Superior Concrete Accessories, Inc. v. Richmond Screw Anchor Co.
This text of 246 F. Supp. 104 (Superior Concrete Accessories, Inc. v. Richmond Screw Anchor Co.) is published on Counsel Stack Legal Research, covering District Court, W.D. Missouri primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
DUNCAN, Senior Judge.
The plaintiff, a Delaware corporation, with its offices and principal place of business at Franklin Park, Illinois, instituted this suit against the defendant, a New York corporation, with a regular and established place of business at St. Joseph, Missouri, within the Western District of Missouri, under the Patent Laws of the United States, alleging among other things, that it was the owner of United States Patent No. 2,985,-936, issued on May 30,1961, to Bror Hill-berg, and entitled, “Hanger Assembly for Suspended Concrete Forms”, and Patent No. 2,985,937 issued on May 30,1961, to Bror Hillberg, and entitled, “Outside Hanger Assembly for Suspended Concrete Forms”.
Plaintiff alleged infringement of its patents and sought injunctive relief, damages and attorneys’ fees. The patents will be referred to hereafter throughout this opinion, as Patents ’6 and ’7, as they were throughout the trial of the case.
In its Answer and Counterclaim, defendant admitted the jurisdiction of the court, the ownership of the patents by the plaintiff and denied infringement, alleged that the patents were invalid and void, and asked the court to so decree. To find lack of infringement by the defendant, and that plaintiff be enjoined from harassing the defendant.
Defendant bases its contention of invalidity on the grounds: (1) that the specifications and claims in both patents are vague, indefinite and unsupported in vital areas as well as prolix — (defined by the defendant as “excessively wordy”); (2) that they were unpatentable over the prior art and similar devices in general use by plaintiff and defendant prior to plaintiff’s patent, and (3) that they were void because of double patenting.
Defendant contends that plaintiff’s patent is anticipated by the prior art and cites as such prior art, British Patent No. 358,708; Mueller Patent No. 2,-215,972 (Defendant’s Exhibit P) and Dickman Patent No. 1,851,353 (Defendant’s Exhibit Q), and certain drawings referred to as the “Jablonski Drawings”.
Defendant in its brief does not seriously discuss the relative functions of the elements described in the various prior art patents as compared to the patented device or the accused device, with which we are here concerned.
The patented devices, “ ’6” and “ ’7” are generally referred to in the trade as the “90-90 Press Steel Hanger” (’6), and “90-45 Outside Hanger” (’7).
The application for both patents, issued on January 4, 1960 to Bror Hillberg and thereafter assigned to the plaintiff on May 30, 1961, stated:
“The present invention relates to hanger assemblies for concrete forms, such assemblies being employed for hanging concrete forms from bridge superstructures or the like. The invention has particular reference to a novel form of hanger assembly which, when under load in an actual installation, is devoid of destructive torsional, bending and other stresses which frequently result in disruptive strain In connection with conventional hanger assemblies designed for the same purpose.”
The specifications are numerous and lengthy. There were eight claims in the patent as finally issued, but only six of them are in controversy here, 1-3-4-5-6-7:
“1. A three-part strut assembly adapted to rest on and extend transversely of the top flange of a substantially horizontal metallic I-beam or like structure and to support at the sides of the beams a pair of vertically extending form-supporting bolts having nuts, at the up[106]*106per ends of their shanks, said strut assembly comprising a single elongated horizontal tie rod of strong rigid metal and a pair of separately formed suspension devices at the ends of the tie rod, said suspension devices being formed of elongated strips of stamped strong rigid metal of appreciable width and bent medially of their end edges to provide U-shaped structures having substantially parallel side portions, and intermediate connecting bight portions, the ends of the tie rod projecting between and being welded to said side portion of the suspension devices in close proximity to the upper edges of the latter and defining, in combination with said suspension devices, closed loops presenting vertically elongated openings for receiving with but comparatively little lateral looseness the shanks of the bolts, said strut assembly being of such length that when it is in its operative position with respect to the I-beam the lower edges of the inner regions of the side portions of the suspension devices seat on the upper face of the upper flange of the I-beam and the outer regions of said side portions together with the bight portions overhang the longitudinal edges of said upper flange, the upper edges of the overhanging parts of the suspension devices being designed and adapted to underlie the underneath faces of the nuts, said overhanging parts of the suspension devices being adapted when the nuts are tightened and the forms which are supported by the bolts are loaded to be forced downwards to a slight extent to the end that the lower edge portions thereof extend below the level of the upper face of the upper flange of the I-beam and thereby prevent inward shifting of the suspension devices with respect to said upper flange, said suspension devices being of such materially greater maximum height than maximum width that when the strut assembly is in use, the tie rod is disposed a substantial distance above the upper flange of the I-beam with the result that the load on the bolts places the portion of the tie rod between the suspension devices under appreciable tension thereby preventing it from being subject to any appreciable upward bending and resultant outward and downward tilting of the suspension devices as a whole.
3. A strut assembly as set forth in Claim I and wherein the side portions of each suspension device are instruck in certain regions thereof to form spaced vertical ribs on the inside faces thereof, and such ribs are welded to the side portions of the adjacent end of the tie rod.
4. A strut assembly as set forth in Claim I and wherein the lower edge portions of the connecting bight portions are inclined upwardly and outwardly to provide anti-shear relief regions for bolt-shank clearance purposes.
5. A strut assembly as set forth in Claim I and wherein each of the side portions of each suspension device has formed along the lower edge thereof a row of downwardly projecting teeth adapted to bite into the metal of the upper flange of the I-beam when the concrete forms are loaded.
6. A strut assembly as set forth in claim 5 and wherein each row of teeth is fully coextensive with the lower edge of the side portion of the suspension device on which it is formed so that certain of the outermost teeth of the row overhang the adjacent side edge of the upper flange of the I-beam.
7. A strut assembly as set forth in claim 5 and wherein each row of teeth is generally of saw-tooth design and embodies vertical inwardly facing edges and inclined outwardly facing edges.”
[107]*107In simple language, the patented device is designed to sustain the scaffolding attached to the steel I-beam onto which concrete is poured in the formation oí the floor or surface of concrete bridges. The following reproduction of an exhibit demonstrates how the device functions when assembled in actual use.
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DUNCAN, Senior Judge.
The plaintiff, a Delaware corporation, with its offices and principal place of business at Franklin Park, Illinois, instituted this suit against the defendant, a New York corporation, with a regular and established place of business at St. Joseph, Missouri, within the Western District of Missouri, under the Patent Laws of the United States, alleging among other things, that it was the owner of United States Patent No. 2,985,-936, issued on May 30,1961, to Bror Hill-berg, and entitled, “Hanger Assembly for Suspended Concrete Forms”, and Patent No. 2,985,937 issued on May 30,1961, to Bror Hillberg, and entitled, “Outside Hanger Assembly for Suspended Concrete Forms”.
Plaintiff alleged infringement of its patents and sought injunctive relief, damages and attorneys’ fees. The patents will be referred to hereafter throughout this opinion, as Patents ’6 and ’7, as they were throughout the trial of the case.
In its Answer and Counterclaim, defendant admitted the jurisdiction of the court, the ownership of the patents by the plaintiff and denied infringement, alleged that the patents were invalid and void, and asked the court to so decree. To find lack of infringement by the defendant, and that plaintiff be enjoined from harassing the defendant.
Defendant bases its contention of invalidity on the grounds: (1) that the specifications and claims in both patents are vague, indefinite and unsupported in vital areas as well as prolix — (defined by the defendant as “excessively wordy”); (2) that they were unpatentable over the prior art and similar devices in general use by plaintiff and defendant prior to plaintiff’s patent, and (3) that they were void because of double patenting.
Defendant contends that plaintiff’s patent is anticipated by the prior art and cites as such prior art, British Patent No. 358,708; Mueller Patent No. 2,-215,972 (Defendant’s Exhibit P) and Dickman Patent No. 1,851,353 (Defendant’s Exhibit Q), and certain drawings referred to as the “Jablonski Drawings”.
Defendant in its brief does not seriously discuss the relative functions of the elements described in the various prior art patents as compared to the patented device or the accused device, with which we are here concerned.
The patented devices, “ ’6” and “ ’7” are generally referred to in the trade as the “90-90 Press Steel Hanger” (’6), and “90-45 Outside Hanger” (’7).
The application for both patents, issued on January 4, 1960 to Bror Hillberg and thereafter assigned to the plaintiff on May 30, 1961, stated:
“The present invention relates to hanger assemblies for concrete forms, such assemblies being employed for hanging concrete forms from bridge superstructures or the like. The invention has particular reference to a novel form of hanger assembly which, when under load in an actual installation, is devoid of destructive torsional, bending and other stresses which frequently result in disruptive strain In connection with conventional hanger assemblies designed for the same purpose.”
The specifications are numerous and lengthy. There were eight claims in the patent as finally issued, but only six of them are in controversy here, 1-3-4-5-6-7:
“1. A three-part strut assembly adapted to rest on and extend transversely of the top flange of a substantially horizontal metallic I-beam or like structure and to support at the sides of the beams a pair of vertically extending form-supporting bolts having nuts, at the up[106]*106per ends of their shanks, said strut assembly comprising a single elongated horizontal tie rod of strong rigid metal and a pair of separately formed suspension devices at the ends of the tie rod, said suspension devices being formed of elongated strips of stamped strong rigid metal of appreciable width and bent medially of their end edges to provide U-shaped structures having substantially parallel side portions, and intermediate connecting bight portions, the ends of the tie rod projecting between and being welded to said side portion of the suspension devices in close proximity to the upper edges of the latter and defining, in combination with said suspension devices, closed loops presenting vertically elongated openings for receiving with but comparatively little lateral looseness the shanks of the bolts, said strut assembly being of such length that when it is in its operative position with respect to the I-beam the lower edges of the inner regions of the side portions of the suspension devices seat on the upper face of the upper flange of the I-beam and the outer regions of said side portions together with the bight portions overhang the longitudinal edges of said upper flange, the upper edges of the overhanging parts of the suspension devices being designed and adapted to underlie the underneath faces of the nuts, said overhanging parts of the suspension devices being adapted when the nuts are tightened and the forms which are supported by the bolts are loaded to be forced downwards to a slight extent to the end that the lower edge portions thereof extend below the level of the upper face of the upper flange of the I-beam and thereby prevent inward shifting of the suspension devices with respect to said upper flange, said suspension devices being of such materially greater maximum height than maximum width that when the strut assembly is in use, the tie rod is disposed a substantial distance above the upper flange of the I-beam with the result that the load on the bolts places the portion of the tie rod between the suspension devices under appreciable tension thereby preventing it from being subject to any appreciable upward bending and resultant outward and downward tilting of the suspension devices as a whole.
3. A strut assembly as set forth in Claim I and wherein the side portions of each suspension device are instruck in certain regions thereof to form spaced vertical ribs on the inside faces thereof, and such ribs are welded to the side portions of the adjacent end of the tie rod.
4. A strut assembly as set forth in Claim I and wherein the lower edge portions of the connecting bight portions are inclined upwardly and outwardly to provide anti-shear relief regions for bolt-shank clearance purposes.
5. A strut assembly as set forth in Claim I and wherein each of the side portions of each suspension device has formed along the lower edge thereof a row of downwardly projecting teeth adapted to bite into the metal of the upper flange of the I-beam when the concrete forms are loaded.
6. A strut assembly as set forth in claim 5 and wherein each row of teeth is fully coextensive with the lower edge of the side portion of the suspension device on which it is formed so that certain of the outermost teeth of the row overhang the adjacent side edge of the upper flange of the I-beam.
7. A strut assembly as set forth in claim 5 and wherein each row of teeth is generally of saw-tooth design and embodies vertical inwardly facing edges and inclined outwardly facing edges.”
[107]*107In simple language, the patented device is designed to sustain the scaffolding attached to the steel I-beam onto which concrete is poured in the formation oí the floor or surface of concrete bridges. The following reproduction of an exhibit demonstrates how the device functions when assembled in actual use.
Briefly plaintiff describes its patented device as an assembly which consists of but three parts, namely, a horizontally extending steel tie rod and two oppositely disposed U-shaped suspension devices at the ends of the tie rod. The suspension devices are in the form of stampings from plate steel and embody curved intermediate bight portions and generally parallel side portions.
The upper inner corners of the side portions of the U-shaped suspension devices are welded to the ends of the tie rod. The curved bight portions are spaced outwardly from the end extremities of the tie rods and form therewith vertically elongated openings for receiving the upper ends of the shanks of the aforementioned nut and bolt assemblies.
The nuts of such assemblies rest on the top surfaces of the portions of the suspension devices which overhang the side edges of the top flange of the I-beam. The generally parallel side portions of the U-shaped suspension devices are characterized by the fact that they have vertically extended instruck ribs which have a two-fold purpose or function in that they reinforce the suspension devices and form inwardly facing surfaces for welded connection to the ends of the tie rod.
The side portions of the suspension devices are further characterized by the fact that they embody on their lower edges saw-like teeth which grip or bite into the top flange of the I-beam and serve to resist inward movement of the suspension devices when the hanger assembly as a whole is in its loaded condition. That is, when it is subject to the load of the wet concrete which is poured onto the form structure that [108]*108is suspended and supported by the nut and bolt assemblies.
The outer lower corners of the IT-shaped suspension devices are cut away on upwardly and outwardly inclined planes in order to reduce the amount of shear to which the shanks of the bolts are subjected when the assembly is in its loaded or operative position.
After the concrete has been poured onto the forms which are supported by the bolts attached to the hanger and has “set” or hardened, the bolts are unscrewed from the bottom and withdrawn through the concrete. The wooden forms now may be removed. After the removal of the wooden forms, the hanger devices and the two nuts remain permanently in the concrete.
It will be observed that the teeth of the “bight” portion of the device extends over the edges of the I-beam. Claim 5 provides for these projecting teeth to overhang the upper flange of the I-beam when the concrete forms are loaded. The bights are welded to the connecting bar in such manner that the outer edges thereof are slightly higher than the inner portion, so that when weighted by the concrete there is a minimum of bowing of the connecting rod and distortion of the device.
The lower edge of the connecting bight portions are inclined upwardly and outwardly to provide relief regions for bolt shank clearance purposes. Simply stated, it means that the lower or bottom portion of the bight of the U-shaped opening through which the suspension bolts are placed, is cut, as a layman might say, “on the bias”, so that when the pressure is placed on the device by the weight of the concrete, the bolts do not bend, thus enabling them to be removed without difficulty after the concrete has hardened. A copy of Exhibit 16 of the patented device follows.
Both parties involved in this controversy have long been competitively engaged in the manufacture and sale of engineering type devices, anchorages and accessories and various types of tying devices used in concrete construction. The patented device as well as the accused device, which we will later discuss, are manufactured in lengths suitable for use on different widths of steel beams.
We have carefully examined the patents which are relied on as prior art, and we are definitely unable to find any relevancy or similarity to the patented device or to the accused device, and therefore, see no reason for a lengthy discussion of the technical details of such patents.
We next come to what has been described as the “Jablonski Drawings” of the device relied on as prior art represented by the defendant’s Exhibit J. Jablonski was an -employee of the defendant in its St. Joseph office, and he says that in 1958 he prepared a drawing for submission to a prospective purchaser in Denver. He also testified that a model was made and tested in accordance with the shop drawings and sent to Mr. Bill Hughes, with the Booth-Rouse Equipment Company.
Although another witness not connected with the St. Joseph office testified that he believed some of these devices were manufactured and sold, Mr. Jablonski had no knowledge as to whether any were ever manufactured or sold in ac[109]*109cordance with his design, and no shop or other records of the defendant were produced to show whether or not this device had ever been manufactured and used.
Counsel for defendant stated that the defendant was not relying upon sale, that the design was introduced in evidence to show public use.
Apparently this design called for 4%" bars or wires being welded to a solid flat strap on each end thereof and connected together by welding a diameter steel coil into which the sustaining bolts were screwed. This element was designed for use primarily in what was then a comparatively new prefabricated concrete I-beam, and the overhang was designed for bolts to extend through the coil. A reproduction of the design follows.
[110]*110Whether or not the evidence is sufficient to show public use, which we think it is not, it is our conclusion that the design itself may not be relied upon as prior art to void the patents.
We next come to the contention of the defendant as to the invalidity of the patents for vagueness, indefiniteness, etc., of Patent ’6. The defendant asks us to find that vital areas of the patent claims are indefinite.
In its after trial brief and in its brief in support of its Motion for Summary Judgment, the defendant calls the court’s attention to many descriptive phrases and words throughout the specifications. It charges that it is prolix and does not properly disclose the actual teachings of the patent.
We carefully considered this question at the time the Motion for Summary Judgment was overruled by the court, and have again reviewed the question. We believe that no additional evidence has been presented to the court which would justify a different conclusion.
We agree with the defendant that there is some indefiniteness to be found in the specifications and in the claims. Such specifications and plans are “excessively wordy”. However, it is our conclusion that a reading of the specifications and the claims by one versed in the art would enable such person to reproduce the device. We think that complies with the legal requirements.
The defendant also contends that the patent is invalid because it is neither new nor novel, but simply the result of mechanical skill as developed throughout the years in the manufacture of hanger devices both by the plaintiff and the defendant. The most closely related application of the prior art is fairly represented by defendant’s Exhibit A. A reproduction follows as a part of this memorandum.
Both the plaintiff and the defendant manufactured comparable devices and sold them extensively before the patented device was placed upon the market by the plaintiff.
We believe that there is more than mechanical skill evidenced in conceiving the patented device over that of the prior art. The bight elements containing the teeth designed to prevent slippage are significant, as well as the single bar connecting the bight elements, thus substantially decreasing the cost of manufacture of the element, as was shown by the evidence.
Defendant contends that both patents ’6 and ’7 are invalid because of double patenting. We cannot agree with defendant’s contention in that regard. Even if defendant’s contention as to double patenting is correct, we cannot agree that it would void patent ’6 — the first of the two patents issued.
The respective parties in their briefs have cited the usual authority with respect to the validity of the patents and to the interpretation of their claims. We recognize the well established principle that the issuing of a patent by the Patent [111]*111Office is prima facie evidence of validity, and that the burden of showing its invalidity rests upon the one who attacks it. That is a heavy burden. We also recognize the principle of law that the burden is upon the plaintiff to show infringement. It is our conclusion that the patent is valid.
The exhibits before the court show that the patented device and the accused device have slightly different types of teeth. Those contained on the patented device are somewhat smaller and slightly different in design than those appearing on the accused device.
It is the contention of the defendant that its device does not infringe because there is no provision for overhang which in the patented device is designed for the purpose of preventing slippage. It is also defendant’s contention that the teeth on its device are not designed “to cut into’ the top of the metal flange”. It is the contention of the defendant that its device was intentionally designed so that there should be no overhang on the outer edge of the I-beam, as is provided in the plaintiff’s patented device. The following copy of plaintiff’s Exhibits 14 and 16 demonstrate the mechanical similarity of the devices.
On the accused device the outer ends of the bights are not cut on an angle or on the bias. It is defendant’s contention that this is intentional so that when the concrete is poured onto the form, the rod connecting the bights will bow upward from the weight causing the upright bolts to be “snugged” against the outer edge of the I-beam, thus preventing slippage.
The question of whether or not there is an overhang depends entirely upon the length of the device. The evidence reveals that there is a recognized tolerance in the manufacture of I-beams ranging from %2" under 12" to %" over 12". Defendant contends that its device is custom made, i. e., in accordance with the contractor’s specifications, and regardless of the tolerance in the I-beam, the hanger would be manufactured to correspond and there would be no overhang.
The following reproductions of exhibits show the relative appearance of the devices when set up to perform their intended function. The top photo reveals the patented device (Exhibit 4), and the accused device (Exhibit 6). The lower photo reveals the accused device only (P. Exhibit 14).
We also include a reproduction of defendant’s comparison of the difference between the patented device and the accused device with respect to the overhang.
[112]*112
jvwnCUFnH51S4x3M0+tzznSh1nuoniDJx2yjAqno6N/suTCNZAlkF4JwBPfcTASzYN4iPKCNewPai2I0uGoJTpvZU43n+uWsorpYPaIzdC6zEB1n8RtDZoLwwbLX56BzWgERGNo2TxaTU9bEmcwP+gwp5Kmi4P+luH3md/ZweGK5/1OmrQYBvyVCnR3zg/gJQgfLIID3XlCVqtp+PGlfuXZppWxmFIpF7HkCZ5EJxIGihM0zRC63FSt2NL/vGmrX6AAFDQ+zOrT5tJ+FcFGCFAcaCq+927OJ8W4WdY1f3LugykTE6KkiTdmUR7e+ASJbWoGpYomZHDNY9LcAJUmslfzvig185bgB2UCiy8UHwMg5QYgyOd6esN76wag3YjUlXRCxIOtHDJiqGpiqbqJOmLY+80gFMHxhbk3aRPkWea4zOyuHewYl2MasZmFcHUPFo7WNrVxhU9DpGNqm5/FcogIle6N9UgmRYirw/BPDrs7od5e0vJdIj0YS4AAPejy0BxjrrCawEAsO1BhVMCEA/6NQTQqZzhhUNKParx89TcgQpOEU8zZG7KhxLvdBU0M9cfn0awz03wSmTzQZMZyNsAxReZddNtI2Jlx4UWJ8xcsDJrPuoG2mlSx3uiQ+EK5ZE8Whn9DYYoPMvWA/VyVjO+pWEQnVdMnRnJuDBUFq/1thH60OZ26P1eZyruN600/jVMrlHwOGl01WYO/zbsQGPiSIGLzqsB6iakWwnA/V16kvdXNgUAaiUA9nNzwPQDtztjK5szJ074cpVzzJJ6oM+AmP/0/3bx8mUNpY58jRlOuTkCNfg6ySCPeUd79ZNwBd+2wzFld1TDo+znMkTIAp+YxNp0HRlM0B9G+CccgtdbphPXS7WXZ/yaBymnwUdA9DknvmRGm/DQAIrkunfWJCw5zyVze21ABgAao3zH3HCrq7TvtwYKuA2B90F1oGMlcnGwNqJN1PwwN3vq7D9heb+KstE6p3Dn6hLkcbwCieB2QtMjXTOIIJoUNkGxdfVAVhfg6BbdSLtgQJLX3Uc0wDKjXthLpHqngfmH6oVHjL55DG3TYluk51l4dGtr3y3dEN7hw7IH0bzWS55LpVENsYHVfDlpwt6fXqSgdFbGgyfsB4Nt92sk4o+OhdXpyCL+XeEYsUxxRPBn7kYzrDl0TARZd1KDoyJlg/qqMAR8BhEdiVG2hyRLQxS1wLjTo0kFBcHrrFXE1wMWn8MrhMTVl3KcAfLqvDpiPrZ9BSwgg6sXBirJjdyRnk3QleTta8OrBufdCaBpHMZvW6xHS8IkoKBJVakBiXaV9ma+vRRYUXm1tUTATczlmTh+BkRtM7Z/YD12LLbv3iTrkLkPqMQ5zpA0taJDNCJUnHTtSpcG1YSR+8HpS4SOtzYmag/erK9Q2n+zlwZK+vgxbC/cG/9xASApkH2oTiAJyowvwYejbE3J8T0IqSjXLbhJoILDZLvAGJaIFD2qab2xLL+tGHAdfVHY7+ZHDyZzXJQAGzVln5YeMGjANQ2m/RhzVkukGm8ToGzIJCLPyw4skE0P1kTkn50NBKzlvUBc+UajZE2Pik3GQnbemgLkOMaQs9TQTWJ98uCTXUKck8g8UVPi90HkelgJX7qzpE+CLApAlyp+fXVrnJDMeaqsqKmZ0B+68lH474P5ItGQ5DZIcoGwnsj1UQgVvqGCjuvbO9f8CWBfBbm1UUSkVDX4FLc8JkLW5aJd82xVuW4AcXXrRKAFdGJCCBCMYishFxcb4XfETT8pA70HP5NS7RozbTimv415T2/igGYH7DqK5y5u+qI8qOiqCdiQ/T1KhjXU4LjueVMlkWRlHhde2pad7Dp16mbU/LlljAT1/tGhadeJl95Yy4woOyFOJiFrqhJG8SHLwELvFUW59oE/K4Z5Uui48A9OGZI7K0aIPKyj3g3UbW96bdG5S3L6b+/2flS7wRSf4y/mBevhPN/D0QZDu2Esxsiw9Vs0Jz+Tv2K5D8v608bk7dETeYfNUG44extJnhC+7DW1b93vtkArIEFYnISZ3cKmk1bclwMazB+hmMNoe6x5kjm0J9zP4+fsJOz3Alz+JyRyBjEi8S2xIbtY6YPK2JfO8XeA+nJ+kRK0LNChX85bQ35fhFBeVxoRTHM6nfuiBpMu4m3RLTDFg6P0wAM9ihMMoRsL4BsweDffIDmSDEAAcftZ8I7zt/XABWh8FDewZxsal+mxze8RN/3cuvOmhj4IeSDhwwA627w6bsZNyhLNELgawX7AprDhi+w0gWdP9NBG9sWmXYEmClP7mJLYEn1m1jG/L4/w2RqKy7zKrDPSDS5R5i/W5f6TUc26vsZPxQYganhJu4IUu7wrLukv6k9USuGjWkidOajgkzvDUaep7mHyQmLvqYxJHUrghTImPyZCjtinacWtUY0PM2RjABmYlJgGSeNE9kv1TZQI2AfeqgG8F0eB8Y0dFZmXNuZO6ftZBp9NymeMtMovVIDgUcb8LSqc9Byt/bjOFEx3qGcUcWLl5CeQKYOi7l4okWNkOlqwifcROjcomxAtweR8nubn5FSysukzMpxKaX8m5RSyrSU2c2L7cXyVKWUsmc8+1X5ITkhZRo53joUklLKv/VLKf/2jIQNAo+AUmU3lVsbgvChnnF7s42Xxb/923a5KLtZ2oulvKxHSruaMAYY4NltL5ZSSrnbEPjVxW0fes1PxFfuGAJZJOVl9mIp0/YGKRdJGeqXcmjcllk5KmV2s7Q3p3+ngiUigIzkd1XNb5cw0V0enOF7bBbtiRHv12p8G8r26cDALGB61Nkmd5c9S5cyx1UpMr75Ab26v6l835igpkvQUY3LnMH0F8SmaYK03RMNXp4mmBmq3Q0+eAO5NGMUeDCdgyAsiDImUMTwtUgH5y7u+xZIKftlts/BS7ZfSvnEAill/2h2SO7eHBr6m32yWsp092IpZc+olNLeLA0qfgyNoIhNipTShsX9f8vKZOl9FXJcKP6ev0kZshfLISllNkDIVN5UFvVt2C7TUkop5e+d8xT8kAmN0ODAXyyzDeNSSnuxlOnfSWlXSjk6mt08Lk9e5hySoXF1qoyTdm5gNkdh0sD33wTCT68N0T4jtGzswRndOonZhU+RT3vWXwNQQK87ej8jla0N+J5//LrjA3BWcR/JkgRVNdMEc4TjEh1AiaUP0NhG9W/egQUG/gLSrHidfSg64on62BvhPSDV8b4Kv9CB7S14RDRx5ypgVnT414a7rxTE28k0YRJZP+AJxYC509bA6KXolLVDFOVzr+ouLRf4VaeUoCT4bNSfipo0Ug2oadKafHBrSJvUsHMkPQtUwL40YBCOe/b7RtrIGJC5xl2HY9UQrjFpMKe/2M6x1xBQmvS+DEDbcDVEu6tAk3t2oCRSUfNgcpwPChZLgCRs2YIXS/DaFVZkboCooQgypXrQjCfF1AdeuegHVU+/qPkcw3uou7L1CsA7h9hK0GM5aXurCzOpc6DtBF81S4k3OIMkQQWrblCTT2pA0vGrTfo03GopALqXzAbB2fuvvk8xUiHCQKnnJfCHBeTAcy+xWodQBE+RshKKUezv2N1+Zb1MEsOcTGFP2klyppzZoCN1/z9wGnq9g5HKpwXUcQVHL1i422QMOB1ZoeJETH6ehCJWrvjlCyKRCays3JkC4vWhDrqidrcbC5D+4DAt8MN/jxo8fzPcLmSVLUKMicSi1qyzGNs5I/JcQAMI5avNWHc3p1PtHTmfhvnozFnCT/BPAGiPggo9mqXjb8QHg6EB6JgLFryTl/kMt1ZGEFeVuCwnAzn3OAD06VYc2xh9vGV84NnAyepD3+nL18h0WhDwCyebATRn+4YpEnaEkhZ/H51c2z+6TR/5+5gErDUryo4+vDbM0qX+sQ6q/7Ay+v41MK2wj9+5jFk4Kv8TlDZgZfRnKuwMFz1X+3h9fb94ed96wTSPON2kFzvL87uPAlBM0KuQHXJ11/GeqrYGvWfPfFOn4fN4YqA6wVKm0z8rnNUFyZbiFwqD1cwiEZwC1JS2O+hlK0xXGP0XmNv1QLS3slkAnYRdYz+ISd+oW3/Ay2ToGH6V+KrqIwIZCxDmjvKiRoYzAx4x/N+rG6ZFLzCBmZMFI74kKGkRSQLUS/Fyokr8BTzCrMiZQV1TmU+bfPqzvVQksFpeeq5q2/tfMykhLVdy3L74wryYICMQDtDu0xmaeBLH9pgUmgpZhr9oeO5qHDc2mfmRX81/EkAWP3ij4P/rhuY34Hxzj87wikNHaJydM0HbQNa5JBpkTygumkrlTQx8VaT1APs7CFDet/4DXk8JYHRQ2psNJLE3FDFRBzW1UXM+f6f5QUZhZO/SmSr8C1kL4tVzb1leb4Cvttmc2fW8lnDs5ie/XhtxvGAmk7h3HJRqkOrp0yLjBtF+pAHjlqgGS7fFZG1eP+TTXhzUq08OVrY2hN6EMz+DaViRIeDbUjAyiUDgdnbji3uiPbplMkAUrCdvMArpyKa0Ch2gwSatgNsVWJe7txCmbCAC9V0vCN+8uobSuLDtnOyi5bYItJz8vFuMWcuXtVLBiCU0nzKfZXFMvZCbTl+ydbZaJ5Re8JMxEjpE0wZ31rPwNKO3DCKBDmflBWhgwTugDYSd+ztwV1kcKR+RaVmZbVjUfzLbUyll+uy4TMrFl/U4okmrXNwv06cWS3mZvVnKv/WfTHcvzg4tklLai1s3j0sph6DBieL3mmyWMiT/lj25SEop/5bdfJmUz8hFfRtCUmYbpNssKaWceOd36iIpLTm6/aQL5NoQtbtRWk1ohMXbR6W9YPfmkCPsLJYy21DtCLFS9kvZP5rtUeFRvBKnArQEMDOc12+J1JMCuEMzwm3DK4wUvYoANR0ct8h+wC/iZKpMb0PQntBnPFC+TwdKPEYMdBj5a55GgFuo7FwsenFPU/v7NYGVF7tYPvCiuvlKSItJY6ONmI0KWDp4dndXWZGNUuDap20VtuKxD43tPhuys5oKCkkkSwp07cL2Vmdg5Nq6iYXdkKjtOhZ9Hy60cyQ94CobqoiEaNPoDkcbkA+8kjuZjvix5MmoYwYP5s/rLMXQmPFOlIueAD3WmVQOCeSFwZ22c3/Duz1NKnwZsupDHFxWsm7mDwW+ur1rqrr2XBpx0mx+HoG24Fdz+ahOQFVO/gkKL7DQUPc6P44GEfEmq8Muyk4l7cpu4UDg5EKqOjBQ6Z8T7F9T/mE9MEmSLQDTYaCbCaahgW69k1wq/2+78uXSwQkYd3aC2bhl+DS9cOZSgYx0fpKSNfUA81YnLvaFpy0HsmZ+g5zMZADVkJGQObZ1eJkBKOKmkIxZUNoAmabJ5QD4wTe7tSH07VT7+w/2bQgZsHSO/2SUuQbl/5oFwQd8fYjSlkzXQpGobQNWWrVI+YjM2pWtDX+To9mhxdullEnP4U3d4c3S3iyl3L1Z2psvG5LZhssclfFkWo5mh6SU6Z6/SbnY3rD7a3PUXLYxHvlapLznb84Fl1KelPbmrPPxb62bpZSX9Vz33vnFZ+VvpJQye509FETz3xjs27B7KMzaUOkCQTWUi0ZY/MQGV0+ZbJfZm9P2Ajm0uF9KOZp16m5lXXS43j3P7kv2+xZEnainhqisbY7MxLPDrDFhuoaSK8jobjUPB+0MEFi7qDVin703+n79jAdC3XqUDLSjiHxnAQh5bt+9mRPiBEB2pRI6Vrkm/Xrq+daG0JusTaQtfZK+63wgQaGjVpzNPC06Iq7FQ4UMw5kde3b6sLLT3P260LsoAC/8VWjeYOf7eklLGVB8Xyl0fDf1E6fEHOlNLEEeN52qw5Ik9IsKYBhog/c2tMch8ut+ET2Ws+LpgH/ZguCrDiy3GnPf0YjD0JZQBKNyljm1HLybXGHTNicATPNkVGjEq/iXeCCwri7WCEwzq3Z+fL5ZewuQwswYnsnaLh+oqbD/Kr0qASZ8ZUb3VfP1X2dn+42MnVXMNvJZvjk0pIFdfWvLzlVtW17T39T+fiOEuivffHuRAOy8GgHcFARCrm3XEpAC2ga/NSUVH1SIYrrpjpNP+wniRmKiSBH16XgyOz/SPqcmXj/D9IhiQEoKJG4I+iEYFawIMv743ZlfavStq2vQ+sXLQH07cen6UGwM4ET6YF6Nc9LSLPG2Eb8rSjlAOjkFoFx7F+oP7xFm9TtkGCOhgs1x37yPDutxzytmGMATfSkWj0izTuTmEwCKPyiiWPcGh6raAexuvY2Z7c81Lw3jMeHNYlINQVJvClS2SnSUycVlN8moPa8G2Nvw+KqqvrL9c2r67/2+zpQmIAmaANkZRZcRehZqCThvTImkcIyGEpVTk9fDLBim3HiTSzrKgJKm8b6x5psmDDjTWCTkccPAjk+OpQDCDwaYZBL4DaUuQsDT4WvQqP9ByIqUdTWTq2jsXrqkwgrxvcrWVb0CyOTMjz5x3AifjHBCZ1I1UHPAdQIry/aBOe9NIOhsngpBIrrnhbLYrL9bdmbys4l38JKzTe/6svJ+62wTHsVYie/VlR4tCQI0p1KO8/aOICTBG0CU3rpsXOrTlivG+f2ngD+eI+JJvzg5Q57cSN7VMFBeioEyCwxF8InT0eykeh0Ed2kyiloVoBIpu6RcbG/OdlfKkzJHtPtldq3Mbn5G/m27vUBOjKallN2LnZm84Hmqu1JKKUelrNwuXQRttv53wzMy+Yh8Ri6W0k4vlot7RrPyb080pO3F2SEpR0NSShkq3bzbXrBdpvs2Z83F9mbZk6PtNhV62GsqbzaC8qaOlFKO9zWke+R2Zy4pRyekY3CzF0tZKWXasV+ZUFheCOctQY6pRfGRLvLpJFYYAHhepNG+uyaPs8k2MXgQpi1FSCyh+PToo/cEhhhYf72vts4Tyt1SIGWbuY85Ft7fVN5bQ4MRz0bV+W0R5JPigtubBEjaOKU5lDbYCX9RIQkdo8Ghqh1NLw9dY60BKpgLrahudXnnlQbZXE7JGpDQv6Y9oQdQ+hotEzxBMNI1UuANTr6BxPUd5e7xnuU6WInLt93+6f9zhDNLNm96Kqq6J/2c7dJnj0ARBgR1fsUgvsr5xStoxL2f3kJ8+eGUmidSSiE6wLMHJVrPeyt3va7v9dS2Udatex2vtmYAGJtOTBlLiSQ5MiuqRNrnZAxPO6PNkRV9qTLChF0ZS/e6aN8KYGIP/zipRGkEer/5keUr4nSx3mokJ/bo7tgOPt4EuMh3Dc5ozlnOquBlcOPbR/a/sOy7c5b9KtuWW5qzZc5bswSTJjdryInbeTfhVtRSI2CnnUguXUByE5OU2wvMoisKsGB/B6hk4bgdB1QB7gmUeMXsN3kPQyTtnkZQKuBbdKLLtr/PN+fDXAa/oMLHADVIprzkimnD3ykC0IsEQxl5JCRje79e07WqXQ+55qj8HmlAf1N7ourwNwyQSeybotx1VeK62/7rqE9wk16MuOLvqBAKx1O7xhbecneN3fSjn13zjJkxgD8mUlt5kUFUfXLtzjt1IpmdgC5NemFCaSOvU6Yd/1EEzDRbHUpruE8aOUCDWxRaEdPxZIzUBKBsNjWKlUeBXz2x6e28P1N6QfWCrpkYeExfC50jJS0aVDBhAMjsoyAd8gegqB77jPNwdO3orh7Bjbz9QlT9bRCKjgnmOP0c/6GDiRQB13b4DpkByvaqcI79HfMea1j0pmd/d+Wd6zLxlDVnIgJpzxHQ9cKiUACXO//wA8jEDf1N7eD3JOG5BqVu93j64JGEcBUccyrq7eVJsElBhoeu4tw24ZdNbqQIpgCuJId9fxDqiGS6ai/1hElZetY1Obu4d4xr3lMq+PPg5T270XQYBrgbRVzBjoVXL6c0Zfl0P+DRBfn0q1zzouMp9TKtmh3PJtb+VnDguVpBfUmLiMEH5Vlw0n1+FYi0J3TAeOFzEbwL9nvP5TJdjcJ4yGRWjMMBCMmYxUQb48TI4JyfNmtt9XseDeRH4b53ZOiDh3ZTDkxgocBEypjzlQAozQIkTZxk6Yk8FlWXTjjJvJ5XcshzSmGAyJqnv+IsMAlv6OLVbLuwDwPT/ygQKYqV2+7Kz1zYZIrU3Lahi1TX5g9gX5NBifiWlbSEBsKwsd/UpN6eWPSlnwxAMouTeeWyexcUB0dpK+m3mj4vNz47eF9b5EdGViav1T9YUh9g0J1LgNpM2kj/Ou7+4qls/eqiXDd/3j37NaDTw4wmzQAy0ZQTHm07kKgQ8YBTCVJInNAt53Tnktl1/SvQOayINGCtB0WgPApUHh8koDsDBZ1pVQUE5+zjlgBDCTqimZN0gmAKGXS19vPXtCeu29UUfa2qTdWN80JdgkHqqt2XkQKWtJFPvQOU5CgD8xmeOCRCR2MX/97hvzJm6eA54NOJ1LzecimXg8WezRqENzH1bSbqZNE79UXPoocqK8gQYd8CEvDnU72InOXzAy0C+PMhdWEb8DxK5vC9EQyUOYAZAKmhhX+9BF1PAJWdiZp4BDIerWBvnJpRuseXn0lcOFl2+xLbUOo+sr/3KtEAjRVx52VfAYUKUei0zz0pdOD612utr/HWA/vPbTqRrulf+cFFTF59KfDRBqRf7mkq/9obq2J0fAKhzNF0DoKhGwWPjf+DAUR9szoT4bfFxQOKQINLkLJru1xkb35GSvk7KaVdLS97dPPfpEx3V2al3H4y1DPqiIfdi7MAFR434bgY/4bLToYVu/zN9Wn19BWGEULhlJJtkE80hLordw8t6tvgSpabpZRyNC2llOk3r/B352Qpn6fN/VQxtKhvs+xe8ChKX4OAAIrjwv1Q3/rtUsrR3VJKeZkc3T4kWzc7tg9H/hR5LGqA3a1/821jAHzrVrUwFHt5aFmJGId8Rbb0JHnywklUBVX1vn7LvZ76c56n195+6IGXuK89URNv3OTNHzwD8idYrWtjRWtDaGsYMlYjXuUpQqx8+xgCjcYLI65XLvtCDAg0EKc9wunGBEGRq7eKCpEYJyZV4iwEvXmh0SQXq9bG54wUwF8lY4LZgiy04QUuw8jKtGuKTruKMTLV3vNPOxI1/U0wUQfQ6chRsx+96mpWbJ29zA/gU/yqFw1ueKmhjZk//I6Qn/msSWCNyzTUoJPCiSvUJ6mTOygOl6zJGFDshbM6+2pvGQX2f6q6/eYv7gyLk8B//Ci8gIxx6ckLK6taAEEdixQdn3wv2N5Rd2J4xanaGUOV/3rTVakv9LcpYOhA9mOrXJeIA0GxAahBa0mmNe3vZs3cfY3CVjc2T0ZCKT6c7CUV0A1Amd8/U8mhdlMDRtjx1roX90JKkRc3HTPjIqsh+vpCMQwr2/c59/fi3ypCFNB1Dfx4FXRQwrR1zwwM0udx4Olvah+69kyuZzD3QcBpIPnw1brSemWnXEM8vNu3YccRim66SyegGNBdyH+ddq1chYzRO9EKKPcWu/BXaokFXUPNwKfmsmp/Ou5WmEzn1qfihWCutpHnH/g09OsAdbe8nzm8ZtEXG00bY75TuOPC9xVmn1lzyVsxgIi2/RoL8BhD+iCwItRtSL8FEDBR8AOzXxTK+o0RRgYctqpvj5qJ3HBTDkI8j/9krsKG5ifg3RGl5NfAvnsYHO9TmnsnVhMCOavc4b9ZGx2cFxtofiUN6ByNK3WhS96N7V227smJA/L5XT1BtNyNbz+fU9Hdux85RS8w20KIu2f8aIOIcv0XJ5yKGMLguw7k7jN6/Z9jAJQXLWylto7o+wWrUKE/Fs1QlKPmUQ2yklzYQ75NX+CYz1j2UYlAiQPEswCXQVM+et2NFtWufqJW5PCW/PQtAqlL7ZLjztl0b2Q2x0P0MRT7e1fNJ9O+Qcgri1BunRUFkHow3zvXnhoEsEw9TtTJn3rqyNjW94GQj8CNd24XZd1VMLOPTt/PYJPLcNzIeBSH8ScAjMSlQMeKbZVL+ps6b738idc+e/IaO6mAEHqQC5rdUf67lmgvllnZnLR6qvDpD7/QGn8pDqhBwWQ8CogPC1WHzOYfC3NdHYBcZa2bIpKbIEwVpqqHbgUbkBCkF89+5/B6LoIAlDJuXFgw42SQy5MQ3OKXnsTPtJ/XY9yx/zOVjzdUia/yamXAwFVgsheQC4WleuCuTb8R2oznH157z7smvg83C8xr4LpWMenkNwDspnPhpvGORswqS8CYuLsOMipUBiP3vfvARUAiI4Xd8fk2D+ELcTfZDA0pkPrkN3o8NWPooO2+PEZPgpM45FU+NzN0FUTpmx9BqfMs9FUK8x48BimR+szNDmTupfQ6MmMQyIaR6UsjIQOrWKlD1rS5EzmBne5nFmtW5B9zCMn/MiE1gfIvRH36NvOSbtqHFhkpwPJMlpO9QEGwoI2mruHy1Nilvfd13lEdr/pLuqa/pd63wP+vwfxC3Q9+MPEw+onvCYznHzt0tK/2qZ7KutSP//eAAX4P2HEgFtXc5zK3a1HAc9HAFfOH7wPSWQFuNTUV4vVy8WinT4ApbVBcW6UyubAkwN2QxhhhUFevhEXGB3dGZFVnC86jvwD8sZetEf+2DbtP/SwQgfAzH2eyvlCBSHs5l4Gn7ec/j4AvJRj/XDGeppAOY274bh67XoCBCRgJUN71QLRYBbL29xqFYkC9b2FwuLrLhLC1tGb7C9F9OktE4VwGgFfn72hEoKen6bo/+F7ysIltGpMsTjkAgG1giWw3mAQIPaFocJuIr/nkz5qW4ZbTg6Tj95yOV8AIaBTPc8r0TCwtrv+IpDDqQ4CUHxrN2uufkYulfMau3H7SERaza8v7Nj8ztFievMzevF1KKUM9Mgs+QgZJmP0Z2NDaMMXLaFIawVjcWrxIeATh1obyvg3PSCnlYidMLyRldnM6Z+3skdul7GsM+SpbhxbZl8khKU9KKbeChw9xGRWbXZunHHcMs0OLsg1pe7OUi6WUPVLK9MnF4ypcHvAoX460P5oict3hZytQooB6d674JjnGr7mfNeU9OHEaT/eSYLC7stXMddPIGjnWK1AKtsgnALkcxrRinQRSSHrZCC8l0zZgOoMHHeRajUFDEzcZUjjOowE3eaQweNcPjO/VZZ6guSq6jlNmV4l3z6uLVHaJ8t5M3UpA3jkd8M4JaE69vfcA2KqpwQJx4ZyJiK+8+HVhwbupH5894Bi+8yt0KEgWDJuYXA2/mJ/MflH/xJlP37JmjmMivAYiSabkqZzXASku2vGPrcNKBCtesOcqrFrD2Tq5ar6NXDyZ2SDyQb4KScAe8csmGlQmtMU1AiWG3f38N24vf/Nr4n+Y2pzXIJ2LzUp/uz1RE0+1d0wE0eLKbuwSPUd4RW56RZ/ll7aeqy64AILRhH62JapPEaMcmuclRtYAGhlkxpB2WAU1yHHNTvnebsrcuuBqAZH2RJV104oZMevaGqEu86VdmwF92CRNRTiFnEMyZaSRTZ1ToQ+bw4oAss57QZICkRePs/aTl4hUJ8otLdGu2vlgHQl9Zq6RoNewyZMZj7tCpY5FAPNuETAmfC8fIYsb9I0ztqqCsJ1jk2rMgeBULkBnl4IyxNxewLPQN/rl4v/zTmraoO4g7hwHT5vYZ9KFvAww3KKnydPA+LFf/TT2SnFIaga5LPHgpHBW92GBMLOZ333rsiT9R8bhMCS5JveaGNMFBFQU4xFRJmP4wtvEJQZlZBq0uSpUPs68zS3P91V2Fs97ejQKcuMNX/Q0SPJxuEFwfWtmxjV7eBpJK6vePi4XPvtO/VJn5Rfxd9vQrO/6Wm0jtk2MD4xdvVZ/29TZ02wqt8VBoGw2QJmjhPJ2JWUd71LZHNFpjDph1t8Uzm83GAUeQS/j3Xqxo//63WqWfhUB9h3X3CwGuq8TnrIdgqFMiUnPfe3LakpO26V3u9ppRsfvLOpRlO85IzovjotHxvunbojbHCwKAPkqcIOGZPfXa97bsJtth37vp6xzHGpz9H+yyQwQAOMq06cIiG9rPuvgVSgqxM/jG7v0UH1AoLpMR8lfHcOpUYORLEJNT4y/ynANgKIRlHsWRYiHzRN2LL9NH4RcCs2nPNYy3rVDDFcEvnip/tZmLoy5kQYzxwm2nYPLhVwr/lW5XWg6iKsNCviV6uzD+X/GBA+ld1h9KogkgFfrb8Tzk2YdPE91N9xyUvlhE751dVhjWwwu0dkk8VOczI2XVDSWIGpKmpYmrjGBG8XBjWhz+sKdN79woe8KgJl4S9uU7OYnf6RPrJ6AqwQZ35pdjCSvoNcuLMqIjg4CKxIEqFzNeE+T5ZSJntLyAq2aFLmMPZg0TShA1jQilD9+bP8TtVcyYlJuhgMRN0szSTqby6fRMAnoMfQgB3SHhOSkeT9Z4atpBZUg2EmRg1V5FHT2diCf/dmNmbePXJtsOoHyQ+NB4ih5fF/Y1pW3zAQgPnFchVgnBO440LWnmYmnW6JAwl610hGE86qP49XN/QOkLhNK6x2XxtNmOtR3e9vN/HzL8uPnokmM05vTuVL57vxBJlDGIfRWLDCkPL2Kc7EAlADnkluEc5iSz6YPJieOHTwIfs2QPxZqTf8Wd75GhmcfLEj7ytHPN1NR1Q0fpqC8FlhLfihk5fzB8p1hfOvqIlqfMv9TK7p2Y0I2klBcB5zzfhtVQfNHsdV/OKeI9Nfiq2rKYhdHwoENYrELf9LZhNxJ3uTG6QiKfrH3jF66dj+0nQ+99WR7ve4nrxEUuge901etc3JIJZnDnZv/UoDKtghSP2cqCY8hxwUUXq40KO4eaLOdd1MPG2YqBHjqSe1NlIsrJjbY+zjBUkdvToImDISfJELZ7Y4zLaV3A5VdwmBifoFGK3IfIkz/8O4HMm8JihZqcEJY567J18Rm0vhiC7jOdiwDjQcezck/vyOzQfyx715MZFNZ0fpWMsaa/fvutQTdITPW6xgp8solzt/skBZALlkz3F81vaKs91Pfbwh2hvfOfDryF3xwI+rduYkbc3sckZ1tVIpBDY9I1P58Q0Bc/sNlYLhMOutm1Z+BA5/6Lhkp2hPXWIlQ6R27E/Md7UGZtDAKcvbPJOkluRUmwem21dnKgBGKsTLUPdaKDhcZBDwhCAlsvgKQNtPuS71gGnrwxXgWLX5+/5WVh1aDR1wVJNWu5/FtFGA1KYr0JZmH4YWy3nVXN/x3XxrSCNdXnxRpm00nbFe4tCGLp92nVAxvlCJKyorMVeFKUOruGB+ovPTUutVEGZt/VokQhdEvKNNVZ3EXul81YM7I03f/uvjPXx1a94psT1wRvXnRz38gHsJIRlkiFaR73G2WaHhCgm1rYIwO6xsrgc4YMIRBsf5e7hAlRSQNZCygUhQvOnSs/ejCGctrtt//D5DKSbGT6Zc2Qqq54nYuyt2xwggfPx2pfk2JQmBlyCCQyDhuLs0PmE4GMAjVL/yQNWkUjJS9suaqLx399o+uEr7L7cQlvqufgi5PjVlYhO1cshEIhoBlXc82m7zUsB9l1kT9qq3PvH+vrhS4R5zXX5X71A8zskesKAWfzvIMKy+uywgBjqn0bUFPrOLcvSQjr4LheMhzmz2FEaUB5tWRshJwzcy3m2adfPD328ZvTD+N/w84yyKpzsZ2XyiW9aK8Ik6crfp5okYe2w8Bjpf8eepW5vi2tqThu38uFveBIrxKgwihPLb0n3+wTUg7uQnc0DenkqOnetyKUPIAA3n9Zdxuu8N4K0aCd1aWyUYrAmvLgKXEnbNjpp3zYLq4bESN+L3UJaIPfdM266aJ9keq/jpY8/bonn9a8dwj1nEd5+BlpUg798gLIN5Qi4DIRcCpmtWnKpg++nnXaLoJl3iq7oY9Ul7yz/v3ffPq5Zm3//ybUzqOPJMjkGoSVJgpwMjrSNqkuAk4XQNwWNQP4AU/Rw8wrSWEYp4/F3Vj6s0kicknnowEr8lasSv86MMtFH3HVqff9q3Qn5SfXOZsebJA9dcVi8hPM8h9ncZPypdf9Hj0mVNhKWzZyd0FhwBQcwCGBkamrasq9QiU+cxVYTbMu2VN/eFYhbnuljXV1AWGla94AEuZPDWG+7TX2XAN9Y/J6xlcVPzc5iuvm2jSfBPCo5cSPJFiTo3/FTROeMEGA4pmf+6rvMj35hhAb8X8YcDy6c598wGbQDYCKP5oEr9NlnERob9l/7bnr15+bfufd79xbSz7QdkwOMX+7/4sNbx8UsBI4H1gf2Ju22C53CM6qslCCgHpXMgVCJ1XeRXIIjEo2re+uULZ8dQuY9HnPkLdrIgRsf83JDzvCdywGDNYwB5fu+bSvWw/th9lVnr86fvfSb+IZ3oa8PgxsBEYSWGhWp7KbyxXBEi9jeoBzyue3AgqxKF0w/6OWpGMDvw1IpjaXLPtEqfEAzCvVpz+US+Bm3QAIyr+1LMxADY2wqkNJKlFTdt6qPoi4+PT5RYuDi9fXsWGshhQH4gFgWw+DSxPmtX7IudiOJYBu0Hcyay2n31x8y/AMLKa28sNnBaq3paAm7QBpPyQlFLu7lksT17Wt+CZHrndjWx+c3NIyuzayuzi7W+O/1EOSZkEp6RBBXzIBHKe6QqqncGLr3tivcDP6fR49UbvzX+77FSQ2q5+ufvkuJTZHjeAWUp5Mi2lHEpDBRcll6KsKU6/1vDM76rxmNMBpRXk6DNDi7Ib0t2Lt58c7xm9Xkop5fbLpOyXz9iLt5+U8uRl/Wpu+ZMhFu45ypXjS6h68JLqF0TIrZtd1gUnmWLJdn2TKmDrKqRJ1RZdt7Xh/bdvujZGjx7ma5syGB4ArbAkYhrg8sBTyEDI9815r33hB3WWzwbk/fzWsZS6ze9+XByhN0xE6TpSBp2xuSpoMGL1rDAo62i487XjshHfPaVpi3/bfFVuYVNSpgABKcNZtgEwmH0TVNvHeP+3bB0QZ5HAq2RhFjBmHCGeqAaM0eCwDq/4dMeH4FZKS+LIB1rgf9IAYXy8ZVbvG5t/dp7R+ErP3NGKKRDYQSAYytufBTn6DCh+stlHNPtVOL9/X+0Ms37Hc5cCWfweLil4gpxVzlYJKJ+CUPqvj0eB6MbaS9Y+3//8VR+v5Qpcqj5FZ5RAXRzO0t9yPWhLM7e/3fnLZa+d7gFgKYYTf+FUN/ZV/3QeQE+DoB7anRKKSMW5vyX3d74k8FTX1UUbnX1NutMkHVHfEXjTeGGhjqedOa4dWYngoIuUjBdYdZ1lMWtOuFUHSpbeI2PO69VLVk7LrV7TJtdjsizQhnY8cR+A0sK/yT3NkeMl1bnA7Jz/Bw02oQSKITJzp4N/VQ2OGzB+6xW7q5W61PhOOovXtZ0HOm9eZHwx2hj7rmMJTOXM38HcaAYAsQzKd40MvZS1RFFAT/yyrylIhSkdsVZM3qs2/yO6FckY0BH0YuFpG4RGI30wCf6MmFySiojSWdbHtsiGQ8eOA9w5LHK/ARe+ocdZnZ7ET7DASn2R+MfflhyLuubU/zaYVkoShgh42txjZIBsBbI8igABJ9LrrtMO/58/7Hy+OaGTWjugGI5dUU3m76+p+MnCtgg0hgb2zI/c92jmFRNANov6AjeJwC2OrMUYfxRreaakSQOK56oQtlDKzRVdgjONRELxKzt997By/P2Qj6lis5H/tIjjYIJ8bDFewxm8IiVA41ZHMNQge6nbOwueXxtEkgCMXu1Z0XZe8wFZFb97N5yxzfwMaR5QDj1Q/sjCq4dX9L9g/Wns91oBJCKnpKRV3Ht12eSvQQWSPDvdA0TKZFUgsmJ7y/Udztvv8O4m/aHiIEDQRhTskwFQZoEU6Jn//s7KePrNny2SqaDp1PfKXY78i2e/cOTKWSB7DoDZW/WFjezVWSEAl5wnQU16NXReJKIDdN2lDdfjqXgju9VZjwrx4Rr5QnTfDYIZOhCycerWqlP9krn1H3qH7E+ZLa6ovfUfRV+49JotPWrgq1PquAEG/iTIL12pf3dD0S/16Z5qIiGwoGQ06nOiYtE000UnoCy9l6vgwSiAsrplBefnv7Ru9Y4PpdMF59yh93jH9+hIoeXkZ10wBkWCKNPfNum+ptNTPa2lHRjO7IRTtzpziIK13BQWWsDEvsLwVLb5NIadX77siCYmaXo1Gt9mahMAXbG/RAC6P5saEnz4Y5WgaWmSSJRsbv0ngHL/4hXqzk9c6glPGzIAat+JTkqvtrOu4Iw05Iz4wjkGNwTzvRQ/JMpmREIyhg6EHoXq0BfEsc/I8K+FK/gYOdAmbbhZKxK0Uje0je0uvqctWx2fsgbDGdpZckkI9NDRhqvXfPhV+QsA5J7mNHbQgdFOCnJ3o+uakAFUl24wGBMdc1XQ/C8pzTfV94FP3xbRj74gUFaZkBVRcUEZLM39m2QpfVuufPfSX5emfikbDw9e1B18TAChr1RPCiLO6+FUUORGdwRPlDEtkul6TgAQwyt47wdmfgZv7h2WOscyJWbZ63fNH5777gvt8kCfBoWv9sVERUurQC4s3Gn5+zjBjQYs9IVhxY4XmrnuS4QcvBHQ0sEsSQy3f8RMXBH0YEB47iTVM01AD0DvS/lZBSQn82JM2QwTXz0EemTFD587+sb1ruEOcnpW0gs6NC83gIxROR/6m6J5XKrwbsuK/paFHUAmsmpzGJ0PVHVyDE5J4QUS1RB75NOt6ZozN97fXcVfpnU0vllq20m7UnNSv6a0EdBe74yadU6RqwgDK5mMhJGAShsKYvZ0fdBjO3EVKI+3PD/gEROZwxsjaWPK20fc1mZkAoMzB7y5KoQaQDhg11dWQs8LBgTgUazlugFDVFqb03VXYOD0z9hJQPsjQNj0mAMfCzSV71gRmH7n0y0fnAsmjx5+6Kt6XAiwhsPTN0NR14hiLJYP8OKUmBfxX5CayepXjv6kb7CmfQeAEyt9MCkiQNoXlKjg6ao3DAGgFNqwL2ieX+/YAQIuOg6vPXj4Af704ukwSQ8nORt8GJB2bdDgwkhMKayOqtWU517IUri1pvPn1jSS6MXr71p+US4T1ZMtSjsrLhVMeU9M43jPL66OZPqPMJAqGp6LlIt3n1rc2jAupRz6m5SX2Rt2y79td3zMz0h7w2Wuv7m6r1JKIGSAuajPQ7HyoZPVeJ40wnxtmqHs3hD++sb5xuekMdU3vzjbMP4mITkq5WJ7w2X24meGLstuvsxeLO3LzA+pBh/2oxhc1r14d0M64CqGpY0VpxZJeVn3guzQ4uzmbLDh6pzfO91d2SrH+zbIntHsUFIFpyiKpJB9686fKMqejpG2QaD9l5WrhEQVEwhMkFwmsePO/VU+hEoT76Xf8e3niqllHeIFRbtdrq+5Yjpm6vsaf02j1ApzRde/739jjUu97KR7GBzHVjYW3+DAA8PzDo/y/jLotWGaCvGG+q7RMp8Oxwegke6kKARAK1jUJYbCkUWg91TZxTOnp/6ri2mv17dV9c8GNpE1nejaKYK+1fQj9arWQ5QIOsa+sTSzPfpj3SMizo8yCOSYvO71Gs7FNlNXDlfuuKZ96fLbWwIR8LqvcxTgIOxkeSuxkpbQZPwwgPBDfe3tx6K+MADjj+jW8hUDKy8G+6FNqCIdBT1/wL2ghVHxKV//mW71tMeNWLq2q+kTXL2bytfWBwBFkD7jRAA6YloW9DYBZAyiZuP3d4TwbDXKS3SEHRN5SJSlWdARc5ZS9PHaoKf20B8BK6L3i0F3T5ymQlCaN1CUN58wtQn8QQ/Irx7tf94ajVrib0NhTNAn+s4FfvIUqjf56C/TNpzIDepY6aarbYAqyEZ9NYE7QowJlo6oKHkXIQKFEcCvacZP+OTCexsWxAHwHCi5Utb/KCkiZh6/+Q+f940FWXSoia4bRaJGhSftjjGhflRAR9ganNn1592mG/Lm+2a85WT+xbVp92KazkptrOY3f933tf0T8dPrF/s4GCl/E7bp/WnkJhwHp0vncyOET6/fX/R887wMaD6sCLe1mV4ns17ksOX8UYX9wOF1d/z3S1doZ+7rOmKVeroBhHnQXYoz8Im0CmEum8S7mEyaAMXXxcBLcwND4BE9876yRqGakDuNBhvdOuaoph//I5oN1RxMEk9A1bY1wEdfDaOKOryFVcEmSynoN1mDlDTVd931bmJB+xHr988LAO/d58B9TXxSUQhm0zQAHp7b07xcL4lBaiWYzrtiO4dn9hHdp1tUMza/2BYFh6jwqPmdQNq43kYUjH/KyOz4UFVbiS92+67IrIAX0/hgusVsRSj+z+AYX4wwh67rajnqEW7ppN58vI1BPqUUQhFrdfGKw0PzT90zsDLx/VGjkCBvBR2UXpRGlu3M+V+Ei/sgYwGXaTCodV8lGla8JcrAAt81U8ZxlqUIPaiuQHxIpMqfawqaHzU8AvDsemrD9Tqw268zhZxh845qUA/KLqImEcaMT2VWGXefT8eySl78UbMnIKjgp86rfmOw2nJKdCw6/O2P6DZOfpLuys8Jn5DhqeGqRgGQfnfD+1+I/B+3jiyg/gfgCfn1ExIjSRJyupgAItGw/Q4w+PITC3YdCEPuFRPmyUIGHXQmiyr6FfGBdfcOV7cBYAY95VbiOzFdpo3gVG6ClRFjAnwr4UqGGlWIxjHsp+oNT5SRwE1aKSRqDei5Zm+EQFqm8+luRiHvVySAdvQnn+ms+mOT9g93BYoTS+foXfA9xYDjB2IFSTjkr9Txny1sXq4YhKTOIeeNdn5CqCbokwqmX22l+8C9WmZHLGCG33o4ZOCWaXU5YF6OVkEIBQpowCQfFshNmR3rb/FoeKKJdXeaDzrff1i4V8QLZloFFKFCcKtmoltbgPaz4kTiL0Dv555uWgpu1Tdnxrwlx6HZnha9qOHTHfd9eWXIuduK8H3smwUo962AlAlSwNj8Yd5tGofTZJNIVDh8U8bwlHVAZLxElHUAFScAxXaWq7mX48RU+7sNamPZazN/v3lB36yK/5kfF/5Hm6IIJm9/UIC07GQQ4FpWaowQmfd0y4EEoJgUynK6phDEiZtVYcbphi/uiLWffbAOCAS8cDpHTNxNinPuNBlDpWDC3K9lMQFzVw3B2PzimcbaaAcy8uv/mnjH7ebeMi9ZJ6ygDu8Nv2kKY8C4oV6kbhDAjU89upEwPJRDfNAJ0QFMLEGM/U5t9PNleuaQMmf5U/n8ZsDA8uvuDpULD4FV44xdCm8nQ9z63XG3l4IKCwbOCev9A+5XfvLhM0m3DwLsNU+d6oy4fc44SJoILq8ly4mw+/aHXgBD8TpRg9rWyyBJcoQ08UF8TItwBDiI+wKUfHUTIRRVDy55o4zM8SxQMVhz6M+736gzRpzsjTzrdQCSZSXnYKV29FnOjKhAQ9pgiwH4asVQGPCtrxvk6As7yJQcx0fS4RNTlQMFEGL8nXm7EwuCg597S1Qcf77X4+9+4bGvZ26JAtGC0+F8Evjh8B6h1+GJ9oat5fUCIng3krZBUxG5w6GoKoOz676w/5cxyEwTmrzmyz5RWi3I8V9nLSYqjjg8NZ7IOepeIDAOnZEwyv5frvvoGlB3T3YqBhMT/DoJP5D2EpQE14x/LoiBNRjpJh0NQ5mMnZp8Sp1kchogKB5l4Pxm88O/f6Ddc7MANPPrxJDA7MkCHssVg09F5R6B8ub5EPw8cm2jM1pdw53G+f2PjlgotwnHRhxJX4zCFJQ73rhJemiBz3Npx9j4mjt/+ELoF1cy2On/yOYkdnJ1Ph7V74QaZ+EtwEPPsyTm3SkwwKzHs9WxpOR0YZWsqgHoR+eMfmPN7Ubjy/vm1YHn/s3YD7mHaElu/lJhnaY+7/8VgMiT4PB8D3PrhhjwtA4TXxMF6+Of/RfdC/bGKfukIbyailAJ8PAjt343XfPeHQO/XdNo1qPg6/Cm/5Ig6M1TLiO3taA5mhwRzu9g7r+1MHTfwePKJDCTkoiKbVoVX8AYmWbWrsYtLeIM4ledmNCi5XOLVTBy2zUlR80R16Z96skQyNPu955ZjFj4u36T5dUY0kyR1FUMwOtV3MyXX3O6sQP/+7W39IxDe+ITK5nuc97VWCCm28BSOPW7defZJkBp7p9bcqzz+8ioJgWOIytTILpkOkH2ULQGI6w6pj6v8Pu2tMvn6zyXAIlwyVqODu6lGqaTLkoCwXyhJrc9CvD5wFzruR9/o3f5wQgnlD966t7I7P/Dii/FMqaDQWEK0vloQHspxXEHxxkDC2s6gLpRwOTGoCJQg21e7BsvGmgEZfX58qPVB6BkbFxPQ/59F65wGctJGPkoAxMAIwhQzNxnj4Nnz7574oMF9vQiXRGQySYxk85mm4iI35v2/nH2DTdqCeTQh3f+a3DIIHlx18P3DiPva3XByzWRfQ3AGo0OLGjmwcdOlsl64HNW+R9yK3ZCMpPuA/ch5gNvHxmPj83H7nVG+4YI49nfpzQvrzXWsK+KwRV45jPNXu0+lgTwXpYG14sAgLcaOFK9l6/+Yqiz7a35N95eMqqlIPlgWpwFENLvbFKWy+PeDF/YMxCmeO47g7uAYuQDhvcGZ6TckFkARWRC3gV33rQx7mnet/5La5CxPS/dKiKgBp29U5OkCWJ5xCQ2ROE4QJDwqnVaLxRTesfzvXDoFlMJ+Kod+PVGnFQ9CQQxsrINzX6Vij8tOnzsne1/rjKVN9nfvf7x5U+1wvvobsKug1EBgJ001SsBPGXmPdtauPn+aNpO5sPzBORCx/VZ5ZeSQta2+ggAn7/X2znixjmp8PEosHYu2Y/oPIkGUyqU4b7qjaIkQYOYs9rf69XaMVAyWz+968mavokoHJwdcsqTnEb1u9i0+TEe4a1tjYQGlN39YdIUxexv5HHmz+MOdEOcz6bB92xgbdWO0f2L65LnNgrrCUBINyUQADkr7uk+HWHAA6g55uhnwhYUUX5I7P+k3hYhvmF3xz3xQeAv896EgAltB11+YuBkE6qVSy+RyhwZ+fGhwRP7PrztyKz+635+sO6dM3rEIA2qKYUbT++Aehr0j34dgLH5S+1ujwA2LfZ53FLm4JR88oPQon/jQz8rYWLzHSu23VjERGSyg1M+wYG/wGzhoDqXupMjwbFnfwp7EpS8uCmubQUQPYYJBoHYJnMjo+I1ANICyDzx4znWg4mvNHF7raEc7U0pph1LWYTdlLeCls3aGmAN/6kn1kzJnWaoD1i0SiDjv6l3htSzYLuvmQg7jymHTOv1GIlGF/5vRADNl+r06DTswtO8duP2GKTb+IjqoDvngjXgxznZyzAUHzNOHPhN24M/H73/tbHW2X88OmqcCVubzLRToPW74EQM5fSJz0IZC25pCQHw9pGg9yF9Sx5P/gKM9f0wsqGmK7bfWHf1OjwP/HSf5s2/YtEBSHc/qeTOXy7BAfflQHMh88NYJ1jHFj6R2taxyLsgYihPXA/gCRMUgQwbcch29iFYUu/nQZTW4Zd3XqnM+i18yj9yePmiU6tAt3MWi8KXSQaL1BeuVkEt61lwW4tetKeZGh1MIyel6F7p6Pk/ZPmjwxyNQY1sAo94v0a44a0qfKRd6tbSzNGopSOdwOk8sdAhT/PFNYAeAvD60Yxxnb/W3+SJbp+58xsC3puNgc0muB6/jgCBIUgEogRKWqJAdw0T9v49Drp4tdHFmuIF2xElF0XguT1aouZQz/6bx5r//ddfOhIBspqbE57TH4vGnTdRySrVTSIV+PWswD4JHqtjXnAwU/SsdXZec5LE/Y9de68P1Om2KiZ1zCTAZ7RHIV3n+d+aUs/N+9bfsqeif3xX9ydXr+2Qzwt1kx8Rh/zBVyCZTSwBrDXI5zuLM28PfaQb6X2wTng0bsglDicBtgqb8Bb9w0cTo3Wrqg5Hy1hfB7eLNTkAZufw/7mPYpKRU6t4OzuBCideZZfvrSa99z+3bzGKk1HwK+NtSmQwDL9OA/yvI/acMMXlobTKbGWJFWSJGDvneaD8fNU2/HgcVWXj38t6w/6d8U/nv20oq9aNvx5HffBHK+d0Z+8dESBMG0yMZF64WDJ2HKB6h6AbUOpUePca5ZctH/GtFx7i560uneGN7z6731e7cizqwQDTWZBNrpCFV1XSKqpayub4PzY/fHX2C+++OsKqZb+84+UXrw1s+tOZg1HBb8iXrQla7oeLCRVXtkLPwvnU1q3Em/oNs/PX2wiCRhEEg/5x449GScv+fVfdeaj+aHTvSyMilUeo09n5c6vqpl9fgBjdC70jT6lbIsz7Py37t11DNLzbs7nnyve2aHjAb+eLOKpBZ9Csn+Cmj451LV38y2cDa/3veSZeH3u4hb4N4pBmXIjzIOig8s7acoPVT6x7rOXTPc897KuqI2SkHTBN1VEPNH9dcFxhNGOEYV35a/RiRb5V54yTUeH88z13ieGJOiBVpH5Xh7jhEwrBvDNOADoqSOVfCZJ67K5GKSp6x5/0zm42x3vmzf96G1AfTIlnwJx0PLzqaM+eoIvhuSQypCDidxKrC/NYs37di/ImmuwM9M6ddqSyY7R5+e9nvPAyGJvATZtyFSrhhMHs6p2jgumYbHUg7FV+Iyj7r+dbGuiKHnikVqzUBu6K/tev+yL8QT60xb9YEEemjSRhwO8J6kA6qJx6W3R+a8We5b9q//xq8573vrarZ6LVp5++GHkO3ptSEA8oud3MbI50ki39YruvEXPFzsiHbkrn6hQYmC6Y3r22LoyGO5dXD1Dh0yHz0v1r4AJj88eM/3g9lZ0Ua/MqiwCSFCNCAjTPNcXqPW0pCXbLn0IMDhF4MhM9bmwxCE86udMaKrayRd4b/J9M7KuW795/+/gn+tIHkwKYjimxC3QXW8kaIDT/h7//0Lp5azM7OjGUVeL4ubEfL62HyEnISoTIPzB033HuOdyS6W6kl+319/xBhZKP/9HbuPDIlUDAQzfR4fu6HgDllsgXDd7lYzeQ5QZn89xzkEV40jCmy7NPmV9/4dCTC7ctbD6yoW/ty7euq2sofystoc8RUBX8hp/sibQBeDnu00tEpm+D8NXW1ZOeH5mmUyD4+tOAjTDVpx7RSlqO/2yhtrzmhwv2cz1I3T1Djk4A2A/4A2o+ijV/GJOO6Q3IkjpuFj3+2qWkOskYr5R1hAPanL7Py1OzNyMKFO98qwWyh6yPvT/vkTXlp65s/+r0L99VefqcfW8uGUSZ/Jvl3Pjrn8kcp/3Vr20brtlxbP6Ze3Z7oowJOJN0c8WSMF1HhiEjwFf5WG/N63u0Yj131lS4Ynzn2Pxf3vN2bpeueU53xG6hYOdsYmkUR37SL+Ly7yp1dmoXtJkPvreh+vHaqz9V8rgePMbBrMMkIynSXtufJvnQZbqKmpWZJYeb2hM1J+qJOcVDEbqXrOrVXVV5E/5g8H8UAyF/hTl3+NhFjyxsXjrvS7EvRn5FlJzWDdkcvuq5I/T6f6qggx3UJiPJtO9/b2w+GRZwKvP0MW3gXDuKP4sMG8tiPrzxvHlXcUROleAzdy9J7Tm3YNW86h3PUtywrrHorS9s7gm8uKWZtIHpRwmz77SZ3pesyT2sh0OUHjv2LmNi2Q07ni27aWYMWa070Q45IdGv6yc/9XzzvImY63uPe37sI5B0blDQ2ftoIl4SCd1cl1+i10G4+z+/IghtBWpXb/l975oD2arnxef7R3cblS0NhvGxpLDcBDj6EbjRE0F1ZkXo43d9MdpWczhR420s+syVJzYu6m/66DEKm8ombBTLr/PQ579hrvjCP5Z1KK2D+BbMH16RYlMa48KaC08ZC35zJGNgdRBA+YEKFEcRfGa25vboPMmMJOeAg0f/fX8kLMXkBROKUHFIjY+lRPofvnrOtR96YGbP+tVFVX2jq+Wy76U+/Rna1hQJViNMAfgkeLcQ8IR8ETtWtW2NUzMOSI693eAviZqMx3DenGbnqqwEvbM7PPsHrrhl+X2rz+//S6M7f9qFImcwDKi4WXj+C4i0CXzHX7dVZJ6A/xkF3u55+fXffvi5ad0NoXkYGw+6Q9zg8vIlCkC5J5m97Wjgpn+paDh6+Ko7h9YLxTa2NHowtWBu6HxMlqneSuWrHO++597hzM47or+skq+H3CyOXNVDLzoil4DM3O0nMzvHXvaBZw7AKypEL96+UDCvbSVxSDjv0YkyBzjupjs4DMPQAD/T/IGtW8OHP7dp+7WvmLVf+q8P94xtSS/6SmrhCVvqipc1pv/HOIwfRLGuZnkxWp85eFNg3yXPrq1/fUf7nKp99wKg2Wl3Z3NrK1WBdxI18si1O7/Wftt9A3ccvXHErs0djXzMGM5rKORPVdBl2na0m0lzZyPTgf+qXN1wyVsvPDpU8wREGh9us/UfW8l0VBh5oUvX8O7zJ/lkC/vuKo3q/zF2tGP9m8/WP/Zs+9XjUs+mxUdRcEtYB/1Zxb/iqZ+GT6wq729qp27GK8+/vv5e7w1fOml5d8e1E+7dO5G2g1lJUuDnnYcan54+04BEDYnMjBeixcTbmXzhHmhn1q2CP8SCUGCHlrgK03QTSIM55q359G0r9PQlf/X+oG/DO9qPxeryU5dHRPVN1V8VIJxycaqAgxoB+N54fOulceMMG5dvWHioITh4891XCsF3z20BmT5gAGheQM/qqQq17/fX1LD+KWr6V6544f6rf3bdul9MpOuSeZSeSLtCfeO0ueMQSlSRUHaqgOJH4CHAXCiTOgnkoObTLVb0J4l922e8Q9aL4ZQ+E2oQHRBGjIQ0lTeXXvpIZ1fxs48t3993R3t81vTPbGxrO+792A1JC0/Umfoh531+qWs9L39zwdt/PNC3YedL3z6854YvVhrvfzvygHYiHcPJFwXSBxv5X5WrwuGaa/drnYcyfXfsOaPDipcwUcB9azsnIItfhaSZ0w5cspt7+bcwwbJf3hD6dC/+IeXWwWjPkm1fLfN/fv7QgQxMd+xCJB5C8FsEBKkulVs4P2vwtX9a9UDo1rAAUvTXGLPtuMApMmkAeKlsvfxtXb/3f377Kc1K1Lw7NNH+3KUogsztL+xv0Bo3ZRPOIfUqBNsAZic47qtqviljVO7y6fDZAaKMqHDk8zvWCub9Zg19cKbGpAyrOaYAm53MDVNx3r8WBA119qOXB41vP7NGG43OT2wsOVL9+siTa19YVSnNg7ZwgvT1NGnDdqqsAOn04b6VEktW/XVw3utNC3sW/vPojFd/ZSR8RjqLrefOq/MesmX61q0lw6vK9u8pXz7PaDxwgpKQe6pzAwIQ7k2VEVbBKevk4l5RYkA6EKKrJfrJn9yybsXh51ZvDZV+5cOHrsETjkRIi8LEVoJeDD/dS166eKipePmPSlOdv5xX8SHtz889febf7tFxa1NncudY8tUsdlf662/VfmPoE9u/u3DbXVd7XhbYqVv7ucjAebG2/2DSi8pWP4gzur1gscF4d9i6Sdl5fscYZBUDHD1ZhYpT61aB7/9i7f/jo6ruxH/8ee8Mk4GM6YiAA4YyqLT8ajsJYpPgmhvqVlZqjRglLthODRYLdDdIXLUl5iC06tsg6RYo1ESnW6hBIwYRF12Fq9UkFUimlV+tWKZNJFNDcQgJTCYz93z/uHd+JPiju5/v6/GAzI8z577O65zzOq/z+mlrp81kKyOsNSQU4C9ozPUablSjzj7y2hETN7NziVbXl7s0r7zMk/Vb/ZGJHLkCgyhW4imIa+jXQ+hrAsBWEERGcXqVJ7/heeWHV90bghMhk5x5gFuIbyL/lLvP1iYFjh+W3lh4ZHehunLFllAUSGQY+nBij2n0EIT9d++4hT+b+1cTwHKaobzFx0fk2HLb7hf+Bw+cfvpjuPy633zDEQUIIa2KsIoQ2EGIH0wbV/ef4/7lnksuFC760Z5v5rvKvnVkxzSFFyt/ZD40Yh2MdtB84i+Gs6LoC4eP7JzhXviH383+Y9kPbzlFWxxEFHsNll89Ggpfu6X8aG/Cf8f+tXta+uiBajfRiKn3SXF69RNWljnROqBGZTR/fXMicvVVF2YciAwsXZZrm3NQrVdKZeXpwN3Y0EzPuRsgeQKLEU7VvX/Wir7mjns0YPCS/XlPatakm+KBpYY5aafuAce31lTLf0O8FmTsV0vWh2ObmseezxerU2njvSAwsCNjU5jeZFugM57pdRjj7mnkJRW6aJkFMSq0/dcQKoKp9MFHIEOGblI9CZoCUs0DLxf+Oaw22advOPZme+n47vue+sv41wzjSxOhlAEjglPgtHad8yQGPj16csSs8fM9Pzv1lSwRvmJGf/PYxsC4aPLE0YC4glgtndj/mHdo/sD+VbXz8rPXVrcrbywqdxIe7lSbeEytk82Zwl0STzcQfvxpjMb+xQBv8NL6pSc775/5/Tu/8/OHKQpWqdZEEyHiNjVJKu/NvqLk6IG195xZ1nFYGzGl/qtfuyvLo79ltyfwEUz+wq640PWII6Rt+/Ivz/37xN8WuPxKfSnA31zydT97IRPVOPirvO+JIOfunM+fl9ABH+KsI7V/x4ZjgE1QqRxGFoEXw8y+4k12IqCoV2WNt9gviY6MGHW2+p3LnH2cWrD9uTlPHX2o/C03X1QhFDdT33hQCXD9atj10IH/uOOaEy0l675x3xPH3pArNnXnmmmmhAF4zPufVwNUhz7jhOP5m9fe2vDs62dKSmm0PWKu5YxyUqa6YYQfx925ocF2FezJRLIFPEasDHSyxZ6dy7At+CAl+EkzbY0REunNYwfe3DjFx6WBa7fP7B6TfazhhcJL5o/+z93X/WW60ZOIAo8FknvL6UVzR5HrxLiD0UT7nPXdl337nsffj9OlsyfVH4oTQmhCQaPu3TfdPflUvPToLjGP7I/r0YOkMTKnnfhwvTxg7sohRs5rDy3JW//sVyoKn/x38Zb2RGjO/HguuicSekQnU5WzzpvQODNwy+qxDfdtDUf+Htp683P1t+1qf+n9k26gGNOdHwFCdffhwL9/pxtgXE/J+JC26e/i+Vt/Fkr6iiRT4cdRo8jm34lyyEWpRlkkCKNCz78cBZRSyuW2QFY+gLzrq3d+RyT+dKs+bFg6pjFaMTAWzKlm92+P/ctl27bOv+22FaMdxqvfWqYSRkREKKLBg1ZMhKby4Fuy5M87K6b0FD39QM2xv2Irv+TZ3MGoIcBIVcwZ/CsAMezex/iPDdtom7Hh8NOb+xK+WMgqiEBqUQs0OGXyT6eJWkqEItr8qwnFBF72Jk2QJkRixt2eUPtjWQkVnAJEFJzgXucdFZVczeDIA0cOtZ6d1l30wu6tPT2VN3iOXzqzRWumRhrEdcKm1BuC3qgm+qZvuGF8W3zk9vF3CYBwEfeL0L6ka6Qpz9ZgsOWhZkZwbiaKvjTQqAGoSWccKSedyovL4vbiZ6RsbR2ISynlWddf89qLa7uL6xkGefVcWptFjm1Su9dVM6n1XG3NpbXtX3zoC7bow15XRWG8wiMnH7Qp7avqO/M2hDzMcnUXHwQ9r1ZV2m0ucmxrZwnHHK5dNak1hIaOq3vgSQBsBax6pjXvYI3HyJOtebWrIp2T/umq1rPxUEGHjMqzz0gpOye1FJuFeExvbtVc5MKUQdtypapB7P1V126q8C8crZcNx/9knI8FgPC4AXCLqWyK3eirHvHamVUNz86eNr9w+7NuR++eu+vmaHbzFNJBhymAmytHhhzaD//iiK3vKgxVHlxb7lqy9XeNANgfBGEaaFS8aBFnp/eWtwuy13o3VyayyA4BnUPKRICKEo7PteliL4KkXpi3sDuJfJKyPnIv9A3Qy8aiOxbqvm8ZZp5HcD1i5ecQISc/0bSuNS13b2vsLnh/6a79u5/8/q4f7v7ZN2Ips5VlItS5Ac4Ju+nv68lnq/++Q89W71yzgiwNcGpcBxmpVGnRbtIB6tosdwYpOwdazz3TmmeW6DWKO2Ti7VnxpQXrKuRvzw31WcoA1yqlfdUz3XnximjLZc+05rkqcvVLa1W+d/CWt76ZN6bV7qopaLltnVGQU+Exiuu7C9trPC18obNQr8k1Lq3vniOgVRGuG3F18k0fAJNO4ZIFxqr4qeINsqBDbpADB/0eeTbh8MizVhLmWllgxjF3yw5z/UCa+2ko6AyqBkK5yY3d+KQpAJLlcUwG64140d1xvJQo3/16cErP8ttuvWmV97EfvlDz9ObzH/y5BG/NhTQlVuONxA0N8LkWvkrfjqxzdQA0jiI+Kao0m9pgM1udG5DKZFQr1HsVLRpAmcs6o6WcJPPiFePlObMwSXuWjCwtjHeOb18lW88Oc8saAgUuW0GH3GLktXaO/9l1FVv0ybW/VXTbpFOTa2/0tNc8o+fZbVvaobu4I+JpmVVbcVaviLZGLuktvkx506M58rvzDv4alI1ZeSYq3VFWeVqKN3RGjeJnWvPkuS36Vc5WeS6e47MyCUqrcoqU5zxGsZQDUkWmEwJFgeiKwIV3f7527M6rHic/u+oz8A+jh8Cu4ER+rX/mvJXPV/1T8crH503/yrHfv3hVw2pt/19R9s4F9AiKgcDlBqWmf+DvanFYd+SNfnpW/FTegZM//4PZ4eIBIqkQHi9EhMO90Rs70ZezWWsCM+9f2s8GiKKihIu+aJtpFxFzh8T1CM63LD3xUNXdcOjTJ2PeaSNaxMz4J1T3aq/A7qUyPD5n/dbpz9cyvrW5sePB2w6POzrrYSUuxZDaBwoqxpsmSn88b9s6f3Rd5es9yl1LLv0aNoj8PRTV8WbirAjo1kYunVPXx3lNhRMhgft5/W9i4DCEv7b1cN6mF6od9x25P/Fub+1noB+iujW/Y2nR2G07/ly4s2zqke7676/8+dEP596ux0+YdrWo5cBjh5suk5D90bU5Sya1kbAVti/d87uiRGVuEONXpkGe+EkDYRYhivj5N/GbU8uf/9PvjzQH5v6HCAx7tKlbP4kKbnvUCp91QsgJcB5wqplhS58G++xWrS23G1jjdCplt+f8YP61h1eNNwYfb/rm+odqO2e94V980qSgwBSj7YDdHqVvrKx4tMU65f9WNH/pK+/eRGXIbOXGqWOHyJqEmeKvx8wLlGCBbpMfRe2mX+fM55Ylbhitf7nBUQk3Od4LPPcvj6o1bfuIez9nAYGskt379mk85/vdGa/jtLxgROJ6MsdoFJub6W47wQfeaLy6/uPphx549dAs792FYqmnhX3fKiZOhHTiNNXziNtm8ybKC1hVf2ZGdesX9zzXlP+CX5EXzAbJYDuhgLFtZiMzSlVgsmXuUoAsubF+yoQb7vnlO9un9YzO+fwJiFHVcfWEzmtCymW3vT9h8z0z2/ZuPranvzJxU8F7VYnLnU+roIeshAcRFCLrcLiQKxdF4+8O1u/zHT83kBzBloFKkew3FIX48TliYN/XHoltLvESSwgPNBEnzhbr2hZFhfDoTWtfaRdPj9FCMMJoT8nN64bH8nwOJCfLCcdBCY2yndg8K/HO+N9uX/yX5Yu1Px25Zl9lHCXlByjtgLKuLvlB7rjrdtxY+LRtj9SgPDu+os8QIp6RXwkAg8HAtb1kFbx/mKN32+GEdLIW/ebdNMNfi54I3fr02plL8htujzu0N/5B1ItYYo+/+3j36Kd+8QOd5dtjgsUFUYRuJTpRs/AWt0z+7uEqgjLxwg/mzbmjcvw3K0srB371/E9TZPJmVppR5/zg/VEjy468Mqq6Z1l7id+2+lGg1HQwnI6pisa0H+mpX8moZlbTsjL//uOQtMbbYd9384rXnpg6fX3rZe88+Hx3ySL/n5fGn8kqvhws53WBxro1aNCn2pL3p7ZRsnsspcFcQwNhuR2JkIp9JBrq/wCMoT3fFXrw/Sr4pyXQq0LcsbK04s79u+sbK+so2jyr4fk5X9ji+VP0FT5/9ZtgOpxbUkgc3KtBxwtCOCfXEUcr/vKOh4m/bbLBCV/79S//1ceux9CHPsIJSK/+fFzAvME7D1z6wf3bD5T3rnV/NzUvkVRjuex42NekDgtYC4G4OmpcR99XKkLoffwj4LZ6rBrfOmvax0Wyc+zRkptvyP+zv+kBo2fxyeNeHefH0ZQs4v6iVnMN68e9tL8q4Jiwfq0XH+BSvVaeKVOHFQV4a4zd243zq2tAOch4+pq48xXwB6ssZFWUdSUbugIhxR8eVVpOlc4Jf7bg/wi6NDOHS9xCcpm7dIm+fMEb7zQszT9zYmzJ14Ud1c0sk/8bEuBSgRkQpSueoO2JnsH9h5vaOSQWvPf3mT17DyuuIX6dBnjDJL68qRFlUai8o1kFLQRAJO7UXA1z9iZ6jr81q54C18Lxbb0X3b8+ESKpV4IH/cde+/sjP9V+4RHXS4ETv2mJNmDdGVTsNn7dHOh8UFZ93VHyeEDr3yhNz2S39AJ2DLcbdCaNirntzz92xwj9ag8zapYAz9yJsxQgjuo2y+todrhDf2FfLmb14q7p8ImF6j8TMldZ/A0ePPF+/iN9DS9O+X+XeFpWvdGR14NdXPgn5VsfA3FphfIoAFogfOsXQQfHmHH62bcv7L362ifWRKb+uMAupiCdRMYm6Q5n/iNm21i7v0TvKTzYh2x6VlxyToXO7u2LDmv4x56pHFmxYMMDr7bNqAP6xvtWBy+6P34CTE2/vA6ACGamJsA8FBL+h7R4+D++lC1iGGcwgtHCW66R944K1dWEo46UjgkFhD1q0HxyxQdvnR3/9uh3mnf0xOq8A719ptuYzDSSDuhtU6wzR1sXMoO0BegCa8hPnc+u+wfwd6dfhsz/+yZcyF/fs2DiAxPPz671P/WSFgCiRmpa9ViowICRL1YYoeW3C8DO9BMD9L4+wnscIKrHLcYUt0fR6LK1AQs9jvtnhmMbxDg4jKIKCSrcuKp91p5Grc42av/aE6fmHlqy2HL7TMdpfSZkqL8yF559koABAzbH80dScmjFFeP67FeCAs0q+wKkfaLBiZNeOsW2xkD2Aw2Ny38wX9u/feaZ+0JzTmShR1NE0t2mCYw2Yr/zL2jvVS3duQSywK9Mq63of28bkL12b8uUz5KfhxIdgNMFGdqB0IMW13a+6RYIEDjfBpWf6gl/daTS8/fl7g/HH7rBHPjRgwZvGpE4aiR+kggh5rqVN38YuN2xJnRuuss/ILXXke3+QLIsVhQmgwrTppO42ksdmOpy8Q/g/KmQ5nUD4Y/Wd014qur1joo7K5CCrF2PRV8DQ+GvqWeoOL0Acf57S3b4Z5cc26OXrDgw/dD99c08TBzVroDIdLDfMmK7yEJGOGqbuJM/qEj3Evj16P1+HLNvfnv8O7tzW5aVdY1v/frExtgln3V/vBhsFPRljN6VfKEBOvyXQ/pBOp5/nb1SO/hx/lPbTreUh8w2TtyDXtxCEmQk9xFVngqN27Rrb3uR9I/6M4Rjmkivz6TB7qCKEvEy9KaiKPOAi2N5PxcMSjP7CQJVTy/ZKr08mgfxaLLWo4GAIIqqBXk3Yg59xmL7F529z/fErBiiOKTSB2dFIWug2s/RXkIlhwT0C6A+xDVI2VksZa6UG2ShlM6W4g1SysGBFru3tvtsvPJ/OQItc/XlJF/k1WdZheH8BcDbUcoVvjXL0770mVaf+YXt7EG/R7fVLx0waqSUG7oHjOJ4a7FRE6lTZPRRKbsH4jXSrBhuFjYorK2YJM9a3jDJBCMbTfpFbZNnrzh86ZHZ/8j+zQQ9A3/v+eQrGU3OvABQC3iMlsvv2Zk/JVS+0fJMyt5971QNMjTxGmAw0qfy8XPgOXrBG77v/aqEZgYSS9O+osJ1zSTeF5TLYuSv0lf9uRdncflfjiUpsCl1KwY2QIUPQsfNXH1Crg5FUdJrdJyqH/514cGKPe39Iow8PNWh6PEsTB6boYWKxIUiwNUV27R7q85/qkg8ENFxPf1TzZjrqfMBG22e9duvC7/0/qckYxkGjk/8VB/23u40FfRvTg8SIO/OY4WHdq/XNJN327AyGptt3W4o7blJt3mPai7GbSbAmIg4GQsOUwi6VBRATYcvR8Hc2zo2ZTgKQ6E0+cL5iV/7ky+kD7z4Q9ZbrxNw7APQVou46Rby/OAbrZ4nfXUHpmcTSgsBGfJCzt9uWPDzX0/NgjLaaOpZoMfBrULIg/JqI1srSnRbgOkJoBJmfLhidqeuV3wG/t5U1585TNDAC6+2AaDcethrv/ErizZtCe3LSKqXdLl1Isrbzv3AD5W5z2mHDh/Vy4keROB8y6qEaqZDtk+mJ4bfunNfnCDIWbWI57b71xV8Olqhz0F7KAjrrxri0i0Bx9y5ge5t6xdakci20edtTWYlTTXdegQ6T3GQ808n/AMjds18Pm/9YS+c5ri5SyWoyIlSS8z/Q8fuao2EH0fyQXM/bV2koNn66zj9Wa2wAg+9wINAwhsNDRAFEcs868PUhW9KlF064v7q0LL3OxvagNXaA89rulmlGDS3taeCBBKBvBZy27U6az/YA7O13G4g5qThXk9dZezIrusqlh9YO3rnBCraF20LfgZ6I8+mXuraZw4kCtB2HSsGG1a+4Spc/PK1L1rPl7pPfBlMFJ26uY/P1/TtuNf7BXI2XqhWS/YrMZp25g7tUUW58mGd78qo6bYtIe7HjLPxoiJD2Nc5tc9GKwX/6IWfxwDB3KuSyjePoznhX7Dpgdozc8r6E+1N4tQ8kgvUbcW0G0LKOeNEETeg94udGvyxtEqFN9+Qa4+2/LC6Ark20Z4faDsut3HmVr9v3FWKGJj+LVVwmajwfToy/9glH6DO/GOTZ/c1y8S77zb1e81PvGAyJgVnb3x/YUDxyaqJO2c9Pt+DH0fuYSvvpW6pG1Uzdrv431RIHnnCCqnIAg3FGxmTe59Wd37kI3ftfWeBa93I9k9lRYnUK1PN+rkMKcGFqg/uzbVtrfuTZfotiOm2wMvLqjgZi4LzrYjEyLCf57R9hG4LOEruXDthM03Qx1+wzl/pbemv7iw5sNZLf3X4jhuFRyh1nAS3lc7LbXXi5v+foFlyggBghQLiTwONLPh5U1NW3uKyCXr/T264b0N/ODqMJ5nq7kbKddDznlQh030+K/cOf8NUalmwv9m1c/nNhz2OlTPbig480F30+/mdPivp4+fC5x0IQN8zf5/zVNt4kxHa3AAJM+TMnUwfsFbJeaQ0ooD3cGUuGn5l/4fV37N+b2FiR4lyYpoagkqciIF9rO7AjK6a5JzbbabvVbmpo/yuaSPnfbz+H8K/6xM/FWLIW1XqcY91+RzhAP+EUzR0kwdyycHn6c3+hC5Ufgp+ZHOlaTLuU+EgDMYa+73lmsO2a8/2S55b0BFp2KmUMvqVvN+wBvF+J2eQRASxz76cic88MhRt6PsY4oVy86UPGHrfuJrTtj3vrMz1e7NFonEm1iGiW19rFm8yVOtTpxohBPa/ZBZ+PM5a9Fv8d7xUMqMjW1+494UXHl9a0OL7VAQxkyX/gyDpc1WaL1f00CECO5GbzPdmhKwAhkZ8nVtsAxIogpkA9KrI2a3NrqzprjJPJfLdm/aVlT+aH1kSR2MEmHzA9PJym6GVw6pJZiIk/nHkTYjWAaAkw0aNfIDw4CKR19rccMuc726M0S8Sn/RTBwSgKdNAVIChTA1d9oEjb2LnuODViY+mszC2f7foWKYvnX2U85XTvxV3tXgf+yyMvJ/+ldQv+ui0KdLJ0Eje1SuTn8bNclsRiJTa+Or6ZeUuCPsSxI5WBiLp64AAVJRbZuhg63udAvCiE1Y0BFHDKvKhwUjAya/LR4rBEeFLu/yQKtI1HD7L4C0u/sh8RA5OufXm8nJs9ZCoGnt0SvX8BU/WnbTl6Kn1E4KkZacHwJGf8MMSpOwekFIas56RA1JOail+pnN8uz+3Ne/gKnfruWdO1UgZeUiGPK2ytiIqz8VbZe2n4x/6DOyHgD7kXZaMGnn1naZLTLwi2nEu3l14sMbTUvhMiC90TmqdJeUkGZHRDrmh1SzzJ428uJTynJrKAB6x7qgR+yQuw4secWL8XdGlcP5Ea+ouYOEeh+ay/eHjF1b8o1h+KgyTk2YmsmLtFdsbtYTg47XbTERSLntupAFgw1GZOFxO3+sAxrU2IKIiPQ5AOXDYe0Rr8C/fcHjczvzarsfn/lh8CVb707GdbgCeCZmpbD9xU3n+rwMSCmycBBBiS9Yyl82zftfEpct/Hgjgcx5/8w9Dc9YAxO8dtn/dmMnS3YOhvITtd0+syH1zWfai32+4f2LPnJuPjUdrel/R0UPRTGPgMLC++ZS9kYaknGTBorUBB9IbCsUhqiOta5ZA1QD76S0HYf819V0lG9a+qovDApJplVBRnMgqsNU2Tw7NfeOvr4Byk6UTdWLFlcx1C0kkAoR2Ln/i15+KV8T6q3/eAIaAcj2A8Y385kERnnHz2xOeJMCM0tmUvpqx5y15Serv+AmC48r1NxR1bFPTGXg8nsqxJ55/YXzPgtvW5r4z6/ElsU1rp7Uve796x1FP/dSkuPXpIr42tGTUPw7SZ0oWCpb/gvnvSm5uqkbRGdtYCbEXj/+a6xkLZOgRr1fhW6mxaSaKk0CY9ZVBGSlueky/RHw5sf/w2DDrbyhouF/on4OQ8XkNhoLjfvxgCzgqR4ryEbt39HkQ4LYPyYmgnHGN2z+lOj+mr4LpddC/+8nbtF4V+SH9TwDktVaOv2XGgWN7nstf35XbbjvUM0bXFt9QKkyR1bg4DfSnwf/yILZCFy1vLq3u/VGJGzgUaGT5gSocYGsLpkoSpOc/rM0oypuZkp9TfbmFPU/4v0jfCvstN//iyK2/yH1xuuuGAkd/4cfLWLiNV5o/5Sagw4D+v0LcguxFAsBvaFbIibl/00/5fzqJo1fNrFDaba+eAcgpT36lonxclL0WSHz/h6VqzKE8dsNIp7Cf5AzSqeGN7kvpZnDi3iJfWC4+Vcj8h++/Q8CbDNcVg4nQLFFx6aHZM1n+RiDR+o1K4ljyV+Y5jItwXnXFbfu71PSqWOPQPvxvsF/lfueeLTsrnz+Qv2l7/Ys33bZk7B9W/y1MzurvguuzlSo27R/BN2vY+04zFgwlFYBi6kviLTRxLfBK5frlBYeX6BE+vj/5+BBJ/e3Er1v8LpoZ1ZaMtJ02j1xbNBiiY9Ef3ila7y+6vbu6I9lu+Fg+z13ok3/13Iv+LqDBgWtwwmb4aNm3CuRckrn6rHuwk9Bxnl7wL0C4d+SScmzVbbFSFem5o+QuOPTAwGbfjgqkoE2p5c4Nuxsa819e/Ue7uh7nvkrQWUcUoWgZKPiGYWLwfwDFmXKcMKuNjFBEbuy22SJr/i2H+buWYOEtL7wOEeG09kTI+mXLwEHVREaYU+AWyU69aPWOvHvC5T/b7np++aKFC1p3PT6/6OebGqaP3xwXejQZfjEUPkv6TMMwfYsj78Dh2VJLzAC4PwrSiR2nasZ1AeRqRQLfDn+p/PXWnRocP6+2e82vVJSKPL1Cl9t/0lNAhZf+gPlFFCajQXQfV0VVTgJxZdQCsWTU2uWvETd15sctFPR/CO8kfKLoZHLlPUXLYHQLno9nLIZXmgKM0xDHzf5FsqUIK8sfA1tBzhJMp9BJRl68W0o5SZ59pnOSUVMvz0oppXTKyLqlr7fMOvkWNVHmdNTUd589uFTRh21CwT8OFynlJ0nZPTJeE6+QUua2FEoZlVJ2D3RI2Z4nKJTSdDk3auKtxfIv7TVSTuqQua1SmvKz9ELIaXyc1EFH8BppexIj58UXO9GnFN7yY8/bvonzR+dM2dvigwHITRPkf4H/ReCF7X9O1Dywpzs/UXHfZhrO5MMUuRfeHNa7BHW6gNCViQrzBAiaHEPXE01r9wCNsezDs/X+6vlFOQDBChyX3HU2L1EJ+1gHkdUSNdWf//8L2inQwC0wIvYQ6RPE5WiC5qcET/Ym/A+VYmAQn5phKPUCcNDEP5LM2EEUd7LyiAUTTuyLLS7LW799/Pwibm+wF43yH7fYp/5/QXeY7AwC2blrxOwVB267o++Nor2sDlktMktiDdIvekbpeBzQxdG1SRlMRfGTOHzr0VmioyjI8d4Hli/ARW5nJoJRFZiLgNFb1KhEjFoFYF6ElVG3/V+GkQlmanS882z+qucS8xfc0Ud70WJiugfHMuKEdCDTnTYrSYYlGT6PRIHOfTsHYth4ToMB2QxFIzvLj3w4e+pNtbdvLcJ1jwLCO4TRX1wz4n8FFQP0i1PaAvcJaclwihMURQNcKM7sH/NsMz28X+Wx7IRdGTOvIgPB/vpTldBNlAgdVfELqb61pHes/TfTGO257ZqGj7QDaxueLXkCHL5ciwedCf1/GgCAonyr7PaWypEVC9ov1J8qHcGoZ5uxk15DKbtjDI6H80op0gEOq0DUNELetHkm5YW1V+05es368EN14Ciproq9UiVCE19eOz4E6zAiGekkNHP/yt6mrIyTeJh95PPhRNTsMgJYZWi8duE8RaCHILGW/lpm1fV5ePdhIJ1f0lxLbSopcd6MjJlbCkY8GXEbofu38O17/OzRXBWFi45s15Tqm6bvtzl5KJScxdEX2/i+8A+jb/NfwEVC9+1YOmf/Aw1fZSNSUwVgZa1TAR3k1myQYqJDS7xdzpLEN4X1reIfVQ86tPr+KDzk1Z66b8ODW7tLQdH6jBGATKkM5zJGQGIaYmPo1cquP5qfdiZazC0GcJrPv99kgnkYJzPkIXCGlZo1nJlfc7hcamQRhJg7Yu5QK2eVF6jRAZYM9/8EFCWnwqOPXn+vJmxPKSsXidim3dXhvJurIG/pLFDBIGqzso4CSiRDEloOwIXhnX4quPx5UuNMEQtl1IhUmjWddULJSwEueC/QhLJpbQP9l8xXmvtXZDxOBf2S5oR59f2WidLbSj3xYNzSHxrWUtMiwGEPcs2ed2Zf8q0n3XqyD7s1xSlwMyTG4rNBACjIOmNz/8xjBfj3cK40fPufbSdSSDpNu6QABCH1kE6TLaYTaCOoWtkCAeQV1ph8HPja2qe2NxaNXB7Tl4gRNwn1JkZbGBpWfqm004PzwaLUIX9ZKxeLpeaYPhlmieeBQWlEko3sQDxX54O9MfDIZri11E/rrrplWk6dG6saj6n/OaiaOlsz4+f1qV7tzptKN8oocVBQxqN0t35vBSQ699JfXVF0aPfe3uvSOJRk4PNnPlkN6qq4VHwS/hpXnytlXMvsmT0PfnB4D8hHRG+pgY4IRAH05H6q+x5y4RTZvHU+HREcSP9MrlFhqlJq+6UOKE8IrA3lceTVVhS9ZzsywuKX3syytArX2Nelj7C+KRn4ZHgjDoV1U7+16hM+1jH1NprbujwY/6Kf9l7R2Hyoc28EGpVS0OuS6zOSwgEM4cCnmskoJ/MJUPBu1ZKPtD+itUPrjJvfhv5qPzmq3qUklesA+OrSr//uNwf4STBErLJAuVkUHPXx8eCi0FjtpjKfsHwxQoBZnU0D6YVX9TLPY8q0Wwb37x7HWD3dJ0eDvkRLEV2mV1miP9X3iHFmswxUAZQPnuOKcIma8vv5lPsIkLHsuz3vrJy5NK+24iL1aSois2Z82xU6trH6lXSX7P9Fg6ZhVjgwIQIgQJO4SwFbwhGrV83ELqnBwH3Jd4m3XIeWTLhlU6JRIxo7X7sORsUF1i3RTYrMwUwvp8BQ5KYOfevUhl0WHPdUa8EQgaguFDP4IaXuFgJsbnwBBm8R6DRxR3BpY1v6t3GiII1Zq6Qxqb6mVcpzUsr4qlShJBkB2lfVdxfLzmjLqg1Syk4pz8YrZPtonGrqKqV8RpxM6mj+gowaky48Jf869PsvnIvL4g2pK5ZsKX5GytZzHWulzVUDSrGUG+RAbY2U8hlZ2HFukmW/iLdK2Sl/O0tFeXkfCtM5jlaPl/5aYjDQqiV6iADX6qtl2iDttv5OFlEDcNgEoI7Xk58rn+FzrOB3XsOE7sL2ivRp4bPHJck1lGQJTg7dwOOLXtWROpTx3gteAKJW3ULMNWAnW1ORNSRTu4KZCtFsso4QED8UntBR9fyZVU+UJVqFC47aTnA+YjZZnaS81/qrZuh2cgAypjsN7ozXW3pi+5sb9Ly6PugXHNUjQGSoIkONRgA/m7Y1+QvgdUgMHgfQIyr8oR0al4sbijY0Bxq1ejhPaPAPGvEUVlGdv2BYSaCchLpXfCAA5D4DuHL91JKQ1TLtYz4c+rwOpZrKxAN7W/JqZfBts2/raCd1fjfIZmRl0/xy2b1np4YNcKOPSnaf6q4qQN+lrbtmqvAXkop7zcQ4RHPfr8SFPSk6xZ5cfd1uah3PiYvQEnCpU6RcsWSGI1q28H6CMG2ugB2jbjNnasO2HR+X1PwEmo2k2hAwJ9RiDy5+fethr9QCzHoqAikWEQFQ4UtFsOCA+LuiI/C7k2q7jPBxRYYTf636yt9+BwF8ibabghaTyFXehvawMsyzwYShMpyrUaMff6LCb31QB0BUqwNjrldqz4MLb8s50TVYWrld7/1J/bDalxHrb0KDC3v03qae5XVLVJTiKKBy8Mld1f5LvxYAH2Wenb075mtBC30d2KunzoHVJBWIzWobSKEVJwOhbBn+mVExRB/nBXXAFzt6L0DLjNr549sne775T+vj4dAQ9AANN4p9xh3Wbci76cOt/jn+cmK/BUBYG8TuBDuSG0GAeD7dgXvoyGUAfgSFOVXTZsQcg0eCSU2hkMPWu/FE2mPdEY2kcHJGIURkfDT5y6gDLwumTf9o0bF/eWXtdUtK9C7oe95PtrghR/edHdqtinjJF+e9Zh2wJdSSm+fzh1L5J32MCq/9VPDVkksqbtUvCMfyUgBXtCC7d3XIZ/08GX0b3YcXTodI8qiXjdUAUtOTIx0ynjQzctPneVbLVZe5bhwrNSBb5LYotYpXg2hUF16zKMEZULn9SPP675Bj29MGXUiBeC2pV9eA5GXHNeal3c1N6lCrULKCYgRVGduYRCqJXSwUWf1pNxOLk2bs314+Sr2OmH/ScpEK+Lh7/JOr6l9ZdrPXU4ojyTaT6V+tsqA6U3fV9kzYVPk6haV4AcfD2iN2kxO47Si3lOjctueeg0u0khqsSiefokj+uIq7do/PFDHdkU8Zz1B0o7iYUQqbOZ2b0Ia2mqygoWELj/77+3uEUk3hhntOQ6L+MXBhaEl7ZLrbN97hUnzr5xfWXa2aY52Ehh2X4NRMQIqxKCKrwAUB33Ck9g15Z8VYaMNbfSoESQjTgydmBVMfby8V7CUev5AKP9UA5mjgJlFK+SYt98W8uwJQKv1A2uGQiIrMDUHXwL6klYMhZoihiPlA66iy0v59YjLtIZApmEY535yRIQ9ISpR+roLn6Jl99J5p84s61ur8fmUk/Tsd82CKaEivIQCe7Hf3wEI3wW0qjGsm8NyyRWK0vkqEK0+wteN+kRWTAvpQvemeMgbjdvqtsaY93T7ZiT4F8YGTJMI+eZh26CmiD5voAlImRzeYZRZDMtB4nI610wB/0SXNidBNIuphQSYC2MHtkgGnmqqGiQKcREeQNn0oQ4R/b9Ca4GBUZ3iY4ec4S9txmrUIrKeDqrcBg4FGYKAF13/nv1f15bBmZTDdl7GWxnMaJgsGq5d6Af6QU2d5iriRhlFcu1Qaq+JSSjn+yWJjZe0qKc8axVJGLrpIKVanabk4JSS5+EyYZBTLzrNSfkFe1iFPFchOadQ8I6U8N6lVWiaLwtoKT0veM1IaFfJUXrwSLs39npRRI890+ZFn4xWTpJQyz6ixcnGsMlWHKXbj1TTjP16ohaOKH1xIFN1vEVDHzI45DNzW33/Ei9gJdXwJRrdoTSjCD4z0J0khmStAjZimfpVKuJvvQ0+snbH0BuG9+9ebPD2d61kF5ZbdT8L2OGQ4YFy8Gpw6GTsyqmjWq1BqTj4VZ4BwTE+uOJ2LGJZDWy9Gt+SNX/rQwbIAs5uY8DIhCAovSTasw6i3XN4YsLnfa2qYlIAKaFoWStXyGLBzZfVSTwsBpuNPTkvAwnjIA32pa2Dkc4y+7vTL3PO9+L2btiU+VmoiyQ8FpE8KAQipCsZ3L9Xh4I0e+l53QA9H+SQ0as2H28FtH3ILjCb/S5lL4mIo1QSfB+aOSCKqkEyRntmLXAvQVbR/+8QssCU0EhjXC6L7hj0gq5lw3mKb52hfgAffD1g+Um7T/tgt5TnZUhyvKe6QngtSdshuKeVw4eyTDUbuz8Hfgi9IuaF7Uuu5Z1rPDpw9K+PWJTteI6WUneONVbnmnVvG5UC8Qrbk1QIVA1KeKpZSdsv2GtkqO6RsPfeMLK6tsdLodJr0zxQX1kVgjEmpiw4oMfwDwPupTm8XCSFxnOB12u7Lor/OlEL6qwHG/lapzdVIriMVM1oEt4TfXI0UHq5yd5XjIzw9IkzkNKupLJJiNvyMidgkOsTB/incXE+9shU+SS4QIvSpGrfosDdl7gh9KeeVeApVsH+kJWaEAAdBGw5lJguevDv920xrlfNvfu+z2wWDAmBbavM5Gad3Pb2/OdE5DjxMNx8x3FUkAzQLg8g/IEiY4B6x17fd73bY6rPIKRvbRgBciWRvwnyhm38mB/uBpixYtUfOrg6T3XzaS1JYTikZnCpIA7vl+pCWflP795PBl/1NHfuDj5iP+1y3Ezc4oe8iw0Y4ZsrYtnxhyzVVFc0AyAI9MrSpqgV1DcpH7J7YWLhIYAZXFqjwzdnV86Ei4GDH/P/Zv7bBAfCHKJ8lEmg5N97v6nzzW5V+DYjpn4O/E9xtbO8ZHVxVHdYAsNvnEYlnUigEILUAvZRNuL15B6aBPPAbY55aC8krho437cuWq6KsUVM7bZ1IdmZbDdhJFrocDqEohum4KD6lxRCImGw0U7nVaPNRNvYoTeGiIDi0lKooMvy3JYnb1mxHEf4inURb0QcNzqShBXP/LnrgCCT8yFV7O4VZ7APnPj4Lmt9bfmDhnYdWzaxYk8wY/1kQhWg5q47bSun6QAM+ie0+DjAoyrxH2fHiKr2M1Gaw/vwFYKByupsroCAIHWKbSjKYQcQQ4rk3S+cDhPMWiQF5HZ8OTrPfdcdS8SraZ4/BCyHVi61MAMjDAzq5WQVy46gKPeOmZi4ot+lyp/iBssSI7aK7COQZSJxMrWkdorpThfdmNm8HLC/pZChBurNhYG7Wpd982f2T46FKIim0vZ+BvG7uJSVlrU/W8TW0rOn/ZWKzU4PYUcb7j/NfX85gCcnFbejw0YKWVfVoJ0A2w78QVVFe+/qK6WAbcMwW/kK90gNQLs8JR5GpfB8mQ5tvX7px97Tpv3rxjl26r3xpYctK8XnO824dQujsaS0Kgrz/6h7ri6HM1wkicKhk1Ma+AGSHoK/Jcf1uEgUWgSZb5AAI+0oXq2CaLLmIDSqfrExOJKkSFqAIu2IXOBGf6o1iDT+S+iCqA7rTxNtWb8s33T+5Vk/O+FtknllK4iMRvwNs5bJqfIsGCa2Z5KpXkfc9Fcqht+HMnIPph3o/zzem89o7T/7+0XumzP/nX3Q/K/d1fEZTAWhEY0EAvlTcWweYhYNN/DQAwgkInPdhY/+u6gMPZgsoC5jj2Je5qCFeA8wS3Fq3pEnFUExnsCHLRC8p7aLFvJJIAM9wX0NFAwz7uqkORrVVZYw2Yxa1FP5pmBz7tReUxf685CeOWSKJnUj+zpycSwVkR3hnu7unQFY1hHtL1WLNbCAxY55V1G/EhEJWxJ+5Wz/BoqJlvrGNc8za89xrHVUnovsin2qz8Ca7UjScrSY17BcFMLWZnb/jIOH3AFFFcMWQNtYBFVIOKjEBWYqg6BUS31zRF0UaLXlxKeMVk1rlM1LKc8+0ynh3gSnKprtwDk3nZYtKWd9deLDC05K3oXOqNuRhF4OiM6klz5SYu4ullEZx/OFiS4RulVIWS/lYUpjullJ6ZATIMVNByJ92nJXR79V2n91gZf+U0tMh4zJvgyU/C5LFekz9/OrQcL4QTan4AWxWShJrFbuFL/3dJ/mwSkHEijRNXVHXxIJdXqnBdCkaNCi0gpaH8zE3fHNjFgMzjnlyKmktMju8ItW1MSleM8mYVS/Pys5npHyyplPG1eukjA+h/1CwPSMHDq6Kdpx75rdn4xUeI++TAx4zIau4w6RcvTSdIY28DZ2TjBopz8ZrPFLGv1Esz0nTh1PWt0odsE2SUk5qlQc7o/JcbbeUUkpzFuPdxR1SthRvUJPnTsR0w8VYMg7b5rc0bAQ/VaUgIapHiMLV5nnYqA0/fpVP02eZ3gvCFtvUvGNerEYEjpJYCqruZ3iEgU9Awl8u7xmfhWupBw0SWUkMdHBqqNDWL0JK6SPCnvZkM1fHp4vPRogjRzYP5ho+UO1m4iYxrM0wy52z1AqNzOBzbqGAMJOxKImpjKS8Q9BYJDdORb9Y/JVAvEUAXBi9vzlAnihQLcYy//aA2rtdQ54b6+itu1Gp64PpyQus/glDcI629X07e2OBQ5lSwdMLjw/HXz449L27wG2+OMV6AZBVqN8dwkCY804uFv+UUWOWWwpwn/DTcb83FDvUDxiZLDBivclVk4VT3QDiE3ffxeDTQU/uRLcA97qLBvmRbhv/idbTNCi3tveLqb7stVuldrKigL4ab6/AmxSSkhdTxbgPyCbJOzUpTmeZpXXtKhx3ddG6clooln0M+qulll2eQ2kkY/7E8Ad/w0/eYtuCdttWPyyEMa9eeRFuTivBpAXhApe1qmWyAucQtc9OwGboeZC/2TZV7xWQ44N9j0ZSCCRbhyAI7jKkaFSTFI8Iaw4iqLVZ0tsEjuT+1YdgJsxtpiXfRCAntCOjgV0D+PYuGocxAAvvuaAFuwiSeHf6++IIcXbEtCLzS9NU4UbRzEe8YD/MiNm5IB/I0HCnEVJRg31N3FlahuRhcCZ5v8angA2NV28oks2BF81QUAMyb84unAJAU+u/XKDjgTE2coiT4WQp0VPhHqsZEF9SxFeg12XTjlTx4nT8nPdCn84nHoeNJTeHCju27SAmylUUHTdezRZwfOMpcFzY06jU9ih1PsKfplIOQLIGTHw8XAE5C/foyeV2tflcCZVWeydAolVY4ZFKLbH9zU1MRy13fkP8KhPFEFYql+46kKXQosxEWSSg90yqkWXLczNAXAXdgHToRQTvZ8VRZGEIHINPw3AFQQYIIGvG42V5R1fVfzvvyQ+fpJxhq1ADUEIjfEzHhceBC46IQGWRNWilOdnIbf5VngIgrK0nX//hXYPRCALsKrL5/RCPXe3yz1l/DNjR4YGxaJ86CKmEnDOf2jmrtKwcxu7U6B6gL7ez/KA7SYA0RGGNE7WGd2FBx4NHkt+NMKysIClRE8AJX5/WhOcoMNNv7l+CWkY2IDgJAmL6yzNmVgRyaFTJuC64IemZ4kuIcRfHkY5J8STL4cxu/a2ze1WL3VkOPrGj/Zvmawm+C0AIIsbpxcetX6sJ4ccBoUGREXNrWOVhnGRIUboX+SyQY0sQgzv0281Dz5kUbw3HrGe6z8ZrZP0Xvi6lPFEhpYzL4njNgLxIirb8MZQNsrhVPiPnyMSpYnk2Is9ukAXfttpYXEJpPRfvzqut8LQUb+gufAsAT2vSN2pg2F/TvFJbUyxlvFsaNTICfEFKKTdIaeRZ/lRnpRwvz0l5Nl4jO87JbhnPUk3vBicw/ep7w8hf7AF62H+/cFx8C0hLFCEncL5OHa2TfYHswwOPvQSQl1p2qjMCaETBnRRIwoUdVQ3hIsBBIKyFwCaGPiBkTQRB4Mo685o+eEBogMLHFykJFqsw7YxZvxQjErf0AvFP0QmaiYqU30YQOhHJxZ6GqRPc7muyeTZPmfbfy0r9E74/aH39SmR12t2uGVQdkII2EnDJbtEIidAnCCwh4CPtjKCFrYKjtomUJmhEXaKC+/mNsw99Q1B44PBs+qcdgL6xxOo/CX8LRsHUZspim5o5U4TNg62+x6db+A8B1e0dqXH5l+dan69uCBd1CABxMpRsNCTjGx+VYzNdgjc1m74vUXNf2FM/cAITXKIOpS2TzOZtxHQBHBBoKBcdAApkZGfJuAnaRwKQvsfHqIQCV/6U0EUqwb6GcL70L3ixGZRSBugXTKc/OZd2b5IKye6PfCOhAQWNee4uOl4QeDlNNLl/ZYfc0Hp2g5RS5i6VsusBKTvj8uwGOUnKixTjCoCj2NxH3VLKv2yxboVn9WEtzc87PR1SdsuDwKXAtwEme76ZZ9QUttdIKTeY23LAspAmIYoPPDXmm5biuDQvMhu6ZfsqKaXslCYr6DY16V40oE8IEht+BU02LokkGvM3SOG41GWn/dNDjS6/1iSS50glZEZUXbx/rgR+BHAy/NqR+ye25AmgmTCjLmpqwmQBEOCh0m4g0FhAXTyFiMnI4yrMw+3EA0SIJ/3TwJwe4fSjArkmliZHGrxFNPyWCGFAGSoouQHTuG1NXW6HDzyM3YLzJGYCMkB5DMKa2V8WdnDQBEMcJtLdWlww4kX6x7KrlpisGo8PdOhSSfjq/O4j3wJOV4xt6585X5ORRFuvUP9zUeEIIB7TxdCrmNTgI23Hkn+BwJmVNy/xtgqY3gyfrk1323GfITmN9pre9UuuCA1FMxMCYaUUpaUvATJg6FoCUmXd08odvxX/MhTMLIQKyv65TWNCvRui0MvpIeqIUn11Wiuom2iNDAG4IcdNGxCTgjDJS4gazdzETk2A8XFVQ3hOadIToTKF4lAyGFo8eHUuUDa77ZzoUfYLeozK1ESpqI9uIzxrMeCjZ3r24WwUnTZLTggACJ0h69kx+eb5+fqqPTvzKRt5y+aGyFcEGTvEO4Qc/2K6i50gCiGTATijOsD5fatDQ+bVyswC6/3e7AA30xfXTF+SOJkGg67Zpz8CaKSu3PR/SK4PO+DQuXl5swNaVj5RsaVdqTUzH+UJm8XiUTSQljXFqd1af/z6IAOHmq3erw763aNANTI1OelrqQB7fA2qnXhHuLCjLyNVdCao4NHCPSEUkbXsqeVaqzZyaXkvHgwyKmATV+GHbxD4QzJRdfoMMJ9qqOhObBBPhe91ekpXbXVoVBS2MmYEkcysFT44g5j6Ntj7BeXAzlm3CK+8LpCBWxSE4jRZSPPTx4s6LJ/FIGaybfmfOoYgNCy0T3hPk6BfsGBz5esABVyzTUUaJ8TP7G4APEdKarNg1R6dACW6LbDznsevrWxjpID0MZTq1CGcat6KGxdsrgz0zP8OQFghYCOY4cU3GQMYrLV+KIG4kGJkn5eVAnauOBndN3wKvvcBU0L8Qfd59N6E4PYXpmgT9MwuU+RyquB8i+EQT0ULOPlV+Dc+t8YhMdCt5SoFcy/9cH9pZGjIghPsU68FiKhKDoHoKxDLoaGxFzyvnK7xki7ALdAVQMVDDDgZLbqsake4KNgHwUxzs55Gc17BGDGeC+P1q+mJXSLYqclA8jsV5fZd4tSyp5YMBAlQeIsACEOdldJU0yNxLa4B2Im8xTr/YbyBjwZ1EuE51ffCmKZTlRtEyGRqUYPhTLR70NCVO48DXG1GuuD30OtPEf3/KaIGKbCQagifqy7jA8EZgKNxQdQK7U/uopM+QzNfucpVKADFytJl8ePEUqSfRhL+BS2zHvrzi7nzC9pnrSOObV3oulASvfjJKHFwuxUMf3nLCgCkzB9Z4WkBFdlQkGVSMu2sUGsTIG1e8B7nZ2vdb9/nCuXLql+2XpsazmoTV5+VMWoQZlzxPkeu2bGIo32576ZcD00cVOTyUji0+0hPPREwU0kIyFjmTgjtxYmP3lfDOS9+WdnfvOdd6PnD5v4VDAMnxNd5R4IdYzoOgVy5uDvGrNdtgEGVBDAsPmoHpQ4coM/cEZ6zoaoBEvNHZa8NkefP7DVC1HBX4QR7f7W4U7dZ2sm+JhXDFPOW2Nspo/UFP3DBI1eJ8OiOtYFTGv/8h5ZFxz+qN/o4jgQv60Cz24GAUw3CyBD7d1e3lXwHIDcLjINRkXl71pAWRU6gG2vBPSlC9iM+nQ1e586IsD0MzOXHGJHVwDqnymKIOAqANp8Ljmzfw1cWm+PwMuSAcVvHkkIy65HZjLdSIZWqH9eSD7+wqNPzCnby2mYdRxGzvOAeene5HiASRU/84L2XwcB2XZsiMPY3N/0NViRPAAO8Vt6FPsd7K3qqArYmOyUb+55uvabhb2DzYB3aoVTXc9fhKO704GvCk2ML6CTjkiJhFds7zQlY3zm6pa8pPKPeDzQxWEaO7BVeJYmm01odzrYIgMcjhavF5/IX0S9QdNXvfxOAOMKIW3KYMD/A7SBRLnPgV0obEsIquJWQAKJxQHOCwONQav9a1FHV4FCqVyv7haMRKDfHnMGPk4QHoGmxihkZqZsfpuZgHlmOlYlGTce1U/tjaO+Tq6YdmPPkGM8xPSRIl5hOVqNWjn95mwD6EvhkOAE4kP7jgIJOUvqYax2MCnpXIqKzJHF0cEtW/GAsd+2feIW5yGP7Iklc42AtlRlPzB8YsWoiBCtTZPFao1BJlJTa9I7tXsd1I0KBZCkfS7cXDwGT0AmA216g3cYrax6/Ghgb/qeacNFJAt+3nuY1d5EvQw4yCAAjSkr9nqCylz4w6MMmwJ7iH07ACN4V19yMHaze+Epk3Y751wfjZJeI6GMXEd0EP8Cz+QkB/pT/g4pi2NkyIgDIyMBR33pbydO2PY3XhfiDvrCB6fjq1H0Ql6aO5mTUEERE9VTNxQCg5z0hgBN4gmYVjGHar3UYMElq2AXREZoOnvZV9Z1mKY8Gq5F7ne6FuHyQGNgiENB7gT9fmO0oKZ0qMi9RIfOPR0UFAgPXR9L8P81i7fJ8MwK30OHyxie2z+z++sGle2D98iKN1cde0TOwVIf2bWAT+/PB2B9JoJNSB6SWhQIRzid+PECfq6MqaJsyotT13MrF/Q2trzTj1VJhAGBmrZgUkP8FgFdqsmvBSyrARhVF9yW0ZU8c9m62iZBS2uelf2JPQXBhg6ZJ7/UdltuKE0zfWAvNwif7x77yws3z83UCZzQwImlReE0m4RMAz62famKhVSYgMujRgH3NPJ06U3XceEMTnXPvg9UhLhOa5zEt4deyRYho3/BjxsB7WglAwqdCMuuRE0ytrGqu/Zorjd/Obj+c2Fm0Y36Rg9zQjIPlqJdVfgiaHXpBda9TMKtrX3HyRwB9hMm9mhxTDRdrBgzi8kKSkFbajDcFdFf9rapGwybg/HPf0oxlwMmo5ZcSxUtW0vVg5vZF6JXjQyUHBEClIeJJvZNQSWj0xNpt1zX6gI7m5704r4aoG2v+4jIaMdMROIljH92kwuV7W3qbPn7oqU6Pg4Q3AZZXxjBQzoCj392jtC/dC1yZlCMsxaQbj8Cp4VTETb4rvjc62H1Hx/bC76HCUQL37tOS3G0olCe0wbHvVBKKyQe2JRlaErQcHeXXrzfOdHVzYG2g8aqZH91328bw/6Snzj28P33CKdi5fHEQcPWRGyl29A3Zv3ZMcfa6P8EJgFhb3ZjT0F//9q30lePrmAQkogAqDsxyotqCU0zspBpOLJ0C9GeH0tpGE20j0qSiQq4DKr3mvGWAOfYRyk23ue2sXzLhiMiF7MO0ivHzOO8fyWtmO+8QCkT6zIuPFDh86yGnzINSDfB0+gFmvKY4daWHyaJgRDC/rsf7C9vIjwpufez1nG8BcJ3XbJrEuTfeDJAQBSOqXLbBWwRtGMdVlDoSkCjzAOEZokKT99c3Tj8BDGzwTpdmlo0AIM0lEjEPvHCfc/8OgYaNll7C0U1dACFCjDRDy1NWETfgKsf0J46DRqc7eFZoSN40qytHwQXFRlxRnPEP9C+6mJ4QY1tIVNCxFsa8NxmGF0PUwNH/1GkV9OHqWtU63eIPNzpzmj1fverx+cc7tk95bnlp+PpQfEnaQKOlfhL3O20AfUqo77KKuAaOfkGR/K+GiGmFEhm0h6n6OeEg0jXwczYewm3jyf5NS+PyO1+MxoeoC0xtcE7LdMDjqAwyIO+v9huV5kXDqYJKojmxHJTXAUbm9CW0mJ2wUweMlAgliM4dMwXi74cHj5NdemEsV76eNfgdEhrwcDZuUw1v5o/R06QoiR8nsQRsAUCCz66gIyKwLgYQV5y6Amj3IS4/mPDcstXPS0E7DWvWdYANS/iw1pD1JnEajtwj8L2/Nu0/LMBkoUJ5jNJDzUD2sfIjsyeGC45eGKt/pfZuz4EHLwkDOLUI1gUzLoDXVTGi0XcnwOvqg2L5nTpu4jnIgnQ9vuRfJ4RoOI79qt+15NfmVH48uGo/cQWDUHSv+xjP4AcvUZxAn2krzj43Gw0obSY8xL6+jy0qalA9AQS8gDJEVaxC1IjEcWLHQImpK1zd0/9YVuS4simL917GZhmvTpLUoIKCdp2C7sKQVcYd/WJ+ORf2QMNb4EtqVNyYacIVN2eohF3VMv+p79909IfTzjWL0F7UiPIafV6IpNa1BCjWyEostg04roT8duAF0aii6IofElcDOGiycUQkQsv3C1Dm+Ke/LwRuQ2FUMgueXnkSFRjlQ/WZFrKdJaKnPPhlAdwgC3RdQtT0kFST2vDI1SYSkT4JLsc0rW9r9y8rRYaMr3hRCTldYoRQQo5dt6z1QBPKUwKUwA4l1VC3mgMyRq56sZtJVAczJZ4hRr61cE/rguyPsIOjpNbmsVU1hEXa5zMFVv/CqOt8PKRxGkf/TNt0F2O1uGMeaCLTCqC4BYI3P+iZDgOt2ns/zWtfOnLfsvXbT+oqXeYeMrxYWTvpFVfSDOQJLh2xjZ7YUSt7iQYqiWXr/WDb1AjEOiIwwx+vOYUgw6dgdXLIqKvqu/W/bRwvV04Lz9lQ9TQkor06VkFmBDw9JP9lXJy3PQqX/9IaYu1S6LJctZOyj7MEqHvP6bry2vYPAxLDNrBpe00j+GGMGEImBQM7WaZfglJLrmo91QTzXI/0/LKxPwAdDwQceY/fsmDR2j3hvuTURTJfRH4MdZVrILdx+g4BBPBccd6rAvH3AxnPTVrHTYvsQLcGU8MBW9vkWtWXc7V3pB5ZoUc1ga6bmKXuUZcC7x/ew5V1AHyk6JAUkgBU1JtfCgCDOhD16MnPI8lITTF5LoSM9UuKgn2gzKwof3T71u8X3bxt/Pz8QJ+wLjlp6DWzmRtoHIUsstfuBZffPKYT0adTQ7IDC+L2ENqv2h5p2Pvwhs0Tz/zo9wJsY9/yHRZ+Cz8yVl7CTrbwHJ0yE8ubFBVFlABE9gLn55d2kVM5vnv6ibJY6/bH58WwnfDn6VwHnLRiCkOorFG0b3jm5j2+SGfhnhe09ffed8kxAUSUt0eNi8QxLYsWFQWgYuaIWD0I9g/RffQlvmWnz644DeyKk98qvGlNEn1XK4/yakdVAFx4uX3iDHqbIW2bTVNLxTLPm0lykx87dUBzo3WI27/KXfOvPbJ9z85l2aIwGKGxZQUaIExlr1uYHbsFUEmkxxY5D9i2e/EF+8Am/MCHGVo5M99tKBoYVJZuGzjT99iFca/MGjG3PLoyYDaIh9AgqReVo3O99GiEe+nxYPNS4KrkIz2Jf2LWzW0E8Tyan2D0ocjYMKhiRLNHTtb92cfNMCx7yDl3nQJwAbwvRLpD76yqXVp4cOFeHdfSBaULDx03XgRYwstJr8W5yZlPQEIUogdB9+JX9L6TiAhRonFEEKcCXjQ7k18+/5/EgerBcrlLqDe9X5WIIL1KavlkQGczkBDmVGTeVe2AEkCz94y6a8lv9myfeMt9VOzdmVdbsaA9Xh0aGvxnGssma+57X+lfBlA+RRg9XgeQeDyQZNZpylu/LEKP2+Iynqj5gysr9tOHar5usEKE9CGn54jJuj9+Uhg6Kypmy5WCXx4lFy3Zm5akP4vO7WEM4a8sjwvbf6SPFLvTwDuk4CuDtC+/WeRt9jWFlFKIcNqfHnUcIFKSbG2gIZubAFugrV90ouGCAAETAXMvacDUYh5+4Jr18+54pXLrYqVdw6WOaM4XjxboDL0VbTH9iMxHFgogIcIqtrlADjjyfxxQ36C7HAgp1cJzaPt1NxYeeHn8uxbr9pI6ptygwXGLvu9U1s8vyFm+LgBH/xufVA0VVNVqCAIVu1tY+EqdAPbTkjyXDfpEiP0py7qq7gugrhkTVWSco1NmOpbfvPSLkW1yvlKamaMlCTHTfwmAOJbflzf1tYaAqzy/vaZBFAAtmsu24Ol7AjtLO/x8Ajg1UCboJQ+PSLwNdkVQUuoHmHocBr1aeplqqIDmtmshZSBSdFy5W5tV3n1f4tfv6ULQRyLLCSGn6laAwZMYAg3eqYSYfkEQkyK5LLpUErvc3eQwdsTKNW1KO3vM4fQLJt8nBKrbTsZxAaqY7N0naG2G6ZR5IcFgaVkYRlYBJi9OpU/TAPAGXIwLgsdrsTmNr+RSoIKZqtutugV2dDQ5si+AkbjpphalvnH6+wFj07aJP8iQ49NwHMDVVz7kfmy6LplowqjnFwZQajvznzrW0KZ9gNSRS/VkWj89w79ScwcBvLDnXW3D9kv3l0LcTFSSCZrb+k3IpQHr7QN2xqgex78OfIzjI58GfzFlMbvZm64NOm2535+/aO3tXGlGmX3M4XRaX4igwobDAFklfjUH6E0/73pTDatAXNJMHIyaZldZ+f7tIjyjlNiI1f/jB0SmAPgGzI26vGBAXPgAKfLqSGQxapU3mCLUSTDVrU7F69wljpfsX608advafZ2r0sNljS8i20bF3IBGsvi7BW1wtF8wvUMATW0qtqRl1ac8C9xpXv5dXbEjS6+eVxQEx9j65n+1rlbmATfX7JhXDBGTa7ceWbKjTQteEMB8z08nFxytD2ackUnLjqn0NCWv6GtdtPlCd6PF3042CyVJircOjHjWe5uEY3ltxbiXz4kDZAtGYOXac5KMT3PH1RSPClkq26SFXjpx+jHpNGm8vnCrI39D94QNVa+HYrW4RgGCiDmXRjpf0uTYXJQgYIesGEB/9fxy8B88Hxzm66RF/H0iXNjW+4Hg5h9t3LMsaBt/8CveMO0CVF1xXo8SNU28dlSTIuX4CC/LFjhWCzD37/IfANDoS8yPBdnj0CC2X4yLlUbWbT0exSKlW4BhprgvgRF2H1lvLjrmPdov2u/7+e435uWvDwFILShSGCat4hOw6erXTrxV0LJqnRdseTouhzfzoiwUJ1Edr1qEjvQvQLn/zMpFglcg+mq6wzTIGVAU9JerZLicxGU67MLWf8VdpXv3rABc5O3URs6PLdq4Z6q2L5LBDdygoiijtGixzwXwapt2KHxru2bygqOQjHUVUQ1DMZmsP0xfXPHU8TAaIUX348jfsHxmBCQhgTn/9hA6hOHCa3SNRqkWsSCENOgusAnQTH2OivrnVVvbCFCA7YijlFkmZjpEtbQ8dxLsytzb1v00b9HhgVcgqwjYv/txv6cPl9CHlzr2mhenLAG4uvduugb/qkVli1ryR14TuhvRnXnp8+HGicEXn2kOPHb379Acq6p3avLXx7Q6kTmLKbjpDkDJJbapOdCmogjslpjgx4snpkNWSaktf9Oupp0zFkPHjxLzpmsmm7nIXc8bZsQ/7xIVhYfOBYBvctC2WosHzG+HKAsMIBr4tb5kVVOnBiPbtNy7lbd9BM3xEhFEU6n4MLQf3XIV4emQt6mq6SPk/SIWNDdmupG5OR7kr8noD8X6Z+7ht0ytQnRvYO1IYdt7Pq+2YsH+3fWOShgouHgwAhCK6k+0GZj6568IBuhtCn2lDP6obZwOERQzx5HixcsaVM0rtTpGYXvIpt+8oqCuv9bvgXmayuSoZhaxd+K2g5o4FzDPgBd99EEzgyM1X5dKYnpAKWAMUDcfHc8ZoKhuCTtfWDqpfBQQt1J5hQCJtahurwJKbeDj45K6PlAa1gDeSUbI0pGnwI3DycDLX/7Jr8hZtadl+YQT49rztrRO3YZkXyTlDIgC7C1101tvu1Qo3p0zqsWCP5DYufPbhDJZHBBBQp9PjDH3b/LjFJp/ASbv+9LU0EEffG3RsT2HtIR/ATTs1IT5LOc+MuVooNIBTNCvecP0CI4Djj56Uqe0pcsyp3buuaBb7fqiXB3AeRDa3ImKnBb3SERgiKwg7aDsyQ6V0z+z5zKdhEODGIRMoxegYrvrsFcnlxhlHgiZltVoBJm8TDtN/YMAUAbNOXTMWLSkKOgLEINQULdjqkhM8GZgYMcWYkQzPTMWHduFUj3jKFEBujsZHRJ1q4CXdVOzDru/hlyiR8oSjch7v5Vj05lK3GKz7pQD2OVwAkVQ3lGVO8R/zA00h93AC8t2iNGbIn8LLwvCiO2bwnN1latgNVFLho2mA9HK/7u5EZg1APSUt8/aIlN6+vQGtltFUrz17f8+9uOr7my99TcrarsLhd+xYjxeQkCUuDXyOBh+h9T8p+bSU75pd3UbHxz2fASq0DLwRSeuIv9ra3NyYsHsw+skQzxT7d15cg3P5SfmF2wm4NCAo/eFImPIMPpZPSpgDxqYa1HLFp7Wb1Sj6Hhsu9wvCxCK5Ug7GcUNN9hcmkB3Rtjavbzu+fqcybWwbaANNa3VSOLRBcqbArII3gAQar+eLhVDYUsMcGguoGysDl0LNnU/c2ZJeJbn1mt0IBWbDU6L7TiVxX/+NmUchdCsWyJg2mWl3OcT0rrjDblsqNReoWPLfVJz2cqP/GbP7/4+/vWQqT4wZz40Fy5hgRucvXUom3bOuTlUtLkvt3l6aX+AfZVD6A7ApieWlKvgzDwi3AAo8DDGyxo3+D5AuXPp2JbZgvkHHriurZJASgXpTBrs08vkjsaqhq6YBOIQ020i/C8hi3FYkzQJwFmy7u2HyS5f/8Lr3f+0FG8Yp81TyY/9hh6xlrpdRk0v9+gAvVvk9iYK6EvoAEH3uNTEqNg2rd11tK8urOgEwJUFhEJ736gPATivjwism5O5ghPa+GAfLFt/2NPS1xSuhICtLwCW9KdYHqqpMfkqewgCyi1i77MCJmiAxzBvy7qO5fhhZ3LP9/4c6TtUpTj8YxtJLP+P+durvUSskWtuSCoaZMAGdNFim9Y45P4irL8ndj6/eEZR3aqJ4bwnjm0Nbp/ZoxyACuPhSnPvGkjTnzMCINSVAqAR+Jqv1GdOoWoOyNTkWP2GdPPi3Zj9xIEFh7bXH3/+zht4556DCvTJ0N6XTJZoYhGPPzKXlsomCnJ8uW2D3ynjY+1lMx1F5mpRkbMDpx5MHI6TcRB4M0d1QXXbUQXTZ2eXLdBt3ueWZYvY2NU7wcGJkIVr8odeOy6/NRuqlhC3Pnb1qywDKKmLOLTUnnBbCiKA4CnaVz7c/fzjdx9vq/TIHwV4EPULw0UVjhM2L1czSrsHgjQBfmHH8K1QYi7GthWYl0pZ8sYN5Q3bX2+dft3ccdg2FhblzTQ7cCJeAaYAPLZ9GtgOP/4iCf/gwb6AH74O/F7q1tMyjksJIH2l5fmnMFpYf+6N3/LPZUotg5Qew2lleXQQwevAjlJpC6H8puPc4u6xdVcH/EDY1Rdxpc6AtHrbdtwknTTdPuMAlkVdACWD4KwoXBTKa1MED21a+/pOEve6TitiBBbdnZbcY01aV922YDiAHwyI7V8bOLWsr8GaV3dqQHErb9y4zVfNJG/5sbyWX1/RmX1oG23jtRXJhiHSElbpYV8TC3T/XnoBR/O2vwWtb1Rsi0K03F+bNR3GAmH8tiMUro/kOq3UcsN8rBc7XlJRl9fe6O24/7puX2ItbYwAa//qQevZqkkJhQ+nT/gNhBXdv2sn2JDbxWHMiArFmYzuAjGVbzzdclPwX5UcP429ifnlR8d0OUrPBKzHutP+lBKPI2CadZP7d19Gaj8f/men1x6/wzGYOFO0XvDC7onfXxaE0oFAKvmQjJLeR44+ux/YCvS82u6Nq5YW3mEpKRSGZBeYy2taomI0NJzx4YerZz6nbRAiSjNeWJc29bmPt3qf14DE1PuyQ7QgA2QLQBOpo0VF7mpgcFEfDuODTDKb6zcKhHTWOBNLKJj+Q78PW71jWULENtPUOMEM5MWZNjNKuM1MwmmHNqXUP9Ayq37nMigHeaYxo//04WZzTylsX7hn87kfVNy56dx/vdMMnmxbF3pacRow2bFhKr6Uav/o/SIBslJXTblQq4S+5o+BsfiYf9vTqzaN6v1937iOXwSYGIqY9FbTEqTixO29tPYGb7Bf4Ht/LVLgB4yOfGmqYa39m7xNAMZfgpCQJY+LO3WbcGgJUWt+EYmnFI3OyJjJwARVHG98Ltu/QF+1FbA1zkskx6Jn0MAo22Lef6PmMsp0k7ODszLeXirIqVxIyw9n8uD73Q1hDZQKm+5Irp2oJQEk+43ypNf4aSUYdJVTGfhIg6Nt6bTiaa82qNguBfS6ymbvXzntwH1HfsG8fdO8X7dGPAkjteTrvh0DuCDCs+4SA9i0j2Om00BExXbLscCRe2YSyz62BxJZWrAvt7OUrq/S5x8BQ8LQzbDTfOFnGTd4jq7aNHW6C+TugJnqxkStLrl/vZh8ZrUDNOpslz5GXU9MtwWsiRFDs5Q4Syne7n5+sg7tc6rnjf7t2jdakFeLdIsIJ5MX3QHRA0r9cdX0iBkWNq56sekdu098lFfrH39kWy6DByqZl9/w9yRXtxye7BZZBXzNSpKrUjfil80AY3UQQ2Q4TC+Mah1AtyVeVErRjpL73zF9Y00x4CViyp1R4orKYjC+oUOi0efqoluc5s47VjCAFf4HhFQS22eGHlp0HNvaE38BVYR0M+1kKpQraqFYnLf6X6/dLwhXXPL2hE1VR/CZzqaZTnO47Uotbsz9S8K/QIdT+UDbNnqs0aeOtpD1z6PIWa/8dGUuo9vvmd0IHH3J1p7WcibzWug63nmD4jwJf/kRkUsRzEveH+Oout8BSuDZ5h1L2F+1R11Zf/foDpH4/qL1Zi5qr8o6Jd2pmbIiB1BKb6BtysRugLqZcnHsIBAfZlGTBvZrKfOM0JhvfdRXjia91pt1aKBYokjDabrP97vnIx8I6MhYOTQRM2U4wNpBUdN/2BklNFcMP6YAgYzCGvdBMXB0tmD8wVV7HX2CUbf9oullKwmCCTqktGAG31XaAOps5XKtOAUoL8EnJTM7Bz5DLwDPkZKZFYOiDAcjPeXmpKSjBTFWesFNofCzv9LFAmxCHy3MNaxiu+0Ez27PRRF+LyTaZugL96D87N8n3xOC6/SMDI4gUMB5U2ldbHntjYA56I6mJmZmv5xsZhaZMTKkwNPAjNuEx8EOYnXpEkOpBlHcWDx0lpc+Xrg7cWP50cN7wrGfvw1sS48lCZdCbJOgUTVDXjKyjZlF/h4jp8BunPnazQ+Mb9/t7Vn1NID0J0XNIcJhtAAcXPVHIKuwTmuVGiDL0DPzwiWDGZO/jEGuno9NkwKu8PvTWftNFmMny20PDfzUDrYtjb2HDpsejXpan66gg0pi+zSWL6oCZBji1hmgEtRBcSY7MykrcJFoz6v1lz+9alOYOp4BUIxoRkKlJFHrYKC0KwYJfOuXxBxTBHBJSupIqrlDAG4fHMUFcu0enabwbYvW/qYyqAtSZ5IVba+AsVkDcvoCjhmlaGoGcYwQDO5x0NSB3LVJ/tembk/Lwj3PxzYsubxjTIqQSe5hDwE/2i9g+hUncCi1IeDSaIU/Mf63fpLSjsyImwP5JxzTCceCfQlHPhibkV70jIuHVXnPO5cvfP1Xd1aU56zaA3X+8iPbZ6YQSMlxmP7DQV91sdqS/ERYabyF+c+97mrlYX+s5dtgel8kesqhwcxM4Sbp05WcJG/H9bpBArC54JLIHodGD+zeZhp2jCEUIOHE0JXSLk75EmbdkP7q+eA2S0pkoIlzrhsAB9g8dSQgWImzFFSUJ35R/9NdFYCtoI2RS4vktrFyzaEbp9Vf/kYzLh9R67fJAXoB71exlXcEeFG5WRQe2bUVTF/9kN4o4uG0Ds1ceFLbcqaoqQs5u5bYJWJs98Yn40oq1kgbzpv8Y59cWX33gv3dgeZe+SWRwWQz4HdlOLw0WuevnkYPNNARbtV/Otpbd/mlOXmPZ+UdENDbENbMFuaijGp4k3o8zJD1njW/9SWkppt+z8qG/1pj+ZgNiRQ81Z69nBaBw4dNC149lkr6TaWXaoVPm4oiEcV4U2eM8VherX98Wz6mvdJM1GSq7FUS22u7lZtbCdLgn46toUDZB4jlQFxnCEQE2PZorJ/vySHROEPgoV/YHzSN+lHAQA2mCcHDJbpgL0p1aMHmJU3EloPNEJZG2YRQFDugxt7Sgey1W9rAdludLfbsw//mLch8emrCmhPLYdVYMM/f9O1bAPE7WP7xYGnZu62b1sst2Ydfc2ioRUFTJZhUiq0jtYrzeU4RNj1Iw1+AAjbmdvtSHp9uYb1gshM3AxGBOpusvIbOn8mSagAavQYytYOt490LnNrzvMb7awce623qLg8i73xXMxtkGIlwq6h/u9foONdEOsI1stqabB3VLQFF0gdkH9vT2NvQXdRx7BXAvteKm07yAxWQcr+lKLIBVAR0En6wvfGc2xDmhp/LUHFxVPbaWB25WYM6ATMUHmI6CnNJxQt7wfiPXz0hoL8aZcMDewFVABEVpTI+CHXdy1jIUejOP3TslaNdr3+t8AcLb29Wbl2taBDKNBmzj0HAptv7Gtqox6PT0FiaWOIFooRWBzKQS9J/cZc328/RCoFSC4wVPbHM2AfrNipQwble8PNmzhQuXhjr2H5Xz8w2rTGkJwmUrgGl6PSx11w/UX2o2l3uiwTAHY/SdgBB4qvLspdMoL++u+A94f1uXaASIEQq1oaTXioGgGPIex8K5pMMBW/MKGYv0mzGjV3BzAlRkGMTjueA80NdL0xQdbvx3sbHn23GdummNd4wJ2w6Y9/wp2ipkji7x7G89IYFh0QuDwK2y38dfu1EXyQajKBZS20NyUijUQv56lWPvw8EGtkxf4FsDkBCXJehHkmpEElhVDe/ANvF5Y5ToANhEhouGLHdy3LBBEqbosF5QgxNdaoTwr1CAOzXmpingr4uKZOYEl3p5u5X93eWdCzZcSbGKg8kenrb1070J0ln+RAJEz+NVo2Ky3VbbQgYK7x8v/mnDDeODUvEkF11qYORYYaVqxJAkp9cLr3u87+6deHxS559fP5DOokDNxEIMAx8KmqogqeWNL1yLZhergYyCpXgTi76uJDk/rTI1QVTakMPiYV7IOH38siJ/alxmJCL5hJcn8LCYoBlnmHPjQx5F2sHLGdelPqA/LZ54wgRjISwWL19fLW2RTYTwlXhBcIl/koZUlEqQRVuT0KYyYvPLeoct+ma179b2Ha500EAiHd918r3NCQQ3CNX+h0l1f4Fuk20YJ2/YD/pHBY7Za4AS4MQSywZoH+TQ6PvuiTJh85VQosJEsfn3BI6vuEXU9qKbntkIVbu7qGXFB+xRhW0TI8UQCPuBHBEVjv5OzD4+6+WlFbENjMW3mdAI/fNzOelni4gLAIUtQEk0KSWmJcMiBsKql2Bc/1Jb7AzAK1J1HQAargegTYGxaH8SYeeghabsHL1J/wkzyKVRDPMuCK04JAIhH0blnBkd+DjfN2be0o3xkSHEsgOqkDAl8AGSrW/pM4mdppkkQOQKcmIUJK8ZuSFrQENsK1+5W/mh26RbBpKvogBcrdwaNhe+e32ZyI3Vd6eTFczZAcJYGyjj6xyNTle07PQAHTBeLRx/948WBFj4dYO8cf5Kzd04ZhJfEgIXCaEwHhJAKiVFYrwgiIalRDxTMnKZA//s9aBy8ZjuJYStE1Mfa0wxFUgrqoPH598undB+z3VSzUYvoNM8Kqooa7YJburXykJBVxc4waIR9R0/r+orptjvz6xPCB3iSw6qia2kQD68XvSe1eCqR9xa5oZhNJsG9vaDGbKS+6+/hMQiIMVZTq91HT4UHQMDXn1w0nHoSFlC/sAbFuBrIIgPKaiVCLR4lF+qDnk7p8w4+bDYy/sEh0z6haOd7Bj3tzgek9bNHnB1CBdHk1l6ijwQKKx6NADdwBq1KDh7uTDhnpeKHGdBMriikvbgJlAUsXphWTmOnNQAuMbbzzReevTV4/vwGXLcEQbGj4OKrIOsw8N0JOxWkinqcd8NG//vza0LF8kJjTcXxgaFCA3NYTnDWXWZjpNQIlL4VvfHIBEV0HrCrLurIOK5ACs8KMUIvK/EvOBQGMv4KhMHXCKNfik0B0XJO4FCJNdRZtImBoYHVAxvGMdJaLnTn2W13FucXes49k9H+ddUln0V1nlT7r/myLaWxYe7fXdPmwBeuvJf78KoL+go9aSn1MgSJI23yJXC/Ro+Ai/nia1GEJNCxyxDWtf29xf/dUfjfhwpPVZkidHkDrrCPYhm6FcJTPjthOkg3VAX/TDbVsfjAUrxrZc9fj8Be2rxM45K6aK6PBHmdBb2L5oUxCQKvZj/CegbGq8814uShwUArJ2Ag4IDz71wFhI+BvPD+svanASlV9F7I+MhECWhm0PwHZsfrNH6z7vVVEP2ZQ6Xm8UxtXYIl2MNKgJqgkAfcjTfZFJgaOAsqjV8xiBkJZ9mNZXImDe/JMMzqmbFxK713tWsL8ZpghoQwoukiOs1fd42JIjpCAcA6Nje/Uir8HJjyySJ6EWTvBqqe1SuW0Hig51KlbxOqnLgKZy3HH3ol//8pJd3rbCA53+lm2Jj7TstZ5WYHKK9prVqerG8cJMgMt3rqy1jTcHe/5/HosxZCUZ6f/3NgIF7QSArkbb7yvBvFGLzGENOuZSNSq7e8HLtvozWrAsodFxT/prDZJCXVRFPgJRIpND8XUhQEHTUptMGqxBpaFFI+zZXDk2VFAHzJrJdKxci2a7NFkNljzsWCVA2kY/ut2LUgofk8omOwTNOjXQlAU2dlYm/LEgEBMETJclQuYVGNCJC/apAKeKuKFI99GjbEzxD2NlgOmUe5oHPI2zqtvYtHRi92WPrw2EbBuXvmn55HpN+SOJphsnZTQqM7mtvRLAVqgjrfvpn9LnqWoS64yAZmwB2OAtME9/YQ3apGKyPQOw5Sg4li+2HT/aP/NQJYzMuCuDNBvbcVYEwNq/qadNSjI4N4hnxXbxowNr9zw6+5L5d+o0mAKigPSCjJABhq4B8PZb972ggMJHdx4cQm7AzFsiWO8fL0Vjm7LBxPwPelzYLLp7naBEdYTlvu3cH/A4NHlMAChvi8C9mR16VdT1fv6MB5+L8Qv6n4R9pwvBrWTs3XgomfpQ+gDKxh8Sr4fzKUu0cRE4J8MjZuhawg8+mC66Ajrr52k8ktFOd6c2ya8YRF0GOKBxGbCnWXpLI5E/khS9krtJJff7HBIefIm2oqB5/mYQ6QY1m1mL3h9/aO1PTj30RtXsEfeL7ukbFz2ZNhxqyadHAHc8qbaTGj0FgA2975+c/qF0H7A0G8iVQuZjo2O3d2dJqd/F2KENwTqzQpqhe/92uFwn4SgpJab3p9SHIs2SdUBFbhfDhKPQSXS7hMhpQ4WRzvizwHygwaoas2PJc4i4JJIpuMe9gF+B0NuXJiCBp87mDcek4KiZV8kMQreoMBmNEeby76OFkfcqDVWBcBxu78U8h3jLDknFaVI7rFxyg6djuwD6ugsAVIy5MAq0IIHw9K3dha0fLu5Qbukc95hSGzUPPfc6L8kUPOYHa3+3v2x2e36To0CaFIzp9ISAgNShzzJ6pS889hAsHNuoVIuizX2J8JsikvS+S/ZqPuk8TGwC8oRtwv5de17U+NBIpaHNGD1w7qbbm839a05HKGq6PYSsQyUuH3HblEVVvzx65cgKj5ma6lrvRRk1LVCg/XnAECKXB+seAYVwOb54NKV2MNmI4gSaKfM8W8nHvC+AHUD/Zl6KZEwQYJ4LalwHh3YimZ9r4dW8ksFzvCq2E2Fy+gKN0xP+8qMLj5wvhDjX6+g6htwXqYmmud1kjlYBVLB+TeEtdz51mEz54IuQZPA3WPbTMWOP9oNPLvWCyzaduFiStDAOVdmqUu6adkP5UdhZGSQRhOdj2moRSu7fVLJdt4cXFjMgtVe7CzcIdBVEUl2O1+leslfLveGLzLor69X1S6S2fcrUomwbYWuDeFNytG7lej13F0Di7/dRcTkgFf3GqSHvw6ng7Uw0nfLHTPftWF6+oWo8eaV4uVVPjtkMuXCaXo1xwD5QPf+XzYw90wuG3tyU0U2SZAagQtlYMPA6EclgAwkIdB+CMV/y1S1pYBQ2IFefsUh4ZRVM5xGXeAsss108lOxTIi6tKr0OJOU6r2f5ngIUK7u1YY3eijjwSO9dApY0wMjlSsO5TboPjmtB7NH0wEMk82sA4PLH3tnGmZLv1qdMD24ge57HcQHdl33jfZu2bW/R1v/1jXeOCOXNf/v16o4qfXUoY8mZ2QL3f29E8a56yD4WkPkNP12wIXmKasNc0RFAXQigvX95+D5Wvdo28fuqIMUObCmLDsCPagKoy+CmoxcKW3zBnuMS7GSYTk0X5jMzzNjypPwcTzqzhZzamMmgnGD06e83f0Ub15J3V7jo/apAGODIL8VQ7avqBiLK5JyqiWHzk62tVSdCoBCCq4cmNkgmZcs5tyYgmzmu6BUBcB2A/nv5tgCs3zlhktMklcgRqCXCn2jrtUYp+gilulWh3kbwwh74270atld++pC7FNz7p0J8vxPsQzaa82YaBxeJ8SPWVGcpOqAcrFQ6kLDzdLpVEAtvL3KXQJOdAJRnn3s2CvHQME2OHdSgnFhnAwKnlMou2ULg5cozM8UnlUlS37yX8v27tpqx5Rnk0QHWTv3I1Ve+Yel3AkWX3Pv+O7u9tuUHQuzP35e6AHmjczO785fTfuyXLVctX2QhpDox9qYnSUvHWXtVcl6hbn750VUBK/OzVY8VhlyWB4EYzz/VK5tHNs4SFOmgzrPkw/SZ+RagIpthTKIb3PEQGXdPJTkm9TKPI2/RvXcE+yCvltFHdonGkrq+jDG4IV0cy+5mPCDFgBSvowhi+9cGhlDQm0bXEIAHXP4SMwHkVHC7AZFARaLFkzZWxecQCYAB/eqGUInebz1WxmukPBtfKqX0tBTXdk5qr4m2ztpyZe7Bii1L45MeNWYZNR+cUmpthR1mitpoS7HsLt7QKY1ZZibaZBEUHZgINg95jwEyahQ/I6WUA0bxM1KalTq6i9uLZfcko1ieM+twpDLeFhup4ilRozheUdhevOVUjTwXeVAaHqtB1Exjfa5eFstOswJhcv1kmEyxTzIiJbmq2y4SL5yYsLHfe+X49oUj2q55PmoA9mnmshi6j61dkitIhOl4EBQcPyrNoHuqsQZeQ+MwgFyLrEoAJLS0HGkHlRAaIZ2I86fCaNfA+2iJ6NEgMRgPippUWncVmxdybHtg/dLC0kVHW28NxG7SxFgFPRyP4sYKf9woMSqvC4JaWto1WvflMmeRILOALpjmQRNUlFdNvY2j5OYQrbO9aNn9H2pRy/HemRyUbtLP+qEnHEusjdUpe3aO3v+DZBhlKD0w4n3nR1b8cr/mCg8KM39sBJLnvuY6ibfy7yPvWr7u2fxDNeOObJ+29MH3j4OvyY9B3FTIpL1osQIpwQcPadCGYKTut1DTzDFZ4wH1kaCYIbhTtwl8GwSR+wVGc+ZOSul81nkv/fbd5Tq5Z0ouWbtANz2JLk828kJKOZfYGKCPe0AT6IgQboha5n7eQqDGAbqQVQ3dRevDc+p8DQ5Nwm3/yVAQgAJugoDEu3mWoBdiGz4UtMyLDJP9DDimQuK0DUzjaAKg/GhC2KMgVM2edLwEEJPB0KEn/8izE1uV0uioXkBXoVRgoGryF1vlf7mWLtPLph2aM2FtgWvl+I+WnZghQ1E3GXx4dQhyFQxB0fcEHDrshfVowI0CUBGThlknFFR4oawspvdPayWnL9AIXC+bREYiCSDp2+eMJdRl3Hj8/WcLdgK3+cuS5dtNsPIcns7qAvam+H8owzKhA5OFKkYoInfCsz/MJRZcYPaxtqqhOzNLdWYVBk0HEs1M1UKAkmh8EDgPalBnyHUR4ARzYMZiBhy+DNEsYxxJ8Pou45v52LxP9tbZYsG+V5fsrBKCZI4LFdvjfrJFoLF/5oHBpx5MGNr6heWP1slovD0tGIIUOqDc5M9tyT/045jeLygUXcjtUyIwV4RIsqBg0qQVnwRdhMH288UMbGrekRXL/sURtMOVUxkSm+FOvugBaLzS1RNrEHv255sCxYXhKr9H9myv0GVzk2NZYgm6SX/zfztqnOO4mPzNGx9+5cEDnbs2Nec+v2pxGa35QfurOqi4I6CfTucFU8ccR24KNPZaGZyVLcJ3cCUglVCqNoSW3GxaSPJOmRvYWfK4iOU04yhKz2ZSj2lXwE7egRsKgrB52cglsc00+GceLaB7S0Qk4xlSbMEWQBFTC3I0j+3VCArumpDebrrEOpN66fy2CTrwdl7twgW/3dZw+joXwDjrHDAtKaE0JQA+WiBoxLd+yYTNV+O4U/87HzGs1JnUUEgsSb7dC1B+FA/7WMtchsgUwuGcyal3d1RMPrRb6IPCH3uvrzb9PC/4UJum9cTqKn757K5FH5frl3vbl5cy+saoGww7EbOV3at+w6OeX78EsDH4eKenrX/avAffF4mdbsBexV/e0pMPdQOmC7c38Sc6S6ZVxPRV9QAP6TY9CsNtBGbrv2+v9pc8cWxTeGZCPLS5f3O0AMEQdVMUeG1tIDxUvLXcn8yzWNVQohp8c9nIcMmiB4x9PrIWBG1bWmdcMm9CR2aJKuvCjBfI6uPj+zsA2/h2DX+go2nHUo/l7OQ0C05hTZb/vFItYpv7pyVF0YBFSEKYfDxkIHCqtgvIChy+JgqfXjUxHBNJ73xLjg4BHpkfQDlwbs87GxOPtiR+9Kz25sPipJq8i6WkXgJtuGweqraHNWwcmV3NdNe2sP8tPU0KI4UigjnuG29qBL1/JjNKKwI2MTT1Mun9a57Wum+9WPC0raGx954ftw0m8A9PcBMaAO9hcMyqLSvPpH8EwE4QfvKfP8y5d2e2f8FGH47li7q3j+ga/9yyLJwLo0Rwsg5I7x9n4qrSL2/39/iCQC8o+7GD0d+ikbE8LF2oapqMAo3gH03/xI/yc+6uGT6iyQDKy1XNf/1RYqpv6/IFco0AKpGalf7AScbcj4cEyqLDkBB8EXBGzSun4gScmnABv3JK3Ncuo7zcscrTXqjf8CUNKEwya4vmNpMGHpC9tYJE44zHOxcc2gZkB8w0vhqAdflHxQ7KL3UALgRgPcjdgZYggXm9YGV+zmC2PhaW51hKxvOcDoGU0iNlXMr2VVKejWflSenRfPXQei7eXSxlVEZs4ovk3lhosL81T3ZPklJ25x28m/ZV9VJu6JStZzfI4tpVUd0D2EFpYQzQPV7KeOvZeI3HWCWljCdLbstJUho10lhlnJWDno/PSukxJehzz0hZK6VR84xRHK8o7uicJM/GO8fLv/5T6EFLyDaKZeckKWVLnpSyVT4ji1XMbL/CGmD8NCDei2SkcFK2PnqFGHF8/azaqQuextMoIPBWbI2pRdCsOZwbMTmUCiOu4zQonp2gPphzIXCq5N/S6ydjtozz2u/njzwK3eaHDj/MTeKRBLuXS086kvb+wbq+sY3AH+/AUjIi5Qar6J+UskN6Wouf7Bzo6Ky7RQ787a/FUkbl2fqsQvKeacnL7S7skLKlWMpJLavigPJGR42UnbJbPiO747oTcIDDBqBYdR3PPWMU15o3D5mcCCmlNK6KthQfrIh2pG4wcSlN6nZGpdxiFD+5dKDTqOmU5x47ZZWOlAOt56KtUspJ1q+ireqw8a4zb6tu14PYfnStDllkt3oenbXcP/22ivGPlmJlkNYB1EUSGEecL2uNNi0KxCB2QBEgLck6QkaJjEj6QcqKngX65fVnKoc8Pu1TAIag5/5AV+/IRbe1A7EgDR9NGDHgHfIDlUTz3jYCoRh9MIZF+UT97I2sngpj0ldlA0behMcxukGM1qFxxp1LPJAIF+jwSUoCMJekzo7QwP5nvQ4NwLAnPwewgzvT9cRGq1bvh76xDo2nDM29Oqq/DBllp1d3ue3/4QGeraQL+hJZ81QyAqdxJyJK3b//8dBzDUtHybU/2anVdcVge0h78SZxQWPdZCJkCuXEOpZMOFLlorC0bEA36ZFLzPQ3zSSUiWb/VMAGfaDJiKebEVjVvIdDwpcQC/cc2XXPvPKjF/ZMB0tpN7TUShyfivpGeS4BomaC5tVEifOx6bg8CZDYNlJ4pnrr0TxvheepYw2OOPzhzyssd0wjIK07WRoKzFAEncS9sDDg+FFZwPwiuViTiRCxi1KTeF1IAQv2lwERu+nhFREKCK8TsQTgSHNifoHd9rMwkK/TZUbxqyj+yDipcUQ0Qo5tT/vMkfPv3Ll7YltJoGd0aV2THeJIHWKmyVRwHgSDU00M+hLh116sAl+uPWMIeopAuAWvvqOZn7jKaINwhis0Q34zmTqgyaYI254zsR3zy245NlUfE0m7jEMqrvB4WGvqiT2mkvQGNvOzCQyYgIaDSjvFfvdHWuIALdunffvODYcD8tbvaELCM9EMk6n4c2Q8YCvQAYMucPvNM6evDvpAzZwcgNN9NPYLwDYxBNDWd9o07aUzJYlQ1G3/IrjJabrxDqnBQ7ptL72BwaTJ7STYFVQSnWMP3e+lsNRPsK9hfnmOeqTAUxf5lSW1m2S+3r3GCwLv/2TrR0XDV5f98VhRksgpJzwxnKS2EbDdHzs4S6CBV4rc8DfTqtYMMIIkBLT0zwQZQWpy/mtBtkRzTCp50y0jfXXAGRKhBXqlxzHPXJJWMoeoEbF7+TB0//zaRcf3b9vjWH5J24LH+neg/LhiZNk+IoppBxYnGOIwmggXdTzY8P8KAPAw12U9MAIpKzSADjODjJV3N/FgTh8gHxHD8EsOiC3ZnYFNm6b4uSQydudgKQOa9ZWXtOlc+lQIZH1luQAftDlNGoZwJ71T44pTrYOQcJZsrz9O3cLZz66svvvbH9xf/5wv43nH952udpmy2tVMRgcFepuyijp2BxwQJmSqOkOm6t+dRPN7OsCop0JmQszsCMTA0FgXAZy4BYalU6kRhIqyD3t06igP2vS3AUVTsYER8Q8ANNuO7dL7dsxfvujwpY3KjvlzvjN708noGb9Ax25GCroJgTJVv3uoK8bHVW/IbAHggn2RgPmpG4sxxWnGEMrNonzTtsDHyqKQDDFU7ZOGAUFC2AreuKc6lLfomJeEUOJ/MGcvJcd5IaRqCRCm/iqpUVYBw73OORegzo6Wz0fLnl+qdzxb3TNjcZenY9uOe17TVfH2xUdWKKwFAdxve072CZBo2ce56db93qHtNABijTQCNqFTR+yD3dVpBmwxWWfSNhnDca2rkqySUib8/P7rAD+6nlR2qiTKBo6sFI58mLB/zbSdRdmdl32w9Z//1obGySjYJWn/yqjBI6/SP6BW1Ibzg8NGEAGgL7051dN8w/sdDRjLldiQ26tD+WWBGCSjnIaB/IaA+j7vofyGebcu/hDqfp0avQSIqeYjZDN+RbdtbUMlnooxlsDkqIrRfLDL0RzM2rtz2ch/v+3pY5v0Fxap3/q4bixeTjPEYJsJFzRzFNFkqpqLePxcGMjSLm/dLbJ8+DE1buVIXSPjDhMBEF5UZMVmnRN9iXYfxPZXyo/v7BNkiCsCVOyvOlbeBZuR89DNfrxGJGVhDOG2s481p0757WQven/gHbGjZ87Pq8a2/v7gxRRMgy2mKzMo3N8ZkPmJLEwPq7hJKi3VSoCLM7uE7Zc6MKcUZHNXs/GSGNSSjfSkt6AwQt4v3+AFF4oOEFw0r03FBkQETp5+VLn52EubFZE1f9Gxgkebm+bd+fSF7bben6o1oSIxCQDNDTp2RoEjEPxU5EMm7d3pKQgDSm1PzJEnHDNKh7b+C0NciNs8t/dUjKtpbmLOFzrHt25scqwwBzL8KXqfDxXZtCbkwgy/SJr5NLCmqfa5lbY1//PGC+xc5e6OHdk+pSd2yxHPd1ca9k8tW2f+XmbFuNGQ1SKkLEytNbsVdwvmoWcLwEixoA7eBeTU9HMBt4waQKlbcQBZSmn3pfrK2f6iIU9SMZ76ZfMiwXQWljNlZscyGHhv+5Twcr1yUPNEBH+F45bBVoLdrmgqX2WGrbCsgs+DQaKA/cd0VxIGxppydBQyz2AvpmgT+74PBm9+O2/nFO+ZolJ/7GhZzfjf6UN0RHaRfl3meWyqSioYOW2VfJcxIWdH2bVi1I6lha9f+NEry3/Qlb27+f/H2//HR1We+f/485wZJgMZ05ESHGgoB39sIdC+E6g2ia45oa6yUusUo8RF29GgWKL7joKrVjA3Qitdg2Rbw4ImMq1Sg0Ya6mKxb0tOrSZZfySphUCrldMmkllCccgPmExm5v7+cc5MJhAE9/H4fq7HA2Yy5z73ue773D+u+/rxuqaGGmryIOElqoeTYQDj0j8AIkowaWMbC8DomgfI/cj5mFEcz822+Uua3nCDohhgfDHxWtNtgWlb+uOCzsrskOB5WZBelVdFfaO9cqfAIaY1RD15dTcC+Rv/ceSQJc8ByJkg3H/THRl/ePI/fe/v+HHoEbF0mEs3j+EqnUoAYz85rpLberTW3XO4yT/YAMTGyNk2jdyda7k3u3KBrrvmLM77Q9DzG+vx6V3kzDCkHr0FoEMQopFbOq38cWHL3yLClC3fXo1Ld/z71D3/MefGor8MbCPP1ffnX+VMdUbA2ujeBGtqJtIrJ60PLYHOnTYrNR0v0BcVAB7oLXmDxCIrakdLr8Ctejfg1l1/DOJauW3FBzWV8bvvzXzwNM9x+wSRE1GJBy4wigwUYqggLQ8NL5oWFlb7Hc6CY1euVyv8ffNrLrs8dPOywWnX9o8jbTLaYcNAw0oCNDftDHx1ex3SHu6pBpkI4uvFcBcs9mURRI9b7tt5YC01ul0O1rlUNU4TjvmGsvbTXEDeIGgDIoYKuDq/ensbos+3n+z2imVievM3qzOm3bh62indEMJmSbqJzYzg5MuJVT5BY5+ReWBMx1kkT/umI1zhK3mqcqcJTLPmL2OCSJNuVgI38VDUU+7rvEscrfCHRmp3zLm+E/hB+nbpBvBBk9xPrWV/iYyecBT7qUT1ct+WS27v+E3nqT3tlZ7eopue3nPtv7wfvE36vU7cYedprg1j+h/gy+8kvxnjNG+SP8D7l4u+B+RqH0ihmHEBtoUwAk43MdwLvRuC8fXDU5ScPgzi10PPbCAtCE7FEXTlehYvkWJ6aB6O6/0LJY8BEbwbQKxJecsv9DrXed/7ZlfLzT/uxrE/v/ny75d7x2uBTTHH6vqQIpYy4fl5obnNA0FIlzn19LKJAE1RyKOvrGsQcj/Ed0ukR0bSRE6ADeDwdgHKbYPBjUPbmLtRtXtMA2kmIPRPux/r/a2Arkuqyx9Zdt2eF/07F99aw8d/VdrCuFVh+YiqAJ1jfTtOp2gTWHbmcBJmZyAVUX7BC8HQrbeLC7qjq8feZbmdCPR5h1wVt3bPN4Zm9F3f0ZSdKhABMMLC4kElbpLFtN8/FozhhvVj5vlCr9PUvGjw4a6Lv/NhYcv97Cp5t2KYoRl3X73wmO+ez+Kfvyyf9unqRpQnDzW4bIiXdIdFNHC/VNgAONaGcjMFkGPm7YfkKHRbxkvnbOttOXyQY+aCJl9orIwlEBiqPfTVPZV9S1yQW+F36FsGCT2QCf78H3Z/x1C9RgS00/Tw6+JPPrpN/0z+QTkEoMZqGBImDOYcj0IU4ihNwRAJS4cFxEYjLNvgwA6o9ASmv/3J2l147uo9YpzuuH61t+yKD1cED+x1WldiLmxoM0ZzKYgCnMzm5jt6Vy77sP6pu9zvFLUwSVedwxmnh3GcheS+XTmM0QpGklnBvz/gP7ygncJ24g7oK3vhSsMqoYM7aeFX0Yjfef1r9xshH8T7fBBNOd0YVglHEOgbaa98fZdew5L3w4kGfzvDxanVJYwJMdyqvDQCbjE0+yQd3cObHpi4uOBcLVhzePX0TqU6wMcAE0SsC0iFkSQNT4DmSSLA5AWZ+6SINgtZlkiui2nY1zKLhLjySTN/wotzzMKNNpfOlJsNSLRM4fvROi8FnBpu6d8ZWvLT2tduqvQw2wRlNAOSd+xwPgtZ+jkDwMlUN7h0+rTOBZqpWAeIo5wR12ABJfzb5dV9ZZ2ObR3fuVFkA+qaMVXiBVTiATrIdgnm3xoooydBbPtoNWGANcqkJVVF1PRN2iPiruiHhwo67l8Tra+5+QK595zsx0NvdAhCNWctUDMB2G1cTKBICkLIIJGYiCSsw44ZATTDalMX4CqKr4/WPrj27nV+BG3W/BUxDLKjeR7UuOj7lXGZyBgRpUBjSJxY/ZeT+dUawEy3ARjHAGOo6yl1dgrGKI3yGONgAGv1nmmHNQCHaL940z1fMnijyT9e5CkACZ2uEU7GRd+S2tV7GnLpOVxcY4xet81eiuEpD8omFQSGgQLOmRY3Y96lwzi26tBemLukef+eXRX+Ht3x4L2V+46HJWNPgilyc/rEThhMHC0YA/BpdkxXlNJs2LSYrkFZkNTrpqxzoIFjiZgV6AOCu6ihZMuQmHBFqjaVjKDcfUMFBtktK+vQDojsI3qmKHrHWtic2Pp3Ba/zr+Dgg/mdZa9Ulk5+YsePj1tJN88k75i/Bv8S+taNg0Gooayr9JLpp+kPLTAEdyLxb0OCMhyCXA++P67ecW1J7QsWC/pop5puFTWe07tt8wuYJYYTxPfG4eCwsz8LKL1wY35+yMfgG7uita4LHvy/GzipQ0THkj/O0CJbkS7a6T9ONWrfCACa+4tT/0s3ynyG/Y6O5hz7km5802It1y4dccEkptz5uxsGfOA7UmIMzumGsIevj1YZsXEfhxeNGGhA//V9pfF7SvLWinElM2XDh7+6WmjG/HaGt+RtvvU7/++TAv+UcQpypn4Ws98p0vyxRqXJnpzOPDqn+MiLO8pMe/wMPCWgco+Cd1WyXAwoc5FHQx4woYkjC94lbqKOuu4N86savpd3w4pnahSx6+FMoXWy8+giKTzQGdakPyaN1GEzi9nG43+SN4mxfNorxRn0qdg2u6hzCkaep3yyQU4oGResQUp1ryVLHwUu2fnudGNpPDQfogbh76eeAIDuVdyIWBMqXCqtnon9FWIKoEVs+TyCd0IeTID3yiZ3PX/VrucvCES7IFRJ3veOAIdO72jvWfgHHjXtL8moKOgHHwGamzzonQ4x3r2HLRGx8W7AdxyP5Qk/IvLsmlQyfO16PAjs2ZU/r6/MWLWnZSX4DJXKNq6q0m3MGBnB8lFvgwy46De/fKHxyJ/urTzteeKs/O/r/bqVBdDFeNq7NArNvUBwoO+ll3jq5K2W67EXwJIDLJpCi0O48jaqqQ6xkI9M2GDJsIooa5LP/koMXfBEVPbscd13w+xpv19tRPLsQeo7PYEuMH60eJISiZS1bqpsAv1DAcRDin8svouFuh3b7CTzfu1XggwozW4jLsqSstloYZVhs6zGEWyjvvxhKbIb4JtjzKZgI44kjCDqgsApNi0vM3j9uhvuDfBEQ1j7LI7HkqxcY47zcwwdGpJrTxQOHdixNrLrsSSasl0I0OAjqW8S0QMix8qxkZR/hLVm5FmlWgCdHp8xNOd6PWtZ0PmDCfPXLZyMNU9sZXsiDFwV1M+ffwbrQ1+vDwG4lBsg8CVhP3sMlBeChXy6J/NdH6tqG/L9AC5XWYpRRlMtyzwVZ7BpCoFF8ifCVPQxCeOB8A8hhvr6hm3Gkz/bK0uqr/F11O5ZxHM93yAqxl3/P5NkIixIcvKVbwE49sgmQr4s++d+0NzEzJQpyABwKBqObQbxa6LNO8Tx+2vsHCe6ioNIFqFc7qABYWVv7gf8kV9A1rILAXs/0O0neDcIPu1+pvaVILc+2R38XPxHO9bYM/DeNDgUY7SAdgya76/uW7LlVDYwUkbN2BosXBoB+4ErF6kgNDU9wsSmgtgXgRib9caA8u5DW42BtYGoQRav/+LvJgB6+HOxblOkvnV+DTAC+bcB/cEO5TRhzmITgLAmA/EQckXQIL4YHJdHEvBXdMv9JGKoDAd8mSK7pcTLfCniQOgH/YCWSLpUp1EnGfKlVX/+jtxR11FRsX/4l5dvMz93C/TT/o6h44O4iAINeTVEN6+e+s6UpxXAaSG2JJLmIjg5VE2ZkUcoD6KvpfQPqbogdqgHmJT5rtHWn9P3HX8psmQHhEGJ4FTcoLEQ3E3jOA+eD0U7VteHdQ/IJhCyMjnySaKOKSCdWW6XDr7mBf6eMobmBKzGjPr4AXA4T8UZJLqpT6kpQyZD8eyBaWLlPwQ2wHFHffvK+Pqi2k8KWx69gIkH/q1xWAv/bxpAYo3lW6ODkVWaQR6LkKuDLh18lMLJsNMcq7T2Yqkf4nMnZ0GDbhtE3Jb9dFhsAA+uEn8fkL0rl57oH9dfZebux5d29I9ZjXoTxfCI2Xvv23Ryct9dwcDn51+GktahtGnnEAAaXlxfneco81TWN1ATitY+7NVQx+7rhwG/FLjyF6nJJGYGYL0ipxYBOQlwu9FkUwNRo3yYvPjiJd911Dsi+4U4NJkIKqCedtY6P/IEhjtW11uxMSV1GXQSJFodUHRIyq5a0i3Dfa/H4KOlWBPkVN1Ruw7LhcpARrqllDMTxdVVxe3lMSmlPBGr2hx7rHimHO6QMxPF22VEyoiUse7CDlnXkl9d7jOqYtcNV/91Zuz+tzL4/OQxYVadtEJdpJQdcqY8kYyj2dwtWwe2S5lQWuXM7th7q2JSbu6WUsaqhuWAbJWxct9mGZPFT1XJ9i+M7r+W2wCAW8WrvnpDYHhCEw0jzW/heqC+L4rDNnLqAAQlj6OqhwJ5n5//VTkteYeXXw1kKH4gcub6CYm7y2QgW73rS+t1K49bP1F7v5ylY0VlRfJUXFfApkWKsZTKydWqsO9Wwtag0gBL3QjZ11ZSvqR9Qe2R76wdLNv/yu2a8ljPOLm5zocUwYcdq7F6Ixc9mmWFX1xBZSMFFiC/9ewEpjV/h+r/qGdSgGNPSyXql/VXgyg1SOmTsnqFlAMzW09IWZz0BmxZEEsUbpabI4/Nkon8p1ZE7JftkzKWKEyUF7esquuVsSTqw+fiPVFV3/tXN65LpJQdUsoBKYeljEgp5bCU248UV6+Q8kSsV8regkRhrCpRdVhK2b21pTgmpZRbE8VS+hJV2+WJVtXCA02Kd6O96dZR0Klx/e5RlHcP7G3/ev0TRQbcIxgJHrH4ADhj4z4PSlAXmvz0m9G/LL/60ybAYx25BDbgt6XitsPpihCKcCL1xsWFfgdAmQVjALgNJ9EyWHq5NakINgx60I1BD/nTYmpxanPzQsJi+NpHOLauSXnDnF+/e9a+l3Ja5wrxOdnPionXGVQmQDD7kP1bTw4ZBtBVQGBab/+L4Bl8o4AP03dIpz31Ts05Ar3z29EO2/JzmoI15VvX0Df9R00ElJryYYbmBBa/+7hxC6DYbZfuhDXdZ+t8XhoZbqnc8bdDLXfEQ/8YtH7S0i7PsuTF8GvQtafkyfWaXL0TxV/mSweQs957pUrGbgYn3hhlMAiIgky7EehjEadmc4dZQA1lguxQ3vuB3/y+Vryc32SOPHzV52Xfa30E3ZO3kvj78mlg2U+bdUIPd8KLwjMHG0XTtJYcL+ipM+feXcTviW4ZpEHxqkl2QUA8gCpo6M8UkJd9o1IlNKbQR9YnmKOCkhMMAurkuDMaENrUszkinZW0bRWKsapez6/+fr4c5+4jRvxiOgd3b5q/afH8zevrA1fvr2Os24mlHNWIqMQXk6F+q+10ORvbFxEvTrhz+JXLRaCA0ngT9EzmIYZpQuAaD9f5XKRbtQvid4baqQ8VdawG6lFMGswIKDrCWrK9KCCq4k/MhUs9wOA0RDxQwKBQkva72Aac6z6ZMH9iALk+iDKD+QfWBwGHh1gSfCHZdm8sAmgyT7w2cG/voQtemXFtbo2mJTk7Qw0+HimiKBk06dQIAHaiWZqoaciNU1C1fg8vvLx4yZbnX/vzOyKWBtEeRhoAjj3H8zKFryNiG8E2jM7hsJD22W0Cw6KAzOU+2Hl81bLVdDJRacNysNXsrgxyurrz3PTVQ0A5OGpbKu6F1ocBUsuYAJAknLMy9KqBbSyO1u6oxsq8cEzTrQIWVkTEUMnIlw9q5QuWdYMSNJGv4vx58kEqyXYrqBCBozWw999Kqnsmdy3fYa76Ucwb+X9pMXjnQ+nKSWsVidWHdFkeJC8eKMhyBOlfG7n6aTxkwSxwEknd8tvrFH9vvdS3LS7DIUJf9atgvb+FYIWg6UH1dyIAxF36n5Z/p+PB2lCUf1nTrISBmNAgGYk5haCjwt0RCZrJ6j9TLZUkJ41tUSmCQOyx4jwAPrSvCUCgsDTuXrXjqWxtha99cG9GbnVasy23F6cGmImIk/jXSiqu452r8gH/aY8yIKI6gfhrriY/uYzs6eh/+cOL/IM92Vcdf6C836rw85F7VL3bV//JAwBcLQdnHCqqzTfsykxSOh3sjX5IgDz4htn/7J1FrT05hl2FjPQWV5fL1lQYxHYpE1WxluJYoqA9f7jNc0esOyIHtiaKt8thOZDTeqK6d7hjYPuRwtiKyBfCM3svNLQzGv2ZVChnrotEZhZLKbsLE5VWm+SJjb2F71XNtENhfL0Dse4L3yvfLmXvF+SwlFKekFLGymfKE3Wy0I4+n2nFj5sL06tPdc46JbLQMfOrc9dnu77uWVxSExieMD+zvC1D+Bx6AlO3WdVOfwHiHPwjAxe5CtfqQE5LyW0AZHDw4S9FOkfLmAmcs1WAHWW2b67QGKozybg3VUiz9Lcv3l9nAY0O1ofoLAWl+ZOvmjFxGJTDAJah2frykmu5djTv2UVFDz60NVRZc83Eb/9utMLzor2AYkdNJI/cEVzlU2tr1waAenh/8co/3lVXNry88szFzbWMt+d7gEGaRecYS0Uqj8u3H3c1jbCrIkdd0rJqRobyrvD5pzCiuEEm0EwQihkGYE7V46Pdlq9z7vFzYIFYzHMXBUPAdP96AeDGeFqQ3Fp5b4N7kpp9xby2Q7B0bwjLI1Cz7k9rkLFXhdBcv72fZD7fYNsSUhtRSpdb4GWQm9Zve/pBb8Hi5oMvXju5kaChEoJYIFWhOAfvdo1OW9XNrGIr+jRP7navuH7Z+vqONXKDYHXMNBBj4ckcjxlkClDm2cgBx0nYXsYp0r2tTR5g6d6uiycuv6m9NL4L5o/akxZaxpDZ8JS4UITWyb/WtgxMrNiavL9DPzf/rgXLVvvwvyyugmQ+FEBHzoI1kZOJbkOWZ7+yo663wHPNXgbfDsTGP2V8ibhRqUJskp41+qvNQQRLlwHx2iCKYOWz93yn87K1RypuDkz8p8TTsdnSP0LC69SoOS+pIZ3CSC0RuEKK4V33zzEBGhRB9OPJ4h4rsg3FnZIpe8QVVuS+Q+PUDHQZlH/2j9Ylpa/1RKw3uXrmy25foqq6d2bssW/+Xg7EVshY90wpZaLwvXJf60BMFrYHfIn7Y90ysUq05MfKh437cxLnM26SNPP3b3TLRHFdVWGsKtJSXG0C9EopI+3F8kh+rHzr8UdivTOrq2JSdnxBdnuqhm2cjmI5UCeLY1WR1hNSykS5L1G8WbVejZms3ZImvWjqJwccusfxAUM5ZlQuL6p9esfLuU8LQUIoNFnGGg0gSxVpIRbnJs2xvhHFKA+2DF3QN795RwwbuDmi6ShuEIcsd504g+8fom9p0NUfX6F3EtcZzKvSk0xaL0glemRlZsUSKYIUATeL529NEFgDoOnJJJUJ/gpTLnVnOLa9vSP4tZGKh/a2lny/O/sWNSgrE5/vEKy7k8maQCgsNABXGdD/TcHkFsdlc4s23xVqriFC2BbhSW7IDRc9IxwiIy9TbGNozuJos1AtWNQUAwXG1H+LC8ee5pJ5vZPFILv0THCsf/9uI3jM5NtYOhU9DBjOhHsou33gyWt+Y4jz51/k+0uhPx6AKztV/utxSKltAaa8kC9UP5eI/vnHrtvdcdcjAbqGnqr0WVe1ZC3g3aBQqYL+Xcdd//WACEnJ2NOIYpUXfMC94uXqsrL2bHHkyu8GDvXtuD0QNXS3jdz8uYaP7S4LkJXziXPgrjsAX7NO6GvvCiIxnkday7cDIKIaAreaWTAJB1Tm/BKAtVXLUMMAKhmmpKyu+gABAABJREFUzv7pv+O2aIuAfH+5r4tgh+Iv5SQTrE4xsNHb7XX0b+p74hEueqX1hZcX3/rTh/Y+pZ8//2o9ZY0gB4X15+gVtwonr4jrvi3rt5oj/p7Jr+U1vnuDuPdMNb3cm1iNZ6nPpXhVS+2luNPOTsnih3DeM99wCPny2u7pP/1kayA3k8Q3w6YOUUtJE2YDk2yv+PMk5xo8XvSPVwVh57v6H1/cZkDgGTseK+Vfb+mBvM5/+HAZbbkT15dlUQ8wqXNsq1ViZl7Ndb4WfJ+W3CCgEq5i9jMUeAHWSLtBiopTuBMi9ni/cc+ty/46bVf/zsWP7Hx2IgP3lU9vP3/+M8oAaW3zXqc9XsU6OLRL8TJ5i0OwshpOlr0w7Eak+9EA4I4MgnJbr6+tPwekGLP/GtbHFeT8J/M8lMn12bvm14SufPZBsctnhyWDPqIlPFaqPb5VY+Y1immfQ4me9RCeQLR594/b4OZs/eIDJ3XGsmhFuHp8J/PeD/haKuaEllywPmhAnXU1bDcEgEoVpy73ZwNMCqSFBNr5l6xBparIxV+8J+oaEq6RZZdc0Vz744anWe/t8rhB/XzLp5b2XY0JZcOt4GAXNdf4ZFPQ9TBIR3IAG4DqRUsgID4XwJX7sqCtMhu/5ehqxb84ATLyvhoAoIWcXjJF3FDq+wq3lB0+1QluPZm00BDwAV/Z92GpEpm27gk8S4PtdwaA0bxSn0Xf9EkR/FS5cejPVhO8a0ZbpAMQffMYFGS+5ZMvrg0VZb4SejF9e7cECyfaHwUofpU4igGc5huLSgwqRdTt6drys+qe62+5aEfoBy8LHK/WnVL2syaSim/wMiozu87Jv81K4vGlsDMDT3l2S54nNF82dQFi9CyUxG9KTPe7LieAXL+NaBxcDxi0oSQfqRIz+P76aCe48ra9NZ1BbC8MQ0mqeyxfd68HIwyqHjwU3di7p/bBH/cVHHjQ18Z/V/7jdx32U2NW55ydFEIJYWFQJFOeKSUiBnq3LFkbiAr4tCQH5INzSLjihyXO0T0pggAlQFPnEa35VQGy07as2x6V9kg2ACVwFMr3dOVte9fXvHrPkXvD/8M3iwQJwpb7mIoTtyqgs2yqdZjqsXP5JhszHqkQ37S/jLuqe/XOpUEgw/dUxBuxX0wyjA5UL/H1K5dseXCreWE7caJCvTqsWp2eim9IaCounQX1x1fCbzqXdf2XcJHMWpHsxhjgJFH/N+3xV+Af1+6/sCtvx40rPT3Tg1/dpbeNSRupAZ95inHaouKYde/eCV3K2vKoMSSsHOwPA0aMiJoa0zGGUWLHldth01s0N+1cpAggJlQ7aYcbvhfxlE83HGKYeRDtvMYH8d75nT/cQuLp5evc+h/TIImdayYaX7wodLJCa2LpnoaLJwYstoPJBp+N3KElE3ZcZUb3E/8/+thLyeR90+Q8GLltsdal1B35zjIBMMykMY5ztrJwGBUaiE+5IGD9/tdUx1isCuSdkqEflhstlxxpGbith1tWv+Eq41EOalxq7y7Cfr4tYiUzdYxL3thMFgJuYmV5OwMwCNHGvgdw1B9PeOxn6qMygO1Q148TnqqsWUzHjnkUHU6pzFTQYIHrikF2rfRcV2YowlU0cfV0h414GokYTtxeTLyWf12xItDit2W/VrPpmys7Pg1u7H/9xoKu+/x8RnqaNCrds2vdj8I2gqlXQBgiYYA1yaXj7iu/tHx61/KdDQ9DnCkCxiwJC71S+ddvlrVBKPpscv+VFgKr1Y8Qlqplsg925f5PBa7yugY85b6RcFZysbU6Ktn37qOdIFPH4M8iJ4ZjPweayJh7Y6sB2SEym+JR7DNUhCRepVcDYsZ3ACjohMitzU056IkweK3nRlSQsrhDykR+rLu4wzIByoJE3lVVFvbi9tawp9yyK0sp26vq5HB1la/9fnmkuN0RySiRGRlhz6rhp8pFznhh7GeQ0p3TWhwrly1VUg63l8+UMtYrE6t8rVJ2z2yVsveElJH3ZkXKe7sLWmdKOWzbtWe2StldnKiSieJYd6RVbpcnpDzR8g2pIpNjzUy+pi3r7v294b9GAxbler6yB+LieqtzwiKiokTeBBIBMt6MMz9r6Y6/Pz+HnPPT3u4sLzMc21jlBVduoMkK4QxbbgvuJAbYEucG3865ZU3gij4rABkwwDSTnQDgBjdXoRI1cgkp20emGsn5N0bcVq213Q3DVIhlwT/u/u3X5t4W+bNhfJQsIiAdXPuzSLVxAyIAw+/56FjuQ5lT/jCDe408IksmgRIJc3p8ktjL4EcNikBpfvB1V64MWu5jidRyc3KNIzQJRxRgrrdcq6ncORuo609UTgBLlrPyt+i3BeHYrR07Ap/OffKu4Scun7N48bs9vpCbY+fm37NCa+jnE/IKrMakJ84Ejkkn8QkV9/Yu6VywrS0PcDwq7Gvh0S7Awt90PfKkUAE3seRxPiVJRvAGoSe7Z6jxTnAEW6hXr/7Lal/Tb8QjyBqvMwJRhAq61+m2nF/O25tJnX5fI+ApLWjdMcfUO/p+q7M/aHdTbAzSgHovgINmfeei+QAYa5JaNwmoZOguspn75IqHP4bjOkS79scDb1i3C21UWbAuBvhejy+ZvD+w46XcDxcVPHHX69/8w/23FXRzuvR3NsobEDFwpu2EXjCOfSR4ezaQ3aLX9EXff3rntX4GQ4CVUipZEEC5dTEuRVAA0RqHsPQ/KWAUq11exC7KfVJv7J30l/1AcBHUV+31NiFVnNKN0KxoFPFCQ+jh4ZWX56xgL55z86//InBFF75d99/Wo8G0wK3/ukDqVhhV2uz3e4XGgL8T2qL/s1yDIIr/mjN8DBVAJfqiHuwr+thRW9kJMR1kglE9VspY0lEUDc+6l8k3Pbjn+H1rF/u4v+rk7x4T8GY4mYX03GT5WKVpQbTwlGeqdswph/I9IeJPzGp+OGdY2YcCzmRWPLvljstdelzQMbANPW5NX8OWo8IxwPmNIFwkwHXfj9fTQj0lN5jDrsl3A5UmETB1L+iqIAJ08tqhrc9e56vd0dj+wLv7h9U8Ss/Jf4KlM3atDPb4vtfUHbDY8oLuFaRWsHuHh+Yv68Yg+/BKWHLy5ksYJ55ASKnjagIVioyI93u+0ZDWUeQxgAt/fw+y9ICs+HHFd6r243zl6fk/aKMRwwhLLQaRq72KYhm5xTn5B6+QhCFP7xJRuR4jz9Mx8t1yQ+rmrW3jFNfMyVNN5H7Ie31FSfNDQbKDMUlMJAUKlYxh7p3wtes3OXyGdX7SWxxBdC6Lo+NEJWAPTudsQH1t47TdrlM1vbtv+HDJKzvnhFY+ufSZlug4jx6PVCb2XDtJt/5IS5oWgKaTTTiCDUp13+Sf9mohOLIuBBbO0Gi0nyCrsi9qDKOW+HuooWZ0/qb3ngAujm28TKhFnqWHZEn14mi7Y29LdBCKa3CTALfuNVFhYk34PxmuDs3vPA/5wQndF7w1JZt8UU6XGqQIGo5GxtzpVCaBCYrxGvHXcreWa/LBbSE6no/ridXiDHuSjLTkb++VifIcKaUstKx6hxPFsjvSekLKfDmwPVEse4el3J7I3yzle1V1rYVt0tsR+LJROZNrlQ3dPjkgzULBuSlDxrqnye6I7aq3XRZKObNlQWyF3NwtW4s39xbKgXjvcK8l7nTISG/4C3JmYlWsV7ZXReSJ6ippuRJWRRLFT8gvyJkqaO5wDLxrwFpDG/rRphvkZORm9bCFxkVKwE7w4QZUYjN5i4nyi4995b/vK/+g5f/W9/Lh6mBrCn3hMyiKY88remNfUedqmGfLEW5Yg57aO0eI7AiUQfYTd9I3PyuPJuW9eCx1HrFJQffJvHhAxbntpkMXUPJ0AEZdeFPsApBH0EUwUNRVSvg7Yva28ofk0cguApHkyzQQTuMMbsc9x2/Qks9JxM3oFjDvv603m7z/YYle0BshrJggNJKJdHV83LgyW+7WMrhgACyo5VQ7VBzGQk+jZGMfUsR36fF7JmcKds0HXPSQk8rGHAa8HNS4xJhfmXhrbsV1H2xZVd3+q8zubYd3t/yt4PgZrJ75PlzEy5cYfsehfcdT3SMtUa2TWSLn+i00Hi3rWhFs1nF0bYm8WJYQ2LqUcFp2WgeuEnGNYji8agqg1Gmr3GJJIRE4RBal2bKyPoB8Oni314Nu4mQvmO7JQgKKASKklzvjKVNDis4MbnADCtrUAzvmLp/ePrT20wJIGNrUCRYPXgFep+YOA7DWHct68PK48Mkdda4rRemYg2lyL1aJGvlzFkeNyr29/7hWvdUY2XV0KMhfF6Y90SL/8HINJv9ydXbDyz9esXXgZ5e3l3Xy572JN74/YjCeG8S45wFrm3InNfIQw+t4nM6lwRY8K+bL/dlG3s6NUR20ZKoSFtrSVcRqQEM0fs90g+xQUn8bjimAGWEdHHvSmaik7CYBdJgc542MaPPzQuIKAWg0WZD8f9ZBMyjrGhJ3F/ivmd46H87pi+XFwS7ou3XLXfNeeilT5JAKBwvbfRsGvLoiBtl1Z+PiBbc/KCiphob0dTNCTAEnJCpVXDpLa108F1bMmBAk3ecNYB+YSQDJkvVmVifDTz1/b9/1H4881xQVFR8hcIxh+TwtqTFQvZe2JRzZUscFvUI2NS5CCnofE6qANRC2TG9J0eoIHshyBAHKuobmnrTD8VUUa0v4dH/ZvhGK5zdeV+YIc7jCD3KHIAcrFl0BZgnQDJxuI3aR7/5NgVueqORvK+vfyp/w873kG5z7BBnuJ1QGuwJGQp849pLVvUf2NCoG5dl/n7/znluXhV/vnVyN1E+rRXOrWQd1+spwCMv+4hzTdyp2RnsVpnZOwVXihRtXbN3TFO+7obmSQ5G/z5KTcCoJ7HinpJLyPE8wmV/5eWZwYosj+MuRG0W09eFsdEMLkYBZdnebENMWIlzfgagACjoECNNkdOpaDMuIlJulffyXkZbySIeU3TEppUwUSnlic7dMFG+Wsr08dqQ4tmJae1XMlS9WRZ5SYjI/URUxii8xHiusYZZxHozP/J1sLZYypzc/JiNSbm89UV0Vabk/Jovbq2wX+oHt8oTs9bXcMVDcXuVruURa3j+yukpa+SgG6ixnacsF6LQ1WnF7iWAPBOUmMXzghUZKbtwfZFqjYxrqiI2VIhRdBRIoHv3Br/zup5Uc1s+Dfy2LQwbx8sm163HpBA6cXE5EN2Jy9BxszeNZ7skTnrh/7eLCRuLHo0HoaARrcofXEBk97qm4dEqBnYECSDhOWJgA1mU9+c8rmLRJFHYqr71yn7dvWv3une98zaNWHVcNImw4t8tMkkz7U7qtR6wxFXGycFnF9Cd2rDWjWQD1eYQ5bLfHPheGITIiUPyl0L/zRroIHrfOBJ2p+QvAiCr8fQWQ7WKTgMuEq8LfhF97K/n0DRpW+JFzaO1dzzQN3e6674LS/NYX3A7I857TkzKcRyDa6RCu+4NhDDgdTg3wbOX4YNfbO6ozltSc2tpbyZA7UoClmU8WdAM0AhgqcSs972RhX0ybyyqKe6LON75zV4Cs8vqGS+vfnfxe48d7J7eFN6KDLwxuBnAzxa72vJ1xKwcBjtyZubpg86vb5i7ePEQKb8dGvLHPU/3+rpw4c59crsmfN4Y48HiUNHWTSsyAULTzjmGIVyhGZTbg0ORPDKvAm6laY1wdBlnwYeeFpcve6VrQ2H5947X6zf95lZkvAMLhcy5AXgZx+Mb8FAZ4YTYP2J221Ne6fGdvyXMEW6aEUzpBAVhx2u6bv0FePFBGJSHw23u4bX9J239mBaAONu0WFN7YvQ063I88UboGEsINsZluahRQ0L1k4O2JowQi4xxUzyT1erC7KaS8ur624XoDn5Fu+0vKTVmNLDHwmbnHeo2PHbVhPkj6VVrtMUFTcely9R7Xyk194NhLMvH8mEGpA+y7DtdPs11Xfqn8+o+X73jNHwxcekvNMfPLSZ7Pz4iaaqATiHEUpzbL72BCeR0FHcuHGWzklj9WV+mG5T52ArBCCHEeUt4LlJG/bQVyfdBE0oa9/9ryJwDxlTBIg7LWpKMJKvzEyd9cJqz92jpoGjwd0cJkXRd4v+GGZfunNeswUTfPh/tGlPZBQtBnwGkiqgEkvMx4Z9kzVT+PB/i4dNtvVwOJyh7TOKOuhGgCVOKGsmNaSftPakY7xvZMiujghhg8dsroXLpn18Cc9cpN/ykdNR0Df6aAmZ0IIldbGApe4T03/+kLlIBsviocvpbKekb8IP/9hZCNyixS/xKAySGaOh2+try4CQ4RiopwshaVGKy+go47GiyfHMfeNhpDZZ2O3zJXQMDCyRYY3g0QBl1PHNXeKStrrmPXsxdcs+TmHZd9e77Tl3Ne4bReaQKdmEkwpOR8jwBM25oRdZrDuy6Zs/jKdx+CyX/8h6JMbJuGMVqLOVxTpuPY1kCNLYMLM5LWZmv7DQDw1SZUnfKCJ5q2lT/ctdRgSh3oVCsJL0SugkWwzq2GjvWOF4N2GhlaAuA9yiC7AfroghByjY4fRs1e4Q2ogLfld4WPi3q5kmuUzU2EVppDo22w/6m4dFb5Gr4qAvqH64F4YB6V2freUeigUc2s2xuQ/4GjsOrgjq+u+XFPZu2zd/y+5FfzYg+fn+Sm2N5o3tOO2InFZpcGyjLTd+BBcfT6Px7YkatUAl4iKeusDu6mfiBOWVbp3hd1ufgQpakzaoLkeVW4wFn1Uvzdoi5glQCD+sBKQ7X2DFu3HXwd4XZ7P7w47/vPXuEdo7/6DDVu+HIBBOJGP30PdIgc8mA0h8ibgMEE96TJnuU0QlZ5fKqydnH0ObK5WtiNtweJRgKBF5WE8XVCD3y4ms5fGaNPco+GAQNhJnJzsOHixsDITeIZY2jn3Kl/o9GZZwjw8ulYJj9LjZI8MtokdfCj1JkFUiB3C7r+CJwMJ6/HhAWp94L8Kix5uymHos5PxGHxfGCqboUAqMRkAlDD/Hr37YAj6CLuGNnieOPFJlK5z4WZ1EFMAhJC+8c3TnnVgVsXz9p487aP9fMynSL1C28bBIIKYRwyktZdSXeN+jax9+376m4soLSeKEdXyvVCjSQ97HQkqGC4iFc9VGvgQQXhxnMoAknZFfsV/YNBMvf5Ul7RpwVWfvg0jp+JAT6tXH6YMIYNZaeM3Xc/E1MhDISPcpzJLRV+igzqTQAcdmPeTK0fa4jgdIPPmbupnBbi7yqC6Et6j8VgwhKSVFy/u0m4XvvqPApvP/iMnF9v6jiMo/4z/fpxo6P647dFj604tOvnO68RBw7Uhove7/kXT8AMjBb7rHiwsh4gYm+V6fhfg7ejCHh799pAyTKRDS//M/1jdLw4AaW78hCKf+mwa2hOn85gjQroSLcV4WiBLIPZrTG7UACXXLA82iHeoDCg6oHpT5MgJuSbtoLIrfLrvPfWN6vWGxudL96zsB/2HILO23zyzuCnI8+Vxv9JJFfdcGpO2N7iWT/iGJO3DGkUZS2dQXLSuMGWZ7xOCAuV6MbLxKeVHwVgx8tlJe754hAESUdcs8aWYn51k5urqh491LXj9rYfPDjg1X/XiOb2Ou1ziWOUa+2sL4D0w05MGPGFFmx342IA4gFH3DImMMquxXufD3DliwDk5bj0rH8kwJjFQupPPcRNtcE9Ar3QP7jnRT3+MH/89fuh6Qgr7GcfUkmEzcjV7/GnI+yo+vmmvmktS2vpNxw+iIdI+ROchfW8uoAmX8ghenOwIdIZdp7WHkiEiT1RKxw65b7WSvoqLwjKw2NAey1SkP9eMJudlSq8lMFhPVmJnqwwbP2n5t3runVtYFg21QcKb+mZ/mL8uYbfbHz8UXMvEGaD1TkiyYg9oM2z8A/A1aAs0r0Hgo0Oxe94rLmJUJRKS4COAtFECvvUCXp0l75jMZAjdYimEhxaPhJCxdXmFEuua4KRJ7t9xmV1bY/cKIaZ0nh5YUB9g3+wIJlInvaO/OBZ7XXHza+98or2rvLywb1Qy4wNlQm7iF196CysH26igWTEv+5NSukxgFAU+OMLZBQuE9GGwXioCz60u2ZDsoLkBMUYKgw8THmNSmoMjREBspiu5ylDTKhe7GtxzDhe4v8qnU09u3+3CwletL/Zbx/nPTkIGUIgPnPvBQjraCMbBBPKRaBQBCAPh2LY3rYRbLWTbr3AekGXoZBR2DywFyDaaXeSzagAhEq0ZWjtkQp/iK4hAZmYph2NYY4xFzCdU/qhL+/d3jr57Qfn9C5+dH8/2ff5AcyNYczzCmPznt5NFu05CZR1DcZD+aUQeU9EtDDfY6xNq0cxwFVyg9C6gKKs3GEdvLYWx51abkTZi7XCpWdV7n7xzk2L9czV2SHia24LpD/vTYRbp1j6Gx8uYqm2Yl6Qe7J0+Oy1H5gleiZ3nVqLsmzMzwKs5NEmbXBgG6cmHXN80EJ8lw6QMPLGqWsGAkwVZ1Hm41e9VmmOLnqjIqcwVV4wYXHX7MocKvzXXFhzyZy+33y0fPuhL3udqEiJlwCfKwQ1AaiCUSyW+OLJQEOeK631BpBKe3PDVjoHs1159CjNr9YHCkAW2E9UUUH5y8HVHzEpU0yX60XbI08RNYh/rWLZh+9XJvadANUa6m4g4vU611WVJ/b88MfXXLls/8W7xE6x0aXTYT12rG7hDOok++jD7kE70DIv+bOtpnKsKqMSVj27/MIDPcGOIk6W6QCql9E8k7oQQPQWPBlI4VVJRFQ09tk2BavdEpjlXui5p2BoWVcZytZPVsZF4pYp2a6gR10hdYLuNwEdr2lAZ6eG7B/l5DPJgWOVpcqWTw9LEQ+AY6s9Jyywm4hhmdAjnEAAuqd8LzU7+86sKwEqsS2KaKlY1jZ9wkMzvl3ixxOwLopUhTaNFHidyjvxt995akfd3LnLVuz994vf6IsbeZiDwfMEwvKe9nT7MZwEynDUNkTjYtotL2yJ/u7p8OH0slLzOoFslLWtMMjxBwBiwmutnYqdpFUAE2aDS8extyX/x+W+A73bTCB6i2ow26pLSzLrVETPFfJpQomUSN+TeuK4pwCNvsmGoy4EIB+8azhhj3ATGyA4AkrxN+VA08bSJVvINtksCICpGHXjVDeMqeJaCWy5f8+riUT4r2P1A6QwthRdCbiu/6hX2zJ02S8XV4h/lrtfcBKmJtmnijit7vSRlH5tVOQ09p+M3/i4BpbDrwEjZf3xKoetu7UKJrC6TV7pkzoZURx7iHXSUGz1kYlMWLnk6o4UxsrtvGbdEXkiJosTVTNlzDKWRzrkzET+5u6ZrQN1vYXVVb6WVXVVxR3dvtYweN2VXnG67i2t/9UU/1lVUkopfy+llIkFdb3D1cmIX+u5xa0DsURxdXkkUVzXOyzDM2VhsvQqmSiWcljKrfLEZulrsWqaqZL4Nna4GEJL21ys/h/aWaEBrsrNi6bXNmU3PDzp8SevGapykqAKw165Xbj10/lPmxBnuGbdLAUoyw7mT9ixNqCP/u60XNkQtk56ABmFrwEM/ThUZMBR26adqlIldqOASVw3tcXxekMuPcNy9S8yyFSTac+Tkb8xwKnRcUfLuv5EecWy1ugTL+xcvNIN4SWVEeMzjACjmsUsYTfIIJlsSqQV9G3M21YRNe7aeTxa9XMtkr58JFKBq+UcaOLIXC8JqEe1E5uN6bovAuueMYa8i/SsVXsaolDSfHDtXbMA04LEq3JbG7fT3QamVwtvJS9wNv4TKR5nWMLXkZIbl0fb7pq3q6Tdcbp1TiioXpTEZb4ufA3KrWJ6gniIrqHDqbHhthgeAUwVV4UfvWtwx4QfkKc5SDitsBPATcyEmBYBE2/O45P8vQUNF81ov/LWFdFbXncen76oKXAIyDPOS/FskbS7U2Jp+KMi7WIZB45ECbPG9uswAWkCuPu7avWgtT/m+6HL8pgyrWlmwhT2cpFvkviSWrKsmzZlRi9dpVMbwCdAgmHtv274KwuhuPEy5Ts3ff0Pe3Rwf6wTUTrPg/kuOK7HBf71wb6c8ZosJ3cMsrO168D6WjO3pqeM+8T3O4mZlgtV2h0yyNGiTeW6SuK5Su6Z7eoHazAqNsCksDorvuBQF4nDJbeuiB7o2RmofOGyQ7+e9UJEwxtQjeRJUYO89H48F30jr845tW+/byPxDOvMELTr2eU07cTDlqAa5e5gx6Nl5E3sWOAvTaQOFm6dv0aw9bd873rHgaItZAeUC9YXNu8W5MqnDVlghz8mmxzBK8j4uejaUHvqwveu+cNNr+a0LwGq/yF4nnx7Cf3MiNli/hgKA2AoFd1lHQdqd+WKPj6osSPek7ZJ3TtiAhqVcP9aUVb74lpUkm6Kf3WnuYG6WWCS25jhw5HdvLKmV1m0Yk+kqGWhMLMQVpy/F91eGtUY0JFq52eQBj9hRDB3rTn/7y9eRS5DZ+qLIqoTBcgMTDWiHnxPbKo2QfU4ktktIHXANJGJ/M3dBS2rZKuUiWLZ++WrEsVSDsfKZybyN0spZSSRv7lbdgzUHcmvrprZcSLWKt9bVdg6sDVS8IXu30eA3+edB+sAFMtunxyQcjhW5WtZsF0Oy24LmEJ2b00USykTxTFZ55C/H5bdlseYtJO1Sumzk7fGWqWUERmWxR/fEd9uzd+/Wn2jmHgee7PE38OEy+tMpb1yOBRlRLl9q0kkgYXcCBqETXB+qjSLm9vAebWfHBQRODf/nWQf0T0EHWvXvpzjspttq42xu1TWV3PLAZFDflUFXcB/W9GVlo892LCyjqDxxbmPV6pE20un7prVgpf0MOKkH0KEMPq3PiI3s3X+2zvWNlS++HgZVz520DjevyYwCo8LZ92/xJi/LGuiGuXSi256mgliJ2QKpJi2zE6NYQmCJwES1jxuAuiPd5c0r95rQMQHKITDYJ8fvVKbdJNwAwaecmqWZ6NYsB6uuuTe6QbJQiSDiinnfenk3pcPvPa1y7bdqIOPGmJeAuNrTcYID96gY1+KTR1SgUQGg4oUtCnevllblseP3CdIEPONpwgbAHDpx8q0rlVr7fX/NByIUfSKriyxpy2/OlDkcuQ2/KD6k1/oBUmh1OtIda5GSMvyHhsXCnGsWTLMWqBBqe7zTXh1HkVV3UF7B0u5n2lY/gUxhtfJhXGhbQTIfLBZT/womGROYlgvSsVVNLFivuv+ZAa9ID4X6eZTAWDCF/7hddTqqu1rZ498Z/38hrvmLCmqdXjAGcOEMAyeNlTS7x8lM/0PJQEMg3Lj+mxXXFBG6evFXx9UHysCaZ9JLFLVfxFDDh0GfW1Fm0TR5qYvBcqIB1XbPJbWUZMc6+nMiwPUv71gxopcSLwKrAMUOtEiOooJwwVuMQHcDYThSL+b6XrSv/xsFC5lVxTKIIeo0PlbsnVXEyMCGt6Y+FrDJ3Wl4Jr/p4roliHRUAbYnhcCLH2sGdETQuOoUBnZ4vhol6BH1+3uSu19th+XG+R0ncWHtpC9S7ktuuRAbdXdv1GPjVhTdlT8Ow8LtndU/6MwhcYhTLKIc5noIwsMwuvQk3p1A8WtYqGDDUy4jqxTw7CJri1fN2xDnhMV3ARmGTiifoB4gAkPaazc/LgOv12+bj9gw+LixqnB32FyQjR5lr226ZPbQxDDVel2XLTxUYF+rhZ4J7KoQ1iAR2lHDSvCEoCd1yvfDWS358aJbrm5MRoZoxAIAx5R714Q+HOF14ExmB2w/D9NQElXjLkTigmmw3hnaXCCTt80YzC7Ia/eMZWarCqMmJUQaJ/Vj+B1TvknPIE0SXl80hDeLEwDGO4azKHAytk5asIbVXUKxT25ZjDXzYUGEM18KEj0WERnMpB61TGh4qqMm2UG2W+vBHBoEeUXlxLwCiyMG2+SJSeE74nJwIvXViyrmHbz6t98rWLZn3UEJAyNTsNYbXw28yQnb/j0nzPIFD4Ignxxb6+fkYaBGGnmLPumSOcpuCPYkrftrSW1TaA/nRE8U03QGV0V5PJaTFgqXryzcXaRQQ64+AiCtvRuoCMVt3rMRJM/inVGht9edWvgbFrnNCYcQTNflE7rHOT4A50wdnUKAzqmxuC/H31UuHJ3BnwXCI4XAUfjy9NLYrp1wE2lStQ4FWyAEcVSEAkifjvBhVWpZk0mx/pbOpdudV1Z9fL0V3tjL+euElVmJAE6iSRsvvec/Cf5jYDCe9B6OQA+lE0CSoMwKNp0zJl2oRT1RA4FyHzr8if0eABuvnc1Agl4VRSr0jC/EkA8sKTrksLQI08KpNgpcl8rSIXtEfGiRBKa8jfEpcO/uO6DPa9oALFrNXr73g+bp9mBxyEvi/SO1TkbtARmgZ5+xWoXymWB3WLwUEv5k/cUdf2nwdVYYj6QlPWByZ3/UlFD1KjEVK3Q07SarL1ABQyvmBjKObSrvwadU2vbcz0B/UU+WqU8ppkWpCWpE8JGBo1zsp98Tu71meI7t+TFmbtMDIcBnQc4Lfk7ZPgDMi4o2wIUZJqgzM3s0kffoN0ml55p+iBblq8VdDwkjrxE3g/8CqSUaupo5gbz+EO3Fz3w7AtLLvjksnfLn7Tq0nXWnBYIeBYyMc3+cOokCmCnuVeCMDGA7BUGfwgor7Fi9likCoDEW2v9Dg3qAtNqX4i7imB0/o4utAYX7S1gLYp/Ma5LX19UsL+UBt1FbBJAOKYBM1GdyTvujgbZ8W6t9pX4OfkPc6ghfx63vv2QdqSST+j3C7TRjc/qDtoE5tA7PyyfY05vIWha66JIMmc3SkeJYM1fxyMdOo6id9Xf0DmquxNWhD/g9iJxVEzdP8iLFcsXL9l88PKvldStuOgWS+LaB06v6g2nAFK1z2xDUiMJ6nD3zbiu3yyiBvEAOEB5Gqw9FdN9mvCqs9T3SlN9QKc0KL9tGYyt+UsEUNR135M/W7Z8Vjt7jhTUOAz5wjT0vqejaLYOkjAabnB6nYKqQHSRZW+IwdaOwp+au5MP8p6Vdy+Bh13LE2b0sbxRZ840PTRsBO6vJ/fZd+f/9IDYBXnyG3ZBE6wwDLwwY14fW7Dmb6ezzhwjGNrn4H3ArxZchNfTM8lw7Pn7/BdCk//Vd2y5zzUQJZEqb6JAejbazrPyb5FkOPPpqCDH9cgyEa3dsbYPuT69gOUhrKoAU6K3WE2bER5spDBwZxUgUvPXiUv3TznYBK+UGD3K5t17fgmXClGGwKQK+x0q4DTz3Ch5ns7cbx1bXPjaxd7jlSWQ1Y8r+sRbc8/XhVjqDE5woKZF6i7EScJWvMv9wdm5mR/StSzi9MFsrIQDADEDL4SduUf03y5S2gkuetgYR02/AbjEwENAeXT9M0/svspV1CH2HEde0vbuwyapF512o+J0lDU/r517+yXcExXsqCBL2ebSQfrvExNmnXFEoJKMakPNrMMLvuNzBbQRn0CC5PyNgQ0tpjLSvH9PS96mexb4eY1pwTTLoJ5e51P6f6i3HXLlTgysqrm5dlfn/tz7fq3DheMWPht5U99iADE9gjrpyfV7GZoXinYCSuPsQ+4YJMbIPgD8LS/zLWTTtBXR5ocuJ9loFcuTA8s7aFJluACyjf6JAvmq1lGx/YX4JMMYjI3u/ALU2Mxg26yWTh2mC6ITXng9UPJk93nwrzX2wfI6Bi0cbGubTAI8GwA1WtDxaLa8a84ihlYDyQxyo3XYvkzxwBIDUJHrWgagqE7ChrFhxIA7rMXW7w4sm8rSYEN8eUDrGooXYVCD1x7BAgz9jBFwVnKCAxL0Rf1wvNKD1jUkTP3jQMPRZB0WsBiErM+yLuB6uX6bfGgeit8BifA6QMwCUHEZ5YdgRq3rzk3lZJVmtxE8KrqGBBgiZu4DzQ5dI+FGQw2u1v+n4s3moO/ISqAVZ+C528qTQWTnILPSl/QxkJGkqk8FDGq68wD51oXG0JyM6JYVDbz+ApA8zycQNjQmrqE5d4ODFh00JwnCMXsMCQhnQ1gx/CooN56Y+kpFO9P8pb6Qb2LD3kREQjhsYmdgscgtZt3DM0b/tlGtxVmPYVaPhnxdBTm9K9tZ0osM5I1qA23yoripkT94CgCjH6JPDYmSx74eThZYBdZdYZW4sapWzveUX7nlZuBYBuinA/h4rX7oqEs0r9z5YZmx9PVXVgkSOjBNDJoZxmnlxdn4tzrQkqSsXxJCj4toc1PcLPQTRPmFSwxuFBGOkz7bFVT+4bf3lNLaFKfo4/Ig2Bna05ZB92TAoIwpU408D1HuF8fnLhMaTY18BDHS8WkNiPlhhQa661Xxf4q6jo5ePCv/kwG5Opt58N/vWPaLZN8L676fKkZvcbAr72Vz5H27if3JNhjeMctc3LD2Xz3+g6vfhe+d1kupQSCBKzi1JzTjrr7osy/vCRsT7rz/A+ua/Qg03KMb8Ln1EAmoccLbOo6oMSQySoTDYFxtG3AMXLkefG83eaioepB3jLQOUnHCUFwVfK1yInRW8qLuUXUGcelguheCPWyF6XWiqFet2bvu6e+r74FLh99sFhy50J/e+s+iPgFRP2LMrplUIXjiOiwdbt49J/BAx0HNUWaMlnGnPvv5fVM8gBQc1y35WU/BT4oxbh9AWftlMwKKv1RzsWPFLVk3N3T5jqPxRmqR9UXKBYDvaz+vOQ/++4Hh//6/hofhBp2e6TVwSvfYEFDW+gGGVwBCzfRbv+bWhKIumyszzVhwGKhUiQnHnpaStaHCGkdQNkGhiYSkZT8FrToocjpVbyRz7oqy5mezX66soQi8Ib3ZoSfN5+dLMSAVlHgKoGkQE48DaHSVmFOqIleL0eKRZP/6YddQHY8YDkE0yO8CKfmZ9DnXRMIgU2ibBW25z74cpSknD1ROWSwKEy8qYIL77ryPxZ+b5sECC6fqDFP1WMrXiGYt3dOgd44U+sGZ3ANGj+pehaYFz9RetjMw8m4o3gaDdDW9MDa2EWC4kq15xE0VKeLvKjXqexijQJ4CLMWgmxwpCW5FHhBbfj4xUJa1rD6c3zjyZMACDTDCydm6cEz1Z6MwABIjjE72zpVxscQgSMH+pPZZ2P95BcRiQJgM3afqttnrAQ9xHWCSNxlr7TIAlE9kEwFqCMrKp44Y8iGt6auBiMf1uNN6qpX0V2h4YntZu7ot7954G4QiP6987Ed3ekg4Lj4H5wCYpRzlS4Gozml+cG2MWC0LYFzceOOC+uf5n8t/OJwzTh2xRYDuDAQb8uhDJWEh1gjA/pTrACKJ8DGXvGyrq+SG/T55+ZzQI5tPGgYOzYdOKp7GY7kqjKjW/ec4Aoehh8QT00RpNrl8uuT99fVHhBRJxDnbt8wL6PSozpNTIVverwWmN4t4IAoyOgpxJ0xLfxs3RrLlC6xQ/D3IpvqA4i/N1qOP2YkR08P2PPeb9Luu0z6+ZPcrP687Cg56F2xe98H5w096p5yWKIU1GIkAzMOlxwUMzQixPxA6+u10kTPMLKyRFX0aXCvpmW7001BGxFKchkfREgkL9C8KMZy53/dxZbZr5Ml7iozLtvDYR/O+R44Aa5EVmp5Mmyqk2CJwXekHzonfqLnx4Qi6eD2DLH6xVzHGKeTG352tsfi23gv/rvNp1CiN5yYMklGnyd7SNGKdqDjE65+WVAiYnIWiqyLNIOsEYiaqg98+/qUPnvhxo8mH67fJF4LLMktLEyjuatxiDN5L+vozLnNJEkBmF/7FUcMh0D1EjSEBGWtM9kIymMkEFLyxDUN+h94FrpWdRF+jz2kJFeHUghEGvJngvXkbFz97VM9y1OHHoctTcy8lnMRo8IKKIMGgexJB1HX/MtJMzvvlXpTnrXrOMZQOC6TObHh8TIttxEbAubiMe+Nm4bL93NTU2PclPyHAQtBL+heatHdH+8SFBo0BVODxNeZC0te+CQBSA9Mlsn5PoyPacunrHblPmsitxsnHFoVNcAqI7AvYmWQ4qgN2Usn0Ph5LFsaFhrwjCDWLy2R4zwQdrjZgeExBAxbidfp0OifoHofPVUpDHiReq7F9E/el+jNedcdrL5YLopnrNfnCtHa97+AsHSLWULDMrABMBHj/9lt/e9P+70xYfhFk3Db4IzzHf3BTwbhBI9I446fJY3/SrI/QX4CTeKDNcVVbUeaDyFeewZ6QIr1w/HAAV9773RzYIfogYHe6BTKcwBIb+vEKOKYZ0KDM/TAqe3DpP/3FbckkeiZAIgHOGvB57/jTwka4F1AtFdqZLUnRrACKn92t62YEoPQFQzGeSI+UsMW0fiiSFPqnFLjy4oES/yCwfzSzNwawMAnNi+PBGStWLRN0DYkm5Z5YNXuzNow+MWELKotmHXCegpLblv5hT23ht4t+GvYxu+2OIGmKL49d47lI2NuND24IRAXZu4gv93WIOFPiwU9kosYqZIu91lxuowyYcL83hHxF8HoSq0q1yli7v48FFTuaX557p27F91Emn21zid8KSDgFFtaKGfmAdYp7NYyU9v7gb0t375pbTcJvVSc/O/zIXAQr6xe/yQDW6uYVpNxuQWShf+upBz0o1b31rU07AxBP1ahZVcQgAoYbH8RBJbbqeQv53J1sThhS+uhvVfK72+CJHbNX8L6INj/t4qXSvliZatfntHR5IzrQD+fAog8DETbsNkqRekMAyre5dBy+zqFNKAa4VZIoprE23SsgGjUufllAJQYQNcpesMPAsDpeRQnp0ZYdgryfLveRv61XaV+a0KHvEKBhCEs0M7zWuPM6Ov77uo+yr8jXGpTNjza5ZmW/s7eLcSJUxiVviCQQD6PAeIDqDuX6HUGXUn9kbjVIccx8KlXlqF1DweNDeVJEjUvj6KgGqvV6xlofYsL6hzGwbJHSvGMtc5eZIMRwYsxJK7YRn3OC4Yajxnnxr3XCswcvfKrfw5X+ABC/tMQAIjhj1ty1ozWNzk9nUE4bngwyz6oZU0xUHK+uzRhZJpAv1mL5ynoRpMsfhqWkaXVwMv7kQx/suuz14w/I9b4JPxMfFpxnzqNxSAfgmwDkehy3uCoxo/JJ4wLr8kiqYNqC4GLiW0FOiQz9jzFL5aSOltGdgBKU83dmGJBtANHM3Q2s+2QtXJ3CM9BICMuV1IgPRjse2tNcCdefH8/mNdHWHdv62jKIR7z2T6R9RhJ6AAGKP3DRUwTJ5cyoYgFIXBVRAwKoxMQnOC43OB3Cw2qXXiON1Uc58KrgW9U9F3bF3y6qzrg985sJL5jeqhRj58c/gI6zySliWzQAh3hRAFmD8btTBYzRsm4QskSEgGFLOB+6ROPvabVZE15tCqAsW6F1PBA3S5Yd3KZT7xKAIyHCoFpnsY+BSGT5gy3Ola7HV3t65rcHrrjuB9MWR43BZJq2c9KxSBex2Jg9wmZXAHSdqmtQ/EAlR7+VnNujG5wAdWoDjSJqXLbtU93iP60pli+JCgLWGTCsXk5Z1Li/jrl+4p/yl+F5ibBtW7U22mv3hp0K9pnu3KR1nqx/smKqMSQyCjqWA5LcZhgFxR/dPBxfjgeGXWwKRKtENtS4ks0wUdP2eBWHyGGk+prpHZ9c3lCx7HE9oGcJkVR6JckNsZYXPjrp+vDg/Lcf3JZx5XcDvnfveS18pTBiED4/7X+qm0b3uAQTEUCjQ4N6cjNFWee9KTZhVP5RYET06hPfLeP+tS72D5kmKftpBGTEcM50o5hfuf9LdxvcHGzWa/pGnmOvSwdD1WFOO6NwIglYGD1yEv0/97hoHEyT9b2fwXuHWbbpwatcRR8KmPY8jAK/kuQDInFZBLc+p6x16fIgzsdE6rqZ+pbxQNkvBQiVuCDeFZt6bzAcNlmCcI8j+AaceWR4n+yef6D2jV9Gf/h4cTFC0cKDyfcYTivrPv3mNErYUvybwKQfgXyU9iEBlMYD8HOhghZJxIhgj9AEqENkQKm2sb+RJTVDsw2SDBoA8oSUkdaB2JH8zd2+RJWUw5u7fVUnqlfI7b0y1i2/kCiWcruUUsr3qqa1r9reeyJW7mthpix+Clz51Stkojg9+s77GfxnzGw1ezsS+U9VSTlQXSVjq2Sr5b4akzJWVdgqZSI/Vh5pHah7rFiekM2xbplYJS14qBOb5bSOge1Syu5iKaUsrq6SM9Vkx8TdOmmLgRfyPKjfjpeVGDBbrxmk8/+sLdu3j49UFaFBYtQBUg+mLXrp7+I0cs0T2oWhKdHaHQLqlgYZ+iG5mcuTl4VM2ratMdCv6UM5KNUE6X85UNafQkMHbDnLVMkUuFY+u+KWLZfm/FLxw0DY5xIQsyNObQg5wkRO8m+vLHvrlv1K7YorPYFnn/hm3T/QEfcwzoAbn2KMyV0EOG3PzUYHOIItlXERfc1xL0a4Tug403xzE0Lr209Lk2cRDGY3AFH8QRteTcEyk2kAfx50/tXI7N4jm+pQtpy6rAE49L0awI1ER7pxYgoEmigZaX9nAkpqGzsHJY4tmt916esZq5YBTY0GKuL0vU8xed/VtHPuM1XC18BHADJAvwoJbzqCPtRcIjBV4gLal+55La8z+RSsY7pFUwBEXmk2Kx3rpz214PLXKuMVUn1AIA4Ts4qdX/AakKbplng1PKeCLuVbQGUcpFAsp9QUi5o1LBOCxpu15rtyKKkZzIaEpa+OAKjWh3eDL/oePiqhYtny4RpFrFCMUvC152lWo5JJdpw+iEWdQ/GG/1fZUz8hf96n5y3CKYb22i5/Z61M8+4S9oSPQSIAI9rxXBZHa1ZcfrxI4BtNKutNqydzZZkU8eMrpUlQPWO9s6NjrHsmvfslH2Dmf6mv6IoH1zKP/rUGXtyJpNunl7OHW59JUtP+e350ywJBiRFAisbA6QnkTbC6dhjslH29mmyaGFD+9esEIuGkG7q1WevIWJVslVJOa7UA4eRTM4cjVlDZgJQn6lZYv1avKGi/PyaHZfc0eSJiFr8XcLdQrc3/16onpBVhM5bOiMcDMIp9vcXV5REr1EDagHRW6JqFKBvJmJaoGu7u7c3/0f1SykSVtXYmimNSdgzI1hObpZQy1puYmcj/NFIlm1PyT+rYp2uODA2QwgNZ5XtC0BOlNNA21UCAE1SniYEXvEaGxlYGG8fhdTz+9b8s9hmr6jLmB3uixg8gzRyXDEYPaCCdk3bMf/27IEsuEMDOgKLbimHVa70kJay4zRFBQCW+ViyRIvHaw65w6tkmjGbAACRfPNRywzJH0DWYfQSPo+2JU7+75wo9bDmNj6f0PMsp2GYzbNmvlRuD2DprH8Ah8EbOXAy8AnGUtjxP6GFPKdYdlenzV4L04VgdhXjoEn/fM00CFD8A86zJmWBWWtBNDeHv9caqV+9tfXCtqXeL8Zk9ky7Zig6cqumZkAA7XczoqxI41r025O3zZS2dt9EPyvd+YpxWQxjgaJmEXbl1PdGgCjGcGKwDpAXrFJOnRm+YNhWyXfqz5tSbXw02UROzajHYxxqsDSYc4bxJAmQFDqnxJ5dPb7tsBlHUYPKilirm9c7UgLxZAaKd1wHTWAnXB+wXqGHHtukqmY+Kl0r8jkOGo9alxyvKDuwfWlkEybGpYr/1mA4RPH0axBP/cuPfBl1z6v5b+dEnBHznuX6a47XF2j2DIEW8gXjF5Av2vx7CE/boSR4Mq5gbemfTAJBtjAjKspp6nNb+a7c7CQvz1l2FN6ymLQ+Qq7Nd4Ij6lxny20Y42UGKN4HkTVx883FmnwP0IY1/k+kGoIhrcDnm3F3X1S+sdxeGRFJU8WISP5ThB/LXmrxT2ohO3LZXeq2qIoDUDx01VeLVoS9uDmOAQ8HxlsAIV42Gy9v86p6Aa8YNh8pkeGdDEUfctwQ2/Lvy3fD5cp5W0+hXr2hvPRDsImhGKR1mSPQdIp4VSdg6lJSHm9cLNUejb+vx6wsoDULwmOi3Ov2vqDagp0UGDwfmLjv4q/d3zAi9BKD8QklVFvGuMa0OULzumunXFH364I7iu+Yxv/M8edeZEtxl8w4kj4vh5N/OINEnTg79eHEZjj3tuWAjJou0kRcWEHYYx4gbylrzO6YKJBw+44yHiTYA1rsAXLmeRSU/PZDd0F/1862HgIcNABkWtuPUGUrbs2mhNetjAlA+6+0ddWaB3E8I57DtwOi0C9l9GoWCZwP8sinnU8XvOGDvyDHSfIMzxUXqYj90Qmh+zSK67v/T3XPb9G2jbQYgZqqgKYkSY4/I7o52atPfrdla9p1l5memyzqNXEFbWrGnmm59HMF9EuegbyMTK5Z87KjdSHzxopRck9wQdEx4SYfS7OZK+uh4cO1ybbTjInDYRq5b53a86v776nqgXAv1EyKLC7TCN5WYG3Bh+c0zywk6fCDSOBSf6cnXredZXxzB1tU0/eNGGHUXDdv3Ww30ukDqHoZZKrjfIEiEdTZEt11G5XFU4t5PR97vgXnwp96aLNxQZYI3sQ9hVxgD3Eb01h9NdQ3NePG+Gavc5v33OIp+MrhxNtbWmdo09dSO/dkkAF+iVsDAvRRAATRSJteGkk69WqqoBSeztS2Xuy08NE9G1AAMAwVnav4mQLy2O5M8yqf92vHjwXduWj6z0ukJx/qzwEJBHLCURGG8JvudSvyPez5dsGCs7lB85mHMEWzA1DA1qbEPebqsoHVG/Q259JWZpy7fAEQNGMlwpyDaU6QwmC2f/25vjlDJKE04+neN0RsogHAvKh8+KOoPTT3GHqnTF/3jwfrj7P/5P6/UpQsjkuzFsQK4Mar/846PCtcEYRLG3GVicu2OINFME2ta+i0VphunRkKYNh+DOO6JGsQDZVlANPlew9ZHQMVZc5FaUnEPLjAv0fqiEL8+DwIj78XR94VNDBtrNIqAt+fkLXj6uUVlHfdGn/jpjG/l1lhYLONyOh650dNdH4T9mdBBizfv+PGiBw6IvQ1sXnwoVcYOw9MAIs+F6ASX3pjxs9rw1JCenL82Olk4CSPi+MNP/nSVO3rjQ10nm4K5Jf7BI45/XH3MtI1chl2jw60zXMDZlD6dZ/xi+pkSlytx0LVKyyisMNPBlNLFEGcQcFGDTz64IwNU3frd0i1LQLiR0lSJT/u/JfUDViCNoyk7GQ6GboZ1xRUYOQiz0OlQv7bjwzL56o6G3KDW/dqqur9FS/XDZsQyvfxhHO7D47YJb2w0/CKMhfpkrcF9SrvjK7N/Rdgc25anAcU0BoHMg9vwgxIoAAynle4uCQwLqo5Lr3Hc0rGa9pGrl259+5VaU5DntWJxVSdW2nndCzhLMoJFu+bFjxrYRwB9fIbTSNvWoHv6os3J9qmkb31OYNIPd4uyMsprG4gLOsuSMBcIW6/gkxqQNy/eUO53lAkVefCVhmnBuck60l0kAOenfTc+7TbyMntHak/sbRoQKyZFLgkMYIQP84aZKnYKHOfUAmlg5WxwCcijdJj7BbkeSLNSjM0jFvFA/N5ygICV/H3bHfbOHpuJF1BxejcyyYZfU4RD39zEkW/fJILXFiScGqz59IpUdSICuDv9Rtn17/+66P1fdP5ipWcoCjDRxqP6TPISX7xwfIyjMIBP6psWL6gXvgb9uaNFxMRYzYz1on6EAeTV9S3ZEsAUKjHQ0rIXm+gwo4WfiHlfckx+/649R+6bEynqWC8i04y85HZtRNBAd+tu+jXAcQKMNPy68UgRYUxnvkH230sE0Q7x+nEB9khPrUgbACQZP/QxArmZQuu6dNzqbCwCFSVnRdmB/XuBkA783whwCAMSELYaXQnQNen2rb79cFzfJHpeyz/QsuDxRQ8ELP1WIsW5cVb+JdjLjJn8yQC6TgLchtShyFgaOvo7A3dSRBizrCmCaErYKpW62+IfSFcPlVUIvrRn4PaO3L+s58iCZ9r525pnT+0D3P1gCaVc6F64fBZPY1wuLF+V1CwUZ+UfYXLJnpZosO9PnRD9g7HWHL1mPV+Bzu4mP9c3VxS04AGXY21gaxoqWZqf4uQf5QFCRe4f1rPfywM8pt1mmWx75GqpFP6/e6Zu2TGDAtfNe6mJi0xWCQ2wAp3tMPSkDnQcn5MxFCMSRhgwELzh+iU1xHngw9XAMRI6qWjXWWl3VL3TQApX7uQZFao4vYisG7bC4ISGKExuGYzvekDcOfuPCYOkwtJISmUafMXAt+vOTSueuXa51lvhjwACpNA/m3MADj9Kf41XYA03JQJECAMGcQG7+icGFhjLaenPmT3u/WbyS7+nj87BOEEnSShycBJxoQCaguJVL9/Ggol9l+2r+P3m6VU/LwGHltBBwsOeMLBRgdQulTgvE2qiVN9cOuErlQbzjwx66EctnD+9nXH2Og0GPbLEcAxvKagv11+3fk2bD04gppoq8R+vJ3Ngj9R3OB7uGsSFCxEhQYQYkTeACGhXlGxr1X+hx/yO+l36tituO3L/j+9eONAdtADmzp+ESSIdlE0xl19QAXK/5hoMUtA1ZBwlDO7wmDbJpH9FnlwOBCFT2GlTrXmn2ppBN4Cj4oN6IdvmXveOdqBhhz6yYrk8dQuAVygRSzBXhOpFa+CRK/KCnLf5Ai65sCH/iYqpBsGXbHSNpJe1Re5+s4edAmdpATSi+CFjNmtGN+nkgVkdzCa3sa9EqDjW/xZFfG2dmSftNscsO/AGBfQp2x/+uiO65YK1k4q+cDDumicDP/Dct+YTnyGC8rFxedTG/XWUnMSBS8kU0S44kvtROXJtXcO4ADY64I0vjhrKWgDkP95rX7FS9llG1o+AWUbTRdHmOxsp4lTtrgr/kXny8kNNsX1hW0HDP+ULIJHoC6rRfTzwft9w1+Abu1b+RZyua9Y/g3ezrwB1jUyuBqnlMILGewHIe8MsYGmQoe8H0tb0tA072gmUaijz+siq9DUIlZgx5vEmoIAyoatyue8byw7uvuWyOf9603+u//Wn83fFxCRVELVlKjf2QP0c5IRPsl16fJGv0yFcLwEnI1hWZR1sXYqATgEB61jR5qjNgE/GqQlARQksjkJ28wuNGcotlcEKXHyY3ok6XkVzETXzv1fxmz8+WE9k25EcV+XWltya227VI5x+1v35+bTD2jUMwJwHI7cxue0SDShNciZSRa01R40CKLcFtBA7A1DpBdBS6s0Y+4BFiIW644lvbMnLbl+57YX5rhV72u/N8jc8PBnQ6ZGJMLYKC4YJaT+sG/uwc5B2odR3ZiiGo1b6036OjOkDd4CO1mAb9dBJsNdvZThKFbA3OTeAT6hI0+d4GNdjpp7+JKc5UWiQ2KC4GJx44Keip/B24/W2ywPrC7Jue7QnkVV5/pBpo6STGtYaKO2DcebV9dBVieulsw1FreYo4Duu0wOVNLWN6S8VJ6ixuPLbR5/WZFM8UGg4gq7cuOPWTetfngm3mSGAfTgwNOCfnRCZqcY2lc3/ZH1tw0hQs/pklD7LGGm41gXGvK2YFeANtDn208Y0ooAs2RHIpQ4MhGmHZyYf4WuS3dvaIEQnEFRtMdtyoTRSKh+hUfpUS9HmiiWvrM5pf3nZPdNu+MVHvT48hK2ON6yV8rzEhhSZihEuDwIZlsNHzf/QJbKAlNuhTU8Lt5yryab4Nbc2B31A5IPUg9I6SKKigLJsRXDT7sKA4neAvQmYGDEiyDBY8L56PMCs5kUTD/W/EFyinrrd9aVbV3rk+WXtSCM9/Q+PSkZlZiiPHrYodZShao41kKbPEJp1x7GgIJt+mGwMiSONHSLEXsAcbbWRerFletZg/eGKu94tqh3Y8uuFdy1fAWY4VhzGiqr36coGYsCEa/dbFtoCzo+06UYeJnK1/ffYoYGGghqBqPxP2pVtAcVwTDVs15wxnvkt+/DLl0ARKg5B50Vbmr4q+lOdY/KHNeB0/hWc2pwmxztP9P7zh9+7bXV+a+VHL89552bz549ajTVtf/PwefKfXGbCtrd5qY9LhKNMrs7m29iJ1kaHh7BuCABkt0TJCHbZlosCb7KMChDxOnyuzpuHyQMdfA28+y7fffUbp/btigkK0GAQr9UPmtcZ1vuIU/S3pXt2WfxPOV8DmPlfNoujdsgkTYmLqABTeXK51vWdneSODem3/IvdcJJMEb25doap1AsQKUwRu+/tDvJuUIr1xKnGvntef/vVq1ruuOD57D+8WOPH5LHIycMUATi9a+ybxtdenWETAL4UBY2heaoOtNFI9CQElSbnmNsiF9ck30OG3f8j9KevmwutlktNRRHkehy+rkuzXTo8Y1gdEwNjjcQbBFB86Fyjux/2hnu2d6zV/4ELoH36tsXf4POS/aZGR3MDwzr3OqJbhsSn0APK97R5NYjT+iTMMZh9MRTI9dqnL1f/i6A91UluIGKd6AUQKmBVNvffsOKS9pu3Hkk8Vhn74l9rIhoRoQEYqVe2wR7+NvhBGgTE2Why7ep4IPqXQ7pBECPNEzsNwe3Phiuze5trSKS7VYxRukiDeFDWCpSAihRMEEFyXaqwL6fiE72oTuKZpV9+fPLOhzJvqGzo1D1Bnwwnvn0t2pn7lJMUNj6cfSMTlgri7+wlD9fPa/pgedxR6Rl1AxmrV48LYK+shLIu4k0Yto5LTf0H4HasCzbr8RXAnrZ++qLbPwweXFcdJhIzIQFtBhcKzftNjRPmwzOE6+t9B/eO9tB56B8Ajn71bUFknze9qDN5vx+yibJU6/xK8IjuSeJNp9XrhohyQ2DJFnLaRm4D6/wLhn9sOXAqYY+47tb4wejHF98wY4EjftHXnq/5Yzhw6FmYjPj7DQlIlxucUeg/tyeQ01U6wIEd73pg6eUdQMmWHB+EJ2Qk2xJxhUGfpyCFV5YYgCMoiAeiBgSTiRGT1UlUhgWKvxTXqbXmldb+e3kS2lUBQ4JbsPFOBB7nfxN6pi1v211vfunxns7L5o2ynww8SujGOVqgJoe6145o8RKisU8zwAQHXVzQNGooT5FQAD2PvrLOFVp7ATQc9VpNGJBSdnRLeSImCy346t7h9ippah5Z3DFQl1CkedV7/1no+/Yl7u5CQwOvc4Wv3bGxJX/zOEaudZ/Jf8bMRFWdLLbcep7LkFLOfGJAtsrN3SkY6w4Z6+ULclhK2Tu8WcpeGauSMmZnsZS9MzsGtvdKKWe2SinldpUJg1HZtAc8ccrTmm16Sdlw/qJ+VN72Tl/kyxlN97RMeyxeHyrgP3x4x+FffCb/WGcWa3reUQC82OihrKPnjYYxhfQ0PgBwDE/QCdGJz/S78szRyypUSnCCXEluDSDF7vd/vjZ063ezf/DimzVvWXo1K7YKoXhnaQnWMLL2+B3tSfzPtKedg7IDI4Fc4T/tVy39jzz65j9+afxoFBoi+qjqLElSczxdBpgP06O1BVWY6lROc3fgd4xo+hJHUMQdz2TReKTiC2+VHf9K9RF97aIAZCY7Jnbm81P5TcYnEQnPCBYMCWAwbgC3Pi1oMmpEWh0xeY21KNV05cHezt76Nur7os3Ck95T0vpPxbFe1f1Lp+HYFioUgBK84r4lPBbBjP0lrayJ7kUxxeut+wnMWbf+P76iJxfs4GeyfBrpSXHDzhiUAQef//Ein3W1Jwo/u/uqphjR0X6PYanLJ8g8ehTDsa0NSBg8z3+jpiL1R/tomutbg3s3L/h638lfrXq9/eL4Q9NrvvgG7n0xK1LRtM6A4rS7AufB/CXTDjTlmJUvL4fYMZcO2Br39HXXt+7/3Nt34X4IFHQOasaUl+e2IcTp22EMpppNARVZQc3ynF36JvVbo1fDgNuK7gI4ZYqOgWX3TJOX9vTOmVRakBDVpzrN9GPjOQL3bdIt78wwcLJTAWjID3DrllW1yZ0wAmEZNpKRgmHIyrq0SZbvnXD5BRUjzauz0RlKEyxULOTQWbDuk1YdIJC96c5dX7j17f31Lbk/3REkhoIzZlo6bDfeDQ7elxeU7WxKN1aMSRB4Vgruuj8A/tNNSO7UTph9EpYmPsnLcVUC1PRoqGPetBPo9wOuIsppDqrwFNpYD8IYoGtuPOD62U9vGd52/I4LVhbK3eJvE0vLdHm1SkxNHZSTNNbwdjbSCMM3dsyGzP08oRMq6AzQpI9tUAzrfQ7LwAEdz9LdTyxYG4jesKmuNxF2SFvgsF+4ipLJJIfwNe8Q7RV+olKgvPnTdTMLrPGmfAo2qpGOkjcp9ueNg78OEe/e3VxZfz4cjyUFL7DQS/rZ5VQejjLra5+vkxww0hdly2SNuB7X5fOY3iyyTbCQ1pLys0oyyboEjv7HpOWTb7x8xjI6el7/+AeZpRfe/GrdtQsMekKjiS//VxQqMwIw97YAOOZwi07K/q6llxrx90QFuEr85UE4NudP96hnTjAXWPLzCu3AgxpKNcHvNuEURuplClAwoZJF+mOzEjeKwsN36lKnFxzCLDHHNwx+JpmQ9LD2MkMMHiIXCg3qG5LX91pfkvAiQOfFwYEHgy5lG198rjL42g+CMQEpvSKkDkVbvwGO390gLnzlzv/oe/ifXt0rd3/5UqGDs4A1wTBYkRF6ABJk8Mvg52bfZ7HpBUCkBeAnbZIfyZegYELTHleRFPhTkDr2GAIir1f2BQFW0lMogyocCBS93TT2ObpbsFEXwCUDT53a2hPd9N+T79u91Sj4cKNPFS98br5TpAFMCALx7m0tNAaiFkDwnFQJN+DWnQoJKPBgUBPIbt4xJwBDRKYQ1vA6NUBGbCTr4TpZWF0+3Cpl74nNslCekImHr/0C3g2nticWfKF7Wkd3BCif9tSqOgo8gQKXo1rnC93TWkcYh4zPZH9mr5S273msyifldjlsi7wzpYxJKbsLpZTGTDlDdlse51JulpFEfp2Uslu2npC9Ug7IXil7I72y/eHHkvE7KZPpYUD53cZBEV5bGyj6Y2n2/3y9/vuFRv5rRKpjoJpARAAwNB6Hn00hH8DAbwXEq47r6KejKAOgafE76RmCvEyBbCJD+W5AjJZLAMQUk/YnfidUZCu1A7WulRDCLy2NeoINqGDixZlAlSxcf93L8h7lqYuNT6fLKkP9+s7rRx2M0kk/36ZEEn8Fja5L4+hy9V4T+oC/HCKVQSG91t4gTBMFH+ODDEvgcgMkHRqcuMHv0p67Vp8ohjft+HF34Vul0345Un3qiuKSx8y9YYLEYI2J7ksg+LJ3Q7DTrlzFy+lRFGchS0rrT9/4EvY8tuij1/rB2LxekJfFWSA8nGIrZLsujncXNQsV5VKmGWoy8+46wIoWd3uREIk/9fPtob31FdPef7jm7YP72H7IsUkZM8yd58p6dzp1PwhkrvAZ/VDQ5QgGEsuDyWsaY7b1AIqf4damnW1654hhPVZNbRYmqOBjkv9/ZtUKGogfxBgSrpf9/WU1kUE0FcLgpBM0pHsW+4iGAVmxIt/Q7VpitgX9vGk0wgZww+yht3UgOwTXLTkg5KXXi9Nv8QLHTNlECJRgcxEZetdQ1SVKUn8VS69UaVt8wDy10vfutPjybf+4YE53wVuOWv03T2ww9hZgTfVEYFTzlGCQ84xgtgTH/GVAfN5olhR7EJsWL4lvTosnGxBANuFaSWCNjThkod5EwHSriTf1gIpcpLmW72nI93MozAYLzsz4O6RgWK1da8W6jdf8S3gen5B4QMr/mXP3GX30OUhAxEvUISAXc37mgAD6yuAvjsQYpT6go0wUjj0vNu0MKAbZQCAxP9UWpxXy79QAMTvXBxOX79l1313/5+HnenNalcs+NOCNof+39w6nrT1UrX3du6rQqv7sYIfjkH3K8j8P/RDJ5HT3t4/eXND+19+0nwre40v+bCS/eAeS3+L3Em+4eOKKuuZZKtSGmRC2U+qNkiUpOjeMvL/6L8df+mvPPTO0e7frblfPBuTnUPiPS5eslXpjQOsaWgsfwdGoAMaCfI7y4YeWwXjvIzXXw6iCMnn0VlHYi/NDH1r88MpnRbRzqPbul2sfev16XxhQheX8HMYrLkTHybcXkggoc7pJ03jon7cBKed3AHosa8aFBvHFI+34Jvj3BxrOvCketD4H612V8b6CrriNtZyWDVxFRlSnaHOV9lwzqZ6b3j+xe8LdovyLPz249f0F2x8O2pb3IKQm7Hkif1oUAgjNZyRqLI9/b6NLFekbcIq0NmoYROpxEW2rBGrUKt1IisXhNRI24I5OCCkBFdk3Wa7fKnXUkq5bDasxBrGY1TlOFDZoqheVppiYsDoWLQImfGKkL5hpX8+DJIQVQIQddwWZBwWWh7lLJ2Zas8mbShJo/e1Rnqlq2hGw7u+7NaEDhGMmqKMZDxTT8ARc109cH920Y8a3/+3D8LTDL/z2q7HbxUVEwuI5u1QcQKhjzLhpXz+bfACTmqynn35RgZFDLp3QF2tKaSBTRI1BYXnc6enl9v1bvOqh3Vy8s2KJDKoo+X2iJgWhqNiJ1ayzwz7zGalXTm+9cs6Na9orn2ZSHeCFEuN8knWchSYeZ9rx6M6K6RsdtW1WhO/ZyIGrSQq4lF7F/y9Bq6O8KXhizRr/f3t17XKtaTDYtnLbW9NrH6z/tOJ73V/Z/5sw+rUxwAxbUH6KO5Csd+Vt1zzzv+YfIBAB3KfpIQzqAspmYX7FP4EGbB+50fCRuO0duDTbFZ+zWD95371VoCbXwgiY4LQAkvP494FH5t2o+EKXy/lN35u46cMD6uD2yqCdJOn8lD3jUAgGceXhONS16vW7deLmOPPXcGlOUYNDuOZ70IwhLYSFhCvsAjEiXiehaOe1JQEV+eHimw7uacid0DBn8b/tmFO079gyaRyOICPPHLTb/gWBKf81PEi4BzDx1b5wdHwHwfMmN2JdHkfLmAcpA5qsASMokqyOwqplCmRTTkC5UQAul+iPJZc/FchYBODMcet3eDbkL/uw6+ngvjCskeHVhIBtof76UKIj+egwEj311+ciH1jnRW386wHk7rX8yXBgAtFfITUrWRdpi5xDMY4tu7Ahb6J5ZbNQiWyYpXo3aG5QJnmtEpO+427Jr77D1zLLvdC74Q5UZaOKEKnHhIp+W6n/rxqQ9OA1cinHIMfEQ3Cs8BdONU45RsLAU7qkbdVaKxz2X0cLJSktfWdcyuZP5Uenftsu43L444Ft7avqegvby30t+dUrCqtX+Vryq8u9G2a5r82vvvN/xfxMKQ9bzxoefexMKbfLwsSqupZH63oL2x+i9VEpm6WUwx0yJqXsndYqY1JulnaqNitee7s8kciXM9P5Px/qbf54Vd2nj1SXu1XH+Gb3z6KMgvZVdb2Pfnzqt7HRKott/rcdWVXXW9i+iiP31/UWtq+q6x2O9Ra2r3que9XhRJU8LKUcGOWjWA7EWuX28ZzxP4t8PqrhR1A35ufph2p/cB53jxyaP6v3Fx0XHtzT+MvL2t9ddnDPrpfnzr7qp8tvL3gsLG4GdCN+uudBwtmybOMHN+6Ys3jJDucv7Bdve2Pwefv/fOm3iTv2PZwF3v/lWqu5S+re604cKTy+qq73kees91H4VPnW1gV1vYXtq+p7H/24t7C9+P9f/I9LicDnfd1pNMu90AteFBbyVrnvzfxqi/+Y/O2n8uNTr/9/2RAprRn6qZSyeeD13pE6WVhn5hzJr+st/NGjW8+vQe6F09qLkbFyX0t+dfm09qrtvSdiK4oTq+KyQ9a1Fr5XPq19VV1V4VPlvpb8uhWF7avqjhTXycL2ge2fPvr/TRtHpCx+XGODdjZYnpkqMQt3TEYQJsRM9sle/6YflrR+a3vkV02VdpBiGHNfOGYSFmZEDB98LS6irQ9AUcfgvuS+HjUj+8L/+/ExHjnBWHtYPnrYelXyTKgMleEVLxV1/OCtdAg+obHQ2zLt35dsq1j6TO2OOYuv/+nqZyOpXT1sfxrIyL7KZa1GTUiXy+sjrxy77eDX60Pz31+utX69PlS0afm01tWbQkUdq+vDRX+JXD2qRP7f08yxY1BTwXlZYft9D+96ZW1gyYH1exqUFSujuoqGjlOzgQonTlo1dc+OOYuXbD4YfGnJjIai/rG1xswEaw7s2Hn9kpvu2tZ5lYRE+HsR4rCPKtMIxw5Gmu798OCvNonpnYNQJCMb0MJr4md6H38+0g0V/GtSxgI3QmMwvve6HXUtjzx58Fdv757XW9i+0DnTPuUoEa+4dJrnRd8LQ8JVsWx5dMuGTUR1Dmt2hbMW3el7e05u4NZlBz+o3TFv0cKfbKg7ddIUY54qI4l7N7Vq9aFYJxAdjnRaQmgRq/8SLgIjvCYIMpIOyng2DzsnmU/tOXJlS6jAJPhy7rcN0A8mDzB218zae7jkt32+dqb9ekqwGrdX/MGtWtonOcvTW9TSs6d51RxuNaGIKU4N74C2sFcAT/zJUX7Z1yqWFSzZVdH6vduzkDMjFmiBG927YbitAIYzV7xWMSJkSfOhePiqXRFCt+46+fd7Ptj0ymUTHzGgbd7O3IplB+ssZ5ruX9991Vthb0xVAaN4ljPZOg2EWliZ6WNB7bMLli3/yO+oO5HEMQbEViCStSZAC+y61UD5/U9MBQu8X9ytWiqkFvLhu+VAPjNuX2JrifVXZ7kXctnUmw7uObLgu5VFW9TXejeJv1gXVda3u0eARFd81uIlv2TH4iX3roaib+6wwArCa3aN9ndixYr048dMlVNr31VuYZIBgHcNtjLaLIBTiihFCkzFUCcBP9NII/XEba7C2xzRFnJ6Ex7v6BjRrY8Z63+296n8H9/4SPtF//i9dA82xa2slzu4xNdVGUf3OC54M8++2fKgE7OuL/e15P/z4iUGkLvzH4rC1T3jDx9NJYGTRWRA3CxsX7oHUK/+/ZKpow6ABoDyIgSv9WVVBkFywen1xEX5XiOJfp6XbGDqxHTb1+6vdvjefvWqXqW98repu2y/edf+y0G5cYWv/f663gJWOQ28GzS8TjsOrGTaK8vKGLlRcKavhWpBfqZIAMpHH/xs/ew8enxSvIESSF4L258J4TJAlogALLfAou3FNb2m6NsPrg0cImYGSJ5XdAA+asnjOuW5QZgn1at1Tsck6/G58qsXT2sv39oC4PbajT3NAcLuXxmrmplYJWWxlDOl3PZclZTS11IV65WyWyaqtku52UrMbGMkFUsZqxqWthVLDliifKusqxpOPFactjZHEvfHZLHs3t4qq8vtC5ullDJHStktOwakPBGrKpDSPgycGLYuW4/pTl/mW4qlLO5NzJQyLb7PDVBsiar7kn3vuMMAdlUIhw+mWsYRPb3VcR0c21xRQtZ7SaSWNpHEBYNBpKAv8WTyJm9y7Jci59eXF0E2X58A2Mu2VYPDylRMIzpkpz9UAcyQIjjz4KkytNZUlgkWAUk7q13IwdAFAa0tL47iZ9IYwN0I9jDPFBxYTaiAYNoSHQYDZ5z1GLweKKB8q0n6RUB+zSnIcgRb9E7osjg5k6QYBijwj3MtYvNv1YcOAVga3EhcTNtil0k7YWW09U+EjocAuYwPTveUjH+FriFhRjsBGpN9k2zwcANAJ9NCyrKD4hA40a0JM+q3MnGFDcjYdOaOrEPDnZtMGDRPu6LiVcUZCmQ3QahxaBNeFQ25qLpdQFhXE4N42EPeJqETF3y1ZjQRk4Wq5kW5Qfjef1CAfD4I6a9dh9fAoTzliANlSmfN6f7fetRI6smVYMrIPNP6MBhLKpnrnuErwg5BeKPNTjkhkk/TQDHb8sjIzXwoKOc/nbwoAEyicHU1ZThqyfNA2JtWtwEk9GGI9/kgGPJDIE0QjgHHaA7ASoCheZxJlr9IW15cLNnTCIT1M/iHqnTfrKk4guTFr4HSeENcYCY7x61CKP+HwCmf/Hl8BZ1Lgw1YK7iW3J4+CQJxE/mJ4MvtWPi6qcbG1/+By35sd1UwhZhvxeHZ0GgoIkNPxRLqqV1PCV25Fr1RO4P/UzPu1jOFLeuEIdX33ph2EspcYOZ2gotE0CTG6D7gFeChaMvyoJGqL61/LnhSDKOId3Qc7WHbMVEbrT7cD+wh30t0C6dRSnLTfAC5DInAKHjiWP7DtjyhA5Q2uIi3weBpZzgDUJ7Uiz58xGhjJ9FbEMkIJHv0OmgDCgVRhoSFeW3d6gR6D/FUoKxpaEaL/pf1Qev3iDPZFisBhScwDFAE8vTDlhuVr+Xn9EWbw8Ez+M96QB/901tjfTri4OnzdYHZD0yqSRZXA9YTHZpsmhjwdRIvyasJn14nyjIRda3SXDpk65bwLZKDyabbLgwRXwFlnE7RJ2rFGZ6kGuM6Capk3mxuPKWh3AAMTgwAsVE8Y7uUIwDEH4ozLa5po2KCAGI/wlMGEMq1vLhPh2OKCSgvY2mwIe/9lTrto0KGCYAHV5719p0xG5bP9sFIUTuensmUTTt6pj+BFf+SCCfFIAGOPfTv/L90knMarEw4xreEPkkeDLbnxQOK4TDwnYlGoep1wCpx1O4FBUDDi8Z7t/+puTbpKBrrS2fGBNSrIboFXHPfs9s9hjxBJ377Zn2U/5HCttzMQ3TeaiTbLEhzZol2AQv8gKPRxaBILxRgEn3Inj0AwUljvL5wQmnUAFeUQQwcQR86adus4dyLIwgekCKugZXhxY392ocBBqdJHco68UUIrxltS6ptKmHLfyDiCUDmCuQDwRvJHPClxAF3yrmzRuFFjK6hq8yyseJmDGDrfiulGc1NqcfYbQkDWy6Fr1zVfuV7yWvhMXwYQHTLYNCVl2yjmiqEBvEudi72yeT8Td6nq1ww/ypV9Y6ONwNQqSfXckI4mkco+pMC+6INM6DhCMKmAB/TQHRwUABaSv7RAfDBNJfeCb2W0J5i1aLOUp9BMDD6zDRyEgQPcdh5d0mAVLDlKCVvMFQ8tSf3K9XkZr6FfHAeSm9ebGxdxJTMRogSwLhIaL6scPp1L8OzlxlAQ+6Z/joSA46IHOhcmg0TZv9Mpt2YWiaUgINO+LQgtTyGwXqt68gj2NzEp0tYtc2CgBpD6f6HVhz3fz2dLUvWruBjR/2ociPJlxddoxQDTDqXakmHhjGkCKJQTxI1w51i11n3kxZhB7FPGc9paKcOQHTsojrK8/Da0+9Q6a07klsv6Ipdak0eNZnKkhgkhA+yXZfcBn8UYNybdmsEmESArMpsA/hW1hnsDESbmwjNFQGY4hkGnDNT17xghYsDBMywL80KY0Oi9cFSjLx4QDE4HBk/OMhaDsLAiA9KS+GSakeJ32GDV6ljS6771Hwd3kguX8mOiQEcsb6H6IQorAWcSmqhy+IkOLbuulKELHlnrMxpRCZBmXzVqrHLQrVxpgl7H2yBPj52iDG3oatcEIpl3WL7DSSfpoMMBt8FJQj0aZll9iCrSbs3d1rAxpZLz10UIwKDxK8HfC5F/P/oevf4KMqz//89M8tmIWtcKNgNBh08tAhoNwFsElEGtEo91IhY44O2W4NCwbbRpF+xBXMjVLEGTJ8KhZroaqVGRRq1WLQK4ylJFZN9KiLWA6NEshILS1hgsuzu/ftjZjcb9He/Xr6CO6frvu7TdfxcjDjhmym8m4Cd0CFKwJmbwgL07Pd9+CDaM6qTTTGXTR79G4GPTBX/0kznyHBvtf+S4ujoV0j6swMZH7xNbUQuFtBwQ+R8Qe2JctRRgGcN0J0qDUOaky11ktja2R+hcFWWCpPsqgrjoru1KiLPmmhm/6HpkK4JRglS9Q3rNxWQ7rbohPxIQetZoGzfOU2KdJhscRcfYKTEkufTc5MmQFGv/jV+RPmIiRBEmw4yNnjBNWJP8NKK0giyDVdlHdqSADenBbLtFHs38WxBKwEg9a9JoCp9v/MueviSG6r48nLbH3emSQYgIFweBCco989PviXA/K+wcoI6AGkMJ/IuNsd0mZab2RkB4D0c6KkgLWIlRwWD0EoGlFYBpGcbcoWwGFy/DpGGdjTC3G9DSxi0yP9PkJG7QIVuEF2xiLns0kSsvFCAYj6WfUbHOUpjbZuYs3b5/Qednz0CZ+amgNR44Mk2LsObiOAYmnIHvoVN+JTeuenNEwkPrhbn9SL7v9WAtwySZWmRL2sKABlKC8X8Giy2ysj7lK7/0UUwn3MqwM8vTQpNdNLUEyT9oo3p1qQws3dtDCNXRFrBeyUntvRZcGQMRprk+5se+zL7c+6QPi6g6aw0RLW3s3lkevau+UlAaOWrKCmAQ197+RD6fcBJJROC1Ixqp5glDIajDvIg2bDrcBXVTdOajy4O9wzOa6e8qOKFMe39TdxgcspgsLvqkSAk5cF9FM5/znvmZLU6iwAlyVnUFkw44jxgAsrrDCmoB927dEiHlSotwtdDjVQSAnKwLQA9wzgsgOsjXuBy2QS5vUun3BfXqjoBotf/mZQInxDIocFTYdDWgl9TLNX0+AYB+RVi4K1sQveKCJf6UmCesC3uBO8ZDgdbq2HQtmbAN9SXVDkMDLeqZT1eSOWVIogD4CM8BvyXzdlVi9XZEy7PW0iSAeeI2Qx9FO7+eiBWmxJWb39gb1BOO2ce3QHnx+wcmqwtpqMtXVP+aeLE5xxmjU0L5MYNs5NyRYS/Oxrc1+gf0vr+vIpNBRTOB6zaIS/zAW2dPS+vC5V0TowCdmB5dsVY4EH1pyeABnXL+Jqul6Geop1pc2J6/tgX58pYUsS/0acSm9jkqBy5jrqpTnJzU/gbNEiVMcLBRc3p/AH378fVgL758EkFySinvBF06LRsnAhmeZv/crxAf1q44lZWQEkB+wE6z0hbSVMTKD4DiDuVUaxAxlKYy9ppzbFJpiYoH9QVLQaFxvJ1RwQzd2h+29mJv6mpWbgdZZ4YCyXdiwiD/JpFQ6qX00Pr3MixieBPOvpA3sxNbOHw/T+vzuNbtjksu/ZPQUon97FLe39YzqKUfffEQgxXWN1V1JRXbdmZHcN2HUmHla65kW9w9mXxH/Rsv32ALNeAcDm0hKsLn7Vk3iKzgWHvbQJlnnCk537QHeVO1Z17DutRxnQYUFm4TDhPzsp1eP7nIX9v6S6KOfeXjMjuR5a73JplGCf3LpEOx/2kLbLlVL6xqfQtoz9tBeVhsdmA1l2QV3U5LlArTW8bmtKVGEOoxfndZ5IFv4evtMh9xlNXGLu0V8wT3h5Uk2kVegbkxmbobgrkWGsDmRAFVn8E5d0VkVa+ApzqbtlJLgSkWsEb+vRYBEoi30j/ULG6aSugzFsRkSI9wYXHz/bdA/5w8H2B9/YbgY1DeOLJk4i3tFbR92E4H0jbBAgP663lMuCp8xe5KGc+B7pdZI/F82YuEzRhgtexBvicp4Xjevim9dtnFN4ZcSTlbJsFmETgOr1VOWf2+CbSTsSpHQbTeYs00wISkc4QnZPCm/LzH1dKHU8kBO2HixcTTYzxGlHAzKV5BdZDH++3UVBbuBPUiK4PJcsCbUVyFRwIQZqmYTrfPIdUEM4WVcsNJmlrIkBpJI+agPt3Ux//ljviFWEyZjVZA4EA8H3vgmBrKB0GiJGuGW/knvZg41GUfwm94znRN8dMOJ4Vx6/q3qMsM4IyDsCHpmZmoXyyzE7JUR4TtHTsm9avvd4ikyUzO5cESlVvORTPLue6K1uzkCEeAjZxUvhBuVGLdLKpteSEGWiBqBaMbD0DjPdf2DrEkqY4a7imuJ1XmCQYMBw9L5eeHIGwbEuHDTTdO9HxqHrcjqasb8D0kHvtDplygtCk3DvDllJK+ah0MA1SvVLuDbbPSNUMZBrW98ZPtk+W3dKWTmLZ6R3y0d4BudeW8lGZ9d11yJQ8XUq745CUp3c1POp46Q6lGoozDcdekoeykW+PygEpnSczDbnQvO1SPpqZkXKC+g5JaUspMzN2NEgpZeZkeSL9M1SHIbnZa+0SQNrS5RObWkFLkS0X49wYCxHCa3wM1GJ15l4Ud0c2LarR0q1wvLIwf0xU0En4iihcQBQw8syzeUXpNxj9hJUmjdY8/S+b7qSEvrZ+DZUxWjWaaHX8cZ7smQ1GQAfGwDM1xdt/3bw/KXKdzOVPtREODjM2FRCd68S0k9tzEuWqoLVUhHl/RcOtwq8iMzmKkGTCeKGAbktvO3JT9vfBTsFcilw/UtWm/N/zmzko/6QfAoKtkwRJlEirMgTHSaVnIH1FdTQR6SQtkmZb/ksCACnRD4a8M2KSHmKZxUdGmCiR9mmTmcMJ0HVsA5s24VgC0lewK5E9vwdP9+9XANEEqxLfsH6PS1cCzt0vQeg8YAU74aDBDYCJ7iOV1TCkNCAJSTMBSjgMZhaJKw7g2Uoi2K4sc0pLXJPXGx086JA0NR26BWxq0IcIkT5gIlSTGJNTM3xZtSmTGXIfoBJPCtILq9G20A9lRTks7uydKVBuI+g9tqU1kH4tt9vYIMngFNN53N9HocDM+HVADAnw1as0xYRO5eFaNPLPoAzIgYxR7r8+4kY2PJRnsh1spY0g2/7Ky/HBngYAMFQHDzWl59ukKwmPih7RmQit4UEbksDnfzwZPS4OTFkm2IXlFT4Gd3EVYkfGGdC7ZbvxlIB0HkImgCp43UDDTOA1ZMSxL87Kn/O9PkJPicpPExGTYSf6ejW2HviG8/fbfcGo9qIJZeKoK8PZ5GxkTRPw42RnPjS/3E4EpJ0zFJhfvqwJCIHyjvBDLh00BQGIJvEugqRZG4kBFqaZ9+GMAaUCpVEbgBJrkH1ZdnnqqoHBQpSDoUhANpXPVB0rQgNQbMbAazSRXCvw1rqVuwelGp+W/HTKMCq/4oa1vxb4EFaOvSrDOCwI+q9/CTa9kzHI6flZllV3/CUcU8wEOC5DwZAmLwE2xZB/2W6PTghgpZ5/XVn2gd4eepQTmoo2gdEkRP4p6gOST+2kCxx5IvuNRBSVNnSfSiyUDlev04ST8jzYLAh4LhQ1Edk2HOVdgZaL4M+1TWBqYBQKpHCtj4MVNP5nXdHGMGhjWsGNjci1r52/KkDR6nkmjNl+c1rMNOfCeBMlG3bjtLSAWmIX+VFWLAHMvJD9NqF3TNMLkoUCCP7c7URuXagG1dWANWle+KmhqMIAJkeJMuC438stnONSkM3p9wFJevTokQ3hbwBHzdqvsv9vEWB/VVXPwLrrNjAReDv/7hCxzOU3RszSG3uq5Qq9tTzLk0zcfZXnVggHN5O2jov/DuWXD7HKie2oBehJmtnPmuDM+5LdKMv2BovqwK1gDYDtlFIUyJlfpz9dTdH1z5m03DtznmqCm41iuz1zNtNjEYDP2rDyy1HrNIHcuCw8ad5utOW5392WhCMnoZiJLa1AhFFDb1DQ4HhVT7lswytGhE8kzRMBCKUF74uNsalZVp1If7bFFWb92mrFzw3b46d4F/lVkfMFugNUbSVM78Un6clobZGVyU6FWQjfrBSqs1MEIUK5Y0bPPpgCEN6fpRcQrc2acAKAe9QaKE52YEk4iRb5GpE+AtZ5fg25ouHESypfBGHTdxz80pyqpQFKZJgApyykN0w21dGx0hdwRMwNdtc/ElcaNcfYMKT1sat/E8mi6yPQ7eK9D/XMbvSyej67aseEv/aw04LbDXD8wGYWT+fEATBUVCDwmsmYDffdfs7s8igZK6tiDd6tAZz2XyMdTj0sTLkeD+DBzki7EugpbUZ5QCQdoTLuPhRw/3v7iqAUTECugKpB7RZwKkQfFwyYCUAKOr+2sR6H0qqa0vZEGuXqe07spEqGfLhTQKJUaWO7wLpQ4BbgBNzc7YyK5X0bjSKCjG2Y/9O8I1YCJKNzIVHMkkILDb/Ihr/pZEDq7IdEC8bqK2Cqk5eWe0MGvHlIBo6bYUjLoea4zVT5NjC6eHvZUz9aFL7gPwQH4Q9zXDTQNtDfUn3cZCjWgA4vd9e3xO4A0IQH0w3BckdONQhDzdpYMkLQjQjwAMJB8ZlSQIg+3hdprzFM/P8Q6+8hOj99q4gPKml5TR0cr+XDQyUfMII+g/mRzQYYNc6FLGhqLaAPlKHPfCT/FYNB/+rMKgbeb3sJCtNUqWTPgBRKLXAcjl8tgvSnR2fMvGniy3briGDJ1yh0mjCfWhHpvOUb/Kd9kc5EyeblqwzLPfE9EHdy3csEJAvF2FVwnkCF1wWpvOCJpFjeWEB3fXG+mOaUWVw01lAESgBkGYfwBPI/6v9HmuuD4C8gSgkTSSmuljE47GmBF2JEU5sw4ilADArag4e16pyV4833/lTdXlvSzacEqxgTDpAtReqEoo9/ufD9rXJ5SSQDr86ocp6WhrsLvl/fEjMgub0Nb6lYRj5eNpAcoVgDsf4NAu25CGQFvGwbEH2YGuD/pikfC8jQpgLFvKWldaL/G+zPp+lkSJEHk1WOhx+aRJ68fRljC1dsvyVCLkLYAD7Oos0dNRr2ot4hyGxeugd3whrpywfQ1m+upQfpTgdfxuWGaggoXDHNy1MYYA4O+ZCWgCO609E8EZFvtF9921xUKE7ZvrF5NhGGY+SqQwoc29BPFr4No9YdaW4l/aaV/7CtEEvuUAin9sQqu8GbFyHjdPE2UOaJMd4jy/qqC58VnNDCsg04SeSibQcDVlRAimlMfCqsmLVA4VrrG+23SLK/x/F1hCCIFnlSrA4vrkqJFWRt2o4OZwAHle31kTiQkiL7rBqkvgVFoJhKs9eAYjE0im0laiUxRYR1tGULoP/rgGVR8Cab0GETHI5kcYrdXmfKqou+2f7TXpeS0m7YKx+VqfYGKaWUp7fPaJQV3Ydle4WUwY7DMlMnpfAJ8EGBzNSd3iGlLDW1leAzgvcqRUGPEswFXDu2IFseknsHMg1SyrTdOyNzu+yQUp7uIhWd3iFTDTJTJ6UtUw2O5UjKQw86ph+5pkHKQ6mGCindlJ1UzQwpTwyBaFCzgrCHMTKCNmmZANLhiqhzRbfdPO5t9OARFIQgiLIRHxAT+LzKSphdtuZgSs4eG/0mFDgTUI8HW5VTRTXQ6rA0QI61A02aCU4Y65E2JxTLnYnCuSktQJtufqP/6DRPxTYE7m6dgwE2r+PZ2uHiW+tg32TX/zHY+5VWFaSfNNOMeqNtZdiw4gDyWOLVWJZkKOB9McbOLrlsz3TQItIY3lmGBslcSq8zD2MGZpIw8jkBfk1WDiX3G9bvqVpy3oo/o4iDM6vAq5julYDzxwdkCtEfYZNhe5BAPJtk7MVXr4z4/u4D/f99OdhV1zyhcs1SK//tPjxHuUoAfqrlk3komYb7d+AZQdFcTKAyq2rknSbJuRDGkUkjnLh+Sxz7lT2oCwFhkCsinWcMj91VdSSiZT9pEwCfmtwJNlyPidV/hagFZ1jGAfwVGZvTXZ+Hy2cOkqpjsL2siZFSYCWF+nsntCEgctWPPECp0HhfQFIMoVQ45v+vrV9DpYNddaLLgOGG677KuV8MVahV9OhFmmidSNhklCePOebAdy+16b1iZOzhK6+ZFt66DcUHMt82d3uVFuzYOM6dPEPs0MqTO0mTPOkDsjKVlU+YO1EKyrsFCMJ8k/lfzS0IBfBd1ghELxkrf61PmLjriBXOu1X3Af7PTyGlEoQSIOTfDRD03cs9umfBbz6aX3xpXfOEpk/mD/mIT8XJaFAeWDh27RP05TkTRb4+nMuSKjbzHjdxYB/kigFID12/+0DlbKaCFR60ykpA9/nU3d99fENY2S62tAIBh+8J1/4HMHpjvLKpp/i6X6z/qe6EaCCA8YKx7hxKVtVC1atl2UAWFJ+BJw14obccLdK7fMvXuCrnVIGXNJBA/t79dTDqdLClQGU0Gaj+nsC7+AZRyegxf7/bFNm+C1zzuW8XGAnikMqPZPHfw+zfZMKjHpw/p/0X5e2Xr75NPyQ49qIrhBsgT71xbaSjjRgcG7swc8IE3me66Cv96SXlX+sJcSjWHeiBI3qfyZGvlfxR2e9MaQfRZA8Bz6mv3hTe6j1jU7hi3gcRMq5vwJcVCTIsdDa1TRMqzEDL6Q+xNAKM972eGD9e2LujGn9YunpRJW5VQjvHK75969kPiOCuhGP8jQ5l51fZfyTX1aaBhAE9DlK+4fTlf76+/ePhk4rW8rSVrCL5v6eNe8n9oggTh1m9cGQZ1ZYTnR0BrAm2A14CAR1v7zIrszq823vuz2uO7b6n3x4FSGaBQvfGyT+tNVHWlRMrtyiCuMcqG+yQtCGMyUABwNGvpcQdtmB3udLYk9ZCOGHGXx+gXI9swDMq024MXzBy7cZlYQqrAZ/I8d2d3YTQKrpFBDCw3QPN4iLBWKX6f3f9rLFVufuMLSePFB3nbxa500aHAthUU+3VdCYOE9gnHkUxZQusjplRKCgnTZ6ZxvmI3Dlms+E/xglN5ZzWcr6ojNai+LIvzSBQl0LpeAvvsXEmMFHNH+2/E0ui690XpXu33lazfnaljEs9u0j95vLtN6dJ7Zld2VYfoTy3MwacPz4P7ILeRVGgn748apa6n9gP+MNOfGggP7rxwNfp9+ug7ikC7xnNGquOrN3/i4XZGP547j7fTkex1ndBmAOh3DkwXg0AzYnKpu//v39MbDm/uj2lvH2awzjrA+ee6u0GBUTDtJJ2EKN85GDsPJCAUHpBpaxvMYJDqIsD/qNE0TkyuWCOmfr21+nf3zj0B8+wzGGBnLIBuD4C7z0uIN8OnYY9DxV3T22h+E1GtdPpsUjxGTqnkxpPR98Wj6clUtGlbemtNEOQXfgOueHkLk0wEYKDoKNZNtU1zx4BRBMlGEA0i0tjuqzC/hr0qMoX7VCy+eamHn3X3AglcfDNAnIGp/ZzTGDzImLBopqsfGnhyQCqcnpDWY+2+/XFjQeuaZozwVfv+QxrpZvntNLk/fWV3QJTqQI3OzBvFRpAoQjCppghVzSUZzY7Sa9ZecZmN0B5R1tLOHmgSg5NAcjS73YNJ9OzaJNW1l4qUOatMOFUy00J5nTbVVr7QYf31ce753N0G7Wmg5AI+rC7ClfXlO97/NnZZ+zC/P5hagWe1B7XQogEytF07yKnE3leqgBA8v8dWXzZ5UW0MPFdMuZQMgUHI8l1PFXNCU1lwmoD5qyrLnJIyYVfYjmHXs0Ysx9GvSOI2dHsY55b/g0cW3rqDMW8ecO+5KsCSIFE4lcDvtuXRo1lc00SLbHKB+2h9Y19gFegKQ2iGCd077hzvKrC2eV2iBTARMIRkOFzTYGTDB+oPZF+pOydIWVx9+FU7wzZm81WHTi4r+F06ehFtjwk5UCmwd4HBJ2I5wu8IWAEoztmmLXBTGmQio44r5eKBeXt3Mya29cbijgLFGEE/DXFXQ3Z5Fn5hnxQSplpkA6E7KGcpiZlV0GjJjMhOfCIk1E74CprA5mG09tLpazoHupPAxpUYikrNylT4Mwl+cEVwkKuiEiDAhcwn1zwaJDYiCglFK05+PKTNbUpoQIijge/UNBO8z7+4KSBrlq7oPRPYrIv8anMziGyQdrKMjHQ/etlNwytqHljQDMyU/D+zDm5h9XLcO6a8TXOA6Dy8SltsLl2w+LqbGzI128SeBXRFzQU8Z8AEMfS3UsFVtGm915+t9rXMWLTd+p+yQNWEnTDgVuYQVzbEaubEau8yjbjoRPeaqv8v6TjhiswioBRPT9NDiUzI0DDq+itk9aQnlj1TfTneG+5a6rcBO/ieQKUSNsJBqXgkbGArRYfKqeHLzM8lImmBMTBSs20Qgv++l8j3Vt8St3b7cGP34xAxgJQzNtucL0pJbIWkiQinks5IVJu5OyYIrRBYKG8eAPdB6kafbBEzCD90w7UphfOefCDLW15x5UbAiuCCsDhAJVQEtcHy/98vhuQ9cMvmS6XbOj8Way9eN0SyG66BvcxwrxvTveXKzp5WCDzdTJAognt3EYtuOssZ28yvs5ZOHLOAr0TYhlCQe833UB2/0wpBITNUyuAdCugv3EYToTJtAOytrgTFNK9oX2KF9yjxTTNDXrB7Rt6y1b/akpXjW/VRXGBbLJsWGUpGSiCWGV3/bY4DiDmYHPkaUdb/GTnmCFkZo/MFKOB9H0V28XQ4xlQ6b7CVKP32mauLKnu/L4M5E6n37uq0xMYVPBUYF/0jlPASFjekas+253FdXVICsn0uJhRdP11u5Rf/bjae6xEpCgQoW3xebsBDPAa/tnGOqD8sKPXnkgyNMGuBVvCITfi9P+vqaR8KLdMmHRjTZC6lhj0rD+BOeDzp24lvbA6SokJVIJ2OhlAEDT00TLyxQ3jVt/8wIKKd36WlhkrPqikTGZ8R0iEjxopuutbcrNXydliYiIloAASENx0YuLpSpGE6l2UAFrkRKXeod+zh1y4hHDuS9CqCLVY/npD/q2uDRuOQ7L9gsV9Qc/PhBN4lzl5PQqg3rO0c2pH4sKumqZVM8csThlipJWKpixFOINT2V3fEgsB28UYo8r5/qDJc8RJfWOzH5NtYLrZ1rlBGfim9Vu+2YhcHfy0NgKEl4IHMuhD5POQv2+JXLHF0gll36XQlgTEhIcfuS4SS2+64sc19UL2B8AIZCDgk8Zo6/u/q9/47Pnpy6tfOzM9vhiQ2+JZA5HHMQaV6l5Hm7OAlGdwqhjItk1nGrtosUK44Q5fV7+cn+LZ/9N2wZgOo5BRUZt3snGAuE4fAoyuUqETFKRN0AcmxNdbKivHVR5+rnPmSaJ4zbwGWf7f2SniyJSjQCuepuZ2XQD1LbHpQFZdhez23f8xRL8sfZ70EBbnstctsPB/PV9O5c0btu9szcvsSVkgIIVHmefmSneLYNgVYqOO2CWLWSr/kdiDNWzqM98rXZn6OPtCnTgkXyn4sbxz5JrN/ol3sPc7Rnue7pPprm9BcWKC6GeC8p88YrIwLZ2KYGbT/JbWNjl4HnxTU0EnEJB6OgwJNkPfRFMTLuqV+1kTJihVC9ilRbamyLkbMgC+TCriu6zv/dVlLQvKV/ylfHOVJRSW4LpPFYqamhY0FveOve8xoYbaQZbFl+ahHZfwdyBZaMFf0k8vJT3ExCzNzKQBQC5qcorSfgP94Qw5Fd8Cz3DAu6hQlLNgWRiAJjMXD6U7yRTEFJPpXXXrwzbCIhVw96oqq3fUvy4rf+vK0gPK/d7FosRDUdzmS8eBoAwHoCVWKXVzCBk2ILuaz95GcgxAdbdIG6PjPXr+TZK89atm/0ybcKQxrIhjAjaRxWAYolzL8WGC3TvTjLv70vXg7n0mJ4PnvrLl1RUd5w/73rnmd3Whxu0lcDdLARPFt+uC/1s1Ztyv7nrrg7U3P/emyJYJ02S0/pMYwC5KKAd2aQJFrfPjDq4OKVG0qWaUqTV7KyH5blsWHMNtnsFu5C1rLwS9pEVly4plrXhPcBcUyfFmEZCBoEqAu8EdOY/uw4/vN6988OGVR/75389unARimWUSE04eo2el+YmW7jBguEG6s2yN4GttXvWwIvyaAY8aphMQobiDo2DApKq89ZvK0t99x06AYeT7BC1AR1sM/aCYcyH4xOAaVASkl4t/b7lqwWPrnpveW97+47nSiOMD9HvAqrKeqNg+t3nLs+MW7P7o8NpZ7ZCytrnYyAJA9kzsXhLJFR6dAPn23WTDc2GNk9pKvGDnQsgcz6zbsh5yzEH/8Vz+axBDroi80HVitmrh77SXu5cX/+uIwCn0HUCRBk02oPiUT7r4LFK6Jlz84K/fuVg3yUBct4mjq7D4idULzt92++/3+l6HrAmnYGveF0YA1G+NhRw7ef7gfKVsAq+yTOAN8TVRQqWyJjco8ayII5JrRd8otA0YfQLHEBgQNk60h4XApiB6SlfpmF9WrukDDiK0oIEBNtGzRr07v6SjbnLfog3ivh12vNbykVZsUp6Ax1XtVUTsN2siOTJsQNamC/ohJUgvOL7diuQhP+Va/IT/Fyrfn3hlGifC5KmF11a5JYXJHixtOBeLrt+wTk/vPS/3aAKYJcKlD3xcunrtxHc+fOAtoT0mFOJuEIgZuMSn8vTr526Ye0OT0rx54kNtIocB5VH8HuSEyu56AAZ2AUrtV+FZLlkutT06jImFABKDnR1Kvz2YLQK6kRgjp4nwDY/wktfgCFW5S3EYiaegUBAHhovv6reWNi4EsE0z4NEvEqivt3grn5n/WFdpY3hR21eP7gMMELpdBhTENsQvFBbeAgxk/Qj48IMh88E6/n9zExQYaOxXzCy9HgsATZBsIggPKXmaLCofVHRpG4AYGCmZDX91XtzP928RkF4BbPrlpn6w3El7MgYLKh+sGbV245bvP/Pzv7SKrVHc8Q1A4L5/7VmSjJd5Zk96eMXH5plzRVpm82UAPQkjwIxX/jFmxuG4E500GGHSw1VnQe2YJ41caSdXWXMAwvPoZ/B/v72l/eZNBTN/AuZkli43Bm8AAj9r36udPcEW3mJzvLDVg23YeBSfsTLiw7jf96vFcua8h0Zy5qqfrjIn+2wTbIL44MaOHxXsv+3TlZYWOFVEPK4iEUcRXjJL/2ePIBECaPNPnF4o0gaDabZ6rsv+8MD7T7TEkPEhOYQqqjQibvina/I1gEz6CrOKEiY1AkeyYSsy5WQQG8SXPxI6o3vjtKOlD9T8eXY2/081gNG1zzwYDF27QvRMWqNF3lhvxnSLJOjgi7OK5ICIAEkkKVItvVuzLydw1imQajAgRM0WoO8UMx/e3wCoB2RkkP7vAfNMGCPL/FcffycujZB7zRzsZgwuCbZPzHy0e7nhs5EgESOFgW38r/jTD54T+xZ92JHc/sVkmxCWjcAHqi/TE1Tf/mTBqdtu3/DQFacUiPUqAZ/7YgVExlsLv1m98MdxAYqlJ73qkFgOTxoiq2jCADwz786F/xi4YPYqsaGZ7vxZkF5Ikdb85NPASQJQWeoebh6uNDIHjYggQ1VMtM3fY2V4YsIs13mWCexSJs2v6Babfrrpbn7fNUvGBAgfSNXOpDLRIyKWAotQIJxHZuqjPQBLjWCbIrSk2QPwhXtRZO/SQoWXl4MnEsyD4VPpVarmBlf1p73LrxV+6dzvLNLc5jB8wRYphkGcVdTnvhqVfFJTeXDjuElXNMJ19Y84qVWzAAKKfbGIyCnreO0nZ473ntdUO9swHEoCAPhEGmBsVGAkWmLn5411XoxbsIv07GrZlrbcazb4DNspK3i1c1f2FFTMy3uGeWeedLXBsS0An70OeUgjHrB4qvM1kVBMPTspV+Y6a5Q+XHDB1R1lbz3X3FH6phVRXseNYidgJ9LVI371q+Kfrh8umAq4hwSMnG0gNEHq3SUvyzv1/bWAd9AVBjgWu1YAU2t+PoA9M+TsKZZD/zTZ9golu9TsOC3FHbPqnaQ5XtUDRybvq3TeFAPnYHMM+xQ/eXze/cUdwDmXI20yjvOV+QPv/7b5WJLbm7bvvWk2EnQsG1RYAuGgZUeAW/joD6bhrN/GMKTdOROFKAMxoNqBTsqt4bPHi5TlWHd5KTtKwCk+JWKWTi5Qtn8wJkzGMcP4suFPakBRTA0Core8UCimwJtVqg2bWcH2emIjavYmxzz3j6crTQ27k3yp9r6yjzc2dxrDrlx/NBjEhGy5UhU1FmR9WviMRLp3+bL5lZHsM2ZWhmS3qQgtK+IE3w4PGRtU+gaheAIATKDwhwbQGmrqS+6qPWXwZmdmSkxL0TudQQq7X7PszSDUlWeVXvVm2SN1zU8fX3FL+cpwybCUE/eU8hIXkSUjPNZSE6uaeBiU/wFpE3c37pcNzd1JwsjHI32m81ExhF7Pt3wzqvOcyCo9StVchrWlwwZhyAQ8DJajQ4IG/ksG2onAe3xsOpJqJtuZl+SdFe/UvSuqd10nCip2fJV98CzpVQfQGuZc9O7OaR1PfLR4VLttKVh5BJlsZxS10Xs18XsDKH/dk79le7aSYHtZOuxgEubaQ0M6lAv3cV97ZLJWjraltR+qZVt+UmkcfOK6zsPijLvguKVsz3uPAALpWCXz5qx9YePEWU193+oIeHZjOf6IdvAoPnb0/ibeU8prRQWfzQoIZiEIwHgf/AAv/Pj2MTN+72rwmefjnAjRNLZbQNJfU51voVAplT2voFRp23Nkuk3HCHpr0QwpNnkrncjSuA6VlgAww4AH0vPb3/sDAlI/tfHoPuOhJ3RS+GrW/2Ppq7+6ZkfdlX2Xl/uX6oP7cZHc3ajrKA+Hlarbm7/3jBCWmgQQkew8T381t9Ts30TlOs3KmsClI5JAuw64s92ZnWDwn+1lQNFcgO+VxAf9bBYEFOSNcBZ7AqvryocJwEDgmsZ+pd48bvYdDy/699r6rf8oFTeXdzs4LKeDtMCyxt96Q8uEMlLcG4Ig8VRW0ZAgLMaEKzzhpt5FzTXBB3OhiAEggOLDfK/N6dLmxWEogC8mGPn8f1vxDh0nQD/lABlTCfQoTYl0q/KowM4EAPAZIWJAdYMIgCcZMCBuf0LEiV9J2wYK7aM3ehe9O3dOu96Fym2vxKfjQpMZwYP6sERmYKrHCr4z/1URkWDbFj58EsCbcMSHd2uH32rsCqcro/l0xWFXPerI22qChIVL/1tcu5POs7h15jwBvMKQZoPOL8PJtXc2xgw/czrX+waWOt0NAKkJAr+dbJu/7L0nz/noN2tu+ymg+6pGY5u1n/mu2REre7f611989+SaD7u0kj0pgBR4Mva9CtpxI9DUY3Y/bvQe1meXmeDJOlmB5fhIXRtJhytMIsCRCWoVbI27k0ZxZrrqOpYyDGIlwVbvGWgG1Vsoybjh6A68wh7Puzfd8WJ7gB1xoCjs19xpnUqeFzhY+sC8f2+vb2m9vbEm2V3/KPjAdso0OwbIu5tidCnre0djvqIi3YNgJhK/Ov6k+pb44p87OIpzTE2Cg0rt0tQ/8iEdnpkMlDbv9lvZ+VMuD2+IXV4o3CNV5M2llKCocHE1dcK7+Hr8VooBn4WMJ7OR1P7+HQbKOW/fAUmEZcD47BbYVbPu2Zv/ckXFj6dM3nvK8+FeDZZagLIKD0eZ+mlfWWZ/680h4P96Pnu96TNAzMWRXOV4SJohCopNDelofB4Hic5pRxPbs/MHt5+gCUiH9U4irRSKnLvCAhQ8YlibzY9LDi455T8ibmHhAYvjkAl4FAGPxi5t+WDa6inXzZ8QBkUHiC/FB+lEi6h8uyzdN1OMR58IFupoMqAEPHGg85456Z4LV5elv/PaI/NNTDfiNDcbTKqBkbKW2Mx3axnSVDoqBXddPvRXHRI8WVa8gKJjza0AXc4LzUAGPLpFMo6P/jb1eztqT40dFiEdCIEHRteM+F592jty8hWXzz3S8sUfVl1/IQI75VSjXjVjSXp+Za2yihQURy8Ig2Fn2Xp2EM3icaDdDX76equPAD2jPK4MrWIOoH24UhMk6dG7V4g2g1pQ4yc8Vye8IR9B7+3s+44zMgmAgte1zFvG6n8U75i1NJaKLP+XD+TRthRUcc7ld6xv7f+DSG0r1fee7xnvo/j1gJX3zpRtBAmJ9NiYwd45j4Tej9u5RO7BplQxqlvgrTRJWW7lKXANfyqGL+9eG75dnp4b5MhkKuatELDZsY0B4MFCFV/6zbDuVxFBAoplZMiopKAU62h63/0dH2zY/Ivb+i5CL2kv/eXC6eDRmRUEAgPb9acWxqMKbFWWgNqEu/iFFzzjudj6dOKGucl1J4KEGw6qpgJbWo+cEybKFk9Wi1Mpa4e3yiCpiaLa8SYu+mbAxfzoE4FBfmX/EcFWMDD1dKzsj2f/4I29W9aMnncvI8jobmhuqrseeKbmlC0bt7y9+MYrtuwGTDsBqMjdvq9A8U1AWkQvbqk5xRuCTPwvflInoBe9Ox9CeH/s/J/ATVNQ/RDGyPM/gUph+eVVBE2lAqMwf5wHR6ezbHW4eBcwOcNCJ7LP93jAF0AP/OhnFW8aspOWfVf8xJIdZduAwMrxPhVpm4gXU327l5+8YlUbyyyl1sb1UgF6RpSgbVk97efGpZ88/JI3lDfi2cz9cQLaSV9dXXgYgizPZGUglS5g5rz8NIBsKxXAgkgnuGh8ubQG8EkCMTOOQuLZgvP9WsyHXy7VAYYVSM/L7aWLY0b33mB76Q3fKYo6kZ8CkcFSAK8E5M8j91Ll9W9LzY9lAF6JQVUK0Ini2Np7N96WT5HjMxuRvjwFnogiANkhpZzR1SAzpXKv3S0flTJTdPcMJyJfSnn40Q4ppeyWsn1GimDRzLaCk00oN5yYGEUQvIySy05/e8pWs0YsCMEPytfUlbSXNu49vatBStlYE+zY2/iziq66YIel+YzhpqWoKuDXlDWa0IpNKkwCHqVL9XPxReVSyl7Z4aK6t9c9mg/kvlemGqQ8lOq1wW8B0tF/c5PFBshc92fThdQi4Q3vzl1QgTOi9ANdIY7l/Eh+hO6J9wDC5+WfnXes7qlreX9LbxnAHQ+NJ5Pa4yQnpi+IDzMiezIZlCtvGQsZZBykA65yu9888JNJQJCJfB1IFxjDEQFFx4J2Tkdxujkj1RDskLY8nDldylRNca7S0+GUnCFlSaZU9gal9F1aVCMKFBO8tSxwt+gCvCE6lEZP7ZnUuFDz3uKuuvXtpY0LZkgp5aHGmoDw1rzSbfKaXqQIC1DevL3kDTyAIm71FYGyoyZIaXOvlNJB48iicnTL5iz/HeAPuVc6YJEBGtRBK4kPD5lMuAKteZ+xQTjbzQGwXIA6BR567PBNkYHXDJgUYDCXOxXndAKf/+uZmpa2tNhbjJ45mEHoeYqc79Lj0ybVeus+skZJM+aahU/HB6gsDxBCTpu+L/Dp9VviAEU5moa0AidUvcf1Q+mgsg5iZU3atr+HAJ+zp8jcZDqgDTw5NX1F8pFE0T0QkmAqHqAAkiSByxlAX3rxp8RRgcng0QUpe+rq2LUt/9jS2i+hqO6hSIraMK7YOlOMR05/8KzzvWc3vx5UjT1h28qSu3R3llhFxAZ2AVV51dOd1kkQXBxjeZ+UvQPdsnmfk3TzaPsMKbdK74zs4Nntpanege7DdscM2RvEMBf4ATtrtewCSpv3Ah5tRvDz8sb4yQP6fAFQ0VW3vuNQaoGUUsqBxpqgV7EOlq8PWcMd6T0c9P6sube8sY5LwcT7LTtTahsnDy7X3oFuKeUMuTc4mBQkpZSPyjiKCANSZTr4c9HBOOFjYfmLMBTW65yF964fa0HbjnM6pMB0kLY6tzKMRvDeGVRR4xlgtDT4nZIUJ102ckL4HAEdd1h/IZ6tUGmAScRWzr84+H0iK0Er7xmlEgsbYrlJ0HRUV8+ZISkiLimRb0jHA6Jh4mTvkgPysN1xSMoZmbpHe2XXyb2PShnM1D0qZarmdHlIyhndUnYcenCvLQ/brwMLAKilgB3gVUo+D7VfDIr/ZoqGf/dba2qD5pRmq8JhR0fpmtpgR+mnzl4A1FR0XWuH4dIASklDEMbtUFK9pWumwCUFx1PftXtnpBpOz/K5d4aUMlOXar8gW2/D3csttysNKjEyeSbfbXODIfib0hhG/npya67ebnZwFMGGIiBURfJeHsKLTZyQAHsltv3h33/X2PnDaz9ofXfF+ksAM54ByWYBkKjoqtly35RzD34obr9Xx/EhHkfFAadIDXgufPK3Wxqm3RQ+geEp5SgkVyXAkPVQ1T14SeWvFPZVfwpmplZYzMq6jwE1oOMRmKEIcz6J7/KKOCXZGqIxE8k0H5OHf3WaVbkafU3qU1LQoKMFnLRONQh37alvunrOtX/Pfi4AkOISzBCy55+x2oc2T2v84otu4yuBg6ey1MAUOEiH4aAJseTcgd0GKGQcwBWpb8vZHoSjv+gAR566pJox6+XNTYwC3MQzsjfswdzUNzDsj+LmfhwvqE+FmDN2ongG0w3lj+Ll9+bf0lr5CGTip8UB8Ivxl08ZF6uMEmwvvf+KqmGiyfLFl0QAUHwKqFcWfWu1wAyPXXNL49OV0XucTmbbQGe/+LET0nCamXoEsmtVAVQq0YYPIpMEAHf/VG4MBzmiQ3eEN9abzjNZw9sxAXcUzuevo0oWlLj9nIDPAC0qlYKF39q+5InqUIkAGiC+dI/r/F95TmfN6t6pj6YquoySp3iwli4QtTNQwVIknK28+wMnrN4twmBheHQfSB+kGHgAxbw+EqckO39C4JNtTTGK6qa19vtR5mUdZoZDL6aB+s5VCxSzdkvnkXtdhF4jd9NvUx54r8wTRo4RFmYcVcmyIgyJP3dMbZk9p3ulaYMaVDOfuk+G8EKiUtY/teCf4QUeFHNiZzRn5cqtyeqiUNAMQaZdlbkMZsvN8BEqR517B+NiZjVywIBizkpDoQCRr4y+J+wuYJJAaR9DeAJ4girYBEVb5h6zJ/lJeXXhfvHkc42xaFt8pDto945v1z+JV6Lw5rlX1ARWjg9Gx5z31ql5oGdJ4KznVs8vva5mcixZKLYSzU0KANJR5e4O/DXApracnVDFgj7FnDtGGoSWxHPdy5rcw8hSHd49HAEmBHHxWnyA7yLB5RFtVPR4894Rr9d8dptzBgtMBK8HPvdFEhNMSizgP8e2Hbjtp64xnuGXz+HYaQfUb5tnwM3pj7ivtBFUmrkopxYK+VgVkC2YSn6sayBYy3d/AyBUzFw6d9OpHABKG3tueLA+fanIOkkc5B0BnBmWU4mVgRIJESYgTMsd7XP8XG8oN+1dbIaN/TenaTNSCkbOmmpEl+45/vIf6ltihqem+a+jV8fAqSSs+gDvPSdBmvR9t5wzqfL9rZadZ3Vzv4B3kVzhKt0G1mD93EUkpoG/IFu8CJf3y81NWqRTEyhiLvSbkPOFA4cFsuxBrJiyzFva8Dvh8McACHpg779OWryl8+Lml59bc1lWBvPk5rRxcmNvcEX9tO8+96/adGeuADdgBJ4o7izZvUtJX6Jsj4MxGLEkc/EpUT3Ypv4iW/0s19rmjjTPSAO8aI5K5IefBEC5KQxsbVUaC4JrBq8oAJbHeO6Nacs+mCr1LWW0feU1ETEhBXBWp8FZ7r0DxtNrbrvBAhgRYPwIiJjE8WrFsbqr54Oyhj/fsTTwdJ53QpKr79GTXHdEOAk8JqDg6OUqu3L9CmQf0xg5oS9p1mItAkMKH6iODOglwAAgpzXxmFm38p7S1UuFPiI7TzTxieHfe26Ulj1n/Pl75Vde8il581Y81XDq7ifLWjA8NcH251bFiOFkPThxHUXekU9d8bjn7MnhcrS17pCn9FxvVCjrE3Q/0RLr9DQNhlQWLgAGOmr9fRQug6wNz+2/xfMK+OsiwIQ7CAtHuBYAwUt8xrw/P3L7wx9d+K+fB73V0+MmcSfOS0GnYcV7HVPOfaX4zTonYcwWBoMgMaNrgs/WR8ik9YkPvlYCMp4S+WZwpYqkyRjTkfU3DSOXFgNNBXquT4PNg5oE0pfhnV/iNSDThdTzbtAp/PVA1TPASXFU7k4IMugmaLyegmKxu9hMlK39y3orkF6iY7AQVglUd2UcNFpmVz78jw0WgHnzSl20ARi0Py6A+szRWzbsn/6RGw+mBnLhY0BAnegnue67gh+OXhqLJeNZ+ifKOzdAxLvY4mstBRlDmfdrOowmi6FgpEij+98vdyy4/29Pp3tuuLvWJId+YniYYP032TnnpS9Cw740Y69m/RU6QkHnybIWQAm2991GhajTtVUluU+m3dQdFb+LMJiPgOUDQvfNqzJt67tD+B9XfH8TQTnzfpFEWwve3JElmNWffXxM55EH7v3wjwKADGyUDoqsYUWV35Lsnl++5bH1T77olKFqA1RfBuTd00RtkaOQC4lM5OaQA7IVTBy+an45KsblDy/ltU0noFn4oDNJ2NhFuiCUIBv6Zrj0vz/zrX0C8sPnPKAJmqCAqAaltzG4uTaBakJ/ExjXrrZKH6i934loiwFhhTme77zSUq93GnIGv7xk7EOTVYFqEwfCwQgRpj4y9+J5922Q0/egtN/kHk8CC0XgI6Z4KsqBxAD5J5Z0eU8MzLMbLYPwky79JvMVk7m0nx2IJU0tkkXcz6bVAtHYxF/tTEsj0ldeWJ+2upzritB9+Eg89eM7LWtr9+fF3imTjurEFZzTvQpeE5AOk67FSgh1S8QZUxEwwnB0G5BslKJ5UnD7mJIfh4Bj/4t0Ho6Dm1LbGaKn2iPSRohUfkxMv0u/c0gGHJJA7KSpDzQRmwhuhY14yucET3mUe8Lp3hYBI2qh2lOPrXqcl5qKjVG0e87D9cWrbi/ZWyq017ousga9CNKP4gYp6L31G2N3/1sI8CQAXWeUuMuXtsx1Y/SCSTftBDZ5BYNNV0FAH9FaYhQKU2Tnvcqkquu5r/4pKKz256dROS0AMHfarlua1UpzwrffuzsaYoYAD0g+iOtXL29a88LqGh4UW4aTcXdyFY8PBPPl2RdOPVNHE0bp8nxwHNPT++o712/oKOu9WWkPvWS8tu1m62+gcJHIzmPFhDEQYSI8YmYD3twZFZ7t+EdABSMA2xCoS4d5jZZwNXPHALQWMdiOgaJQknn5yG0hOoGTBcRtFB8+wwbsI2LfBVe/Wbbu7Mb2u56CpCkkYNj3XAiA75Jf//nLumUWXsesZjpTZPNKfAYLmh5WKnqJ9Cy+ekHw6I6PGTxL4/jg24CWhBIWgY6aN41UdoWGxef03ZG9X+jus00A+DHoL751cdQdSPfbpJpg6/Hmv7Y9uOiHDzq8kMB4CIy3F/YUf/TH4n2LA+ERJ1WuN4Ig4lksSoe7PTd0l7Xsr/xj/XvmFrHU0u0GloCCmWLPhjAQZhUUuOGbuQ1JAkEU0dqUvjdLv4nHHt92XYQjzQVK1fURkx0FOVJx5L/lvgfEwFtGiTZKuphStjOgBhnwNr1E5fCVY994bPrTRhzpxBGj2CirwKfrr64wPqjM/DJ4z5l7c8BGthIcVjGibs/pd6++4oZHfvFIe98OkgcYZwzxREuDLqghSssQjDY9WwlABUg5LgucueTYytMmq0VSCnc/mJV9sj4CwMEQzJbfn/NmgB4fNmDoagCtombBxF0LmjvOuPEH5afuvdcZLuGQpKejFxaE3sTDHJzIKTMOcslKUIUOjP/bipJI3cNhpCBmMqSleoDKdaQ7gfLOb5Glf5FcMaa9dINlFAjIBVblUMgyFge04jVn6wcuqAJPPohGgCb+/eOx/76m6sqx7VPKO3g9HsaHzwe6gso9ga3dhzuxOs1l4NHcWXARPnQgHUt31Z0b+6H41ZPW1Oawjgmn4dbqMuF5KXQUwRwpYDQRHfjMlcUH/Pr9Of7nYnoB1W/CXB2a+pxIL/dlOCHsulr7pHt3HCUOtq2QcQwentgFV/32391frP1bqOm6lMqn2CYmHjAUBCrrOsTqewZ2pZusHE9VHwG4WxahlX1y50pZn+5I3r9WkDFIZmONdYCi9KQgsDnEkT8DnlxSmMr7vx7XZ6DqVk6UCwB4IkwRB2ZW9SLjLZsXddU6T5hZfcKCrUpLqHL1vnFiub0bI7UHUrqtenT8/WPe2flRbNG7K//w7rL7rQlOaIuNgoId8iVwNYi0XDg6pvww4Q66DxMUzyhIC7697si4MMDLQ5E3+v8EqImDS7P0m+ABhSdnCpzCEf5WMCyXSADG+96ZW73ujHRY+cnPsi8CgZCAPKi+ebTupMUv//CNMZdlquZLjIyTlI8BW79FFAGL0rdNKNJGkJkdz72ADL49Ihqe+eDOls2ljS8E9+mPHOv0uMPtCkk7jwgoXDEGsMvBLWqcnTQqla1xYWX7lzNnja5u7fczZ3t8jI35FZ5ZWSaMylEvTXnJc/ecGRZLnEBDxa+vbJj2qlbWPfWf+ysnvfC/P55y1TkZ2eO824KApIH0iiU6iDMqLq11gn3UpQICwiJt6Kuu/dPR56rBC94lJ93JCe0rYGt7sltkPEqT+5s81FhzenuDlDPWNEgpkVLKXikPP9pxSMqKTEOqVz641+6WUs5I/UxmTp7hPqcIAlw6squu2QI1uGNG8d6Sk7dmbhcEi7SS9lBjTfmauuZexaQcQ1gEodiv+lFSgCJuLW536C9HK+m4IDVzzYzGhmD7lPW9M7odK+2MTJ1THtnJ1b5dOkWNT5eHdjTYHm09eEG6k97MDkkjQLksGx4uKxS0Z7IodgCqComfZvsNvlonKR0UJWk0eMaISck1Nc2bR97/g+mokR6RFVvHc28gBvsTmYRPeprR1Xjm2GCol5Cfcsbvm+oi+xZf9U7QDEEy60IZ3O2OAmOkkQ5TMBqPmpVFVNa+ML2zogqqLoFBsxoCFTgitGpqXzqwKFs6ZhC8RxAjFZ/4YMcP2+uKNxsmDdJAAcbrqOc/cmhD34jGs655d0Xzpbd/R4R9LjEBNAik483xlubflvvrRKfye5GOpcR4V211WhPJVcrkGB8J9ufhBQHg/aNQk5mFTs6Jq9oZ8P2fCRxRIz1BmbfCzPcFK0DKVCajPPCzvJ8tVDvjQNNMuupXD69rO2m/8dhZH6HdZNnAl85yWt55IZUJIGQoTat8CKJYsAcDFVDlpB9v/+3Gt+asXli5+pCD3OFsjnFQoedIBOh9DuirNNXBznjSgErdsoXW0A4SYRaWd6aAIiIW6ccbO0CBAKiJvPvahk3bFZ7fmTkACPDh1/D95fqm+R/vX7TsvtKTxMetP9pGAymHIp9Q/UZA9gDmkxXbjl1o4oNMQNehiQApxac6ACHvt1EwmeoYplshw6X4MxRQikUS1VUAVGxurO4MQcW8+Uhj0+D0GGwz270Cb5Iw3UtW53dUVXzfet87dU9P+bsLlr91+93qRQS2QwaPkroE4DslsuPP781s7p26pqCk3cTOht4aiAyd/astCjtK351ZfEXlTQ38Z1t8efYyGVJV8jlB6NO5ejTx1K35BDmxAQ7/40NMEAGSaEHOHheeaSZO7AcOkpzbhotAynJ8YugwWkcuH1NV85vNZQ9f5n34t+PLA4jP4BP39hRSpG8LexSh+YrCV94n3LPdUTY8irFw7d83nnP5WBJQIeDfDnIqAHYmoJgwZjOQlH+K2NlqgahsXN5sLaIH6tahkHXBZ4006XASTbQfPkmwH4bkrwbQlvWW/aFTUa9pNg9vzEGTSOBcldF1o1bPvuP3dTd2n9vVbw5kWHq3e4MIZNgHUp+5Y9JCBn5dW3GfEFYm7jk9JyqnBX78ltIgIow+Ve90+OjqVVXiKIfNECEYogtoUBVmFxGShddvyBpfc+u4Bxjh8r8ciAsJIR8BzxlAfWxs99QNP3g8vfjyjsqVAtiDnXL8zeZ1N3TXj7n11fYq1MmmmIEdiLvcC8Dfy/Ee2/LfW85559qW3sjT5K8wEAQyRlvhXrYb6b7yqMPfFD6R5f8FYQYO5JUNdMyiAsEmQBPeqREonCs4sR3jgCjftWBrbPLHtcLlnAKpCd6nW79b9oe9P951+jm+/2vs/+luI5tyo4Od5qLYjYFjhh/d++ufCDAibjAswB/OohU4Ihzg5v5InOxe7rajSmP4FC40pxAHVEJxaE18BOkVSWohtCeCJBDJPZCJg/pHKH9X6LvCJ3TCh+DTV6e+/H7v+jcPz32GdeDk8fnQfUbAG+G6f6f/95WC4q7hmR9cGnfZ8xgAwVfjBZ3IP23aXjZ8Utm8/260zbYvs2x1zbRiN35twFSWkTGO5OK7bf8ZvgYsQOVjA8U955ypstnAO7Pxe47tIS0oa3JpNcnppZ04u7fuCFnC8sEZ+MTLvmPLWm/e9Pe72m+56YKJXaIBpE2EMBlQjkSQncZokIL2UjHbF7AjQKMCEdRk09rnbru5mlocRL4AQ8ybaaGOlG3OEjxMpskCASqvh/CWF3boHNHzbRapnE2lJkzvzBL+LDcuiw9J6vRArL8lRvxYtOORqp7/+DBtJ4dyJT7VrLM/umROlBfbjqxe2PwVhqPluYes4vsOK6Yuq21COeeKypVXH/+X4yXpsbJvlxHAHw4CXsNyQUqyX/Y/+OVF7kDljFwqignIFwRKFYPWB59z/gpUdp/XxGDz4gFM/Ph46181FW88MXzanGd6q9bN/af9/LaU5XPVxgyp9PC1p3tf0mrEzcvNgiYUobKNjPNyBGrwfO+Z51wx5cF4ZytfbwoHfxvxUtKXC9qPZ8MrVRZFMdCua8v1zwCgwBlEbYOsCfSMuLpenhjXaJJAMf21pnpWenY4KlYi4gkCGcb7vnX3tOcW//Ku9uu37pvc/dugvAgw2eZa5Q2BbPaU9YnvFT23ah+Fgj2ZONAkgICOW091CM6IE72cs0OMsJW1TriwCiYW9Nj45+pmgpgikA5CP+CeXz6jNrNv5o29wU8HO+hE36gID1gD26ds6f370ovfu67nyX9jghQCAh6ObkvMXLOx+a+T+sSN0SMvhhUZzQgftkTFd/T1gIJat3Hz0qeuHvXRdRP2n99dOxjxY4ArNQ5s31jSaYA/Jz4KnK0DlfeaAPKgRR1fZjbw4dbK7UYPQ5rIjoDyG/Mow3C0NWGVIpit/V67+d0F7627Ptg7s6RWMWCPAQb3gI3mfcTc+3BViK9O6appPtN9T5MgIGyVJu3ci6pHkMBrgBtfl0sTBxgmpzUBRA49Nnqu7l54O0wr6ZqgFCWt7Dwx7RpFKXpot7f0/r4Lmmpf5BoxSH8AFVJNTNlR69tcWnVW2y9qC+1tbbYO2N74byzSHyUf+OCuAxc/cNkVly33g4OMl7JsSKMu3ZR6d2ExR1re3uW/aeP3ysBSsWx3GlsARnoxwIGZt1V/l0EvtOiZVRCt7sTndmyQ952cD3iN7oWv5vyuzj60FNBc+5vTgajztIozMb9rnnfW5d1rv7p21E/OPOPBKnEW8KmtAjoe34/mN7Uie0IzzIf67nr7AiHdSH8doMTc37im9pnWih3X797FJhTTqTGRQykjnhphgleZtxNIhwb3IpXbl8Wqo8dMiOT6obDt4xsBDBhYo5wTJqo9ssfGtSZrLsUXp+dXE052Jt40fWpVBtWyGRVgwDBO9nwx+Y2Kq9//4L2Z5yyYtljcuM+0MMngEfgknnI6L77pywFzfPNm/CVn2cZgXwCQIl0OVDZpWwG+JOCq7c6N6ye2eIxOl37cCMrDtQSpZbMBmPWvKuREnzjAtzcvStfwNwFI4TyXdmoHyZm7j9cWRl6ITkt8UPzH2cWhbeaSEU5F9pRKgPR+7Ybex5+9pWlEaWCqaLQ/t4kLdOEdSQCF9ITkpwuaeyfd+O1yKV7SJwBknGmsuHO1ygwH2wEoC7g91EERNqhwJPDTquxwZPs/pfnpiU0kt4u0t5rrBtOrcN6elaNLvdcIR4tKsgR86D5/6pZfD1w7sfCSsd0b/3lrG9NhlbQB1eeZteqhD2dNru6e8tTN5e/U/e7obusey60K4LDJTJkBasdxJNBXBulLjaF1kEBpBLTzdypVKlI4/FeHTdCfmk1hPB2D2GQLyFjuUjFRdEYhH08vKOs6FmHikLdpMc6IPMlHZ1XI355UFbz/CGxDeQ0BGaStCuX17kkjV/Wvubp4Xd3qfUexiaWsJYCiqATkkoNfVorjJQvOuKZe75gZ1jPOvp3dQlINIQy6RS77NNuOo2eRXpyNyXBMuBakvG1AYuDWbSe1RY4p4VQOUgEQg4e1FKBtwLaION8LrBiPWtyx8STv8w+sfNabPpfz98WxMyC0ALoP/5eTV9+uy/OHH1Z2fa9rSYbwT3JbmS+O/2jxhAu3L9Ih/UOKqr+yGYpikh2IJKTndX4kcvgV+AsqGg5vQdHVTZBzcTRgYBM/zt+MZpR3VkQ84sAJbKCH5LPiLo7Geo9va26QyCAYYHA/tn9f+sXrB3b9YMPBD99JeyiKYzkRoojQfeULQonV83ce1cZcGvEnnmms+kv4jAw/dSlWIRXdBX2YpJnlpJuKLOOA+tX/1kqMbzUxRMCLK+0wxju5CSOaSpMtW5SNfFaffyacDUOHqvzUoDhcfXxiZ31mX/lNkXH3/SlqO+8tAh109m/cfl3Lm9dY6rKC4I5U+nsCj4GLyRzg8Hf+fdm6hbPk/DmrpzwVBlZCIHeeyvEOwul3Decwzo6JE/+JShOgRB7LdSMDcHw9M5ftvIbaTbGKqmrICD0vvQo4DcM520suDYBEROsBZeCiQIrApu4Lli1IXvVEYazsptrxyYtIuHWagxSrsZTV/4eF5Z/W6c8HGkMpsCz7UTdRdJYQoI2E4bODDsh0WvENij0pYD9yRfmCsuKbq6rEIP/FpTCXdtIHjaJyaZmZ8CBrjRQcwVQe+ICY4ftaYs3yc+61x3ZoaUI7KJljt+l5Pk6vwvWB9xLF4sKbXpj+YsWye/EBJiNUIJgaz7ePRBPv9z2duezyppoHO8duyw2pq02nF7GOkTEDynJvzYABKyek4wyRnwMAAkoyraLQJnrspX0G5f4cMWqAPTleNBFBE0qIlO4GU+N7Xc9c/KulrXfd8LuK+x7bcGwUqYxjsIuDYTAG44uBjiniPqXrulFvXXAvKSk8gI0P8RmBEQU3PNwRAfqIatk0SA9kcw/Bazgh9K271awBUWVRGghv6ExsAlS/RSAbsiIUKBnW8USJEw9+5H52++0h3lWvRay4455mb8UO2IrhBHsYsyRzOLZk9eKpHdMenl3Rdd36dr39NomzaRgQ8DBBW/DtNaODf6Pk2rvb634SH2+yxx25vPgBbass43hhVf6Aq+gRz6yxEwxH/oy7W2MGQNnYSnNftTjiB+8ZDRAgV5g5g/gzKZCCCV4DwHAQFhUU0hD9te674vo7I+9fN2n2EjPFBCemwGtlVIF2bfVpHW88vK/inb0zPBl0/u10xXLG/KM9+lXz56zeeI6VBAfHINtCxH0GePvpGWu6crGVoiQCYVDZrEWg6cVN/fFs3z2WQQkh7bU/m/gLJs0Tg313sQYCAKQjx6HpczSBbTo7p++SuEAtEny0cOwuXumo+NfCF62/e2yk47BUwBy1/ZaTJik7tJZhl7TM/6EZ/0q61iYFAtgQlG14kSLSCZby9onVSfwEFyoPPR0yiAzun8XtX80F2FvO3GCbLmPuC/NQjwrv3NBqA/J5YeXmkOYbRqZnoPshBOlIZO/ZGWwjZdkZJ3XVJnWbXFH8PtFPtlohtAWGCWaUFO4S9RXV/st74bg+/d1D4twbfnJlHq/c5iHoDdHDLp75zmAXfPhWOvOnP6tsBcj+tQPMJHpM7DOioD3jvlPNRvEoZswJ0tlqBuWEMCnAwABNucNosCbetNDYnQjum7QjbGFGna8AfLZs/vOX3XlT98oH9m4hlJ6t+BDjpwMYKQU1+JhuHDd34cQOoJjxwaggwEeRabi65cpld2acyosqtVTD3OCa0PD8u8/AcHyZA/9OAdFEBGXyOyYAufBvj25njJcAOI9q7/i1CBy3lQfA7qlouTO855//WjGu44aTa5dKAaYBATWAgPsqEuFxTx9tWpC874W1RzM/QmIOAu5BVfUpg2JDHgoCoBvxuZ3J0YbD/zzeA/3NlEe1LWbooVjStMHOkLUxepyRyIhzRoSAgDJo0rgIfHN63up/T+jWGyXGWcQ+iZkBDEdHGo0dnPFKXFvW01Z4eFzsR/7xAgSq5Sa3QnzauwvLtsfHTAjlCMmjCWRniJrjTYmIR4CMmcKHmzyzqSfYbQyPTRxqal6J6Usp3IZ38QPzje62v07I8824Fb38+w2qeDIEIc/fyXYVwkRAu/DwwbMXlN6/uPQ/pU1LFGPlIzqgWneTMs9quTT57vwNnSONmuvWhFrUaK1nDzZKjkM0AXO3eHk07B4uzjlgg2ZC5ugLT5kVO74w3JlpAz4HOBMKd0YwMjX55Fo2mg6jxwD4/PB2AAGxFOgYPrBG7BVH+5tunF70C2EGH/kvPjKkSEA5PCuGhSp/teD7raXpWxv/uzWBkQ0f0xHjDSO157Gn3qksukp0JcN9swdZGF8KB0DWA+kV1ZAZ0N0HMwCqKkBl6hhmWqmlg78jJAUY0dCYA0k/yXdWTK5NGoOQKgEV5OdR4OT0MJpoNY1B4DIbvx4stPXZc771RujD+raqV0VMmDEwoylLFan27qUbrGDX9XrHdZP3LpcrIrtBeFi6FHQYaEuNACA6F9h4q4GK7aL46iCPXv5UOGnSok6+uj/0ldMJdA8Ta/u2eBNpi0IBNKE4w+WxbEAlUF0q5gU7xCv7xxsh4rl+6nwO3NGpQ/+ycFkREdMbt614QiqM92GbFBt3pK34hcLc+8KrV/AmkMxu2GqArU21a7eUtVx9wYPzxrSHVmNhuwCgJsDo5XBdZNeRyTHQWgxIFajZ1ISLFN+XU9MWOFWCDAZdldrwMOaxlwjQ9+MCV2PxEQDTwSmxHb+TgDgpAToWrk0irnt+vrTa0nitbfWb58ZTfIYEBOJzQ6yY+Sfx4oQLGg099rPpbePfFGE3dByLAAwIUV1024bniQJt2eEOZAsCLRXQN+KhOv2okV6b8ZbLJxKaw/8dmvFI6JVu46N7BKoAZx2H0UmldiU4OlOES4fV+ymxxIjByVkKfEIGrWl71Q4mEKDHRuB7BZ2MT/GxQj9gc7C2K767q6HR2G0WAOoSE0OHBMFAb82r796x4W93dp35mKR2IONMETyYIImSlHvZXj989kR/rTs3nQx+G8pSDw4UGecV6hFQEdlYDiXiHLjHdELDYrrlxCU7gkgGvv23cGu3EXXftcf5I/BBgAB7p7eWPaDom59e/wwyIKEm7s6En2H7n3xsx41j5R3++MBbf4naZOJW3NEIdDCa2uta7rhwFTxZVliQkk3Om6WzbQtgN6QXIMUYby1LPwOBPSKh+jIGoPJQpHUy8eODUnscIByMs2Xz4gcWBptIX5H+mlX4AOWApGFCEIj7LM4EVfEpHg9ccVEXF5n9Kym3lndC3I1ZCWQ0fGpVrLyv/odf1I37zklvjgvuAXxuyVKLjLiIMChVYbqmCZS52gg7yygA0rOrTa3k4MRr945tVMKAShW6l7mnbH9BWI562Ad4wlYeONTKo3ViwFu6bAKefJUaIGMYtV+I3SN/NWnO7MQY2WUstaCFFD4dFevgzfMPKDctH7m9/qXXS7sMj46FiYrPB8ZpviSbb19266LVh69pNwhjMJAF73f+m03B+wbhSrkigmLmVZ7ZhjLi6G5AJRq37CFnXVcn0WPVm0LpminzVqzDHlqZSGT/0QmKjuGs0WPblkqWe8xfXxWr6KKk/TyOCjHZA5ZrKNiWGkb8rDFP3vy3FZ+dcvb971xRVXuG6SxN4ZrKwpXX1Zf0zFwmIATn/j7voxmAcJ8itLWdwAif2oNzbKlcObd6V2L4wQuqyLpHU4DHBzALjYlN2pxddcu8BqrB0KaCQa/gvuHblt+4e72rEpkwHpTHfrQt2DnpwoJvdb8g7GlWLOLbhlPJTxgBjy7nBnaV/iJW9+Cdj1z03i+eFu6TOXtCxgOEKKioIj0CIXBle4CCniPv7y9L15JvfzAAP7EkNdPQ0zVRSxPZwTzdccF8ASlpUJSDX8tlSIe4Ix0n02NseaHZfJx3dMetgmUbBiAPZ34lnuuof8hbNTdEQ9U27rYNywYf9lG4OrJpYz8Y+37fHBtruR5a3yBdqZVHCOOEpWopwDb9pB3sKpW/v9JZ3vVFyt1QnP0+AM1x8N4e0DjpofTmWhK4ApWZ7SuQDGMYIa/WiB1Zig2K10HpLu3UhsvnmxZe89AfJ3uObsNJw1BWXYJtpI2x3Qse/r8/3PjBou6F4w9NbwIrZ09OObDYgPcEJGjctXgKEG8+aV+wXf97GFRCwDv3jNncBsbHPSPeFy3fJUpeIbsASj+Hi5sYVoAXwU8wDCPLGyHi/GT4fRcc7xseP0OYk6NLyDMA6gXWSX3Tu8WMI3/gveJ3GlOGz11BHh3I1NCj+N+5YOn1Wz4F1vkm5wdoO62jloLyT+YDO7PCHSimMt4X8AlQeciFU3MeLMDEBO3C1qlwwfadERTTSQK3HWRx2IluOW+yDA+mhbnUQhASI/lO+b+uD33KpqfL04kAIQpwcZysM/AE1VNPi9Y3MXPdNWvfHHXSXz7BHA1qAOdcD/JK6wX0PN6cJfJEs+dbmoljgwjs0lmCK938Lny+PDy5YNJVIhkOpqlwhtKtsRkAbuyrXkfJ5kXRnmwQk+l6QTVGGILkntj6tz4Xq4iLPeCgmdugiIv9q678cv4Ib03zpUpPrTiwbY/TbfsMz5k6xivd7/9uz5Q3YmPFPe9ekcaDAuLzQXr3VwNMqgL5oyLyCiKBfWzZlrL4V7qzfiVmAEBO8JcUUHV9cTSUjplvkrrMMQh7wAH2GcDxi1uYTMVL7mOKTxvuFV9SGT2251hyfTDkBKgnzAGBjwzjz/kvG3rrD/DhJRo/NXdm4wlsyKRkg26KafTwVu2G5R/8sT770gDgqt9jHgC5N2L2E3NGJZ6b3/LQxx3yQWn3WtLuPpySsntvsCPOG4GTpd1emlogM3WP9lbI3kzdg9YQcylFTg6oD6Wxu+v2Vb2Ov1W0K801IT/+feCtuKRGREveDXaEPGEAKnZowgh5NK7Umr8Y/1rcZ1RocKb43AfIkF8LdtUMQayQslvKTF1KykzD6fKQkxLfq4jwyB23l5hIFdXUAWLfwlvr1wZk20vnbfqKH8y2h4R9p8Y+0Bbp+SZQnlLB0kTZg0vGF10WaA90ho83sDKKa+b7faAkkN7+ZUXUv/W1Cq4R269EmPFUmiWgBl8nsNJOwycrTukAjZ/8TwX2CeFusg2Uxt50VHk0zNFB45muInRQeWrR+kE0dQAea49rgYUp9t/VdWwt/e2hEceyB3S+KaafS/CHMZC2BEYKfdV45U2W/GjBBjNBYpzJaT8ljmXbKoRRETqdwTTKL0c2t1/1wC1l9xnxYHabl3AJxknh1spHYwwJoTEBSNncLYgxxhuKxEZsP6zHnY1MpfamCDre2kIxtgm8y804RDMeyt3Fqlz70PAuMWzzlJ+K6qJjANlkCMKo0CvgokvrXjn89OoJ+XgTIWieUNZyuXFwaeYNpbbNsJFCiQPcjKJfpEpPW+s/JncDyrJYJSwlkzXb5rXjV9UDX2WL2TupvkWwp+zBnh8OBtZkQ1AUs+r64OqH5NPVPXaXSQbhKOseOMBOgOCQRWARAZRVWC/bQi/e0hN48or7e412vcRyGQdIgRVMd4sICw9A5AkzRqeKJwvSiwohuPDg1A1XV++oSTHoZgDbiANRz5/f/WCg8yw0g0jPwW0I8BAAlQ+a95RB0lTNp2zInq2P6f+9rRceVs2imi0HFKH9+PnbHGJsZ+BMJzXDZHh7TXCGERVJ1XD0ARsUXxUHBVRT9+LrQDo7LgEBMzLvflz53sYNC2/7w8/Hdd4urBABcQGwG24crwaWdbLDsWkbwC7/fKcf2cg/aez2PrG6gPaLRYeFimN/kSjh70xsYsAMFTOp6Vu7W50HluMemCU9NvHz0hDPukFcZT/kC3jof/WSmc2zIubnvzsQ7v/1jZZ7Bus4Erc57OKtBeXUiAlHPM4WkHqVGaCmAGv4skgkAd5K85YPL750BwZVeWhExbshbQXXPju5b3LC+e0/gOKb7MdEZVPMmHPCnPOhW1bqqxlwvW7CzSUM9aU5vBlADN9xDdEyB2YuhIKOR4m/ccersqwphnfmegMnRD27bYg9d69S9Kga2Vc+d+eF63SP4gPDFhYtoFQUqdx6+lUi2R3Ba7j133MFcZMBjzeWOM1UAuHXHuEknVgKCxWRsi4Br0E4+EkbXkcJtnSHewEA5XxIty+KMrwKOFOQ5Y0RUM/gGBv2R4rOjIT6i1h/dKnFUnfP8J3BbFb3/D8Mn5IpXJhOaAeFTgpQHInNnvGHGbdfLegmftlkGLh4a3zpF8D38vkUKrTgiOCuKyPYZtz15YU9M25+bUnI0X+zEUpgoJgokWFt/201iqqrYdOEHLE+t4hokQFQsjewTHeTGWzAYI9RcI8Zs6ubXrtfW++HK23LFjjKj2pnSH3On40P3/3PSaCpv/NqAR0zJtzlFvFB8J5nJz9T9u0niZeZjgkXGLSLNBjB99ueWgBzMWXTVEuPEwdVzh3TGkoLmshb9iZ7HOyeuA5E2g32VV5rcBldudRLCQEhyx67VCH9vxz9RJiGPQbi6BkMKwHJ5Ku1JhczWxGcZ+G/1bEeKD7I8He+WmVWPrW86jJdZHmgQMAjV8J3Qu8uNICCJIAagRHZUAZHBpJTmx82a+diBVAzYtBH/5gAE6yyXVRemXk1+7sAhjELxHJgT7REA8/nPizAZyLAnGxS2hgf1qluilW9sfSNIFlRQxdI07asRGB5v1Jv/G1aSy2kPE4QjRr2Gc7AF0eV5kXHH/77zM6yc9+8m8RHuYFFEeAhaSqCiiY3e8sAxR9wctk2FQTRzBMrGwTFsaWtMDfY2f+oXmkSaQBH+3O6a8yOibgVuPIL1RSsNH0B4il3lY6w/7cJrP8zlaAXsBzlLwHEsU5jLmi/sTLP1o7vXBt+K6g6/EflEjIBvKHImdO7wts6l+4hP/M3b/vYxGv3f/DsPprV8w1Uh01hJkJyu2iJGcSkhbKy3En5AA4YCgQvXQS69icRVppSGXcp4BNyZQOnPi0uDTdbleKcP/x1Mp+5G7Uzei3hOJrnxaqieLH2bVPRZ2R1T4+KN7D95+Gs3uefO117pcXzQ5WUgoV8cbOrQ662jGjWaWsCBBCewMo9t/CFVoWaEwZy4TKpZDwpJ01O772GhD9WIg1HVnUHKAwxCU0pIOwWA9qGUJBK8PHIKeUDh+544vIlfoStq6RAxHGxVTXCsjqCgPQb1V2qR6YQ2/KGPf12q//60A5jXPvhKz8f252TowcLaMk2SDIXc1FdFZ+nnGGrhf7Vb1LkyD665dxq+kwgA6cU/Wlgc386rLRpzSosz3cTmNjYpn/qUrPsYQEThLUVwLfSUol0G8MPZlD0cGjYzupwhiEJ0grJv3L+auOsXRn0EEAo7u7WOsiAJ+ivicRqAflCpHUyQ5u0xy654J8TNvQaQ2QZzKrrg22M6QsUsb59pkjghLF6AIEFryVukoZ8HYCQC12thtCBQA9pY+PBTQFvadF1pwQhV6rBANHflIDkHkFnKKhTBNjYgB7ICXxTI+oV4vot5uFXFBORBIQztQyhZ2BAijTHTejMCadxYYFKIEbhB/lVnD1MQCWq8rJRKMZ4j0zev+SjFREIpF51oSOcFgAdLROnFvdc8WgaeM1RRPuhghsGzNKCBSdgoMUM4KV3LieFt27TmtyYbGPYBAICar3PN/dGOhPj9Dnb6/OEXdOZwl5aqf60Rr/lFivsc3c5NbASQDFrx1i1aCc9YQ8LBzM5QhXUhMAYHhM+4f88m/npLu+l1txyxOfzBCF+O8ZSkk9eFHeuC9DVlRiddtX/CwHUrQ+HolnYUQCaSjxgRQ1Q5lnBt+p2LEDWcxDwKn53a20KB4vAO7PqiPtUADIBrE9XiQCo1H+cF1nskcDw+MQxCy/XxJztK5YV8F7EwswAtmAlKTfBgyhtbhWpdjur14Q5fo9iJVr6indMEbuWTxfWwUAKsH7mPhSxvGHox3v+qil87mtbereVG5gAEIai2oHdT6QXlBWuNx/PbM4fuX52AmXRcHph+qqbiQccQPvwxyjnXJaU9WlAUywgBZblRHYIfMb/bX/u1NlJkSrhSv8Jx4SWFqFYHI6Puzf0lT49nnGXtwpHaLjM+LT+bBT6p1sh8D0CPheQ7/1YSHj6v4xFog5PFdkmBpOzFAHqydYlRxYvRLa55lxj8KuGvXvYy/LD2fHB+JnctTboLa+KVcR/Zj4/KISQkqIKyqEFN3VvKij8NDt2cYYv5BP72LIe21/z1AyiYjBxQwxLpwwIHVxIImOaEE7FgU8Bxa8AJpgXN8V+e30YlMaaUiHC7m6eAsMJP6kKlVDeLfT9URCzAMdJqXJOZ5K697Xla3KBgF6FFIz410qqtIi8fdwVMx98YQxYKbc+rbMgd4NcHoaea+lgWFsmBwgDq2LT0gVT6alAZwHmoaVWEmf12c65lpGiRUzv+vZoc3Q6y8ASzEsAWOkbx+5V/fvCxieHp+XWrw2wDfZG0AYeeGCDWfrA5eT0x7BqPtBnArFaGDXsHoHBm6+4/fGAwQHMGCT8Bh4n9S0BkAFfBB2fQcG5t1l42LADkZUqMYkvUaSa5niggF0GvSIOWXu8QmDV6boTLSBNMXdkwS0CUAvZRq2ep8MnTYgtApgqBE4MO16DYYoflTsj+53544EsONTtUHpy8hTZk7ZmXr1s42CVWE1E8IHHLVzgBTMFkkx8tJgFDFux4e1jrxww79dGdoVKZkUDgQaEOzt9Oh8/+zE6mAtGrtHE69uig1ZWhTj3GmCgeFdvbKyu9v/PdmMbTzjXsv6qKekJFU2J0y4tPefmiArUoxIO9vTTq5jXl5vADeHsG4VrC8hc3rjqe6LgcsYr5qjfGwYIUm5tqAID3ZaM5dgrtyn1LRECSMDABN/FRJ66seZF+dr4cAAcMJi4+27dAK0+3TOzC6f4qbStuzJZEUYF1Ff/07Bx2cWQGPACc5xTMwVmHEHgdw/fX198BSAfn9FxSEopD58upQN2mAGUxtuDVmpgIDNjx95xHYelDPEzzCmNvQE0ASjP/Sjso9IRqUJoJR2lO87EvL1ZDvi1ZqNNQ53SvK/CUxdEa7YCWab8qIaw7uOL0L0a7YDSlb1SJzoOmXvt7sMpGV+pFQX9Z07PlKaklIdtKaWskIftjtIH9xZ3zYhPb5Alv1NSYXYgVX4zYUmh0KXhr2VIU7GmaYvGmlNK3p44XCSvJyYwWLrKuSqFCMBRMEYYJS9SmJKSTzEcd+9S8Uaa83ZcVvb+987ZEfIPSmIIIODh1F2/SVt1bxqCsux5nnFELhsYPjs84u+JTy4+/u6d42Cne4zGXZ3e8L9uvnvJb7f/enrHZB/qoGuvGnowQ2mSnWEa7mwM50dMyhm8d69xVf0jRxXNhWeyXMTL8UIhE6uM1n+7N9T8xLiOrzKCVwGwMdB86cN6HI93+NvKKvOXj2BtTbmSsW+8M18EoDwQXj/suTHHp3tTECBugzvdOvcDtLOpb87zbZ7io+DEl6noeFBZPKIqLWqVvDNA8QSCl4a4r3rNsZf+BgxXVdMD8QwG0kGsgGhZm12+3+D1zOf9TpadBj7OTHmfOXWCsQvfp/VHXvy2cdsnzonnI+BRAyQk5j4bJnWN/+q9I49auUEBoTPLkzhPW4x3zDkX/aILc/+RxbrIdy32GeUvniu0ZPfa6brti1h2CpUbC8rtSDVXrXhOTt2EIY+gcWjhcHMQfN+3UwmrlRxNGbV+488qnpwV1TNeKIlX7xjLgvW9pct2G+WUjPftsU0yBOAS3f9u9fSdR0teKzYTGfkyer6WN902REEITUjQkcfDViYbKagGHgPooesNk7lj5FSAAMudVB0wZ7Fd/O6sOVEblciwHFh7JgCZewbUqY8u+OXwer1deC/dBCiOfUJBANF0Co4SCV1Si3XU5DScPAnpo/bDpmPiyUX+6Vs7v9e44LxfxsGpK6HqkIotSc829jH63il++HAiS7LA/oABS83YhfO04Lpj02NJf03whTlZF1486z6ddl7pVeE5u8BjdN0RsR0MTJVGdYl/bjm36Pvu7jByrt7jAGjL3wK8oXetlwCEamf1G4NV+GOpPeJ0VWs2Eg/+IPKBO9J2JvCZ1wiI9DPHRn3y2sq95fePvsg1IgvANxMBifK+BdMMbYPFMKEIZylJ23BotoH91zQbocK9xSZf9Sl5jjzdB/snfnSd2PWt6UdrV6EO2lCVV3dGaD3S2JfcoVTPnrpt8CFMwmhpzIdSbTGVFIYSYak7GTwgyNzzm/jFE14PlRB86Own9ARC2uUZOMPnSRE6uUP4KfepkPGPWOTOd3OIIqfcFh513Z9aCA0LORxSs6Zo08ML88dJI71gSbRObA9DkoSFT0fBg8qbXF3vAjo6Z4RHQb3pUmVxuFJo09qNJuheG1mIowH6cOpkiOjWphRoAcaaKZxjwB5GHEbMWt8+46QvKtc+W3Dg7KfKdZsWX/a9JAIXFhQeEZGJJXNv+lYbojzPIaLMDgCeh6p3AaXz5pkcaThLDEJUCoCuABS3T7nhsvOm1Kc+m44KGASC+Ofy1sZlTPyIoJbwpIQTVen6K+YIAwnGuSVbgzKPb4JVjHx1oYF2y5vjX601j9qAmZJSqJb3dQ9pmoNNdzbHyknQnsgIwLRtFQNByo6kBRnbyQPRzoq8fFqmHrKZaCYWauYNk3CQs8/50cwqDcvM2poNIolHrj1/WxCVJ2Cbu6FcBD7EgPrc2ol9865v6TKY9BtTDOKACSMe1zMYmNIJNTCAuOmMd8Dkrk9vS3ef8eHil6kd84/vh5eGwcxSQzsSXd3387nnviO2Uun7WYqcjiwYIUh4nrm2Qq4oMZcA8rlGPccmleVcWB95sg3mPFgfsSt9IWClxWeorKd0njWtQ5SgPHCPUF8HCP/O5wyM/pqshUk3hg1uBxEb5L2OBrXphewJBCwyTD+qZgc6HEZbeey8//7zn13zrSfvWvbmadkreJTAxWRUEU3//R47nq2HOxPsOPCVsAb915FWCu9kFcBOdSnExQQc6fuo/dDoa9b9Kth5s4lK3GGjCaBE3nlO9CXnHetov9l62rGeAT4TUIVlPpkwO1UPAfDZZK/qPovCJd9fcKiZVHPfNUXXPxojLjJwGsBnGCS7DEwDMJVXJy7B9ATIkBk8C1Q4Pjk85+OBVzbPrHJlOENYOXHPd92W7becM/sPJjy9LS5Srhl1GBKVrcgXxK/GRQHVDeFSa4vQrhw/WRB8doqw9fcfSsPBHA4QgKeJNMS1h0yteb8RBNcl7xlP4O52Wnou/Nfhf26fcqPx292mSWqWS6nPHPdhd723oVz2nN6krNKcPf50Z0TtMsA1+x9eFq4kvS4L0wvAy8DeZ88Jn7xu8isPLGrsGctrqM4d4SIBKMJcXEXQU/3oV9kUMuArqGIfj4gwPASFBmTHC1aRQSGeKFnQ/4cFxYStPSLuXPMgvJj6sb+tsGLn+THClGAh0jqqm2/HaI8Tw/KIYFh864hXbouMzzEIJEmNIkDWlvQq8+oWZAfM5wPVBuXBECqbyGYV5Iaz8O5PjaK509aIT+Lnd2BhZxzYZVPxESRFHBLCowkUkQAy2GCEfOhm4v0J/xy34rdddev3TO0U35FOohXc7cw1Q2qvtOJPFa+aIgzuIZUzWvrwrHjuv0bQrMWbBHZpYgX5bZbo6q63qGivE/tvuW2xUMk4sclNpAXBk9rSAOkfGaAopC0C8Hxb4kKv+Lh10qkLl1L1kGXIWqU2a3HyAaTjhkwUApdEzICQprVUt0HaeMj832Xndt2pL7TTOuYdWTKc7uA1+Ett+u9p7IwyAR2OslxXA849tvP2S/Br7EqkcVHcBducf2jp/4bf2SFO3X77yYP2Q+dSanYIuDHyg4X9a+e1d9ffZJG1JJ/pAxIsSZicc+UdmLcBM53vmSAi0cvSvrZXr/jwurZTvRdlhIWD6a8DRKcJTPZ5zNK737SpBo9FJu6igAcIQHrZzcU7aiKQJtnP0KYAlIrP6Y4AYGXTq2xQsXQvkdjMcN6xhBE31NH1z3bV3Lh55umzf1z4QriDzYcs3OEOCAXstMDfHzThJ2EvQiHivHT2xXd/NvnB3pnrbnvz2Zn/OnyDScB0TJmKz8kTSBL+5bPidOuQ3huCjJXNxHWPWPkVEFotXpYCyrtyEQMKnFUM8O9H3n9218yT+qqNmahZ9sa1DUDBRCng95FYJBNfimCp5MDS46rxsc6e/1eOJs5SDOh0wlDQUTzA8oCvNuItXTbrw69qwnuQqUedGeDTMeO6V/mY134pSlDv3xqEcAIwBwBUGC6QMSDkPxYBjPzsIIefhYsZJtIxh3WPuB1RfRJS41cbeGgxQHw3t34zIE9duKC68CF737ANw942aAnCwjcACDPrE2Egp63VDdSMeda05To8EncZZC0++PHmMs485a8bz5l0c9XcfSBtVFsHUsYbgTPm7DLQExH1syenpy/d31ZjZWl1/6Hr1kCBt9YkOWxjl8dZaYHsPRmQfZVrnxMTr/nksiQJB8xZlkiZagh2SLlvhpTyoJwh5RR6Z6TCwYzWbFV0/azELE0B2kP7Sk2+kzWqgoYJZrlpwEihlX5ovlHhmfJoOyyo6Kpr7ihtrBnI1JZ0hHyEZu4V663hzT3lI9ykoTc10VE+QgPw4Ae+u/d0KaU8XR6WmRlSDmTqZMchKWVmxqO95TJzspQyBWgjuxpk+4xUTYU8TMeM5VIdtN0qDiPC8LA20jwy/V//fHW++M+Lpule92GZjJD4gdoIBDUTTIQOOm/6Dl/8rydTcy+5o6hu2lOXN7nZXhY6HnwNTczWtfklnd8BE81DBEycHDSnJnhykwWkWxP+2FgTbA4MhiAqKAFnuo0fc/AiAY6dWYBE5QMjqkW6F7kzL2umQ8Ur/OHI4WcXF971cD3tOrUZ3cwvtetZKaBplRmBXfzZhoSFzwOkeoLDd99xU93psbJXzvpDFL4UZjbNFmxYZ+5Mi9/4Eveq5f66JAZZfMUUGVIKcFSZJOa8X5+OpavE8UH+zqL97NU9lVFtyy8Nf01pdLlTRM1ZKqeYIBe9+2aY+4bZBfG4hRogRSAFGiJgzb3y01tMyzdo2EsBPvDZSkcZXJJesd4z9eO59eaGC3wB8RnOZhXxJ2gv5l04XjL/pY9AjzmbtRQzA8MAB1LuttEAX06OD+J+2ABHZfiUdrCSXtLgVwDhw9l0lO1T8FBRVmXpe3JPZUDqPz928pe/lkwbCLy07txLJZs9r52TrbqaC2GamgYySwg4QqQeRU+0nV2p3PDR81v+d+vmu16dtNUXOGu3DdswZ54cB+OlJHSSPmt+Ud1Jt14hdGz1oPu2AIDX+1XJmGfLuqhuuqXId/k7KWvyoNMsBW0dN7xzidldm7587i3Ojyos0THmPOK4KJPv3vmEK4CoqGCA9j+dU/u0ZJNm7exfnYu4BXRhKhzC7ENORSu/LZBZb5sCyVLd6eV0Zd3cra0pn/eP/r80WTTGDIY02ToQPXKaBwt89sfZXz3ZzxvFX/VVv/fCsoMAbw9+NngMlp/eUL+xYxGoDl6wPijMroerFpTKBfcvmDZsgeGe3QOA0ICgPR+3vM921TgNMCQoeD4L6TKeerd7cWdvy7+uDd/sbNVxwJPCNgviyoUpOlRQfMoOE/jYjZFVMcF7oxkDgt5Qk1Y9T6SNqBP+r+d6RVMMjOB9xm2xVQaWncHjoJD8Y45JS/si6frm2rPzKCAGPAHeeyKyn6Lr17+GH4meDgyyr+tNDqoDnZwyTJGk4qm4M8ge8ARM5f3tK165albkMoOzM1bqNFuwFDgTuFcN6P2rV1z0IB9rpReK3wBkjLyDaxY0/G+hqH73iZdax1UdaYXsXqTDEXP+oYYV//fgtLUfVO/8GSpnOdJ3RtwAeI9f+6bOisbNlf+rB0jFyWTiMyHgwRgQY/1VbCWa5T/C2XNtlW2kj5Vb/FCtO/uTX5903yhXqAzrNASZRWt5Q21EbsVSnoGGRme7cKaJcP6cfdvcMZ0ALMmDTDCgiP77o8DE6NwgxZFkTgBkpUcfASrT2o10fHnWxGIDksB4pfDJ8dHj48xx7+y8zkqeKtpcJdgKml43XYKXzUT6O+cAujPJzMBKRm8N+a3xzS+0dPU3xMqm1hLFck0lGgT3gXE0/QO9qG7Z57WkMh7TocdVokHeFjFLhVa59k69Nfm7ltgIw6O7jhsYy5G7Hqnbah5evfjf77T91j7fQoUYfGC+qEU2lzWRfP/wT1oVUWs58SxBAgRgoOiSdsAz7OO48Ch3GzkGZXg5QNXAdgEVnXXmZUvdcUkhUDLh8Yu002yeRQTMoMEyV92NO8JajyJi0qmRovFoW3GBw393cHzAgGdilScUbF8E7Bo9GjK1rpwsjMfUi095cbKJSu0yw6lOqgPSx0c6VySu+ePjT/0olH5nwoPEsVwhW9WNWjOupiIA3CEQ+Y4/DyJ83lM1FZ8ueG5NZdd+vLw66MEDXQFdXigwGpXrXi/6r9Um8xFPgDYY4HBxGCnS3vNqI/jybwi0xuh+qLTgOWFxuGmlBe4x0lsh5em9Ukq7d4ZMdc9o7pWmVryjtHlfOXW2efuD+xRRxcpiIfT3rgzj09zCT3Uia3v6y5d+TdzeVaMS8EvZfXh9u+YvqOiOl5hwx/CuqpKwQUBXABSB0qgF94UIh/yuE8pAgxmphhlS2vJQY4PMNNjyUGPD6VLaUkr56CEpZcfhBy2oCZozZO/Amrpgx6FGeWiH4uJ/CgsY32ug1l7VMYozN3TM774x/aYRV3xmQIEAho0x8tnREey0WAIQyuICalwSMEOiu+wpzzkvXz+us6wpJtKuwypEbQCdsEnc0jSB4l0h5NIgGR+ReModPUEapUqLmNBH4QdmXg6AB0AUAROH74yiPPzTkMGnCMsZGDW7ficsyhtH6ZyF9mnqlHO8tz+78+ztz523gO9hHhx8MdAmkgQ8ZsUPaexd7lwIeAJLJf4F+4vqRvaUNb9zVxMWiXzQsjQCW4mVdGpNik2N2EEWTchtasDqVKy+ZNGCSCu5UAUAVqFm4sNF4nrt8LnvlL+3U8jXQAUJJT5g85kBlO29WzCiQreMWsk2GztOADJinBDCarVcrqiu21oPYgtW8+IGBn50VjL2ehOmGsCXAtWJ8/2f3osisZnmlIfEBAfHOUut73MEj9mgmx6gzS0EkAEQTsQL7NeB1n7gpPqHs/1IqeDRR2iRXW0ClVpBfrYIKwtI9xQ/H9pkXjDv44pdF3mXTnCLdhIgrAjocaS+QIQoEabjhEcIg0f/cv8vX9oxt3TNgGgde4WQJLOnkuG72J8BGUwLZ/fddhsYGZkdGnelj+k8cv/sOcwN7ucR10+bXcNappX0ig3e/tXPJNufHMSQlm+US1nScUjKGan/j613j4+iuv//nzO7bAZYcETQDYYyqFRAbDeJaIIoA1Kh4CUilVDsp1sDxYptF8GKlsvhomIbJG2BSg26beFjUMR4waJfJaNiEgWSbeVmURlLJFFURlhkE3bn/P6Y2ST08zuPRx67mdk5c8773N7X13vO09ItrJZjLSJN0QK7cE8sElIq7ZK+83kXAqWPB7r7oel2JPc1XBGJ9o3bZrw6NLb5aKQ+IFtL98xPW4FKqT8eqP6B8s/I8ijQiWumiJ+DSghNhRAWg2WDlDLd8E2mtVSekg2yUg52l8qGwjWyPSOldIszNkjkN5Wt7U0Vg+sDf5btTT+TKkElJ3SqGVBm7jYto6Bp7rSYfaLI41fTgBJlF6bvTYtKdBi5FM7eMZE8VR1MVx9dPzG+5ccdLpBLi2CCwom2JUmV7phuD3kncFCBDlDiqXJpcqK8z4pnRnRLqDAYvFhX5c5WnXkbG0zitmcn0vyWlNeTnXLfgU45IGOjo6S1VvPrZVXHOnrv23HgLtd+PYmF8A9vFJI6reZJClZE3ydcg9MfNb0cFWGi3x/vI/JXXzP067L3Fm2ILfEMf91dCJeV9L2h1iJLr5CXO8PKSbkG/G4WWymRfzZqlKfFheurOv1ANFSMjsMP/Gjv7MpV81evJf16l/+8RqLm1PAJJnPW1ZDMhMvGPNX5Oos1CHiw4SXXgGi1BZAm6zlGBAmT2vIKAfm3PSetTJfBKqgMoXxl2SvZBV9K+ucpXZvJeB87BzQ3SxREj7U9Gq9P0m53sfvAr8jmxQiN01s6iPdN4y46kracjKtiYprsfy6BSg2w8ggI0HN6gOOhG2ou5tLFDxhWYI1tWZ1eIKansMxCFQWWSuY6TIKeTxS6Gv24ZnRyeuGBy1ZXjH7vgac/8rKr4oDmyasmgr5cVxP98ngJ0F19yGkrFak5LVpLmAZKj1ijTzy/9HZ4csroNZuHT5n2p1lGeqdHJhUDApFt8WysqPfRA7WEMCCHa+3ArNq235dxzY2FwUCU22JoJxZp/mQQGm0kT0eOm3xmkGGh24YJBDVTX1mqxjrai6raFvYNYETJSB8x1QSweU0QVqqck0DSIOSmOJIT8Ly5P0tUMX/j3oqbhWLVtqQBG4KETX3lkBDtzS1bKX3SRu2WrFnlp2kCcyMY2a/nFuTlz73/JwAME4C6ip7iEsvSP2mb4Ckd2jymULYBqsbPsg+M2jqN+pNv1Ogad9rXJ/wxQ2DT1uHJuqbpsfLpYDqVUzCME5y+O3DHuk1b8ko+yUnXJuRQgKR56ADZFVbf6SWtI4XodGP1zt8/SBNKrYDV6kf1+fPIpEjdY5f2mWWshmdnhKeLI+IIVhpOozDWJGM5gBGE5eDlLFQdUDEGrp2w/5lUfmtxJcFDLmY3rYUBHbCw2e6ZVFZ8GaWw4HLfdFCgmbo35FTTwaXGM0V7p0xd7yGiGORYxT6t+X02D59T+lEMWQZqpzxuHxsnKiIEqjGTqhlbGDOwOqXKoQNvrSrYyjZRmzL7S90SiZwgr7u031SRna3sDZx/45VbJ76OQ1q1fSLGNCeVTbxlxuEkDCPuOwK7aKBVaKHxmMpSo6OPw7Pj1z7c6QLvvdgKDsl7MsspEetHIGG1V4uP0i4IdM9DaoCByj1LukjjDReWUnzdrz9suH3G0o79L1baFz9C7JCb87U0NGIS6BfpUZqbIEdQESgCkXht94KCA4V3Nj3Y9KOP0uOtFN0svTokPiUDbdMSxx9cLqrJSG+ogR5D3h1vyMRWaN7HfpGdVB+tEtLt5J4EHdmWHx24v7ph7pNHB1xQC3wPVH72poUBVXZ+Xc7RxfRUizrA+D6Uu7HXXtg8fNKDTfNJulbGk5aGoCIgmYGXdpKf99bK13F1MxfHhMuM5vNj0PeGmDTXEiHeBR1hJwnyw9TiRvfxltcC42usby0Oa2RzJAQL8fwvp+/YNnvk8Y4DOTsf0gsnUck8dFpw9koHlc54T7+0dVhFPZ+95KOK83+ywu14BQGLdLwMzwgydhu2QLC35YqA6HosuPzB/h2H181YN3tDQzaW8JC508C3BhDBAA6RZNrjhN9RBBmf94lFNXQjW8Yd656pNpU6Jytvs3BNbDsH66HBMbK2lXf/X5rv+VX6A9NCyaj4++e61WZ2kpksx08WkwFFC2JhmNOeTL3Q5zPjUWVka+GtC6+3uymvTCCUzMGcRgmmXWzMf4k0GFefuGzQ89c896v8LUIjg+LNZxsQHClJ6ZdFdQY0zqwkKgLDroG0jekHZrlkMO5llAiUPz9v+KTb9zp6p/U5qIJy/N4l978oQtdUw/txp8v+Em5HuRdgQJPZY+azwShtJAUad4HqoIV/euaZu6orSpvmC+Kowu+qBSBuiBzP1vHD3XMqrTdF5qx0URphHGF02PgIfEkjtQEFSL+BYTkQpG+GT8P0t1OuM6lPLU339MkYWCKdg6fCk2lH7o9DOYGnrNTamI0Ftuk3+bSBygs324E9ZWmHLlV78ERNLzP7VfGMY7etO3ptqHTXorbQ+JjT+QOHHhYBvTFN4GoBCnW4XvC9zrbDd99y4Jlh9S++94M9RzPCoXuClkqTfywJXzbjM7Pvd4esXUjMd9LQAZTwQuT9nDm7eJfRQ2DXWyLcLYmKBC1Quv/+x5rnCjoCafz93/huLZ+VjNh6nGQMyOY1klkCViYDioLuxsyG8h82v/jRkcnTpr34tKJNjCbwpyWcNaF+R1Nb7x6nVhlvxh0QOimvQQ+rzxUcwjLPolOvCyXj7UMZG3Af1nvGaE5nZ/+TWOTrDoH9tel0BehasFrO77FulKgpqhNYsNi74Rn5pHovjSOetFF5hhzyiD9mf7DSxvPjbp57zbtrB2y53lz0VBrPRjd8MuLru/obPXfRDtk2POs9Vho0zQ0mt328YNy62ZWvXs2wsaZ6nh85YYBBxriFxTIFpaQ/Qusb70xgaqAH32qHa2uHjqlRZoirA6PWxV0zN4UwFBegarJJPNFwfuUPPstB8Hnr9/H6aHZiycf7It3B8Q0QaLcFewzd25ZZt9l4f25ZLFL/vdXeWupcNMridhOWHVCqyDj+5Hobhb1mv6V/TAy7dtFPEw03GDFMhLOoG4D0Sbel9EjR1p+lb1IGWNgthvRsEQBnVTVYnhUYz4/rc/y+jSL3TNBvmHrVGiE/P/V7UR7YFEPtpnfsBRBI1BBu7WfN1tNWyHfHNfGYl9OVt1/x5L6S+isrf95twIiuUsON3z63K/pxWf6u2++87LcA2JrhY+w/UnonO+1XWU5wXrVNgYNv8FKV5erKRmqt28IiG4r3XrswOVLO6GZKDyoQ6TFKANMiFlXDVvnSfggXVLMclRdIBhJc33kMCAAFNfzHvw+4a0bT/IJj6xyO2Cag6is1AJdlpRY6KMuXCxP/GE4kuZQhxljzqVXzq/cW3TRpxwXpoBeulslRUAWc04xP7aFwz9lsycsWgIkKFm6UdOmS3yiVgch+Mxvbfevi1nSnf6sOiih4T8bfaJ1X9VnhAYRn95cNslkOdgullO78wV6S7/T8dnlUvj2k0h0rTxW0cp5D09Lq1tJmKaXNefKb6tbStymAgkDUitMaZWh6V2G1yBtSfax0D1jzqxsKK2ORpniBHQ0pYkmEd2gKPEp4foGtqQHqAwWh0j0KlmIZUFZwbGFmacFSN7a04VSmVUop68dmZOGeikh9oZSycr6U8qy0OK9Vd5cObi1dczTS/I1sbd8zRKo0YuHZn3LuKpxdHWIr33v+4FONJ91nj0DSCz+xgPMrD3V8fHTU44WVl2MR0KwktsP1ijYes+OnjQM/+FOkft7A1h9+FBWKABtXrRKR4GUKPGiltnxm7FLWnnnk9/obDiBkuQlGxn4NsmXKDjGiZ6AkSZY7LLpEF9MBgozrGx/16rjFExJ2IgwqdtqyUHmsuRZbqQS5YmdtN/UCPdEz0PuvRVbcCs29eeWMnwpAK8ukvaQbmxRaOlYJi3n27SOSA1kU1kQG1VgJZ8Uw5Z2CbS9V/6B8fUX+kCWmhif6OyFFRXO2X3/t9Qev6f1Zu9WWEBEn1hnWl+OSB1QFWPdydfP83QLUWO5WBuCl7WW12+76cFb5x8/UonbPEvnbCGUtRsNVPSrGUJ5I73TiqH6VaW44dH2cNj649ML9L66+wqQff7vRfy5knNcx+Q9tVwUqhoXmlRXNsNPLAaSJamhh8dIbVWfy5Utqa3kwsPSutBvPeVmpAGZk090TDq/Y+Ojk1eVm39NWPO0vl5z5lMKPILuAuheXTplqwSHAs82YGipz5yb831n422pwpUvmwebNIw+X7Dvz1/e/EYkr0ft6PnUICWJTUfhHhROuqIyZJhxyv864jgbojLOsfOPN5RfVXLB67vzHZ+5VdOJH0n7+TIOTDy0dLVOlPTYbrUPeu+9wjVPgu/OQIYIDaqxkRHYue2sT7C5jcAndi7tSIbD91XmLZ923fnXM3sHdqEzInSRKWUWEy7YMG9GQOXLQuxREoyoos2Zo3dErWitunlV+5EmhlFpmRuJwxB8cJzv47rFtc4SZzpgF6ICCrQsgfG/91NXTrk+eP9DSyaxBk16iEG28RgTljiOCOSXJWSX1QxfPHHfrwqpzWpuAfncERFsHMSMZ+F8sz8a0UgJK3o8/anh2NQR53U53f0pPKMEHNr9q/nDKz557ecej992w9SnMXSWarypwwoTgogH15s2TJ798xe8sE+9OEMS8QU+++cm4bMO8bP2ituNf9LPs4XUA3LXFIJT+iwPEwhO/94Pbfzil/NZc6E8QcHGit5zaahGOmatKXkOxjJg3T7D7AbCCZW5qwPNmWTy/ldB0N3eE8OedI/HwwGcBKdBwHYv+QV1FKJZWPK/xWxqvWjNr4FVzNvkQh3oQ9GXDwz0SwUJB6S0OZmavAEAgTMQyo2nahY1/e/Puh9YrY1qjuxU77Ef/6Bi9jUgy0/PGqxKfxJOt7btHJg3PKd5ZBPgIlNkYr8ZpXgiTAkgj7Q00AEPgT1fPfmzCjKfmV3WTf73SVhHpcf/vjzxnVbz2r1ssL5yZTz0eco54wr7nyVkDm6/aety1qmPT+VpRvTZD+55YvHnTxvq3bjleLctclpCxk07mUw3oubPFrHGFAvML7MxOT8WQAcUmlliRthqu2r1i+7oXh082pdgYjZ6bg0BXxVPWCCo21i3YmndHXSL3QmF4KrnnRoQxkqdFF59rgQbpdwb8JFbed/7mZxZ+5V1fhJBaGpnGISuv3X/1Xc/dMv+pUxseuL4KxnsAsTaSW6oSg2s+q2x78PGAPmitKmwEoHjuyU66WQyc+MHqA78WLbc3Rn6T12h6o4avVFpIdgoEBJPhaRuMLguBziDK2HYyO3HqxvuHm1btws79U8VL3hdNoMxc/uAOSPve7cLb7E7StmN1sOOO74+ssZqwwU97LpH9UxpvPfbrxPri/5mnQOabnTY+FltlVVPP4/c8+s7F/NISYwVHPMvlSkMjHeKTtovfsU9Wzc9v3C5+2M+av9HKReABGPDHFwTW2Zsr2C/kJYm4N39sEENQ9aUv/qIMlUl5INLd9Y6mcuhfJP7R/uTBDTWGlWdp3e6Ypn75c7v3/Sh0urKidPfaJ9M7CQZ8XRKu+5sRdQt6fraptqLkz1dFrlmIsJycc1Idrsm2mGJdgP1An6WvXhjNmRUAldDPoJrT2SnlcsUGAGJguOTyELtv/fXLaUa90mfWPR/cP2CHZQnQVVT0kGDYiN6zIDCyDRkHFSeYk/i/KSt/6UAs4p+LsQ7AJpf0Sr39wnWbB0y5r2kmdff0FQZ0dPrsBOcH7xjRc8JL9qwBr5btHST8iQkYwt7Jl28+uviiW50P5wy5xfgwGnHIA6rp7j92PTTM7rNg0IEXE92vB7VeanD/ix++O27N0ad8ntvw55eNOy1fvrj4yH3ZL39YNzoZND2fnKCv/L4uVTFj1+g1m4c/N+ZrgOBKCGaAatp727c/+cz/+2pc9b7sU0YwPcYiAwIVDBgmmkX43VWabkvRbAPY6bEIQBe69UTsS/ruXfTxtWbfwLparM62SnAyeeMFc8uOZ+tmvVZjysqM7bmbq/7A1RQLIn1P/8R/RPfJ5Ghcce/Rkq+nbd47NKEaIc/tX/I2YOqXucdngbKqomjmn4fmmeBHVGdsHC6kbHOy/bbjv/loeItZaBWsQX0aSKt6MGZhuSw8/O6G5+f+7gfXvXrl4vLyzwWkybCj1gGCaaXsOEmgDDq2b1rt94MMYODO3P785oePF6+Z/drY2yzIZUVWPwJi5clA5bZxZWp7q5fKCLDE2/CNnrdcgMbA5o0HrPkpY2nuzFPMMv2RS/OPljb92mi+5rbhI0CInWQkmoXaVD7JLRv2tpsqsKPi3tLUgCUAliIMYYD6Udto5vc6ddBYfyefd+wb1cf0jTKdk8K+IXysomzC6I21W0Mxd3HOFQtQM8K4WUXljimcU4aAwv/esOjg2ef2GY8W/+Lym/ryTbID4dWbrrgkdPk7f1n38si20UkIsqBTcMbVekxqfjlx+f362dv27ptolwfTigQ7rQCmE+nQv0NJ36g9ccHFk4vWs3LIGxYfOxlARy1cdckqQfZYiXQijWXkONGMx3aZusLhyRdap/N3T/3Tb0vSOx0BukAls1wAPY8ObBbUlEE3V2gH0Hd8ty4O6azyzcq51Y/g4gVgWD4ZhtbsLtp9MBE6+WVFjGCm0QWigmHuBb22vd/jVMn6kzu+vuLNTBWWHs2M9YbNVFCG5C0YVrftw2Xm384Oik2ehpwoclQAaXjNyCsuOD5wd+2m9h1dW1VwSC9+uX/z8DlK1XS3SxT3hsyAQuuy7Jz5VbHIke1ba0eMj2Zyfka2lmEcR2bdsX/UoNZflnH4zA4AHe8Qrg1+uNu+3hx689H4B0ZfLEeMQc+gKSthT1tjsrbqKfeJTMS6xBZ0BoeiEjTCYkjeglcfiW45DoFXwepindOgqGbk1ecWx7JfzBl5wtz/ozk2+PkdHFDZVqzTkQwkXp6ce8j1TI5tJ6siPR97ZtDzb5kQhrhA7MzNTPe6fXes35poMz+J1YSU0lxjEBDUGs28RxdsmnPNU1P6fjX+cWmYGcDmeg1oxDEX9jkz6NF7nug/444zwpxRoAPOSrz5GeB0GbdZQFEV9K56Dl/0yXhxE8vf31ZYOWfG2jkJyo4muugvOvIFkTrBNrN3YPgoE3Qrp7d0ALJLU6tbfktA1HRYndlJM0AVODa9941aPXukfZMqlnp+KRoQzrMNeXe/1b8VzcT5KBhjlhUCn2Mda5sMeMa4+c+RhnVbRjx066aBgOJrqLxXqEbfbcri2NSmwKCQm8K2/aguQwNp1FuozHi1PBuwfJcbz+VMaLE4DL9zQsn+2UNvvK2Mc5IWkD4ya2Dz7FGtVzy5qY+d81HzFDF5I2+e/5fGV4w2i1nZVa/WpjE7EXeg4xCzlk2ibNUlAwPpOy663jHBhSQ0ib++Zd4Q4ST/4bCdX0NWKHcI8FexAXD67lj5C5u2NN/XvCBilTkC8PyXwqi1WbuoHvyEsR56fhrQ1OBfLxkrsNL08ECJyWUo9NLtPFO70TKZDsqgL8Z8EvfOOQULyPRY/IvbrriQAZ+8/NZbAh0l4zFqGjgsM8vsf1ySvfviNc9sOBFdt/XfZwrFZf6oemViHJSbK6bKFU+XWL4pLO3rdmW/rTGl7tQhb/5kOseLOBfUrViSN7fPLCO56UDNZWZcpi085SyEbyQrjJAJJL//kZfR3RGe/jX86TX/b/qo1af6xArzLAscMrAcCIJmPIhN6LuN82rqllXdaAXSkWPeDhYgbUJP7dqxn4iez5qHxUb61+WP7DbaBiz5jchO6ei5aWPjFXf+4Eh6p9NlC1epiYaPj65bkWgUACYytzVK86jh3jx94LoFwvPBwc580llttvq6pnu3hO65+WCijN74MCkZ4FFWGoLikW0PNP3o4/3P9h2gwNMCG/SgClZ4llgt57XdPuPopH0VG6x71p622el4dFRZxPn/82qIQIJLb57V0TwnkQY+hSBBQEOdum7zSMzdDnS8+W9//X4K4rtW9m6aawlde/OK9v3rNqK5jo2l5wz/7WCl39CAEQbgWWsVxYSSlAvJikj90OHDR1eNj0xKAUd0PFK4Rb3WXUPMqKVXQqkzDdoEgkVSB71XgkvJ/ue1hs0brEvKTg8yByzN79pSLECwXqmaWG4FRn0x8kBRjLeTXerXs7E4KuVQ8JslmPgGHyVtEmnsV23Hnzx424GXtxydL4TWTYePD3/7cXp0MpXfHMHLqubp4/+39L11+bfMH5lHalZt/SWqsMA1MmDrxLS2b3/8RNneRTv559KxZyuW64YOtuNVfKny5nJE38evJlxx/l6RnWQ2b+2b9sYFA+jhvrPuUI8Xf3GiuHpWxyRvXbsgB0uZqS/MSCllRBaf1zo2nZbOI8XVsiRcEamfX91a2uRppjUALeglP/UP6cia4vNa2zPzS0+cklLKTGt+5fxIw6lKlWAgIk9V5pWuAkupDBCMmhwKrLQNDThfTKSJAiuKofdFbx5eHYtY4QDyVGWrlDJdPzZTMbZpfkFrYeXS9qZfp6WUja0lwYrB7tLq1m+aT6UbvnlaSulc4Pn/Z8jz+iNdkSH0W759bsbE/AOzR2275/cik369E9QX0ho0Aoq3wafjADjykAsQiDy/+bHJ9zx5eKCZaUxDGoL+7tfLtCjPLjKOpVkZNWoxdpJRwNRQVkX0aMAIDa1s7fhoeqQRQndYnSEZwhvz7JO37ft1ta0sPhr5TySFH3KtobLjJMeL1j+QAJ5xe3sRzIqXmzA4RHEnjBqw0INR84byHGULTuk/U0PeG7U97QP3o8HDuJnMI8VvnTE/XHr+o5+tnFO+tNvpoYGpNRe+Zi0It026k0175NK7nz5kAeO9NCyAMojA9ppL86f0a5qfSFu+n2PuzalwzfGS3vsgVV3jrYWg4p0TZvbt2gE1xfmifN3BBO7ORUfIEBF0f94zAmljOi/G9OD4lf/43j8X5CeBwm2BnvbCbhyMpQnFXDiAU1Wf8kk0/BuPpMewAX08WiAFfzxxasMLVzw2bVCy6mLfD65LLbL/xRXHIfDajd8fLryHXS99Ba5uoDK194JI6KKHAbqhJuqL21KHpxStP1v98v1Wd62uN/P1f5pef5IINAcby/EuOGjbv7+ode57B0sm9RdCqKmM13ehkjaZdxLeaIy+WzGjaXpBxCV9pFvNmR79n6I22cLjZCsWHvhzTYevKgEQrgOcpq3kYzuCshX881cFwsFJAF8X9zn+4Mzplp3+yqe6S9DlXAR0C3A65f3MoLaiLc/c9vHmzc/+2AYsgoYJaXTbvCB7t7N3xca9ZtiJBJx6Mol0wn9MGOhizaxwZrRcUd2k6OrsA4EqBdcRnWrzvLKqU2Y2VmqdeaOR7K6cvs0/oKvo6L25DJVTyk7wz2AbBOOrYjX3JGL0vbz0xIg191YesrqYb3xqpFMQQc9Fh36H9Pi1Q3UHmmsJ9K6MtX9wleVpD0CAjtGLCtzM9Q+K82mgqYTL0z6PhwdusAfCx4oOH0zU1W6lHCSW051sgY6z+w1O9hQ9Mb3mpLlEQ+V1cy70DYzCzPLm7peTNjAYz63ChrObtws5q/SWgIfCanbVaHR+Sz3NCNHi2ThMb6N9X/lFY7/eR1mLUlGqeeoHg/QQzEsQCgWDYqNX94hXna4Klb5/91AV2jUgB4RvEHiq7u8jJ0y1ziz2+b9OEmpyKJDdlz1wevgw1M7hksB61fyspvCxCVOrYofMU78aCbof45SjVdj/dSzqkcAvx3/44anCdbWJtucEhKAHZOw0OirayvbgaBovqUpF9oT3zoo3I1hiBy0YrwTv00jLn6beqqV5lkyVfHvmsWiORAowBDKwNVbOme1Np5/bZB7G8mOVnAyQQGWDVbEReME1EXjrXtjoPMNzF992IPZq6z3kFWm/9r1scjuhbdKI82Wu/dI3HhzxqaEW7t5dvv+a4fWTSdtpNem36NKy5ZpL6djt1g2v7brgym/H2At01VrJ70xwiWNHeeKUmNb+qJmtYJ0z4MaTtf54ON4QqCtieacqyee0kU5i+rzEIsDILl6xYdspfXcR6tbfFIqgbw32uLKlqYs8NLsdJLwxsOle3Ib7Nz879zuzxmjnXGbI8CZ5WzL1ZoLaS3j6wZ2+f7CKQDOEnX7+7CV7f7OBl3UiB3AJRTufFGgEl5pfHu9gmrGKrceePeelav6Zmg/WlqBydxd8mvBouUwvMasmdtS1vta0MBxdeiOkPWwrALyN06o9d1NFXTmUE7Gr312Q8CDQA9W1476OL4Lz0iiYin2+aHvjSVGQ7Beksfi+MRPTucb4FeXd/3Tb0LlnDhyg4PgVZWfAFZlu0Y+fN/Y5NaPthj67BoVE9mLhdbANFfMkh4GS/aPELQt7T8tIlwRgB7yqz/xlFT2d9t/vxux3boO7vl5ACNeHeNqZIwaREXOnb189+3cH2WnsMQXCWy9DItTeTdYc85VTyPx1TYWLL1UsQeDb5wErPlODoGY6MLTqeMfufQO+4MtaiyqvmwZkmuGV1z88+OKjs0eaqDT6cz4NCmrVgKZRfcwZG0/doY771X0jRbcGC88J1OiyRueKIRTkrNHNz1z5/Wtn7nNvzy2S8d5HqeSjpdZeTLm0gOEbWnBMp9uWHLboE88Gr7x3QUnf5Rvbol31BlGhBSvykozl/65j9UR33fOb0CwfTVnVE6hU9RYlDYJhI14iA1bQ8NZxoI3nfvRd88yuuUWcZd01eqevqV/au76aiq+ICQtMzo5fmACINBVWH5t8c7zldcP0GRsEthXj0MlnxYdN0LuwYBa9PXx14BSyorJhdLOIhKJb4eN9kVBxfwW8cQsMFyvPaqPXbbtr75zCAZuHX/GvW07ZuVlgYfT8klGWcm+g9+PTEy/sbI9/1BdspDYWMpG0sfWo+fUKj+xdIYp+uXn5WVgLe++uDKQhXdVJXGX4TdNv/uAPI1uFGUV0UwOYaRdWkP15x7/u37i8uM/c/Ce3blnImwtMj5PV/T/t6xLKdqwrNo7es78q8zNYhAasGq9v+uuUfSYq8YBVeyCWq9dBQye9IHH4enlqzLbR/yq/8SOCbSOachKMZv136z3/f0UDMu/+64UNobmPTRrdvNC/pwKWDgJMsndzYkEiMCR8WTL6BowjbYHKBLBRr63UlWRF5IW1G9tMYrCjFiADhgCCmjZt4+yK/JlT18++4tbbFmRydpcSYpGNUSI9ZmVfMOWhxL8BI+f6mrYyukp73rg+EwaHyFoRzgj+T6mSsOQb3ZoPkFEgcyRH6frCDSPm/uTohfWiW78jwlm1dCEVJU2//g2nHjs6uc+CN9tK4wLEWoO/evo++dy9KE/u287JjcPuaHRyVlJnCGpfYbRN6bm+eLjtrV+vuBiQIXVyw6R+1pmN4y9ZPWx0LKYb0GkLTxhgcRII6d3aHwPkb3pCdePJ1b/NX3cqkf62y6CzWTO5mG+qMaHAOh9gQQZy8i26GMb86voRWyaUMl+zzEDsByagOORcRxODAvtu00+u5fp1m7/zjyYRt7FQNM/sU8u0kvrLNqLMpTzm6g4+7TdBQcm1lVtfuATa31s2ux6wDnW2yujW/iSA63jBDY6hUf3qL2fOGpgEIBB553oLVJ9+hiDbAM3mePN03VU9K7TdiyznWy4t1TwQPpTfrQgLgOfW5jdsLg3kaCfQyGrjLz6zccP08rrazd/Gm/8WRfV4TteBogfsYacry+87fHB7KJ69a0ZZeJX0Q5QJW8khHWA7ZPPA1EOZZLf2W4CQZ5w/ztHqSShpCwOra7tSh948pfjJEwX1OhnriH9MKisNcOF8ddLHh66cW2LVT0u8TQtZtUz4j5kAN3UEHh1eHxg+ZyFznpCGlbIhaGD2t9k5TkMlTo8ovX0bpQoSXUB4GTfNvGrNsMoJw+sh73tu29JuDdYy58QZdF6mMES2YfTeTZf86c9D55blrpudFok24diYMK2AMYk5HEKksYGv7/1x8oKCy2hkzK4htAJQOPvzxvFOTGJqoAvCwG0zPrhtwDPbh41bHJd4eugSgpGO5EUbKBxqF33E+V//9rHLoET4SOsMB8jeKl4KKZgl4fHQmWjwnGLwRThyKIUADL1XWf8Jhn9IKI9P39FQtGHkcKHj8zBOVrqkx9U9kP9y0Z6jkfVXbWy1wm8AvDess8Z9/3nu9wcPhUYNf2E0f8fOOAshyBBhshSmT63bLOKojMGHUPQD2xNf8lxH08jXrJLqy374kRhwBCC9CCAsUIe0e6or/b/bb5IqV07HwxVYqcS9nOOvB6FCMbjsloonAlELEyIW8CUhz4HWyJtfcKx2Te8iuTbbfWMIHHIRqBhkTWrSGx3KKp7aUVc4yAbaGY+JyvcIREJDq4+ZXIOMEBzimRwLJFw2XEltqimC9g9nPnHFlW+fJpjD+fm/xSZlpf8HUIJkl1cMn1JUReJr0wcc6YmescmpAanKI6xun/SDoTOnPlI0sobnM+D2B9NHZQagot+oUSNrlpAht20oJn9uXtA2YqoVKH21uCBloua0yQoYNFVyvNeeMwNC1xQMd9E5kktYErSCK3u8p5qNJ98TnTLMucXCTZ7Yk77vFnnoEVzH4ys/9TBtw7Ho7qPbnyneUxEpU8GbgApjjf6pIdo4PVRxb2t+3bqaZ4pHpro5cRIUqm68OePw+S+sWEwJyhPsycQAhgCGb3+5I7WRcXv8XWEnGX+7Uscwbce2XxZcMaMpsNYe0W1Uc7abYfzf0nbsb61594dmZ448sH3v5MfjZ23V6vZQWZtxyz2AxrWk+tQMejwjQktyrNzU7HfhlNWttsDVSWS606QLcv3G46U3PzB0G271T/7lqSxLcIAWxpoFzJ254MLQyf8NKF+n5SEcXDAkaKH0h7NKGx/dsKs/rSLH/+j890gYgUux09JrbJyILL+6VvlJ22gARRzLIdfleNfLL+x9OP/RoYsnzVg/BxQxawP6udMz+96+fus+G3m8tKzFyIOFoIOgP8grUnvu3Q4qN7l0bo2a6Ug4dS/PH/nOq8aWWfc//aPkLkgv8dC+uSRNVNAChAM0zhOHOLeE9lzC6Y5rW0e9HRELl3m8hHPEP7mUnk/G33i0oqA1sutHqISBN6SnTtIANlRYu9feZJ5bo+OHuASQSIfmBYO+KOp5yoZdns5N5bu9D/7FYitKDG7/06wewCJcHXSCtlM1+4tx2Xurk78saC25uWzqLTkRzuNbz3HUwSAjbVQEBPOzvNa84LWv44ye+lLuB77DhtGrHwpUlOzd8rvWK1Yv2GB7kVNBu5vrPIDRNHToid9Mi9tpPTd0Bkdg2uhk4P76+IYpeOcvoEMUxtuNKr0PjpKb84/dcWc408Xzq5DmAe4mqxiAmhLChxvsKrrd3uHQjqkvVrrkk0FGSyqBCdSPWnzZ5A8W3I34RGRRySmxn3jmb1vbYPqOOYv7xP6rzqA43WPabfvXFsQ6UAGH76isJE0mF4n5mzMbWsltW6bu9eVtlg0yZ2Zbzeq776uD+uhhbDy4PFUHgm5WcNiH+usqKkDodM/J8z4e/4RaKNwHgU7HWBklMez9+TevOv7boxE1OnTYjKrUR/7NDCDM189dUDX39J32JIB2PXgbmt1QFj6z4517s3d/x9o6C1RK/LNU1iYoXGznyxsem6l8WWLnots9PczOltImsfmr76HKJJAJ6ACEulnr+YhsXgzHJe3CkGAQPj/ULF5rKOq9b9D3xyRQ9hBU8IErdynBxMClK3504HT1mns+aBnFyU2xycnTncMGYEDgwnXPVDdV/F4Q8ubC6w4I1aViUPO1PwKVe6TqPdQZvkeK2oLbrE3VraW7TnNEgTotCgJd1fC88d3e/4FLiHV0RkYCxCBJPCOXPr2noymT6euj2wCZWBogEKkvfGxK+e1/3vL2g9YimUamNTA9z3eN4buX47kS+iSF/gIrt+ZcQFlqZ+RV9ePZZUMGVLTwsgTQli0rb+f0Ys+GiY60AE2lzRT8+MDVQV5HRr6O5RaEAiCwVLNTlA/aPXK6YjV9sFE+fHRA48nnH87/YMGAL67u5hk2ZLJe1YfmKUXrXhx4cESfFZdPLnwTbyDPdSYsWo/288n77r4x2bWcBN+6zurKwMKm4vwpUdROHeC3XnfeHlcW2CHj2rElh9JGOuvnTUPRrDQO9gWeHu6WSz97i//gK4u1UAmAYalF1bGER0EdH11yPGpg07tXzoy1eyktAustt/bLIx5Ikg4ufVdedWcrvRfkN8x+WECmq6caKEMezozcu2JjW0dXvywHOBJFAPKR+bJVSvlNo2xNy1MZObZZjnXHZmQ0HIiElMoYfaE+Oj7IH5W8wdbtXuVNxeHWaAgIiMuhQtVAoJNXusdGeNpRzSpcuTC/csIN0fr5BQ2FlUvT9cVSSikz8ps1RyNuoXy7cO+Tc75xx0bcSyulzAQiFFd3AlZLd6lsOCWlbKcif8/SSIPjtT0ARMziNa3jP/37o5dKNSfeaCERCZnhgFkVTdScjWVkMo1BzqLDzgxjWNdmvrYsYl2w8q2r69LStwFYoLsZqCAa4E+pMkwQjgc/kmeM//6M5OjVrfdtPGh8u+0crns8Q6m7e0PzuJ+cuPbe6QanHzPyU4s4p7hAj8It24YunjL1QNclBFD3ddkfEqg8O40ayGXwAcBOR8921F/ZZ2KR/NImIBLCBBb5qmjL0C65sikz0M5yFEQBnDrRw+cAAQAASURBVEAFFIFIx5JHTTAswrZ1k4rdmRhH58M3d8/KBwL0jRdsu/p5L7hdI03aBFS9xnhmJhA+DsBJgaECjF8EMNinswTOe/CVJ2zvX1W2a/xOCkK/FG2jq8iaZZ2RQf4TBubrVRB6VZvSf+XAoIHdTUmYZQD8rXWElZffdChCxvQpAD9Wznt3w3N/27BN2RMjvcMV56q/sveKC/Zu3nBs3s0vXHQg/ZkBkN7R7QcKLZF9gFJZMvpAYEdpN8OhRetN+9+9K7w7jqr0gsFYnVEqwmBa+f7aHnlz13z9evCald1qDC76zuSbH9wmvlrw0yNxLEV4edXCaPQkk5EbFosHY8rGvuc/AaQRQk+roERVPXvg2edapjadGV4z2s9L45MWMI2OxpH7LDM8vWTdxq105DahLk32pRdpLPvNiE7KADtZhB9QszZKfXEZHf+D/tMc861ZoLnZI3/MaDZT/mNAWM3clLGPLKnzJ5mJQGLUR2nOmGf6HQNSY/GsdHc5eSaZN+XpPrffXpmtbM2AxMEA/fKcGix/z/zFI05V/uTwLaeTQW9aOLn0UhHIQg8xAK/NBW3/xWnl7305f8qCw6lwspv9xaTH9yYTaK9bkG8XxtqPhCzX2eFisfx8QtDDXX52b81XTcuGNM0HtK7A+rRAtsbDbXd8dPj8Dz64Ch98HWClod+T3Pbz6ryOZMp9/6H/HfnTgzuczmaspOqL6WbRjKMjqicOrLtq6wtzX47lloug22FQf1fVlKIu1xGwIOguFz0sVGqh4yWTAJ5Y4xXn5GhLyLMPNa+Icd9aOt5mCchVsErVQcBakKIqcf0hHsL0Btuw4HWjPNaxUbTfCKAKgSdEAEjFOvXkv159fnhbhxQuyF9Cmm80UrnkX4bWJvycU4EEJ0XnHBpOFyNpmBCaW/U3PnUdBR/D78soarzq+NSnUoSufwSgD+AFZfJWO0pwem8xtdf35/3pm8p56dxhqGhmKsjTIbInRjyRitxI+N+mP0EFQJYN711T2jZtffGA+njQ74fHQ0ug454D9xZ8ckm4wtgvtny1xCVj7xRdNFZoLfV5MP32tbeW56QIAW8hR+14fvPIr6Oo3cwo3nidDiwfSDzcZFKh5Y0T8B8g80nleB2hqR19HrhndQzOiHcjobZOUMD2oI44LU5fMWNfuXo+P8tVGcZZpGhFQrE0ZMOC7bvnz1hX0+pyGggmc0tUm6V/un3mrlHPb/adQ3wC2LlqJptf/CYH8SPwQ77QAZUyCN0F4+pqIxU7XBRQJKCcFPp5MrrR5oyKMu+Gmx68o9w64sUGCMIul6SzQtBRbV8h7J+S8iinAcFLxE9H+6/qIJXd+i0M9tSvwSDmeP3YqD4nzeZlO+qj4Zbz94uCqEFnir1cidGXAdtM/79Cu/NskhY8uO7vI2vmPzWtLdllBbIxGfFsb2E2BQYdM0l9JEXS4UgKVIUgWtq9MXx+W9GHs0pu5EvrdNcoA+L1NWbP0LW7xfmPnnmjXvnEV44qkO4pIsqYNS0DX80UPBLFsdPeLWHnrG2alXii1+o5RXtf3vLCPTP5/yvt8MOJU5/qdmUJugFOGajUZhm9uxPZRtjeiwPXTeXNdEf6PoMzSwyuX0jXvhIogzqRf3Kk/gzZqAAwcyqC2sU9C0+s0EM6MFZAJqi4dFqPU7c1TxzeVvzkwc2XT94Y86kr/L5WGe2+ZZ1kCkDpVI13z10MnP1yph3+sQXe+hWogpJTghlNgUQNjBAgmQCeZ4orzY41MjFx4sgPSvZcRMLFsRAQNMMmrE00nxzTGt3z7o+fjdOO6S8Iw29YWntmgamC22nk1AFdF/lCRGDA13ftnXBbSM9Cnf1TkrlmOgCh31nQRtVxqNjcu1v7g5j0KK7dWhNFVVD5lK6XAoP+YvFs631A3zkXm7mHJhgEFbXsibZXek4TfT4oWD5y2vGnTZ92vK3ycSrx7bg7p/RcX7zh2+gwcpKZiSiEqzjzUBLa2LuoZ8MbDngw0p5UikHrtU2Bk3vX+e8q87aSIfioJ9B/eVFn8+8664Wn6QYg18iC+rGZ1tLMUimlXNMq5dESKSsbokBTcYHtPROODWpompjffHv1O0Y4Rt/igoZoZQAzkLFLVwbOv7Ekf4cVHXxUaT6VbppffaxwDxAQ0DeAZqq5XhIDIlbh060yM1/Wj5VHI/XXhD3BqnJpqTvfS7nsjl3TmX55sHuelFJW213kr4g0OAWtpZUV8h2p4pkrFvkrubwfqQGPm1w1LRkIYl2XBqIQYEVBjz/uf+auwmeu+97pMer3kjxgLs9VaMiH2gPDzJuMK9/9Y88vX2cRdOPEXKtXAJDoYSxyhkvvdUFDG6MfG1d5l1K34ONtxf39R7qpUQxvZVZEHum8lHW6Klfl3xJTiqzA/hu8/321BJdmLVbZ9239spxA7FJ6IsDONDqaUShUlFTPln+X3dVfWL/7JfVU9RQsAjFW420CLz42pegPqwtWlGgCXMjk1O0G2AQ4YTbP2tBw1TomxTp3+GXAJjTNU4UrS22DbsA4AMqNnV/fkCX7/jPnfQQWqr9WYsvH6W2Q2h4yexwfYaGnocqHu3V2QWpjw1W7dtcOfmDH1W1ZpHduaSayY4hc+vkt38w8HGkaJXYIG2FjEbyECShAKtvDzRHFTJPjAwRuf66I8s8bK/pUFK1ZN+Cz+XsYnO4iOzmvhrpxgg5ShLr75KIte/+dzVupRVUOdPo2ZIAgBEVP2JqMZacv9EwCCd/pWwvyCL9c+hCz3OS11TXzyjTTAkmWI5rpkFbdi9r3BDa8euYXkbkzx1f7u22Xn0Eyo/vIM17zJASFBjA1SIiKjv37QLlVgLLR4L9Le2Xum3pRI8K37qs8Gu8RKmKOUrdvALx7t+KjOaLjGBBupHfZTIaKvNLK0zticRZ6cyEKWJkIp14LjQ6/+69HE6Ldb1ckjX4Qd8j2T1JBFKEMyJ1UdB2wWUYnp+c/Hl89cfQ7Lw+66tswNhdUefc8AdGCaUiTNqUM0qSg1025Wv7TweW0lhZMowqVTj5VB/ZVIAJP9DBlS/l3L7iszaCDoCf4W5jqg8Oyy4wxSfQ8xVyk4XtGpVGHhC4o+LZww4r8NZuy2+51LpUqkEYD1AyKr1WzaINo8FzHFdXkL78Ugan1xpZjI9cCv8z1VkeBDCYcoAaCF3eyF2lc/O1ZlX/Xj1+7eyG4b3bWqeDGlIUMsPVwR2Ryuipm5DE2+gZtuJqpgwZ7j9/2VPzjtLX6B+pdZ90jGS+sDWBIdqvZb8rDg753T99p+W/Dyv/yGY24cAEWW6ZMsRbJoOsssnNucHIVeJmvK4AwxHykVM9aVZWr4oERhwVYQQC3cM3RUne+lN9USymPyvqxUrY/LQvz1fOriPYl0gR2CWAxuLU0c7nDvMi1eaZQet7qECBcUVI/X9RHwhVPNBUPbg71TH8bP09G3OLqu6Lhikh9sbBAEQRyVI0W5HntD1eUuvNFfTR8Q747v7phbCZaHz1PSnmqc+uX7Wvk01JKOdZdKqWUnWRo+ObxpdIdu0YWS5XDh/Sjne7Zuv8S5ra6J+bzUXCtNjdGMNlJvbCGtaCx3+NCHrS2BlyLyDcZREcbLMMUF12xYu4ld8R57uXqyw/YwCobi1A3ZxmSLe0iCoXoHkiSFzSEAdfMeCrOOTYRSfcnyfNbl7cwFPF8t0FVlod7PDvuijb6VrRDT26OdXeUGaJZGAxLEwxMamw5/xYz2S6OiCUnFsExnOD3ObPs4NgNsfKmoSPjJ3c6eCHnBGOWYe8srq75ZlFFVf2V3U3HgMpXTLKmvfh88fA5U/f86I3fuSlnMHQpm3IlVOth5cT8qVnjXc60J28WbdfdvO8vVagIgr43H4D4bhRCcSp4n54YnwiRFqRBQ98FY1M9v93hnpHyWOWxP3Zm9hECxuvXzLt1wcCNm0e9MFmkpAMsNDHI7TldSlk/a4MAcDKG2o/g6WHT+lmBoY1dFu9zy7BTMQBujALgforH74sgqrz0sUBp3cEBpKxzBosgen3wRGuiGTKKOQtjEbikTYgKFF2x5azza2M972bPh201IwBNoDAe8nFG7659Y9spQekkESz+L5c+uC4JDVbVlI4Ln9/MWQEQHAK63e037ZxMoFi8adK17fo7l2y9p+es8lv695iW6TxdgrjJ4xaBRH0UzlpI0Q/qOoVvwYDG9sVtdzb9Uhl2/lJFeu7raVsH2vvuyyvts6ps3fwBR3fyt6XhblBmY2dFqkfsPYcunWVl4aOj124r6Rkr6bMpUl/Eze/d1f2217I7BVVeDnWAPd3umxes/W0cVTm8AJTuwg0ArllGy6KEfrEoBcayyqEXlg6ObTSpZ2c+sKGxUNxe3nY2EbO4WyLMYbBSfT5/3Idvc/7EoTdHZ0wHlvx3vZ2l788y4PBvry0AHVvGxAFa2oGQGXI8up7TpzhAILL+9BKAI6CyPAA8GaD3vgF1V220AdI+dy4xMBHAuE3pEuXovD+P23qJZZDbFoTRNvKJ2EMbKub/KFCz66Ili3p7uglNwBPG9QvY9lUfkd9UuPJTQue0gwCuOmD/vOETS3evSMj5j5yRyXObqhDYB6yugPJzVOoAaU292B6xYc7UKlQW4rVH1XOGqkEHoM38umKddX7ZvoSn73AAXUqWTsj/tZPtcWnlnJK6Wmx8udF0dfWmJ49P2vhy9qcmLcmzN2XI+cyirgp1+jv5tmOXTDdx3QrEr20isu2uKoAWL0rWmz8CMl2+gkqlSTecGSWIKq+oBDm9HeXhvI5JaUGnrk7PIxZ2Eg1Fwn5LPIALAoTIuc4ryRsGNfLRrS82XbO542rikOYDf7h+9p8ntzdUDJ81de988y3li3POXwAk6U15k5sPjmrCCziV5HKEcigFYCkj22B6IgfU6JcEIBm/YU57380jv/eGf8fDG0VZcSIB2SkLIUH7kkUGaYucdJlMbYnfs7e1Y+yokRVXpnSZwyrUiOprU/JQx8bmdeqPygIdFnq75RFPAfu79/w6k8/l4e6aYO+5IRaQMhqz68+8Wh+HO3bX/p+Oika2Qm9heLJ8wNPQGoAc3ydRi6p8LOCqJUEBuagYAUDHmuMl5y1aJJR2Wzj0QvMifVioOiK0xX7p96N+eNS4xTjStvOY9wBGMN3XQklSdeLvv7+16I/YYOeoGq8A4GRny9Ifl+y0BZBBcwDIqiacJOZrkUvaoD9deK4ABC0gsm7/SNW1Mkd8dZ5UegcszhA6PbJxdFKNxLw+uI7wFM2JZnGKDr5FHzaQx5ZUuX4yvCAEX9+89uXL5300//m8pq2TrpDC59bcRUp49oetxaWzRg/YHFGUdx/6r0OYzJifbJ4xZ8Sh2IBQdMsV/4fwUFAGPWIjmAanRa2vS1EAY4jWT/9y1IwpD1ahUmuhnKRbP5XsMLJE+qxY+kY8/IWJiWIBaRQE8oQzdtr382b3OT6u779LTGwUnSUsZ2XDWkdqTfGNX93LnMir6tLmkycECFilBmFf9l/nmFoBLLPzxNykVMHzxX3uNvd3/kgHvGQdqERqPdTaL0pAN10cG10QRJWnfkLHvQFjFVuhd3n4p5b3tAERNUmWhk0JKYDQ+UuahO2A6mgC3czU9UG8NM9Y+D/TD05oeniYiq8NcWFI632v7ohvvVT7w9ANux7XhkDGY7e69lF18a3PfVLB6TK/vd4az3RuSknCNgQIde2rGQDFIvnwrOppU9dtXGfeiQqILhv6oh7fq80eLyLFzkv42fc0Q3QxFZfItJVJDXp03tYXSu9w1sp0lUDRTEx9pTpg7aW3NcW3bx/VZ+vkIki7DmiY54fHc8n+2757UY+FS4f1tFYIfpOrTsFGgJ1Pnsn8wtZ7sky+Y9rGTlefrj0rAmFKHjU5jqztcgvQRgfv1lGVmUetL6JP1ZhdHm1Br//ZeyaEbs/yTdUcgopAs3FRyeBiMHHBW1z32KwZexaY1ggrp3wh7XLx8HtTA9bNHtk78qeDG05cb4klCNdhSCShA2w3AZWYUfn2oTq/qbb/N3zSBdVWYRkAbSO6r9rOYh4iSqCjadbWhOXgexrZLUijRNokAyPz5tbdHwngBBVyiNarMlEV+N5XYgynV4YSb3cZcwwFm8/vbHxr98FR25Q+26Zq4DOzEz5FZ+fQGRWv9Cm+Vl7VKvBVt3jGCjmEUC1c0UR+DaundDQhZPfsPlouh2kylYBsbEY3u5gC+g9eHL5iYBWqfAkMHIHrhf9oqKhmIjDpk8Cgu0esuaGkYl5VLCMhgxHBXaX89XBqUMPs6hMl7/3j/P+JBLszrUOMd17eXn/XluP3rY8ut18n5R4BMOFbq40TRk9oLgKyCjG9rrvrhyjlzIbHZ22p6GhuSeTGxC+OAIRRRoRTi2NmiGDuBC4EFUXYvZj+Yt39BiOIyRv8UYsKz8ldKXpoS9RF0ETB1xesynQOq6J+R/v+lFXK68f3RVad3NpbpySjqCBhpaJd8/3Ln109c9TOZxLHvhVXXuw3JeZpqlAT0dn/03btUpE9wOqZANInYU50Kg9ByAST1KY4PhX8StpDp0fGzlbNFuuj3U5mCzToWD6qEsUSkYmbw6aixgMI0v6asa3vBtLtS28XcyZ9sGyR5H956AiqB+232LyES7ffMurmKaPX2B/ZHmyOBSZkGdg3OSI8K0qHAeutnm8HBAJk2ttSFhQxfVTTVVun3POn/bRNXiDAz2/kETJS3kEAKwr0Pk1MqfIbrAKoyq0LOMAbx66NdeuMBJMqY+Ge1OvPvL3h3tH1MQAK0mPANBD6qmMDGosf3tXoHswefanRg6skw1hYqYTz9j9f+9fPy1+df7rtfcdRQpBkHKpDFggYepiCh63sin5Xn7TSUaoy3lajB5VeKsfyN8cArKIqyGG3d+5F6nKGEc4bvX/TxvdfCnud8OaSkj67liCJPOVJAW7YWGg7tLlgG4CWhA6O39L8ZPWxeSYMhzQSdHRq3pp1olefB1774uSzkftOibM2ThA0FY3MZxtGHup4gu2t0b3T/kK/pWikOQFCBagJxM50yOkD9l/12pS5f9iXr1tBjF7egvLnkWvR0450nWleBI/UTIK1UJ5ElacOYOWSiOY2gBTDzs5fYBwd1d8w10cJLkpaAG1YKNrNIr/HiyvPJ7yvpCYd8gMdEC2c95JSM/3qbbNH7i6qKgkp7mFvLNNypcRSsYf0UjAzxkPz1rX88RGyXa+DlZpGwcMvDm2bsWu+AaTcq6u66N7JaCsj6de8IqvVVi0arIIBKlSwI7uP9cXVwDS4yALNd3VDMxX3KtRXSdCXbBtfChAQMrXxitANrrw0r71u37ADyoZMgYZiu2SkCooce17rrJ27i+fuO7/pnp3XRW40W+CIpiLAJBU0JimiccThfYUHTg3IG1ErxI8tH5/Z+3Myc2Iwoqp1NFlB1Mp1wAGXJ8T2x6bk716QsKK+/b1rFYMeg31nNjzzwuI5V4irNEnnjpOBbEv+3leCfLm6ZVCd7cAJB1x04LmrA7tGPT97+NS5d04bJk+eZ2DrwvPRTfYauKr4jk+H/Ko6mzbDzDP1vCOeFxqg9qfn5xU7ijeP3D3fmr6hzFOtdpobj9ABShk0mAlgGh1lxEwT4Q+eqiQnttcte6NtBJ0o17mBE9p5ta9Y9/YXGebt6FpEAY00EAomJpqfHGx/fNTtZQb83e/9Mg300LzfvWc4FdsbfzKDghtTXlN1f7qEbp7zu22//P2nQ/40Y/PFo5sSnhOXqQeBSAlEgAGheYuhb/lWT2owu8j7wQCRp998ahQngwIHFaErOZb/iFkAh23YqA95SwBv14KimaAGAx1A3xSzLw6eFQ6wyHNdiuSp9QvLmfjSV/dX3/rzddVLDwFI1Agg+yWPX/PoqQ01o/70A/1H8Se8mbzcTCtpVKnesvaVqLw8sXfz4sb5M/cN+zctn+ea6anewvoIM9zSkbwswRU/fYKcLDbcApShk2hBlU6PDsWKJTrXyE6QyfDbtTefyn/0m1kTfvb7BRYc6WRGVH1xRhxL/VXZWcWHFmstcoKfhejjXvvSdmeLPW79weq1AV/Sd4GspspJK1qIkqLh5cfmTd32h7m0W+eEY+mv8O5dCz365422Tgs8pxV/L/reSCBM6R54V6wOehREheA+yniih4AryiBZaaEkjY8dJEhNnPc+Ara1EFJRL7bidQhwvf0RlIe1og8fmNx4cuPuyOFFZ1szTlCzdAg5oiMaa3hwz/TtL16Xv/yJ2LBjqfTOTlx81ThxVxP3zDhasu7F4ZPmTsu0jvX9Umy/MzYqmFtj/SwuDJUdSHBOKRQN9J0+oG2kv35NOvnWMxfH6Fh6mfnpuGdbF257IPLX3DNCoYfGqX8335sNZbgoe2Ox9kPD0wlroAUvfvv4d47Vlk6Ze2t1fq4VaSCTRrGuH3N7YPThOdxRXHlp6Z5aOiHkGK8LLe+3k295YfikkuaDr9Z4QSAoPt0VkIrxjknf4i4DkjLZU6jYoCrJwFSi2cazZdC7LKc6EwQRKFsxTjxLAEA+IgdG4YRfhYMo6f+woS0aNn7+E7f2SgY/kkh4C8H11/LMnJE1oz+cteFbXmu9I1nrBUaBGzFhAsoNyqN/Xz03sv+ZjcOuqUw+mO6MELc6hcxthFs66hxCXaeA3kX/lTO3t3UUBA554SeDc6RSY9D7zhgfiC1H+zFy0cFu2TlJuZ+ra2rft42qn3UQtb1pFERfSUoMkw9ct372iNYrdq/7tCKdCmmubgHCxqFg9w0bv664t6JfaPaT2xa6VQCrPF2rKcTI7Jkd6z4bc+vtMw72bBzw7ZzGrhfm9tBT1L1s4KGb54qOnSaYaEGV0ew2E3WkqgMmaCZ0KHpwyJrntr86+7HID59S5CzP7TL3qApkxfENrQXm5eFTUd+/N+3qwPiyoufX/azi8L4nmqavm6QBiooAC4mKcvbWiRseLV7df9mf7q+eEMnlCnwbIiYa+gpqvwSoogS2hhQL8LLM/FfpPcIEPPspNiihDxKgLBaj99fCCDWeAdpAt3QYeBfM6mmR3R1PfsUTLFGEjakJj2k7WzatdHxhdevkmRP7gwNvg73cIa2nHolmF/DuXasnXPTB6EygIwh+FgCLXvcxa0jF0dvWnx7ZXDwzEVq7pw3OydaNDmUAERQR7ejyVwNwNxf1FvmPbkXF9vLi+PuntxX2nDZq9fgtrb+8/eCO197aU6t4IaSo7DlTGpo/WBVOzBpcNeCY0eKZpleqMMwU2XVXvdE4970ViZdrVzqG1XmIqhe/v3Hjl8qAlaWPvmwefXB3ecLcKfBOUFUn7ZoX9HxyWt6I3v+vfU08AVz13/TuL2Ut0C0jWM46q8S/mGrBtnllGJwWK61cPw1wNUek/lZ3cSl8mDbB1TOAxAXE3f2DnxpfZc82b9r4s9Gptmdsj3HxFtKoDTt675l+/qOjKtvktNNv2EvI5enIAqt5evOXE0qan1n8/sLqaZ7ByHTQXB+DxGMhJniItkC3OeTvWoHIulF9pkzx7C9DyJ0RKiNeLINk3sjvm8mtF3/l2mj+uj8BZEWaL4seV2QIS7GS6SwZVcEMPpLeuOh3X7/0Ymj+nfGCP2YS4HrE1VQYo6lLnnlly5Sp7z0z6Vi0J6LcCmFTGwSTFnBCB2YbDRWV0+ixYtPxqVaiW5s7SyQ0TgDwebeLK4ftQpXxN9YDxb43kQczaehGEU+4tQv23D25eVc+UdH5kAoqGrYUfDnGDPzlEeNNcYyMH8FskgmfFTUj/vRO4WcL9n/xqoNMe2MdNIK0fDQpuWJj8cub7Rkb1w5sa9+ZeQxAU3PVrwrmZ02kuRWgje7yvF9CHQApKEpmjgCq60+laJQaeor76mrBbAr8CSwWghmBzt1HmmFGvl/WpdcQSLMsGZjSXCW/OHvzgoce3SVIg4VmoLEvuPgXD4xYs3mxM69p+rBnlSVVpH3/AQNzqZ2ZeTx564IBX0d7x0ru4EKwRC4JAEAStgIkkiQ8FSB0nQbK7w9PfXcrqppIFPjzxyCHoCNtN6nEeJ1pZj8+Gd/97AgFDclJwAJLCMZAxsCgB9apRN+j5N2zf9cfPjnz1HtNLoIxaEBGA/2oeXjCHVWpi+1f/uRHsfpX+04Iu/g7kiuYRIBrby7v16QIOuqERxyfSD6SZwIzK8r3C7zEC6YFJqrylXkH0BSvIkLgzRuXWef2M6j8z2b2Jvz/RuK4ttd/gLeyc7K3BDbsLS0rzAjPaUeyC4g++d3qJxf8Ze/cx6bED39aZVoes+/Nh2EnD8kXrrh0ZJ/WoTUvPja33H+dTPu1Km4MTmIjW/JBGof8fkhy6NBPCoJDf/G9cdNQu5J+AdjCKqOjb8D4olguIxQQ3dy8vNccvKoWCFCXQPG1j6jpm4qyN19T2XrDnS0d49cdL1+bFH68ur4StZ82cf7ISWOYf1ndi9W1rz3xRhYPE99DhzEIJBhR1Tpw3cs1X5OkmzjlAK6VYBqQjXXUrUjUdE4kVf8rFqqsENtO0jajrraLrACuUIE3WneO/ccgqzgXV9DVVcNCmtkVi61R7ldXkvIwaQ0Lfj/1lt80P9Yydf2PKm+c/Mt7Ja7T5k9ATVrOgqUnXt6ad3bmA6OCl6R+vMh3egdAM6vAgpAioPcCUDb9gm5FAWFEyzDky6KN3olM9656m/NErHgifcHiltjJtyDjpkEYi0DnfAGQIYIiQHZ2JeTKhzLN83977JrHWtrX1dq+3pEzWj992ZAvZw7cU7z1xgd32/n1vdxRmi1ox9aBaEZVhn7zrTV3zKrReye076/Z/ooiYt2mggOs+jmcwWJrG6iik0fGBNzLr67bikoVJXmcNbwbAsDRETs/LtqAK+OjbhGvxrAcD4QBMCAMLoYJdjSCK5FJnzhofPS18tjEqevWai8VWWZjWtRCznc2Iv82/sQFNx148LUKGl69t43/6BkFkGkLtNHBjniScv+Y9Q32Ol17qEJIKYtFiFOjCGy8wFZVoYWQuLBuXB86CAwAhD0J4Z9omYywAnklexewljCoZ3GQC7qI9JUYo0dd9P275sg4pH10bM0M9ii8M1i1t/ixY9f9OmWlwSDJLiPs0yn0/FdzOjLTt79rhodNXbf27jQnhA/e6Zf0ViAW8fbQc0zzGEA5yi+2KdNy8yfo0z4I2Zj5yLysNewv9VDR07weXEx/YQTbO0OhbQXPgie859/vu2Lx7ituvvu2Iwu+esbUU7n5tQyXB5tni4apoW9PX3NZ8rdGLCq6WUcxhmi3//NM4ciJ99Vtwuq2PLu1eFq59xnvZH8MP7ekKuMDGkYtPq6U3ZXo4pFV0FlGSK/6dcpqvbixuDLQwTTft8gvViUlaBBPGpG+Yd2n3J2KE7gpb0QV87LOjpriptmDvd6Cg4KtLM70vDqQbZs749SLzdHUCGF3KeM/9VkcIwkQjvmXdc49h6uIQNaCn7yF0bV+zdNCLVp9HM4sxtwSO38VR1A98TACetA8B3EDEizwxWtQZpVvbb5g8dHrDlf93UhbgjTYFimDpepD+zcVtBZ+XwzcOWLdqcEsDxopcimkaoa+9YLY/vilBRPym0+NevXUaq/qc8zFch/S3Gr7/3UPI/miijAqG09ccfNvFvk7nL9POoyl+HqjsO+vS+vfeezzaCjx37G+CAlpkhVYqhdZpBNEnX7hsxffPPH87/ys4B/3LBlzBKF7MK6CiyCYen/vXZF//JzA+S+3lJ1tN6s86EpAgWCaSgFQMwK6Tl/XodvxfxxZmwBaBB4qlqo4aLd8s51oOKbsPrgdQhnAxDri+WtqQlcnNaTacavyzu1B1PuoUuy2x7dOLLldZLDezNgAQhfp9jVPjl43/7G8K+5sGZteJhzQPQukDrDsTadExs5/dPagKeX7nzBk0orTDY8e+Yo/W0+PRLk1R36CeOhvgQS8VlO0CZVIrPMhVQcCbTQ/0FIrvj6aPD0OK+riOrm0gF3N1j41bICdCAmGE2RyYGPe3+88/puvXt7bWORMk+C5jWrE/t1sZc8Wb5w1YP3r1RPOvx1gbDraWaN2E/zp5unlH2zOAhzqBZDjK1Xgeu93JgzAS0PaKcqp8tZDPSpGtnYAKJUeDKLn+YjdFl9sFPWelXcIvqtU+jPIp8Uxb1G1EncfLXkqc9Z2QToEJWZZqHCwM3rNgiOtcxfPidRHNwG4jkmQdmEzXiQa73+8uuf7yqDjt+xWFltehcLQxntfgoAyU7D/KugI63QrGRAxIGKbcvaeV8/V3HKSuyCQsPv1PFiuXqU7nAQ/GZmC6ctujvfbN3MDaoFC+VPPjFocUJ9/8d3+T1mKXO7dlGAiVzzYWjJlwUVHhhaoYcSub7AAN2AHcYKX/etvJa0Vw6G59Q1r3uPd1piZ+xKDoQYAZd4uLrzr7l2VrdWoygZ73Ny7u/wbPfoLIzxki9Xr82VGcn74OSOIm1vauZ+s9cYhFtFw7c4g+quTC969864rbpq/oz4eDtBpYBeQRnw+u3nWgDP37J01Zt01j8XvI+PPMQdASH5/vB2oMQGKBaWdc8ijWQl8AV7G3SwqBiYqOkQXoVoJ6L1gIynMKnTSmSNY3vBUocNhuQNFuUkRuUXsD8MCo5GzreMt5bd7Fw1oUx3Hp89KAbF+5z3wZs2pm0XhelHwlmb6EzANmTTONKpmljy+ae+U+9ZtQsUBMxP0R80vM0X7gVQCwuU2gNFNpsxYytD6eZehcomwVQcfaWERbpbG2pYtyW+t2eLqoQN/Pt/iTSc3yzoHSceFQG5jswxUi7Mr+dnI6eUDZg04sOCrABqbvukcre16r8KH961ujG59v2T9ZcLJ1QK6UDSTIFtaRi99LhIy4cK63GvMztaaABFSA7pZtXUAVY5L1BSO5GzdPjg99BXhwQalATWycPxvP905Y5aw7xWXRQDG5IzKoEUBDKOxcKVZ/r/FXtdsMFYRZGdi08nffTvgzI51FWNC91cBqGkU7W2cxYRuyD8yeu+s6OOXbJk0perO2Sbgml28+XVYcBIMisXxouYE3UoGeguAPDbudq3qc9evm7rY6n0/jePET/Ob8np++jppzBSgcIMBUrYvFS7QVxHKElXPIZKtGJI2s2OL/vBw6ZuvbP3d5KrMTrBYqWTsdFBkm+8LN06Vs645cPbiRyeEx39OijYXAhoghnE8eUuhQfbxaRfWLtuHa52LTBVM9zINKKhBCmBft6PZISPLUJVE44jsPgJFetctFQwyVQ0v9on/c83L1Bu7Vwy0z3Ebd9Tnq7lIxQ6cP5Xr024SgTYeolU98h87/sqUl9c1Hn/sc83UBJNwbMc7vtuK/lVYVhPrseRiS+/5xYVjqzNpyxXeWqoKpFlFFqhXbhXGAd/b1qev4U2bxjMQEJ6ZaGtSIQVycOs3mQrpFspWmamQ8pt0QO8V+HTxrkCBVSiIUFzZGu0biFiK6KytL0IZ/r6u94U8z7U73BoJV6yyMi+PbSisnFOSKY5QWDk+vyleEIuGA5FQcTVHPq18dFh4acSOLlLZFQ2HIpn5kXoK5OAmsM7L3CrkGtkupZSycungZilbZbOUDdKLKzqRXiqlfLpVSikbpJTSnR9pLWyQqjTCvme678y6lp5vRwd/PiY7+cEnT1UfUL5c4OJGHCGJsctr/0mEPHh1pqqDLidDQ9X7h0Z9aJY0zd6x7YFbAqUd4WWkbU/g1qB1xvEH2g8NXTylvDrFWy/hSc9ajge8LBFZJtcSOgkw/+mYATmXAAFw6KwA37XMZ6Y5goWK2ePA6a2c3T3rann/Ouh1VdDB5SN/8NL8Ou/iZDC4xAkbCUZHOjcwy4tnaT8UDdO+Z1pBi+sIQwoBCHtn3pf8/fBHz1z7RsOhtbPFp1yPn8UWFOh1yetVqfYvira0Xd/3R9TstNC/dsDtnMJLRBlE5MIE0WQXV58rBoDy2Myp6xOoWJ5nHkh2BuGDxIAeVx0fckBEX3/vj48LL2jfYJwnfAZztaldQpEOabJfXL6ltV/TnHYIX3blAd1LvYmgXSXbNOLWWYVNIx6z8t/OjoypvsI9CKRQObLZ4u4rDm6vv+5e8MPsvDOggE6Rd8T/BX1yhuTdhKrYedHe0wg8cO/9CrnfO+OHYNq7Pvh9ywFr++K3C+9tGa2RE1E8Kpq0mEAPbnQ4aOlkmnOHi7ysb8OTD2798YZdM/aKMp3eHrg7b2EYh0evnlOU7H9d/5hmFcdbeNvPAoXQMzINqILGk1R0WCRQPop2vq+7E3idmW2DlH7Ere2U41TL+jEzVyA3J77oCJ+3ZRjbLAsdhKEFNQfZmKqy4KoM0IOuQ1LlUApncWWDq85Zl+e+AvARJCOKjhjM6c/qiqqMyXdWMeXKzxfH/Pwp41heFkTaEBy6uW3qbsG26b+f+V5ZrIs83kf/9pw8/1/+x4tAqdw2exaqNLADwjvWxgOIjrRazhHx9WUvRV6hJppIXY3A8IZGz+LtQrlT0O1lkYPvhdRnj4yWK/bvnbdu7mh1mm3DSgvMweMNgm7tZHPSPTN+oDWV1TSNi5/dg0DRXMQQwNbdVNUtIMcJyg9AqFO8MPk/pSOp6p0BfJiciFkoM/dFkoX/RHlXg+/5kRAr/oZtZcUTX2ezpmUTg7TSyZ0EsmBaZ3umUGR4TuI/I1hwdF7ufEmhV2/+0a+KKit61j8/oEAndB4WmENQCzH09mjl2cqa+L2fzZu5r+aggEl9SPhuqxjeXOkPFLTOsP5v+xVL2VzJhy9v+EcElU6EDO8zCKRWX9pzeark2B1Vl4rcdR3A20DbAQUJceFj2EC2JbX6lJX89evvFPUxf4UeM0rgegV0WLn82rLsX5o3bQyU/LJ152oz1ZaXt8fNEGAs5gX6iVfg1CuB82ujWTosEt0P4O6HZv65vbAYIitBDpbfVC4dLKWUp+RYKTNAnDn59URCUeaUQH8rqpkRjzoFuQoDXhWgjKfUCn9KPQTGWvMjbmF1a2mzDQHZGmHNxndE4WWuYgb0UJy80qb51BOGvlEeKQ38mqX2UseKg9IsC1plRrZLL+IoV77p9j3S9TVT0S5tt3RXnlQBzQtUwc2akGKzcue8zTX3YvhJHDWDoEEbYaDlHBAQATGWIDl9PO++pqnuo+aNgrGINkv3f7HpbPDFW8eMHvvOsuQVdxYhdoJCCjAZx+IUqy4QzrgyqLtX3rWeFMFuPC7k0oNn725PQnddqIAL3PorBaqMGaE/1wGde9R4UBdJRdRcUnvp83t4Yr4ZHGkr/6XWyAKKRcAQFrY3EkMkygffH/f4zzd89bdwRf4eMg5JAULgxY9/095n88NzRltq9a72uHkTBAVwwUUWkHZ5gwAq2RjJ/wo99XUfP8+ZXmhe0T/thxypgEz+jwXQY4XRRpLF8g0WkgUdNFVJTYv8JW19AZlzTZjes0IKvjLHHmxvuneLUa16mrq0ijBg485o9njpx0rifZOUHesQZBwEKAQytvHdR8WWWMeGWT98tZa8aBNuSSdpu9O/Cjg9K2SScwz3SP0tW453HIihdm+U97U69ODqOWby5TeSsc/n5VslICAbPXcxGd4YdKK7o33rvPNq7wfaOfXY0aK1niPVRw5AEUGyK8qvvrI99qvnfrvqMzMbXepats9Ce5zKD38/p/oOwm0dBOiSOjsJdYgoLZH95kY6DpBTbKxEy6Aqdo1yZ4WRJIESc27CQmQQFp7d5t8D5Zjtk15KFkeSSmX3Q9D0PlxFhOlYWRXAdXTXcYkAQUU7s70+ujGw/hgX8/2fP7kKaMu4oEHChj9/8E7tnjmTssdLrMpEWzSMdJZ3VS2j2VjXf9PO7Qp5ArlZtEXkuu0d0U0eq58bG2faZ1IEf3Z1b+vDWHH8S8o0HFhpRqk1UOlRFgYuEHBucLQ07Vc5Hbvq++6VexpprhJBywEcgYZrpU5Nug8U+1eH55ixt35dBVwvNTB0YoqM9Gw9O5V+fx46/NaFYDd6NXajvw4nw7GzVQzgDlPkEj1mYCr7AFVOKG9uydaORPhh55qKZRDj80PK/xQMml5GsOyTaMJGChyVTqQ7i7ChmUA/H8lSGBrpJDatG96r3do8uvn+C7+GtGWySxExzUbFHrbp9UmjLY7UjEqeKa8B4xBpzpjgIzzcFgIUK5Agcy7ct4Qgg5ZWJA4MFW1nm7gQnCyA6smdaTcbM4iGX3BJXcdCW8HVLBaBOQRzmHXD4hO6e6Zjx2kBf+yaQ7pA8h8mjvwoRSA6rCbiODiWTzVU+dQp8eUTt7a0PbwsNk3w2kqF/+B5niCA4iHf++u0TP6B0WyL77trsOk7FwOCb331oVkNB6CtnHM2QIkyfHKJtFGVTSJSn/HPbIwMfLqq7qb/FF70UUz+487/mfFIINi2RCKN3PrN8wbXJJMosfyhUIFAyhh4LL7jzLINDVesTpyVriZMCQiHcZi8tWZrj+/GTz3yedM34QDhMr7B1hJpDaw0Q3quUi4UMNnbg450xsnkYFGO9aoKdKxXRGNJX+wvcvYKF1Qiw3rfPjcSChg1QMS3GrraI99ELFCMi+Il/3llPUUFBN8u8UfMK2niXlf+/a/TArQq0hkWomJomBeuuqp/41V9BXc7dnqnxEGQNjXGaWmwTSWW3WG2L+g4cP/K/zxrKpKy7r4n22y+JNtkkuqo2wRpD8lC+jQub4EA8tQAMrHO9Yv/mURrMRfvGxxYuO07y3bpvcEWCkF4SHlwsZEVcBJzGOeWoAuZd1uMJKtvy7DgiPU2QBQsIiZW5rdhbpLWh4sKDmQvHL7PIub7tyHz0Hr0FOqFexPZHabkwm6VZhRIKZjIe7IisndTIhTv5uGJC7Q3ospYyYE51W2d/Cq6gkmEN7OFTt6cbc8UPz/lajFHMKYzLxiGDlgeFJJmKkpdN7XlI1e/d+nUdS+Kz8c19U98XUubhSLIKBARZOHSS54+fObNvJNOxY2WiulKCFrBDODQCVE2ncYobRELuyvWzhQKnkOQXZIEsNJ+HkJfN9E/ArSNq7y4167ayhNvuSQ0lZSteiH0jS6CGn9js+nc4nRBb+N6KRRLqWyFTTEsm4Wg4urCPi0QA9VsXlS2Fi6bFu6EzpBAlJMkUjww5K2Edrbf0g7D7CSCDhAwoTx0eiQde1ckUB52zsVfOx07RW8bVdlo0t1t0XS0XoEEi+rO9Hx0ds+DM/YjDyWTXmuFt4ITbZBnoeohcERuW4gCSvE/D2xe1Jxf1jKgt+kaAKxE0C6EdnmVbo/ggUENP+hZcaHwYJ0sQMfUnSHuLyNlp4WHXMfWdDn0N/w2ee61a6cNtMBLK5wENE9cVUGM6C2mwhttwPTQJTYpC9ICg+vBSPHUicSbDKuPa1jq490ooCRD0G7JzLBegUqsExmBqpMe702s1y9bYxbtFSU3VveMfR/T20nSAJcgCm5hy5cmf1+oXrBuchGGewouMzvVs86XBih1JvbovnH2eBNXdL5YJoDArhJOx3K7ifTHwNUC2bxffbig/UdO6EVNMta2EJiga+gxsqncOuk+mHoQ5LLEwg1mx5YTI95zjIYYiq8MsMWriC/2m9kas6qi/I7AEgVJkAxpCRMIGsGVxMyL/nP/yLejvfFFsHM4XVSlLAbTC14AOIeHVBtRZQV9Hhh0TDBsJFAAAlSHSUi1rGr6v1sfEGbJJ1F9aBky1k352wFZUl59yY4lOh6JHOwkkcayTV+U7uOv60tXfqOhi262P6lG/3J6c69fiGy/YPFn6UwSEKTTqt6NxHcOsOB4h4Xs7vZoAMhaUKqAzO8Nf/363SroAdScPLi89M6h4V2bHD0XO20gxq06NrDaMSFICUrUPIc+HGqXRxlbW9nDDL8y3FEtAzRoRJLWDt5jT0j8py8BpalwcUfwenBSKisBQ3OTjpudM/CptxLfjKiMuXZnYz1qKOC+bUI5cToVQ52l/SmL3jYqGxHv/m1Z7qFYEMZfX3Xpzi/bnh7Wb0tr6e6/G8lSK72kLZ0BNEh6GdoMgHjQD1+GRxRdjaqJNi75SeNdZdNG2TdUxsBLIhU0CEYYn3hxmxTZZ2v/cOi+O+IEsHOpMIWq4MsGUtBGOA9PfvfpB+CKCIBi5W7pnhuTAm/NGmdZhPNMqFr6Z9JjhIOWAWHo2JSRzsydbxo/zVIoUv/tzasKYuZYc5B9n9xHSreDKNATHTuli2vPeyB+KG61RkCX2I6LgKCiZZQfCLkndWr28PrAY/W3rEz0/Tld4ont1az1MAkoFv8tNfnvPnw0v2GUgUpG+sy8BGps/S+13z65L//AsPCccWsni7a0jOGmQehAGJJIx4KSOPTwlptAKORR5fR7dsidK0ufbOjZZKYcA0gLVmGF6ZeM9mgren7U9KoyPWDGWzgESLSQDroxaOJVeSXQVpAVcFqc68SaK3JFou2cC/7EV+WU0dalhmXCaAsc08Vmue7FtrqZF+WYvkKp+9WAukMZSMa76rNBbS/LDrACNuOkII01WICJilZ32eb0kOyckroy0tiYDnbKhvGkh1ROOHVEGC+PX7u8qO/8P6evpyzzb2ttGrD90HiPiTgJHd0Jf04sZJh2Llh6/MDVApUcDAk2ZHewZkIZp/T6Yl2BN74GiQAlyMKNsahcADoMo4xTgOGYqqJhgWgprIq2PPfFzbXtFbdkyzx//BghIxvHSX1ok7pgxvtlAz/VjohqBCz3RAe3OZVdcPXZdZFTdx1JTfpjVkCvrlZ6h2VWABs4LezEOfTX3Vkb58RQ2fECcphle7uXAKGFVYZAKr9O7Gkslad2HJu/OA1pK4kGmreVjRHQsTfGmaArvI0TLYjZf+yIaVvl/D77lHdvGHxLx9W5t2kTjOAQ2VrmtAySRWv5dn26bPe3OZOsLmy2xfXAQ0DQV3V6Vq5zyg6gzc8SERKOb6RTADfxUC18z+QLq764pi0dwdZM/4SycGzCX5rXj7FRJsyJXOUNlQXo6FnnKhlAxsM7ytePui0NaKpeJyGi4S4b9128AQsPKHi/M3ODopFFhoKZ1W0Qf+VXp+4ctrN1QYKB3RurQghaPE8H+WBuutu+4Vaxjs95dv1QA9yxrTJTEWmWsn6sPKo0FT8B4RhNVMdKNP3QqXEnyRtSCbfEQKmsyG/KDW4056OjQDxolzxeEQkRpqRvQFhFdqR+Pj9XwkCUUEm4mNZoOIalYxGG/GlqxAusjhc0KGtaI03FT9cXdle8eYg/R6WUT0uZmdOJBiflO1JKKcdWVkSaTz0qVcwIge3b4tm2Uos+VoaFgKVkFADH/OBtN9Z+ZBO0jwGE6/hjLgFSCe9riW3p6SVBIwPgsiw8LtF2z82Bv9UNXWXo6+llk6QuqQOGd8a2HunV1jE5A0pBxhLYcUyUc/hLRUCSAWSI0Y33MXx9C9a6oS/EPxCo5yxsbfDVHyaVPRfF3v259Oz0bs55+HVApp4+8ypmSW4oc+VQbWbSU2c2NLqr/nF+VTnL0w4kTc5H7W8Ns6AtlZ2zYg+bMG2cSCoIpGElEaDtQbnv9euLH5t03x7x/+Pv/C10oj50L7Jf/wT1MVR1A9BaXKbehHe6CT9sIJ5ovJu7f6mI7fWFX/oIItBFjHCXOshB+DFkiWHpcP7KMRtXKFZgScwICyv9kPeQrrZo4JCsQbeMf47xvGJkB9BfKj4AoKeKwJfduwIIOotF1jYhgZKK/hS6pFlT+QyyX8SYlvhpavPP3KS345qscoa44wWYr4DXwwm5uvRcnZTt21PUU2hWFKxO3vSiVnNvS6wqHjwD+kcLXyUDehCBZkRWGZBiNzxEaNmwca83qIlGrO5jCrKW0P/fPuT96O6Lplrzh6F6y95/5VLQEePicowVvxiquPvJqgTnZqJB85RMLZZ/IJpgaIoChaH/t6FBVE1UmxR1KW7atjPgY/te17yIn5ZQoWGRykzw3Ic9iuBcIkLL1tUrMaZavpNO2q+4m39AOyer6CBQxzn6LbdVyqPSHZuR0l0CMVtYiohhxQsASpqKK73fxfcECOsoZveuhBVvLUTy8gIFlL59ewqoKG0qrAYCPfcUVz9TMikagigCWkuYXwkQaYpXQ98AEFSHBs77j/L40uoGuUaWSJmRORP1WHm0+46Ult+ske1SFjTIzNJ2t3jNsbFunlS7+/Wchn9+af6wPr5VmFVfIuDTtPQDyiwTOgykRaCLo0r75HEyPd/sT+Mtr/06QvRVe0d0IeBGAZNdZgdMS6zi0nzY19JFURdAU872njZQvmhMnCwXUm/6tO1ubvTL5/Q+RAedbv76p7gxVGU7bGkbZ3UIeBPLSRNFESacVcworaNvWcFNSvhnkHbpSJ5bpXpn1p9DQUOAJIOBsuKr3z59SqNwacMme5Ek84pA0UwdRCPvniIc5Ve3P94quEwFM+2S0TPgYHMneOdVom0EUJYDr/NfBhlSZCumcsYIXf9Vog7w8J914KsEyr3CbC0wG3+8L7uQmIuwQSGIoCpGMoesGZfU+lUGc773Zx/UrY9u0AkKG2dRB8KLErO+apvcmG4zkSm7rfB3JuCSsflJBCEw86yICEu7feQXhbeufcpRBIpHXk8nYHKIDmgnBaafTBH8EKnsvZf9zgoMQ+XngpOLvGZgEhRIveEhQnoAK5Wn1M8TSjoH7gsQ8lGtTeDKmk5QTgHgpAbVcLx3yd6X2x3Fw2t2/Nsm6olLI0x4Wr0onnf9T0UYwHS8DCYKZtmfj7EFLKghG+vlqw+7S8IRTo8kQsB81dznKGMRPb1RUV7nR9trUlvtDqb90EolwNZcG59XQ+3x0zEyNRb650Ec83q/7QIg5W3QgcWxcYQxPOrtAlOkOSFIqivtqKUufAQUcJZ4GO5k7GEv9YGqFOmkDYGEXmcJo3uQinbchCjTjANwHMfP7+UdtXaaxmms3LR9m0k56jlmGUlAQLZaftGrKiWbypFap6rfW1JiZJUyJOm/5uNO8gSi1sw3/wUBo2nWUooIMj6DF5JkpWwCqPl9FjwNFrxUgSSXTRAHNDN04PnPvz9Z7gcgjCq6bkKQrXQIsm303geQ8GhmrjQ8+m9YJ/JbSw47pHODbULQgAjhdibv/a0WLK6GaMYFB2Gh6sIfg2jmTQtggvjEodO+9JdGJf+o8vs2uOD3C3CEq2QkOEJnB0nk0aoNj5rOl4pVWP1prqE9v63NaKgGQEguI3RpGcDGWAn/XbJmiRUvaMs8fulFOS2q5d05QCJtyiQMLQ8sj17kjUsbRDUHSLadhYRiJXF/avp1CTQD4FF97JGyDXNcEfHW+PiMV6XhBviagq+XLCH7/97SPEYqI4npHulCwgFOGV/fe+uCvV8rW336Wbm2FgighHgiD1Jt/rgIALvdNTvqRCO4Py9+2h0rH18qG6SA0HworJ5YahULgJJb5j3SO0wn/xTwa1CGmYCJZQPcokM03Bq1KMgDRWmq+Ct8BLqm0Jf+eViwR6n2XS/1UMlToFjzKxsAUJ5uLREx8mTlxLFSPi3l01K2SimlrPZZ5qellEcHu2O7DrPmbzIynVl6nsSdU9osB7tjpRzrgggZNkpBQ6npEau0qfgJ75saDBRWdjJUAd90YSsWQME4rST8dkRQEISAsme+QKn2W0s8AiFuItd+1GgTXpi71U/ECI99ZJFucJ6s/M9YKQdLuUbK5tyZK59ukHKwlPLUOe0f3CDlscI9E6X6X37xHelAiZxW+p71WAwrEJT30Zb1KK6R02KiBrJtBI2uoXZUfVVqco3g88wjZNX+NZAX924ZOAbREK8wqx3PetYvuQRoA4UhCDDXLx9iB6Ky9cJGkY2dE2gNGGRjQE/72rLuF8HGMlB5dV0tjePKyJoeoBgAuxRdlFqsWvXWzYJbbkeJZr8MYInOCmxTywNi8kXuKjXTvlyCqkyKkr3hK5vQrAJAiSaJ2F3bDQLQeAWF9+cLI/KJJ3Urk2kBgh4iUwzpd/5499CL7lpRawQ0Rs0Yqhf+A2REikCtNWHQPqpvnNpgK2WCNFKAMFA1FnZ8/DKKBwCY7apO5WFEZm/bW5VnFoqy9tBJQE9bndkWqLjsOI5LfZR3ujVAVYIudbETIsFpUcGKiojV8fCKgf9lfg+eZFpErlhMkbzfOwO6lRd/flEjKrf8MkavmH9NQycNQ4YEU4OvIbviF3uKhfX6Tq4Cxz+5Df+wyPzb0vuDRDgelSxMI8y4eylZjW0NHXZTFFwb6xzdjYFOG0QlLSdEtxbp0B4UkVtXAFXnqn4AcE923BEH5IJEI3j2PQ2ByjI3Sl40Th5JBmx9cdjfMuDLbXjp8hY2iw/XK5dx8muBGetOBg0eZ8NBk6Oo4cWHhJOSnexlcKEWQjrGx7OuGR8FYZNDEc9gma5cshVbI2hovQE8Ll3xFS4KIE2IHKCgrUOkxkZz6lDXEQDGlyRWXfJ5OSqVGrnJEMV+OzhOsS7f0DCu4K1yUNofMoUFOH42HknAwJcqOltqQTCSPbTHiSYaLn7zz6RfFj9jbFzYGY8CrDR7cdJhLGUoHAsABElmQKCN1xGgZKH3CkIjq+iGk+wd+u2c+vevTq/KG5EVcHqQ2WWjTwpUNtdHCS0EeAvU66MuNAO6algEk2+uNhOmzg3Fv7uGkC58Sc0LBjOdFrgPYo8jgQw2RKAyWYtqVl2WaJNeY8S03Po1GI8DmFUBgnNX5UU5+1abnmsOoCwGGSOEpz6UcbDV7gl51IJELVAT3Rsr/3ZpWzf5DLm8rGXqrVeNrYtf2Kq889frkl4iUfN8YSA5I9BawKoSmLgKOZZJ4R3dpOMLuLj0pPmjd0wHPvE9RCBQiFLdK782wz7dZ/s6OqXR/kDmYwYIkCsSSSmgb1jk7uaOmvIwkdZobwh1xwDGwmgtt1CZA7hJ/6pjYZukMhHtapE2OXthHgVH4OgSa5HVWbFAqsBZVAGSJUkgaGomldHMrujHv6Wh6gh82TrM9JIav5UF0gYGVYHrwFUiGD3swAUL6QzMdyH9LcDMjSg6kOo09Rq56SIfAsLTN1hkKQFhu47Ai1nKWEBHFupfrg4YyQBfWz6VguCYSczeZDklBH4ofI72UEUdRSjFpBMHTlZ5yzNoAA56H+QRizmLC+JBO9OlmlAN4FhH6Pb2vqqwtScBRM71pPM4zc2hGu+y8N/pCECQnE7N0OElqJ7yP+33EZMJOqlRefc9/qhGPMtpphmAsQD/5eOQJkgId0cI+DmC7D9MPp93X1nWujMJAh9XTMuyvNNu46qKiWsiMi5swEtiLeA01PYWcLLnFGQtuWOrS/9zFjmqEgOe83KseMqbBCp2I+SNoMUIgrXkPZFw/P7oQBuV8YjKoJAFiiXAOJKrMQ15AtMtEPRVBCYKqq46QQM08vLNywYlX0LR8nSw7FRnQxDIVYqdnrb3AWFeld23ozM3ipobcBPY2lKeTBGim57PE0D6LoBAgtoNlPT9LJFbvxrQCMYryQn5dkD5/sBdxQ+14QALTa/KnANv7XJBtyLABJnfoBRQRCBrP1SFAa4jkgBqNK8c7qvFMFkJARTZ7fHlroVoGwD0Fu2WIuDbrv0k1+5yAMJ01Hcz2koAqa5CZdg90HGAAZ72FR1cLZGvmn+GhEVe1m7sQPlrJ6ivP6YRMpBCoUtJoBI0dOnAkCr17Bm78uee8JH0O6pEIEsWC5Bi1a/mPebcjKWfqyJsU3ZwSkAyPqCm/1rgnHAS1x5NRaQxlbWVslqB64Caux+04mDcOH8TekNaTOzwk+149gS1Hdcb12qyXT7JCqoJ5ajkle5e4DbhDPPbCl6CzmzjSQsNKpWCc9XLQRNO9WwSW27iMAlOi3MZHwjS15swNaa3OhU8iAKvjL0m0TBqeDkqh+72r9uAYCFKcMzmG+MbHcXE7JsVf9P87UYCLAeBgDgF75DFBQwMYqhIOr6siSQJSqeHDYs6d5Iohfz0KmbRSxFoBATIxUMgaGTIqCAEkGd5P22k9wKwUHIqLJnLxgOBjnUCGt0U7HRA1QUqXA2he1avcONlvHVH3QJ4RWRMEyICSPf+wQi/6YYXPgoISOf0YMrKX5ckf/Z0eqentnEAK7CS6MfHn2oE9F7zw5OQCy2AoNrJ3J+5zZq1vf7q8JThjBT/FcYIshY12je+EbL06raEFQ2o7b0CuXn4pKm7j9bg5c9VMDlrGlwy6Bb4vjDTgbI47wOonv7bwOflXgpfgmkhsJxPTMADPFre0by5mtfVTElHYaTCJG07/mLTgm7YJJmxHcLLTr55bii1Aqzi2myMcAu+6rYN1enuNS96WhzK4e+Hvgd+Z3UxBAS4E8dKKZuPDs5g0FC6x5Op8i2TesJeNrEoyjwrV1+4Ass3gFn9BJEQE0qUt6GoGkKBSGh+davSFMAKVNpYhLW+8ZzwHH7LF9cCAKHCxxcO1MOXRinOLPUsRRkpM0sHezmM5NNSuqVSuks9l24vCkl+kxMs92aaN2SWrpEqT+N15wtsbmt4RuSVPK7wfaMKrUuLqtZZAQDFoPjqZhMsyvAiDzTenKTupOSjo3ooK+K4bYu6M/zpk1XHmRSoHhIhnTh3jbonBu+c3x5lXyDx/zH27vFRlXfi//ucGSYDGeOBgp1gLAcvKyK1E1Ab0MoJWmXLVlNEjYu2U4OFit0dLla0XB6FKtYg2a5YqFCnXSmhRRtt8YuuwvGWpALJbFWk1cqxRDIVhBEmMBlm5vn98ZwzMwG7+/u8XjCTOZfn83ye2+f+6WQL0AeKj8upz8JY0OIBiIJbWNdLF6fJ5d/88mVmIzrTDdyM80qmJlPQWdTyLxVX2F/iJ7VhnQgFRyB8MMXAOhbGdQK1uzFTFD17RJDqH43vXvrmjq+u219Xc7+wvXP9IZgCuaewAZ0CBAl6KkJFJQPy86FviYNMjQAZBS82pjhnYFCb+pQ2OfSUg15wBDB2sHOWH9poEFV/y90OpDD4DL/l14giU1TGC/aEFUBGTWwTKAht0VE+2nb28nAISEMBtBQF/HyajWORQ5/wc+5H/LXM+i/R/L5z//70hs1zv3limz3rNHdzpFUQ4BshLToHXrGA3YLAxnOmLbhtxlR0zIxLgyCgvcLZuR9dOWhRy/AvL9g2mfai9Je1JNa7CVYtHhnQi6YeCegcRvvpvHMil+d/Jp949c//r2FIZGnGbQu/I9mW77W7yrGYkikAuY8yqmayNbYlCn0XQKUvTuHzMieHAFRRRXcVrQAMdP3au/JYAZ+yBknQMqDDt3bV9Y9ly+oe7Hk0Rd7IPI3n6hbUMN195IDA91dy/lGLAFcMDptvDH9yTzoUDQJ2NrVoICYFQOYqFl5wW9RKcIZW3JH04YCAPnEwd8NywNGX2qeodzRAbjTJPvlffZPxxxT/LICokwbTTvljd+UXZveeNwQhM6QEEh1/UCeIveru4JDrhn80pjDgfVZXpn/nS6vunNqAc+5VMkXKgiA5ty5U/hCQj15JBUWOVYCpo1+y+97mt+oPMendNpTOVQd00K4CaNNegRGdR1t6LOU14JbRmwL9WFc+1BZuRKd+5/J41JPfBMHJkKLNGP36Kw3L2Dth5X5zX0x89LIbxeM3V+pZSdHZ8bVSJJhxFdVvjrMXVscj8f1TyIgkWN59znFc/yeAZ7m681L9xwB5LDcpUfBq0ITDB9QEzo9zOuSjBNJxtEcFRxNeq6AjxpCPWkA8teWdtXcASPEKtgTb7zMPU/3pUnJYETIZKAQVBQlDv58h7dkQIx46ewk1YCv1AP4xELcJxt0Dt8JWtHf5F5v1T8+5s7p7Vv63U1/fmx852utmcVx/AMygHQ6O3SOejg449gpR9q9ZMrt+tRjj7ksmCEKELCclXr3UJ3xW1wGx+zlB3TsZb7LYCIdUdtWsUZ34PxIoT5DFGK8C5tRv1Ey93O65dX3/+v3/85RnGTC8Jm9DhV3leAiiOEqOsgss/owh8T8oESCezAKyARiSE+7T/mBFbO0YtgA+E2uQ8PZSJZDpml2/5JphnHiKPrLxFOy7X+KDQRpTRsKgxTW2sf7V6l26KHPk8qrPCrbjLKmKnfFdXOIOmYRftImv3YaomErKZAEaFOV5ly1Lcc4nPauw2liR4UhsIO1NQHt/nbvnGOWXJP4oaIIJO3391nCvLwIVgZ4T9MVbX116tP8NFpPZgbpuGg+OTGs2IuUJjOWbQk/eTp953fjVs37Z9p/N+ycVcMYsRWZ8YJAhZMcAYx8eM4IbyOq3QHN48YavjTvZqHx6U6Gi2bqEdjBwgeEsSsyC8qCPDALxBbahk23w7cnyzvK42tpWmJDSgpG8nNQ1m5Z0cP8iPrvGTfvpsYmZW2xcTyKAuAB8BBzDn1k9q/HNBaHrtgxevpgI5D70SKpg1HxwLJOK7A9jQnVmipc1asagPcBJ0UPHPc0qC8QAWGVNsn0CCziqu3KUDhb73rbejKqNpPLqBkjBePWIv+D3k0jft9fKg6XdD4rJSKnLAhtTTkldU9ceGSRHHr7bs5IBLEmClsm3SZuEXcZRgoD0RfsfQFrgVK5b2woihyuuZwBe40LFX+ThnRk44TTKT8uFHk0cJkQnOlm3OXdwFgfPSL2lX7pFmPYXKqnzZwoZb4t0ZSQTg0y9sLgG4UkEWrDej3kwUx3wrZ866cxFUoXuoUNKic4i7e8EqNKpDwOpgisJ6zkgHx0BNYE6YA89A/1OggatoVaQ/8Wz1kDP5RZ03r6D2ePtBRsEQBW2A6kCBQzbfIwcubMT4GPXfNSjBilMLClMVvrABs1Z8C/OYr24JgQF+dLx8zRIVBQ6xjgU1JQPgkrmZUYd8vsmGloE/Bw/n1NgL2NvI7zmUnB50gGQtYG7VolWadkxd0ZrRb37+dVzjjakja47g78QV6W1stTjYBHVbFhLkjgIchI9AiSIDnphXQYxW9xxvLCETM4rxJGTHVes58oAAsuf5UENjstiMh49CEHyQerwLQlYHrlRMpFqWYdIiLrKHhNNMHgA7S2nDl3O3ykIqIp5AEQ1GwmPh1kd47VZNddGiHCmp4/DxI3iMEXdUpFPgBRq5WvAA7nKT6q/tLnZOfOVkzw43l8UuQME81wD5ApUdBreSJ3iag4wlqgZiEDt9adecYjY5ANWAm7eIsAWoKOVy55HEz31by6/EstWVhk/aHAsv+Ppx7jI9plWzHFdZghd681Se9W9V/7L1vVCtLAvelyqjEYIrqm/j/kNd8OQkG+EOL+YwsbBDENe5IOQQ74D0Fec8sUeVQogxCQpQHslWhI9bbjuinyr9s1rGqFw5kklknmPaV0TXA9en7CH9gS/dy5Q1QATbZ+wI8UK1WeGSx2vmNi1YL0N8LcbxX5t7dWRibmHmTJfgO2D2prX69ojuOybiBJRk8MCYIHnaShlv5T5Dtf3UO5SHxMLyzxTqixMloXJskPKrgWZXrmraZTUtW3HAbmw7HR1SkvRTGZ+3hOBo7kIHefWREVpqDKZkCaAQdoucllbiaEc+hKQNp137+lnz2PO0M6m/+jlbwjud1Bz2gckMoB/ua0DWpmUlYGTQQqqlQtVopBvDBQGNBgHcx/5UZgLNxf1/8UwH5DjP50Wtg2unfCgeDVqUVJffGsJdiJGJ1hBijX/dHTtkXfmH55lBeavn33HJhHFiKZ4DQDTT5Dwp32vvGOnUG55suhQcY3iEII9QE0nLcpqZTIQrukzQL4XT1KSa6RS1LQ46HLR+wL6vjTggDGJohUq4CtpP5UxwuxKEdxXsoIa0M/xCjTbzLG9KlOkDSnf9jffu7Xi7G/Z1THiiVwhKVK4XClZUNRtAS7sdKPsSmpsBw435JcDcNU7bpFbHSikhAPkbeL20RCF1QvXQ0o4in+mPLxhovBdMznTBlIIE4KKIGGHyOG7TbD1KNjucIkwDXm5sG/x+Otj68n+JuYk/ICEYBCzjpCsG7V43Q5Dkq6KlBM1CHCfDYOQYjPAOFogWKw2hswFGZFIw9gPZkDfRdGS2QtyVT44erBpKjqJakAvS89h8XFqkaO9mDgRklHSfL1c6WQmBsVBZPCbdH2BqYDKCqZhcST9kj2rOnDXY5f2/wkh95aGUxhl4/ugOl//Cl9C9zoTkFGI0DPd9sUByICW8TJgYYg2oIv8VPZ4I7YdA137f98wk4RmmjYAukgpv2Ad4FoDncZj4iSGJloiIa2EhbJa7rOeBnzBR5E506McGOTv2TUmTh/20LUVtgMri9hroh45B0its1Ix0OJlxgEY5ZI4+0SEwF2VgqOJmnL9Yo4g6PNqeka++3vRho5ZKr4JaLxXv0T07/lCXmfwzzY4+GEHIHSR8RkBovQDPsVCS2yCQMF/7viWOXHSQbs+dd3Yn+KAzCgiOH7uS6GNObrezb8nhScMTMGmH13MhLRKugrFBDdF/e3+OPDBLdhAI7oo4WqRgcLE5qZIYYHsSIHCTBMQiBCgZvZEGz9maPmYTkuD+TWeEcOLFKrg+jBA5wH1d8jWxOyJXbEQkfCB2tdu7MCKPR4Av2ZHa7z8gRYYw3sBBFHwjeqVJU/PjOdl0jtZSvmolLJrmZRytbphspQZeWx1b6Zr8spvVUnZLfVCBiNJMXNo3qft/n0NhQQFUvY+QQ4DYfhtaYe7erJB1e+yDNBJINQ/BSDCpcGSAjDnhMx3sVvuztogrXgPLu8oiilCLOJQER3qJnqGsr1IAlwD1AqQbWeUyF4ADWv4PbUtNKDrey598wQBcqnSHevJQY70Z2Ns4PqhKxILwcb2DlAkhl9NShsg47lCi9gOcU7H+PX/euXxxh5ZaMtB0QgXUbuAhQWJnLMCf1ECUQgvRFr4vPJGDgNA7S82GyqylY1JiuoxZMex9b2yeVnGgb9pFmjt5jZXfquxAa1QfLiMPBNC5TltzlgPEEaMEYTwNffWBRbUEMHH9TGaLBd/wMZ2RYaHvEK/2uTUMvmUlLkmWZgsi65LYSllwS1crNybXZes/kLTU6rI8X7Z4blbqCY0BOhXRKfi5qldpMiNpsgYdgVfvy9oZcqzsZ6ZBB/JBrHXqTnBiuUf1uVkxssum7cBSIwGw8J2CZ4rOuBETzzPDOgbR9ZOF12iRgPFA7e+wQfEQS4hU+T11XsmSynlMSkd2K8Buk+Am/WxLhCFCBXV9nlCs4rOqqGKIAOgQvGpMYjWVGgPzRMO7B/aRTjaGfUSFtDkBfYCw1UBc4CKUb21cr+Ux1bLfnlMFibL/ZOllHJyTq6VGZf8q6UyCeQWyA4pZX9hwXopT8jukrsLBpwjfYLCIAFGyu1dylBHcAMysxSgxlHFBAeCSneQ8BHPLaZwRDi46Qrr4sQDRghgtUu2AgP8swdFw2sWboHKNryD0gEkiAdUtr+erB3LA6L8HBAwaE4Dut4tIBcoO2P9uPlZoZNd+yNdsVzUdqBzindH5uTpYgeA7Sfw97w8tAXLjn0pcbxYFBGAKkvlWJTAZ0yJlaxEyiphEWALms2IVqBgn/r2VVE66puTixKQLCzMqRfrmg0c9wm14PNgu0ILAF9KpQeTyc9e92Wh2fkicVx0ix3ur/J+z8kVgE/DJwfdzaG4sDS74JqWreKT4TSPe6J/X5wvXXU6LfL44s8yeBZw1qBTs+8e6Ns4DXnv1jZ06mxALxZ+0ex0UMmEqkkhScEJ4T3aY3mhuJYovTCj+Lx+R+Izfjh7qQSyDoApXXafiqA6v9RjuadQ7eoi+c1H34mrayrbiUIF4X76dDjYL38vuLWBTa4RZwWk/Bko1K6Wsn1ZrhSfw4CtESLcoTV/F83Wij9EoUT+QAB0wtEIYPuoqO1aICC0f2J7DISVstz7KsJqWL3nCFZFvgShp9onFmaPUttjecRFbpmUn32k7Hpyf6awTMrJq2W4MFlK2dW0Wmbar+yWeqEk63uQDg1IVA2zmISQlgQLHE+3VyR/Hgp6Jv4XwgHhj+ZEcYppIOyUDTUm0K8oZNgeiYcKqwA409u1y1zzUkkUUKCfDfiQC1/2CmAoKNBCf/vrDej6u61QGx+gZxk42RJoVV4HhfovjhtJ7L4M/ClWmGip64z8mZc983CwK/2l1dk3xIAX+VWVBwFgKEdHinHT6pZWlx5wmk0bwI7Re4UNjLjGuy67FuSkXL1/lK209gw8HgDQHiaE1hXzK/orxH3ldwzRQssfioYrIrsasKEi3AW2b/3V7lyuiViWxwNE3P8N91FDysmFOk3NmdVSSnfTl8dGuX/nZKaj5D08UUopj62Wsnt/TbfU5fjtOYHlx/R8Lsric1yQV6jPIDaYWH7Ak7IVDn5arnneSfYn7ty16b43rJOa7XcsmVnqkrfHoVa4+l4HyndrPgMKV3wRwFLr111nxVty9L8Z9VxCpaJxBiCXQad25tyXuh8f0dqASuSPPBV/g6vQr3zNZoCg4frD+hA+w0RiZWxgChZ6pNA7P+iDxTvwJVxs9oEa8pSuepHyh6sAvohkYD6kT9TH5mhRVxP0UmdA9nuA9cHd0HBwWqeaRNKzkWYUYQUec1iEo855v2pxvyvE3WkmIR9KHGVWf0Jr1uvePnT/vmFogJ+QKZAEIBZK2W0GzPMD+L3dQa0gP1nb13wdCfIW7g1FGAdwkMBsBugXIYU0t4sWdO2vx7auvHSLftPUAfgGT1s9Bav4NQcQtQHmCU397gPdGMT2iy8+tHYLdYX0P53Zl/BT0nkI0LM+IAtGhdZsBpNiYAs5wTaQC12HCd12fx+wKVXcBTQ0bEFV/NOxWRGAj2tcNdJoFVeS8SoF+NyJ2HNOYb7/9C1BHyIterAYjPHIg5IcC3UIaHBSInwUOAnOvWEaUIKoS0P5oJGRzwPc5JLWRlP1HVPuTXc67pIPw6cD1OZ81TTQbnivtg2dmH23Sbmrn+WSOMZAUSuqrVSUsCmBVHutwCA45eNsJx9FxzfcsswpeC7UmoA2y7TNFHQZeXQ0YacK5Vo+DdxoTWZA393uz6myZraIokv3N3DnkBKjC5Obm+rsZaLXZcnMFZZ7Y2wgqlrgvFdPPV4U7g1hLMLwGECNM9FeALGwZyO2sbh6jBUDiICvuL9pYIUAKScr1aY6fz97yt0oV/eWzuIP3My+UoVG9q/eLwu1neaZUi8wUFZzXEfbaDgFiGIWDGT2r4Eai9PBMv3YJDXm13xk1PTGSQDxlNo5zdCFiMgre+0WvxJ3weeu/ABEchBShs2TLQA1px9bR1uALxIop2bGAvQ3OgyQjy14qj1y5mtfGHjo4qhVVANoQqhMig+bxcSMioIagKVCVTVBzf6w34cdwZ4oTL4XBaKhjSotG4Gi6Ag4XEOF0qPWKLJ+tlqpHRQPtFpKub+jdOGYlFLFwbhj8IgsLGjuHaXkF1MTowOn9NsuY/GFS/ZlWKG/ldk2lfOx3dLDWxYIkmSuRM1Oy6A1DjjpmWihOJDT7PI1KOgHO8O1N8UhgVdvpJyKjRwFFbU2iFPgC2jNt9S2ocvfvBIfHLT8Eu+AVxBNASqru/Q4iqxDahBE1X1DYvmId7ffRIfcOYXx+cB9/xKzx/hWeGiqFQAFKRDYFu34KQkDwtVivB0H8rNGKF1KWwkRHcAPUrBpUkL9ps4AA9Dpv80y2iPhZyeIYgovBSZAGiL4X/XioqEAcTU0fh9fEWij8YUJO+pqTkMjiPhOLMlRfASvFtBsRktvjXAOetQkxyDNjtXw/K/dVq3SPchLgS2O9b6Ioz1ebNhNawvnrn4PGPw9C50ivxYaMHgldwEVpOdeS297Y+hiRZScJK6cMNMMscmDn1HVeu66ZgiWGRS0+rRNNWi7ImA5hiSbcgmrCbYdG45sg4kCEr4tFaWCL4Y7QdcCvg2decHE6W0eFVMADxjo2rdvyQMs6FjAO2X4R4tJpg9TkJHi78vONa0cfuD4Y6BCB94W3lVjCiOqzh7XO2/148YbHlUXl/oCbebNqh6xeVKyw71iqY8MLZCYAdo4IEpDqaDQYjLANAtI0P/uxnEApNCLyzEgxAmAIRAlgCgb0ByiuDQOJYPp4miEQUqRXykaYsIhCE7BX62OSmswVFdklgjkhw4RHb9riXRSav4aBazEQj6cXUO9KDsmbZf2wFefW2KRmGFCfmZjcX+xIWgZQK9po8tUSBco/rBUmiTgMYQel1/cjTLjOywCBfWeophpawj8OXq/ev/xB/8069G9OJmVFiqFWgaCHxPkygRAaBHWP1MOErcswliuMbvbtiSL4oxVlEViZgilC6WNfrPYGR07r9kQf7beUCbgNLxa4pTdcgstuWLfwXX1w/M9bzoHnhLeoOyDpu1H2j448gfRI+2r12+KGN57PaRadLAShKcA5zYMXLpgFCOQJi5bDsN65gzsrcXxobddU92Z3jy1obh+BeDXbF1lcLKLhD/N+Kc+2yMgvKtGGFIVceb4f234H8oeOXe143Y2B1gkoLOMiRQwHEzX8mjtIisgYEnBh2yOftUuE74LwLDOKHL5CHsAIjaolKG6ljgRt8lPvS96abgdpeGXA28GfI8X2wY4l6uFtPFxLS1wOO02FawP5tHePGNIG4nhfvuXISda8GxlRRVBTxwewYjCp1uhRPwCZDBEiOgX3RpHntdzORXzaIKwfHrLXKuQcrwjFHJEIlC79LvhEprl3Jpq3uuYU0ZLeCqGHflRhdYQHXWcnMTBRJUY8WXkrFsd/XEtHErXOJwK24CWxzkCaLZPvXtMeZ8yQOU7YfpEUXxRqFnGrLr332tsRZdt+RToIgqYRMToTq+jRhBPP1eeuBLgyKTVD2u7oJT8QgPsdDZzyRMVX/uDr862HDOoZ+IpAC2om9mBuWWUw8hVA6gRZSxNtMMRTbg+KTq4e5EG6X6O4vYyBcrmokPLDCuhXTYmEkpOr/ri3vaIwHsf4E61fFmWDsAd0Tzb3dQK8ckqUVbuI7V7+ifU7Ijsz/14L6GK0OSciRujVYRYfQ1f6DZAO7+UcKykhjIhvUW5QNTvcvtRRoAr7o7Wrf79uNZGdJyAcLYBkAPDoT/kuqIkwB7oLkQpSyiyXJqPvrpSZGUsziW52T+VFsmgw4e49TVDS+ec0ZklE9V9wkNTCgk8ZAJBzgKSVkt0ZBdgeWPtVpOQRGGwwGbLQSoVVyA9zZGJrh359LJN6zfcMB+qOiHFkAaX9bLTEC2cog1yvC9ZaRUPB8suXUsKbttQcfdXeho6f0AG28jtFa7Hj7ee/NRUBJlDLF98G8WwLKABaqDSURJ+6R4/OnksyD5xfn7qq1H2JdAR+F11f0U7oRn4z9v6N5Tcd5oV6pSKsB5CwnlqUY1DmxY6YuRMOERmKZLXyGn05BN2jfI4KFdKGkhO/CAVYMc7dFl5pu9oYxGnDXcU7d+danmZiSfXSlBVSdpS0enb0OVzm3879u6Wn7xX9tSgiPrUFGGbnVNOGPVmi4rvxbweAKAbR2ZsaGXjojPe0f3fJQHYagGpg8PNq50mmUtFgBQFzVamitFYXD6WnqzNBrWDeEfsVR7ZhofRxMFJNhyJHNYdLEYHITe5uXdi17LMa7VSSnksI2WhbvJK1aKaH99d71A0HZWBTfDfIkAVogqjJkqDVlO1QDiEMEITQlHNRrOMGgFXoqldJF58OKR67te1bvnZUxk5sbBM9n4me/ulXF+Se1dLKT8rLF3ctNrTTfdOlFL2yl3LRnVIKUdJXWfYYqeA350Lfo4WLubaBWt3+ASnGixK8IaieaZI/VRPHHPZJ0fvjI5etRUyX3EL4ZlEoQdJCoZwyPJe4D6ZA5tg5GS+vV4Q3kNrAOmp/V3QCw+8Mm4GsCUJbJ0M5MpEQK3hu1uf2bjEd+/MRbaXccQBf+n02jHLZHex8IKCIGCT+XkDNaEvB92Z/RHQ9hD1z4tjoV9kUjtivBpLpUobgKvT0wQG/gQQAb9dB960VtF/TWHvgWIxUcu9BuIhC87iPLP1rgSkQFbImvYJOVndtWCUlM3LZG5BTYeUJzJecXYAJqwfoG6mw/0U1HRFgoBRQ+Rf0GyfXv/YBKGFLSJ2jNfrANuHWW2j2boWdCzXEBu2gQgBzW6SHVLuz0gpZbeKNPI0zZ4jWabjmJST1WyqKUxWaS16a1dL2SF1OXJV04S788z2ioqpjFKHtOB3XRw1bBJFfZyCKwWgtwC5y63hSjhI2QBLfz1/93999VAk9LqgJJ+YICnIjClAwt/VHu+UXqgByQhR8AmbU6EAkDZg1bSTNvEKEF427kJtc29/14Jce23zsv5uOUrKanFEyv39XQuE++pm94Vl/JBPAL716o8FNUTCwJVotk/0Qm/drlhNL0CXTwQiIagdiFPZYGrNcpSUJ/pdzdTnwf5j/bIwWe5/Ssrmpn4pR0mZW5YpTH5KjpI6VYs+kNiMLvLRC2Z/A0YMmtfcpMzwXoKLcitTXlAy8rkQSCOtV/ZX2xNILLJLO7mDL9xtUcbmWwOew4RgAJh+ygs98Ad8ImuzJWpxy1av6xoW0kTXbvjOTXvuvPWT6U++R8elACz2DsO61xoAFq8dEDxRhIIbOmujPZhEc72rIwFrnXwn0TPFgvijdjwfk+KUJyPV7m5Qo2mv319E2hz4mcwWTUlloFv5KPjEYU2cn20A+diCcHtt8+yJXU2j2mtzUsr94fbJuV65Wko32zfB8rkTPO2VoBUWAFSE3zJ8oWvniQqg2gYnTBThW7G/Dsp2kdhwH0CIGl91V1NYSin7pcztd500XDXb/oyXDU5KKScXzpRPyf11nitHr5T7M91Sl89d1Htrx57W/2cZqYumIPDiuS34RGtuwoZMMWcgp2aH8X5Rs0XzR/Pp/z5T9BNZuckGO4ON8Lpsew/s+qxgRwCShZRdxmC5RsRWKwHwNAPUcYUYY9h83UnXP85R+7FeAEz/0MHHa8ftHXKb7+cwqPccoRh7Z0iD+/KVOfhciyCAiRw/ZD9+bXEYXF7h6uGm2EU0RQ9Ubnwa01+8GRwlT51PTp6458ppWVQAo3eLa8AKBywOFhtxSrIAAI0QDjRAYVRQTpYL1l47eXVvf7cMS1XFJyzlajmq4K1dRcFTCtB6YECkppddPuHoXDfm2gnDLYz1NjU6UANdJkRCTpH+okZDGO489z3V6+49ynZ9LCdzy86UUsqnBmQQ7JosZb+Uo/ZLeaY3yQqTJfKxJimlLAx9rOmV3Hk71k6WOZlx8Z9cWJZrj5QQdUtHnAY2Rs1sOn3CgY46zxXailQBS02rChMjFC9uO14/7AgEK87s/awc/89yyzKl5KvyNPw73GysvZOlzK2Wnv5KGwMzdWP3bBK+DQEr360C/23tIquEZ9lsLDsLTCDVs44r1i0PM+HF5HwWdwIIlSuoWhxFI5WOBl8NDRhADQtfpGJ4eA+wqHuhEsOOlpuCFFgAtQ0gVR0yAWrB5S10ubE5SQJen2+kNKUvWqxQDWFrDbpxWwTNU9xbfA5Y3s8pPwEr7Nirkg9cHwtVWHPeAKMFLFUYze+FaKjbg1i2QerU/eCQL96lmjvk/eR4XwI2dp2bjTUJYKMXXN2EXtv84aSZ7/28ZfhTyXpbFyUdqkXAPYs89cNAAsVdDAoEtYKK2TUEoKWAq5d21K/QNwRAz0ivYqc6fyUJ8nv7DlEHeWtYynufSysSHS5dVCiSNbCf37DZMKgNXX/fLcw0BY3thsxUHe4FbWuHtQWIwqsxr0i1qhelIDeAMKp395xx+MuPfL3Wnid6J+46rs47MwOdGkFC2vBC+CT4fXUDSS4AcmLoOAAzGWFqI58DiQhu4nz192g1T3RNiBGyLY72qAi//viuHitYyvYGINu2cJIFrj/858HQIK5cv/j9Iej70IWdjQ4auyNlwq+vYtUmCWQKqaLwGVX5swKRULSYINbdmx3ImercvWa6rX4bBWWHvzJrxp8lPzPbgM6DgJvOVR96u6/u7fcKD1+6oXvad2LuAyVqeQKsx9qopnVPESGTVz124oKUlcKSMdcAcERgWUs5Sk7W+eYA+EoZ5kEoNU3+YUIxSD/FOPXaHOAf7b53mA2dY6GQLFkThQMxzULPX3DOEU3M6E9ho1mHBK8ZJyHFmEsEHI1zcvV+4I9R8xtR9WTZ6MQBMEMRd3YKvhoZ3s6WA3R97+TfrBZKFpNib3PZTnZdR/PQtWRgYHKvwuFoAEZYcNCCTUVXaPfzpGMAlSIvL81HX0b3A7rnR7JXi8Kj76/bsebi5E0Nl9bY2HiVncHhqysMPh92h4OwpQd/BHD4J4ysVlriS/nGmocR8wRCaXSUsDBlFGQTPVH64qikq8U+emhXvQYgRTxAC5+U2eZyFBAv0Dd0UAxd7+6pKSt2AA2FwFmD/2vEngkNTHr/HZIvxQXFAApO1SQCtGUozt/8rK91zTCpa/NtBaFoZyhbiC3nwHhxMmibQMrVMpXzJJXv9Q+y8j6g0iqdNgJgpQ6Bu0I94DP61e8pAF1rbjorQTBwV96xEr7bDjywctbg6xqGiwyGzNjw8eYfANeYz543p8I4DXUAXzwRgS95uqG9EN6R/atfvDYBTPng6B9eGCxtfh/BULvnRcY7ByHijzPYtCjtmR4METAbKUCLx05t8Lg2czntbDk4qQGdo+LEtqK7vcPzWtPY63+28Xt3Ec12PwhjlIUYsHOm/bkdAOjJoTQOsJ3ZtqKbgLBmWJeeQewpgRUJQaXIpkSRDkELw3KAKC3041t/sGCd2pdYI8zovxaSWpfnpz4FwPBroOe1mj2/WSV4Ir2EsNITySBCCwLttesZOvN98I25A1Kx1CmvVlAYqJWTC1fNeXFXtL/TPviq2vYSQhU4w4DDyBO+aAXQD6lFzikpz/154YsDFZMAsgK1/RlepwwmMWNo4gIB3XGVvMGjqQ97CDO0J3w//s23hl9jtYMWtAArJCD94+nvLtro2OhjyhrDDag4VUXkoBtQ+ORXESeV7x7/StBogI9sMq4VyZUHfM7Vlj473gog29A49UTsB4iOQBUkccBV3aqz4Pxhb7ZB4UwpJZNlx7Gc/Ezul90y1zt59f6wlFJO7Fom5bJqe4zW3FE9JRKGsO56dKHZRih+GqsFatWqQrNXm+qXA0PtAaiZPqI1AA8TmDdKlYNWvPIoV2+Sa5LS83pw3flUYc5MxzG5f9R+KeVjTZnCZKlrAlMuuD151+C5VhUvE4G1QmVAk5kCSHu5acgf1W/afmj8xF3ailQZphbS3UBqBvyKTD/dG4FXHNAjaH8ZRVF3GAKMPAYQ4GEr+9voXvepEktbSOdm0eJGQDr9A6gTBL95CORzFx25ogFd6bgOOaX9yvdzKxZut8hk92Rs1OTOGZBaBP9a2Ft6lTp3i81G1IffJ0y6CE5Tf2pBsBIWCIuwpgq8OV5vCuDuPScbCEuRj1rdUFxPBYA2xTCkW6ZaCagwC558ZgDoBYtWrblx4uG+JVYZa63BIeyvRNFueK9uZW11J/ZtNn9witK7tNzK2wUM1XfHJZBVA3LWJQvmCQCfl8kIAbq6M0Uw3UMwq0hmgntO2wgQ/fSNq6hjRjFpTqkvkDQqxbAdT29As9dX1pUdH0cefFmQj0KaAxZgUxgUBLgKP1OouK+qcmlHfOu92q5Y+WSBHCY0Di9ma/YI6ug1NpDdq1JXCSySBe/0M3RCCuub4jYtsKcNChaS7RR9aRRyM8JyYRwq2z62bIrZoiB/ceCmNnRfC3VgcLwNBp4jX/wkForS/fTLv294JaWCxAyjjBE0QHFDDsUtRQ/S98o1DpBchKeILXJMTUWd1nFNeIoo1aQE8sKX3bFRBKx3ogMopBJVWLuWtcWTjXK5CNTP+JVANeraT4Pk/jp3Uve9lPkE+FViIp8Ij0mkR763cvPVE59t9IuiEGmC4iZSaEavW4AtjbJnw0urFn5kR4CqwUuinCkocrICMreRyQRiOFRGoY1SQhUdN2i9BkL0d1JD9ocC1NC6jQ+qj9M37sjFxfWbAU46APjEaFt9GXLdQsC2FH2+xDJSDJpstfxd0xs4da+OYIG2DLBt1wSbcn1AhuUdChUI348B0CwI2hTIgkNcefJWGhBI548UdnEaaL1R0MQ0bUf8LAfbXb+6QQb0gpVHzd1C7zZ7wHPBqWxIzp25om7lvObXiLEU2tKAzgqTAYeuNFSOAVkAKQ65YvqGjvOamwBH2IDhUVhaxI/eLk6iraTtFF938ii9hLu7Hdw74Kol0RrIrt60pJPBTlw3vB1Bwf27k5NQhSwnAbD90MlgAbCNCzQnbXdcluudt2telm/vGfDaCI5M0OD1yQvvCXL5n4ywOPppxeCuhv6olV9UxEN9GHQyE7QGRp7RBqQ8FgrvVf44MOhOkaS8NJK7BNe+HUf3GQetkowlytGqqJ35/llPLNgcjaBfGQRNZd5CyitfKr9PpBggXifP9lSdKXvFRvVNEw1wzLvDFFFAZlxMbPfnLQcbA0UGvawrLjpoogJmxSsuflxfjIpC1D1SKfj5NEGkjgH22BZB951/ffPGxb+O/BhSOR1Kq7wCfDisfcjEKttXTcBOcmLBxinPNZuklA9jUdaqxSQKERLaBcmsXJsPn66a+QCgziaONuNUoaNT2yrvEa21DVCY3DtKyiId2q94ar+UUrZPVkxHvkN+IFMWtC9o7o3sigEhM1ylNcNiwgp/ATUPU8ZE+IjijkhN78SuqPuzXgMEIhbUgsI/qtXs7y8sUOpueSwnZTGA8ClXS/iUlKvlKKVxPial3D9KftYtw4UJskOulnrBCreWbeqTjqeKBATQx7ZUxPeMbu792tIJwlnsAGkLMFCF2vuvxa8TzEDZS/zEcWdFz3cCtUvdn7VDuKutG4hT2wjyHONUs0KD+rgm3iHy0dNFm81RqiL0nryNvZyiUraA7oUvYintvQcC3eDy1fa6VOcbAE8fuUSVDAH4J/p/jP/Qj82iwswa0NxL3Qu3HxgqAEKnYDplOHF70qA9WrNvWHcbkMqVIysAkc1HTWJxB0gO2PIyIGQbuu+MZN0Ao0RByKLfEGT72ja0drbEPgC8uN3gyXTlHEInWAn8wQZyHtYRQNBPpLQlZLajKaHhDIBCwgb880TUWAq4rK56fsvBOMWF2yo67VKFGaCBo1uA2S5uKgpNHzhAAkMe8tyFAWTSqjEf/Z/011b/1zk9WlfPGbYNBZXcVAB8BGE7QzpOlAGbhifoZLtnhdsXuSQrgo4T7J4Fr47wNQIZ24aBHlPDx/y2wceevnOmluz2Runynij2yQZ0+XTZCaJBkMxLN9xbLPYXiINMdaL5la9rGkGav+WIDh/Qc1t9pKDqP/3eVw9Gdv+o+W9lClkDbF5V39XNx59rAGaFnXIfj4zl6rjyFoCjXKHL3HYyQG5BWErpgOmHwQ+Fg1BX1fSUZ8ssTJYyo1PTW/26qNNyNYqdCESwRq/3GLMzHxBQnPdVXsWk4iZgBNsXfHCgDLG1AFrnd4UPrbcwWUrZMXm1krc+K8lb4fZlUsrlNR1e8kyZa5JuSJXs/UzKye2jZEn+NYIgLTMDnUc3RAZY3/2A+YrYK3/IxqiIhckmQMY8EmcE+OPYupr/iTJPSQBCmUmrzjurHY/k7kTyDwPk4qwN1O1IkST9OSaqwdc14hNu6aIVAy45QRPd9/3ZkA6Dkwbudy8tWtgtgDzZ1YJMpZj6sySk0JhiuHfYTrEW50lUxqFBmp2Co3mBm2DGKDbFrLg5T5zrCmkpqmJgIwZ4Zzq0wjsQcLMF/hm7RIOMDfS1glRG27jHsBfFjhRYGbsTPxGL/3ZV/UIDUia5n+9bzgFW9UinIXgKlaIFKUJpG5RWVYEfim6oPUD8ger5odvdbMoCQC5chdS1cYrZGxhwmQI4fvE3BUxY0wnwpzpKcg2wNgCtTQ1QuGqZlPvVGrbBT8hX2wX4anr7pRwlvzRZOmaLbeBjPwCxGrTXaqEohll4Sk2fokiNmowDwTexe3/YggrzelQ+IYCAT01n+ZnSPfT2S5lzPQl6P2teJqXM9UopZccxqUJg1J9ylJTyQO1qqRfq47BFV6G46BObUWdkISYkCDm6gdG/3v/B5XVL+CsYGqAqH9ruP2zd2xQKRcqnTj1UkXvB/xCubeZomx/ru48zLH/pwNsykIe9kJ817IyNAtw9uUiPvla8H4etEWUzQRPU80bOOj/f/X3bqpOL435KuuvR/RZWKOY/QMtB3f+SruFkBvi5arh2gRyn4Q5QOGJVn/fVZkgoV0wdMSxIcWuvUrGnranyZywAXyPA2PXeHDNKGAcj6D7DsYgV4EwobuO2DpkRf7oyHrXsGA8s/OPsCs0WpJ0ghp0zZNtutFQOv1HekIdoaZ8fCOl455VTmvp5AZT3fCHFqexNy2EIWFwDfU94ZDC9i+8AVEXj3t9Kf1hsV5C37u9Yc5te+5jwA7nM8RQO5EUhwVtrf1/TS1sPIfJJHJSfvnp1FkAXhJzPR1wRSxRiOQzXOYFoDlbfR1LbQvmRZOJZd3Tfce1RAW5M8FulQS32ODCvAV22SShF5fIabyInXNsJyUl/isbbXI5R81sAVH9ydYjc+Aa4ehfBX5XwK1jeyFqnxn4qfIRM5zu+2zy7WpR+G+BZ24gSHQs2PUC5LAb+u71gVBkd8NqClbVxq4towQPmhwhJKqMB2iuX5k9YnLzkT+nqQ0dfmREC11NthflFic2XY27PbaDI35iecFNCFE92OboB8/oo0IJmzV8FobriHab7mYO90godnJ5Q/ro5KGcwi2dGOrujfP2aEI1rxo6FLzWIvtvr7BhYHy7GIoUfPrISsa8T5eNLCmmYpLL9pgTFuS8tDo22la2pDMoTAQDybgKjW9zuaUGU0KO0+rZ7z8DRy4uzgN5Y6DR/qZRGBN0nKiwodJY3a6MT0lZKZHLSvkVbzzrWnMuC8xGOO1AkIf8470sGDaSyBti5Mo1r8VxSszqRqU6sOHSHUdXEKFVO6dSQynQ+YBHN7hDht+zSr06phyqVg+VeKNE/BU8lqxPfbX5TiPStmdekenMs51f4Yn9SZ9HwdCSEmioawGvFbIZFHItQ1rNY6esJ2/7xGApY1u4eSG/Dy/qgoOC5Uvp9bQC++GHgz9FyPFWHRgSOqfgRp7zRYQZcf8Lp/tXamyJvzSd0eaEH2QKAlbHIprz4rMgwwrB9AP0tKYCa052cyhz2sn9dEN5x9KnPdYsFKn6UtaG/UELLAUQE0L4pcMtjF0EHWonrqJHUhxZSJzW7kKPeeFDzayvTudV/e7vrlrUBYFTQ9u/LFWth7a6okfxIDernBtaWQbzseyr9iyMTmqM2C8SAxHkK/DENOP410XPjahHHUjKfWbpBkaIVKni3xZ0/KVBLfNCY1cesrjufrBr8GF16um0FylfYD7C98/VwqiH3zaFvxALg7QQRjwyg2b61n4//p+V/5H/kTPUcu+Q7uOvX66IfSjNRkrcagB0xgGdE8R0mQDCKDtTRWADSuNHWGXjZkI0H3/63/pMTu3z/2vHjM2Yq45QJ8BpDGAYJckY05HKUxWXqB3ogVR757EHRBJ2c7j8v/Aa2Tln5Dxc3XzgADGvnrJe6lAhvenfISYAqIKWqkhRsl3CuCCm+cLLD2v3xXW+/8aXepSUB0PkwFKvrignYcLC2dUGLaavgWrm0eGSphBrYeCrC092ly8FctfDpcyO7f+xyNzM4FTTwHVuzJJq1fdjIOZM+hxxxLmhw8Td0Fw0BCS0Z8EF6bfrsb38xPGLCE0SChuMm9ss5ofQ3u+9/x4AYRMqDhDGRIn8oUmWAif45DZZJrunUA9UDc7OvikLadDXX6K7rpyJDQVXjrn9kFl4QgeMOmEI8pGkWYFY0RUQu56UTMwqH+xeO9y0f/PrP/qf30q8+rAkXiUzwat4ARjpFjSal/cL8B35aZdDJhgPWh00j3JQlhvtzyb7sh09u3HCvGSjz4S/3eulvPZqPckZLaf8XAIf96I1f+t29m2fXfXuClwcD9AROwQ/Xkv+dtaopsiv22PJOG9yJ58MGz7sncTSB5pzCPLjDVD6p5F8wBAyKAyGy3BKHLWPK1eVmETHf1meBrK2/ewod1Pq1wAsR/0uw0XGbqqP33n3JC7/13og9x3Z+5QtOqEAOBPi1zPGL33imAVIUbG/Rl0OdTX5gNLdLh7Lvhd4XmmdvQ4+X/ZY31V/5HkjXbPqGt0l5vddmkaW3n6Pxg+MrEIpRUDAZwMlMTqz7l/bGP/o3OdsLFCQYU/CneelJ8/D7X9z3bXF1/2OxcCqoYWYsUKErpxy7ihChz3PUHdjRxRuSD3T1rWUS4LNqHEqDJgAOVP8xCr54kvzsIpfnjqSfwPJqtAb0vCBKiXnKgGm+xpBPn15dMXGFFU5cnlr8Ci6qQwGLDX+7dFXPb256LuzDNXkOoNJjBJWl4RTLinpF+UEXU73N4I3MLdtsVgH6FkgV54/j3h6g5brsHrYkrT0lmuk5pekToF0fDTv8W046BXfHK5icuHTDv2/rPnhWxx0/H9/45IKtXtvmVN2vKOX1vNQDJKQ/LzUyA3fSdHXnc4/O4WY4ZcVrLbCFL+w+tqRT5VkRZReNCiqi4UD9OdPoTqCXvVMAPDV3ZHrTnNlj10f1Gz/Z+09lD/ZrWfH0pvEtvWd0RWqczCnsmtcNef0wzGIM+2mQHvCXfL4QxQI0kQZedsoyOYI7hNvwwdFVwmTGoU8ixWspP5joFYLIbsFKYDwZDQEU/ELDJ6dsnfWI2XBjcKq12Te0LSIoKIyDWKkjk1b1FKZGxOun6edvG5x5ylbxLf8LGOrDebmIjvonr6AToiRidNTb/Z0DH0r4g8wI27UCbcczc9geL67fa0EST5m2NXj/l5/8rXRsNAoIwzJbroFDYw5fOrHja2cdbOyKndVTcOf2itqQqUY+iPB4zAxQcjf/R2CqjyM/2pZUa/N0oT9A9Ggb6XU2q7Def94jSMr9nJSQG2PoeQEjbW/4JRh+9HHa7+99+aWZ++7cm9jWSt2Dh6LkEiFYYWn4fB2XGRnav7CyYtZTzXlv5nqvD7f0QDyREmXKstPB5zjeV/dLApgBWrNibRKAUgsKQKDXO5usUDQsxYAJprLXnxFlPmD51lZYpILYkCukpCGAbZqT/5fwix2zm9+vfnNCp4MkDwGCph+HpEvHgbhKm7RdzNv4uZByPweXe9uqt5iAjMPElhlh29rcKGiRZfuc25TWHK3fnfL8B1zwg52+qGP+Zr7/6IyrVv7eANxKGikwg5ee0Tv+sTnWqmNPvP5yG9JN7U+YJF6sSqeG9Y9kk7Ieel9yaiZaXINau2ml7Hc7KeFeWzb9fMdzIjp+tYClA9+DXkGS0DWmDRhlW3ZQN5DWo62Ne2cy6M67Z9ddGzqZslkMTNGAUT/csDAbWrC0Q7VT/kaX4S20zJ5YTpsBUMC0AU1EiDNgJ1M2MK0FZMMWCta/FK9oQPIVEe2XCzckJ4FU9RNL0Jnf2R+M8WyM4+aMWIqgje0eOEK7sO7y9+5ZNa26M/Lfbz5m8yGA7tbvzpSn0C4I23Vxif5vfJzLCyW3WkB2h7WF00yNpkFenF27ss/YqbWAvr3cLJ0gu6M+ht4vhkBVzAZU4ShM0Jikvdxbu2rPfckTwykU8jgCvw0rzED9Fxm+e5bVvr/Zyhdtn0FPwLUtqc/xDw09aNqIU+T5gSAAhOP13IB8tB82K316AxT3VPfU9m0UTH9zYfzwVQs27PP8knUIQmWdAC0z/r+v7TOiK98r1vnTgKHJy578y7pn5q34+3d3LgiTkzknARoJ6MsvrlY3pktVbtD8wXPP/Pov4cUuK9ThFvo+DaQNSGgiMSC9j6GumnDyhnfMw2z+55ffEcXtzQS0/IFJ09e0UVF/QwpdUckEENpiE6virY4JSxPTd59/084Fr9wBQA4BwQIFHumI1dz4n+0T1srsh3hv9VGcwZqg1r/k/G6vPeNzPRRPg0+0hijyajNgcVPxx4zSQTz0QsWM2o42GN1FvuNog3DwDEkF0CsIjMfXaPvWw4c/WfKgquzlZDBzQ6y7f6wtmVN905MXtc8V5+fhyCL6DQhaAuvIolft8ettBqw+XYSm9H+YLPTcJwXa5eEt0m//Q6xdA4jtnQEW4Kak12yyxzeuaduLITPbvWvk0P4YbWyfMK5pog3RYQPWrxRH3rz5a21b55x9W9O3joSXA7l9CAgaaKyKs+/alzoihUNkis7XiriXl78jIt0j2EbPJcOT/nSKu9wp4IvLX+VFY2IW3D9w/cp9U/zhn9I0fs3GidfPFRADv9DLdCljvhtD70fbKfIJl1dKAZaB1LpWD/vNhB+/deOb89Y+dO3hnLCwBaMxtRsWVXeP33DHxOvJRa1VypW81GiBv15PdWrBWrTHKOw9vTKcC4bHbaixMwFeXBLN2u6gSEG/dzU4RXWsDnx2aIFo9RShQZT/mw7bIvk56Ppl+foPrrkvyt9Aokm/Bro/evt35rx4w6bFsye29D4vPBoJ+BhmmUBR6DMU3T3Ewm3RtR3Z9dd9Di9nglJKFqaefKJPkCmcIgXZHL/47OXj1yzMz6y9aENyCgNU0FESwFgavPPXBPCPzjkYy7kwtbd3/PV33dx1b+LCPwfcBy3gFZadGQGoGLntKnv5/XwO8z87VYOZUrYlgd/M6FBVK065zaHgjriQQR17bKXIdvlERZYB2We0ICwkNfYbM4BYIo2Nu1gyLhn0CtAMXzgBZM8wNZ0eRxFAAN//dXx5+4Q1v1/f09AC7K1xEa6hu++2aywQBwZG+6h+hjfE4OjaT+34G/8MebSi1diDFNL1k3Ey5X3zpAqtgXDfxiXfu2Shsp4E3acAGvEJxgK+U85fEivH/vGmvc/UL3ujur3tzX0ZW2juGtXN/KzqjmB+zovfXhC09cf96G670QFYASnXgKcmeELOf/nIXbc1/aM55GvckxoMVT6zwjrluqMj+lorwt2bJj4bgbyV8JeeA9BFCp1klhlghgH8KXShUcAMWt9tnbT7k8Yd9/5m01UPP+BUANhYWCkjpP2xp37noXcP1xIwVMo6F3whacWT2ozzxN/YkaGMIxCnGDKKIEzPng2wBzcbZYySuG9hArllytNe2cOqvOdlb7/cL2XKgCHUXGv4r57wxqJrah+LhgF9VGHBekfLzdbaYzXx2hXRsPbY/OBUn0DrItw+L1jRbxfLkgEqa53W3CQOYEPojppemqluHiXl5/ESmk1Y9hfmSSmlSnDb4SVylFLWNjf1d03I9O7P1K6WUmYKy1zXDS+kc3LuO1LHyXjRO37ADD4dCL7Y2P2bl6dObF/wxVh2Ow6sB7CCQZD3nJvZFmoKy993vqHZBtgDmGWLXecZekYIIglQaj+fnBIFmpv+wQgUjgL5aNZOb2BRKXG4BCSWnyr/+BYpqNAalJ7Uc+2RYKLTuIe1WIkUTA99cnKOsVilhUQQZPml/TdsrN9975r2sbfVjCNrgJe3QLzTM/+G5NA/inLfwEIuAitvX7yBs1v+1kL/htwQkRMqIcKUllPw9j2wzOIzMm5iCs8Arnj4FrJPLLgo862Hcg6sMMs3ugbIk4WC7Ruwfm3b+O6OMU0v7r5z1M6JT9x8m0OKOJwLYGpcHNrzgy29Rujx6nYDYarVUMY4hwB520dXWm5bWghEcqr1fvXU3wqgNlTuAgRQYUGWdy9rBrk8HyD9q3LPL8A4YfrmNlb5trZecYOARJlQnXFTrOr9UxcxgwYTLHgJpRReAZrz7Bcumr2navYvz7h84QWQLijCixQMr7k+vOxp0Rut+f5rxRYVJW42Nsxx9I+C7fXGLGyQlKr2aLXNlIN/ILZsrH9JkA9MApMZ/N0k59iuOJkpgIyrrboVdHG02OpigDoDMC+IIlZNy3aIxahymX7IhTP5ja9N/3DCV9qHrOoYOdVyjhQ+BCwTB65tE17rtQBpOwmEECZ5tMqjYmr90pi5370pOKUc3fxCYAT3fTsDrkZDK7pPGASG5Oc2cuKyHfM5/ydfaRblj2r2Iaggn0KnyvESygtTgrFiYiC2tePKjdPu+vTYfzwLmORwIKiBkD/cuH7pD34kRiZrWxzIlam8LQGcGBqKQCbe8rEEVZTH9nhKhrXXrjyF5AAcgj5xkMQC0Q4HC9chTXVhFgA25/3x32bCFQ3KVmOWP6tXVLQSIhwCxEFhKJtNBlIr1HzZ8MmQne+v+03DoJ+faYHIFagHcB4cV4GTnPihDZT2+RxYVGTl1Ev5fY38+IYVi+xaUaadGB4vb9yEk6epKfIPiYJNiKF7TqxtpVuIKa5JzJuHYaB1bBzQ4yp/ggu2rV/EjA2XHGu+fGL7XXfWvYBwVLpmIfFfdvUCsfWSf3vy0XldMZcuAyAO4BtzpU0eL1Xsdp826LWcf7SRBOKfQJNR/ogNKSKxLfBXMaIsOFZBEEzemv3SDMKr5tVQeKKtp3QxkwK0GPrJikXgJXLzA7koLCao7bppfXxnIwvWGhubf3W/jUgthtFwpbP7nmqqzzj/X9HXWvliL44IIPtQOEG+68ZFD4p3D6gSfil0d1P0A8GyfAZeNL/qk6OO1JpAveED6M+kAEN4hYTyFdZePAVq9mgLqPqJAMj/FkD6rIop4zq+cTKn7b3qiD9nqHqhws7vzqeOb7sluX7aN+L6UjKpFGBKNC4sFENg1CTviQOYqckG/nDH70d0XLVZyzqNT+POMRXT54IJg1TSnO34i6i4F4+P3SzC8j2zPRInawvvmRQA4YNRIB9F19QEVJ3MiSbEmL/9aPvv0r84+NVfzNjWRlA9KT7DAn/y+J2jpl351CKe+WXYhoX2KZZF3+S3fAS2tazALJqm/0YqFJZWPhpOEA/UNkfLH1CTRm4UvsaQmoJZu02NRxm6E2WMQXPPdJDi6YEN6gHGANqNAqhJjr7xl1dmYJm6aJBBu+G+Lt9/tKc2r28M8gHYxCEK08838aX//GOLhyitBX/Ez8rJ9+fT9+7KLK7jr/pQET17oHZR93kcdz9wrHh6m94ISYteCxrf7V3H0d+OKcp3mQJgh4F0fPc8QRz9FP4ZzOClS0aM3+Cr33WHdsAeFMuVmMMxo9v3v/LNCbefd1bX6JV2cHtazWqNcxWxDABtjIFhAqBharG/m9f6f4EZuiZrnxCue8T6eFmDmQaAkxsEdtnO6ABmEIG21IQZGz6dIJj0RDGcTW3aAg10160pBgofXah8Mf9D76+ennF5972/PCtNUz1GHCQOKctkyh8uHN+9YPRbX1q/vzDFcGmvzHX7xg+e86chlnjmUvnQi51GTirHWSVFRApR0Lgu4o+WKFbqi9J8BjTBdBvs4+kHXNIvdoCPKo7CyW++kYXNjRd7L/DofxQgiZy/efYV7dVLsMFSagZjUYEkDU1rHtOWXv2nZt8Kt4BgFH89/nuWmy5VFN9lpjIB/KODDmD64tqeeuvXWgNn+cul/MEri1+VXOO7HkXR8k59ecxbHJ79HGyedvNPAeyifBYLRtK0ko8W8Q+WnqwLjkcu3C1Prr8lHBixfaEFnv7lfK0+tW7lpCXfr2+vvX1fZofAzYUMHBRA5s+7coVH0/+9YvsUkFcmgijlmtTZgrn6XoVh+/wS/RUVRwiQyxUNi60V+7TinBD5Z+bdOiu7584nMopWqYH0946GX+VuczxC6EDV3PfrKsWGjhj/vBdSJoBhfTvFlL3Md3qqpXC81etRL+cv8NLi9U1PPHvysWwlMUsap/rXaB94B5mLxhQGWFf/zSLJu++8zLmDxqBc+dTwBnXfCbhlxKDYFurwxfEX9PL34E8m+dWGivEVdn/HNqH6oO7Q499Z2LlPz1Wse2HjGTPHkNaAyB7bazMPEFxpQxC2g5FzjKW54I/F0GT8dt/E9hStDV8oYrhidwLw9AjaTCHcoI8cqCwcLj4XWvaC/mdm3freux0vnVZ2SYBbocpR77H9QCRcMdEm2E6NG/JTuKNqlNw/uRAbVdByTdVdC9b3hgPa4DeaxPd0i/LhDtoRnDoIVhjak78YVaNreiTM5NyycGGZPDC5eZl6YbeUB0wAKpQo2LxMys+K0da9YXlsm3x9wih5LPe9yVJm2mubeyfKY0/1TuzeP6qwbHVv7kzXC9qbPx4KOXxD7w6j/xKDYnrYwo9rfydGtGaboyPfvN/4DlJItuvGEIPvFgRg4xilPtgA0pR3P/m74WftKES7qht88T8USqUpAXCGNgOElb6nWQzwLhgNDpd8P8qg5c/btBx8/t31zQ54qdwM8nZ6g7TyUfxKda0p+ktAjhqT6u8YI368YNfv15E+HAIEBfz0+xkdzP84aYqekV0/DR/Qtnz0sDv3A6bb0/tutqJ67Q1TJ6UAUn5bS2mAyF7WhXKteHyRqk35DaOEr6zG24AP1kByBYX4bFLCXTf+Vzs3bnz20lvfu+/Z22lTmq/U4jsAdNXrrFA3WlBwFjsUPHIcfiqZJb314TuXHPyX7gfFvowEDTQMTY7/AVkhIAh/KaJylQ90RslnJ/Q/PP7Q+4+0169PupiqPgaBcVC3oikswLQknBp2kZhC5XX8tZdk35JpKKuLoABasOGMcF5ERwQim6dlbd9A/tnz5rWpmHhO6qTvadvzk88BIlCl0XrXWXMn7o7XfM9FSfoBA6yEGodhY2tScaAAUqCJmFHxqxE74kRv7EpvULeUyL7i2gjWnwMCtFuF5zPq7VQCwNFZATOmt59XM3v6mi2j9EKp1qbyUtaVB5Lvv9ZaDHTQKXT6bv+t9emxP791dMvObyXJ7QPQ/EhuRIxsSQ4e9PH6106KAZRjBRuswm7nq/Ke66PzRPPiUQyIr+tRCjuV9Kdp4pm4mdtL9A8DUydxAoalscu8QEYHrxi568tzd9YOElSQMARlD+oW/4WbMALM/HtWakVuOzbbEX7wj3nBt/XZpnPmNK5+zxaZV3AgZ6zU4SVrYEYXB8AemmM7FcGv37q1844N90QT8JQoLC6jjfu5oyn/7GUCuMkOnEII+MIYtn3gG9F5dPM0q2+hentmu1uYkKZtAfJR9GC1euGhsolk5FLxeNPEJ675j46N1x64TcW+C0gxuspYfMnc286bHliw8htrt+c0z45mqo8jkw59dxtW3EaZMQRWSh8q4Fq7chpy4Va3rx6yruRNVVSzpaBTEWNfHSmVQNkGMFaQjK177Lzq/dPf3XjBJDfyw6W/EoLyFy837fPWCsXaJtTLg4C+Xzur8p1zdsTis/tvWKSUBA6WCcasId1zrlrT5ncR8WCYgCNJzRYjz7zit9dHbovWplpAUzi7s7sP6BZxtEfT1R8OHJQcsOdmtsBfHXPH/JaKqRySbMc1PEwZvvCKBpBtG6J0LxfonA+QIQdWUSETIK6dM+b8Z6OQKnlXXv/vW1c1jbtm+is/E6+z3S8cIGgFy7oc6T8jncoAFhYIeGAwhrPPbAH7RE1S+8/FJQu5jYBfLLBsIPukg90n8HwJTG+UIhCpfP/5hzc+MvtP725cduvNhw/ty1iUQO9/zQKObBzxt8jLt9tlU/nxp0TVw+N3v1vXPnH9966y40WBKE4Dev3MuS+9sGDt32wx0KOH+onHIlVRdpg1+xJdKcnLJQ2Lw0PTbgagUiCf2wCk/I4iH6CDmRcjID8t3N0D22yBhUSNnDCDUwoLz7n4/elrngatIS5Uqgi1OzjWCv/g2CeiqgE/kBXIVHB7CtCROlq++9J46wXNO2+cKapcJiZHEPzPKcLHcUfhuOvSbAKbZXrkTxbVHZl4QxtwGFRqYA+EA7ds3XRHAt592uZUkM/cHtUemzFyx70Tp13x7fzJSQCZnDs2k7+K3ChAH6wKI7ULRwqURhewYHHtf77X31y7xC1ckhIU8JtTZlRm5z0iTq7+WfWOMddGv+M25uWH1vKPzJIHjsaBFGzH79OwFHfyW9Eoj9U9C1gpnyhaRJVqVotCpTDtviUVyAcvQqlovJFbEbGyhRvnVc8etubgRScvT0OxAreu7Arzbmxq3BPbeOCiGgqKYUBPAUHMqef85+zn1jx30dTGt0XoO3aVu0c2CK54u+JP3W2h+GDIudYgHT8QDVfUHTphdixk//w3v3+ytUXR23THxXGAk6KpGmp2Dtu6CDotyvhnLSjXbEF7cn88kd78gtgeE0mXP9aCGH/oGwPyuXHJk12A3q8BJCxBhuFavxHN6ah9a+/VK7LfQkjcwpvmEAZd8tzZc6f/7l7bVygsRqo9wTJsvuQOa4F0jR/bX6xJrRXu2P7xaANYsM7W4mMANd09R0gteTc89+gb/fKeJVGq8qofUwxU1j+j+tWZt2x7JvZyxcQbfv/sp4lfe500XPoTsCD/0IX5yDli/o+0Uk20rMzV9tXsFj//t7kvd90TFV48UG40RPVLn5xa/6UF8QNHYznnSPEZpFyKb0K0V8tkqivGNEeEkzsiSpdjZhhovQs4Dps5DeRd0Cd6teYoDG/ALqS+U3SltqwK55cL9o8/I7UhqdnR9WrRZySQmwqLqvI3/a7r38Pf81TTSiLRDXS0wldu2bqp6ZyKCfZMdtjPAoZgKQItnlGF+1rUM3NIFRAYIZBDdWtd79VX9R5LNAKso9wnNAn/RIJw4LxmsrbvgsCkBz1mwoUv7I7+pvK9P9l33hf954b4afrKNXvIC/QzR9rE/W0pRBB/kAE8UPKidxfU3BFMebGCKSC0JvDcXOeKrootb84gfqp3RiBBOtcZGXxJmhSZQgoVQZ0D8pfDjBGdwKK53u0llIZr2nof9K2HKm9HTpFRdYxFJG/1dzwndt5q37mk9yrzrhIr4sqG9pbevYETa54ldHC9KKETRF9607y/9lhrNq6bPXHmVjLFDD+WwdBzOtktTvHut5HSyv1SE+lhb28a01v7yMqb/tJiQLl30ngBMaiTbXGoLHoueuiklDrkz++te/erV7bzP+O8J/0mOoG+T2/fCvHeOnxx9H7zFL3FWVasaJIOZ0gtBrC3A1PO7d9DyHfSviV/dRihdYsc5ZkGAL3z6hDY/n1YJIOWQXCK9cGx4euAE2E45OtkgDN8SgXhWTSZb7bxeT7f0Plk3J4tDl7cQqt9NJ0L4hWXBtAzHeSvqd+R2rrPCuiN6s1FjjeRXbXwFf2Xzc6Ld+egWHzN4MFpF13X2HXLKmrbyikHgha0hvSkQVevD3z5xoeRGBQK3uSz/S1Aa63oydrQNnD2We7n0S2Kwb7sabSHBOCHAv4gPAKtB4es2bSuHTmnvFkHAN/3gZquecZnAzxZQrYBR36EfK45sKh7EZnShAlC3OWfFeU0bwUGIUfwmtqujWOODHr/vbhyUDWK6jYNCGPPAM1InrTJR7VimwboIMev7R37dnRk98eXdVqVIhzYph5WGuzCbQpv/cwsvidaC6RxQyY/Ar2MMDXXYvSsd/upwaF1x/H7sruPvdBWe2c55w/ACSFnIY+F64/7Yzh2PsP2pJsQ2waipk0L4yFcrhDKKR7HTZphVToqL14EgExRr76l5bcMTm3c9PqMjylysjqAjz4xM2v71myy6NnbqC0vR+mBo93L1+x47qJkvQ12KV5tWYY/OBYxQ/1ZVf7Mil/nl5ws9D035oUJO/cH3/tpS/wUF9f8J7QQ7mQLyLbPjx7T5r5jPnHLOTdf33C+8jos4MfPcDPeqYNvrZpvqqQnwdK+Kb7+/DD5gAUVZg2I1FVwZilKc+NF04Z1CwIP2G7eD28yKQXeRHv0SsK/u1tCjoxlmGAYidEhC6JI8VQUWpAUvYYNwBqhW/igbwNAv+PJkoUUQYNl5+w6b7rtW8LJme9s4+izDuVGZ/QTuoWvcU96WwAqLrcwwPGDUOZlrPRJfD/prhdjTNWkoVzH7IamMLestbNtp+jEhhlkfvHtkfLw4N6Ty6aN3Fso8c/Yh0FGCVj5udPl03GmDnhSVze2akLl579pTCT2eFngoYWAfZ/c+sSs1iSetlp1VpEyL/IiPWjTnffsRL6OL5M4VOY0MircmoaTXU3hjkk2muVSL+OkynFw+DBDUKwHLYRREGy9b9x3rH1AGrJ2cfL5wYIIUZM+UeHWBhWCsuNTDhu+9uigWV+4eVZ19/hET3XvZysAI0sQw0H5NYN+pmaTt2Z4GWdSfgr+HAjk2A8as1hAITfbwSgyiIGLomRv6AGGZMUpLrafWsdiWnLCzy2tunpflLjmxyB8WEABtMQtyHoTbceDrWvxBPaCh/PgpjhpAosSReSkK79IbDiwcESUqqZt7ZF3xuwtdlQHyC2rCkXBFw+wee6kuQujDyIpHQNy7ltthJy6SoFPlFsc5D12ZUxZsIrdCIIgF4fjV8y8p/rAJauc+h96XI8N6hzQWs7SlkdpId5KMRWY7r7ZBk6CduusYU9cuCbQNmjxX6xFuPOHFdBZI4CACrvvpzRoAsgNHb/g3SgFvvqLf1/fG1FEGu11RbehuivKH8e3ub+kglFABbhCtuuS4Ktt3xTIug8kOuDHIbMhaVUKdrdtIbtDlDj9DJgEXdEMTdgMIj95kXvV8mtB/Br+g7fedPfLB+57dDZoRhQMtXW4/CdwJPvtE0tUZLxhBMsXpOpYfvdvvLFy6eyv/f4c8G2z+6KHbMCLEtKYONyv7UqaQ5Y+Evj6Izetz1RaZDi0Tw20gabyMkbHdy83GeuuB6fYnl/kxDjIfoDJF39cSHRduYxiBKcNcNAiGt40HlcJ5m5WVgooCIumjYcvrt75RRt+80J7bp9nY+4EOuoFWoMKQx9dYoWV6t2V53yfPJN5AMA/OqSZHH0iEbt9zv3+zKTuBwR/LCuNqCAfDROBqd0irn5wSZSxAcNIxXc++t87lld3jT1jU9b29RT76nj3op8JtPratuhCuWmsKJLimRvnTt9waP2BiEoiWaKBDeGd723tEHHn1MhSXTjHXvrPj9fu7xvVqKHWigXAH+K0MaM/oI1L8iEkbVsUi1R7XbLQllRozfDu0/kxpHLvk1ZxJlrI1EivBfnOTZ1HYc/zxQYBWnQbzebkulby08YdO/mLpA1OEMi0KVf+voVxLm6gxKrqwB+AQCyrZH6XfckAQd3vz4+MDd15z8T2eWcE5tsGqaOHU25H1EB9/Nw3ryHQtwSAWMYWLlmLAo5gw86v2gtue+uoXF5XkWaAfWnDIUBbshD0rKKSUXxzIPnBz/YJaPzP3q3P/vb7IpQCAuoa8nzQGqhGW9/TXhDqobLUrxPWLwju23jz4n3kAijOpp7Qd9anar+zcNINouYgclHI1QqW0Kn78u1RIN4KBwsAwQi4U6FHWwqBY2sGja+8JsvRQx+UHmMh6Ccgb2kN0bjNlgOLpH72Xi+MRkeYNk2B+PjwG1/+kmBIA8WSe4DvmZ3RdRBHizaUO0e26PbrU6+wnhz56dfO/rdJFPIZKXASSovvp3DbINkG9+3Y/wQMUhVHyidhDpBN43x13b/PBGiJRkqXhMTXcLiuUlS3R/IiS19rmeJagKFReODnxy945Mh9uyLYI5bOygcBPkPPyJ6R75igPSpIxPJnlx4CMA0vucS+Gx8TT3va1QyatuHP67devur/NZ5xbF1yog3oBljgqGjI+QBEQk1xID7GSzoKgGVDDcEq3zr72CMPZ/fgDGDr4aih1q8vzl2F1jI/cnVbVeXys14/tm73vIu+c0lXtFQJJwN/YPcss9235BILKHdAP2w+6ry48x1nUPTu2eMSLcC+nAOPA7RnvzmnDq25QhMQO2oPkF4E5C0DtgUsktknYjC+bQC2Wqfv1sDz668ZubLvjGmQc4NTXPpnpAkzsPuW3DX+7eVfHHS/Uy7JxQZh0Dv+KdzCTXiS9y9piSKt+BsDk0gYMBQq3pwx9M3xV1Xc+uZHyUDj9pxZrn6o06KBLL51vVYpK4jwSKcFQdZ+P5olmu+18tMKqbyZocgyGCvgJAFrSxT0rHQzRHj9ZAhZ+5PUSap8SwJ951y09zCLFYkPq3vG5mc3yo1PtDEgRLYFgIn2bOy+ZgItqZyzGNAQZnDY7p7/vmHn9IqnN6QWFwNflQ+k424rUfBtgHxU88Liv6EsVw6syB28n3fv2v03c83TI3z/gqA05PoJRBwql2/rTFfD+3r//j/YlJKCpP7pR20Ltn46aUvJsSgIDlN84Wx++U0rZzhx00ZQnkYEZn+5avqGg7XjLsrufn4HmbbFhX1Y2oqrw/9ve5ciQt37b8SP4/j2WKWnPK3IiEAEtOU/cz5Jk/mGYLEspAQZWyOY8vf80/tNYdiMtqMH0DXslJpGBYA7teef+2av1kUY0IU+BQkrVM6NhRuSFhA4sTUKiAx8hGFbQyHuTSgndxjICWwpdJsH6qn/1xVX3H4wXLW/7+OnI+SK9RgKCIe25AbhngGQb7TUdHZ3Y0P0wImLLN+GwPcvmjp/zU0ykvnQzbBcBL1Ku+GdrHzAdGrQBZkzZKa4M6+60w6N2PZsG023zvwplGJEV4hj1cu37ekzn92Sf8BxROl1yczZUHXyuTfbamaPbZjld2wbKbFNDH9S+2vyqu6N5yQnAfLrTdHgKSHOKdxqDABoXZ46TgBCC/70S2vHV84euWqjCd1PQyGFrTosAaoqH1jHV5orxt/6deREFVgHhgr0m/JdAWRGOS7pVN8x26u+Yx+xAduNYyhrcfC0BTc/+1+3brqk6ti7v6va4abrm4IaTHOPiHD3iPajlfd4+Lc45XUeeDRaV7mwdreVn13/reUXSshBZkdYoTwhTt+4ZBT9M+a9nNHsVJEZ0aY8CGNbbOR7W202R4dYFJ3Cs0cWxqFyv/3uRuGMCaWKm7W3F9ZVzq7usAZ9z4L3QeZGKfbHz/C/zMwenldTUf3Iiisiqh8eePrW3uAm69BUdyBKQwLwjRmPtd+xas7IxL/f1Zq4KuYeMAagQ1qcoGFGNqAtOTDpg3Q4sx1KskuKwYJ86wW3xwA4rvrhBKeQNJgx7Im+cQ9rVpPQ7eITAvyaZvtu7ri6qnvamt74nkxKOOrkzskwVxeaFsbRmq8DQhUcL6+9gZ2DdP9eAPmzOH0XTbvcyi12YDGagAzGhf81c4Ypn1sX5a9OK+iexslN2p7i3Y3jqN/wURzt5Y9cr+Cc6WUgyu2OTUr5lkRrldu/liEEAnxCkarjngvmWOgClE9EMIggu+G8xl8s2Nce+VP/YrAfeG17icAkfSuBnn65cMvBiTe0lFG/ATBW5MXBra3nvtg96YmmtW8+FxHlFVkMB72K95267tTLh62WPG7mEAmvAbEAfJGu8QQau2esdZ9JOw4IbqOxW9QE7g405jD9pUSMrw3vndig9T88Pt47fvV+nO2IXBTLzBCGV6b/v53Lb//Oj25YaJ8SqA9sN/xYM0bAloPTuwVoO6OEUigpGKEFDT+df28avGbjRVGtRXdTJ6lJr8b+E9a0xZ0bZ+4daX/h+kgxlBI0qpafjzrn8r2l/iMDvlhBtmy1x7kHs1YAxwJIoVWxrnfjOcmv/tuCavti4+uA5Z5N0Vs7MYB0XMboAbYERNJyaW+4++e3BfottY9c+pvu8aFbXtxvpiCTQQtiCNDicqPhgH5UrlmWHCliir+xUphWCIzKMETNTmq4dSaSdNmIz9/gQ6bird+Ko9gxB3AP8LqZ79W2RuIHb00IlEdk8cHABHt+32MTl+x/caexwV0sxe3G0F79fTzcWTvuCDTu3T9eeC/EXwBIJX8zZfPfpv/HMxuOf+vABrV+LQBdMqzgDM3PGPFwWw33LdvPW/ZOs9yfxZwyK7tj3kVl0Stuq2aMke3aSknbNZ1t3jVLNWruntH/5sZ1TUOf3P8fgdqYUD7oml8CcX3/+hcmdb8DbJ6atb1TxRWQ4VBUr20B6Tc7xOZp0xpPOBnVDY3QFBh571hkG1O1x2YAukZbWYQd9L++6du/o/LeobCh7XNDL+VCyCJMrOK22dLjRr/3brzgX4Ne5bAC7qa8Yard/YfwJzy2LNuF2JcBE3cNa4rziPbbF5g0EnXKw6awDTHmaudb7162+eTCnb3xruXL7vhOpiDK1DV6lXZ3b3jPifWBuQKiBT/B4lpMhc+Cfrt23EFt5rtClDQ/q5L1S6KNdoRnvVs73c/ka/57IsyofXjjBZ/UzxRR+rejmjPwI6feSl/14RuHVgx7851fANPLfFIAE/bCb6Mnu2aYaC9HrQSPYkNON2xNR+AM0f60584X0RoYAn6ssvUblIIx6W2BeTObhqDV+AXFbNJ+0MsVbenv6K6Pr3r05UMLLder2VN3bvcPAt+77ePm3mAnmjJ2/VgcLEe1FrTB+GJyUmL0iACqtmTASnutGSKDAWkhJi7b/5tVG9d1f2XmLVNvKYCTBG/LqegkjIOObBuBFSgz2+miAoTPZua23Qs5CDh4TsIuvPT2vaKVEv+se6lsa2e+t02O3zzt5m6hBNWCkQOQyOQiJnzz8NEnl09o+8FWaGPmiTJNssbHUWyIWsxkT64yxeGUcDxjiJUyLr/sDGd6773nPFsXGldmIdLB8suxPsETfXHGbolmO/vFoKI4sB0/zGiUv7w76anFvAEzgbM6CQKRk7aXuWsKoBsrzulquslesKR30vv7R9jDt3yGmrJBMEDevyJwlxNsf3zKUycpJqQrUugQHC/snfTpe+s2bTxn2tyW3PvbgIIEUx2lZ8M4KhqBOH4K6r1kCgJSsONr4Sj5KDusqHN0rxpQToXsgPEYDkId0J2149bnr7rj+3ik1QHDmKp1fSH90PidO8f2LY/WBVNoKaxtunk4FQZfMuyib9lKKx4E9mLAFFZMrzq4vXB1XmZ/sXHcby55u/0Sr1ETsNDJL1mebfctSd5d4aBPElqgjH0KLhd1MDiatWdU1g3owO450yF+eCwZsJyy4EaD/NkPbHvzObETdPOWYsIgDcAfTM4QP6y9YPakXy8Ys/fGGxa6VqwS5ASb54ytXL7t+dotO29dGP8OtktjUvjN9gtvtakhW+nlHdK9qeQU/GRDXybw5eYZ/d33iCSkPC5RaBC4eeAIeHqYFJjluU6ssns0Lm8TFVS+E+489+9/C1S6LeGPOkGGp8xQ07vd41cdbPREYAf8YOTQEf608Ju9F/5pVVt107xHv9s/yCoIyNgmUKbL0tnji/sFOZK6KyFakHkNtIYZ/YFa0UrCpxJslGMGr3RDJBR0mQzD/bUuYfYP2mR2ZhsYQnEVpQB70Jd/unDdY+eOmNP4dq/ZWyUKTkbJwItN752t4MvStPWTB0QscnhAXgM4dkWyuuvfF9lAvyy/gNBtDja+oInDk0IQiNRkzjmM4+JrAvE9R8MH7xMDByBzaTwcCBCEeLQ05WxFAE2Kis400ft2zgLtBTXY2wHNn0On+sDt6/7Y+O6vNk+b1P3407Zml70W2P88jcGDzrAd8y7qntuSH3Lz8rMQ5dlLA/cIV+LWuVKFfgKuZJTm+PVzRSPnbzksbILuRDvdRlieOtLxqVQ03U/HA5MeiuQy2ykb5OVse3vhc9/c2Nx09xnvbbDsQu4j0nFsDBF57MYRSa/kwnxF0AeKlMUgyCcVk88/r+LVrqa1aI/80QEUe2yruy7JR0fabHViJMe+ACpsXj2s2QkiHW35qXe9L8Y0RE7Bv3v+1kBxJz6zeIBo2n8+PuLdjUsqxlaKvKV14WFjwYoArH3qV5U7G988tq5rwW1X+rW67TmnfGq+A9+bOHNWWD634cjJG9740T4buCrl7a+6BQTqdwq3OLxOUGnyJOSCvQvz8KQIv36PiBUCrg+SpfZt63TvBIGa23EY4ssKwLgqBbpy7Q1C7joxF7o7rIevaP7ejXNYRoEVOF7G6ymVtXvOnpv8RncbgMovGSx/e8H3wrNtNRX3nf1e9WqhpGoB5UOrH31zuXhBMKFggcZ2hbIeoTHne+eyHW35qbcKvfV7w4UazQEgD5322+hH32HNc2sCE+Z+rH6wge04RHjAvLzn+U2Xrdtfv/3EWvhDzsnYKm98RcYNqpuBa3VfcAEFe7GTUfnKFRxbEs0m0lvH0IJmpwVF/hnCNuG8YMSnc+cezHKLQHujdESbaMaYoThji46mRciM7F4YBBhMfqVT/NUCUg8S8IkjFzdch9y4JmUnlIXJu8m54s6dE/c0XdQ07NP3wtsmtZ365uHkb5j5rT13juua2AANrgOOLE5SHyjPa537BZoXtpFJCTDgaJBhe06s+50W1V+Gz685DtCrPqKG+OQMuRJI9F3JxaJHZKaU3aX7977Ydct9m+7Y0nvrzln9VjiFVDWYDGFiiNTQ78+alICKAUdkkfuGyec1Pzth98J4YPrqrwiPsOpDr3px1Zw6mxGHIXvzpjbDM3irrDoprc+GzoYnBZ9sK+VKLcLlj6MRTZT0UMqfIr6ndh1WgiFH20p+EQEMTN2HqLxoTrb9ntyBse/vZ+92kpgD6v0ANJmBOy/oumtwvJUWVKFUEBhBc688lOfo4IUcd72HrCIX+dk5x69+RLfWzWJPOh5YFMh5NldMHfaXZZ8tQm7QHCBxfFv+LhPAIEXQq7NiU3HQqkS7zbdt5bkvHrxv7oOo9dKChq4CS7cuXNU7ccOxjclvOKe+2w9YLXIGXPzNheva160HKwBeCToHMqAfW/Xe1jY4OQT8yg3aA9/ccOJ8ZmdhcFSzByRJKkEaN5mJpsoVh2YQoNq6i55zHC95kSKCn8hNPHZsXMWkvza1Dqp/RITKago/fiA8gDzSzAU/S2YAj/eRoRan/paPh445uv5gdk86qtTI6GCIMKSDsK39YnFQW/37Z9XZpLshkxD8SluU+24+jUIAcYnNyYS7o7lbIxl8ud/FCdSesTxLhLbOVErAYU+CewSIBtZsFMmLH2t6rvcb4kpnYLrKgl3w7fnWEz7hnLwB3l38X6Ztq34ITfjB92di0Ai6tLZH3Z67H9ajclHlOyNtbT3/WvkP0kieChmXWUkxAvDtgOGaeypJINz26b3PdWy8OPmTynj1/suFGpPMVRC0DA5Ur9p045rfnpOcVNZYBpet3yUIzn2i9cVbH67u+NZFB+uOw4kyyalKm/nwXtIjuo7mp175Nh8MyCdjINgDB+c1XDPphs/Wfy7qgz/H6+4vTxA8UHvGLLglrn6xAdvA1i1+k1/126yYnQ/MfVQkM642PBO0Fu8rarhbfOzpW9MZg+z/qBPLwbKwwqwgGRtx/K7QP2cbkNEiW5MaDFAYIkwqBf12en3n0Sr4RBHBD+yznvt80hsnMIo+9FXkfcDo4oZriID1zWPxTfetu/aG2+c/36u6YmoUkEFo2HTv4Ftu3Lrm5T3hSz6dpNFT1HgEdWXKCy2A2ktmL3e4uPqT3cpFw3ENFgL0Y6t7zdbsFv3uP5HbV6b6NYH+P/hEMgK/uaHtkL9M73gaFE/JGpX099kYPfDM+aU7LPxw01sv1C+Z/WLXLS8HqHhQuJL4ClfCq6jevfBdgGrZBpGA5jAgN1jVwbf/++PnZIyDE7uocWeaTgacDFog5Fvz7Lxz9pofQloMjKZZWZdO/Oa+G2Z9Lu69GD1YPjWSbvIkB0BOCnN08BsjV28028baUc9VSKg91K+91K4JZ8HOW/b+5n+2KKVq0bRiAb4Hp9sQmCuAdNQE7i9aHoDjbfgAveKZX4/JVbS4v6YAyNo+GvcQD8TyYgywgsLArBEDIQgCoQO8vfBlIPM/5ZczUwgPbuh9/okLLrrh4tXLrRsaUqliJ4GoL/4D6vCFn503828jE0jPuqyBu334PmglP/urK286e9opmbj1wPbl5g8D0eo3YxsCc3e8t00kVKCi93YD8mMvnhkfv2PjNuvz8c8AsrwW0KFf2oyg/hGHPb6uF0avSAF5KBiCAk6dubkRTpi944GpZxnlr9LkCVH4gyaAPtFlQXanwD2tQOr4tURPNaii6oCu6Z7vTuqBIEb/hXGYbp8QrXWM0bzjF8vSYIX4HOQFpJCWm8Ak+1jc/V1tDEHmVg8JzggHZm3pnV958ZgTtksTD77+zUeiE3cci3dCzz93Ny/LbLc9yuJGFuY5uuWa6Ym+R87e+0bLMgamHdeP7rrlP56pXzIta/8rN7jzaxQA+Xh/Qx+tWfTGPRe+Yp6epvrzQI6ZBCOeBR8NRY2ah/N6Y8/GJVPvs2/Zy9HEnH69SAEFF9kzC+89c8OPlEdZiFaLImtJRjf+8Mvea8av+tXmuUgRL65fBSs08vGrLmueNqElzRtCZSrzoosdiLaffLLD+kdYa6J46X3Hi9KxfDCWpvF7qElaP81J14dIQsqBP0a1x9Mwcea96+Qk0faSG1Yig4VDt7mv+omAw5o4mN0T23zLv6SK7IAf4LiymOsV1qDAC7ZOuZpKt1tZi2/b4bsqRaMP+b/RXj1kmd7f23uvlKrkj0sAtQNWzB35gm9d64Sdy39l47MAoTTFekrQHw9vg3efaWo+OHHV0xtOeFShWPzI+OE/Hdz/3Jo7t8ye/uQdibJ9SA/g//sraNu62DJ1wpPirN7wO4BKJ6EB6KJg3/XkddVv/+zOV8sVBQPAdkrfjz+mHNbGDp5l7YE/3A37QPPcsQz4tUnle1sP31UpsnLz7beifEhdh96rwy+MXwXAAQumw/AM8FHGRkCLGK3fM6ezb8k14e62PBb+rJ1vBkSr4qblgbnfrtN21P/AhuilXVLYkPMFLYFuvHPdPxqEAZVZut9foGiv9FUjCzD9d3XGtLGH8+G8Js5Qdxk5mQFJ7oMfatuH13XSMmPIzTxpdqb8uGKum9gzmIrk9y/f9IO/J292UrKkJ7WQDno/vo1vjs9PvUsuCp3ICM10rwEE0LDrlxzM3vizf/pDGH3pKTqsfwAnNrRCD3tOvhAdg5c7L4fJJ+gPMhMWrKPvkYuHxIpPGDjgHzyVs1p/e9F101cv3JC8v4UCZedv0BL2OfrCkW/+1/po44e+J2QDec2VfwER5LZBe+bmA9UbUvGkJj6G4hkg5BTjCyOnVX//qf81IWwRCjnATzC3/MIGqGuHA3cxTdgDZf2nB1/iE4H6VR21HW2Dp16posv9+zLKuXHfNsjb5NstCNNnbppymDHbCsobzwTZOVp8goNeNZ/faTMxGzHQStmUdYBnj7b00JBfSuMfUppKFf3/B2SyBsr9oQD44xkixMkls8LAXwjg1qmxARtxeSK3d3dsVceNazZ9/zcRLTYp0QJFNlmHiy6ebfzpxPrvTXp0kSMyaLgFX7AxsZaHL+97pGL+bb441XZqAKJW9uxA5ez3h214d0RvKUbif4dCtzCIbGmab5NvRc0hpyzaqI+gb+vhu/JC2/H7zZdMdVSmMQAzaCX8LHt/4u4ogywOujuGwHER1jhkWWP55FabMCZ6dhee+4zisIY0NJ4FLwPJxso2r8UcJMSpOtx/CNLF5iPUnmO28/KaK74p8PUV/UtXfJQBsFritbHey5751eap03ds2tr51uFccnDxRX5gHQyO3rp145qK6W/f+5SlrFl+E5Cg98tZtXKe6SyqXG43tSl/5CLOujWCyOC5kzZsfDH76oFSdcH/E+ZvaIQYvy9z0ZqSAfQHWyGRriXNtOk3e9csAIPRWCveXHfxzoZB9tZV8wRZizDF83mKHzOYyj7Ud0GU9xduswHNRC+ewDrO+OfzFr7U0IAadUw3I9ZHWCLdtnxa446SyfT/AMViZi0OhoFWiHzh3S2oGCbX19icenIJWs0t4+3I5tkTnvj6PqfgFV1Q/6vZmp9mJXyisza2YZ+SWBCuCTqJjX7GAxddXx89XxVUCeIJFTVZGGFrS5ZPIvvCXcPaFzvua8ss2/8bpG8D0Ep663Ch8wrByXVvVMunN3/PSpOTniYEDEFw2J5nLhvXdOPuY5e1Hp1zdlmB7RUADpvHTnr9zs29vH8MvrEc3HRF2MYDpExaj4noxTfOBi0aEFCsVeGQXz5raNO0b7XctK61zsvSXgb/YE2/0jEf6mxGQAudeDKaDWA8QDI9ov2O9QezHW1bp0FMZErub5ha4tL1NgQgaeEbYdWBMpRYBtggq3/tIMUITHStIVqqNGcBtGl2wvdyl4UPfE9JtZ1/PpJu/vnPi5rDskvfWxKEP5lQLczejRfcmg14ZAcZtPwrrO7Z696NDe6e/mQqP/aoWEEwVT5Nc8vG5kUDN6179muP3WE5VQKvEKcEHcs3ojVWw6JK0e+rddEsNZ09YP12WuP77720Ipxi8cAqnygNhyDn8UXlRo7snzJxityve5IemDL8h9qNO6t3xDYfuWLN40Ymg5DYat6P1snN0lY1hQcteu7NSSSBjx23FRM9Z2bQnN41oO3cD1q8wp2eWtB9u/6AEaNlRnxHveEcVV0RkPKTTsmxPzl7wZ7PI7Q0ixXBGHK07ILv7pejcLCGGfnO0Kr3/6d9Ut4u7keWAcGGQW/P3dkz/oU1ly2f9u2Pfzlmu9ckXrHBXa1Qwc2+eCvvjFWanSm4Ojmh8udH4ofvgoJdWpgCVEHZDovZ2ur3t0z9bGlKeXmeCkfxVKsADC2/JRsHz6BYAK1i/i/suY/sHB+Yve76SUsXeynk/YMw/FrQ0p+4c6OoqDvjZ+d0Hlv/DV4gW3yvBdB5VOsCZ+7ZAoqZyNBRut9cQhOB+mV7TdlWHVVeY942lvvx5Ad/+5dbf3HLulX1n9MFzQFe/5wL5JP3JwjDlr/ngnnHQaWKl8ADmpw2fc1zzUcmblg+5rkJu4Tj1YwCK4fOj+vn8EXIz14EEJNmZ7GwWcHFmigyip4lsjeDK2oVcgBCW3YNAfLJygYg/AEm5B04de93cbZLv3w0sBtekKx+VuBfJ/ZOqJ6WfeLE1t9YgQEOy0Ym8s2mxidiod4Jv6AabV2jXcgtK29CUrDbmBEmu2rWpJYr7PIm9AzD738CKsa2oNkn3le/lotbZ9x+Q/XM915o/cNvb90VLX/U7c0pVRnLIZvc5TVmAAgtyIrz8c1ubPetm73ATq/PPH96ivR7t73/1vM7nuaIJZfnJwuvIQMy8FFgXFRteFnw+Ocgnonl2059g8/s7BsH6NFgAwA5MKRsq/rhryOxsnbKmWkv/O0UeOqHf03CjMsGWZsfpuu95F4ODygLOqL7uSXWFWt+f07r/BY4+LzLL9gfqcsFcsIGGnysJATHHy97NgPE0atETVcM8O1FpfW2cOeXtnfPMKDy53vkfTvPHnwATmGJBeifj3cRUiklC5BCk0bieOS3O6fvWL6mFfSzM6QWKq8UlaCavz2f/yr4nnt44+TZ9Y+ziZJlWkHvjWueHbs+Wr6LF3cdPYS0NndMWv10Pjo2VOoifG0f4759acM97w19LPLyKTpE7R+evwpk82WdbL6jvqE5p5gWw28qSVcrrLE2z7z4MZ954DzxZa4TwFXeflMQBPmJ3UdAawDZ5uW4V+eEGvhKgRTox0TyjLIGPwJEkBn9gDO2UuShXYAQploTD56CH//waFaQBIwHmDwzL8dvmDq/+71tz17VAqoVQ7jM7shh18Zg7rd7w51H81NvHWMtw0ZDR+2dFsQhTtNFB4ftGRgurEMuYAPHqueMtO984tlhS0sXg5Cjr2l2dud1WydvvCBwNz845QQuCG33/4Y+pKAJr/ITIOgTvcOA2bUNM+p8FvEkIINulCZQYR67+ud2LH+AD4CSDltFjFRYygaPT6Ap+5F7Paeh+8yhlcuzgXTNQSCrYyu5pgAC//cD8q5tAP9QjcLpat7MpO6F2BeMrDCrrr5wbFcapyQG+9DJWw17qDl4niD7RNshxVuXJxUrQH0D2Mho/c1fO8UaFEWvFIM+HQ/WnlteeMG1uUpVBwZ8y6MBq7Ij/s49F49fao3PZT5nssiFA4zD1mk9kq6npIE5pGnNmOitXTNGfAIgF6kLZrB4NiXYdnD28w/Pf7JrEh97688dl4Jg6tiXj9cajG4p5RzSdaXtc4LGsgyVs4cF+pYErErq3Ac1gKxetfaVb4/YumbBI1OBgak8tg/wTImfhj8LN6fsqhlfpdCq0MXj88bVOPX2CbEpRk8pnt9GoqFl0GEcUDkru6NN0cUZSL4eZBz9mOH781wkFEVKANGfgEB9QxQ7HyUbc82jtmKYBx5Z/6daIpcR+P6SSA+fPXFDzzqbgKYIa0FRNf6ndLzivhuc6oc/vqhz+qOH3i9nBLEAuZzWczdHG7vbXiGcKl7SUyDGi2zHHeubwgnf1oA1KA0IkfHOvcyfndqD7z2/av2Lb906W8mVAyHzuex/+Q3fGXjY+e6ygGT9o6J/DFuSb4FDsCBc1saoGM2iW7YwQtWF7Fuj4bE9pARYH7QO2QKwBc1Bl3Uqp5B6tR/8C7K2j0vuypNtiQFHlYqfBIPM4/f/5P/A9XPhpY7FL82uY4bJlB+7DjAuRDHYbPNBx11PXjPJvin67CS8Ar3uktD9AU2Q3XHPEhr33CLJIFxewQCB/qUt/Xbtkrk3znwnz3BSGoruJrieEgd3vrTnzq1vvfLO4g+cAQ4WRbj0/+7BNpcTG+2fZuNbs2mSFD+/7oE4ncVER/g/Ypg9emLNzMY1veu7zi1L6uKBGSS78uIzpjUGYnEgTlFaB3OKAVX5mdi+dQGg+qfFMc/tk4UV/mcfnnlz65cvmqZZp4mL5v+Jfnb3qqfa58XQvBWYKbDWQlS0MeOyVRbR6T+ZeSEQczKZlOsZAEDACvUCVGRvzqG2ei8HSf58pIl+rPkgCfnCjl/YA8Vcf58I3NWSpHvtu9+7uXeckyyklkFqBeL/XrCfA5OysCFJl2/rpvGcHPadnCRog2d1GO0PVR2w1s2Y/sTd1WPGfjuZ23PK81rwIPa5oYON7/7sZruMD1P0zywLvHnrXKpOjEh6PFlQRwuSI3NGVJyz8MnpW5+5aPZdf57pAKfOom0V/J9Q9G/wO5AaffmPlh6Y2xCtflgM/u10QJb9i2u/W3yze6ictBkxYNM0g9Y+oJHEiXFJLYou8ReTkSnTtmYnyDM2hLWmbQRTtyMwWEYdBFn8P9I6FTXf56YvOQVemXP57fvDEI8s/ZOXD1+96enRNvnH7tpy3aQdG6/c+Vbl3SLjlaBTHcYGMxB5GfakDftLsfLuoIdEWLZtma11LdgKKmW8k/HcsfBTO3Pnz99896JLrq+YIpzPlYHz6dN/+zwQCEid/e4uwocvfmT2yDWP25v/x2YZKp+qX2MKvtbCyW1nfMYzd6zCQjkjlLbeIAEGbZ4NhGl4pyFZtn4BAb+f2wB5Zyx/z3YC7tlkohM/Z8Wa+NaNV07llERaOqT6S/Xd//FZkLBrot53ByBoOP/UesPy598c33Lw1pltG79aeNbVsOb5CGXV/cSiN2sTb4U4mCmK7JrZaTZ0m+h9IqntSIGrpzNVP3UZgNaLGw6aqzeO23b/wilhdBjg1aYgrswrjve3ET3tFg+ObkjCjMueiZFsPJ7bf952UtKNR/f/f7T9f3wcV3noj79nZr1aWxtl40awDgoeQ9I4iuGuHKCyoWhsciGNoRHBJDLmxzQyOE3SVsFOCcVGx9iQUJRY7Y1z7SDFW4gbhRhXgTpftxfsgYKkS8DagqO4JeChEtYSp8laluzVenfO548zszu7kml77/0+r5e0u3N+PefM+fGc56e51kr8+dvvsTcMzewbWd31pZMf/paD75BIbeclCxJPf6nQ0PkXfktK/yoXVF/qhDv+YcBCtwwi6k5pQX5t4vz3Bhoff0TbN3DPxnRYuwbA8naRXMBg8DvHbwEBypzBzF68/QcHlpxY/OAnxaHVtz8gybNN869+7mwacfPb7QE4s8GhMQppN1SLL/ewcW+w0RdvjfszQvh/Gj8VyeidvXSMpZbYbyRX9PUwzdhc8tKRRSKhSfjz9KXRn/iXya0LOza0EyfsF1Z7372vc27Yvi6556ntT60+8evvnLIIrlomRKBkfXBkRlCQk+mXa+rU61mQPdeehQslWLJym4tybxwM2WVLTvzenicX/GiF/PyXPzFXF8vWHyAVutT81rPBceGCabHAScXXFfYceFfdDQ8Rzwf+XWNAPqbvOfo3jw3fd73dCk1OaAmqMaB0DwEXuUGgF3K+24hcEVgyNjhdOnbP9rt47FFpKgEJAiKRd3u/GXjHN0VWs+agdaW/Q2iUIx9cCl4Nb2BrycZ+Jhbs6VxRZ/1ypom3DhbVVHDDpPIZMMTQ3fWQ97YKfJEEANJEn11R11F/ohEmIoJi0Z/BReraC05zr8ELe77z1hs+ubPoAvmjzHfddfzPKPDEb0V/9f7PPOuk+l+zMlz2sjnY5aphTQA6zNx75rY9g02n7z72wm3Opv1mVVFPMDYzYLdmjCOUHQ276Dkw9QQwYjhcPHwodVBf8/GKUx5iiwU3T/OOozMrDt2zUaRrRahe2ZJqrmhgHsgJf4Rikfo/Xv/B6H1m3W17HsXO5wAivuLZ1DKMwMSmCUD7fnU1U0AJTaBfnsPWPh/x99VdLmhYFz4x0tJ0hstO9PO9HzqcaheSwOudNS9elh+16j+C/pdXyydfspNECCKRLItZLG8+SOGXXYcPtbSDAy9WWWIDJ2YErb9cD1cGwXnUHNLjsJx6A+z0gysX3tCMhYsXmNBD73qz48+/3v93dw+3LnruWae6VgVpGnCqzXAUzEdYLID3vLB8UWnzygVPrTpkeUKerNl0tSj9YysPbq56GNNRE7XBs1Av5QwyHQilhf9nxriSgVT9eMfoYBM7jn5B4ItVOdFXd+odH5uPVLMAd76tf46sTDtubgv2MPVGpV04/OwKWl+YKL28mF+7l3i9pOKAmJhTpz4rWCl3pkGaTWd0UaGvLaSz8Y/+sWtLaaCl++4PydVUm4wEKEFF+acGFs999J7S6NtXbO4Yu/DcoR1Ht3UDGk4CYhQnEnyqgxRyjaj70IfntoTsOgk//0za/xmBcncEeMvv+NaOZJR92SSGFaixSgtMvD964+3f7Hvts19ZX/EgEoAgXY7GVQPmHAycUwIvhxljp+lsXPctxxAvr7zVhak/JR0ucfP8NULF9jyZPWej14uCscNJge+gXc0jd6BesNrZIg4N9tKDnvGJ/nlC+opLS+UztQ+iz35kc2pUANMEN9WIZgEtz9SdbKDRWd07scz+4ILl8ylMae327PA373WD3y6gg9Sd9iQZ4/Ch+64G2dOHH6jjVwAOk0NyxyeHvtmUjbfPLJ8jwZPMc1P1Yc5xHQMRY3rJQ6kDnYudO/YcKkAyehSCe5jMA//ta72fulbMU58DtGaAaSatXjpeEOglEfHT/BIbG0dgffIywSGCPd0pcpRitO0LVypWf9elMP4PoPHU109dw3YgISSJiJkH5IGr4Zd3pB3IXfXT3nIwtjCMAMhBZjfoUGYaxUw4W/TaRseXejfK8f1eUkpvy95hKSel1y2HpZSzx9v2Tt64f3zV8NLn86dv3Kc6WcHf/i/hv+qR7uTQjX1ox7cs9brPFf/prJTSa+nplqPn9kspJ5c80r13uKU4KX/cvV+GYFhKKb1uOdkm5dJhuVsu3b9UHhtdKvXAXAwiadaBdv1khxRJcDCBfN7C9cCts0+8uu6jt8yHlb/ULeZYKNWCayFMD1IOAidu3D42De/82M/TLP6JCxSx2CXDfBEfOuZU9d9srJRAr/+C41w5Yxf+Hp8z7OtQaO0kM9Ol8zeIG0bugbsIuwnqLWupOJSneYpLG/r4cP5a8dZ1G/9ncvefKztMEw+JVYTEjwEO/7pz+7pP77m/j3+u5nMBsEbQekyUzJNuV5kK09FcGn4gtCzJAW1FFjb+gzJ7Vn1x4Zq/XHni8Hvv+YC9of9EmTxLBCNK+eByzepQDPOBx7KYniJa/MlyzSE99ED9psLjLaM2ekIEo6PF9JJMl2yo2NWbVO7BVnoQlreI7Grpok+nqT464/ZTb98O3DTL4oMv3yxBOrlpmUdA4g1OuWdzYPBSIVorkKon+ZftTxKgKgHObb1b8NIdTFr9m1c/V7o636BUEMMFHWC1Q8l+d+Vx0QV0TbiF+hevOp4q0SE3BexZlStBaVHD1sOHnrn+nbfXP57mKHmBb9ah8kWA24IK59uza0kgQWTZns2fPW7vy/0F12g2NuIo+K9aaNlCcs+Hr75zzbGdDG8NhXbGn74lLqSPDcIDTB/MV+L/SgATu1daT2++8eNGGl7RiCVYSg7ypJv++jLhHlhyr0PV2McIOWN+qXbUuNSCcDF48QjmVSnjpeiZjcOzI1ceyDYL0e2S2xZckjnqixOmSgByk8Lz1eC8TDynCfTYTfxoZsUzzSBcLwFlWi7zMlG78b33X//pTz/3zqci+coEDB1L01SzxudANW/IuSBoLo07Xb/zXXu17+xN3VQbruQPLu984lDq6XUf+tj43x5b6ZTnvg/eFyyMwhCvdy+2Iy1/FPUoRPTENbGMse+pt3955OKtX0//qDdEuRxlgzZ5cNE3/mSJ+849J+ZD8RuX0imr5VWgjALBbU3c+2Dr6NbDh+7+icvhXd+YdWJ8znXYBomIaeUSaDbPbhSzx0QJ6mfCVSg7D8FBu1Wm0fmG6qgTvGsLw0xbYDfKlRS8zbbM5x11z4ol5kc0BOK3p9ZDFGGautKnNHHA7dx9/kj0fc998+tX39qR+fCS1Ue7Z8uiUwfQPw1gaLtFug6MkAcgC53LGYzbrT8ZLJ2+7+N6s2E5xCozfOa77/jMXx++Z8O6+o+96Ow8P99s/sIEiHk7Nt9mKmCmZCXjd1xxqOUPxWf/6YRQ5id+z02mkh868Nx5beMPZo9tEdEdzMOcfGGQOmQONIFe8i9qFoBWpz9ruy3HTqSzb6NOy8ADDmgkIjESdvOf7JpbGTeBFJc6t+bcYISvQAhQP/mPP/0daOnpPPKgOLj5HY9usy1H0XF4ij512s+BtkLlPyrTcxsovph2pksDHxIIq6IdKU55wHEGGr++4sxtH/v5wucbcpeY5n8Blz63apQLhAG8NIkUT7/8reNWyQwnlhauO/m+ry3c/Nn+7qQ8sEJVaUH5sPzm561ZKLGll/Jm7Q+QaWI8fnOK01q3C9rP7TXqecIEXIoP6f0r7NaffGYeFB24NBl36b1pwfcyvyuGV381uzpDybbSkC/7Jn8FSES1dnBSTVkytbU7KBUsKdAvvmuAqC6qSPXpj4vWjcIc3lSy67/d4XZ//lXN3zTFJbBJXOJ5zZH2Fz8RcOXrFLXuaJD3hAuIVX92YvaFA++6+UPP77zq5tfF5lczHbqwPWrB9uYE5Qx6DrNg7DjyGBy/G5RugJeDtQg8ROzlbS+99dobXv3QnkE475lzKtUEsegH53V0NLfDyi+vgdZ+x7MPf22BgOmLKgKk7xfV1JFtH9CWax+1r/DDF6dD/PoiYPR1pqFQL0BLo3upQH3QNzSwof5Fjj27fflVk8LJA8sthBmzoPSGSlUhSMTelJhvs58Lf/62oD8J/J38uee+gYFzbd+ZVT9JL3oI57OxwMmAgr3KUQLAgt8E+kI+CPTXP3rbmCHcVoiXHyteS3rJc4b7woGr7XUf23jgiPJyMw/+FninLsk4T4R/aNkboRA3YNPT6zbco6aAiqusEwGrLqp97PaWj99xcnSCqJhDD0a+pAmYvE+A8Xkf/4rH1gVfAsBG7tiHZ/kdPAqwrfeFDySyXPbn7hwEpUV25q2bEvl5dR+qwwIAZepjl7lyB0D2qhe2piFefoECC5EHHGMTgLumfZ569cMCpI1+ce/pI7UNO1DavvnIgme32+s2uqtaj/xA/A0U5ygglkHxvi3/1yXv89HUQsHYNOCJbW7wNAbwsEDuEHWtcjwpn/yF86NX52vL2Dtp9fpsjbUKUT2n9NlHILq6VNYOE0E/lq/9mXv/Nz955482njg8uaZxbp2aICl1UaDCQAxvOnP4FQrd+s7nBlp8x5/nD+UImlPlnbqn3yJMx9gDQFjq7wIcAbQe0mg2+mVCKw+cDxfbJ/dFZ/a4a9pn5AnP2+FGE0qXy3fOPfeeojFNZfyDCZmqzVbIzAilPKKHKOvimROWPCCyBZfZnJaGY8JVlnbq8jCwolLD7X5wZihL8rulHJeTZ4uy+D3ZKqWU8uzu8b3yXNFr2z2eHz0r5KqeLUuHl755aHNb07z4NyV030969UDM0ZbQRs9JeXa3XCrPLZVSBu8p3rnU2yKH85fL/LDsk209xhJ5tjgc8B5Gz1X4EKu8binP7pZSdnvdKn6o8M2vRLEBG3onzLFNjZ+y4j46Pr9Fmp9d9qMPrJ/3pPqG6aE7ieRcVUS7+qfuVA1eMMM/fDj7+/dy0r+qKQmOXiHhU/PZ3Us8QclGv1iCOLfU4ygvS4B6cZOFh1JNr9791R10vvKYGLEQAZFTM6c1f+KbNdtrxK1lqRuDC+EXudIA03axMs8W7zp2fhChdxG9m85/PPbUC5NWfP6jfkgTWcYG8Qnrsvw0pu+0o3fTiTzRONjqBfFQKebRZ1fOGvaz7Z3fOnygZ7469X/K6T2GBTXzJ5ad57gQQNFkAK+yznvuvOqUv/vGACwn6uvTMvWwgPU1ddRZoLUbyn7nMl0Q3roTkST1Oxnk6VfvLtHwjiNE0hQrQ5ur5Cx/EVqiQK6Vat2IuZT7Esf4BxqdPIQpOwNtyXOP9i9fIyg8BkNaV7Z6IBJVlVTzFvXYDgd4r3aZW3gCL7T3JQAR+8RbSvo/bzyz78G9pQ0fdKrKxgAWwmV/Nii3XfxPyS/ApcG+kKSLqCW3hZ5bAfcbrXDQ/p1u3z/a+Rpzd6CRFgEyB+r8LVt1aSAp9RitXNiebc7c+YEf6Y7mi7YF72erOXpXuCL/IDVjR2JeNumQBr5X1dR/oJjiV1ASRG+4/plbBkHLE7IZBrJvsbPEqb3L+1Cy0S+mn7LSWbjDkWHvLXnn16cjmv3qDRuNwsDrm+9KH50j38qpXjt13yv/CN37deYe1zlK62iw1SnoVK2OhLnwlGDB3cDY+qZDa9LlKVTTbOlBKv6yHfScMMkVIWFH7+aMtWBreoAT+lWytSyK1tzE5ZufPz750wd3puYMwQXSWdEOF7oAeKicEIFoQczJXxY+a2j3+vVvh9jXkhfO42vyJzBRBo+k4nYH0/OIY7R2wLDRL7Pr7Y4yleUCJiNasuFg41tXP+w+/otB8k7u0z0xEDiVa255aCVF33WjA4yWMxQphxcpQyIzeSQgOCkbfOkIFrz9b8b+5DKxeghIvValomQCMqW+ZwvK9KWSrseIpeJ1sNDVPk7TgBdNqT4odda9+bdvP/+NpzcM7dl6+NA3/3JvpdpyFTsflgAZHMISIw9isqYDpkr5DIBcWdoQSlKWK8pu4Zef+bZjzw74m6Ko3hh0oGSr9SsDPntloc3sfLSDrvSQtsJY8k9vF1HTE2QpuniRZUPBMFThXyZkBPPx6cPgZibM0E9f6hcx0sNrvrJu8f/Yc/Vz6snnlQMHhbfFQTQHsDLUSP89G/2iiL5poWFhpMmDGSt7pAH9W6Xr1r2hc/Hhpw5/85aRVE94J65U5GUvRVXP2TReS590wDgCcNVzxdcFzwWAtug2/w7w5t97xHr4TOs8B8jeqIiD3CmCgN3++at+fKOXZNTYMwDLLXcQCPjuljCXfOirQz/8dgX/8krQul1EcPmopIcxq4BV+bosO+tvEMWSvaHdsPMmlTsBiV1l6imzqZSlYh7gNwtkDBP9Mqz6z6XbKylFE5p4zQKt6eWfPnFHX/Rvf/hHWYviqVo6W70p4YSwTNc0UQ0tCTs9QskGZJgLLEyLF85f8eV1t4xuTcOpaAfb7NrRKBwbxL0oUH5/QJ0fekygF2mlZPPx9Wng1Ycg4d/pSxqJEt9df/ctD7+46tDq3RVEE/jHq8Tt/g9OqvDVPqjBG2quV9tWqOwu9VaPfnLZsY0nIa4GzHrVNz6z/GwzvRAlzQop0Gfxve4LXwarDcLCgT8R2YIcbBz6+xzCsgQkqplpWaocNfukae63dQMyg/2mo74WKUsxY0baSZXWJTGSp1c+nFazrFKTTD1zdwcQ1RLws3B1nmej6+kBbYXdOvoZh976DtT8Kaq7hYU89PQ9/+v2a58+vrpve5KPhwob0CgAYnr7vMgaZVWsRPDlmIVzJGMI4LXCLy/4z0OcMdnSs7yA2XjzzPWuxbRPD1aiLlL4NNCwvh/I0qCny8xUL+dK07vXgkaH0pnWTL5oQIQYRdATO7TuW9bsrrBvbSSmuoddGVleJgqdeXtyJPiSJhfO4+8BxZJdyFw8AMAtiWIesJS2f0FMpdGczj0PBePg60wXAdvnP9utmQ74ycfSGmViY1fh+W2H9TXCWPbY5ue+8Z0TU0p9rIKSwCPpx839fM5/mPLVKNWZUtHGKmP8z90v8tRgKYtLIVtRWgZ4JQGg7ercc/Zd7q0do587pp6HMg2n4YMbBVD/1TIaegycInLvSw7tRuMA1IGeZu+gGuw83ZFDP/yXscO//s7wfQ9dF0bJ7+sdyZP+yRq0FQkq98EuoxB418/x+l8PHvQXTVwXeccr546cdzDjH/2Iw8E6fn4CBBF1klj4bBPv74ErmOq3Vfy4BNWg7Y3+5I/XacdEetAcwtX14ifyCCjHV+cuwDqvRmib3x9cejW4NJcIZ2YP7xQlt2aeabww+Mzz/o+612Xo5vvqWs73QToYgwA3iGkGAwtx1TToOnIwjvb8OHKwv84MqvQxTS4av/W2jc8efuvdX0z98e0cC0omgJiiIw/UI2pYb+U2InZ1B/QIrRROysFS3Y3O+nChRHkXLXUPXjV8YN/mAjY8e2+4eM7/vJCUFmcY+0i6rD+s2AxCbdW9tvXwngFwhDLpBHNh5NHMzdNZUMsuhz/mUcRNmlV9zs6Wv9WIZURlxxX4moUwDTc6nUcqNIlb3pql5aC1U3IApngyXFmE2GWgN6K1Y8o1Aq3qarm2F+0DdvJnL/7tc8/+4lN/pThzUwAJDPLEdBu4poC9P1RKNkAw/nZC1OjBOPU7Z4emF9prhOEYIrK8nKB2Bk/ANNHe+OYbHzMcNecTEDj4fIUkqV6ABRX/5YGcD6B9Q1paYNGBHcSzXpS4PI/QRlYab3dX9gI0qVFVPnoN5AOLu4MKgPMhdE2rI13pTjW4ujPgj38czpdvbjmkmROM4EYBTdiQCr1QBRE0SA53LbTRL0LSPwmtxX56kevWxG+2MltEtuXKqTSWcEOqY9lECc2aLpH0N8kQ+mqoEgDYOd/ffwCac0FEV5+YKc3pk0vJAiMNB7NaptB9IVWlO3eeDGRT2FZFFhDAuPTuk5Nyt5TyXP59cr+US+U5ebpNTi4dlXJY9mxuPd5dHJbFzsKtLvjUjOYQ8Afjm5fV1pnC70XEdxDh4y/PSblqdDzvdUsp5bh/2Vwq5bAsSinlfil3T8qezuRQm5RytMw1nJS7lQrTUlVSQVLxD9VCtAAvkiYHT306zuL9Dzx+15VpRkD6cyIilZQ3C1Us8sRc//ouALFg/QbJOk/4uu0OQCKhHpvQmjGuAmxIFCkmKqJrBUk5mKYDyqq3gK93oTeifXwimUmVKoGIHNAGX3m91fDvopfN3/rGNxMvH8kgKnQA6BY2I0CMD10XrjQKwT43jVJXKUOEi4I9TzZFtXaAeEjo6gSbj90oH3j6U1sEjNSOCnjOOTFhVrmh81lMeYBXjCvk18iu2gjRTz85a6o0EXEopTGSk9/oLaNYZoEmmP7LUYHb4v8O7ZjTUKpSQSwCxCrhu2z14QIH+eNQxh0AsguAWflp0I6la5VJpxlS/J8Cdx3kZhDlF6YLZMsXb0vG7+gfmFrQ8fC3WudQZpqVSAeqxDmgnGFRKJNRI/715Le307JRBMHmKjdV+Q4+pX6U6rzLnzcfpFb51cIBwxybPjj4XlWZj2tOUkyQwkjLJ0vRNfeIotpP4kLReZELQ6+saHzqaw9nNzzvVkoGFlrZD7V8HNgbYJqrwj8iqrttqQ95GyCDmKeJ6jxFikQF1AsKIxAVTigxRiL5lu8KoD4LRho9xAd+NxpTNA5/XaAd3/BcjlfcI3VFTqqREq6eUUO01gYn4xcyYzuAdEahlqySg9ecv1FNIMrL2QvuZSbc+AZxZMTHPlrpkIyB9r82CtBMLCgNmDmr+p3qr49a9e6Sh6Zxtc26itjmAEyJkwy+9o+Rz33rcNeBM1vu+deiVJFmQSSQwicTlmy/J+GkmA/cwlwOguHIb4O2URSYWdpcxpNyry7CyoftVZdtKoxBtB3fnbr/Xs3EQXPx0IygwMwilFlMhVqc3pF+8ICou2GjAJreCxSlnjMgIlhZOnzobTkATWqDIYx6izpWWX9De9qZty9A+G18Hwne3/j9pLDn2yIs5RJ+nzQTeOw6AayXVLPO9TooWehncGbEobtDzrVja1Vfm1nfOHT/9c23uw9uHs+HTJJ+34UGMIlDVlQt0pd7CYYyEIFUIJGhNKDdKgp8U0TEolyFVx+zgttcnELdOVM+vCI6UF244MCZJF3UFRpABgtNB3SW3RwR8Hrh3vA8ZJOh4XJYdvXfWce/8cz1m1f/uDI6AJbidDdGrd6yUo+Xp7xKnVr8fR83IPMYTuQO/xZlVnMvtC/loCOhZQCHtFLYVvR1JV9UHKwrMJlGV843hA40QAzB6XoBMHucpro163uF9CjiJIKzQg33jMB/n5EdAHENoE7+lSi3UfnmQ7YZ/f2ZT6fz1WopFvp9CZIL3garAWPaNSH0Vn8MEDcsKY5URiFY5HoM+khGZ0R2dT0Yek2rdXccGTpw/eSWj3emfxi+V3k+r2pZbHjfabvS3g/MYPwlAX0c2oW0KJo4r20Us0+JZ3wvXE51i/oT/2Kde8MPnjgmShTn00kYQxGmL3OmbNYWeJTSd0Bz/aZ9w4JoH+A2+Bc5CxF4ZQIqeg3JXQI3AdMIIPYl4ZrlPImaz2QMf/QscB3vk6qDLhd3D8LFT/qcdXW93AZwvmQx0gXs3tSvrlOh4ZjguIV+cZb1QD1L8z4tF1NzOTsmN/FU/xdvXv3hPd3NIdoHKLuAWP74n0QouuBhkOOyHQXHKg/oydqRi8JQc6/dwXUi+jEsfhBUhgVMi6seAwrO5IYXDqw4XGUF4LHN0T52EwCp8Iah5wLfSIsfmxFoHxBEC2Nb1zj4kWEjaLG1Xuc3eu0Ntwo1diEb3yv+/S+W3PXuQdWEIBuq2iifxSE6jcA4X3td++v36i0CWE9knxPs8wAI1iaumhFnGDMEzYDs7QypRPu8ilY6HfTLoiJOtULCxc6PtLbz0/fOXC/+/NSvX/pI3iu7sQF+F52AVhXwapkoYIRiAavpqTU/hjnWeA2qH9bYegbLPfOL6j9qh7Frt29uBSLtl9s4uZBTKODDY+NwR6A+IkL15r02OS6llLJtWEpvlZRyvO9026jcK8/2dbf+uHPv0JY+KY935nerwb2uotOjiboU5sL3dqkdNwlgNU1qj4QRT5bx3yylXDp6Tk7K451L5bmilNKNwVnprdot5fC5opRSSu++vtMtu8eXet3q90X1TEpVQi6VZ6Vsk1JKWeyWFRGtZAS1g73SufKha2gWk53S+qoT4WhO4ECr6vd9UQMjdbMNSCRYiYDCygKpyMTStXOVlgB/PeQJZiYAVw611IvCUFcp2xpXlyJPsiO81UcA7SvjJjxqBOUq01S/qD3EYQDPsf1nDhoe1zrT4vE/jW+7YcPGn6dHvpapELQmkdiuBGiI37kb58FtmUprsREKpa2VlqsgAwPN+8RtXLvHth79NZDUrn9fDcOr2Dv8+IdzRwY8UWsPGqMIDFj1ouAEdy09FzRUIgLaRycYHUwfWlEnsAoIN4dp6kWkdu+rt40KQBhYrn90Ccws7nuPMkHVLp8Lt+qv3inCUesiQlk0Rv4tsWunGQX9L10/TRNK9jvDyyb4a8TYbuNXEN4iHPTLWMEN6qdPe+YtTC/CFTe/Zft/u+ee9IdP/dWIaa4NamdzYff/mB1pvcaMSReDGrW3kWnqnEuo/TvNJdHxwov9IxwH10qE07SBLEBpE8a3jLajjqDm/QlYz9hK+KkTdtamx/BoYgRepX4rcvAgJioYcAzM2FHrpYHIfVb9RveNw88BuB7sBy3vpHD40Q5h7mhIzYftJWzJYwkR5fmdDLwpTgEDSp9PQ+i6pa+Jpg9/wG5tIDkAYe5vQvkepEAd9WJ2eGvJQp8NxsqFHFgJ6sX6xQt2XP1qe1y/470JTNNCxKDINvy357kcEyID4BGcV3lQd+MqtJ3Qd2ts2jHP+9tf+Q3llZRiqBmgtAnvtfJZYELAjDFMiLNqs/A7Guw7+hRRmmiG2/DG8OeuxAET7V+792x/74Y/HjejjWmn3E1yaM50Oo+Lcexcn1jSW6VxWAo6gxWt0QgyXOctTZ0n2WJmu+qF4sJUTbXCSUr3Tl//xLVXw3wGEO+Aoak4JjNidqgL0EOTbLYTrb1jdoym6JpP3Gu7YBKwZhP+hVe7KbI8Vqk4AUVrkd81oka1alaqWlPOqqVJdUGWn+1UD8ubrsflYc2bFJgooWUVnP/mK4aDfoW0oFAnWKrWb5EYaLza8dMcDK3eOFNw2kXIgX5MT0QwpYCFThdZJ4ebC1KjHhAvT5pkjQGnSMVtLjuBM03q15Z6VqwmP+M2xp4f59rjqeqegkCKNC0iyxh0le+5fkejMGR9dRh5oinaBbhr0wBofFqTjf2WVe+mAVLRaS9brHA5pXg6+tdnhLRVLNQEMF3G3+y9hEW8x5XvFzMCTdAov1mL6eLMMZM3OEDW9wsp/FICf3V1UC+Sewb7LfTZKi/vAa072LL3UAIK3379UYjlZPmFXhRFNx85t+pLQbWJYAwsKNYpGauPUa4aL/94fawG3XzNb24uOv431/9cDgYjpe03w/STNXvz+KyUea9Nyjb5q1np/Z70FO+0b7JNyvzQlj4529PZ6m0pCSDRpQPE61YpXWm0L+jJ1O8LKMcmEKG6E1eGW6pTyqXFSTks815bT7eUUs56n5XVMNvnXq70PuV+me8uW58Ony1OSnlu/6SUk1Kek3Jp9/FuqScqY7/YQOtAcyjRTmfSAW3ZYA4sfuUT/Gavx3WwXv/XYGVGtFxmOh4M1tlq/M3qvcX/LFZGcJroxZ2bZqsIbIQ/CRzSKkjcRKvcCs05zfXN9NS0NMUSB31B1EqfWeZU65pKEwoZiC76459fZex57hvenwJqRljA5f+uPIkmNU/LhXb8YJbZZacE4UqlBfzSaCRVuqiN/oUAD/JKezaACYz/nh5Z+bBwMuBWTcFX9ZNw0O5gurGiA6wDuQjAchbuRObSWVx22P6aiCVAX7zzmtKZTaBU/U6Bmy/v69uSWX5+MjhlQvfyFAa5iTD+YSqtC+dPgK9u4vzMFy+GLmoRdN3nZ61ngIMgRSOFhB/lpyyLNwQOjRb6Rc1pzQrC/NLByX0pSq+2ZyZmo9sHbvQQ4UX2j+DkFNEj8qEQ4haVfSAN7hx3Irp2q4BHZR2+R1YAXCLT6YCIyjDAxR+Ix3PgOgnK28lsHKIp3IJ0Ef54+5VOQ1NmOSWSXEijpYWr+lJ0TQdNXtX7+O+/4X3JsRv3Mg/kPKZHuNaEXGXiq8NtcE7mCB7IhAcYR2hZwWp54BHMgJRVkID79X2H7kg/NbiQB7B9SzC/H3hgcdAAQ2SV/nAwd4Uake12B+sbH+nqzd7idkxI3psO6bKXUSxDDHKshXK4V+ZTr1dQzPSKwE+AX9Pauuyi+nuu2C36bZiGdiBPJBcuNiOiNNjqe6FYQcEFDfTLoMl+IGM4GeGlQ3u2cf1g8WT0xp3Lb9uzZ092xbzEpIhFaTJrn+bmZgTAu9CYRvuokZaC5bBeSo+I6/NUBDArzV6bF158rHTn0/aNTkmt6xApwYmLAF1pcEmi/Lf7YF9wnlkOd+z7O6v42j1OawISIClq3BbBKzMRDBqscn0JYICH1aAERNEVl8AfrFxwZTcBb+j3m4wPRo13FVaLr7uhfheLJAS8nB4AiIeY2JX9eBALPIFuALhHwCSxDRB5HLKsODD0pri95tH797xjWbTKZzN5s1yXOVdL+8pL2txFb9h4gmyqZFd0NRTMrJKWM8LBM2uc9dA8+OfesZTIz3eMpxTrRgRDIHz9gacO9tv17Z2H4X/9wfcCd1QAus7eW37nno6G8i3LI9SbkSly5vtadlHZvmK/xSG3o3yoljK0wkFD+x8nOC1YXvyC35yq+BcbVjX8z/QYS2wloJ2oraZkw3octX59sjUn1Jt9Nbq3fX3jN62Fm62fi5K17E9r74ISz6muLjA+UjNsmvFL4J8cu0OUbY0B0BPg0PS6m7Tt9m2sf92gsnws+px1v545bLyKQNlR/sOzn33+xfRUil1gCTO4mOoURfzrZzpuv+NdbjXHGCjTXYKuf3sgVGdufuQBSDQxiMFPnizZBTrSJB8C/5orTJB5HBiz+39x/6qRVox5PCIBihBsApAWujoVPZig1AmvP/JQKv7aje2GY+dVpBV10S5PigVEPxRyr2gko7P//lHQXDSHWK0wLgy5ct88BMQF9REKznQyCgbHhOvPwcoIqDdqw/T8rrU80HVgoaW/JJb75zMAFu5191xtUP+rg4Opf02FyujEzNDPEoS9B14ae8g3v0LhQQFv2YyZL6Ppf0adl+qSrJ/lhoO/fqO+vZqk8+Y5enx0poGYmLHtBMY+acVHmqGo5kZOQDGR51jSLCsMGNvgVKUDmrhr8V9vuclEWhBoWv8WPxYSB6Jv28kYT9uFywSvWsHytII8Qo///JZ2KaCZeXwIBZCdKr0M+iK/g2WIQeMLd/bbN37sxTSzz3ShePHBAJSYOlSJViYFZsRvWzrkyRGrKOdUQ3IsxW8cCFmQQ1lLWhM2cPAiUyijSyfkKOPnO9PKlCdUzoUdoEu5lTrqTwCssMpuUnNgJQSFz3c8wB2HBwr+GaU29zJ+mkXT8nuHqi0pLqX/ZgLRf2jHjF4r7FbuMLOaw69qTHWmGX9yX2Zzn7umXb3IEaAcaFeCWopTvfxobOIToGscxWcjlt6sDdK4YGXptZUbXzQvvBUT/prAU6UCT9Bg2eX2BAhvOKR3TYRqpk8FrLKRs/IPI07Tnu1wrqzJVsxU/RzsnTaHDwiXqYNKOh3MlYHY74yBrmsbBWhVt1KhrUWMvb1nOfUfPnydWPipI/JroeSKvo8U1BoNcuZSB5hoKInWY0/229QLFEeKYs2aX5/kvwm79QQyZQfPcso6+8w7/TAPMwLOBwOq++e/ARiHj23qr9Puuf8vpZnAVPeqbcJBc365ttJGPkQgONzU8RjxdGpejGvwB5QgTQdpRZe3sr5xoNpja05lHKHQkQBKwjz25MHBDZ8O59GB7EcZSsXvBH0hq0WQUsQDVk49Fd35ZXvD81sbKX3R3uGGVFMACmlBWOf5ZrAqZ3Txkl4QnV8a6YHC589VWquBNByE12qeeomk+Qrw5qZsYe7OpsNbALlziRT9h9bcs1LgJHYp1lAO8k+eeXzQ2PfUgURNObPc6PGWH+eFdSmkq0GYWv0J0ARa+4XH4JXZ1nAqAK4wj0+XXr0bYEYMalYtQRgHUk1YUnhl+lmtiWXk9qTl17+8Ttu4M92+47E69BURUEznADQQVUvUcYrph6qbqO0tAFY7UOaKWzkJ3/205SeaGfrtoGDR8y15dJLWV9zFTgoY66jEKaqAXse+TUvkzvQh4QhRbnkt/J5jUDjxhiuGUv3P/MuH05UiQgMvo1oFkjVno8sl2P/dZslNRi/sUYyU5gYEoaM7DwLpQos4veT5L3T4pjwVDzux+MkxlNZLFgKP9MH9RSz73q2d3zr26+tH1my850e0KFmxVIiY6YrLAmTIB58FXDU6184mNx/+1ZCvr3PYfHggwAYEQWygN6Ip2ifOYmcm8ENQXWnBmblMB70w+uLBwNBVIaYXJ4e32vZn2y9cfbzrmegRuhJuNfkpgi/peRAzuUTM8jXOzHamFnzBqtA2ZZQ8t/knnTAjsmR2/OsFex6f8KmDdivwqghemo4AXeaP955e024njz179TdWv2HTH/AAcDSHa+WK4P3xP47eceCpA3PrC+D4f9L9NuplRzROA9TvxOE365rLU8jxM5VwMh8SzpvgqgzUVd1/Ac0piQ5pUVeIb3zC51/5qjq5J39FZ/bYDddv3rDxxOzmOw9kb+Gv++ZbNVUVzue2az5wmMPByOyKSXEyCwYvfFvkaPB1FMN5/PPB4q40VPH0ikXQp+57yIr74vVSoCJjAhaRTy38wILGpzYeeOvq0ZqGQ/Cf8XoboGI4YxeEs3K3QH7GLnfL9RHMA42Y8sGWxEThhQdkh1NV+hUAOnpnhKvdKsgTuQb0xpH3puJuCjTR2XR6zaMHNCsRmCrtMPn9bBSKiUuj/1+NBuD5f0cdoDO5YI19c8eogGW+XkSQL1b0/nwQgH4A2qtengdjJL8PkdC7SghSrOURgD7v+luuSLJ2si/WfkPzuv/AEvk/A8bqPQeuH7jtQ/e86RuJc+W7Asrgicl1x+lw4dXkaS6+NfFKQ62r11aetgHciXrA+nbwXP7X4NyR17a8NJ54SAvtqP850JLHt+wdaunpTA619E2u8j9nH2n7q2M/6JZDLVIulVJOyuNoQ8b+ybO7lTZEm9faraQBfdIXIHRLeVZKKWVft/yv4j8vTMqzv5iUF0PIzpUcEoQFN2PRlofed0VPZ3KopWd89nj3Xq+lpzs5LIuyTcoHZQ9g7J+cDfAvdi5V37bsn5RSytmiDPBPhvU3/i8gScObkkSqenRMSvmdHyh7HkEEiyGz587k0Jb80Rs2/uvJP19/ILv6NcwLStQOUOwG9sqtwMIfrHxhIj2nHRcwowZY9QKQ10Bk2rvskvZC/zdgAe8J7hrKFM9a/MUXY+xadrO18Rc3/86j627Z+PPXjX2zc1zbfMvHtAA/APJI5ZCbqybpAybeNfiWnxysqFTqAN73d0Duj2LvOVvcLL1OKc/1TW73/l9MqP8bCHyxLbtcSimXqIfjS4fP9nQvlUoW1tftSSll0euWekxP7ILyvvadjICzs6QzHlMPb7pqdGt/dvXopn2TW/uzq0cfOJr5/8e7qoLuCwrlX3RRa7EQ/NjWfePDm1czeRXosysiZnkTzylJixbpTjsTS/75i9det/qf+64+eRThHgWOvrJRbk1nV49u3Tf5F+ns6t1b0/9HwWD+U6AJQBtSP65ML1ceTjFBZj//2ta+k8gs6LnEeLJ+5+GRmT1Q/6+zpxQ+GuhEzMh1LX95w5WHD1y/7rbde5aMbP16/rmjuYv5oznhHskV8+SEfMfD2dWjm0wgW/Es8P8cYlYi3okDJEEb3fkv3ydXiWSpA0RALx059DcC6j8jjg0uOf8nyluvACLLGtYmf9jypQ89uvHE7+754tXL3z0qTvmrU+SVSUUR714ToDACWOTLlhZFQG5NZ5Xm2P99L1NEf7/ksVQK9De4MLN9sqM+lK6Y6v8S3XXHkR9+csXmVU/c0TrkgGkldi1bSwIzfl3j8a5/PXzgervw4SevPiWCcuqI9wPpvLIRRdyX7kIKD1j92qavDlvevQxvnR1e+bAgM92ftTL5o//ns1D3DwCTzcg1+zav2oTiplh+Bi8BJJDPfnnzkkc6k0MtK4bNtQk/MYF283uufO7a622gkcK9udr6i0BxE95E8UN//Td1q/uFwtVRqXkP4TqvbOR870Rh2OcyZChl3yXzVi2xipv3ctWiFNBnRDV7NAZgoAkj+QhNrnabBflwVQlzSU/n3kNvTnRuON6ZRjnFUumzTgdA9G7wHH7zhnBDWmxt4kvX96zb41zcw7r1s9//5x6HEe61gwxl/wJ5iqfOe/f+q7rXZWG6lCvmivDNe9/w4ju+q7aPlQ/fddXopyGSi8NXz6UHjRVo7YYzx+nW+01oXmhrTvVwmChZSrTlrfEb+/dAjbpa0SDz98DhzdML6x5wjLGoGY0EavByeWzqr37wzFsZ/JONHU99trSOsfWvlG5+c03TOVCRRRacbO5/8eBnHnfN1ea9w6eO5sRboWh6OcqhCv015ao7oXE1KPbvHMisZ9hKkzzfW5OQNmjoSmahKliFz/PjFFfsHF91/I63nyY+U8BKhC8pu4glMtGWjWqEmjlz+2PG4bsqhlYAJKwr+t636tDGPYcOXL/utj27vj5pSYH+BlGQ3xYDHXT4cz7otZpKw4NAg5Euu1Zy/M9Jm6eskg2GY/yhCMopEuAE1MH7FjMtryNWwq5+OVPaUCp++oavjOAYfe4qZwtQpV4QuToG//3ACoBGOHimI9azKdArV5ljnY8NXbsCdJBMY5oUIYUL62GaQ+WcTqVapDAzgwtozuQqwwuu3tgEVJkjq+zgORh3s5xSJ5kLAv7HnnJqyNtQklTfzUlni2pUB/IIM8RFMhdsPOm2fLTzij33rahb9dzavvJ46YaI7vCQNTynZQ4TRCmxob2MJ3hwgQgLnfXQctldq27dmQZ8yZ/K0wGz/sQ7OEuUgEPjsyCjK4GmVy0ojBnXhFus7KBxko809677nSfsNFAH7RG30ukEZFs43dJzx+LHPinQAWfjppVOmY96ZZU0w7RAWtjarQJmxMB3w20qvG3tkWngDXb5uZraifP8bOcSzr0r+2m5E3pzBGbiSrXFvySMUILM+nlcE5ZxSLpaz03QxeyQU3msxdToaFRNvhjUi+Qx6yDkdFFVkY753K07iaaagI/EK/tujqDTA3CmwmYNLWRpHgTuaB2ZgkVWtWdZUctx7LjsxHPZzFyh1/lvYjPcVcoWpGiKpurU2+3dvOdQDZ5AAlwt7bwJtFuFyX1+z98dZLrsANcKuyAF8DofC6CyVG9Kyme3f8qKpeqznl+hP2kXCkrRO7GXQJpmdHCqd1+TRPev01U6k1U3Ot9zU0T4szNiAhVdAE0obynBnm8B2NDH4qFrxTxeeQ3AmB0BP25qABY7MB6N/u2MQHNums1ycPkKZU1cme4xtLQcVMrzAWfOUe6TBRUoAdPJoSm4zTEOZ4Mprk+naY/6DKwwJ6rdRA5iWz8X8KZu03+qFBE9ATx9K78QyDncq+lkdGVJAI0Bh7U8OV0SZjQLUUr3FPZslZvEXB+VAKWRmS9/apVjpEPPIih/D7AMxOkZMQEzSv/BNL7QAWB9VVTegeX/6YDmOYz+wJSDpahVrjAHQPTtAnoNmOaiE3oORCiJSR7S+qIPfFUAB38T5qtpMbydDleaUXC1Y8pkoFrqWzX+hgUH4UT4mQ56hc9SPStSykeZHfThKGChFeKYw28XkHmnzVF8hx6Ax/QRgKmnhfZYWMO9DIloO3ZyQVdJQGmTbh6dm+UW1Qe945eGCdIOp7kA1JEegs2tDTTCQoH+hhM4hnAB7dZvi+o55MB1LQLik6b85g225hDyE93UIQ8ItK8Iqp0CJCBWYAQMotMHaQZpVZ2CAIUXIlds3InDEoVjQdlfLlV4amaZm86+YYssUpCDxFxJfJh/0vo2grDelbdhBYkNgnYj/Rj99g33CHASlbG3gHqRdCBL3dfDm2GCGBS6D9iAnRyYIus5OoTWr0JnVnmLGbKgIwNOxlfvCc2hk5Rc5CeVIQbBNqfP9JUbi4XH3hOz8km4oR2kOHhXqKMiNgVycKGtfRTfk0JoIKJWGrPPd6SWS6uHIelliZk0xNeZo+dEpViNwGYyXbLgwhIorfuDdtyyy6sQGoZav1OVUi03CDBEZQq923cY5CRsraeTka6028rKGomvjSYmfFvdyrCaADxtEYU6baOrHuYoUh2ZzN+bokq/QnPAdPDD3+UAdqUsOpiBxcwItI+G549OYH+qIOcPkcDMzIjomq8Ior3VI0NpD9Frt3PRMcQcMUtJNKJtt2G9b+1Qw91Lvkrjq1NP22R43eDrmB+ODcIGxwCe2Vit9KoDljE7Qq+vixwHPS6ANBbZAneky3nzflFpg9Zut2SmYUWwW/svaGQFgJ1mupHQvikqC+CTvovkSsSEIHy6TF4mlHKJlZnbBxOAhmnQkw+9qeTSQCkbtFA113z9T6lE+QJ6mY3CQPMT4ISGLw94vVci718FP7+fQrkVhFpL62HGrLMwHObIWd5iq89rqOuo/4UiF3zlkvCuXQJY45SJ9qpaolMHgVTpTHtmfckIkvRZE1iutVfXZAKMaEKu2S6Qg6VPvSsXFACY4sQULIpPXMV0qdZLvg0LbXUQPqxXd8QDUy8gBzGSUdQNLzT+5dUjLSDTmZQWdIzNVKVFTCjqju9rW/EfTCwao1b8pqvkIK9avqluGSzEWw/CC4NN2UJPs6CgrID8PC71O4HvwC+XB2Pgox3fkQaw4jbDAjgBc+Sg3WkAZrO+2ZEbpDiABWZMBx6+JznWlcYa/WTScSKVVaGX0uHayu9gwWCJDig4RdB8WjtmgcbV6ZG3NJGsF0T5TbJ67JsKDiVb0XMLaip1gEXwkNZX3nOr1rdLKQcwAGjtE8hBKIjyUESI+Qq3cjD5stZrHIaSQI9bQGM2VarTHJ7+1I5gAKyiEn1fFNISBj/MQYso+wX1IfMY9TutzIXtWd+na4hqjAjYIgZW91LoBf4380CcUtR3L3/mJLrphhMttYW0dcWBO46Q4hovv1qApWIyqxGoOggTwmlngwNyjTizRsxtMBmlcaA5jlezNbqULORgU3SO9/lgIxtsB1Jpmqtpo8q0TvfOkANaM6S5+5X5untNafc9TWjdolUOynVQBP2iKUXp5VtQxKoWOvvdFETZd1fBgax/zJlBsxlNYPV2dmBst5xosTxiFTDE5Nvg/ff0XkofC4CL2mBX8N0LrrCCfEauEUqBTDnbaXIrZZQW1i64qOhnB00ZN5Q6OeYyAFlVSKEayICAtGOhr44pHmywVroHjXs6uCD8PBVwPfjdlTYLBpnA2VSiuP+uWvxznISsBcljg3VKguZUM/1DkIze0AQUpa2GygP9suW4+rZyx32csWgcSMHqzMaDUNkUJGjJqGIRFpz15eflFkeAAtMwBd/7qXpWVpH13vpRxmYEhQyz/m5/JYByXW2llUnZoOfwc/eqY4LsaphHGefi54XWbiRHqBeQn2wblUkpi3JWyqVSNslJKcflqCxOSimXjJ7bPyyVaFNKOZxvk3KVlNJrkTIvA8f254pS5v0cUspZOS7lWSnbRmVRymK3HJWzUubz8mxPpxw+K+XsqMxL1YCUZ6VMqrLULZVSem1FKXu6l3jdcrKlIlbyjcmX+s3tlnLYtx93q8a+SyShkWaMJLCzmsQxNQeG6Bfaj2rdBEZEAUo0Ay9XVMaD5WmMELmHFw708UADZJVy/LaqCpAsyAGaYyC/LQ4VBGHPcqqmn9nAV3ciB6GZokC/mBxIMQoX0oYIHdg+3s13x+0OKariZ0NOuacus4ymZ1T7qDNtgpNQv8k8NsgZmPZZVzrlBX66uVTnYByWVi80BAqNXpUtgTkLf/0YQIY0gVO/vMoIQCxzseoE0Z1eG+7oh946/KlrllNLAqaTP7EA2VPpJwADU2CIqIUuooQILIcIGMivYdw2ovWx6k/x2lWtghB5MwQgt2Im/AeaBTH/1PS5IIptccN2gTwg1Eg4gF7KniRMlfux29TQZpccp+B6IqXScn71G9PV+JeZN+pgTXGTycz1dsGq5FADMcjFViDZYKQHYHPBCuVQJsc+JEhGKZ1OAbTW7keW2lQXDC4U6DEENMLTtuasB+KnRWUfLwKSmd4kXNgHB7nKBqoIw15A+X8oUwU+CkLbLlphodCeF+lvrKjpsgtoQinfFgC0zBxVWAUrPAe4Iksas8Fw1JwJ2tLZZvrN+U80hyvhTWkKPl/NBwGwJAVyzZKbV8/TjhVUm+F1g1UpOkx4UJCDRD9dEiXAcWpKUxC4AuAnAUdAr+qOb0xoc/HLAvkk2Xc6MwL94uGBqf7XLDrTFUe1Ccp25HCGhvXJLNFPCdrLfXHL1a4PNVAGI2nVjxOd2X6z7ylImCg3LVpevVXzyKiYPT7VRCHjkxxlrWPHH4vAg9PCnQCzI0HllS1xCvSwlaSaxseseNYa68BQD5QCKIbmYBJNlbJa+x2LdtaOHjAwVboraCBER+ugbbeTDRBdIyh8Pwh4G2L/6BaQJe6KXpCBqnu1C7jzg6xngN6beOF+gRblVB5AL21urm/d1g7psAUWsTi6hUFmOgnPiFhlzgusRF2zRbbAdCksWFGtTUMzxuLdnzFhbB656IkCugWzxw6IMyPnQ1dLF3/6fSSgVkpOASBkcwf4obw/JG57jCWgx4ix/3AraUvNhZLQ7NrALR7tXNiuGtKDTb+o/io6IYvGSjbkfLMDB4gZjUzFCWJOe05ZoxSAyGAWXhj0V75DB6HoOkBRTZWLsBqSzvTBbGtmfSJMDgrffkfEwreiFI3LUwuF5oC0plFGq0G6doBUvO6zDo0GXtURHIsVTsJBClGIbvhlzagBxRGIdsW56MAZbVFNqqC4TFqg9QCUssiLwekkQ8fWAm74KMgDYrKVaYFeSC/YueLW5sx6lFFSDcsjNQB09jtTB6t2AxfQrfq7LxGKuaSZn7MhRZ3S9a+AhlocEdZzhZOCG52KBm41eF2cAGnFKTwGUNfr4iT89bsW4Bw+/exDGtDS8s70aw+U7wOAmiuaytA7CtMMBg5kQxBNLXShiywUK1u5HlQM0bt7wQm4zKHhcIECpKOamDAzqsVs4P20jEXUPikH43WFsa4S2l8G1TeOaHbHopFkkrL1QHmu9ILTBez/lMhYfhpAjjycwblweM6gobj7PHSjyFYOiVxVhjp6SY6k+qNWBl6uLa62xzPtGIdJKb91heXhDDHwd9slSv6SK9Yt6NGyZNYvYbpkr9nY4brV2pY7nIYrcei/GTpeAgLjjBownOpGwN9K1s8CFJ4brMquAUxQogM434odgwmh9vmI6dOnGnCuXdV080Vnmpcz4ab12ThWQsNhGw5qkazd1jEAttqP0lQCeeVAbvswHCQptzbCgioJKGBnKYmkvL+PdjjVWpOqTVoArJSD0Cw/GcxcYaKGPQEnl6s+Njr0bpw7QsBEmjP+qTgh0PUFI9fEo6s2bH5OPrnkU6JuW2ghJRTOvJ5jXd8B+f/7MWVJHEDkPTBNNqSG7qpBAZOJ224HVjMNNEVFFQ4WxLw7OTYIrRhpB1iE1guBkiVFv2miMLHYASyXeNZ3p+0vK0N9eoCFxGOHEz1TcN68YqQ1k2euGYL5a/n2fbcyegK8V/2DKxf2cmDfhpGm9ONwoRz4O3y0RfViACCvJ6rWcOxmvTdr9dobHgqMHXvLR6Nav4MsOM1BVh3b2oQVnEJ6qe7uegE3HvyhZkFlbF8BIlk1h76TXdOe8ueWnzxzgwGGYPppEaYsTRCcbweHxsm7obR8rvkuv6sJGNN6ggt/GiBvQx0E7inOIO0rRngYCxqjlPdXhZ4EGGGJUOcvQO+brK/sZPeOL9dRfzLu7wIV8yzrSpjpGy18ZaeJNQQ5n171IMp6pKWo4G9UsIx0WND9AACfT0lEQVQQg+KnGAGmcaZ6yw44YuV/ft1Ikc5Z9WLRscGSbeZU6RooPDhI3QPSTVNYHzJB1i9i65U+KWqkuIDmgwCNig2YKms9aZCULZ2C050CSsrBRQgmwDbHugCM0IjlqjItylCqFZwKaGAZVlEsOngGODKiiTMd8kDJqlj8+FlnR2iCUra59EmBnuMt9wvALjgXBDe0Twv0BKE1CvLRxoFUE4UGFkUDy+iY/2mMp6MsyWq22kFMKA9tYQjqWrGRYgLqnN8SjLbQb//KfpPfXNAfIiZri4LSThN47QYBN2uhECgx9IpotPzsXBqtp45fuIAfVbDCoq1jRtia0zk3NmIKcwzlEn2gNk1Fl7wyHQiPs5naw2O2S1jWGvFWTRg0dDVByT45Xz8tPm/T0FU6tPIXX+iJTu8BvZEbNgqGhXKPUX5JTlDEmGVmVd1KIF81K0sC+Zk0humC3uM/FPjq/AXUMVuQAjzleFwERaNpzlTjtaidLziIgdAjAUlH66ljdGd6gPJdILgmDmpDI4bSf/Bft0G9IJpqci1A/pVTqcon6camVJ7y4JVF39oBUiW7VdFMEUGFGpMAJWyY2We/01E8t7nzKPJmbtqxnUTIGsUMdcUEki9Y0Mod6RGY0QanBQoRxUObbJNS+s7d26SUXtt+5QD+3H6vzUvKs1LK4bN+nrPFbinPLZWzu6WUu6WUin8XsOnapCx6bVK2vXa58ow0K6WUZ4tylc+lm5WyKLulPBZW2/6SVmSpX01b5fF+2dC2dFJK2Xa8TUopx/cPSzkuVSDMcSmV4S+L2iFzv5kXwXu2gjFGg3WMQba5ihTO+e6u1s9CehS506oeNHBf7CIamCEzZsgq52T/+JNNHxnd2p9dLR84mtsm83/546JPuVaBkC0fsJOQdm5oBziTjlVN40B+bIGklHNGNy0Z3tqf1bpd5EoglipnjYEix+o37xvhjF3TkgslC6ZxQF/jqIeVoEUxCo8q4+D0ywWKnHROLT1yFJn3Xtn44pEn7r1efk4AZ0ym+2NQNnyvodKPW+1MN5L6KowNNgJ5+dmXTq86JY/JV5f1bG7rsWFZclIWu6V3o5Sy2CmllJOzXvfuYH5JrzM5LHuklHKpd58cl17bblns9l/+eHkODp8Nzw/FEJ6UXvf+ybNyfK8DLkThAYhoGLLnzX/1oJSTS+V4clhKKY93SymL3VKOSznrtclz+6WUsq+7TZ4rStnTLYe6i1LqeZzB7acm3/aLkZWnTuxT8auSTZQE2s2Er2O9Zf6+du/zHcFG4BABq5eZ7bbig1QEJ2Zo2ExSGMnRrUm03pRfUI1uNA+lbkry4C/eVIDkAL9QejblXT0Bec/ihA3QmXZYoFu59cG+c64tEZoCUSBJlzaqxi7vj+HuXxW794cW1WSblMmhG4vdcoeclF73Unm2WF5wUsqiPCvH24YrJZZKKaU8vkVKuXtSDsu800pdEhqItirqzmulTpMqYsVSKfd7Lf7Cl1LKXLEcTmK/lEXZpmLSjkupT/9LDqJgg+GyEhhhRB6hCnpPzwgbKUxppStPPQTrRBJNuFZDldirCODG8P3kTvmabLO9ajjLQepo4OJ6WGBRV3iMWQksx6cCrVB9DTuRXUzMQskFwp5EF4UOB8d/CxP8Rb0wpeBMs1KrF6F5BNhJB07ffXnt8178WPNnOF91gfO/N/cAdpIUhjPBrA3KV1cMtU5tAQn51JEBSrb2CFwIV1GGjIHTHM8CjaDXmWAsdkhX4rJRPmIiMQRMY7e+BHKHkwuRYtrCR3buU7FIhc8vsoIhiJClcXkKCmPTJRgLdsVEBYspuAt+A09Cg6jbduHv/QQvV+ZEjqnaZuWaxMRVDhNKBuCU64iAnndBagHSI8ADrIedYsBzqNxvAPjYSa19PSMhlZsAlgPIRwNVrARlObEHxM4grTQ02GkoBbI3f2e0oMkq7hn7PJzMUJq8/x63Cb0ylMFwwcnzMJmWgyUCQ1XQzzlweVmtNUSVm6V2ktEZoYzFrgSqw88y9GZxevVPQiNSofNiIymMxVJgmEFDVg5CYgtrBXoG6mAaJpzSAl9Uges0iNf5fVvlTPSP4F70GEyEWxZAY7Z8f6RO1WkodcYfMKJC01ghnBKg3fp8qzzYFA7rqOEI0GxamYCZvqoboQT0W+rvgVQTBbGegLpx/Qy/ETSg3QVTguZ1DrQmwKo21d0GznTpmLXgEL12Eg66nqWHatE9C3IiXEZnAgTJ6DVkrZ8LbF1UxrcVBusFI1MlqIeafap8RDQDEeGEewqoXS79lNWLMwHLQQ/WRNoE/txkYmVP575KhJbxJU1B6IhgHEtCSwNnOjL0g/56EwqOxZXgWRwnNA38L8s1oA/Y8p2BKmNrXfDCAQGZm4DnqliPMUD/XjvacWNVFgiiclTGKUdpqeA3yH7BFULLP9UBj0GVrhyMPfc61iePnxN1HTVhpCNA0d//NBdiIE1iwLs4w00CqCPufj+8JoTJVwTOjElzzEelLMsxqPYEogarDCPEAWMWSvaGT/SG3NTkwUS3TifhOxmODN0nnvcfV4GrvPjbRKf67dWjwnXzCIF+MQ2lU1aV7LKgAtVHxIKnnlVrokrFU4eYsTONJlj1UaDDpfaKGwU05dA77JxGjQIpu2Q1of+zxevhQRXq9/og0VKH2xhQoPPIAus7dPxMpAXlXT0HcJLmh9eBPi3KD400zaD18AYlCdZ9ASYEKtxJDAHxVDWbOv4ScAfzQ2ldB5RtacqRvASQFXhoEXhNlOxEO7x3+hebw0oUeX/CmYumxXVWnIID+cKMEDeXiSN9oYMfcCiYnDpYnLpr9ej9V7/6TV8EXk3FXklU80Vg1iXQroA6B/yBOA8GAy1Cdx/Fu06UQ0YpesGXdCelBa0ZeMEqZVc7OcqxqoEc2S389wPbXX55xz7QYyaBNPD3XcZA9gEcKp7KA0cP+Saon8iHbvkhl0Mp4CXbywXB7OaAsdeBap9Yy0G7QkeaDrPI+wWXC0xpgcYroqa4q7Eep+V6+7Zjoj8KpEO6jEXQZ93yT0cVPs41Flv78//4yKYNJ/OOzDvFU/lD924c3dqfXf1w9qrRrQeyDlVw0aVEYXTr469t3Z+tNZEDQCr72+dy207lMyBzx4N3qpcD+WHt2giUlMpPEmKB5TMJsczPs/eFZwWr+j+Tpn0iD/p5B3AsgB0uDUDMj0YpJM5r236RXf2Tu1aPbn0i961D2z5xkm0yfxQ+7ZsGv+vUVsvNEMkD+aO57pN4vPvf1R1u9ehWLxs6sgVHX/nci0eO5v5idOsTv+5DXwKvh6+4ZY995Y5bQBxa2o1vDbGEghxnyFP89PILkubIOWASgoVtCFqBIk3lTJeEns7kUMtDyp3AjX2nW3ruTH6/JabMBHvekxxq6dm86pHO5FBLT2fy+Ja+yVa1UmLRZbG1iS+9ORZtxZgVNKEVbRpgWDpwubFbSul1y/1SynNSyt2+Zo/XLeXZHnUVlFJKr6lzv9e2f1xKcg7QJkgE+GseTc5/iH8YlsXWqn70nG7pMYmGtpCI1rM2uevNsaGUIlE7E/5CaHsEzYWGAP9J6UDU2C+llEuH2qTP2JBSyrOK4THbs7mCf8vuSaUHRN5V+CcBhzdCOR76fxUiZuxTV0RsosE71oRR68vuzpR/c1l6HIagDu4TLHVY6qWgTiyVUsr9Vfh7nT7nplNKKeWDUkrp3bd/XMrxvJSc9fEHUPO/lVwyaK9aBcF/5n+K8KaqiSjYOCnsgO2IRp3CP0bVSwFoWIpxGi6HVdDm49/idKsR360YR1JKKYsB/ltCN1GvOy/lbldKfcok2Hm0g6So5hPGzfK3yjgD8ADofVGtrzM51LL3+1r3jkBGibo+xidbfmJf8f36Hju5KwHIGnGIKSKL4TIYB9eK4VmVwyQGlR8zfbT+QkDh86HSSgxkUOU/X09QAO3j3PytYKDz6SCxQo8UsIms/QF42zxywNrItan4na8baln+ww9+tDOtbLUSF2Oow0u7ZcNe54aecYZaek6v6jGXOACU1e9tXiPiltrh/r9RvlqivaGQm8HrnlXsM1d1SviqGfpCB3QhiIGnNjsLNwkQ0fred+OuP1oy1BL3WnqKcZKVvuotmdPPfmXdlT989InftY523RVjlxZbe+Wy5ZAc2rJrclVP5+uG3ryi+ZYPbXXkEZlP1z3gGy9iSRO44lYKOZgC86QaHUd1CkDanNcEyK1ppTP9PYdaMMC+QhBR5+8OElnkCBmQHxRnPeuf/0zc2Z83fxTTTdbeA9hH9M5lzfdsfPHwwT6XwhP+xv6haz9148YXv+PCaVqA25aMhUbu2gu3vHbg0D3Pbz75yDP/c+26P9uEts4NtnkJzBL9vetHmkekeUrAX3a/0ZqDaQzkoA0NmNkklfBkfhsXXSVjiZRf6VX82dXiTuoWLfnQTx/75IYf/sO9uoaOSb5owi5t0e90DLV8buOS41v6hluJaCQqKtFDy2JDN/TYyXUHRF3g09q0EFpMf/SLZrxzydCffPRTXbsMXnsWA6jD84K+wPcO7nABNEFHZpps4Ytp38YBCLSOsgD1whyZLp0R1efXD2gF7hOu5mwRdS3xyVWj5/q8VU/ItuOb33V61f5zUnqT3z2+pW9yVd+kvBScDThVo+OVh5PnvvPaxeObV42e65OrjneKhjZRl4cmtOJ7aGpHlgQ80BAomqo4Q7NFtR8p3tUvL39QSt+ZfrF76fC54qSUVfj30KWYYQ5g/FO8Mzl6rs9r6eluO76l73RLz/iq41v2vyafkIE66aXhc1LK0QvVnQpgXMofvLGNAP9OGrqYPCvAa5OybfeklLL4id3jcriM/24ppeyZbJNSyrOPdM96ny127x7Pu1Iq+lkIWsEr32FMwKuf7n915cN3rR7d2r/8eK7oxhTL8ySv3rV69DP9WZHOrr7kUbcLSIU2zPB94RXSb3rDrRRehinqtqXxqhSUiwD7Bw/SETVElt6a2xMekgJi8JUzyaBeB1x4g00vyC7cvRBYQkrQtn3ik1ffdcvo1v7hlQ+nioB7nqJ0KCKLQDqL3PpE7hJu34BSdnV8mqwI4wBEYJbI7HauTdDxwiCsdvEcxSrRCDOALSBzxxEH4LIvOPlyyHZ0wynnKj/EAeS7odAmSnkQSDCVR57kn4/ev2TyXR94aLVLw/s4Csrf9edOQq7AdCm7un969ejWqg4IAOk8vGn16Nb+7N2nNjWNP4u+SAVrV/dHLNAEJWktAAycLt9iozfAKRB93Wdf+O4Kg2NPfue14P54TDAAF9NzRk5ABpldjQjkCcU8CDTnPUv+btNT773xnuzq0ROHhz/Xn7WgKMkVT+VzXS70Z1eOBu53thU/RJQscCrvQf4QTEFkoUMDM9dDKcfgW0x4r5iDQEza8E4xMSsHF9pzUoFJAUhwAi01zZnfe1UNdCZ3Gcmhlp7OJcc79w619HSuOr5l79Cqns7El7REIrLsofeWXXU90hkbaunpTDSUCxuiqY26sxZNaE3Q0MVwsH4DiYm/1me9bum1yPG8H85s/+k2KaW3pU8+MNTmShlZaEFUCHFzCDcz+x/j3882sqsZhZXagaMg/jCfgzwsvPnfr7/lqjP/64WXR+GW3CZ4/hMJgNh54mUnC02jFEYdppBXTtAwSKxWV0TBbHTNB8Q/PC9WvXWvoq1EOVryP1xpJYGcC3VtDkmIOwCk5tdp++1g7BPqy1p2de4dJr45GSUIkT0HNNH6RjRFP2+BVmiTOXhgqZTy7IXyLi9VnJUlXnff5Co5LqUsdje9JuVkfjzprfpxd15KxgVEuwVJWKjw77qU3/Hfin+vqH5QJ2CumD7A32low8jDG+GdFfxX7ZfSN4rwz7HxVq9p2yqvOznUovCXS0alnFzV05lUGdX5pTZgQ5ASaLn/k/GfC85vTW0Izi+jyaYBRqWAB7pr8Z9c5XU3ydliZ3JY7pZy9Kz32d1SDrWU8deLghB7xwAyHPx/gH6tdmIN5GXgpVx3wD86vgSK01pWi1WEgcqYAHTvi1+D2/Z8e99m61EA/TILsAQdELPmsjD/U5CmWloEvgnjpaGQwcvAFPIPXBpE3c1Qa0cJGRYPads7V48ZfZOtiPIBqcWsQAVGD43TFSajAjlY4YrNA+Y8G4UVWK2t+kujz4Hx34p6GPJ4RcHVFik5CNsFVmZ9P/gCHcfPFQNlydscP6M9Rv+vDwikcgesnzeBFAxALrDSqNABOkD86xyv4JqovpK/ufUHuJep8de4CdIQ4ftb9g6nGozk+1Px8ZjDPDBFtMUhCf2uai8HgOsbgCRgVg5SB8b21alKMXXtOIpREGYpQJA7BMC0EvZ0ESVQmY0AJG4KXtIqi4NX1u0NI3STtuhGR7/iy59cdXxL3w+8sW1/JECLEFnK5+EL7+mNtNC5N2b0ua1fAgPfoZsv8fPQ+lx+3jU7ssaGzdDlzJmJKFpEE1iXbW0kyTbWgqb6ohcAloUYsZqykFa/VwCOfku5TgGt02qkovC+JSQccLlgxr8AyN8cMCYf+MMt157+k43rksc/XW/65KkZgYqYtEHv/br4DsUpNQ4OuqsWqiv4vcGF60woZek9ozlhpn4AZmndVeshCmcs0C8HuEWQhCY7lE3444PGv01KdaHnFORfkg8E4y/ML5m/GF7573ZhskuC2IY+CID0jop3ZrY8MvC/PrDpLT8TveVjzJP/iFp/U3jjginkC9CQ0y9mAFNgKtI7zEM1VGkpSpbXvgAos/Vd1PlLi0Nr2UayiwYtwDClbJnmgzg8uEqFUHaJo2RfDXYTUT3y3vv6Jlcdv6/P1QRN8dpAWg1abycNaEMQ9c/f6KrRHNwnpZRy/7CU4+Ny6WSgDKLOgmJ3Xiqnpvt9rYbcUimZdIFRyMG7bB//aBn//xy4KsiqgOPLqmk/TRCfg78PdTl8/mfTHPwnZ71uKWWPnJWyOCyllK8Vu4vy7H4ppVw6fFbKpSpBVzaTkIOJkwBaOwXd/C/hr9a9dGGrm6lKkYLp6Rq9prkwReGHXb3wZ9NkfXWxEKgt5+SMMKh3gZK5fKqcoBcywD5BIjxKpf8a/j64cFR2lFmec1RQq0CneC7Y/oJz67TApWQnofW4JrD4ZNjPAUF2K/EKDBRKZz4YrN8fWdwMyVa4hO/1S4KRHGrpufMKsQzfSYtTVrPV5+QN/4jgjUMWuTPNtc7X19yahmVdNSWmOAFnklDKNtcL0xcvCwAzT8QMzl+Fc6QLQpdlrVoUq0C8R3neja1N9LzHl5Amvrj8D9fu/VJL3+ZVPZ3JoeCwKNSW9YDIsmQ0AQmK6FQG6z147dBzkA6MNJTsjoqaojLgqgyrwWQX2eTYTPofgvN3yKQV7uytbq/ngLpCPXRnoqczObTsobVXYD25fG1CwKMHrl9rJoeW9U2uOt6ZHGrp23z9LbpgbUKYK/s6lXfkns7k0LLYe1t67CQmvkLBWuEs6+mM4RFphgaMpTb11uPu4kEYDKLbIUwoODTRqripese4qJhBugAxPXke1P4jXVzobgXF/3G1+NpUT5332R+PPzS0pW9y1SNblqjPTv9e58nZX1747quf2y/ng9njW/om39kzuer4FuXq+fiWvs2rfrwlOdQyKovyCZmCgH7us2mAoTaBdrmUSoErL9vKFtEK2oa6KyynJikflKPn9k9KGSm4EBdr6CW8gPXedbdZHy18CT6RXAVD8P5YTAfrN+XJFV1G8weduTMMINrSAj+AIVpg6NSSj5ggbtMRkEmVjD/iuaugEIEpvE/fVi4mgi8X6xyoQ+4QtTUDcDUkSWHPAmcdiLYJWmGpwj8Fbp2Unz2+ZTZ0kZ4PFENMyrJwoRrOSdnml58d9Z9dVFptpwHNs4lCJ7QJY5Vnw1IpFa/NN0wP2G9SSnm22Nk2fE5Vt8pXs8tLqU9RS3dbikj+UkvPq1zCk7Z8Wz8FODA3QQCBHmquzE2rQASivmGr7kHMFyYr/4UmKIOJhSpzjRutIIpX6RGwyVDK4s9/L0VXeX9LAZer8S33flRWgdfSJ2cDu/vRcTUklRGbDKSHrVLmJ9uklPnwazwrZV5Q5n/aNKA3eUCb/9YC7upZ9XuobfekHD0b797/KzkupcwPK5Tyk1L5D9ewKrax2kcJeIeV25ijPgqoNG3jQyIf3BEdgE41/PcLCO4SJPhVcIpFlYZ6eoQS1AslIQuxG71vremDDCZTTwO+UkbVCaL3isf/XTTKt/Wfue2UcMjAS6AXXJA72nmAYP1YBHwD5YIlw2xwJlRabEuPoQJBsD7k60P1sxcOAjaHwNhnVZIFgS6jgMVTmphCTvuhl8PM03NpAPpAvu0AG9p7XRyQeQ/wiJg53OE0Z96OsrXw9R+Ulqa8hrAWbcieGHMMlECnPZSeyIAcnwXQ/pQ5sE8AWg+zUFq+ImQNm59AzMKWNI2Ce471QEravCAEVbfpCGabfVIOxju1x669uq7w/Nd2y3eXMyj5oz9EbnmQckAgB91bQ8nEQO5Z4a4MPwt2AFXOLYRYMGYoWzrKRXWTcmCqWVIXKIOoiLCeINaZhiabkkAOki38fagrMR00fc3Xhq7dbm/o5fC/E8hf3FCDrfg7WXlr9Nq8billX/dZfy17N+6uKPdKKYfuK54Lr/NwWiC6OCtlcXI2YO84Af1Mk00TDMskLC1KedxXVC52S69bTs4e7w7X1dQ963Xv9e4rdreNyr3DZfmLix0sF60PCG3n3hbptRW7pZR9Fbx2T1ZtzkM3FifPjo7LoTYppZTHwmkB/pNSKp8fbVLKy10wcop/5RKHYdmHttsvcbxbytxS6XXL4dkfh6vyupdKKeWs112U43J4v5T6IgcQLidBswGlshw6EbQernKUEX5oJijyK9ih/zfFYmgB2oon5VuujTEXjiTAG4MpSusFi9FGyFU3YAg0MdERvdGEcqCcClpFGjDTZfmLU0FGjgv4Sk17OlDqJIq/Vrqqkwc33NM4tuJg9i3t/gMrlBgDpphIjkyn6ZBbu8sPgVkw0iwTcpD1yJRf4mi4I2EwfBGklp71Mden0mAo/Z8K/aNVDUXJnltfE9oHJkxlBlrG1436+bV29sFv5pTC5FzBAVqjEL0K6qAeCEQwpSyAPADEbzIzNLrINNRy907TNUWcww7okTR4mAyAdhKA4TmtfsmJM8sFE8LGQ44onzDOtX11rfGuWCCoVX++PtebmCiMTTdy8oSoJlUS0IDxeZtRGCQNTvGjQEgFNAKeBZRs5NZS1qoUjaDsg/VgPxb4XWVCIHeKcOTFMC+28BAoryE9dlf5qepH+1gKwID2Y1ERVv+MESFdZ+PMrFDx1WqVZAEYveu7GXwKgGdSmUrNgjC0ZuwjINfh6w9HcTkJCSfIEIUQzWDgQNQ6kaqqRC55qYM4yK2UjT2CJSwX//JXDnekJy2wxmiQFTT9TpUEhTHEFFJP04JhYVcQcAAa9qYx/CujAVOlmVOh1oXygOWfv6pEXImNrlQrOfDnEfB8GUkWgLpmYGSQakXfnwsAt+wx3crhx2qHGPXRrvqds07L9qzVYKcB0AWg+d7JrhGR5tFe+MiE3U6tuNcHrefTtznBj2TZNbE+ky7Hucy7qm0/qUt9DW1/5bmv/DTYVwDwBBUzrKCxr7yYftB6+ubb5zHa3AuAAdFm/CDQHl7+KJCPicUBBr2dyWNbSwMBMuhhKmARgJEcAZ00TI0KUvCKBZiMWEHWqradriPRmv4AcO5zAvmscjRZZk3rCEhwNTzupDCWHdtpRi2KWbeqqBQemmfzbXFxdGsvOI3uKapzlL/FjT2HQq4SRdBQyVG5Ev4DS1uvRAMXEyqQ6UiltjKv4gZVPBLUUq2GOwFa38CGU/9mhxpCgzPtA+AiBWiCYi5ICl7bL29zclvhophYIgfTFNaXwlGWihWBQMOFWYAP4sdfXgkjkHQAJ8gVrMXBgBMi07UyLd0BxrZcndXEHEU50xzUOobo31wAugqOoBbeehrOIY20omGAfE7g+S1boI28fIsqNrEvO0W2wyrzgVXXzeorQsQEXDmpyP+xjnKCeoueQjFVErPhOaQGz/fVkwEC8ZlXaej3Vn3AxqHJbR0VfoIVqjl4Sffsc3lGMMbBgUJFvwyU6k+dJlYAGa6Gg1EL5CxEzpsqx8k56hdxopYDznQ8+rYfVyfFlBqU5gApVpr5gEx2UvhTMXnsxuezcEdTiVr+54wATMaaoWFKk6YbzHI96HDiOm37BGNd/J1KeHrjyaaGivNCSGhA4bHQ+OfgFRNA264GJ1Y5t5TVhSGwSqKQ0dMRqljKjUnAKUiQvVWICkikdQsW95/brka8LIhK+KjonlU23No30brICARzYU5mYmv6FY48ZcUnClwpA5V/COQvVRBX2v+pODjTZGscecq8JvQu6AhFmVUD4wlfKnQTAGs+briE9ZUB5B4BDZQgRiGniSheeCR2ErkGUtjJMW1PNlXN/RAuIEl4P3ekizNN3X2gJ0LFLX8/roaIMB8DVsK7j20XMEe22+QUMiAV0RyGk7DQ1hx47Za0b1itDr0iRGg9/d84izQqxfSD+MIp8moPtwCs0njSueZh+3aHibyAMNFRwySOQHQrUdHr/45WiR5KFIjezU0FZ1raa0Lo5h2I7rCzmsCERgAZ3lNPLet6ueAQOCdyz0CRf/NcUT1Y5y6/2XtlwgRoViIkQXn3SHA1nLzwj3Ej6Uxvz3KC0v8G/XyqUt4EQtsyYNzVgWEONAO3getvoBI8QXtFS8UPpuKWBwEKTgq7QOAD3wq/NCcCF8Urb+miAa0U6ucTovL9TAdKDFxwZkyoF0KAv8loQIziEERCWlfRNBMgV3BRlJ1+bDsZ9Ov9cEj7KGv6RWJT3YJq1topGzSB6cIg88AGt+pnDkDUoa5xaTN43v22RMO0CjPot6qSdIBOGsDmsek4vCqzSZWqF6qr9iHBCGBxoXEAlp8M1ehCYprIzqucrsMEHopCMo+8z8erA5CBsKG69vVJqGfRDETxjAoCVo68bxjdQKNTeFi0qppSNegNnmsnRd0VZfoTgIJLE2j3lx/4NZt2A9DVL5J0IXxSWYNKJKyWy0SQvwrVqKV2JKeK2UIC8DBdQa6yTgxNvCddlc2vPUv8SpjZzm2Z6XR2eS6oAcAPlRWGyKeJEqcD0gP8c11QpfQn2nUHhJ3EMA9R+rqWqS6apZbfawWFqyAOGLz6RkFN5jiFSKdPuZ/htRe6TSonjcqdeAXkYNwFCv8b9AXt5fJGL4CniEgTgBFxBJJPrXx4U+HYk6LyHExYXj6N5DYBNWLSkSnQ/IXk/ZQ5IHKXQQNG6X3QmRRa4gvQG5qKEV5d/LgDfBCWsPqXM2Kp86pwQ+xAGQU99MIjI0xA6c0UIO1QCeFjAhrvAWDDcUoohkaIIL8HgArFVAOlH08DGQoopncZioBJPLLsDz/dc5NTWp+ITJOt2FHnQlmnGBp8xu5gUynr20JEYqDXP1rJkofQhbNkJ+lMO8Di5w9uqkHISmLsJdVbRTmboe++u4tAFSpHrUaW1Tyq5N4JfmfvLtWmWB4DZgBI0tKzEabTpwUTstkBSFTJhvU/Bj20d8xmaILSrjmST01/Z0dU68GCWYu5ukpoPRRqEHTVRwKA6DUHQT5KPqTZYObjMEXJ+Bts1rb02P8bjXwhEp6F6g07GIV7Bpu4uPtFHBaUyhnyoE9Vbw1AO5Gpko06etzaVAGGg/FZ9au3JkMa1DFNR4MR6qanKj6vjqU0BUhnrkxDSNw+gD7wXOEhOhqAqYez785wJBAFKD8eXg6IvBxM08L/BD2i9b23paczaeFrO+pQrBniBTt6RiyojeMF0mZgimxBbvWFNznw/S6aoOxdoR/qu4IilQqiCWiG7z7kT+cjcNcirTwLXYXFAVtzaIreIED+911VNWgKW/piaxM+whOgreCtP98J06GhddRZuxwM38NJxT5F4W2qC9h6gDOBAlpl29QFaD3ZpBRHRpDp8lUjApj+dD1PiT/4yaMlB2Cm55gydFTHGXng+JsGACPpriwJC9CbQV9E5+uHWnom26nRNwOfh5Km4PDGSmf8xoARTWRbx0hnvepEXlF1FVSF24LHyq0FnsUY2IU4/BusXSbCrVqKKsluXLxnsN9GvvhEDnw/GFbVsJQiMkR/mkCWJih9jdbXi0qgZ0CD1w8ArXKTSVkDrNzZvadnrreVyk0TzFHcKK1TIosMjXgiHeDqAuRgB+9X+RYJ+MYHD4b215yA3OdOAkxAdsPGE2QBb2VRBqOha6LSngvAtTyWAOoFIzMmSIGulKJQ28nPAJ5F+S0soq5Z/hj2AhwJ6JU6amGmZHVgCO4G5z1FSEB3eTJZYJgYwCwtX55cdexFmOrPvstPliYJXKB078XPH7M4w+WgTzvqHTwGWJwGPL9nQZv2kgh0PgCg9Zv+Q4HaORp5U8le+cvOMJKiGmejD0Ba/pXExCecFj0AV2E8fupdyiYnaqH9yk1UF9Z6Ol8HcDf8yHn7M3OOyDKWPhsBeAbP11XpmEMd9ThwRxpKn7LmxXc98LDNPFAQzRg0XBAOUFhJ2TlzuLfRjj8zvwOcAcPBS4C+eJfpo3eXfOvnMSH9713xydUOTRRAv9g+YY2KfpoFxIOp5M9786X1yDXb1yFFeL8RwA7kZ9IO1FG/M/1yNdGmMJoC5d2xCnLq416w4x+F03ibiZQdQEo8S6BWkMtMD8T/KDkEFG5HXtBuDjjzAMxyQY2/C6CB9n0a4f0X0Wf8KEkO4M99B0COgx/HvOx9TIfxWwCml6j1O4/WEFBHw7QZyJQ0UNyXHDJrxhRPtDDE4qcO9NvlImEywMLrYOd4/4NWya5v50wwnvqCiYMDS5zt6IG4XYeb/E4eG1xCqd1I4vkvJvC+hzH70Mz1I2USXQ8Nrbr+UhiD6kOEHAE3MpraLdJ/1gtAJWx5zK8ckkyVbF6qqH9K341yESBmcXzPyt4z5ougx0iw6AO3mIagcKOYACRNoZ57FjAjDJjwOU+J0LC8AppwV20UqHBFVNJjAAN8kHJYtSdDBT12uFfCFLzR31WIPNOzF1mWVQWfWEC0q3RPUn5m+7rbnXIVEWKg549WVLKlAL4VpSFukAE0Rw8FLAugEyidaW74pBvCBmjwbY7Ua8ybcwo22krw1wvc4RyrDT6hO4nfW/XjnQAU6j+TJnkCqCbBdl2duZCOph4eX/nY4JGB60Gv3zjSsWCyb0ATAU2gM0gwM7R9L3Thiyfc8IyMxDL6yTJ5/EkBNfvmWAKgi9NWWfoZzpCwTeVRh7KgypMi3IIgfhJg9ikLLjrGQbRHETiqlFZnKfrTp2jNStV5/g2l+VwGHeAldaaRBnTf1UTCz5AGOX4k7IQkVCF/pW6Enf6zQWAeyrY4NtEyvEbVKI3tZk1yAh4yjvxw8Omb4cMi+lbEcg30mcnHBvghscpFpEAENSWkxfM3tANLhEoq0znakQWDcdsK/IzruTnGB8kqX4ZOKEVaQDzkYDJR2xOIWnGHuA2kz9zQHrbAUKorMLPdXhQHPYZEWy8S4QErUqbhIgDy/YB0Z7MzghXBPmNV8hNfDzPCrXIC428WmgNDa24VhPoToFHunmrqCtbd7lrUQCRmkR6jZF/1Wl+/u8bZkg62OilBn30iYtZ6MfFg1g99kywLJjxwdYjKE7NSlGytvdbLOxVn7hmgik2qXo6rHismakWu47egmz27ru5S6ijad3eGuykA5En1FvbCQfjFThF9F+iFz23uyNwoLqFjDSdSoG3cZMr7RfTmABVHpS0HKIk0vMI8RicvA2Sndm/ynAvO/LUD0C1UH933v+FFqyZt1E4uuLNkd8id25ev/smm7qrEvH/+5iF8eU0OTRNdDZU54gHfR0vFJ4jOXB9d026E8wvIKJWn4JavBkopzuJRlIM2BQwU+6EqLmggXYBi7g2ve27Q94USKCb4rZjA37b0dD7uUHKt0RwsceBm0KNb9gw0gxWaQ9fGQMsDpPw75SdXdFXaS2hY7JNPQuuogJnqMQGCzSuJBR36t9JapU9sA0QVo0vO5QegDokJ5LMCbePO7VZBsMQqx20HFrWj7QLdDRy1pcpJa5XkPgyJDm2D4Jg4mKXhTuEzANWf7rlw0xJShGOW+ZgBP1vTF9U+apu+zCwDtXP1fvU4mopPrhL+FhCmfdZSFLMY3N7SM7qaGT7xh5U03d9rQk60EfyY2cfCLZRrSwBa2jE5veZ5UeUICKgIVH3FRc+aY29l/Bqwb8uQzpbNs3VCs9FHI74eOIim5JZqJ1D5p1jeKOCyXH+2BPobMTqiMBByYi7CDY4AxO0r5AGBlrZc/7GGDvKDAuIG8PQ65oGSAKdF2MgcXcvVs12h3hrJIUM4Wg9pBtN4bm35hHqFLeJlGujHyjD5ngpy29x8iH6uUvbsInp3bWU60GV2AK4F0vJE+L0otMIsnxroSGQAWAekf+Qg3EHd0GJqaQppQWkQKgw7fx2rta2o35TDLV/gYHbV8ek0Wv+6k3WgR6f3DQAna1Sqynt3c0kwAmewCJ9ZBTGT9hVdLgUTpYrVm0MVd258sGR3vHrf60639HQmn0ealB3Lh6Dkwsz2bEGdK6IbMP0ARwK6IukI6L4vTqGcrhgEWFZPWyLal4UfID44t3Kh5M7kCHOgIp/R2knKQUCKOCCWocIoA2gF4TmaWE+0C5An5huKXih1Pn5skGFN3NQAD5u+Bgv6dHQqDaj9Tff7opx/w8Ob8GqUqAGus6jjshOz8xnaSgufEH/6TPVl2wLgAJTs5LGd5lCL6ISupuhV4QxlKmpiVt4v4Je/dgMKPiAT6qDJgfuSThF0z/iXk8AAcTv545bYkBYW+gFuAVZAkhkR0t+iil4bFWma56apmzdQoAvWCMALr19fseIKYcxCE143zPGN7OgdYyqkpHnoc6ImQ4h+BlimW72kejodUIGuRw/a5KmaS7MAN7YDxb55DYzWfEDMc0/zYWRmeycYaQqKjyUJ1V7yBMzsDZQoop+PAEREufUjAAzUQec+aamSetQ4/NTKEp/OGL3RFpG6/pa1AnyPdvl3vkRzvBz2s6KbYwGzyjlTBvjgwyJIqSxCOX7E8SPdGuUE3d+cZ5XUNGqBNUmNtx8HIKF99yGQg0m7OXNBAOlfWBAMi6pFrd+g7dgIXJnY1dJ0TKArjdDQ6PCMuM2BVy3A2AuE4qKbwqYBKIBmb/KxCEWq1i3FC802xw3CAYw1AFdwnl5YcL+gEMcX44jKSDk5oGTdfjtgYZuwf2Mwe/Xp0tv+4UxJ5vNVcd+0AsANPTbR6TLpYgYt6nEgPmE6+C87oTLkgeWaoBCfWMLMdrsgB8vMwZCdVtqmwRB+xNFS5eIRnCZxoGQzRAlNQGHQKw+l/3q96ZKDslL4VXGy7fiW/PDZ3bm2QM14qZSUNZfPBRrM+0+3SfngMSmVZ245vlTKwNf6/rKK8+g5Kc/K8aQ8q/y2Dctid2D9Mn5RKU8HStRSKlfRUnptUra2+YYv56TvS16ZYQy19UilOz0qiwq7psmzUkqZk1L/N134nc8F48AgOKvx7Qqq74V7Y4D2UUw4mKMGskBzHMZoPGT9tFiJyOBDo1rx6/2fvdWltXa10izfmLWYUQdIRYfMoah0WTuTY6QpZECPa0ce/OSKutb4+iom4HVlvkn9Jhqm01il9K+sKnQSJ8tIhHRpAGJElhG/yAs3buc2uTP9sl9Ztd6KtPuZwmBUgNaO9KWn5R3Ac1SUgxZxB0C2g1Y0wuRZHHQoBxx3/MfZFNnkc9WDI8HqEOA0A5n1FVu4PIBnA4oEn48EmvAPh1dXZyBk3LGtksWi8EMTUlA4JkI1V8EKomDMjq7ZzgMI8hnQp1h+wx0TEBodF4q4lIAJMzOzByuTg/DYJzyngH2FFOl5GdopjKSTirNl44xc7YUKKpFQRo3Imu3rCmOAKQCn6uVIC3hhsEmFDla0XLFSC4C0eeFR0E3M2Htd4OnfWH76SYBY2UM08OP1BccQDr0UdL+CyqkOGOFgUyFY+4Wr1s9st5MNlEaA/ooCIRAEyLoCoIvoahcALZgHMavqHTQOFBZuYgR+M0KxPMl0o0xmKd9fQBoaSXEGaBywQIaOUhkHmuOG+YIgumZQlJ/7LY1cFGXDU5kP3Jr58OjtKwDsdJZ+VjtUqS9JrQuAqNbOVc403CPwxgZDOfwmos+2nyk4mpm9sQ/0ReLtC77eB/Lc8a7qwYsAkaWp+JnVjr3kVQuqbjYx0PiYjUMaC/71W5VGAqwKj7V8ubP1sp0A+rsqRREuCA3jimgXMCqCQJlz4GKdBfQyK1eW6hb9tHjNnBy6i88KxI9uRdqhv65QuWBHflUeoi6iFhM0ULJNp6qeDa+o7bNjDM6H1mXQ49+8Azj9QByYSg+MIKrvwOehMDQIU70gc/yddaKinBNALH4xSXNJtBwb/E5dQabdwo9Bb7z6rWs2CtCctFNpUgCMgLHYmU4eAt13b1xeZeKD7XDsnACWB6i4ADHIPwdkoO6BjGEyJaDGDNIclJ3pQ3BG66W8usOusU1GKDwG0fsEyEHOaPf4FcQg0Orr+Nle0MktU7/t5YPACKWbQVQd+yZoCYcS2nZRcJTcKvSym8xBOJ3qpUMK3AT8CkIrT/X48KEpX981dPFRx9kVAnMMoqV2FU0RpbQe9t0cYeXnWNDVdxPRme3rNCHKOsZ65COhYKA+yM70GL3ZDuiPcoJYZZCQCnVjtdOlwrOHh9X/1/EY0CwFtkNZn6XSSP2JK5yZq91WmEdiboHWPrHY6SpFmwnFmSp3WmcX8ibGNOGu6gE9Wzry1CdNYH0yA7wr9KpNKMIIKeCYhW4pZQqfrUYwtE0DXb1ALyKYATEg5sF1gyVb8QVKm1efD3dV5UzKwZKwRkVpYAVKedfvRzBLSwDadpGkZRWFY4ON4dKqO/mEUJ1THXwHxuGRc+ZIK+sfd6pZKRoYRK2Hd1oZ+PtQwlIAaWPNCKwMuF1BP6xyBSKZBaySAONdUWuqssRdKJrngahN9j4BbGqMwq9rJZdCw4pk2bc5OTJzPSulUP6fm/bdvOXj66GiMun3JfF6JfrvKg1QomBVuGYucJVF2VzhdVYvcyA6I2gRFVanSWXRaJxRsrKLu3f2D5iOmupeEIicCKBzGhZYADPbs8g+R1J2+p9Q7yAPjPdMrhodl17bbrfNJ2SXFjeflfJcn5TFcSllcVIFJ/dji08uHd0tA0tBKaWUea9bWQce75a796s6avxYSSllsVvFUZJLZdtxZaA4e7w7OZxbOi6HpZR5Oa4Mos8WpZSTcrRcU3FSeluSQ21SLvVadstzMi/PFX36OfKRbZ3JyrgCmHqxDuKdyJ2NFJigSoszLl4/CKsCKgs1W4Oyv5cO1E4q/LBQRh0KJRun5csAFI4iCPYhzZ/3Vv1mIJntCmryKt5oTNYmiHKGn92vmtCzpcPNPU1o7esTOUq+DWSicjXPYyQx0lFK2SQgQ7c/UByEBWuEIuOOUgulmwtlucuMEmmFj6WfHUisa82sT44092YtQ0y4VCbZKYJ1XH9PB9qXn/+QAw9pvrpW4NRJD9ao5a/9FDjnVihtqkI6YCgL/6/0qvW0vaR3Oh3o7AetmYA8INjQSzqsdlLMUyEEh4hnGTMEoU0uGKmiq3MyChQcYw9ASNKrMpqAyUKHKE3csFGo9Xtl062f3Sgg9bp8orzf5NTHbNdp6kVjVnHcioT9CiklQaJWWU2p3I8QGIfHVJ5yf/xhujgLsOr4+iTmAjr03rCyUQS/OcXF+UyfCzO0Ust4z4f57EbOxEiTAuqrmHiRABXgzAZns8B6NRXOoAHOFGjHKTmLQ4zsUPqsXLlwpzUqGn05Q66SnHgSs95uHCi121cBr4ZKhU55PXk7cFtmRlDIQP42//FEdtFo0qluMOhUQ9dhZkQQ3U4EfZGpZx4tNEyXspRJghA2gT58BoCJ5ZWkcgVA0xmVoSnUlXJVBsBpHt5UOLYV+YchQyAzYBCNLRNwGeixYt2Rh23ASGbKAsREUFME0IYyIC3WAUmXHBpEwurzx6cgiFMsytgqbIyE+npG23h/KRw1vbJDuJ39x96eqGs1BvkG1VNEA7j6KwKmn+YBKUrfaI/7cd980EmE9w1TFfNHnPRKUUHFb/EgprNlb9SK5t8fasl/Z5OOr/Zp1biejLBWLx57tt0A+gGSIX76NiWIsrgGxb2atMDi4GO6V3YarnCOmMALaZTf3SLoVy6ou2GjO5up7pYPuSVOwzQPfw209mLNhm5s8a2VRUdNjGgAt6KAkJ6TCJStNGdJfXdd4fneMrFmot6BK99pRGbqRWHIMLOcuLMNHH/7sPyFcQF0/xKah5zp31ms6j6oDyvv76VdDFDZJcBX4NQEMN3ozItrhqS8r6fuotMFSF/jutyMG9F0G0o2SakuU2OhanzZl/avjtZ+psMhnV0l/L5qoL9ivDu6xZkjwlTuF9df4XCQDT8O9SMAx2hVipR6aJOo5HmqHOEWUaO57d0I+Px0uEjOVN9CB1s/MKD1GFy2U0QhlVXIKkffLmrtZX3+z8+ZtqMvQ9IlzeoA9TIkMKVADh58LbiXm2W8AGYef3CN8GnFV2osq0DxywbTaO3zxLoGpgvuPyWjmoDR9JwbhQ9XtpPidEHFTbvXIkSy6FCOxZVTLIOCALRbN5GZboqKAE0noT6ngotxYEKcg/Je5JQNaFe1z4OHInGNfVhUXJDky+/e8hnp0+YQJbX+/f6YlTpKHUkoRad66ZBbQZ/m0Mp6u/ATQT5BrsoiJA+aM2rjGII17faiC9XYCJhAWgcn72nHdy2cqKRaAL1YcufVWe1YumpVyXIGaB1LfVdxXEynRpEOmCULNDlTlDl7u8zwbVpXgjQJ5EzWcxxeswA2/AQzpKoB1I2JNNRvMms5rzEr0LS1qQUXAM9CdkErvvKTNU8eEi7Ep9NKwbEshq9CFTCSjsUZc6xXWaPpcW57fmc6IhzCloQQv5dF9YJjz6pe2xZALkRwGDD1dFZrb5XWfL7q3gQFOZgepLc/XK8AtH8UKGapFCX7bbkm3yhNoGQbCQHnfCx8bcbw5VMC1NnKT4EOp3SE/r32iViOJaRQak+g3L0EcF0XdavEeri4x6zC02oqfCkVuG6qBYuktr25Q+4UKqaOz3ALr3LhuTcom/R612NuWFIFWdU/5aTHDvaOYpl+DtcYTQEsHDejMyZrnJqa8hFHcfD7oX6i5o4agnrBy2WSx69EOp4LpB+BrJoiDmEB4UU4KpDjMN30/xX3/+FxXeWhL/7Ze49HE2usTFIrjINotkkojuy2IzuhsgJo28mF3JgfwnWJUtOeOZFpaJK2AosSwEYr2IA5yFg9TXKSYuHh1ilKq7qiwXlCnhBvaJBUCNIccBS3CfGcIxENUZpM5JE9Gs+edf9Ya+/ZI5ne7/eP+/2u57FnNHvttd71rrXe9a73J2UpMlzKBpwULRvaBOXsJ8Aser+zLZHG7W0uJZYH26rWGMDPdsEbKg8xwT41rSxvb7lED4AJs8b+W5PsfXjC6Kp7JPB3oNFlMZ16GmWs4EYgEZYuCP3pyV5Fu8Ih7P1ufLl0pGCrtMjRtx8WsNifJlaoU76ccePw4gF7gseAlFhxpmn65+g/7DqxWy8YXRcA79YzcDyAMxD9LOZMhx6lfD0NIaeIoJUGFyAFm4FXu2JgxufvOBWw+2HlcVVgna6ccjwIkjZSo0fe/8jIbUfTXIL3AcBIkETdpHLBy8rkc18GktAo7GwvpAppJepcHVrFMXjFN8J2mC+7dRGtVJmxI4r/UcvBSmZ5Mg95frb86gaVU6OwsQvkP4rhlY15kFU2SM4l5Mg7Na2B1MjyZ0CO8kMAVl4hxw9Tr6mHVGjNgo6QoH/EoAJmKZ8O0fgcQPyKNBydK8sDRxuMtH+0akVaCftJdmdYfCRnpCuBeFDvRIPgOrkL/PsO4KfMAeaaXQZvQR7ot+tUbmhrFk8ow7WXrP2gjKBWsCVRB9rdC2BWshuMPxVAJp9gQ3dosUlcoDAP8Ma5LogG5lYJBXehpKm2lZGjdZEu/KJuUg6A5S5/WHVXA6QyDZsBjOPLK1T0cJJRBm9ZriRE8Z9g+9vQpgVolr3xNHL0qui2cF1HgW3s3pP8ihjZQNyjbv86MHpYcKiYeSMYY31JA+l1LDw2D7teq9PLKtbzS2qRLYo8UkA2FN8jKFl9Bgzqv83LJq7M3p4BmUood0R/D1sGXSBHW1iA4WVRT2x4FTk64qtO7RUdEQcpMnk8seKODIksi8JiTR9QSOsfi3WSWfnfM+ZTh4W9ajPArifVs7qmYmC6FXVgV5OxAslhPKvcBQTmVg4Ag6SgHMcef3wTHxUhvKgeXUPAqUcFraczuZVjARi8xZZC7qZhNlH/ICfU+StnXBYFNOlAjU44AkfCy78noXQZUKyNw7zp5LiqJUBlPjYcwBCW46Yy/i3D1nc0cOBtXjopnacx3GXK0+3AKqfbd32hLDK5OktIt9pH1FoFl6XLawSU+wJEQlWzf4N0sygwvrar/OCj+9PGToDCQd/6RZGEURRAZuVg9O7LcmA9GUnA6hAnE+DxeYHbOpjnecHoegjxcBU/YiOgtnIsLANb8pxujIx0oCxHR4apHanqc2kYSNlKJrT4oB20bIJ2DRfEi0vwWM/OH416XDwlclConZFmpHadsiEGmWhKiTWHIaUMjFwoKWKQXC12MbZoY3Rpwc4Pa9gtxyG6RegzLaKJQ2AJk7AvfvDAk3LbQIOD5a7wOcSMbHDiIEfJ8RJg3Nuw9Yf4hx5+KvluGGGbIANZMFfNrBv6zBCQ1pd7AYpk27C27AIbPyyY7n4lkJkqcFqAFi6GTBDrD65hiFviEKSNLk1IQzfc3CuLApp6PcimNR0zj6mW0cs7qwwKUyPzsFdMV6lQCk4RBExQF3+gAFElMSaqkKZoUakKxH9OW9dscpoWOJ0hoI8KKSx44urpPm3RFl7yuo65LXFLcvrjImd0rTiglS61HDeuctH3+sHwcyUNL71HzPP8p9+Wg7SW8SXAnMvQPBomKPsAJlzohmSDw2xm+viylHTjjgrvkgVrNHhR+mYFWUNAtncIaqk1VTEBh7ILufYmvDx4YAvfIGF/0JQNKkYsQDoBcLZExF+uFYGXhm5lkNb0pz2uFEQSgDywRgsranELGm4WpC6bcUiNKJP/9+onro/qWaYXxT2/3RcC1VWIuAqYSB3GODLavDwbTCWHdzcklPHitEpSqybHqasYA9g5WUzmP7t7yP9RKIxoi88q/iE0/MoCdLswXIHPpWvnaA4SKtr741peMliH2j3VYRXdqwuQo1wnak8FOBF1pu2hASncS918rnNQFicX9atdoYe2GlwHQAPyADgxMGNpmvYOffvG/Qrh2kDTBjgPx1KsGm77qiBrBa6ntetUGowunCnRXNig0RToih3vZpcikwzmu/miyw/8lxXdSedgvhvracimmQY2KFc8I2zcciXqgC9DZpyiyDtOrRVJBEwXtFqiUgAW7Z72aQ2huln4ye2Eu5k0FGFbV+DoAi45iJxZHac92gtvrw1P+LIhW37yFxOjwkL2kTd2i5p/aMhYAROuclGG43Xciut/eZTbbm0bUBNX0X6+5g0Az27789Cxo29E91mCE72DVhIrEzYrARjMos4rOSq5inqtFkUwhLXkMkK3WvT7qCuL+9Pd0OKWSYMt6oytg++e4EEBHYNg1WuigYsCzw30L9e2p6xMNAU07QoMT3JmSFTY6o1f/aDwIKrGEcDrVNNrhLVzWusOtDwvKDYtN7qG2LHThfx7v0xeu6cqNVwJIJEhpWIDRx2Q28NjQEcZcLw07B2aaiU09eDv35DSIAGrB4Eiw4Zg3eBgraEYgCXKbm8o0qHCjIzpsZ4GX5cxv0wPwlnPEl20Ccq/OIC70ugPgPJBlNE+i4LNQt9CfPzHfKIRh1VODMxVAuDbvV5upf8Dao/CrTRZJ59ocys+QoJysctymuCV3pWvRiCNy2MfBs78eOXzKjQKpJNNk0XaXWDkdOslABMMKP9oFAz3QgbkHwzX584J9i/gB456BNacBqIKIepxBTiYpGseLNtPKQtAySWnx9QO5NvhUjaI6Vlg55glcg5Q9vVI/uUTqu7VwKi2SZheDLXg+JWqC1/Fjz9YdCm7FTB/LwMZtqaLIffCBGAp4/6/FQDPr0CeRsTS86NBKMtlpXiF+twbPF/vf/n5d9KAlZE3JiifsgUlFbMj2FUxEzgKUTINRr9AKVfCpZrDUPpTNdKUxbQNHdweqKZztcHPAu9PysI6VqiDtImJqzZWqJeCP44z4KXbgTGxXLlQBYPBDK3M8xCgg7MuAxXgMQeso+omXRW15s2Is0IMtfgIYHnDkNeBiEXtoa8eHVQijRClsKnliyvrEIV+R6oBVwv0t7ppwEszPaiC76Jbqn5TVWyNw9QoaBdF/AATaustAo2nl1ZtjoF5Jga7mEiNcFsOZlRFgVa3YwrAez/QTIdYrOMtSxC9R1i2tnAIC0OkDlEIjKR9j8EVfKcxvsubXDzksEa0kMJPOle76UGLksdlte+wC/pyo9swnYq/8O0CS3/vxNM03f43wNIybisil1iwMWy1BNpDPdWKy4qSAI3/sgsNTt3DQoXw7Eaa35bvQJ2/yskuspIbJ87ShPHu+fITJTBnb5R9I7TKjOI/VekHFqDYjPG2vDYdWFY2Qasnrn4Ihpd79qIDj6nBpAPt8jIp1AW49k/nu5tKgQE2Zte+s1oeLZsTLMGT6jS5smZwHYzVyBMMLobDD9cS/awLkIgIiEAhAgX/6J8rT9IyDBt0qE//RSVLWTaGMKi7fV1ZFDiWDX4vAG7EhozvbZo3vrahQ/M+2vxQqP2b0MFH8foALk4Ee3ZqXLZN+WkupW9V1Slly7g8Ijtl7pxUiSJmtAnWjA4yP7ck35T/+oaUOk9UkO5kTsq6hBNXhBNxJKe0oZZ884iUMy/f1SkLnbUQ75We5JiuW+2svNJZ6VdeDOf85Ck6O2ennCnJc0tSmtjsfoDoOUF5XoTXr8b7b6wCbwdSnIwC7SGDHTCpJphNqltWEIciPD3A4Z1hj181Mf56ea35SZeYw8v+m9YDjwY2k46+kC8C8QtLaj+bQUsEm8MJTSgAs7jwO3+PQ26lais51wvAyDJyUrBRItBuqLtA6QZUzKQTrYPAWzIQS4BbEIT2bzfEtv92F+WpPjAEhoMIdJJa9XQUKCaP9D39unO6CGbxiuyWd0OjIHJlHTzrJ0gxzGWWk73wNAsicDxTWCERdeLs/DXJImUKyOKBfOFM3YuK5RRg5ZCjI2knW3qPHwHChvCJMv8RYaEN6UZ+FWJqC0rUHQPMGgk01/uIuCoMisKQ4fWg9+hON/S0FPCYLcMM0k0InSVAxVdV4cyGgZ/9rC5GQQIgpwOvK9Y42ssFZxRqNyeARNRzWUJJgUdozYocbgHMeDRDahmRtQCSYwtwH1YmnSz44wA0G7Pg5S4OwrDNirIBKLtkaKVCiP4LABHvBV5KI2/ej+GmJaWajCKnP6fb7p3tyJIcc1a2rkZtfDXdfWo0CWbW+DFrwRB05FiRLgdgw+qRNGs+A8oRra5EVwc663z7ymyz87A4kNMI6W5H2+qGStltjf2DL6D2V9p6VlCBXc2rHOaD7pU4JwJmiuCaUUArii0mGIJGQa7+4maAjt81bbnl7DK5uRwhB7RnoQEyQRxhas0z1hsH1qK432Ul43MiRwrNd20Hw6m9HKrt5Vj1uMh1iCKYRR7si+fLWVgu18aEYbx0e1NvBuOb9c9ipIsZuPLlYDlX6j3FPIco6+Al/B0WgiABhiK4Dc7LpZAIMqgUeZ99+BOO0H9lGflV1SGSC+q5EJgDPKMcg/7ZBhr3ALCJlP+uUP8+L4DMIYbyKyMuA9CMp2UDzvJHFV2BS9j7EVoqLkqDyzMYW2Xfi8GDEgnTE5z8tsOszaLIG1mkQQLMOFvvoWIu48OivCWDIfiUPOCi3Lb1WDQ/keLWKwfh1a7gRhfxZdSkoKzuYL9UiFouai7HIarTDeSclcob+ej+P2Hyvz6T7zur4JpQp4g+Uk1AUB6jCcwsFETzz1+Du3MgP7NpeWM5xfP3ZKTjpVvZXscGz9iWQKmtLZrUICUBq2wqRUOjALyanj6MrG+nYg6Q0c7RkQBCrkyeeuaE0tSOkr5icsHbsdnlH2zUhKqT3EyBWfO5UjELBKv6WnLA0oxwBaE9HKP5ZNQ5LMowXMrWrhe6rAK46BZDJrcOdcQ5D5SfFxnI1tE6odUrSQDjJ585iTEwd9tUnyBcyYAmlzjvopfXnez/BrNY5pPi9Y0f08FLfGZXf/79D9Jp5AHyHElXnTpalFjMwBWDFzLUeJ/lvEaLknHdL/CRkFNYAFyaIcNWt+SCl/7XdN2bAuD65+yhiX1nZ3FhvrtBrPUnLhQYMhL4cG+eBWN3DowMxrxfoaCzY1eFJ6xMdOGxu4xTj2fK9XS1iKJ880D1VZbHEHABrAwL0J3Fy/uZVTRNzQH50ZQPm4BqnxqN2UX/EycEQMSOWrFp6FmSfd5dDpx1XMCMve7A6vprtYBeYQMNG91eqAj/iNTdOuI0XnqdyyN0nc7pl/zVcHGWiRCZESu159FrP5hGJSfeBeoQqRcwLg43AJxoG7jzx1N9sywvAtjZP/oMmAkDiEVHofUywcReH0QFawxgCa6SLzCJdys/u1KEG5L2BCjSOM9K82M9010sTcAE05BzVxzxMResZrc3A+CGiVUOvrTB5fmJzT8VVxwy7PzmLF7xc73a/dEpgFmomdUG3aaZ2LJ/A2gxj0mNBMb/6xJGIt2etTLAt/SvFdCheGG+XeZCdzGX2oEQA0aZT07vtfP3u6ADwAg10IICOdCLQTdW8l8cXusPjiug/L2R+bILc4bYCWYx6sLrxv49HRHLDZPi2tc4RBc3smmFGPlwq+H2+uveh6R+DxtdQIqLZ8IcTUyPi2IM7VTbUHXTwVg0RrBhaL5toPupqb6h6N10V8puXWZjAvktcNa006wGpJOhFfPhelirRLGaZe/gfAe7kC4CnSpZw5yEoTSQpCxW3OeLGegmNUjHYPFpUj65DIXF8hQRuNX5hQCyPkb25VZ3ARZGjErzz0eZv2Oy93v6KDHBjEWB1VQG6/qLYTzi72kpgNUBZpS90ChpuP1JAlUlBIERlnxD20GcbO/yoQB4aXWJaOwjS8wOPfGtdSIALt6OO/7l2qM/xJsNegnVHlHnL8S4uOpExy9yrBFgqIVWq+dCOXJ7ZhIabupqf0soMpZAcTRJZa95u6pvLltDC3CFSyaH3OVtcM4JCGhSAcB1smSijEDWGnJ+WPfuQRtBpE3w1BgtDVsHi80u3oO152aqjFZXB6d6166ro3BiW1etWk1d0VLeRVwta1p6gwphFifOd9SXblkv36qKysdTf5eGC/tPAGDtoQT9uMHsJvv/VgC72iGTJ2sl3aowrt9efx/YrD93gWLcok684Y7nLNcXoNVc3QDjg3t4vu/pXCvIkm8GrQEEOFQEXgz/7EMTr377bihP40UdNqA00QkRqniGVkpPnRplGFmArHKGDooLLGImBj4Za92XBbJehLoYTmbtLDbt3ITRNQu9LSc2w3Tab8lRNDoG5QdH4298CpDhq1ZVgSydFv/Ovsd/NRdTuhmUJHPA2nJqBjjthTVEoFerzPB+5fvxWNpBVEigmSfzgf4nAJmJW2CdlA68l2IOzGTUURZGuVDAEhvYn0oBUJaPbqJ1rFDfn2JTrwDojhMWfFagekB9vezAzh+Jodd7qSw7gideTQEseDl7uhi72XBZxmQnBF66WWbQ4of4ne/N1rrYB/CSyh8a/DpcyaV3suckBPlfAZD8MMGSdZpVDg1bXVb/O9TdUWy5B/m4thAu1kfmNtS/edvlaW2T67LctkxR30WRvylwShRymdjWSH7pU0N5w70AeLvLLkgKBTA3GK6qaat/ERjktofgRC+Q1SapIVPohsedDMZuQdbnO30ZmAOkOA/WklsEMF27yr5cGI5ZIw2kW/IMwoLlEqvqLW5qQxGAwz1l17Abwpe1RzvoRROsXgO8E87ILtW3kYHDXBnJ8xSvC3A4G6vxqOeNj6WZNI7mlWskhn+Ql6AIs5zatkmlXsyG4KwCGLmxxf07ugdpGUZmwKxJp3IAs6SHU41CQfkSv9y+XMsbKq1t/cV1VF4DNWGVYNT+FdescJp/6IG1nLgbPptmmT9PCsYdolu6dsG6MK+R4Dyo9H+XiSRwUZtdC/AnturAoiDFLesAWnOjK2KEfWDXohqVfHT/vJ9N0C+52AfSjLe7gJWMwvxmt/c4mGfkZm6F3RmrulYr9BOK3qeA1cwmx0ehNUyAHSCeZjW0wwhGV3o5sor6VL7V+cVnjrpd/oIPbdHYG04mf/dgenPW0t4MbmiVmkT8dF1aTVw8E90i+EJo5xiQrF3t4pjvjuWT7AVGuL4hBG9M/eueSClTLJlqAQoaewlwlMLEcFme8lkxWzYYWIJyowDf9bqEOKuMElQ78vjQXKqxDxjBuDXEY6tBFwS0/PDpn55W4ejVGiqAucGYJ05N5QUUZhNjguEUOC8zxIfcENrQDE98lx0lU6/LV2ABs0mM/XlgRDxTXF5jsg8pWHXP/vTOB0dZcv0julrQMbETcHA+OWHtV9KYSg0j7wjC0UNyUp2/8M9iFcTTxrN2ndwWIActNHexLgoTrUD0C3XPbUjXomyKumcCSLzz0Q04LkNRB7C+KPAvpABGzOH8KHwPYNt4n8DbswIhmh43f9vBSo7ZQ8uslE2oCS00ydnVjCHymwGRXAaUfIfA6MKRYqR3ud5VuuA0CuAx4GIwNzk0u2YagHwhyaLA+OPl3j6neWSiPAEyBzzN3SzmaxBqWXQswcR/m1JmXq1wHMwzPPq2c+/O4VLNabYxEdCnDau995cneznhQDwGykTVJQeJbgZ3JaWoC3OgEZAAKgkgvXVyD8PwjloVfw87lvjzNkHyVF/sfQ54zndZqne/WOgCcBqFPX4D1pU5oM2F0jMB2tT+fea1+6pv9OWoYAEZPwqiNqFEogTCq6LAxQF44zi9Ab+gP6UDRhflQ5bQY9d3AVXebrtoU/XFozr9ZI1CGEClX7QstL6UXlK6vJSM+cIwP07qKOSJ99hv9P0tAKaa//FOgEjPNbJ0TTjgQanaKWWnlEvVfinn+nVO6DellJN75Zw8IuVkp5QXj8lxpWyTUh7RmdnljKwFGZuTb0g5VwujcE7KpalzclxKec2UlHOFUuELnVKWqrQ0LB2RJRV3YaaktYgl+aacOmJJuTQl5bis7gVid22dkqVxeWRGSpOcADYN5Z3TNjWvwCBKiIUL7QJeX0CJ1/1TvuRAtaB4aKML5GidxkSXRz+RgpPDC7DkX+hKOga4DeSMiHjKhTfK0VJ51WgoGr2/Gk2So89BNMVs94T31TuTJB6ZcP0rkqkIRYqLObMINSJiXXQvkYwsD9zzNdEuCxTeJggSvfgvrfYE0IJTC00ZIuVFIA7Pj47QDcobO4j/V30tCV5R+a0+3VCG8ii5ZS4AJb5EJI/81FD5PnYdB/PMtwEyVAtXZlcgrwRz610YdqDSSCi6kkupCZj2d0ICdU9Y0cTek8PQel8jtQg/MfTOGoWdUSv2fiBeqlDEqQW2KgE5XMuNF5OHUuDA8dxE1YqVYgC9vZBIQi3/0e91rct3TF3I+A34+9f/fpUpyLcO0TFpiVFDXU1q8KbV9lylzNGXW2qsXzIF0c27xdKUGKLN6QqeSNSUr8oaAx2GmN+sONcMC2Coa2XBr5ucGG3ck3jiOjBOFf8GyIO5oRXAgvYYHytVe/3KS1HnsLgSmkchv8FRP+Y0WUnSRXcU8qnl6FbUunzKGdSci7zDl1GrO4wLCBsXMFyGTjhaCoCZyASVPIdZiI4eTuPSTIcskVuOFpf4xyDitum/f7Crb5YbVoS0jZSg0jYHUcel++zI+G8CueSyWo6rPnXys5CWvXo+Acmvb3Phwc+6XsnPql4rJReI3hfvAUae4LS6mtZWYoR29o0MM9i77olPX8/WqYXLJSAE+PIfJJpNlp/omBLA4flt7u0Z35DNCAZ/E9c70C0LmVFqFDxAzOIBgRS8bnTtWqnLjDmY93T1KLcYVfbVbnoJgESSCWwskb8TnFOPC9W6zhWyXpnLm0nXAVedvwmADVVwj8cB/k3zRwIQpsvcZmg+gQoPIMJoo5ZwrcP1QQzDuyQA6yQLsPEU4IbXEADejpSr3Mq8M3bdWM/WsGOVf3Tj9en75HHvfR/atQ+IPKorJYFjVRT7VU21OADYLW/I6sw118hzx6qdcqYk1bHkm58oO5POI3OyZq6SrFmbHJMpKY/IY+f8CEBJ+aY6Bcc6j0g5Lo/OdX79Jm1wUpnzDVdKbn9Fql6OjkspW+akvKbar4/StgHZWd1bkVuf6ylJKeeWDoKU8itSmhvKQPZmgchp9CZeK3VkBxkmnjZcmqMODd01xGgUfvB0kpotbFi8IA0YlJk4NPYB/IQCNa4mBlDdoK5n8kASUClNhUBQW4leHoYNAZBpMP7oD7xc2BuW29JJ4GM+vSjZ8IPeXyr8O6W3jj8h6jLNAaxyBvPd0LRSfVrkH51gWxa41Q91rFZthNdVNKmdp05DSj4wt9wizIWhV39w1nKBeeSDNuHkmwB8sTK87WtWeWzL0fkOWB1tO7oKlVFkwmcUgjJofYH98bQmMatCuK0ADacBm71Pg9QxluokN7vKXwbX6AK5v16XuV6Frd9ym/vJTQ1M+c4muhu0mojq5iQwlgoMAgW8N6E9NhVf0wDcSZaX0OufJqi+6wqh9BWWwJB1ZVxKKY/Mlab0kr1GymNSVvqX1Cq+K6nZO6nNtKQ8ImV1yzEpq/0lKStzstovByp7pZSVnqSUx6R8bq8fl7bUv+WbrHP5zU4p5RvawqpWKv1SvillScqK7JcXop/U3+UReUxKfyrTUG4UxCCK51wqliJOPFICS697u84NTJtoONCiVKcJZc0cnpuOGwdmy1hH5yANzwUXy8hc9XVLuiomSALr3Su7NvUWc3ntyo9CA1jIUW4FM18Gms5lgj2YAxv61o3fMJTvmCo+U6hIdT2069S9DhgZdVpZ9nW1d9XQpzJQ3pd+ZGJRzEMxsI0I8CIf2QBNUNj3C/E3UwNeSSwLrBUUa3++4yWIQkXW2wRp/30AHsbpmtVRoYwcHM5TLXy+VO3d/cK7vp7vmOobyg/MX7xtStXW4/A7bPmho/A/jD4GSw6UHF+fZDWzKNj6077mml5bd/zCE6MmTW9tGYWLrhQsl2AAgfR+vuwy/E+B5b5DDsyY8icsBWKqspaJdkz1fXPqhm/mPwcfO/tMYd/ZJ04UoG9o7t1D+dum+r5Z2Hc2vbwjG/h3F9i4XzCd8u7QmaB8fUYkIAbG0V0AVH/W54sE/ONatbpAvmOqzwO8OX3gKQ2hf0Qaoli/f9NJ7bu90vxdvRDbnjh4bXKsbaBn6+Teo69sHZjbOrn36Fzn0Qv+Xpvzz7I3K/1ySlb0ZlbGjxdKM5XgxJNHzsnqlqMzRK0SxsBd7S6oE0zbWr4p57ZO7q1IKWeSOlheZa5TyssvBjt75piUZi3sV9YH1HOWuZ0B0C5LzxT2/SLfMdU3NP6uE/vSJfZRghyFe/06SVAp25vUHNbpkbJLI1aNdRiNQ7X3j7QR3j4DEIs17JWnebT8VFE5TPgRoM8Cq33lfpaRNPCVEtC0RSDthO87n75U8LzUJSeFt1vXxPdWl9NaPyK31LiUUsrxN4/UfqpuOTrXTgqsgUJ7g/zhTQXwzVillHJpSh4dbzsyI6WUc1un1G9jnVImxoN+jsmAfjrgpAtaWGTZgZix5k1bJ12ulfi2d/3TXY9ObD68p2Oqb6jwbrnSCM7fq91NvaHfqoXdZ/zvMf594DJh0RSkOsNiRdhlXt3pws86UCFzddOxCPgeCzVhnc8NpA9iL3dirCvFzAtPqIhtL1SpvHD+65/omOobyr976swzy+mhXfvq5TvmP/NMgRhE9h0C9vnELOfD1cuO5E8LTwMM/0z9FjGAVSmgBPlWtdGPVYA2F6OaYuX+7RkgpeD/X0Bi6teOQxOWVPzmxLPrY2NtAz3Jsb1H57Y+t3docu/RuZtelt8Pn6l3plosoAWarBJWpecalyukrIldqp1yRlb7j0kp5TX+/vWXjhzrlONqsXGkAqz34a+t+9RY29GbESlialvOpDAe1qlD48tNvtaJax92iUMstOAixLa3DfQkx9oG5rY+t/fh8bajc1sn+4/O3fRyNUV7U4MgqeA3KjOdLkkpA/HTXEnKkiwpctU5qUhSKYD/zYGea/T6b6+oWZNB+GpV8pgc3/qBm5NjW45OtT/3qU9f2fYLn85YQSAXMKCLufvdiKAEEbUMEq414FYoPTPVN5TvmOp76xnnddFPYd9ZgOrrn45RanIFeVjcX2qPWuvmHLX37FqzEQzvOgC3rYu3TcCvVko39FklHXD3oTXoDQAbxqoFSiaiRAHDNJ49yDMzWyd7kmNtA2dE9k7hNwA2pB7b437gL1rcVV/tSURSkXSKAb+HfyHOVW9cd+z1p37e983hzYevuzjh/mOJmE9KkwVikNEJuIYXABiO1tEOZXQTTYFH2etbWnz0ben7VCynZARIxlGi2QCvLd/+x90vJB9qG9ix47k/WNfTFrWNBQSlrAAwJg3G2gZ61j1nea4v5RIFsDm44b/d/PDtxv4dn+Xao24qbrwnMP+M9UhSHPi6dTyXYnb2r1xaIPLZZJ1fufpQcEStBykDUsjdt6JbKVEgZ7aI8mHH9kmbDbjXxdw6Y3KVrSqygSsfbr3hwL+03/M/vsPGe39vfYPo57sZ0QJg9iajbff2bJ28PTn2f1z/W10f7juacwr7KkBOONiGuBN+l5jRRfV9q4bSRrb4/fogww0LTFSwdsaU1Xh3XZhiNO/TW+1LUWyGwXm7cf+epZhj6/DcZs0wtxqxeQOUFeHcRx989LbCpipJAZFYFXivI6CQTI7tfeJH//TVnrf85N+H9r7r9QgxIpCIYLP++g/tbT7Rc/3Gj/4889j1f/W2PblcJQe/wE0C4u2HhDNpUShmOYPN3ytNhDr/7YjiTe08GRQPlAGWQmndNKRm+cz5toGbyw8+vv84mCUHSFwQiGELEsGyexH3bCk6tefqq4qP7dj4E8vhOG2s7lKoW504iLkm2fHbG3u2/ssLT44RH31se9dBlG3CcXv17w8e3xDv6T75D3fc1fZ0T/IfM/GbnezBtAzuAxWuG+RVWOzPt0fwvu4FKWJF6HOBWcAQ1hUuI/NI8RvBcGIONjr6XwSibrFosx6q4iLgFRx1fZWlagEQOfmDNVdjPdCMkf7Jk8/2JKNw/PrtCaFFMG/NDijebudDtyef/J8UREl1ImIk4IrB4xt/srd77ONfvfNJ9+20EyGXCUABSgrTbmqZP2KN5iQi0BsdNgZu6aboNbSlvVkwrzwEJKsrTKZKG3f3rRu/YSh574vPt0hcG4l2dBrlqSkxlDcGNnYN9AADmfCL62MJzmcGbv/Zg49f/zufHOi54vR1hZLtkG5wiThgEP0IBXLsjHGVQ+RAOyW8CRxRD4CXBk6SOiygZqEWhKeE0Ve7/f17VFI9dXwdTMEaoQJNltQGyXrmlc2Tn/mjDTe9/POT4zf+JgI4WwoFNFeBMZKuZl6etRXXacScxLcAnjI2Lez42syZse+InnVHHt+ft79PggW9UBuITFR49b+t2das9sMFfxyCkMAsgjydxNhvdcPIMNUKqPgnv5cKKqtS1cRrah8RB8i7BZVMR9gCGuefmjr96Ot/v2bnR7Nc5rCymIkYSZeWsTbRk3RgFWZila+Ztpuc5NiOj6UnWGLBYYG4IVoSXCIAz9QBD7zdMKBBU8tZAAmbxnuQoy3P+fZLTRZR46UinIfSMrVi/lND+Y4je1ounK+izc/38QM+2yL7ht+/eSjfMdXn6qorPRIEmO3xdHLMEDnDBRHcYCsspbjDNXddtmGD1Xfy6+flI0rcEvReAQrI3eBAksVNqCSfflHI+0pBwd8gB/zfQibxv65cEd9+xZev1axNj2ZaZKm6pRIIUi5VSvo/kaTJ+novf0nTtufS7fG9yTGDBi15meuU56ScueZNKSszsrrXjyJ+TEp5rhK+XnxFSjOZBUpXa9zZEPIEvIQzjC5vFJ954/N/lO/4+el14zd80w7GW0Vog4X8r33XgJY8RL7ey99xrv/CGYp973Ajor63JnEerGbOtaiAYPppLYsK8DCYNmCVJVX5QIvLCMTrrJf+H0rMirkpOaHuLkPzHV8BTeJD0NSOoIsAUcgkCWJhZ5iwHt3+vX898IUonoDeXzp1cSL1QX3+pTRw2T1XAuBlQO3fbAqqLFALCnipxGOXKvKACN56prDvhfMFjKvuemTyxjX5jqm+k3lHO0+ESLiWWcmbbJaWXu/GRH4rDSBC480KRiCebqdMg/P8oP7ZBWqmew4o+88SIFkgeu7P512u+3WRJH9NKQ7lnSxL431D+Q72XXNGcS8CEGc5cW/HVN9QvuPnpWfe6Ps+1NjD16ACNr+CK78/3O69wFfeVTVXtF6CXCw9FAV4fjQD2cVkqb5K6KXXeRIHFvzYm//flbm2D18s/9O7hyZumup75IXNh0vk4GzpGWTJvXf3GXL5jqk935q4IZPvmPrsUASLq2o35QTwlj3IAxnwepAFQNp64pTRtZJBmDq0iCXyKN+mYy5EacH6QbzhSe7DxL10QMnEfw7/XW3CwoVXDDeddNuwjEkrKdR7VvLZ9QP/W93Fjsxsndwrmmgi6dIC8ZkSxgU56dAjK/3HpKz0KxFQRcpK/zXjbw70yMn+o1JWL5fyyDlZEz9IeY2UpoOyGK6uKcY2cJzqpGi+JIB28O2S8q1HpoSHA1dLNxFxTCI8g3AMYV3m7n0k/57/0vebUwev33DbzwUvPKGysgVCuaj5MB8RfJPFRJpsKLtunfCuugs5GleJL/B5JhgvgEUcY5LLc7RgTPriBvPoqnasQ2ObY2MtdQdkAL/Nr0177MPmmuvYO6BISNvRma3P9TxMmyBFA00pmiA1U7rBOiKvcTDkm0eknJLX+HKgcVnpl5W7LpcD/UkpKz2y2qntMRTuj81Iaboo23XzHS0M8rGQ5NzAhMh3YtsesFsw1k1+MhFZD2AFzEYiDGp7E8uLyWqnOsfhPtWqvHdNqWbpTAmWiG8byke8XW/7dipyJ40OZBGhTSkgnpCP7t8B1la2ufCClvXYIHJg+sQtUhUllxJsDjKRFKolyCJLVWVqH7cSAuh9ZA5Mouqoz/ly31xYDWMiDAejXjWTLW2Y6hvKt/9CkKWBqENMW1eJCm5sFh5AZkgvxJXue1PWQnNmwaA5f6P6POV46S4wU1m1fysNQgmEAhGx13cxy9KFjsK9R7O4OVsWtRo2qJUjjhPdIsavAMrhFOYGaYT2SVix8/WA4wOsofKNnu5pY9N3t2V5OvwQVwd0Xzyau/iTA80gH1yhVNmEoj8NtGBUeNsYYAyY/4m4DaCn5f1gKiOkOEzuFXNtAqL9B/9323M9l43dOeDGtomM4UOyQnL6lwBNrKvQghGfaW+yjo13ur7OSpGYSr/y8JfnjsglpYTqCSIESCllpbNSfaeUZt7GF1tJbaUm/nP4h2a/B1WqqyF6YWDyOx97n0ZMzAAu54rEO9u+JtIfzLbMJOM9Dw+QW+Ye/RTAHbxeYS615h0y1wQhnXYBUEE3nh8lz4tnsO4XEVjmh+WdOvDNo5pbKP9wlmiRV/8QkPf9J0a84ZKIQIzEuqe8b23+xV8dfWXjmul9A5sRsWd4GRNEmsj6Lyb4QwoKQQn1npNwACpQIpJj+zcnWrxn/+BQr28/GLKPcIBqBdPFAuvo63iitsCUubwZKxBEM74coNVb6S92qZKvQgVkiYrN2zFwjKeu+PTWD9+9+4Xf/8dHv/m+D2ULb+n8QqF23mtK8e3rDwH8A7ECgZWTcgLKCpRLAzSRYatgmCz1Drl6rjPRxf09+8BM5cB8F24lnpYF1Y29EljrEudvEc57e66eumFoamFyUw7Xk4AsbYcc5W+97QMXrv7EO66//fcn9x5117T8cyoa1zPrmzm+zpJz7R0z3VPGO34yHafiO12GxISD8sGjGEKx9KtDtqxC/zNtwANRhXIO4Nm6QDKqROGH6wd6kmNtsfe1DfQkn12/vEZp61RfJr/58OyPT394TYRRtZ5z/ro/39sWK9x18P3rB/ZOP3HjgGurxWxQcKHBXBs5CtWpB4aAtL4/ZcDPN6IXSIyLYHxYLIGXdpoWZR7MvA2GSLvBDjMBY2BOizp7ks+uT4413n/nl27djhHb/sC3cDBW7zw61jbQk4ykAMJGdyIdmxWzHb/4xB3jfV7eeU+6pRsEUvQXIGYnKPyXs2aCBEVGNwrTnX/wvV2/U03lLgDnw1PsOesA1zhaBPhV7cF7Nf7lF8tHffmtkyCyaAO9xpe/QI7opxKQOLjeTBxcv3rnQduOrSp9ue3oK20DPcnJLUdn18dYH3Pgh0ZyrG2AakA+DArFujhxa72/2Hx41ikUv3lm4YjI00XlfAy3AKIEEWHuPNtekW/5yOTNwtyU/WVwRQiKslU01SqIA+8QS2AK/7j8iguG20XDmwLovSzaC1weprQXvv/G51+e67zkhfZiZW7rc6He/j+7PSSAJjorWCK+VbjtzCSrnaIhhdVZ3eKryypf6JySUn5lTkodE0aVN+WclPKa8TfljJQS6QJOC1bJNQSppnf2AtdcEtgLl/xVyqNjbQM3J1eS6P+0NNE5CW7b0Vx73Bh4pfOIayahs2oF8MtOfX5JKZM1xauC/9j4OTknff1dAaoRB4fXllZ3cclwyKi8qx6XeLwebH689+h429d6YlEjtuLNS5QlcH3KaCYM3iOqw4bYYDzHkrqi+FQ8AYRN974hkiwM3tp+mmQezEMOGIN3YprI+jARQclcqv98ORhHT3Ly9x94FBWlODXxqQfGtdroTiLXriRmqlTEqb8V8PwLuSc3eel34toGYfdyLE6NorMpDO3QzjehElP+U+qPBSKLAoePeg/Z1B8YtXJyAhb9R7m6i6gd2952b09ybO/R8baB9baSDSfuT0049SGxVkxNDDcL1uojX3pYfvJrYoIUS1n/YQ2Mg/yuALIsyUcFNAz64hmzgp6cKsAVxBLaULzmyieofWoljye6p5ebFwd/bU+ObTk6vnWyp+Whjw/l6+SyNYlY/H3bTr4J58e2KXNcG3C4DFjMAFKswxD+1Beoj74dTWe5Dt4N5l+6wOgglRcEGPtDKCroTxXRF+Rbz8DxXAiaJKHU53KQS5SBu7Z+SB8kX14fpo6eQb4AXs+xrlnDHrt59zytZX6FTt+pQdVjv71dflyAHGXJj1+prxZmzlWVqxGAOHdPKAGiQ7t/N9ynA+CnBCSHF+BT05abY/ndMQ0Mguyr/XT9bTsFJA4acHD9rfrQG2uLObAoeRJsswALJoaNMD7+HhFFxxe62GUKWM5KOpw3BljCsHO82EceIk8IIGZ5ZhIwK6GN3mIr80LrqlUqVIF4iSBGUppW6M7B63e4y3EOwFIDkDgIY7TBpDRE26Osj21/YX1s+z07PjJhPvWVu7PEInuX8u9euEU23tcDiOD8KCl3pg0w29zAY+ny5IoeCryUhK8AtFii4RzAOeKo4+saee4afWqUlABVHhuXUnZW+uXRKXlMvqmUzeO1g21uabJTyn0z6qVfc1hIKS/KC+1YYiwF7ZfLUq6dmWR171HRNpBGKu8Hee6s7JSBwelRuaStcDqlPDYjn+uU8us9clxKM6mmSPhjuoi6MA3z2K2a9kUMp1YnZ2K39noTvKzWz6kaQirgIE8qHWbUyV5yXjyIEBvD+/jOyfXJsfOB+1TJiamtHgHKp20OMciEFMf9HVYB1WUE01mS39lEN5hpgOIaKj8FjBY24dOtgnptwRc4eN0TuiUjJJ797676LMNI2SWUgtUNw4x/BAUvbl+f3SmoUOg+zY0ntnztXrdUO3y0zzCDkDxfpmdplcM8SqlUCOiQje+el1TLzajkUoCy/H3jnD6vdan0qPVS6V+a7L/cZ0m26qdLUh6b69TrplPKsAWQWktKcDMjpTwm3y2I/N6XOw9VDZlrj9PySlsFoAW9GqudUh6rXi4vr/Qfm3tTLeEZqdbQjDLumOyXc1Kq+J/xvLoIgHDwxR7FVQDlF4XGoClqWGRwQjsRjaFY2rDLuQQYzwTYVMq3sCzFg8rUP6Z3l6VIDm+i55UtlRZBfcnQy5OLiXT7NMyXT4k6bUoEQuevaanojQ1zmV4wVRSshKqpagjk/c3DeGJrdlHID9X3dBEVsbHdhVcFK87vCMCECnK4Lu9QkKao0xCID9z9eUE78wyqtIzLS8SAJwHLzha/xza3mORDQtmg+sMuKDBzECE/C1zW4ACvuvVg4JpetFnc8pGm2lmUC/fk6iClGwcvAYcqu8r/Asiju05GyJQEYIdCHORQoTYPnUvwB8+PeukPAGa17iwoIJthrcauu7ifeM5KYtz7bGZZXzPfsQHrEYyM1a6qL/dm54QzqPYPYQ7ahSCy6YJHt5IvVs6G3zSN3sKZad729Z5194qfWV9xuka9cCstMQfxm5CMLK5Jl7NkhtcWjvp+VcR0/AoB/BZAOWtl4QpSI5Qx35PTY1VVegEjQyo+X/4mI0+IWpQfuwbQbNLVQUp/Noh+Ed/KhjzM73RZ17DNBdnFtiqJBP5SqtAk7F/d3Y3iAM48P+htDTWtumr61cbyIUYwniMzAeYpAa73FV6xG4sqpLgPjvHSMLDV3WVDZod+X+jPRMmdCPB75anBuk4kQKMNcCEzQQaUIWTNlVPBcvj1iswND7eK3T97/IZBLtYH/sjE0pm//Iiw+KmTyfPy7aLsktHTmgAQFZ+oAIVE00Ua0u8dJDb2OXop1eG1EFH493LAv1vdsD60SQ3SaMNfFSQtB3oTF9S//EVcoDvL916BSqdmNx3gIAa933r1b2OkvvZ5J3vX04dqiBChu3SC06Oe07bm8aMNynRPxZ//K/24VEDv0LXGk8DzNzCnvelGqS8vmqtJX+mmkI6fRjcoEQBnFJXtCR5LbwptPI2Q+X8/lID2nxbKEY78wZkZoWosi07oXru/Z6cLlGUmVzsNHf+IrObawUwLwPoslcwrHot80dV38FhV1yuSRI4m1TVs0QFEaP8uAESNBIRCi+YgMNoUUbnLnnj70TwUcV25LwQg0qT6F2Kh6+TYtdf/Kalk+euJrM3ysvSM0y1H4/l219p/Ypuo83swc/rLVeypYHKLIL30ENC2WxCtCH3sOKilsJAGbweTYDkso/MGaAHEcMqD8w+DWqiJoIocre4AWubujsNZz0eEBnlo/1vb7X91uoG8Q77j5wf2bwy1XwEd/PLnDnRM3bVuAsx/EoB3P1FR0ikBQuH4lzLQKJIYIh/ixQ+CIrxXCy20V45UQQVAMPcBKHszTC5+Nd16vnu4zl07ZsIbpZhZdm9PTrQN7uD8n8RBVL6MCsd3FmA17IFZpi071+EWm/0xKN3XM2H7f5M3eAakeK8wVAoEtoNOgaOKtwt47BbkZ8JXcg1zHGpGX6VAMVoCqCJi+fggjGC41lEA+b4aCxgBAXP3Xw6P5b+bfaftAtMOjWcIRWTVMzWfdPHybV0sTY/0XHcQUDljDKK0QLw/JizFk41rlk3z/ueUX8rAjKzsDfiysU4/sPA5/6djUsqZa3w71PE3pTxXqcilqXPHara1UpakfBhYWFfl8mryGvbKZ/e2QAtcfu4axRWe863mB6SsdlbvkzMVzf1V5uQRWRrbclR2Sqn3bz+emIUL7x0TkRVBtQFWjf/eI8DtiWVe+wKwKcb9PSXq58WEKHcRTcXTSitdV+5XJntv8CN++0uzNL3tqJv6eVo9K/jsWgKqTvlDzsg80JJ3KGYKTnCKBGJbFTvh7BIxeAiViwXvG3Z9j4lVyg4HQLLe0V8D1tJLA83DkC4DyyOYBqUB7gD2P6YhnFWEtwMdHZUxHuvZ7ALBMnPUl7Nw7uGzo6y6547xpUNgHhFge/dzPp2EyL0NQbcA5W+6xgeFNwENH/z4cslqVSSFxbjjpWkUvuRTQOjcS8UhamxaNkj0qIzYb5XdXdVD69lB4wHcpuq+cA2N4h1giYZ7+k83g85Rp0kzFTCX8F0/I7Dq4jOkMvRm/TEUgoH/1g0HgHiDs6awEp+mf/hYAA2rqfPVTaiPRQHZIjpQZqMGANCusDRfnnfcvTqJkHI9DUpMj/6/ubTkNnZRntxzb/Q4mPcKKPTiL2vVl6uNsOK3M/WoyI9oGOuLlckDrc7K4cSAqBM4EqXrHubUR9VF3ndj1Bkx7zs7enVIGKrGJB3fDExpQ/9EZ3GqKU6sLGfArAI5q5/W1+ZgsWkDuUK9nvWHNIxJwVjbV0EKz6mPT8hlwnoEQwT8868pg7BGILs8WrrUL7Z+YlBw3sJi14zzMwGiLgJBraQWByxkn3fCAc73BmIz87xQgJQAzIYKvbvKp0bVGT1BC0k/fgRAlYoIUmvInFYU+z/oUiS6cJjyYMgQIyh2nKscyC9gJWFilUFaknABInwfcCkANucE5WxYcmxCEEU8D+eJp8uHwPw2wONf4cW3Xm1x1a9A0yafhjbuFsmxRZEPsar+YMRVFL0ogzvqXVILoHikoH4edoWcVII1NPv3ZVGsxtZ3zdM4+hsN1kFhO3VNqTeykE/FgYXji6+4ocfB+VsGc0BGOGc6jLZEjS7lrmOj7YZMACPDomioT3haUIpPCCXmGIHpkZWKIBbBcK3Mql440yiIAK4OPxDBdKqSmHOF4EbpeGmmgzyeNVTKbYcWPgjkU4OzSSlouAXMNgHgwT9RoVK74zcBq8Fe9biAuMZY3R62MquckXnkaOAmH5SGm4aiv8Mt/p/xIGOnLsIEC9b+VWT0MfO+XCaG4ZaMakmnugNiLP1cpWYZyt/tO0r/70S9yU57wHMnufaPZz1KMbdNEOTdqknrZ7tBp9WrV2dEwHnYdHWgTECTsH2EhOWrIO4bKWyoOqEDwnQSBm90JVjoKly/Zh9/h7fD6KrbUZUcOmlQ+en0yTGgm9FmlUALzKxYDitlbOj1BFEYDt3XVFkUQBEpyFXdRCggjl8hnaFt3Y7ymr5HuUSxPQGusX8PLq/NV3ub0fu3VpwLj8he5reeOpABed9FU2+EJX9DSCfCoqB8CMxOAAr8fDC2SgDmsjARCq+PKtFhktoycMEjnWRRWQaHrEyE/peAQWxQXhErNwREKrnt3sT6rrzTeNzOvh1uhYM69o5vNvb7H31OObxWf5aSOyA0exUw1elSxLTXmoKScxped4C00tUrT3a/sTgQvwVYFYQHC4oCLyMdL438H9Plau8lzXeviC4MAovX6QEX9O8OGMJKYSVJPbaj7BaTVJUPvqFBlhGtpDhk7D/A88J74xYwD9gAMa7IWnUuAKmLym5aHgfY+IlliMMTEOVwLd2wWkdC/dF19vTiyA5bjjIMl3KTN5PEeDUZ7R2x2nPiCrxeI1Xb4AcNCrDIcbCOnliApBQwHD5qYqDuvw7AWmxxSwWa3Qo0uqpKaB21/GsWBUhBJ1+u47EXUEHCizKtd99BH6s2Oix3kBVsutt/zQAnAW+AW3rMbNzVs+rbDsDeIIEW+MvF5dUs1pPSgW6soQJuhQkwv5HyWwvAjQG8PT6rCLAyChE+vGdwAUsraXdRV6pVcCwwBna0N/W2DBsiJPLxrSFjcfIcTROlIV/tLchSQi3P87cm1uZUO8lpRqBRnGSBfFK7JHnU2Ftxpq1rvtsF84sCYJaz56ajUKmX8gLGbrEELX9yN5dIN452p2kUvlWlWF6jG1+XsdKuq4qX23X14Hox7zS+4GWz8Zlpx980Cb9ShTxw8YN9J1y8dNlFUgtPXDtUCtVZYP4HSn03SyN/p4biqGGAyu/QqnB+MbjjhkvjAZ8ODRdYEYQCgCSpOKvlKBiYsQtB8LaEkBnyQ6JkT0C+mzQYbiawXS9R+AqKLam6sKNbFr7n2mDODKhWF061VMMINMVvmA7Y2S0i2rESUk0Mj6psBv4BXNuBg2dQ5Ha4DHK583ADDiCWUtO93+txspmGnCEdcuT8OVaj/qP381qxOZ8anOX5f7z+MyuASIZ6TGXbK+DJrCfQxgeBmKoETAKtXh9rxK83T5Tb/NGH1lEJyqcyPlRKuq82tKNrykTTG04rRm+xe4zH0t3wb07QSkGzCx2J7jJWJgpWmWLLBO5RCmA+ZAmgRKxu5Gcw9s84LpnhtXVGJQUlP82SpDiUh+78Je76gDfRrTZc6TJ8D6VQMY0EYF/Mbhy1pGq/4ErF/QgbzogFQM68TfaOzHczOAsFRCmMFuODGzkD5iGSQIFXVNa7+9P1PdlNUH5Iu4M0WSrsMS6anFe6wqkyQ5mpfD+P12LTEDUETCgJcOiKm6g+SW627Ka6Xj334dOC0cfScFPtuZKGR2yZPsPGTbc/OY2XRsKrwaSAWdKUvMAgUBWFCxkgXWZxv6NXo4wFPN/X/Ehv0JDZt8Kob9T/cmHa1UQibE3T7ccOVsnhisRwdUiI90IUBLTgwl00CpvF/ssMv4dYoIboY5YRurnrEWwwR7yP6sECyFrgPxOB151sgmhvLdKSKg4QufkkxHObCSWud/0vhbMotd3J6N16odsrWhima7o3Ge2eEtE1TgYv5BWtIKiO8eFc+7CxP+dEe0/m2jF9NzBsqJAE873cD9RcU0ZH0gAlhT7ht6V698Y7sr2/3soqFOzcRlHGg9LfIKshmSUzd1MXkHUJuHSbdIJ3CJp4PzCiRmv1qx6r+Dl0IoBhs7gp304vLv9xUZ2/1pkAa6Eyzch8OWs9CWA4td+V9koAlphzsvV8RO37yDjwJBzuqT6xPJiNg/baWUuhNZ4nbeQKRH0OPqFrVV1espLy0f3pVhYlKw/PkSKA+UWRq0vKmdNYCWcDE+DiAYubnq2jN66KHOuHVKlR1oQ/Srw8VdcZhJeBpBRSCZ8K/oArbCg65sLlgvOMUM6maqN1ARAxzKoLu7eOO96tHU2fqNOvmiWtutPFGLUB2CxHryqvXSYSx0y8ejcs6TuYJFFvUdWENp7KpoGf2uGOKAGrq+nyg6PkjVMFT78aUWB+To265K7V114LOQrGN61gsDkcBFS6VHt7k6TA/I/9E2tCUNZOUEeebhq8FdB+ofpJ+J52KqPYhbDnRW1+XBduF9HUoOVN3cclSoT26WIS0Zir0vXrApTMLq1yHrOY6jv56m3CejG/LEyQWUWET5dnr1Ok/lWIYAbJFQAjw0L8lq0Pwfwl2DRQ44jeTVgWkQCg4t6LvBtourC/YYvLaqqi4mtwax6vpHl+dKQhMFxxCMdVFz+6Hj76d4ykkcKmiMpf/40v/ji6tQbCBn3LmD0nrPb4rmaKWLfqBvw6ESVmzjRc7FoxBEWaUoB8wZ4oxoFR9WNo4hpYZB4MxnuzBcfVK8YJ/lPlosAeHx2Jdpx6Df7naIstw61oOM0vGnNK36/KYOOyPFfVYGLTNPZdVW9OqIvDrO1/j/lQ+HI76RBtG6DjR31ANbhI6Fl1izm8fQtUSPb3wUbRLX3864qGwUXI/OlNyTHHm0vR62Fkgu6WS2VdRDML0N4ooDhRfxswseToIEksG7iOV7uAZff9McgbAvC+kW5dqP2uJqbxQGaaTEP5ZZI4fvy1tZTiqm+gUn5/BvCEPV1keKPraFQnCn5LFfgzh0ahQqr/0p7jpZ4aKsMDqp62aBSccvwfCuGjy2YmAwseZZdmN/RaDoBSVcReAwyBA0Pvq4XmLOhRV4lOiXV5p+GFqFkU7/rcWpYXG9byoxsHwO25l23pZdrmBJh+yGtb/XSrIRpo5FJaE49zm6zyqdNe3vfujbmgD8c8UKZIHj+N3bIGPrE4Algi96lsN686BKiSVAtFjJaHv3dolpdpabjHBawh2xf565ayUFhg3GEeeS4zcbOg3AXmW7szlGJuPYcr1G2v8bSNJ3xRScUfdA4+BrRwbRdMF4Mrp6y9DXzjM0RTGaAkHULu/lBhJgVlYVAoMVumACV5beARqBtxU40iOU0LN32MDFQDW4IIVWVYYACmuU+wKRLYidxbh7oElJRhg3SYd6Z3kccN0VQgZmGB1Q7e684D5PGnMnAWq5QFXo8ffUn6Cg8DRKkMUByiHHevHEuN0ArebSFExgKMyHT51GgL93SRxBMbxvzBNvRcI8/JnFaSWG1yxleZSvlmtV++qUIDVjvlXOfUOTkuj8wktW3b0pyUcipQnVbGOo8ovembUspq2xGp1KgzJSlrgcdKfjAiKaVbA7RJlqQyyizpFkraqk4mL5fXSFnpX6p2Srn1iFSxyaSU43NSmq8dHS7/m0j6UtkwOwBVQRNEi17eyJLMUX8ll3ng7fFZfbutGIRz2W0HlX19ZB6sjOvUtRw21AFoU7mXY8uY2xLwRMpLQ9GNGmmGtg+CPleJJcCsBq04wFVjPDZsfFAolt5fR1XAheG3j+SvzPa2jDnL88YBMN/tppSg+7zfuipKP6D/aNB2ZfVqoqiDdJXrTtQBpv2woPhx/Iw0FNi3Yy0Qp/khIJUF860iaTWLBhRPJiFhB3s5PmdDBhq+mFY/BO4BLQCTdw7CNM1hc0xAUSfj/twShqBMb5JLMBxF/ACZDrihoIESIAYXXDUOtggLiGkQ/ODfurYJmP8djIGepLkl/rvwB4n6jgoQWTxDCtpfPN1sPaxjO6Gv5TEi+tq4znV+bdgEL132c6M0dS17pn/31S1/41JDRW05WyAL/NPGbwioZIKIsKavu9qeiEScwQwsxHiHoHUQsrymIPPNOMwE5o8BV2Gu+ycP191fJPpO1QvIT4uowyVsEXQm6+SlngXDSQxyxREBd+Nb+1Sgqjw84LweoA3mfwgufk3wxXcM4A30qBnV676Em4Rd9vi2TTlHCigui8hhxqGVeQahEHKN8e0DDTzBNIdBfsaOdgj9lhO8X/D/7v5ALQ+Xv38DLaKyE1xyuVGQjP5MBC8GSqkqOAHU6/K8BE3dYIfFC1WgbcAyJlckG68AnIFXy67iYcouddJyAQgfrnworVWirooLZPFOOIMgR3n1f7rBXsA31EZ+C2g8rXiaLJjrRNnqE9pNTBcXiMNq0ldAy/AdXd1hFi3gT4eNAcpNjNTY/VDxBsBdFLRze4ZqMUBryJKttrpv8O83JfzcfEQyXZQDSxIuQ76qHtQVEzAt+MJr/KZaHLPBFtTN27ZTKZ+6UUC8CCulDwlS0A0tftyFmv7YVM9ZfEeaH4kMwJmuwZWD/dxTUHbxuJuL73JHaw9Cx9GtHd+F/MUuQG6irMdhXnRlPU9vdclRIA6rnEwkGG6NHXvV/9IOQVhgO9RCFKg21Xcv9D9Ep6q6jlCgm9/SrUsoVKQDhuDKU4VMtLZ/2fe/8L2eSgkMwRI2mK+lo9vuEE7/KKN6YdihObLIknRTLQ3l5+BSCoDXHdIdg6y41qi2TsMEl+XKL+8F45i9vHVVUrGeeJzM6w5F8c+1EK0SMGr712o+kYLuxi5qmvyEMsMBctvhagApWtyaoqEQcswEiiMgRfNEiMznVozopwJ80ujWhgJ/7gAMX9sFcPa6YBixSATFoJ57apZk1Ni/x8lCdNspIbcTTKKKe2SmgcY0q0RmXu3fXHnwdnf0R77VoVuD5GLXLuUD58NTTfiPNEyH2XlKeK1dYfhVAwvAkhz18q3eZ/mxglWoAbsAJ/6lDNWxtoG72p+98HCkhNJA1rFfH0obuyB/NwAZK0Z9UsEI+DssXdoHH4oQVqOrIMJ+mQacF0+DlwlvKgFwQLeaB5AqXhgEG93ESg3mYa/Kbr8YxojSqGBWvPROQctYChy8PWlXN1G7ExRIAK4hIGsJytrUwCxnZAnsqormAmhxrCfs6dTTgVlPTDfC+T/7ShecVL/uzhhVQqQR4A/JO8qc7lUjbe7T+TlqQgG19G5f9+ANnrV1cm9yjDhVaqjNUT7zzlHocPfapODRzQFCQsUQu5IyA+Z/iOjdjzyb7Cfz3QqsdH3MqvGkgK6LAkhgB+rRuDixKOaTbmjc+DJSiJAyTk4uxtnq7moGuJVL7d/KGlGJWMJP9i6oD6wy0OMC7MoA2Fmo+bcnwKwWDP2aolMp8iojxinC+xegfdMINI5nDuH5F35BCLWjkGHbV2d3uoo0JmqvJnTb4F67XwAjT/zloCmC56El+U4nnr7ShX/SGcz8PVGrvDoLUb5HRzeYN53umLx9GkRhQ31jf5y7m13I45lAPBuDumu5dB5JtzcRzlolJDXz7hgppu5WauvlatnEOi/+ywwAESsTKVFnkKBaUL9Mtn1QAPNp8NXQrq5VAjNHjkQP97NrdUQtztU+eGFiIB1IxXeBsWl0ooYMQe1mklH6WXPyTBhQ1UjcAjwXYNp0l43Fhornx0YIZs8OenEAnhEAG1ph6fnjQ5RRbiTmWyb7l51LDepYfP/VX6clb/xJarnTbnIU65EJyHe4u8O/C0AYGPPn8QRZhYx3vq9WQRtfG2kgnRy7biRX/2YwGtUNFnkHVrNJoC2AgmRwlH66sTxmg5m953ecR16w+/uejlYudRyde4Aoiq7O9bUQEu1XDOIeeDq0ory1WoMmKKtFzTjrYt2TgEOt5NKVuJXRod0T4Uo5oIGLgOzx8kB3FErcsA9/Es16fmwn2nJTium/sKGio7AGreHlki7ejlZIzNbpmKqVChZR6LmSRUHXSmQUXIAUt5AlA41O3VO9DB99vxI6egAfcYK9UEtcfKHt47v5+bc3NZAHc6mn3b19epQvF6rANQTjmUmvhmb5nU2KYDvUkqvDwRis+nvi88gD/rkRCJgkJthK5zcHqPTFEKkbUJkHAPJECkuREjmtfD0YroNQUR9sFsV8N8HiKuDLpkwEJHpK91unKxEYc6DDtVyqrlBVXd1SCjbu3uN70UGNpOQUsqzm6Gb9QFexAzCULOuK4QVwYAQXQUlRsgpmUXmxj0Ie7/1M45UuEeggYmtoktl3PpL/s0cdAMwLLoAduqCchTSLH+xJNhVpMP5LkCunZkopDzSvcphvp9iieUFBqJhuXMlbuETJQYLRn6aZNh7JkyVBNaK2QikIP1ApKC7d+yf1jrQDohhgpJhR999EmoXLepLiwLujlbCNi6M/X1fJospgR7c8qDCiFOOKnCySAysDNBhPqLdXqlcbT4PD/H2BPP2HwZG1ikpsvhKHiU0wjbVJD7IOWJfIbLuLp87YUqFyNvZDjSsArUKqKrBPOKRZ87jAiYJ2l9dMVITVlwlYFPNGmtdCdFcBPqf/ctVHnSxFArzG0DCkOfUdQYpiTnGRCQ0lfAMSEynmu1VSxcXlWFeldWR+54++IyjnwVw30fHiAbfwA5Hyj1YffRNYYok2e9gBpuvXSITfFVl4zNfdOXWA69IFQBbkgXupOkRysM+u1T/XLUexiORboiWPidrJHkHN7oKao+zc0gSPpVXwasBP+lkqgUklZ5I7I1hbjkAej/YuwHCDc9XWnxvAosnKKOa+WrsSBnWu/aM6lNvBmNwsniA5nPJ2JGvPE/qzAhX2jDYKxpzBdDcM5+CRWj0XYiDgIucZhDXHR+a2CSWmNN/5xN5SoJ9XunpHIW+na4mow4bLnbpxCHitmOQd+2+FvS51pVD3lwva1qNW1ICN/WKd7IvnDBeoxHWmsKCbBHibgRaV22t0JOr4xgbhkrch4l7fcc9kvr1fCFmh9O6VNpstpgDaD5/L5GpwxjUo+qdiHKA6vSu+shcHjK60F2Wopx0rZPzknyalBJW4dfLEjZMYbjCBItREwng71wKXiafGdkHlhpqLglkVNlS03fpr78LKKH1jr/cn4lKkJJtmvHcEGg/4Y8DHeyX2G6v0eJaB4ISVmodFh/y0fWLbbuECy0T2cc+FNHUDdYJvAhJw4RO7yi5wZw7Mt+74jW/S7Dr7Wc6+CBeWXD8h0D5tEOKCvvivAtLK/38EWCnOdIEJY38fpIg6fDFo+Swm63G0ziSSJ1Ji7q2Keq1cAOdEmoeKGcA760trDTRF81XsBlQiNH9de6sUljci76m6C8wuTY3Cb6fTtQdVPR7wplOXKRGWvpvmVI2C6tD7r5kJPMjennni/olUjCv9JiqYFUh+VyzBZfd0ZIvLJZR+K+VnHiAO09etiwLVd9lgXnzeKgVsWHDLOANW2VXKBF/UpYqjuQFDNJQhnO4nwJzU8zEMdLP49WWQJETJ3bU24a7fnyZLbf+q4tNOgMy4M6iyHrcXHAhCser+PpEA86VZ827m6f/MULSSsbprDdUEwQImjAGro1GMvPoIyxZsGSBtyxuG5tsDb2A1YhuwMRspg33I2p+7m0XI1pyI1NBLCSpxiP52Zh6s51vdwFBdAKgQUSNrgct2dINH6gHtI18AMyFqgy4EtL5bCqLLJM3SJBH5sWAp2gtlZsmHz6tqAVhYAii7KdWI/8zfGDFMZCaeu9LtfRqw1BEXK/iYiAAv9YwO6xuFl97p1hsoH1TwxV5dAl5/+zCY63q2DfU9yf1fmqniBIyHHocwXIgySDd4EQVCrbxCTtmWF2XamNt+0D+RwkTLLcfnmCYzvAmzn+VF2kCk5ESLQJwYin8OlrFBgug2MYscbQGspBtapgrWuOyc3HuNNCozpYYZOf6mjgtSkjJIpSSPyE4pK9XOI7KkY3vIN+WMnPI9Ss9VpBzouUb7hwZF61Jn5JQ8NvemlEmV8kReM+NnLqx2Sikr1jVVS0pZ9R1bfY1spX+rPCelygQTtDqzVb94zfgbUpoX6Eo+Az5t9YtKJJTR06B/dGronWaEVnYp4hIF/XKdmGEY8uVpZrERNQEYEMHTTXUVodJoK7+E0WWzY2W+ThxO9TVTM+wlclbDYMeU/KG9cfetnPrMyWhlhPafXeIKLHtxwbrJXTv0uqN/0+mRla2DdQD56EAOKZLLXq3IGGdIeOlktDg017rc3h4KUGpyKzHAuFf/tsLRxMeKB7IvecJBobKUQ/u/7wsCHcQ5wwLQhAf1ub5zyvRhFhdoJY3FMouRGhn0wJvdzLJkp2oOvPSVKvQ40Nt0iZhk/r3HS3cDVAuXSMcn8NzWCTA/kG9/eW8z2+6drdZL9mpXFGMNZWAvKk1XUEwRo9UTS1wQVOvjO/kHyploL7c4WAIKr4qg71pphNPznC4Cl8hcZQMsbrLKLl6+zCJUEz55ULBpVbzEtSqRtZAaTGtHj3DmYyGBP3Qu29F9SjRTpBgiiRpXwPiNCf+FJagENiI5AF77o8wkIyAPZF5d2B8C0vVvUT7L04s2cAwgCCTZLMbz7S4A8zR1g7m2mbVEVliIg+XqaBpl+c9uhEBNFKFKgWnA2C+IeiJS0wMFZQEuNkc3k+aUGBlVvwWDE7OGBs3BQo7EmFwuXqQAXFACu1/MEoViTi+iegbJdCGBxam1RCuPscKjBYBtOdMZJOlaR13DrVAgF3LRxnQsQZQMG3cHL4fhSZTwBKQuy92d7QXjlO0/URC1JzgaA1ju71YXzPBcd9SJU14zG4puHgOzoG//g7WfLRso4upMTvVsZde88wovKR67Fs5VF//vYhLi88ZPRJ0eWCsK/9htb7Iy486QCvAcnL/BBA2i0Dgyj+yDyT4I0mbUQlA3U8yA+QGr3Ni3Lnv/Jqo4QjVSIMSBrps2RO5i6CDPBbi/CMRny6cOCPAE5nafHhXAn4NFkW5XB8livQM8BZUxYtvBEmMlLw/dy9GhRv3g8CyQHDZc+Ml79iwzAVBwXnALVLy3PAJxnOwufo3wBuhtHk4t8whXJc3PP+mL4Ed049QEHLBQeXAU4HYPyP3YHRABF68Xtate22WrvZxYG0K3brF8RgUKKGbm+XkOzO/altXVty1so+8CREAKO8vQjnZA1mzzQ+OPzwJXNfj9xoJJS4AnkhhrhNZKCQioiFrWj8ndRBmk7BZjVCM6fFg9RmIsbuKmyd5mWBHFsxAhWgITTPHc7tb+tUSNp/8BZj3HD7pShZLuOurG/TasifqGLM51AdZ+2routfkBvFuAlujWLqD48vJ7WoJKzEhSjOvpe2ttLGr2IqDCd7HxubR6cFrkKGXAjPcuq1zpHx0BboHF/fnWeqtqAXqnLwBZ7Uq4kvamYVHgyAG3XiTkAPzkAsCPtgygbIv97VQNhSZQo6YjvoewOV+tNOzp5rcPgel0G2LXFZP3t0C10KTGWgjgiPGWZoCLvvURdULVLHh3OdOpTB68+nGYALtzSnxi3aieJQgrkXWUhEieaJEJXvxineIGja5bdFQJV7E1fimEtxcSKMvTDVmGG4yuXcBVNeuLoDNltn0IFGXV6yCn/r0KqZDQIFLHtESkP/Ry40w7gPFRlhdDB0WwmFC+FXJ5LiMNiFiibVPOiXeD+UBSisqSARiWMErhzJtx68ko8XkAq+YdKwCIiiFavVwZ6+TwplxqZScxyq4xkNMTJ4Lfg8V/Kyj7uGKMaoQKP6zNrFpSxt88xAjtOuEFQVqRmsgA5f/unucUdpSWaCtp6PLHAOjNY94oKLuWB4zqWd4HIOGgXR1d2/2fJunE6wmCCUwfSI/WP7QGqcRolt9522SHTgyaLYSe+8eGMtCaReVETkuVvzsBbgHckBm5HYdBi2wxdBcwg6iTazNgY+zfQZOVKUE9AywdwNsDOgrcq2ozBto5pDuaRPYxkcoA8CpxRz1xCj8oaVgzr2EDc+2ycMksTBGg7DIBZpxzXbvauN8bNqrUqQn0TLdLJ4NxlGq0WMeTAojzDj3tq0Zbft1px+xiF3ChxuLFQHMBBQ2KjBEt8oYhdm/NPrmsgyqwpH/b9sE9wPHSrWF3FRPl0AQ2/QLLIU8W5HGwgz4LABepYrkUb3SV+8VgrREH0FdOowv8EEG55YOZEhnaunYlWdxUag0Eu741DxXk/iGAUBY8ESIxLkCykJIiKR0ayHYDM53jUo71i9KcRJk5yyPqLv1mpV9WOyv98siclDOyJN+UslPOtPj5lKWUsl1KOSVVfHIV5XNKqlRdU34m4HNSypy6fo91HpFyakbKN4/M+XlcOmXh8rlKg5yR8gIYMf/urj50KPFqp5Ttsn1cSnlsprPSry7+U3NSmuSA9a5zzxXS8tjWxWpG1cQFdgdOBRLM0yhw+VXN10GjuIQyqYg6wNRxIO6EXQlhQfNDG7t2kb1uBMxEWAqSyFViNEsRG0OWfrMg/HURlAqAIS+eoUy62V3cT/mUgGwezNdGY/5EqdIgAeNrgmnLzhtdwcbzHVaEkkso2dZJwoFw8EMj2UtyFNqzgH9G+6UE0JhrXqVFCsPEdNsuNnDxbK0xWCMyQKnq6EQzPvU1AJlxwexKprw9SXdby+vbqqbTlahJn0qgnCRSI/ASSSxBSP0uAK6GWS2HzSsSuYxJBhcaz2UmAJpSQCGxrFIk320WaTC6uNKFDctuwQK44AmGTpxrSa+bLtJAU4Vo4JtRABJIMOg3ck6aqNE1S9YSbKKQWw4M9NgTeGl1vVTFv9dJgI27xRJF5g2X2hoKFoPTQutr6SUWRUO5JuasnVtR4qL1w32ZIIddzdMoLLqd91gUGG43mMVk1noUo59MWC5QAqqDu7onUpm8QzfLJSWopT+bzNIcdTxY5gqsTOb/r0GgF4yuXO10c6mzWmjHirk6RuGqCktQl3h6vwMko3g72qdH5Q49c5UAJWYOOAgOD5+yyPXC1YxetcxZt6Kg88TSBF560zJ1taH+XhV1oNy0N51feZ93lZHQwmHBdK+fS7PgPx2kGGFJjmL+DlX3dN9Qwa3Ftax11eBUD769UdgUR+aV51UezJOETIIkgHQsVkN5zfGnc62kfunUwyKiWPiR3iitsExyG7CUHO7i7tMrT88YRIhDlJG8o1iblILGVWpG04h3f86Pm5C9XTuLWg/4DdhUA1oC5kFa6UHeT86oUnVrbIT+XPsBlU4P8MTSpnpgIrRi4VqZCYf5bS6U6lQ3TkL7Yuzipw6UG0+K8H3AH9pazAqvb+mCKB5ls/LimWA1FvQ/NtAmrI9ML+53yHfV2jALNfZFUgFObNt/wGmCyLZXCtofRTdW5nwUi8mFwzj1QsrA9OQ83mlNqMCqI+KAuRlGISmdITroTYRTbuUASJHDKz3zxg36xOiKLNW1EDMRnMsk1fx0g/l5nu8DoyabX68bs9h7mmlaTkD6ElcsSwDz+kJx62/nllnHAJifHIAXxZJ0RrgjzQop5qrhxf1A8WkMmH7CAVL19zVpD59HnkY6h9OAnCdGvZbffLf6dEBaRJ3B2W7X0hbgDpQ0cZMAcZJRYFNjt++N5q+ASnSU5DCH9ySxnq417gDazsJOweS2AZZcPDrcQr8+iYTifw6yL38dGPem09ACP83oFhLhw6L67Nsjli0fF0opRh7MH7FubDni0iUHcLc8km8NWVv6JcqRzLedOOWpS2b6E/6XvCFAfkcsrQh1ZHD73zwEDe1N1hA0ghSsrz/UlHm0IXZdweK9VDv/WrCyuGA+wOrfF2XWg1HFODU4m2blTGN0hYTpy5c1NEdT0C4ffzL8Y05/nvdEL27KE78/CBHheyioUgHyUGEs1Qhs2YBt5gFXv10A08UT6XX5zd6B5DRe+qILeVOg7a8I4O0H0mc2wC07BwFYzAd726l1GTW+OrHlw4JSMuP/pOmZs59QtMPnl4/SBiyX+fJDrJtSzFHdQSOAtWOJSIX3pX5xq3IDHlnyycfZUC1eMVBdmd/m5duHos5Z0IEgIFBwLnSt0nDL0bquKrwXpht7fbcxazmooE98wyUZLQJYruVzXyEB0D+AFZMdng+ZbWcrcIj4f1EnQOI88TTRxf07dj60uL+0Sb8d4NUEEup2J00wErd0w1VjqodEHTyrB3XUxFzxQ6ElIIJvhthBKPtuZtl4cj+8m9nyIC3Ru/mlr3uNAAlKEaGRcPO6Z39XRD75sY92ZN3Qu1UOro+ZFKpYTAO9Wd2D+aN8slp3Rtpg0cqsI0V82OjS2yrcWOHcXPTjgvamPUNwLB16UncW/47jqQBi9aG9wIhhdunrVzPIQvVDNSNRVm8XJs4VyVOjQyBz7ZCBxi8mc3ahkosRvm7HwHyA2xp/gqv2b4ccvcpvKac/LwIYHxSsGc1E3w3gJvwG9sHrAmBCWYslCTEM/yvop1FA0UtfnGRkbhl7XIFqyRMh8/q2r1KGgl0XqgZj6URiZP4jUci3wlKXz0+a2pEyh9q/juUsMMca0TxsZGivO7ccjPOAHB2ZM/4YYFX4Pl9BXYGDTOfdbjGksVb2WomGVmCs2JIzXF+3t4Kc9SSPPH79hHP4VxSMoXR4hdqg1r+TANgF5j9c9dMD31NpRO4P9jgQUXqoFNHNzJbZIwhYG6eg6VGkx5UvAB73XjI/rVXNAXBB5Gn8omsJVmgb58GITRqRQFGZwzwoyJTANdedQQjkLbAo5tuzvU+PCYgXlA5LD742c9LkxDYxz/OiGcOtvxZigSF2OQ86cFEEYmY/iw9RWCVVipB1dcgKimnkTJdbkw8KfJcijSYSYRR3YyT/ZPuf9SfHRk4pKlIFTO0x6kL0FTB7GwVSjID5XPT+wT0ivE5iAF1zSXqRDnnnCWaXS7x1TAgr4y4+CCByy/auA7hcdpf6a1LfwIPNEYNxMQJwI3iFTaGo7jZgrCcNN/379N1TL8CFTZTjxatw9SjrZtAcxBV3uawHw2OrWxym5IZBqeTynDlPfBYpvuf8dlfd4SwU2FbmhLIXuopQmplaaRTNGPsnOCWauU3oHxUVqAClqK/pBNwy8NM+orjAMwX0yrwoR700LkR7s5QHTT31pt8IgXR/Y5cFSudhpOvgQFSBqGhRZkvF+iViqKHNg9Y+Za2RupeBiFwHkPLY2JUG5DoNQg1lJYAt7/7Xe3bPXPnXfXsKRKFeDu2qzjyxC8zjZbe3+VDxbB4OUIsepRtM0TycIp2UojmPuyCC9wHwHKfpwhJFL9dOPdOkBzaoPt4pGhzMf63j0NQqqD4BRixqeBbg1Zap03uWKphtPyph5ZhmZP6iq8xJJAlWBTU18apSKUuAkXRZBzrwx2H74zG6/uB7070Z5UJpulBF5ILUYhB1vAa0HPqqAJNBMfIsCt//dhHtrlBXpmGWacgbX9112zeuo0Rqn2+dH0xQ+VQG8+5BWCWOg/n85A3ehU2xFTynYmlSWEk9vhxOyJ/MSEPjAXuYkXliAfnwP9Wh0uqbJ0a1YWyN0i/4FOCKLF4JaUEouH8OiJn/Yl/YeM/u92QPCNrpTfpuowaOhtWNoZI+lKJW5sbJbfuB3kt7sC+K+Y/I0ZaxXq6rBLTKz31jHcjAIMapA5lLvQvWHobhLl4UGbTKIShqktIA85vhJK1wBmvw4XY1FuXHD8wqkQGvG4KOoVEwKIKZ219lH2YuQN0rtbbrhmLrj+bplO5x0U61Lwss7JeoM6iUVYYLmHVEzwBaKGexKebmJzDRvF4EEFrlGX/XxjV7kj/9h3+7MxR8MYAxhwN0pcG8Z/onnzn50y3iw/cM3u+G4ISALg1irxHNY59TkchCPpaFJKSbMUROKfzdoIOanU0XsLiJuwFKtQoa76ORURZjGBGYEslXkdfV8m8BVNJfavvgnvcCtEvlZ7m69jZgygsUALcSk+a/jW/OcOVU39vG+zLLj6wI30uwTtDyeq/vUlx34UuAkU77ri4ETtSOfgiw8Y9uBU2/smulbqGAPz2zVG/GEt4wcOVPvxXlB1+HArwY7q4BOHGPADl6HMzqu278fr5jiv3jJb8xKjxTeA04ObH58OzVUw9khvtdwncwtX8aT7eN35B5ozbBhdpwpKNX33XkndNpWQYwQyxlE9UcjaeTLo+VkCVwXVCbvGIDkp1/nX9M7ll39vhQvuNsySW0NNQXJwZmS4Z9c20D7pNjf+ZtbN39AONbDvvrPiJBSLoE3/3gXR1DDwyd6Djyiau7wmivAlKsG988ku+Ymn3bhPjrlKsf5YJKDaL81w7wUs+NEzd4WnKUIKShrSC/05VvV2zWr5JAxOC1dAHAEK+UCvemueHwsx1TfTQwyJUP4e/fnnUf2haLbT9lw6HrDMchmhq4+Y7dp5uBd962u+8Z8ZduQQI5slCqVt7SKbzoZm/PI1O/t/WeW/OFsyV/FVSpSDf6wOem+obyW9bkd071DeX4bpipBVnVOaPv/re7bBaP5sne6T/zWUkTwHQGdv/P/2uveB+nDthnn8GWIF94QiFH7UHRCyaItyfG2hjf+txnEjEzAXDc3q6m6TKn58Lv/McdN+z8/Qd/kX/Xf+xxJDmecCucBVGqFpy2vad3PrS4f8dtux9Y9/6+r+cBzj4xuu+szho5t/mXe3Z+5TtDb2z88J51U/cR4VY9Dj8HBCwmMTy2HSk08+4sBMFJ1LerjWy6XDj+2HUd2WK1sO80jhwNcRt1XGOMtja2ToIrH1gFRGwzcRA4vvO2N67/8j27Xzg5+cnnHv/zI9yviYTtv7keZ/F93/naCxu7dr7zqb/409MdTMFmo1HtDZdcaxVKrx7u2Tn76ZNyy+4Xnn/w016aKhXcmoBJnndTQHLiU/9y4KkH+756ouMDN2QM9xdAKZcDxu75Y/4NvPk7/7i3vOrTiX0rpMe6qAlK+rknx7h+YuuPraU/ZDD1jv/TQQj5wFPXb09E2D73pQ0mB3dunwMzIWLOlQ+8I8aBMw89+o7fvXv3CydH7s0mnoF9J5wXqCD26oxJ5Cj9ac/mb3z70ROjXr7jR8ZQ2nUDo74gZmWb04c8sN8ly/dJlHZvnSxAfQ40+f9GueC9IT35+ZcvfG/y89+UUh77rDd5ru2HW+Jf2Frd+3BVZRFNfuGKgZ7kWOdAQ1vFSo51HpGlSo+U8qhMPru3Zf3BntJcKkLNJ61tYG7r5F6dg3TL0XNtUUvK/3fg/38oN718YevUTW+txvhi7GBnSzSl4V+qXCulHOhPPteTHGs7MiPHbEIlPpMcaEtq+AfG2gYa/PzL/z8uz66PjaWenTUufD5+9rPu/47+n6Z9XD1JAMrsHIDYRx5+pe2QlXz22hiJ5/b+8hN9L+Q7spVjUN2HOvX+/4H//7y8LL2zF77/+ufPXpBvhH+f7H94fOvRua1TFw96Y1seHt/63DVS/t+hX3xUebGIlgAAAABJRU5ErkJggg==" width="1528"/>
[113]*113The teeth in the accused device are sawtooth in design extending inwardly from each end of the device. We find great difficulty in agreeing with the defendant that they were not designed to nor will they cut into the top of the I-beam however slight the bite might be and would not affect the slippage.
It would seem from even a casual observation of the teeth that their very construction would indicate that they are more likely to cut into the top of the beam and prevent or decrease slippage to a greater degree than .the smaller teeth in the patented device. We believe that the following reproduction of Defendant’s Exhibit F reveals the shape of the teeth.
We believe ■ that the accused device performs substantially the same function in substantially the same manner as the patented device, and that whether or not there is an overhang would depend entirely on how the device is constructed with respect to the distance between the outer edges of the bights. That is, the distance between the teeth on the outer edges of the bights.
Another slight difference between the patented device and the accused device is the size of the opening through which the supporting bolt extends. In the patented device the hole in the opening is substantially larger than in the accused device, so that there is more play or space, thus preventing a bending of the bolt, whereas the opening in the accused device is approximately bolt size, and when the pressure is on the device, inevitably there must follow a bending of the bolt.
There is some dispute between the parties as to the extent of the bending. The defendant states that this bending, insofar as it has been able to ascertain, has not interfered with the practical aspects concerning the removal of the bolt after the concrete has set.
It would stand to reason that if there is a substantial bend in the bolt, it would be difficult, if not impossible in some instances, to unscrew the bolt from the bottom and remove it, or to remove the scaffolding without either sawing or cutting the end of the bolt. Thus the bolt is left in the concrete. These bolts, according to the evidence, cost approximately 300 a piece, and are a very substantial item of expense to the contractor in the construction of a bridge.
The length of the patented device (Exhibit 16) designed for a 12" beam is 13%6", whereas the length of the accused device is 13u/ie" or %" longer. The distance between the top of the bights on either end of the connecting rod in the patented device is 9B/i$", whereas the accused device is 9Wis" or %" longer. The distance between the bottom of the bights of the patented device is 10%" and the accused device is 10%" or %" shorter.
The length of the teeth of the bight in the patented device is Wig" and the accused device is 1", or the latter is %o" longer. The distance between the inside of the holes to receive the upright bolts in the patented device is 1013/ie", where[114]*114as the space in the accused device is 10146" or %" shorter. The space between the outer edges of the teeth in the patented device is 1214" and that of the accused device 11%" or yz" difference. We give these dimensions as illustrative of the theory of the overhang.
The patented device enjoyed very substantial commercial success.
It is our conclusion that the accused device infringes Claims 1-3-5-6-7 of the ’6 patent. The accused device does not infringe Claim 4 due to the fact that it does not have the cut out or sloping end.
The applications for the two patents were filed at the same time and were issued on the same day. The ’7 patented device and the accused device bear exactly the same relative likeness to each other as the patented device and the accused device in the ’6 patent.
If the ’7 patent is valid, then the defendant’s accused device infringes. The inner end of the ’7 patent is identical with that of the comparable end of the ’6 device. The bight on the outer end of the patented device is so constructed that when welded onto the connecting rod, the hole therein designed to receive the bolt to hold the wooden form of a skirt or an addition to the outer edge of the structure it is being utilized to support, is on a 45° angle instead of being upright or perpendicular.
The teeth are identical and has the same overhang so that when the pressure is placed upon the form by the pouring of concrete thereon, the outer edges of the teeth will prevent the slippage of the hanger. Because of the 45° angle of the welded bight on the outer end of the hanger and the 90° angle on the other end, this hanger is referred to in the trade as the “90-45 Outside Hanger”.
The only distinction between the above described device and the accused device is that found in the ’6 patent. That is, the lower part of the bight of the patented device is cut on an angle whereas the accused device is horizontal.
In the patented device the end of the 45° angle bight is perpendicular, and the bottom or teeth portion is at right angles with the upright or perpendicular end of the bight, whereas the same element or bight on the accused device is not perpendicular, but extends on an angle of approximately 45° inwardly from the lower end thereof and downward to the teeth portion. On the upper portion of the downward and inward angle, the end of the bight is cut on the bias extending upward.
Copies of the patented and accused devices follow to reveal the structural differences of the 45° angle bights on the outer ends of the hangers.
[115]*115
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JHJahczkq/WEoHutuMalyEzeYlFRaBnedZD5xPaWl5ZevajGeSicF9kr8xoLiBddGyFGA2RXz/+lMzXI3X6tIOsKC8d+8vEKTjhGLnmReYVND4+vJbsHeYbNdOPasnuQh7ytOteME3Ef2clbfr/Wy7WD7OTNk/a144ebIjt5Y49zTeSFWYUcZpg7x5ccVBM5yL+TwossXIIc5J1ra/dNLvJT3jU2anKoB/TedToZI5P8kBzk5S3xtbSBzaXbYFy8pjaw5AsTnamNi4Um8pjAvOxDbDLIMea5BtL1rUGeMZ9m9L2WkId839h67SAP+TRW7RrCtXQ+lht5yBvuuFho4v8PxjruLUvm3PwAAAAASUVORK5CYII=" width="1503"/>
While there is some substantial difference in the structural design of the outer bights, we believe that the accused device performs the same function in substantially the same manner as the patented device.
The use of an angular bolt or device for securing wooden forms for an apron or outer structure on a bridge is not new in the trade and has long been used for structural purposes where an overhang or apron is being constructed. In In re: Simmons, 136 Patent Quarterly 450, 312 F.2d 821 the court said:
“Even though all of the claims of the patent and of the application might exist side by side in one application without restriction being required, as argued by appellant, they may not exist in two separate patents unless two patentable inventions exist. The mere fact that appellant filed, two separate applications in the considered belief that two patentable inventions were present does not entitle him to two patents. Appellant suggests that he is being ‘penalized’ for not consolidating the copending applications. If appellant is penalized, it is his own doing.”
We believe that the ’6 and ’7 patents were not two separate patents, and that two patentable inventions did not exist.
Considering the validity of the ’6 patent as we have determined, the changing of the bight on one end thereof from a 90° angle to a 45° angle through which a bolt was placed, was not an invention, but was merely the result of mechanical [116]*116skill and was not patentable over the prior art as shown in the ’6 patent. There was no reason why the applicant could not have included all of his specifications and claims in one application and in one patent.
We agree with what was said by the Board of Patent Appeals in Ockert, 114 U.S.P.Q. 332:
“If only one inventive concept is present, two patents cannot properly be granted, regardless of the scope or relationship of the claims, or of the order in which the applications were filed or the claims presented.”
We think only one patent concept was present and that plaintiff was entitled to but one invention. It is our conclusion therefore, that insofar as the 90 °- 45° bight is concerned, the ’7 patent is invalid.
The question of whether or not damages and attorneys’ fees shall be allowed may be presented for later determination. It is so ordered.
Related
Cite This Page — Counsel Stack
246 F. Supp. 104, 146 U.S.P.Q. (BNA) 572, 1965 U.S. Dist. LEXIS 9895, Counsel Stack Legal Research, https://law.counselstack.com/opinion/superior-concrete-accessories-inc-v-richmond-screw-anchor-co-mowd-1965.