOXSrRhN qVqinZKam4KB2BV/hN+4E+cTS7k2rZ10bbYU5/8AyT1fuBeDdv65E9PyQdF/3cTe8dwXG8cWamio fXubh7qi8VajUVTiupU65NX2Ri907gztxm5X7kn5J0SXsO23ahZj020ory/bibqhEUzYmwlCYZgj 6UwLYh0I3mNxL/tgW0Myh/1T4bc8QybGec8RaU3X2WpabviWtO9IPwlUuihoY9X7Fz7efjXdryHV ST6fH3ezicGfWDhkQ4w0fnF/uLnYJlttzzErHldrWlykvNKh7tSZlDmy0K8CDMR5vuu33MHJnYmt Yt+9cmvcdTnGSUo8HwNwSnXTTziuGepVL6sXjWWHCcOYQFVGX5BT0igB8RQVJQR/4zHpH/HsfTll ZL1Vu19cjnvzfSo1+aSX3lmGMUsFMzTsItFKE0zaGkj0xshIH7owNzNvTk5OT1bfHxO/9ff5Tf0k sxbqOml6FK01LQBCANI55XZS4tkM7058W37w0AbneArUhMyGvlvCaqxdRFXS7UFopqqrrqlumZo2 i7VvOrS22y0ndx1xRCUJHiT7JxfbF23nbzc6MaFUuMnpCH9UuHuWpz5GZasR6pv9/wBBT2/cx5ty 3dKnEeALaK9mnX6d35LrW1N2m36y7qQOJ/OWNSFrTv8AIj8Ueu423bP2daV6/L1cinF04+FuH4V/ M+XDUo3cyM90XwQ+t/1Pw/l+s2Pj/gjH+Nq1++V9W9mOe1y/UuuaXObj6nV6qLCVk+mD4/MfHpGZ 3Tui/u9aukH+GvH+rmXuFgW8dfCtSzlrX6tIhR3HT2mPMsyPTcaO2fEkJDrHPUET2wqiEFMp+cOO mIKddYQ9RBTOEOhpSJQguoqK2mcbuTNWHtI2iGTESLQIIIG0QS1VGCzy4zmhquEefmr1QtFm20V0 RdqIDZVvrlH1keYSVrTKPbtuurfNm6JaycXF/wBUVo/qPNs2D27c1NfK3X3PivcerlDU09fSU1bS OB2lrGUP0zg1CkOJCkkH2ER4Xetu3OUJcYuj9qPQlJSSa4PUkUdIiBkHMmRiKRHI5pzdmBwrjLI7 rTu9lwqmjQ29QOodqAU9w9gmYve1tuWduNuEl8K+KXsjr9ZXbhkPHsSmuPBe04L9MeRos2A/03Fc Uul/yS51btReK30v09Ot1WiSqpcknsA8JmPQu5dv2+9k+vuN+kIqkbcH8Xjr4VKHb7uQrCt4tvxb nLSNXzVeJZVrBsqydQqM2v6qKkd1ON2RSmkS6Jdqj+Yrz7e0Rlsjvi3hQdva7MbK4dVKz+k7Y7TG 4+rJm7r8KtQr5ROm2HGrJjlMmjslrp7cyPm9FAClk7lajqo+ZjBZuffypdd2bk/NlknRUSSS5JUR srciBp11iveowUhO2kMAx9KYZugDQShP3QDkCEgaQ1RqCwPLaGBboQ2TY5QZZYLrj10aDtFdadbD oUJy7wQFeUjIzjs27PuYORC/bdHBp/vAlRpp8GUT+mnLrjxbydk30/5essMu1br2LPr0SXdVBKSe jyNU+ekepd6bfDdsC1uuMqtJKVPDn/28H5FZiT9Gbx5ctY+x/t9TPRRKdiASNyJdPZHkPvO5z0Kh 8kunJfqe4fxLvK6bHad2+VdONQFsoccSpQl0ITHpmzUw+18m9wdyXSvGiaOGclLIiq8E2XDE/bHm aR2GZHwgB6jbzzVOnvcWEgntSNSpSj+FKQJqPkNfKOvEwr2XcVqxBzm3RJat/R95HO6oKstF4s4L yVz7jWEVoxuhZqsqzqoV2UGDWOT9wU5+EVK0hbdKPEHucl+FMet7P/xzZw4fqN3mkqVdtOlP/wBk uHuWpR3t1lefRjqv83L3fxOeW/hfkLmCppr3zzdP6JjDTwqbZxHZHVIYSRqFXB8KUp1zXWZKukxD b7/yJax7f6Xa4RjBaJqNI/4Y/ifnILH2xuXqXnWXn+3DyLYWex2jHbZS2exWymtFroUBFJQUrYbb QB/CNCT1J1jyLJyruTN3LsnKT5suopR4EDeme13uluNfd1i+2271W1U6IsKsCwW1tk7dPZFdu0KX KrmPM2IiYipI0xHbLzh0FU+kT0lBVFUSU6w4412+UIeo0U6wgiozSNPONxKRrQ9tMQSkMyQbT5RD Jgsqb9XWBpvWJ2vMqZkrqcacLF0UkTJoqggFRH/prAV9sb//AI/3RWciWPJ6T1X9S/ejLd0YPrY3 qpaw4/08/wB5uv0s5qck48p8fq3/AFbriRFI6SZqVT/7lf2aRX99bW8bN9VL4Z/aT7BmLIxkn80f hf3fUWdkQRpGILqQcwkql5xDJkcmVb+qlC7jT8f4qFyRf7w2h1B2UnvQ2QR/ejfdhyVpZF/8kCg3 heordrlOZb6022ktVBSW6gpm6Wko2kNMstJCEjsEtAI85yL871xym25N1r7S0evsVKeRMIRrOX+n kIgb0BaCkg7z1iFsjYQ2mUoGozC0JnAtgMJSiBbBbCUJMoEEeSkwgWx5KYQFR5I6QgWecX1F48rm HmnGcb4YC6vlnEwHL5c2SG6WnbbWFN+q9sFMkkqn/LvHvv8AxvtGW8CayIr0bnyp8aPj7pcl7zNb 1nQtSi0/jh+1A3mj6fvqus9kqcv/AM1G8jTRUyX7paqR51h1spR3OqaSsBCgNTJMb612rgY0KQsw S9lfrepWw7pzE6QuOPsSX2IoFifPfI2E5bTZWxeRXX+jSqm/U1zSX1LYVoppRUO7tUB4++OHce3s PMx5WLkaQfJaarhTlXy5ndDuPJm/9Wk/akv8ySPY/gH6icb5sxtyrX6Nkym0pSL7ZCv4JK0S8wTq pCj01IOnUR4F3H2dk7VkKFtSnCfytJt/00S+YuLGXC7DrTolxrxRu/IPL2G8dUqXMlvLdrqagD9B agg1Fzqyr5RS29J9Qz2CnChPt2jR7H/xfkXUru4z9G3x6VrcftXCHvqyuv7zBPpsrrf+X6efuOLt s86c1EmlbqeDePKtPa5c6gh7KbgweiZdopEqB+VITL+ONDmd37P25bePtluMprRtNOr/AJrnH3Ig ht9/Jl1ZEvd/Bafed0444hwLiyiVTYnZUtV1Qkf1G/1ZFRcKtW5U7UKE9TrJMh5R5HvHcOZus635 vpT0itIr/D9+pc2ceFpUijpv7topP2/bwJ0qH0Ic1y+NTQlctt4t9suUVPMlt8SLsKu2oKf7UTbq uqKZLPgzclJlFAc9RBEOh0zEocepgp0gkPUQUmEPUaUmEmEmVIaT5RtJM14c2naIZMZskWk7RC2A xq7Wejv1oudkuLQfobpTuU9S0ROaHE9pl59YPGyZY12NyHzRdSGaUk0+D4nnBxtda/gzmaox28qL ducqDbK1Sho4w4qdK+Cf4dCfGce0bzZt77tSvW/mWq/qS1+kwmC3tefKxL5ZOi9j+X6OB6gspQ6h pxCgptxIUhQ/ECJg/ZHhbrFtPibl8yZYQEnaZlEM5EMypX1QuG2ZDxBfnhKjo7wA4vwKXG3DM+yc ei9iJXrGXZ5uP/i19pQ7tLonYm+CmXQZKHGmnG1BSHkBxChsUq1BnHmMqp0fFfcWzYWgSMRyZHIK QmcRMAKQNoFsEKQmAYzYS2nwhiMJSmGqCPJ6QyBY6N4IBmj8oZUrCePctyhpQRVWq3uKolq0AfUO xoz8lKnF523tv+47hax3wlLX2R1ZzZN30rcpeCNI+jHEbHiPFLefXEocyrkh5+7Xi5ukFxTHqH0U d3QaFR8STH2Bi24WoJJUS4HmOXclduNs1/6pvqNxvGsQvlpoqtL9zq6ZymYZbUD8a0lOsNevKlBW bT4s8C6l9bz7jyz3KcUSo+0z/fFdI7kdb4cz/MMFytt3EL6rG6u/tJs9Xd2mm3Hmaaqeb9RTKnUq 9Nck6KSJjUdYhu35WYSnHik39Cqie1ajdnGD4VPdPjzgfAOP6g3umpKjJsvq/wAyvza/Ofrrk8tW qlBxyYbn/CB7THzDvveG4bs2rs6Qr8kdI/vn7zX2MS3Z0iqHa5EmZMZQ6amZeEOMzEPUepgpEIap FXZvvpVka9sdmDLpmTW3qana1+nXJG0zFlnfFaZ1T4HQNx7Yz5wiCnSEPUT2w6HElMOPUwUwh0xl SZQg1IqU2BppGzkzYBzSR4RBJgskWkxE2Aw9tOsRyZGyoH1Z8XuXmxscgWWnJutgb7LoloauUo17 vag6iPROwd8Vi7LEm/hlw9vgZ3uHB9ez6sPnh9n8Dd/pc5Ubz3D2rHc6gKyLHEpYf7z8TrQHwOa+ UVnfGxvAyXegvgnq/KXMm2jP/V46f4o6P7mWxabkdYwcpFi2ct5v45c5L4/uVmokJ/rdCoV1jURv UMgnsn09QfCYvu1d6/2rOjdk/glpL2Pn7jgz8X9TZlb58V/UuHuNH+nDmOlymzM4Hk7v9NzrGB+h coar4Hahtn4AEhW60S7SPfFr3n23LFuvLsLqs3PidNelv7vA5tvzfWj6c9LkNGvvLWpGoEtTsPZH n7etDuYUgCAqAwpAGkRt1GYQkaAdYYCQS2CN+sIAISPugGC2PJlvKY8YRG2hD9VS0iQuqqG6ZBMg p1QRMnp8Uo6MbGuZEui1GUpPglFt/QqgSmo6t0K9fVI8is4RzWhbUimdqaZtdKa1aaQPdjiSUNJf UhbiiNglJnHrHZHZm6YubDMyLXp241+ZpSdVTSPH6aFFn7pjzhK3GVZNU0PLu3fVByLjWFWvCEqD DFkY/SUCpFKktCcknxkTHuMb9Y6MyjsUlqituU5decqrXKy71a33nCVKCiZTJ1lAN1HSNU+YyGuv 2QLHXE6rxPjNZlOe4lYKFou1F0utKwAkTISpwd58pDWKrd8yOLiXb0nRRi6/Rp9LdCwwLbnejTxT +g/SYlAbSlA1DaQkH2CUfI71dTXVFbwhCgJQhj6Q8IQj6Q8IQgKuQFU7nsOkTWJUkiS3xNBZ+Cua Vt8UW1x9VtnfyOjI1QD5CKNor29TBnDCTMdsOh6n0hDiqIIMoYcbI8YQ6ZUxtG0bFyNm2HNo2iGb BqSLaZRE2BxD20S6b9IjbIpMXVUNPcKOooKplL1PVtqadaUJhQUJSkYGF2VqSlF0a1qB1UdeXNeK 8Dy5yO2Xn6aOaKe8UAcGM3B4qbAB7FU61TW2eh7JzA8I90wr9nuba3bbXqU19qMbfg9nzFdX9qX2 Pl7VXQ9TsVv1vymyW+92x5L9LXMocQpBBAKhOPC8/EuYl6VqapRs1cqaNOqZtbaZiQGo1TLecV78 wGyuXMP042rkOsGV4tcf+kM+pz3N3VmaWKpSNUF8I1Sobd6dfGcbPt3vO7t0f09+PqWXy5x9nKnk 17CrztvjktTTpNcJL7zk1NzBz/w4BbeTcJfyu008kN35gKc7kDZQqmQoH++mcaafb+wb5WeFeVqb /Dpx84vX6GcDys3G0uw60ua4+86JY/rS4nrglN4o7zYH/wAaVsJqEA/zNqn90UWV/wAablbdbUrc 17en7SSO9Y7+aqfmjr1n+oDiy9tJftt8qahtR+GVDUkn3JbMVr/483v8NmvslH94T3jFXGa+s3Fj kzF3wFU6bk+kic/0L7YA8SXktiCh/wAcb5LjZS9s4r7yGW94n519D/cAXLmPErWEmsq6W3g7G5XK 30k5dQlVQtZ/2Ys7H/FW6z+edqC/qb+xHLPuDH/DWT8l+80yq+pTBkqLNBe6a6PkyTTWSkrry9Pw HpNMMn/6sXFr/i3GsLqy8xJfypL/ADSf/iQveL13+3Zl7/4DP+ZXJuSEDEOJ8mr2nNEXK+1DGN0c j+IIQHKlafEeqY6f0nZu0v8A1JetP+aTl9UFRkbW5X3xjbX7eLZIU2Cc7X8hd4z2ycZUjv8Ai0uH 0JqK+R3T/Uq0qdE+vaoDyiK//wAo4mHF29vxlGPsUF/l+J+9grZPUdb03N+bJ6x/TZxfbqwXi+0N dnt/PxLvmTVjtwdKtfiQlZCE76STGI3L/kDd83jd6FWtI/fJ/FTyLKzg2bPyRSPPv6hvptr8Mu9Z cbdQrq8UrnVLt1zQkqDIWSQy8QD2qTsDsRHp3and1vPsqM2ldXFPn5x8fPwAysCN5dUfoKa1+GVT aik0xWAJhctvsjeQy4y5oo7uBKPIiW8SqhNZbUltIKlLI0SBuT7Ik/URfMgWFLker/0VfT1S45bq Tlq/LYq7ld6dQxSmaUl0U7K/hW+sjQLUAQEj5ROeu3if/IndUr03gWqpR+fSnU1r0+7j5l5h4qsR q+L+w9DpCPKTvMgShCMwhH0IR9CEMvp7mnP5TBQdJIKD1OcODtqUkdF6fbFsnWDLNLQ6Oxqyg+IE VD4lZPSQ4RpoIYYTIwkKp9KDoKogwLDEqEtYESKnNpjXyNow5tO0QMEPbTASAJBtO0RyI5B7adRr KIZMhZyjmni238mYhW251vtuNOguUFSBNSHEj4Snxl1HhONB2zvstrylKvwN6o5cvFhl2nanwfB+ EuX0lSfpt5LuPHOTVnFWZFdO2y8W6AukyBBOiSektUx6D3lsdvc8ZZmNq6VdCl2bJnak8K/pKPyv 7j0vp1NvNpdaWFtOgKQseG8eJzTToy8mqBqU6fdEbbI2OhIKShSQpCvmQRMH2g7wFacOQJp924u4 5yBfqXjBrLXuq3fVSNoX/tISDFlj79uGOv8ATvzSXLqZDO1CfzJM1Q/Tbwq4rvGDsU56JYqKloD2 BDoEWdvvfeI/+9/Qv3HNLBsfkj9AQz9NvCqFdzmEtVR8aiqqnZe5bxEPLvneZaeu17kvuA/RWFwg voNutfDPFFpUldBx5YmloPwrVRoWqfjNwKMVuR3LuV7SeRcf+Kn2UDVqEeCS9yOi0FsttsR2W220 tuQNO2lZbZH/AIEiKe7fuXXWcnJ+bb+0TSJTz6+MRJ0BHE6EkaHxh6gtDiYYFnzrDFSy4xUMN1DD wKXWHUhSFg7gpUCDBQk4NSi6NcKA8NTlN24G4kvb66mtwqjbeWSpxVMV04UTuSlpSR90X1junc7E VGN5081X63UL1Xzowav+n7iioxi+YzRYjQ25q+Ui6Vy4tp7qlBImhSHVlSgQoA6GDt917jHIhend k+h1o+HnokuJFKfUmn8r4ryKxfTLlN44lzi//T3nTymm01TlRh9W78KCpXxFDZ/supkpMus42feW Fb3XEhu2Lxp0zX7c4vR+Koc2Nbdtuy+WsfOPNff9J6E/tjyo6DMIR9CEfQhCimQhhkNOCaFDpIwS CXE5xVaVRHgv98WcH8JaR+U6JTf+3a9kVkuJWT+YehgT6EhH0hBVENyEMPUTKBCKnto0EaybNrUk G0iIWwJB7QkDAMjkw1sGImyJskGk7RE2RsPQnYgTl4xE3UjbKgfUjwacjpk5lizZpcjtZ9Vtxsdp X2nuKSU9TLQ+Mej9l90eg/0uQ6wloV+6bf8ArIKcNLsNV50JD6b+bxkVAcUylf6O/wBpPoPtO/Ce 5OndI6yMRd69sLHn+osawl4C27N/WW6S/ux0a5vzLnJ+JMxqPGPM3odLCEAxEAEo3ENUZhSEkbiA AYSgQgGEIBhEch9PWGAY6nYQzYA4IEZixDgjiYQLHekFUFik+B6wqoEqz9S/D1RmlppM2xRJps7w 2VTb32RJyoabPf6ZI1JEpp+zrG37M7gWDdeNf1sXapp8E6cf28hp2vWSS0nF1i/uN24G5Yp+UcPp 36oinye0gUt/t6tFpebElKCTqAo6xW9z7E9qynGOtuWsXyYVfUj6i05Nfll+3A7okGcZqqBbFw1R j6HEfQhDTvyGHQUeJzer/wDeH+f98WVvSDLWPynRadP5DfjIfsiufEq7nzDhBhhqmIQqn0OKokic oQhJAEMOiqyBoNDpGokzahrYAlEbBbqSDSQYjbImg1A8oiZHIkGgNDEMmRNh7YGkRMEfUy0+2tp1 AW04JLQdj0gepp1XEFSadVxKI86cMXTHr03yRgKSxdqQ+rVUzYkmobB1SoDrLaPWu0+5reVa/RZb rF8K/QVudhTlL9VjaXVxS/Ejt3BfNVuzi0M0Ve5+mutL+TVU7xk426n5kLB28oy/dna9zBuepBVg 9UdWNkQzYOcNJL5o80yzbeoB6HYxhGqOgmFoGsAwGFgdIACo+gbQ4DYQmGbAHU/thqgMeA6QIIsb iECxwCcOMOpEMAxcIFsymEMKUlKklKhMHcHWcIWqKR8nYld+GM8TzBg9Mtyx3FaRm1lZHwlBP/uE oT1SN49K2XcLW9Yf+3ZT+Nf25Px8DpTTrdS8prxS/F7UW8xLKrVmNkob5aKhD9LWNJcSUGcgodYw Odgzw7srU1RxZDetem/FPVPyNmjjITEoeo59DpiG3f8ADUfAQSHjxOcOj1K8AazcEvtiyWkC2Xyn SGkdraRPYRWsqZOrFwwwkiflCEJOkOIxCCEEdYZsRVtAjTs2zC0I2gGAyQaSd4ibImw9tJ2iJsib DmkylEUiNhrY00iJsFugU2OnhEbYBmqomK6ndpalsOMvAhST5wrd6VuSlF6oaM3B1TKNcqcOXrDb 8rPuPk+lW93qXCgR8LVW2DOSgnZXgY9a7e7ltZ1n9Jl08E3yOXKw5Of6jG0nzj+Y7Xw3zXb8uoEU NwWqmuVKfSq6Z74XWXBoUrBjL9zdqzw59dvWD5oms5FvMj1w0lzjzrzLNNKS4ErQoKQrUKB6RhGm uJG9AxGsCRhCRCAY8Og8pwLAH07QILHhCAZkbiEMx1MOCxxMMgWLhACwJQhCgJwhmwS5W6kulFUU NYyl+nqUKQ62oAg9wkZxJbuytyUoujXMK1cduXUmVAp6K78AZU6KZLtTxxd6jvLQBIt7jh8P7Cj9 kb2d2HcGMuqiyrap/Wvb4lpbhC5Ci+R8vyP9xbq03WjvFG1W0LyXmXkhaSkg6EeUYO9Zlak4vkVl 6zKzKkiUERERkjSEIDrXA1TOqJkO0xLb1ZLaVZI0W1NmpuKFDVKT3ExY3mowoWN6XTBnRpSEorSp MEQhzEMIxKcIQ3Dj1Poag5VtsHTSNLU2gegaCI2yOTDkJPSImyNhzYMRyZGw1HSI5AhqNIiYDDED bSI2AEpnpELBYmqoaevpnKepaS604JKCtYK1eduSlHQGM3B1RUPk3hKst9z/AOr8McNuvDXxKW2P yn0jX03kDcee4j07t/uyF2Cx8r4o8P2YN3GV2Xq2ZdN36n5GwcXc0PeqMfydpVBdKeSXqV47jbub Udx4RB3B2lFxd/H+KL/bUa3ejefRNdFxcV4+zxLZ2+vpLgyh6lcS4hYmJHWPNr1mVp0loR3IOPEl AR4iOepCx5I2MIBjwHlCBY6NoQDFp6wzYw7DVBFJhDMcTvDoAXDiMjeBYI5BDERe7JQX6hfoK9hD zLyCgpUARqIlsX52ZqUHRomsX5WZVRwGmtl/4ruCmqNS63GXVflMklRYHUDy8I013Is7pCsl03ft L2Pp5cKczt1jyq2XphDjLyUrVLuQSJg+yM7fxbll0kioyMKdt+Rs/qNkTCwR49I5zjozTshurfaK RhYUokd/brHZj26assMWw/mYXjlAppsvuJkpe0xA5FzqdCPLu10Nql5RznEYl5QOojBHlDoRiXlB DiO3pKGHBaiobpkKW4oJA8Y7MTCuX3pwC4lZ24t5GzYe2BpEbI5BqPARE2Rhje/viKTAYcgHSI5M CoUkbQDYEgxO0RSBCkDSImwWEJ2gKkbHFsofQpp1AW2vRSSJw8ZdLqhlLpdThPIfDluvyTXULX6e tZ+KnqGvhWhQ2IUNY2mwd1XcR9E9Yvk9USzUMldM9GufM5Vj2YZbx3Xi3ZElb9ClUm7kAdQP+IPH zjV5e1Ye8QdyxRS8P3ATlO18N3VfmX3lr8Zze1X+nZcaqEFSwNjPePNdy2a/iTaktERXLPOOqN+Q pKgCghSTqCPCKU5WqBG4hACwIZsBjgHSBGFw4wsCUMALT+2FUYVCqJigdYQI5BjGRCEweroqataU 1UNpcSoSPcJwUZuLqgrd2VuVUzm1dghpnlVNpc9Ekz9MbTPsiwjntqk1Ut7e4qSpNDKaTIkD0SVk eInD9driSddl6k9ascdK0v1xmrQlO8QXMnlE5b+WkqRN7bbS2kJSO0DQCOQq5OrFw9RjEoVRH0oc VRJUE7wUYOTohyEuV3paJtU1gqlsDF7gbQ5usg1Fs5jdLrXXZ30qeYbOwE41dqzaxYVZ0wgjRWx5 RlpM1bJBEvCI2yOTDW0gxE0Ry0DG067REyOockT1iNgBLYiNgyCUiI2wQtAlKImwWFplpAkbH0ja EAx4JmJETB384FsBmrZFhlsvzDjb1OkrWnXTrFpgbtew5VhLQmt5DSpLVFfLhx5f8Rq1VuOvLDYP cqkJPYfYOkeiYncePuEFDISr4i9Gj6rb08Db8Y5QqaZ1NDd6ddI8j4T3fKTtvFduna0Lkeuw00B8 M+KozvNpyGhuDSVhwAqG85gxhcrb71htSRBcsNcDY0KCgClQV7Ir6anLRodHjCaoMxYE4FsYXCqA LGwhhGYTYLFhPnBIYckYdMGpkCUEIVKENUyAB0hxH3anwEPSgqmfdDDH0Ic+h6DH0JKvAcFqKtin SVOLCZdI7sfBuXWtNB0jRrrkyjNqknMzExGqwtrjaVZE8Lfia4zQV90e7nu4oOsyY6MncbWNGiep 0dKRvVsx9mmSlSkCe8vOMfmbncyG9dCOV5LRHCm9osGzVSDUCcRMjbDmx4wDYMg1vpETIgxP74iq CFIHhEbYMglI0gGCFN6yiNgSCkjaBI2PohmCwhBgQHxCRsIahGzDtMzUJKXWwoEa6QSk48BlNx4H P75x/QXGbiWEBWp7gNZxodv367jujbaJ/wBQpaM5rU47kWOvKct7q1tp2RrL7I1ljdMXNVJ0TJOR sFo5DqqNSWLmwtpYkCZGU/ZHJl9vWry6rbIp2+o6pa8vttchPa+gk7CesZnJ2C9b4KpzTs0NpZrG HQChYOm0U1zFuQ+aLIJQaC0qSraRjnpQjoxyGEZEIFjo398Ehh0wkCYgxCocYzCEKIEoIYToIXTU QlbjaBNagkeZlE9vFuXOCHIuqvVFTAzcmegEWNvZb0x1GprVbkripimbkOh6xeY2yQtqs2SRiRAa r7kZqKwVaz6R2Xc3Hxo0qSKFCct+MoSQ48O5WmpjOZm8zuPphwHd1I2yno2qdPalAEtopJtydWQT uOQSUg9IGgBWJG0XsjbBzX7ojZEw9tM5RE2BIMRuIjkAGN7e+ImCEoBnETAYU30gGMwhHWAkRMKE CCPp3hgQluCiRyYX2+cOyEcSnQQFQWOdsPUaohylYfT2utpX7RCjclHgJTcTWLnhtvuCVK9FJWZ6 kAH7otMTer9h6S0Jo5Pic7rMAqaRZconFtS+UayjT43c9u5RXET9akIYeyW1ET7nW06T+aLONzEy Vo0RzinxNho8zrGiBUMkdDpL2xz3tjsXeSOd20bRSZjTrl3gpJG5iru9tQ5EUrbJ1rIqBwf4gEcM +3JLgyLpoSLd3oliXrJjllsN1cwWmPi40x2eTA/7Je8RmhwV7G5eTKHWyXnzBdPA+Nxphu8IkjsV xvVje4bVd6RP4yr2R2W+3vFsbUDcvzKQShBI847obDbXIVGRjuQPLmGkhPnHbZ2e1BcB6U4kM69X 1a5FayCdZ6CJ5qxjauhLCNRxuy1NSod2gisyN+sQ0jqyRJR4mw0mONNgFYmepMUGRvV+7otEC7sV wNhZomWQAhI0irbctW6kUrrYV2y0lCoRGYAQkiQhDoq+30MXj0NwHt7T8IjZGw9uIZETDm0ziJsj C0CQA6xG3qM+ASgaRG2AFoGkRt1BY8lJgagBKRAgMfSNvOEC2Gtp1EGiGTCEjpDNkbHBpKBGHQIQ LFylAsBsWnpAMZiygK0UAYdSaGToCvW6len3tjXqN4ON2UdU2Er0kRT+N0b2yQfDuE4sLO737XCQ fr14kU5h7E+5KB5dplFna7nux+ZVH9SLA14q4g/CpY++LCHdEH80RqJ8xoWGtb+VZ94jrj3FjSG6 BabVXj8c/cYkW94r5gu2whNurxL4pfbBf73i+ILtsJRbKs/Msy6iUA9+xUC4BbdnfWdSr7I57nc9 mPyxqD6dOaD27AT8yZjrOOC73PcfyxoL4USDNjaTKaQmX3xW3d6yLvOgznFEm1b2G9QkE+yK6V2c /mbYLuvkFpQlGiUgeMMlQjbbFz6Q4xlInDoTFyhxhuUC0PU+3gRFXkSlF3I3LDm9tYiZGyQal90Q yImSDURMjCk9IifEZhSJabxGwApEpdYAFj6YAjYQmX+uFqCx9P4fbCAkGN9PGCRDIfTvAgMdEIYd ENqAxZgWAKT0gBMeEIEVCBZ9pCGHOg8IYRnTylC15DCvglr2w4Jn8uWvbL3QQ+pj8nyhaidRafS/ hh0DqOjt/DKD9gMqix3dIcEWJy1h0IzDiMaecEI+084QhaZayh0MxUOMJMpQ442fKBY5/9k= --b1_5674e9e6796a6007e9685fdb39d99ea5--