Johnston v. Woodbury
This text of 96 F. 421 (Johnston v. Woodbury) is published on Counsel Stack Legal Research, covering U.S. Circuit Court for the District of Northern California primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
MORROW, Circuit Judge.
This is a suit for the infringement of letters patent of the United States No. 490,849, granted to the complainant, George Johnston, January 31, 1893, for an ore concentrator. Oomplainant claims to be the sole owner of said letters patent, and of all rights and privileges by them granted covering the United States and its territories, and alleges that great pecuniary benefit and advantage have accrued to him and his licensees from the exclusive possession and enjoyment of the privileges of said letters patent; that the respondent, George E. Woodbury, is making, using, and selling ore concentrators which embody plaintiff’s patented invention, and are infringements thereof; that complainant has suffered great and irreparable injury by reason of said infringements, and therefore asks for an injunction restraining the respondent and his agents and employés from further acts of infringement. The class of ore concentrators to which complainant’s invention, as contained in letters patent No. 490,849, relates, is of the type having an’ inclined endless belt, carried by, and having a longitudinal movement upon, a frame to which a lateral movement is imparted. Finely-crushed sulphur-ets, mixed with water until in the condition of a watery pulp, are fed to the surface of- the belt, and carried up the incline to a point where a sufficient supply of water is met. The combined lateral and longitudinal movement of the belt and the agitation of the pulp and water thus produced cause a separation of the pulp, the sulphurets and heavier precious particles sinking to and contacting with the surface of the belt, while the water and waste material run down the incline, and escape at the lower end of the concentrator. The sulphurets are carried with the belt up the incline, around the guide roller at its upper end, and down through a water tank below, where they are washed off and deposited. Oomplainant specifies his improvement to consist in a novel-manner of connecting the belt frame carrying the moving belt to the stationary main frame, so as to produce an oscillatory motion of the former; also,' in means for changing the degree of oscillation given to such frame, in a flexible connection for the shaft which gives the belt its "uphill” motion, whereby a rigid shaft is' enabled to impart motion to gearing which is carried by and oscillated with the belt frame, and in the construction of the water box, or distributor. The accompanying drawings illustrate the mechanism) and are described by complainant as follows:
[423]*423
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MORROW, Circuit Judge.
This is a suit for the infringement of letters patent of the United States No. 490,849, granted to the complainant, George Johnston, January 31, 1893, for an ore concentrator. Oomplainant claims to be the sole owner of said letters patent, and of all rights and privileges by them granted covering the United States and its territories, and alleges that great pecuniary benefit and advantage have accrued to him and his licensees from the exclusive possession and enjoyment of the privileges of said letters patent; that the respondent, George E. Woodbury, is making, using, and selling ore concentrators which embody plaintiff’s patented invention, and are infringements thereof; that complainant has suffered great and irreparable injury by reason of said infringements, and therefore asks for an injunction restraining the respondent and his agents and employés from further acts of infringement. The class of ore concentrators to which complainant’s invention, as contained in letters patent No. 490,849, relates, is of the type having an’ inclined endless belt, carried by, and having a longitudinal movement upon, a frame to which a lateral movement is imparted. Finely-crushed sulphur-ets, mixed with water until in the condition of a watery pulp, are fed to the surface of- the belt, and carried up the incline to a point where a sufficient supply of water is met. The combined lateral and longitudinal movement of the belt and the agitation of the pulp and water thus produced cause a separation of the pulp, the sulphurets and heavier precious particles sinking to and contacting with the surface of the belt, while the water and waste material run down the incline, and escape at the lower end of the concentrator. The sulphurets are carried with the belt up the incline, around the guide roller at its upper end, and down through a water tank below, where they are washed off and deposited. Oomplainant specifies his improvement to consist in a novel-manner of connecting the belt frame carrying the moving belt to the stationary main frame, so as to produce an oscillatory motion of the former; also,' in means for changing the degree of oscillation given to such frame, in a flexible connection for the shaft which gives the belt its "uphill” motion, whereby a rigid shaft is' enabled to impart motion to gearing which is carried by and oscillated with the belt frame, and in the construction of the water box, or distributor. The accompanying drawings illustrate the mechanism) and are described by complainant as follows:
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" 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" 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[425]*425“Fig. 1 is a side elevation of my noncentra tor. Fig. 2 ⅛ a plan view, with the pulp and water boxes removed. Fig. 3 is a cross section on the line x, x of Fig. 1. Fig. 4 is a cross section to illustrate a modification in the manner of connecting the supporting links. Fig. 5 represents another modification. Fig. 0 is a cross section of the water box. Fig. 7 is a front elevation of the same. A represents a stationary supporting frame of any suitable construction, but shown here as consisting of longitudinal sills, a, a, uprights ar, ai, and transverse beams, as, a^. 1? is the inclined oscillating belt frame composed of longitudinal side beams, b, b, connected by cross braces, bi, bt, and at the ends by the guide rollers, G, 0*, which are journaled in movable bearings, c, ci, connected to the beams, b, b, and adjustable by means of screws, d, in order to tighten or loosen tho oro belt, as may be required. A series of rollers, D, is journaled in the frame, B, over which, and around tho rollers, O, G1, passes the ore belt, 13. There are some features in the construction of this belt which will be hereinafter described, but at this point it is sufficient to say that it is piado of suitable flexible material, such as canvas, and may-ho provided with riffles on its surface, if desired. The water tank, F, is situated at one eiur of the main frame below the high end of the holt,-and a guide roller, G, is journaled in hangers suspended from the belt frame, so that the roller will dip into the tank, and carry the belt with it. The belt, after leaving tbe tg/ik, passes over another guide roller, H, which directs its course to the cnd/roller, O. I have termed the lateral motion of the belt frame and belt im oscillatory motion, to distinguish it from the ordinary horizontal side shafoí, as well as from tho movement produced by mounting the belt frame upon base rockers. Tho horizontal side shake is ordinarily produced by sup-poiting or suspending the belt frame by vertical swinging rods, having a parallel motion, by means of which the surface of 1he belt maintains a constant .Horizontal plane as it shakos. T support or suspend my belt frame by links, I, which may be either rigid bars or wooden or metal springs. These links are pivoted to tho main frame and to the belt frame, and are placed at an angle to one another (Fig. 3), so as to swing with a nonparallel motion. Either or both the pivot bearings for these links may be made adjustable, as shown at e, in order that ¡he angle may be changed, and a greater or less variation from the horizontal plane be given the belt. In Fig. 3 I have shown these links as tending to converge downwardly. The effect of their sido swing is to give the belt a swinging motion on an upward curve. But in Fig. 4 I have shown the links as tending to diverge downwardly, in which case the swing of the belt is on a downward curvo. In other words, any one point on the surface of the belt moves in an arc, tho direction of whose curvature relatively to the horizontal depends upon the convergence or divergence of tho links, the amount of movement depending upon tho angle at which the links are placed. The modification shown in Fig. 5 will be readily understood without detailed ex plana iion. It consists simply in suspending 1he links from tho upper part of 1he main frame, instead of supporting them upon its lower part. The angula.]' relations of each pair of oppositely placed links are preserved, and the results obtained thereby are precisely similar to those just described.
“The movement of tho upper part of the belt, when the links are arranged as shown in Fig. 3, is like that of a. belt supported upon rockers working upon a baso; but there are important advantages attending my construction. Whore rockers arc employed, the amount of transverse movement out of tho horizontal given to the belt is constant and unchanging, because it depends upon rhe curvature of the rockers and the throw of the crank which operates them, and these are fixed at the time of construction. In my device, the adjustment of the links to different angles enables me to change, increase, or diminish the vertical movement of tho belt within limits only fixed by the amount of slide that can be given at tho pivotal connection of the links. Another advantage is that the amount of lateral swing on a curve, given to the roller suspended in the water tank, is very much greater than can be given such a roller by means of a rocker which works upon a pin at its contact point, where the motion is very slight. I am thus enabled to more thoroughly wash the belt in the tank, and more effectually to clear it from the sulphurets, some [426]*426of which might otherwise escape, and be washed oft by the water flowing down the incline, and lost. The lateral oscillation of the belt frame is imparted by pitmen, J, connected'to cranks, Ji, upon the driving shaft, .K, which is journaled in bearings upon the stationary main frame. The pitmen extend across the belt, and are connected to the side beam of the belt frame. The shaft, K, which carries the driving pulley, L, is connected by a belt, M, _ running on two cone pulleys, N, O, to the counter shaft, P, which is the driving shaft for giving the longitudinal or ’uphill’ movement to the belt. By using these cone pulleys, I am enabled, by shifting the belt, M, to change the speed of the shaft, P; and to accomplish this easily, and at the same time provide a belt tightener, I journal the shaft, P, in adjustable boxes, f (Pig. 1), by means of which the strain on the belt may be increased or diminished, as required. The shaft which gives the longitudinal motion to the belt is composed of two parts, P, Pi, the latter being journaled in. a bearing in the belt frame, and having a worm, g, engaging with a screw gear-wheel, k, on the journal of the ■driving roller, O. As the main part, P, of the shaft iS'-jotymaled in the stationary main frame, while the part Pi, driving roller, and ge&nng must swing with the belt frame, a length of flexible shafting is interposed,Nand connected by couplings, i, i, to the two parts of the shaft, P. Any kind of flexible shafting may be used, but I prefer to employ a sufficiently stiff piece oí wire rope or cable, which is well fitted for the purpose. Journaled in the sietes of the belt frame, and alternating with the rollers, D, is a series of cones, Q, inounted upon short stub axles, j. (See Pig. 4.) The purpose of these is to tuffn up the edge of the belt as it passes over the rollers, D, and thus form a contiriSJous flange to retain the pulp, and prevent overflow at the sides. Such cones h&ve been used before for the same purpose, but have always been formed with i&e rollers, I). The result was that the difference in speed, produced by the difference between the diameters of the roller and the cone, would cause a drag on\ the belt, and its consequent wear. By making the cones separate and independent, both cones and rollers take simplj- the speed of the belt, and there is no unequal strain upon the latter. B. represents the pulp box supported by standards, k, on the belt frame, and shown as provided with a series of orifices, 1, in front, to distribute the pulp to the belt.,
■ “I have heretofore referred to the belt as composed of canvas or like textile material. In order to preserve the belt from wear and the liability to decay, I boil or soak the canvas in a weak solution of glue, gelatine, or other animal fiber, which thoroughly permeates it. I then boil it in tan-bark water, which converts the gelatine into tannate of gelatine, and produces a textile fabric of great durability, and which also resists decay. S (see Bigs. 6 and 7) represents the water box situated in front of the pulp box, and supported by an arm, B, connected to the main frame. The front board, m, of the box has its upper edge perforated a sufficient distance with a series of vertical holes or passages, n. At the bottom of this series, and intersecting the holes composing it, is a series of horizontal holes or passages, o, extending entirely through the board, so as to let water pass from the interior of the box. Bach of the vertical holes, n, is provided with a screw or plug, p, by means of which the water may be entirely shut off from each passage, o, or allowed to run freely therefrom, and otherwise regulated. The water escaping from the holes, o, is conducted to the belt by vertical grooves or ‘saw cuts,’ q, extending- down to the lower edge of the front board; the latter being beveled to a sharp edge, r, to prevent the water from finding its way backward along the bottom of the box. This is an exceedingly cheap, simple, and effective way of constructing the water box, and of regulating not only the amount of water supplied to the belt, but its proper distribution over the surface.”
Claims 1 and 2, said by complainant to be infringed by respondent, are as follows:
“(1) In combination, a belt frame, means for sustaining the same, consisting of links, I, at its opposite sides, pivoted to the belt frame and the main frame', to have movement laterally thereof only, said links being permanently set at an angle to each other, and means for moving the frame on the angularly ar[427]*427ranged supporting links, substantially as described. (2) In combination,, a belt frame, means for supporting and directing the movement of the same, consisting of the links, X, having movement transversely of the frame only, said links being set permanently at an angle to each other, and being capable of adjustment to vary the said angle, and the means for moving the frame, substantially as described.”
The respondent, in his amended answer, sets up the defenses of want of invention and anticipation, and denies the charge of infringement. In support of the defense of anticipation, reliance is made upon the following prior patents: No. 825,129, dated August 25, 1885, granted by the United States to E. W. Stephens, for improvements in ore concentrators, and No. 285,110, dated September 18, 1888, to John M. Adams and William F. Carter, for improvements in ore concentrators; also upon the printed pamphlets published and put in general circulation by the said Adams and Carter for the purpose of advertising and selling their patented machines under the name of the “Frue Concentrators.” A list of mines is also set forth at which' the said Frue concentrators are alleged to have been used prior to complainant’s patent.
The primary question to be determined is the validity of complainant’s patent. What is the essential idea or conception embodied therein? As stated in the specification, the improvements consist in a novel manner of connecting the belt frame carrying the moving belt to the stationary main frame, so as t.o produce an oscillatory motion of the former, and means for changing the degree of such oscillation. The method of operation is the following: The supporting-strips pivotally connecting the belt frame with the stationary frame at the four corners are angularly inclined. Mechanism is provided for giving a lateral motion to the belt frame, and the surface of the belt is given an oscillatory motion by the swinging of the supporting-strips, the degree of oscillation depending upon the divergence or convergence of the links or supporting strips. The state of the art at (he time complainant applied for his patent discloses ore concentrators having a lateral movement of the belt frame, effected by various mechanical devices. The greatest reliance is placed by respondent upon the Carter and Adams patent as anticipating the patent in suit. The Frne Company now own the Cartel- and Adams patent, and all machines manufactured in accordance with that patent are commonly known as “Frue Concentrators.” The accompanying drawings illustrate the device, and are explained as follows:
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7rRezybt9Ep2m0qtH186YEmtpgt8W2MsBNbyjOS198aR0OhJ89weUVWcBqRlGw5V2j7M5YZrfntNeaYF7Et0aYGIqzyz3ffMFEHIoQcBPv14srti0dx6cy9n877qmhM906FJ/XHSoud7QkoAj5YVo1XWc/48l/AToCCBobJBjpha5kOj+rmJ+Ak3dH0i0HycEg3sHZVYsuzv/a7UW52rF1R2OMi8Ekb9aSoy88p7eytHZQzdHUeHYhkoImngjtqPbt44yPvPsPBAG9g5/UeYpAsQ3EzxTPaT6vmUXhuyDzhLj8V6W5fRDWgCxj+S8psybf/xTwlTwLmd/24p9/ce6eD/1qT07cP+XlqRrJUsTIadfLzP+4B7zHvFTeLfM/4jiNfv1j7oXR2fyrJiJsw8GYpzhi+2w4BU6D+L/MAdxz/uvZ992F9sSM1XO1moulzFvbX2wS2BdGjoFTwB5rEiCbMbllZWuuaa6RzH+jMmUDELKpK65yN6tTx4UzQSEq5mT50Lrk06OyaJwrAKcVQ2gJjyVbPOox7SFJVHmk8smX5evcwWGjO+J+v7ki2QfwfwgSrt+8/omdo942RJ50pTfV+vdqvhkdwA2jAQguGGOeMebrMhi+qDyqaSpRsS9OtiRF3x985pN3u3/PEQGgXNuOuFPYl3qQinzhiaQcDo8OHRKM0KsMqascjZou/lLUGLa7Fam+1+cZSn5Npju5iI/CFhwtIkdbFkmPYbcBmt2eLg6KpU43YYSdYb9++pICEHhA53Laic+LT8OWiJBTzXdksApc14Bfrdw1d7Z/IXfCGpETkE9K9MmbZxk5v30m2mWbmO0p18s0SJb/+sJpV9uM7aPIeTX7/tfS4JhlEJDwXjan3A8l9dy8AsYA5yv3vDP7MVFQRqAdQEH9oTI7igDMbqL+kQlOwm/DQ9m4Yyqcr4RVV29fVB58KX/eFgz75mbAquSTTB8JYjgJY3nVEHDfNP5gGcVFf5RpOSFFA9eVOYbJqCpBboWvcCmWh1xCLpH9TYHTmave9QScy3GpfxZ+T5cXeipmcJmm1tmtH9sFQP6mWT/khvFRXjhl3C0NR1WfgD/+0JuX/sYZ9yNiTTz8eF1welgKYkCemQ3SjVwFc1xKucHVNIhwtTPtfEfaXxwTZ0Di/sZnfS3pTeGwLslxqE3Clj1OCK7xk/Aql47Ul7UToR0tp8Hp7JULV9uGlr6n5cutPTlrtFs5DvLf3h7JLbiWBi+ev2T8iAtdEYtITNNvBgBm0PgnyKJgO5g4K5pB2TRbmgugJfHLQsgkdNL1NBBmPUayPVXcLQ3Eot9TrnbfvabNVRfcrSWlc/w+nq/i4euPgmqey4VusAfEUifhUXgjJeS9vJeNHTkxziaJz31Nr/Fzrxnz2hejtXzj3RQRgzdMQGWb81Qf94FQ6KwmHfKLsTyUv5g8tEKKP+36d7xC65ZZQJ0+6Nz31SG31w3Obo9nq2fH4t3gIN2fO3NV3jBE3DDEcpEluyFsHJwhDXgl6crxKPun2S0PXT6wzaPgJuCqnwuvpusvcDVd/x8cgyc7/Ck5Fc5goH5bGkZuYd1jqppFnXaRlKOES4RXuZSEV/GkdRbhtueLi+en8MooY3hEX7+Q8OBaUZ3N+pG8ZPxYXsJVDtgCLI6D8zlGjicTYr8fWt5GW7Wz86+wn8X8Bn4YRsZPg0Pj4yC0M8U8AgCPPh0OuqTz32JUMbhHajh5LZgUcEKARF5PgyR00iD3X5pqP1N6yyMiYtM3hgyWn603EJqyHnwtCWP5mxDRzQbQssk9Euc12BrY3ssy8vEizHD5qVpp+Wr6Dpdi+QqXjpRmg4QnWQgnxglClhLHLxNvXZetu8XA7NIw733qpRrmN5j1b6GN/z+gyAK7y1YOI3Fu4Fx3VEsBeVmrRjb+8Hy01QD1JICXhg5X08A1klUWLcunxmtH+qGwnRjuV88i4qGTdCrhFUsmeUU5ks+aS0l4Lf2b+HRs+2GNhVNhXRJKRXyneBEPD83ls/OynbHnAERmN10/lrvJeTq4ckFO0d6vodc+VjTMqHIhoSZV46EeIiGetMQ5y6f6XkgDwm+b4BjphjT3Rh4PJwTl+r/Ktolznx59Y43iFSjaUVnbTSZ3n01UwtWUCOVoRzvT2RluBo/1T0qX3dd9t83pD8mld6tflqo4yJ2L5DEvykuJuuFoEQnEfvv2sdqRTSxm9sygn004PJPkuC1tvGzBsvEjbhiOuSoiexTdMfWQ/XbS85UlvCVFQ3ORrZQY0JAGN7iarn+bSzzJU2zYohWMg7NbnSYJs5+01SQVDOmPBEm/941zR+mstXOUa3XGj2DVvtPIGDiTn8Lp2wjyhwVNrseaCTWS0Avol+n5IjX7/bzxY0ka6BWWWJ0yjm66mrQjUb8+jWrnWjKkHSUgnpPlqVf6hSiAOUPKofn8UcgiHj53T+p3AUjMmqw00fwBr8tikus89YdByIj6ee9e9Sy7MftMbhokWzfSIJJhB1d2sARmHad+SksT+IGqpTm5Bjowu9iJ+72CZCMzXZiQALwkjOXVhDmz7kqUG043j+AqCMNm6vpu/dwS876SBZhPEhQS3k/dWjM8lofIWN2EQtC3aAyc/0aXNS/opy40zql1Vw1KJE9/Q5anEXP5CFChIb7FDeMdcu3kIQcRiWgaPdknlEXNq0qd+pyEgmi4pJf/S/XZujYjrHk2Xb9hdmMpNNtIMdV3j7G0ZB8NFGab7A3UgAyugTTL1R7Libb2KE3T3qPIJLwKh3BAyEbLWXfMdmTRsxoCPYslH9nvVwCuQ39nIcFyhdcsG/9FeekkuAGSFWzOemPg/PpgBPXh8qDJtgR4xalw+Gy7t4Ao1/OCNNDGj9VVh00WbQH0b8POkA48sZD05Y3qa/zlzB80a/63wiR00q1DLpX7d7RojA0NUgLXL076NcCvsIih+lIK8kjgVEYmuddqnD1e3pDeIfp+v5jYbtN45dmX9P33qt5psIQeKykEGq3Mf4rfoLAgCjBezNfS4KU8MMdUdgYnQ5pRP4eXqjwHWdwOewZrxBBt/s1K0sJNXqD47g5fxv+WvHQUPp8H5piq3xS1YU0OOPs6ZX6LAGbA3m++9Ih8B/qVxbmZ5aSIwOWJNPia8Q9lKKddrw1Q23grxznfVu1C+7rdH+Bl7bz6KKGWJGCyFzV+Eso0wKCIRDTNfpF9S3KTPGClitWCEeB/xKXdUQTrlWxPghfPLyfhb6VdLWK2WzEVxsAJmfBs44SK+HSI/QE4DShDrxEiezmL3Kfz2XAn3YrlpWQuX9kzHc7DKs7yYD6oMXlRiFWO5g8N+2YbA7jaz76VD8TyNxMOjR/LD5Pwlmn0eQGEVnuhUP12JIp1b7bspMNxu8odVExWh3gxN9LgkJBVfNu4YJz6+VCzQywVuPLFPwb+oHHHHhTq1X6Z2PudDiASA3DD7Eby2SS8wQpLGFso6XG+uzC1Bn8w2TR2HhocuqUnWQBUdu31fjENXmD3WD5Kiic9aYl0NcZ3lxQyKAnh8oU3C//owps/ysm/Pg76jDqCyPYGGY+LB5XNmvMJMi3IxNJVE9wyyyxlKyfauYwxv+nnseIBlXWCRz158DnR+ZnqaqKgfWsOqPgYkt4X+smeAsxVgJhYeik30yDK9u+Ywi9osPyktR4ztGa3kMcpnKfn7vWTXQ24Z4kg3To0u0fhtSTERWgRWR41Rv2MRGlgC3E7oRKbzMfv+owTlKLpAGKfVnQVAOYMwGvgJm+slLoD5bI+eSMNDqWM5Z6j6FrLZJx2ZCrtfS5+5kyqlo7dv7D9d5+PycsqcfXg9ZsyJItnGx890E8VkAZ8KDu8moQ3DIecE5qYjUnjWWU0bOIyrxb51Km1HRFqgJC9qJge15CvRTibYfj8gVTp+g3j0GWTlSni09pFkJ//lnFKXj/EzrB+IwQCUZo7s5eKId/H72qPOXaOwmfTdWJWp/ULigYmXS22VVzy8CKwv9YCwDxIfXQu6CeHmYYFeEnwm2b58LxMQjbxrYHIR+F0YJCjL5SKyEIWCsMfnAUQVkAWXzbbdS5WpNxI/ViySgevCMs+AU6AATvxJJQRw50resjdyFsAwdwX+o93ZAIqc3cND82lJLjK1mGKD9IN25mMOd5s9PA+QNjfT0aUBgcLJR8ANGj3g3lKCMgALgchQHwjXY/VpYQvQwe3tdh8TJx+/1D2DxWwXK7a6OohQkGSxXzMlc2sEkuAA3j1roCrSXho/Fg+AYRWM9i45RlX/mde1SEqtxED/HRuYrLSfflvUCkoF0jWgZPkengpljfS4FvGj3ARTBMnKveka6T6TbZiAGLLzt2R8EMFSeV7GIC/mGwBGP+QZxP1tTR4HkcXU9uT4cw/Z11QuJCvaQkL4Bp/4PymUlkPWRVaPVxckKxtrqvge8hjLiWhkiKadl8MA4NXkcr8d2GI0dspxrmmEoTm6N0aVALRV795EobGj4wfg2KbhGA6+dkW3sXzRJ8t9hEDui8BNOctTRz2i+28lwY30uDw/D/dZ5NVFqeJ6w6l2bt4zcSHzIH+6F0Pd8Sbf2XpQuBFA/Q60F14vco9woosoKw1Il1PwkeT8MbJ49nOGJ3J9fnajEzr65u799UJB//g1gVggF6HOMh8lz0dVcz8lU87T3hw3ovl1VhuY3OmHQPnEKZaqiYcWEXzNqTm4/6LulWDVCJFun7IJcEmHgtT7RsYDmRTEBSRbn552LzhJ7PYXeHrkkq4i07FOhXzPcIbxr8VBbjS0WIq/bP6/COACxn2h2DNpOeNMcZ8ftikdugDIcS18GQRwJYBjv0XwoSraXBTL2KNZjX2xrNl5gsA+lVovWI0UH7mMbbVxjujWnp/77RVPDovmvDs/758gwaNUZ5BpWLnvhN+cVyjQX5Bfv7bK7zt6/cQgA/Hu1eOpSuF5mNT4LR0Dd87szcMTZsWVf6cYrwpy5fcAlgzyYsXVJag6NIKMsm43z3KXifb0MA8/mJg4xk4HyeAE2zvXITJnZs7h7litv+No9lgdYp9RjJ/5xKAjyVqZwXPUItO4GRGECR4H2mV2gNnvq5FNCBEyej6mUK/ai+A+bMRraU5I+kfAghd4Lz+HS77DYG+kl1KWZpqHYrTt3C/DDS3Ss4piIFoUHZZ2Jj50l63q5+KbLqNJq7H0R0bZwLw3Sg7EYSZrVND4xtrLxzSlDLWIvpZzEfeEwZtnz2ATTzpqunWbyYFk9/TcHxZjnlfn7L18hqVIyVV+seiNl/AKi6O/uPWlTHrZ07JAeAMjD1teXJGz8oMRXm+JO+3SZoUH0cJS0iKkThl5T+xfZM7ABTxkMnDzBvvTQAIfupleXEZWm7Pho5CYwmUPx7OPLsII4kLH6H6rdl6hAHxfh2V5dSvkr8kbXx+6EoRsTHtPk2y/GgKLkhLSw2G3h8C+NUd4/77yoU+RaDZnnLdRAg6D2/hbVwbFABusF0RuKwPgPbaXrf5gbUTsXkb+wZKYsBx3QTLIuXR2XUBliuCPQs8nzRCPs4hYlan2hdD5mIzAXBeGBRCohUJuUG+Je2wveNEF4WPl4VDqdIonFn4DJkt5fA5KCWgpW8bAnXjP24kfH4AHyuYaddrh/A2kBBxsr43iMuHEXpIb1jg2IxOSPGkM9W4w1wDWFCAOL/Q34myHpnYG9qUAoCkssgjKA7iBt8Srm3kMQqnB6B4Cl8DhI/07rffOrx+JlWWqEwWTaXUx5POlH5B6bpHD+cAYONbRYCiRv0MMhf6Adn5i08CojKC2gLANF2KO7jK5p48Vv28FlPEMSpreLsi+kNyiPIQQP0PmiuH6mC9zpmV5jJNGqO9n8VoV0VPAcy1JUZGemgu0h3g67PzT75fS3KV0EjTHrmOMQ8bA6/fj4EUPj48nMmA9u7XvnmVGqmOJiK0zByO/u4JMXsi/sRm5n1+r32qE4Z6pjtwUj0hAlJ4qmFNEpG9ex+nfkpPCJ7KTWjr4qsDYQ3t4jmILImtne232WTVUvTjtKMY4tU8RLQXbQ68b1TX6eStp6gcDu2XDQmm9VuTEHhLeUtxj4AI0rpXTFECQ7LrsJAj7DMJ+FQ1m5SEFM/SbY2yMxi49Nob5Z9b6GS649zkoQMKCppaagrwV3QtbZUlK6Yx2rsrUcwVe8c9A9YW4w2J/1nWt++1nh3UVnktscSCdNTk/VEEWUw0mQNdt2CEUZUzhS/S7CQ1uA1jg/QkSjzfzmAUTh+KbkSigXI35+bnEWOE1uxXGp+sFtTFcaRc5Wi6k+tLEWQCx8vtPm40gHPI6jiBk43g+0/L8Jnn6qrenHa0iKr7E46Lk8zM4DGft2+LLwx5iYeD+iMDW/Zu4HEnqp13RcQ24eT104cXAZBRmDVXy+IgyPTPgcIjSH1L6k0IxJdrSRvEwEp7rDCG/fPGvQAXDg26sPnJFpOx7F1TIynLr1lkk0DYMiM+xSZ3TzV+z3Q5Wdyam8Haq0bbmxpU6KiyNaLb//1LjVqd7RbpTTU++qXMnhHkMAIIZMM9GQSoOBmc3Zy2pbYGGClLLPb3J5wEZ3y/Twpypf6kJdniDIfk0trqyE5reHRsoEbj9DbLOlweSPD2ZIXJjMzol7dVMylpS9xl6crcqDEpTnhOAt1yc6WsfroHNZ4gLS4OoJO9sDnkt7VhZQ/nPw7OY/+cgmLzpL5mJCs8+U6AAygN0bRNkhY8buaWPlV/dDFfBZyFa0uDHNlTNvaB2clyf6IS3wnt9TvZOqksIO5EOAE6xXR07UMF1RMDyRBhrPiX7X7MwKuyoeqJCJAmmhinU1qJ3TIFgA8vyjrn8B7jjNYlf5hjCi1822xb9Zlx7AzZl5pT1cTkuU6rEg2RPMneYr8+FxnZ9NVNNtmcwm4DdF6rrgp13Ew8t1p2QjwkWtD8LwSqWeYxQjX5Ulan218GHn1T4dEeAiK3VVyp8RQlMFAu6ZutJOujA5asrhdj4HTqoHT282iTbVj9DCHaLc+88tdpvFjKEp70zrdHnKNxiuvPFyY2lSep8bT3aiYnn2jVxjSfN6iQwQtd5V5+cWKcGrqYtpHL1OuiMSR5NEgLJWA+cFM3Ug34yglqadLVdkxjfPf2Lm8GWN2tpogAd8iuGcATH6Ve7XpSEjVFhHIiR08zjgNWaa5PFbT3j7Ds4Vwho9KNwHahXj/nNLGIiNozxqNxRj6W9hf7dScjwfCdW+TX33KrlUm7OkUCpM3SNgpnUM3Lg37Fr30yo4EQHhmUzxM3d9+5l9+TwXCEbL9/zFNs8O7JcWr4dt08cGCBiSDzTVMDshGP3FKyrgniWMbST7HKCiv+xDgBhVMN2ZVDmfermRmTQjhMhIroZhGZI/ufflq2u4WAJVLujmTzwnjzhtUCzQpSNDTOQWuLy+uxfgNhFadjLPu7LbIgl/Das37j4NT25Kh6EpAMi68Y83GBykW9D8Bv2J5uAE/2lwmPjdMFvNXqjpbd/LcZN9slHCTnkY4KfbWZj+AlABF+2wHCkwOi9RVJ/U3NmhQNehl/0B1WepfHXAYww3lkLXwXR88rcat1oYAwZCu/kL6K25bv/YyGbVk+z6L0q7HhTGV36uptSkRCm8Hj94FVy28agfesbGb48N1IwKn2q5EPbfnpaLaJGDKv3bqS0zaZ/WMYz2iKQX7RVOtPPjhMqDVIEdk256KPc6BcOeFuVRxLjmgYAssHtAPz1C7LnkmXcwAB6IOlBOAjLlUL4CLbrA5dz2VxCc7oTK0Yf88X2U0ttM7Q7t2BgL9WeuMkijlC6EkZEvadLwybLFnVrpHycx2kqU6X7w5gdMOh8WkhzHcZMPDDl/LW4+3S27+/zyNXYfL9ZQA8ufTwTt4PS5aKGenGfQKGKCHl+pX89+iRV7aAAHHfEdzyZcEYqSUWpKW5j8Tp4dB7b9kl7XtQiPigwjZ6/w6nv4U8ETz1FQ04UoG5pIoLcxocNdX46NMKAlFg+uV1GNjuBziDZSR0ufLs2LDy/HcPgJusq5qSFS2EaFdNroe8ellXVsXUjFlh5Vg0E5q0y+ed34k1APHqN846t5YBpKfrI9UsoP/kdlpvH9Tl/CQqVB1o9AzDv7vgj0CKazLPE/Piqvuh7OQmVOJGbIuIbZuMHMuPum/DCgtAujEnsfbHQxu7D48HxVRRJ/rUj3+/cDh4yOFyUPJtEhPykX5VHh+npFJcD52xM41SP28BB+fy1Z5EuL/4sf3s+P8jz1SE8ap1swkm9Iv1a3jC6qXrw97YIGDrpMBzBZUEvxWQhT9V1Xa5xArvYGMKu836KIaCEpxB+qfABb9UHU3we7+sRQikOv7sfnUO12MRw5vbWYzCqfLbR5FhZNCgrW/nBz/3jz7Ig1uPkcWLq+ua0uDJ5cn9bUBa56zdVuKomh6plx8IMs6tP/XuS//yMbJVx6qWifKki5srUxPgbNlQ9q1sw+VSBGRDEwCuRDh/6SqEiADWdRWOdpWjHGdinNyg3mIeLJtjNa/CUW74p8+VMvOWH6Ti7dsoOsBCVM0ncuzjxknae1Zo/34wwyA7mI+p2M3T7ZVf/5/eSfH6c0fVN96eNj6DBF+V6+8ukZejtWXpAdk5nIC7Xpx2bhAd/Y8xeSvt9TNLCTlgm3tkO4sR9LDC6ZvPEr6AyutZNa9MFRvUlCII0P0N01Mg2Y3yM9nvOwxvQRFaqvtInA+4nFQb5ZYfQh7gqQp0uLluHvovduFm57rKojYAhFWr+hIJK0xht/EzVAAEkQtL58PsrJlXODCPxWyb2WJzH35M+xuU2nHVJCg9Vlm0dMMjcS4ADxdOAv92G6ztcbj5M8LACs5WdrriJt78OrvFLl19xnnlSp/ONN+dinOqDvPHgqy/sxmhinjQt3o9x+Kc8HxyZwOvPzIQmr0OXGiLt7Hkksnvy8J5iXisKf/mQ9xyyvnDCflSk6PsQlhldaVrWWg3Ds6gPMrmuCzriMWQLik3z+oy4YXvdi6qFyRkdboyQ550RYRy1OT6kkSxVXzS/DeIiniVfQqyH5tkqjAqAK4uuejuFgCHID7VZ9ggdrTINhGdCOcuEBXRYYLskW0vZ4yG1LGbqZ4CflhL8S5eZsMHsjhHZ/tXEp4S2ELxjC5POGpUa9sXFoh7B5huKvHHQ4C951x0d+V1LSzAKqt82Kafja6f7UaTxZdr3KkMjr0/MtRl1g9wLrNh2WMWWOI++V7+sqOaF8ZpRysf9Wu8pl1uIlfWLY8GSW3Dg3hRPP7b/9s/NS8lXVW3KKQL0lWL08Rbg5i9ptWrLd76obnaFKpFfk6xkkUOhrAjSXBta1J8R6ENC9Oti5S5F18Jz7T2WRXiew+++N+vWE0igY4wcLOopcpVG0EHBW0LvdAOnnSO5eQ4Q7b+81sK+vYAgWotJY4GR/j2aVTyizpZdC8i4QdhkzkS0VT+S136wqZEtqhtdw5wuCwU9lKJ/ryIAsNlHSpL3Kptnpwy7kE/gkYScBhcg2ExTWyJcW0kePw24kXvIt1AW3SszXKpxqQ4gVyuxLAf/QsKwVQjCRJ/QMgsBypOBI8o2XGF3gB2WtpLwMq0cQ/KhvxKGWhPthc8DG7vIimrTAgg9CaOivAjS8+2yKK1Ao3G6V6vYsm0+U2aXaQMGFgdZKkpAcSqG7gXtFzx2ngMBsNmK33s7x4C3IRPZYGrgvYwQ/NFUrvS9BBV7ldg0VFspCJsfwPpSU9O6b/UCfKDr8MCq0BsHaZ74l67srxGdQ+xm3qj41+OVnyeYqU5NlDunmsNPzMGTk97Ba5rXcS/CI1nW9HC1qB4An79Mf+3BEGcdubOtcpT7DuRo20rbkfh9OnPbvrZ19N2TjUwj7pXiooD4DnfvdiuJY4UCKbbh/GaKh4jkWQLEjzb4PLYDNgZ3t2rCcpw0fW/fncHAeXG5zmlMdt0p4yfLJE+gAmMBzgxuOdgp805wM7guIVcUsDZoDNHwKMX1fm2PN9kk3gy+/zJPGSipjSsp+uAyNXvRt8WhK+R2NtRfWT6Dj/+THfhrhuXNRf2m6yrrLJJd5L+KBt+STbQeT0KMykYClCWvs0bODKWRcidEDjT2SdO3Rd1FNqMKD6rlmntITgLw6eCiFtAmoYS4B1WKHqIY2AeeqW3DKSe++dUaBzYLlYOVGhJdliyVf4h9VMawAcZSF6WQL4j6RsMDtLUv7s/3Djugsd+BODKN++veCTd0OddDbbIw5Ueb5ET4FQqsz57QISCRL4nfwFLNZQ5WCsleMBRtiTEeSqQi1xIN1a8tLlV672uQrnS4tsxGGeosx48DMGvmbuVjT0ABhgbAtjlWPbCLgDXdGxcdZHFtiROHe1olGXgPeS7l4p1DLuvhmUhOthkvR5oEMm8zGNYugQkl0V307uoH10xbd+ESEQCR7uT6cmZvFVAwHwfh9A2e0Iw0BhWRg/tAqDfEr/DFfAXPFpbRzls0xWRBdQQnK/mv0qgxb03+qvWogE3WA3rkCQgEdKTsYTj7ttCg+quHHDBqrJuWCdiB+MMTgrxbsC5bvqFKOHDrUYzTC7BWZy8rJ14f8W7qOPFT+2oFtsi72WFzYnGHT7qwwDmc16+piPuXxLNEUZ3iFxyAblfzMpsfnvRFVEIc1reaJXoon172DH691sfiCFF9D2CQguXj4oZED5mA4JSSGTbIMiVzkcVkWpwvoxhaUI/FqFyhx0pfM2RzBU8XUzNNiAFQw3KuqwnkW88R8eLrqC7QKO3QHrSw1jGWoNxRhmcPD536X+XpYYtbk0gB+mmqlrhev7OBcKOE+uNg6YW5Ct3z5Vey9wy9LsvZAMV90ro0CEgelaWO/3ZyDtvT3e1WxERJvqsUt0VLtDl4WakkDnt4ChXvW4SnHMAQT5VJP3MZpveJbNV15URJMAu/E+DMorAh24m0OY/hLMfL7rIjfY0Y9QVkdDOpPMdPga8z349Jf5HTrb3arJemrMaWMJB9dOJJR6P+vnpv758nU3jKJJFkiagmG26tkVsg3FmWWjkPSSJV8ZCD9Xw2yyUeAQEZL3V9Xt0dzvwpA4DnKtNKbwJxHQnmecqcpCBnEOchczE8NE8OW5yq0F6svhkEcE+e/WDjSR1BcliOeDuU8B72SSeRM4jMZn00ank58mExV3fAUr7zXgU+vkATwAqkmwtOaobdCwbVKfczSqb7QtDcKpCIsZIAskhMuP37WgGSoIAOAryE+/JcGXRE3pj0b2412JdwpNND94ROIvAAVJ/5FXwFTcSoPd2WLAM/6KB+YAPG1GhHMQrLHZcP0qMpWNY9CR0uFtOgLMMHPCyr2EhR518dhC/Gjgh5wFlwK5wMfG46MvAu6h2Cs2hROMqVyG9ifTP/DvGH31/EPDtQhA9EQ5g9wdm1IGXS2NFQmpc2Fh0haa5wVXkaEfP700Ud8vJ/bfeFKJFfDkftLgZ+rA9lR+JIU436lwRzX+1Y9yLl6OEP1T8vN9gS0UkIsHcRPNxxWzhQ4dvBHID+xySffsQyeYGW5B+Q0DW+z/v/uJFpbdXO+iuZf5uG0kEP2imD7aHCMKd1Qzuf4RHmFelF+zcfuYZan1tA93VXZ2dXH3aUd8i9N0PsNG2gwEPsm0xYgyTn1oBuBLNPEESQk+yAopiy63Giw0m8W6VH/3nyhexTDqO6iaWqJI/SzCpH0uYGRec3IQTy2Hbu0dDfcLS8ksarh/uy41VLhCvWwRlQMqKZWwwBGdwK6sUT0PhUlmpJbrBnS1aH+gPttLNER8j5ebKkosXpt9o9mop97HEIuJNE+D0q2+VmZiydrgbWAeKgzXTwDG/+kj2sGSrG28Eqeeo7ZWO7Z5MS27lPwSnV4b4W4/JCjBzAE5swjJAmIHfPsXL9Zf4bLzJ4hIX9llsLxnItmnyJotnNV9WHw/gaq9oKHt2fiMGt6XoqsoyE2yurnS8HSXPmrasiaSz5+gJ9xkRMoQQwotA6F5KzmerqXohtCSoHJwPgL6RH9wieH6RHYcYzxIqRxEJnOvtC0MV3mJBoALu84FdTbZauHWjHGZX1E5UWBBvLi4+a9wrl/XmS65stbo5LbaJbGush+Ds/S6AcUhjUASuoNwwImi/0rB2lJZzgddMR15yhO4GxlE0v4MfkfDkpPsbltc8IA3nzhsRgy060kh6z0ru+ia9nXuvXtDEix5mpdyzLadomy0SnpxsffF+9vMUeFURv28Vk8FQnGd/IxtXAVeCGyrqhsa9oNvtbpNFViec13Zy7mt8J4ZjyTHrl4CvQRI2G47UQzukGMJ9FMZHC7G/vbHCRdUtFlL0KaBjXyg1rL2f5LcSUSjs3fJqQ6jIYPB8R0qSnMm8MtItV+judriSRui03aulID3bbNmw716zb9wAhMIftdO7ndz1NxHjkkDU/UlW8H/rMg+ut/iWcJUr/cnsydk0jMbxKeY6TMyNdYjb31gPxamXshoeS34pNpvpYueS7q63H+9JR6MWJrOHZPM7QR5vDbgGJyYgDtu8u0NhViqJc3bzrff/4457DxuWobWrBHPauWcinFlIWoQOQtiFCIRMHSBqSfUoGJJRWCI6RHx2Hd9FBl3bLKOj6RJNGP/TK9hj+JUAUPAICyDLqe4amGFkABJuwNfTpWy62aZ1CWyLZUbgnM8FkxvlQx8PNp0udnVDDckpKS5eBf0LCztc++rWxmIU5bW+QhErHE1orxMV9d05lPiPkzkZS9XS7OSAAHwVDheXz8MROEroaKWvnFRom5T3WfqRoXpI6RghYP/C3WWfc0G2UdAb0sGLSn910b2o5ua7G4udhbA9kNnEZ8m033kozjNZPknoGA1H/h/0LzUMGZkT3YDBawKeQG5ktfTdyeVv6Utx4nXa+5am2X58zXgljFg1FMiPQ9oF+H7kw3+V/C+fB+AnLcz+sGEeyPeQvV3wPy9sexusGHa32DlbY1piCTf83RbKUfZk5QKXXI1myQTAPzmETA3RTeZoSEZxFnD+UhJC8rFuuMHKont+Zauls0ov8xhpIR2K0ytN3F95DJ7Xvyjh3Wsh0NKP8jXOg7JTphxb+zJMWFnskFrCmSgXoZ1nJrTPuxqABI584MZPOVfgJe2zb/3Eg9tRJ1fdD4E0iFdXFg2OutWSP69o9ohEfz+b8XA6EaTghvyVAAj3xaYX+lb1TRINXTiRvdcNwPziir/Y8XYu/Nuta61xa+REbFNs6zkuztx/UqmuH4LhCDqffuCt+K6t+zG4A+wMsvAAdQHSxc55dhz1EQu7FBBO7j+ft0Yps95mFRCXVWSbgIx9GNgpiV0hisvRM7ie61zWtkfHfIy3TB6HpwjZ3/P/ANJuHqMyApvrDiSDOvniKZcA/dhnnKsXL2vcoJ3HJlsT6/PAGjjESPi+cJMyOO+WhTVTWgZmdykGltYB5boXbihN95Kloq+yCHLifTF8SMMHMntNzzu6kifL4dLSQhHmbD6Z++lEKa5H3Z/xtd+SGksYPJslYDhOTwIRuJ9JFHzx8QEzrTC0fsaA5P/rZnFIvNjRH0FuvCVI2qNUT3pyXk0ch8dV4HRBfn7uzMcltz4hetCzmz4SaO5BUafUPAcY37sebXQ3gLQtNVzlKmuMzuE4HQGXJRDAp+cuI/mY96YjGL3gvUG7y+IbpAdAGnS628nGygq2Mb+Do4kssVSG48xezcv6DTd4zUWal/Yllu7dgXCgXOoRIFK43yEJ2dhcTVj8b5i39GBaRBPr8xmFxPIkBHMJ1znvXci97ixk2V4J6NcSx4GLcUoS+KuLnV1b7RHR9HE1ASSkvkbIf7x9IRjCNJgi4O4b8yaC+xc7fid+H/uWW7bJ9q6eEOde9tOvjX8LZ00Ouk/bMznmFb4D4Is4ZIfld7qf4Z6PXTkXtnk3WZkmruYGwCVuAEkAcE7uoAlaA7Dc5XRAdi7RvdnRmRfA1dKVi5FpS+Eeq9k+d5YcxiEXOAgBfukn/EnbOlD5wFeTT7Gys3LzzD/9wp6F7SMs4VX25S1odP1Mo8yklI3ZfyI3hTV7EjFkAB9Vn/N5SH6Mm3PqiQ/aDA2edTe+cXD+naDZD5uzVkY1LJdulN8LoGLc6+vElVjFGc0rpKvmLSsSRuJMcDPnqq/20y5Z6ks6qjZ8TkJh4e2YmJB92eQR2t1DM+k8Qkkh8ETtvPkI45hwsE35tQA+qgCSIN/6Z1naBFnXiRyrf+ZonHl3W1mbLCyDo+GlmRK5khsBECblhHm7qiSxiEXE+TbQMcrTt724pS9Rw/M6B1wjlvk7CXiX7eln2bZEcB2FM4I4m+m1vH2VDMJP9aCr8/gI5ZPFBJ8PyCz27Vr+l3kfm6z6k+J0IMoyO9qqJLcdCgVEg+unphfAAvSqFljZZvTxWZ1uPayTfaioEpHfUj+HBWTpP+Nv4NDfvdZCHQxLk+vzANr2erbxbzg4Dy9cUgC+49K3od1ry8TDs+ldY+pL2GRag9KhcwkBAMJD8KocJB1cV7uhawM1Ds4ImvG8rbeNkVch3XqBR9KuodkOr2q6vMvvHua/yvrdh27fkel8YfnJkyxGQasiisjRtuVco3HGq2YRYKfynsdWjd6SVEAsl3MlP0vMnOy58YG0ciIiEVlG3eOU54OAaQTvDlpc8tbgHI44DjNX4b8tAenMfb4Mk1OnJ9lme3J9Hjw/W/3t/fooziFUOnwfR3nK1qq28AUk1tWwI3FqgG8HQL3StyVoKFtJFopQuawVN2hvHJ5F89+0eOqNwOly7GQhWv0n1FDOoVcXipgxzn+ji9HGM5ZVRoYllrh/Mn+bPkVQaya2mhgOk/M++dafN/tNJIia3p+A9CT9SEIVGo0zyzgNHqhZoy2gFAOGW1cpHUuU2C7eOJ89beXhSc9qKBlJOb4PlBv/Oe2gcACLkSWxSRubxZuLN/qW6+6eq1zV7vzGwOll4S6i2qhINrkyP6pBM0jlSGil30NYyv6GdiJHO9+dLv5SVgAbod9IqZNuJ+UUkhTNTKbBrQLgy821FyAiEYtIONPEX7r5w4wp6ZspBkOykqKbYZN49y35iHBQLu42Z9luLZsbB6cJc57Vcgcpywcz9un0jLxizbQEt9vXY4O2MNtki0022qhGl+dG3js/XyoN8ppl2BaCHOi5JgGIMT7faWGr0iqLBLylfWE0TuUhweFZy0LykkYM3hdkcZSwnwuLyLNKN8N0cXjEcb6j2j+oGBoG3jbQXFUgEo8VK6wdLOFYlvCksamNo8vz4B8oCeigGg1LW1mHrIwMACT8YWjZbaBPnnSVZ6s/I3FGNzIrqPnZKIYirMogP2Sr/Iyh7HYL7XC3tSUqAK5ycNv+A+OU592rz4Ug0nxftUEbqw8RVpcqVxVZMPqPeP31OLVchHZsM4ojcTrf5CDoSW5GfR/s3cZoCUAFQ9p7cFwsKUpUmn2MhMQymJ6LbIu5xsFJFC7rI4V8690eEA2K8RkOzSTukQW5k5cMnjQyzW3VdUrYJqabTujHAuCTvE1FGhzPB771wEDOcHfABYn4Vr6eO+29CdbhokiwTLP3soAXljzG6N9d3BciQpcAroc3pI3HACoamEXsfCM7iPigADDeQM06mCYOjyJ6CLi63R/DSowlqNGwiVnJNx+KNSDFa1xwSBAcByxbmp5cZZHVycebXhar0dsEv6PhjYgBsdXU0Hzuuz+CSHEssr7eI2KvnQlqiQ6+Jbj06O8eELK7SrAFHD/xqaetfaSwW0lzMuvur0JVdP1DO++89qTFGDgWzhXU/xws4UsDXDhnW3QDQ+Nr+3iRB7wxAicTDH/1LNriNy5w91zlteYXxsDZu6ieWywmS/7Loim2JGXgD+k0Bb9zNYb0Y9kU6F3A3G5ge3jk4Oj5fI3FRDjZ46CLiwcBH+1ctIEsaBBUE9+vgSgEDw8HjtjCVqclkYhsXdtofemQbY2jCIFD9ywIu0wfvGwC2P0owCqsZy8TDdjEbUPESDFVvym1qxDahbwATNo2ZAwjA+HT7/aAJRmGw3lXOMsGXT05TvgoHcg+xpmBOxxBDBtW/VMAnRUJeLWKZ/sAi7yPhJ9uXxgDZwyY2LmZUoZSTaMmkx6ahbq5KwG3Gq7HuJa3MvisshJMgVN+mjzeBWT7eLS3WM5p35pqYD+6ywccXW06P7BNS8mOdVp7NE7Nn3nKQFLNVFpGMK0tAPsUwGsK8oAtJdKftbC6uNKT7dxH43RjrkHSY6f6jKDF54OMB9lD5sji8x31d4/nRFoYnT2Uq6aal/EQ8BpnvBTO6GGctgcDkG79nYMQnP4icBe4aQt9GznasbXGETglwDnYHbVJQ0A8TIRm/lfmHU6/K7APTaWIhLa0yhE4fZAYoFOxKgrb580a16Axfmb6SN9ZuXPO2n9tIG1mm/HsYI/x896HgqIbspfsgidljN3TAd68EIL+Y1mEINKZt3qbMWGDeCr7ZxinMfj9ztJ2iyEaaLdJQc5fBIi0Olfw87SlVzthdcBMwmicr8Ie64SyaO2pM0mwi/wRGSSl8xtTiVFt1kzMr05eP4ETDwlbb62mtb1p9dCVfFucAzCfiirB0Vt5AHRYsk6YjVE/N5yD0JOrtUK0PWOLgfalIsaEK1sLZOoksUYLGsffZhM52h2rGIvY5Hwa4qYAyvc28irsSawNUmX6/BQ4XYdUtRbttHJK3XjIWC7M/nv+m3ezBNvUOzCvncjRk8X/LEJNCdUEZSvcAKwWDgBVrvDeKjaXOIS5S+3hr0AATtbJjokzPX6rj4SvR1dG9EVAsS2wvX4k+Su7ebjgwk3Db3F22RbWhQ3Dvrs+lBJ+R19tfdDIxi6H5JTZ5udKyf40WCtzzCbbk+vzF44kkB4172u9sRla5G5c+ClYQgTVaJNVttiY2J78Rxd+TrbmS+3djgeD5rkSRL4rfdEeHwZXWiTuKj7J5OsRgJSDYhNTmSdZ1AfbELGkEGgIg6fsnMrQYdH2usPy/6vl0Y3BTskFZbFzpPWayJZ+1J+eNLfWAPBxZUcuv20SnPP8/NWyIl53/nmBIfG40WJOIehPaLXpAK8hDHq2njbbb9eCalh5us4b0ljk1dP8n3bOvG8wr0Ntt9sqJRiFHGHQyyh0laMnn0c4gU76/bSIrXDlnw5AAmhiOfhq64pv51PZNoyWK0NxZnHPxGdMb+C2rDkZMp19wDjOo8s4u9B5Aratw4XBOBMSvL2c69gsq+KCS3tZMKsjTA0lRhPkB9KixW7QZZPupPqnV9Ezt378r+VHid9+YaFBDtSeswm4vbo8mw/a8k0Rk7Ix1rhjtzyqVOeb3FXthAapmQPaewwCPlhP9KxSbJPAWnnaOD9WyT/f4Dw+4vtPYbbs6AB4YGj/Dq+2drxet3CdsMp9462bsPXUP7CaTpskLW7gJQmyMJcVsmR5hiWQNgNTC2dab9r9Bx8MgZiTsqbm1bD75lp7N23nJcgnjC21p/3da7Ujc9F1m11HS8KYIVLHKx4i+2kXsTnhoySMq8/3v7txSut0ba+vwAonTlzLuvsqVWClcGTZzW5BuXui0LlH4OyP9mTZsF3qbr2tBxTBw+yCoF3lH4B9a7gLJyKyme4t8rMFArJKH1hBAMPdvWNpdkfx5CTIOqQx9OTqvuON76jLI38AohEg8kwZ3HdFfIxN/kb7Qgun6E+G6XoDlsEQEJXNwkaQAggQrWECEG+zxSob7YUT7e++VQigRuGvU1YJ6xcc0t5fqYz8ikDMJrDMDrJJirFVsDZOv4gm6OxF1YaxPwgHZHsWJdjrtq02DKgh3ipLLEtfjYGzHz3uH9Uv6OIZtoVGDoA3vO8sqAhsaWnDJhP04+jzZZDQ+bK+aWoloCrNoFfunjzcBuX0vZHT1BZIL6PlbNOWhdaFNs65UmOqdkO12pe+2PlwCvx6Jwh9HQEmZaAnhcjfoBCXr/0nr2rycXKTXOloZ0z7vMqKLubbPF7FVzmMT35tToi5D51cv3rr+j1CiCAvcGlF2nzA4Xo08JpA2BYIWXAGZWjenWJLVA30J9jD/LciEG441QtNei37ycHd9czn8/vTN6fUY4A6EI2775WfP/9IQKdITFkpVUZlyUfIAReym6GUZh95/Zm/HT0K78LMHcyJjhBCdIQQbwe1ITTbhJaZSQvOspa/+/+6nz15I1iG1ketCWojSUb0RwW9Jg+pBLQHOAF+X4hHQrpsjqnP9xs8T79L/OQzHwOWceS/rQjrD65/ndCFOb+xWKjxKjnNB5UT79wF/8KWlc8kxKxa9XnrkF4BLP71+yR88xF+dSmCVei7lyT3eMFv/ME/vflLcs9Auukm/9njMKh+Rot5S/cB6JzfymGrxXShrn2nWfwlSyaW8hRyH0D8o/MmcyQ9FKKzTiXup4uAC3gSRMgj885OtjxvUNepK4pHAmsmX6t0zyvfN8kZvSX7bxFgsL2wbVy8VdYz90ya1cKTm0tPlXunhklk9DkJoI0C0nIHNGlFaVrf7TEgXyAdrn3xvDHH5mWTnv/7LOLJBcuEmQ3ncrUil6az7eY0mZvDSilqrt0eEuS/+YCoJykkR0zpXDufHUojXWWTGzacbikYE3CWJZwxrT2LJUkfQ4KTOBL7PKzTqA8XPAXwFdoThI7ycLTDk2Ph7Ke5IK7/RUlI59Xkb6lyoLADtai87rgL/gE43gKSG8xJoK8fAGhXiWjc/RH6fs75DkjnJTAnz/Q7IFEPV5pAVrblnYNHGXPPFs+UqzS0XBE5mm0+Nl795BHrA6L6b93ukhLu1Ir0JOwf13cv/qleUD3V1ZNtERHyYHsiyoqzXm+UhcOUvyWcp3WtEcX7xdF388+S/Y+LHEN4XrafvE1im/cZy0+gSYXcqm7UZRo+AlEp3GqPuFZ+0j16SjVzDkhYZd2fGGdWfR4Mqmky+2mYLZwqT40f1f8o/VBVLnxhv8ma8j6WmGzfgfL6s+b3rou7m0HYz+dhiYqGkOp+HehFtdFnXz03faUtYfGBFoAllvBk3LYDj/Hds6cfdUqJLykC0D9vgCzmm/ACtwSXHNXmqsJykV/aryk3scRz9qR1tfZ49TNfr15tJoWdRmQf1M028imXuMY9OSfrAIoDVYIH3eq+XFzlTONnlYaw0Zp+N+SNyRCGUiJA1iWM6lcCF4Wlh8kzF6qWpBy7sWR0eW4AmNfUepkiuQDIpD8+TkBSmTUXUtcEuDy+1Mw2xhz++9/on/eEuwOORovIom8PxKnzX/XN/yfnwD3zbFlvZPbfVYEgX1nSLM+tA0uHFA57eLYaXkRTxYkSYHgq/Lv1O2V0Phcnz/cT9SNB/yRarsWuObKMSISE9L5qxi7ANttsTOwXFMPD5LEELCqbDoAwuxRUV7GaTq+2pEYKCVws3dIBL4RqX+d2YknMJpucEHxlMpwAfAf3b9Kyz2sKES2RaGS9E69MIqqisRunUsixB6aS51wMJASsEhDqsXEG+a/hbf+pKoCV1J+KUkqyg6n1oUCoKqroPyzy6sjLJX4F/HgDz0OkLLFkqaHjyM9PnT0va4EkdOUgBJkIwKm+iVzXNSG4DxBx0gdvJMy9rvGRnmEJD+9S2yAyEqeAtR5gdooKqsmMQwk6IC2mLXT6/qDs+n218HI1E5m95Da9Mx+tJLtN/0ZPehLpPsnjE+M0kPINYL0qEGPgpg+ZN2KxQRYNjoIKjW5nsbFZRX2HBBdXucpVeO3YGeN8d8M+lsEMoIsMBDh7lOXp7c+d+DVAgHch8fuWfSGBjbCBRjvawdFKT4MTjiXiXPkEcpGd29UqTbukuGLNl2RBjfhyvLXyTlWZ6PRWnqnfJhCR0MIy9TcKZ19qRsWBYb6l4zc6HzdhK6zifMQHjvY/AQGkimxRynpvV9ZvjNim29pmagycpUpUpWJDgrUch4vQ0q1LLr88kmS1N17+avzB/oMVb1Z8uJH3Ngkx4cbWZDij/Is1gAMKdN+bUhCQVORnbaG9x0H2NdZ29j9RSU/n8fPIxxldgpD3sWmb8h6O815ISHQ9MdMyE1nIUZn/l5VXqWYrgcAHHvK+GgPMhcWlheaIbYUlVm3GgJHf/a9LAhdgvti35gwOfU+5suRSE/Sr805lr9JtOE4lcHZpJyqRpwDOlYaCkuJNs77jJfgtCJ0ukJaQfJHPKGb182L2+k7VjLFN1bvnngMDiIP3VZZNZI3+u0B1ydQSWQiRCXECnhScREBS8KojA7jgZzUyta4Uvqt/aN6uAYw4u67CInEOQNxMAHpCuMA2vifnlassBsqRONchzjqRsrzS+YrO65Tf2gT+oEwyeF8+OCMbc9aXfxdAZ9XAI3IV08RfcuBMcawdgEuXSryZSTXFBV6nm06h/Yd5hKxHEO3oT/Rt+v/OTwJwAkk5RnocHD1gs+aR5VkO2wMAeh8HjkAlFbkEJiBFRwOsdv/dpxWAdzkOGldyy4cqniAitq1ILThv1c4+DmUA6oPMEOwABgf6loUYHFm7r9aliO/EwNKno5A63RUpwMi8gh+xzWbVM2kYzppGFjuFp6Gm9xZu/VQMPAuivkOChxzk72BgX88D/OXl61VdwNVAoKncmLJJYA3CPOq7Z2G7f7t45MtBpxSZmqKBAEhMLaDQ/eWRDwsfB4QMKuLSgQDc1QhYM8bkDwhI843YR+L0ZU+WJzEgS2XSPH59A6fUdwKgv3Su3o6qmINPbyogDnf6CO4iAZz6TcukLGGTG7byVOX2JYC/Sxbpxe39V4fp89G/rtzzfGVI7jX8MrzKmf/FVcD51seXdeNRDRPTjrwPTy5Ptp9U9rheYWzzkDiHnwNEfaZIAoX+3k+vbgIXuucVcCVuq17dqmaCo5Cuci2mYRvO/eqJTMtCS6B74YekblERso+WySLdGJFW7GApt74jgZ1I991/Tcbf2NtSu8oBGdIkC04vLstCU5mPEdLwBi71PU0b9ROiQTOxxzc9cL0vVUKt/05287Gs8n0kcrTYd1QtcRBON6naBL9WDgKcLbikZUU0GkAmIHN47ewBAl7Jtn/5ysXkI2VqmF/s1ni3RYRkv2U1s+GsR5PSRRkl9NZJ1yp39j+ZB0S2VbIZub0f+NB7ZuGgLzrQBMByXTvaZJuNMdehVKLcuYjuslPmpAXAnKpZFNx+OVaS68+QcQDiXDXE2tfyJ+zsVVkD3svKuPOG/WocwE/2R3BO5vjmru3mEemLF5fxUGfu9AvZ7Udb7+nzify1ajGy/UX+FHez3gZqw7mlKydB0f7XuSsrA5lCtkC8KPhiqLc3AG3WLvW+Kfduhs3MDj+3W/WxOHiDRHo2h+zh8lPD8nJ/DJNNk0nIAgG32KUtD6GdlQ2AVSG958s1X0Wf97Gna9zKhXHt835UP39k3q+hKZxbpLh++cqVKzsXP9V5941f+8b7V7o2VxkDj3c+BfgqzRzS9muvURWgnqMdNW+bArTgPPFqJXUw/xc/2Q0hTHN5dDb56K99/d03P73yzzQQFuMmB6zGXAEpH9Lw8qePAgnFh4hyAFlawRwJLfR4393Ml7pxQsc9yOxcBvPdOp9bMYMEkEqsZAoGvP3fBQpPMD+7/D6/whuzzcHY66Ab4Tfnzc+fA25W3zK3NRSLZG0ukn0qojn4l5P10l2tgHdf5jWQUcgmEosaYMN5V3+FTpD/HIWICq8sxYspE2BvoKtAbuLduhg/XKa9PSoOdJ/xhID3jrsO2qHifxkDhEJCJIpZR51igKRuEBmyFEDzPKDPL3xLQu5hULQBNwvjtg9kwevs4wILzp4szQEaQW9uXzvAx5xcpPRCB2LivH6GXCRbPjrE7/cx4PKJ/0hEnCtYuwWApbgK23A3i+O1o6S2niqZT7Ocy3ulCyIbEGXzXClofoVggJdIkFcPJ36/+zxAtm2Qn10Vme07a7pXpSe9Uu6NwAm1/V2urWS1MSgS5g5SA4EE3W9waXNvumrhbgEQRp9YvkyR01wXQNVt339eubjYQkbb+6Oy8mDu4oF3Lfv03Rhx/XsF6Ax7pkULHL9hxvha5Th/gy/Fa0WwykxZNOJR2Ki+n3aUo9y22duqf4blxgIJOClONvIpWM+SGuJm1yOpj91Ki3b2eiHw6eh3MjDw+2558c3ZFhQAXI7YF9pWdtZxXCm/stz2gxDwipl/SbHlU9C/P43SgbHMkmzS4H7vS9l5APTKbsHvypIz3hbbdMXY67Vrjkq5xGnW7kugBWnBmnm925t8vorFv3iwBXCD+Mzh+RhY+w3wKoI+DEmI+XA4Fs791qaAF95cu9OJge2sYJyi+nkW639OOvv//gWdW51fDBalB0Jv9S8DsEJISKhokk3OtxQ2l4PL4kybUxsc+upcTSg9XOOMFYhz/uXi/KA/AnKJKKVeyior461HQBzv1kzPKZ+SVOc3m0vTJJh8774+1B8vj8K5kBPgSrL26TzCy73H/bJ39uISh/K5b/x4qrLmf3l0NZXnE1+WCS5YlORMlBaPD6vey2lCEAIvPp11dMvcbbbK4EXixbOUs30d6VrDXYw3bxgw9/L5yu0OtU5YttaVG107czMvIZ2sPwLAYVh1G7rY/zyeq1CezHwIRuKsBnS2kcBiuBFoyqpaj8uVm4t7Zw6yOh5yuSPnSpZHQ0rHUSdbHjfefNx6UBtBn637MhiMxSE7Hbjcq/LM4GmI4AhO9vrd7Er/S8VCi8jBIoltOBfD+TqL/gNqU5iavjBJ80I0VfFSFxkxgKSjuJriY1gymrR8gbRvpknoIoW2b/vWomo83ghSgjVpYas1SwfnQuW06YyXyAuSM1lQEvEUrD1vSv+0pb7akRIT07V8m3HaUWXtVJ0CSPPAOnlbyJ/d2jjgkkHBF3scg+mJWr3yNnRRsQ2bvJc4nnTesBjMePW1wUE+/557qWYdUWgoNxatzsm7eMCtMJRsOV8HCMFlThWV0H2U/i5QAelU8ZeyxQmdnb3qt9CV62lWFA41e0EtVm2sWKYjATZSEPNLl1J+WpVZXInIx5gL4SJLrLamfkfhDPPfA9vqYk3dIBDQ90uvrG1PMlP027MzAfzX0d+uzv0IXXG9NXjSt2w8ME79nOfkDxsS7UmCrB0VzT0lrNoVa0sFjISl3fw4ExwL1Ud/sM+sPemqTr6Z5/g4FcAOmL/c6NJrAxFJsR1fSW5lykTSoI3swf0syyojoszuPcU8LHDSNPgE/cMQZLYuhap0dmp31O/OJsgqEvY9fbG37ewLa2COUThTlvUCnSZfqPrfSkowjakgUbWQzDXkoc4yLrOsXNwUMV1nPHtInczeF05ArtdTY6qtPqFvd81pq1JBc8dwrwDlAZj++Gqxb9cIkCB0ODFO55YG6OY9qc6fV9lsJyFDmRr6nfmeX4tyYEpbCuTVoFIFO5EuIbPJBh+24BiBkwjp9T3Lm+IpBBJkDAZJX0/uVpeSJqQ8fblxJ15ZT9y+Tm1IWbGtC2vhfEW2GcJk7rHikZCVanZUWVFQq5+xW2nm0W7CI3yoppuklYbkZJO9AJ78GRbHGne8pKh5Ev97KVHlDHwGKygZwjBbLlV8xeK7S6fi8NcDNoPesU+mB2Rv0NfbxT0lZldBB3+M/uilsKGO7yWEtJx1QmqansllvOwnRflvbuZa3eUwzGCFkK3wLli71UYXurIyXT4Q52VpZEUQ6vzZXh9e2bAlqEz39giyW4p+MxHrlTwjQCzB5TdVEivbU2+UTmdz2gFliYvYwrlNWh+lKRdVjmaCAmFulglDivUKYTWXh1io1D8fgCXJH7kU67Y34v5TkvP5QUwktIPXHiA1cRqgv77Mz0wZlyGb4jISst17AArF2JUxbGGC/nc33Ci+ZYTADcH45xW9zZA5BeBIUZbn/d384IRtIrE/tp5cWAGi/LdDtltZvaPI6qfrkgX/RvslznUpiu77Hlyc7D6h+6vJq5q0f0mSBz3eRJbTuqNxdosMwCORwYlrBi8ezua1q15C4KmW+iEgWNPVlDJHD5UtDTMEPMjGmPNx/cwkvBqz8VfIl7SJLINgEOQ+7VOz8zhgIoxc2yLfGa06VHSlBtb2WJCLBCTeaD1ENKzJnMBjTsqBVwCvvkiaZiIzRu8BUSk/3cOKA37JjuLztoAUzpOAkNcDXxkWq0r2QJwkRVgwKg8WUb4MMmv4AYTlnbV3L04cgsLSIwBCBT7z4EJ8XYa4lypdvNg/AN4aRI72ZDbnMRIniOQHxaEPi5DCUlQbBRduHv27A1nPQ1YVjQD+SpgdJnAJrp5B6EqN7yTA+pZ/iKs82RnHHiKhus9rejmrjku6EpAru1I/1VQH9EdUdN0VgGMZIEKQdNfhykKtSUkFLH1R+11Hu7iX1GicwPmwchKSLQ54s46LQXzmsFi9My+7qEzo/e1Sht0CUDLe1UX1/qaU/K39qhUpzF862hARyrb4y2oHq1U5kWfv86ou0mTjjlbF9y5VHGp7sP9BuAmH+a1ndd1rtvSjX2Hb0XOaFrVwPlQXO/OGeD/LcpsHAJJ7TVkZU6fm5e+XR62QVOJZv+dAbvfOGlf/zkUpgWPPT9kUXbpjjI/WwF+uJhgvs1NF0jOHIfDNoHFLArnLTS3bnC3lewjNnMYEZX/WeKzZUABJd6mmmA7DicTbKm6n75EYQ+dypMHlUBdaR5hSXfLil0dCF1ZPiuXv6Zo8Lh1uNG5tsXzhR++xzmam3YzA6ZPMy+Ik4Boi37/Rl/yszw50fKSzX8bAlJB9x1o5dNvOE8H5J8qAnC4k1Td0IqCT+MiODAiat9rKU32vZk27peJSLXG9oHeUtdKowuIKWmLqwXIIoPuJ7/mMqUjVyi0FCukqd8x5BG+/cqKBM3DsA0joKHr9sDJ53gIw/GQ9m6B+tAfALatrPHB3bmKKHI2yTRdbyjOuaFwBfFaAPvSLEnyYg14+7CyKxiQ4sF/3XVopFTeNKpyAjFwqMyq6WGXul6WJKRaRoxnLf2k+8aunxo9gTR36uZfiQ60JRNnKE8DU3WszUPMxB5A5NZAQAhcedn6gICxMTFJE462DFp+0fJyH+k7gd5e9SGUQkwIv1yCnFffLn4bnsrwBUOqCDCpBtuMQ5tZy7A+y7Yw537GjWkkiNuvlDQn53H7tfeJ7ysO9w/rFJMSlv9lmGNJ7b3HtvPnGhqTQrlIgtIW7sODcqs3SZ0WwK+QLBfrk/j6I4tGOwjN9bTCSVFtzv3wkceYYoHI54B+HGx1gMZs0NqySZJsHj8Tpf7v9Ntt/2ImCvN4cFC6gXjmvawCifkPSgOpvVrpArLOudBOgw3mZZm3RHHqXT4DcKs6y9FkdM06U19qPKjHJzbDcMVAXyUX5CY6zqYGy90YGTi3+1yGQhHir+feZezVnFLrzfQW4v60BXDrcN+Y8gptE1dNzwC2uvQVUzy8SCwUgzF8t+8Zlw3orEVoVZ32xvd7fEnUvM/OZIMvLuXEA4Cg3zMKfjMbppH2PTJ1VxSjdXeL6BvEJWTvV2brrvhWsOJAA4SpxXyr1xcxRv2Y414vD7Fdky5UuaEe7arz4S8KUYadT+FwA+M8ESDrwatDPPKIsz9iBvvs6MST15QmZzH+pj1koUgL4YrExuJd19pGInFaEbTvOfbVfHgf84SPsB956CNlOAbtgArZT+vbMDISTlGJAwbl6zj4Ae5W0t2a8W8XwePshALnNNtoda/3mk0F1vBfLPXAvyIgAul683V+O4GWiZydbCVWfYzbUgmO+DoDzfKmvU51drz11M3vbkE0RMU6/SVj1ymaOUAi+gv7kFuB2shnW1KFsHgnEqWJxThXm1gRCWforqHypWayQ3VyVC3Acr2a6Wc2aXQJsO3ttVbmFsxf0rbvAQrr3AM4NLqOAuYhXl88QPYBv/IPsZinAQewTFsgfIouI26fPAF7I78Z9R+r0O7XHLj2pAPkO3kEoLHtTte0MZ+f7bxPCDi5ix1xcDABETARk/7PvnnE7DqW7cADBN6t5flI+Bkj5XFjpCqqlAZ6rAWnosGJTbVo4472aFmAuOMBy6hbDiAWAT0P50l4hW+Iifx+WS70Fj+WjBSDmzx18IS/yindIMSH+CEDkSVemjQGvHSdpfwU5isUPajAVx/i5iCLeAQ6Feammzns1Y07MXuQDyJXC1mhiKLxJX8tezlEREM8r1NJ4/ktOrX6zEyRxGtY3M5DgqywuZD4KEVWfJgO1wXXh2bfo+H6/nDeK18hIx0CCdrQn60EHBuCsSoUQtP713UQ2FjTuUR8h+XXHMHnSjxOCBxyEr0gkbkcygMSNYr4MFz9oXW+Pj9ymTUv+42Mii9HTg8yajJc9oVSw914VVfODWfjfLaPAK+0CEfCVrK4WFerC00BKV0SOGmvc4VXdqMFTUn8UdP+DKZCN1hrV7NhuhDxfufqdD2aL5dygeNmQQncwj+YvFK4B9xGzLfYtDb497livD8hCtvhNNFlbAEhxTgC/mDUkm9b3S2cg56jqEw/R/+GFbGgWxmH5LmVmOT3gS3Dle9m0jrgs4/e6/weAh4r6IXeuhmj8MOozeVCrr9VQ4MDyDz4KwJGMZIFSFe2oCO20COColNWp9i8WhFkPqSqJP7SypoUkFdX1O+wSkDWQQ77UDjGu899OVp+WWLKWqA1n+ZQEIulqAi7GXyjv9eRmtWYIRFxObGZFkalXOUn4xrsTgBuVp4WFmlWm+BrEvie98fYdaKTFJCpW3HX8QHZ+/OHovipvOXFQTfzwjeqZofNP6BFxtfRS6lNZP92lCKQEV/pjlmdJLpyEuAKDLhYn/xOgmM3MYeQNr5+V+2K9irnGBeQl038vRaNaO34MbLjKUZ1xcfafYt4Z8+eBFT/XyNwuFGEVMionfvs90k8mFT+3LvGNfTx4xgdcrr+9uK1W50V0FmTiRGjbZk42nKXGm4AHy4Tp4lx8EeD4jZ8t3oDKQVRa2DPqVaRpjPjwPsA3gjQG+H2vplIXJFNgVXxH2IbvI9v7977g/oGzhTk6jACXQ798GRXkBwaohGODh6tbRSWED+PNS47CJIEjR2UdbHXcDPkK3iXOIsf2t5H9wyCFEDx9IwV6S7kB0O9zGAR+bZbNxGHFkSSFk8cQICQp9N76Eyqb+Kk8BXLFyQM2xOPheDgrlPpqHnj0scxh5vhlVXsTmZVnRH18uT7fl1xLsPb/8wGH+P1Ab+/tNWttQavbIJEP2dcKWHGG/cOkcxaixFn6vMP3pdHv2sjxKcLSuQ4AU36tNPHEbpnuEWVNzCXaZWXJbMJX8FhuDNd8KYlc9c6K98konKXJT5JLxnMB8AcX5NoPAAKiIi/Rd0h3wlL7cZOtIovAlXvLCTD3eeaQGjZ960KQhR0FjvakbXpz5HdHQuRz9qEAAi48+Mb+FQXIMsxaLSOndAM0BzxN5+8DbMGeoifC6kC/epNmW0Su6oy5HqFOxxq2OD4bwlo693teiT4LMpet1Cp3qY+zU1G6HKeJ4wR8CEhBR/ppuLwFxEUP5pdIno5IkI59L7yROJ29E0AeSPewK5KY/397fx+cyXXfd6Kf008LT0uCnqcp65qg8hBoSry2Ki8WZHNjUIYHTYplcze+Nu9uqtab0saQ7Btzb5L1I4lJQGc0OBiOyUlCi/AmN5HrKhYku/bmj9xaxeu6YVQUeTCciEhWNiE7tZF9ZfFgCIuwryw2QFhsQP30uX+c7n66n6efF8wME27V/Kpm0E/3Oae/fV5/53d+L3YFyYuS1tGZH7nVLVLfUV5Kpi2n4eqPsd5IUOg+7xjlF+IrMRdYQqMK7NPjzL764y8Dv+LSPGBG0rfCk8XLSmam4lJpYTUCv3AeeNcvIBvGuv0cGtaPPsM/I7muOGLkqiKugtm1nvB8xEP5F6TZvDREYcn5P/yPF8lkCt6sPb1pKiTdQWmXkwLzmUuBM+EE2PqLYM2oufxeCegvWG8F/foQFNtjS0scF0/PV8JlBPmFJB7Ulg4DXNkmrLULG4vTk8CuAnf2MsBDC5fLDpwDy4hh3TFV5u5rRWd1WHLMAXY/NGN7ymm/g5dOgYI2jvJkUut7dXx9SuxZuPOWRZLG6i/JLjAQBsfE9kZcRnpXcaWCJCh+NHQDcremuP0HAN8bhUK7zFM2IpoKZwz47v2ADtnnswMnXNf61dLKLnOoc6X9ZvCt/nUmkfFh+JzWaE2EajOfb6OmxSlIwQvcQj9V5+WXTPkFgsjBkfmXWUD98v1TkffL7Iy7NPRKder+GKw5u950ccTKlLGWIBqyfzfE9nRlSzeesbArRQXlH/2Vv+sDzHAicxVdVSRy5iJCgavqwtRMHO/I/fNDPJj15xiA7A/7apJSFxMKE/aFZiXS/W0xgIjp8Iij3c2tM+MM4bJkyHWTpCRlsPx8FWfeUYWGu/Na8+NMxXG17qxV8PetqbYzrKY6HmcEwLlLg83o7W5mV8UirSCtFWREZFbqCqLfO6pLklM3pUkqInaDoWdjcfoA/BZD/ijzF9ciA0r75JjXk8Jsyt3qF92X4eT0wxLk+1mr2z5NGO+5Wld5RuuvppApXWRUSlSMj18s7+13nsySJHUmvu9ew1WerBUwTWx3692gKtiyNR3qInPkh4Pl6uwihL4v1uIQZFSkZke7anp+Pic7kQ03g4utrxRI7OGcGlNUodsYrwf5Pb/GmcltIHB0a1AAOxGnle7O0NcvygASsYSVA7kjFG2j7G8A9oNc4AdDAHO0CzUyHOKISETNae12yxRmyaKB+9IDpz8l+iOHlM+h7C9PEiBtf8CrS+/sWut/WXMCPwFnApyElbbv59DZXwGEA+8tMng64+cl8F5bva36N6cqYZk1V0XDQCbgdDPZTclHyrmABEoukzOTE1mvt+zu319cn7fnRo3b8lPiKr0qU+ZZroU0cbxnk0rJfVuCC/KEujiQNdTrX9pVbYvA8YKazPp5nzbzQp99fU/AxgxYGe2wKmZKxJknzo+4X/1epRnu9E33/4WHT/esfkqdOr8lCgBZ0h23V7Ii18+D2gFpIfEyCNihF736YMBxybIhp5+TyOZ1yefRbCQM6UnTX08MybhCErVEPrjtqvbUTFvXJvUUWzPKlcv+GXGmJOAboHSmlM/ZKAv2BMBJqvx8iQIjc5yeMuA9dG/3e5aoap8fAygasOuoM/PzgIS5dBBAYtdNwAUPkY7rn7c9XdS9C0bEX+B46HO+DfCUJBIxtP3hUibzycwZyPper/Kg7zqEXHmv37WC/CKvNw9rBHLvJ1760vcOvsNI4E881pBCXxc/H7A7S7Y8HvRPf1KrKp1VlO8ngBrnxS7ADvBfUem13Vd3wpoksU/IB3nY/djwswnjPXexhBN5eR35g7OAqIic8u/oP5YAB7FdpP58+9eWfva1IU96EkwTOgSENcfaE+vz8H18wAHrHiSBHYsnwkvCMg850ucWONbJtgesoVcR7qb7YGhLKb4FYA5atOk0arjyie0es9ufF+/gi7nLiDhXkc8LrWrBVrngBCtiSvjTP3p6nd6szetXEqULAQavfv8yFqe2HyoAzmPkZ2ZYQQ76HM6QCEl5HJVBAycyBkJ+SPS+/fVuz6aLqmlC8KQr/TPzyYCjsLuMc6RqNTMARvebuVGXa5hs7c8Tyr/ir/7sN4G/PPTuFOxx3F1D2aeZl/IAp4kmczdcrw5TMWsbsGzsvXfLA/zUyN3Pc/dtHiTldn8ngCRydP1x3HicAbb7LwMLMndj5JEUE7dbnlJrJ6XYCnWtS1jjYP5HHc++f3AJnwWShBhE5KiacTRmnAIQYewGwx+2LSlJPVNGerOiBzReDRPAk6LxiY/alM5wjvA/iPqoqxPbXWhEvp+zPdEUXxZSHVF+OeNhfuFBBEdiOwVQihC21YM1NSQO5DxrhELXbOAnjXc3j+3oFTCyVkmszZAt01FIni6JI3S/lMhHmIcAcNm+kxmct7qwM8jXva5pskyH7tnnTxNiHDzZt2MsvlUDrkvpDLDcP4vNRkwDaD9ibgccjf/j24df+m9L7XBaNP99QECr1pHuBJz2HKa2E+cuYgBIQ9bLH2GqWQzLuBJENPd7czT1Fy+XnonbQgCiVVzZwlRCuk2JUyiCxEdBEUzlxMV1wAsEJAnGfoyLJAxqy9jPeFQFpAezsuM+W3bxGeedpCG5ppq5+utZcLqZnxBHUxoyUg7ncwb4kLToAyVZMvD3JYstBHWGM65j7tKErrz9etZ3RSUkGABJilVNsI1fN2/6/cvsrUIDy0LGnqOkLBxznEZ5Oq0hcu2QPDtO+LJdOIvWUKW8VXZDF1f98+LMDjujwFnqGHTokcd8bgZkppyegjVHlxflqXGaAHHR9sD35/eu4VK4dsldKSXVvXF/7Ysw2eazC/iz4G5kXSGNbGVn36EQLItIRM7nzohT5S0e0tdGbEaQH8D2uToBTkkeUuZOUp2ZKwAzdFqOejgr1u+XDvguBKwhh7xMTcKZhx2gA2g19KQglzGi5a9nf5cBs9ZqwvI7Jczm78692/yxtDvcpbrIT5P6p9WvakHfQf+aShKcIbmoTKkTuADQhTSYBw5Wm2xo0lWJn3eUIC/Xgzbn6BB2z4YzBKUMEpOlvAbwQVzXxctDoRQ4i/8GKDvUxAf0LJfozjcLcYAw69mlaQKefD+tuiPoCf3TXLYaZhLEQ5y8FOSP0gGO3SDri3LwggRItAF+58uuo+Lb3cu6SFB82pwPLp4016N3YQ/QXMU+MTvyBLyAhISY5xwGG7/WNSLhgQN2mt14ydnWIRevRsPJFgBHuXh1xUyWh0jA0WgSQubCzPOK4yEKV3nTbAoIXImJH9nQUcdV1+qF5VrssuXWBQaY9IoizoIbAM89qIk9rDJI9tUxpAkCIlXXsTQK68rZUaQdR0UydQTDXTk9FxAhHVA1e65JfIjlPkQEzO+0KQU0sWSA2OECSL9WnpxaQyMLmZ8MkUttoT/WD1JRXtLizNL0jDg9aFgNnzV+GF9t0ngEzyWZLealogbVyFKSTH9GQHL5A3qp49FdSguuM3colZwPSVhGiqiGYZrU7vtHgB3bjlyFv461IZFx3u4eXsrFkQW8B3Lrk4gTAx1cGSPz9b3PFBwABCyxdta41TGRF+MGtnHe7pEvdX4WVk5melZ2PTK6RsFP91dHSYTs0nJU2Knzdgs/QIvEekA8C04PJztCnUdajK0sS4D2QSLI/P6EmcHPMEWf9Kza5RLw3E+3jKDTCgpuMMj+xqE0TWktTc+Isz+dt41CrOYvBjREpTF7AfDvGxzvmwC453F7xNDhJdLzxpc6Nch39Y/ILHURLp5sT63vPQC1aAUJsFUGIwVAfriWKdj2KdNpjReDRAHwlUev7e6ium3PV0NSJAkoV12HfgjwLs+uJTK/0c0vAigpe1MnZ7CZ5G6GqMU71cf+8IFzJ2ueXTgDe9eSEOBoZ9etC4sxHqeEnm9PY58Nw/5tW6O+/ZX1z92a/OcBF66QuABNJEuX3y104l68Gp0f8O56FGEEAke7G2fH6VunFP25VwLm2IWKsq80izWLnT1/k2/ZyXy6SHEAH9GXUkddq39jlzUROVtnxAmmnaTVWSIEO00V0hUHhphRS7nxfSbWdw1/t/NzdH9oXeyJmIHz0H0NLLEM4szxoIsRLV7LNU/jYvJpM8Ag1XNLwMdt5TsqWmo5ijiU/MJwKgdImGftOvabja3sopCiBYDYxZo8yZKvpppx5NsXnt6b/f5GTFPopc4S3XuHEntXgYA2y9QsApP6Zzewl8uEVhiTQGjuSaj0zwRThI8svxqAruGC8AHBMx2IOumMWuokBwOJn5MIWngyqDsgn9TuD3GekEzfvyfCbBpxs8FqmpDW2VdbUgDv4jP35x/tu3INX+iaHcoRGJq4Kq0LIDcJZ5AV2AL+7Xk0nk8ifruvy+AV/TUKq1l7uSfn2Xdgcd7TSh0VtprQaQ1xWNJD4ErneuKZwiYu+4CB5/82BLbqhkeMgEFv18d5fCxnB6MA7vKMoNN0ZdRq9p0TZGThKaG9M+/jJK5E5vvX+bYUCiICE+asgsiLqBvru1YRIBH7YRLaiRd0y5VqzbjyfWGVafEB7Wgit68sPiVO0IbzGMCT3M5jf05m9wdUYTMauBkLQHGXjFz7qO3KsGu4ope9QQEfxviYSMCao8/K10lOfOvHgljxvvWnHEpGfT5W6bcoRg1kT1gDD37wSnbDo8GS5wioWRoDIKbLsjhzu+ekQMC1u1SQuSxZhHy+7DeeP5DLSwkhxnCScRbxY1/RuBv64Xln8JssdVgimDpOU5UkaHA0Zi/3LCJySELYOdJ217Ca0TX2vl74LtlXqdVux6EbZorU5QzpuQBadEY43pqiPj0nArqY8JltDdmwvmg/wQM83NxgvFq0jfdyQIqt7YaOllpCLSVs6HAQTQKs0OJ2lqve2Sfj9IE4O9NekjwXlkZKGhTbo3qZAUUA8c59eaigiMSwy7yvukPJL4ewg2FaPycVmoHE8pEJ8EOZtrkhG61Z/WUn0YNyBrmb2grPXxLJpcBDdm5HLw2+KQFwpSdddWZ9RTs/poSQBhK8Xyvd1vnFSApjDRjR0GT9M+60ZuRSi8eA3erMFC9hxUvo9vWMd6uGYHkfsR/aRn6u8g7Pxh6IoLovXkzuB8pR0sO0icK4dDswMIOGEoRGNaLZ1bPhLJp3P8N7bAW9LvfZB6X3ZOtmpat69izZQ2cJ0gQ26HjOs3FrEKdYA4gau8g62co4nAK4tkQ/pGMUZmJFAPxSs9s3BqJSn24e4qUwfJo3rtptubIVmqC2y6xhveWcCWdBEnuCoe+lYDYuAhhj+fskw12lBnMgS6qhpq0vsmacbd3xBlMfRWDjhC6LdYZoEs4LAPcAKHDtYaybe08ujPiQqJT+MprT6kBp3v+8rcNdqbupK7t2aAX5M2F/LdeKGaaqz16adTKVFxxCWpbTuJiwriRp/1zK/s48cIeOElew1HY2JUj6sZ/3AXTKPP5A7KQpccbocBeS7uDC6GNHV7YW6eGsc4DPF4p8e46K5OKfVw93vKrYJ88ftWkPBdiaBqdCgOuAEWHppgKIkFhZGchcCbVCdwfV38GeXltKfb0MG2Jw8r0fiD3pSWQ1LNFEnAa81PF4m/u0vdEBduh7uJci75BS+JS29Bldw9oFFXB/IQppiij1XSWHXwaJi6tq9FCmaPdejMDDNX/J/lYQ24b0gf7iHtXkFRH4qVN0iUTEQQe5FvQcne19C92LL7rAvKMc7ejt68AZ4XMeyH1hdTKwAJhSBaaRCAZaPirpzmggXZKzrRkV3h5tDDH/j0ngIXQtlzwFTokVdue9/jxczouSpXRqcD+O5Diz6yg84nWStAkdZC5D7dOsBzRFRJdujWLEOJxpnty6nVNA7ug7f0dpvjwd6J9GWStv+it8u5U22dAtd0at5W+OstS+BK7KNeIz88kOxGx6Yhdw4pnd/L5fpMjYeRJsO5bbPaWYslpB/qKQx1XXOJ/TYWYw5OSFWZmZWmb57HwywMaMwQMhLaPghBgICRzgfAYzcskN5iq04kO+aimAv7JwCWgJL+oINcBu+ICjA+btYcAATdJbgyOruyRYpgNi7SkYFT+rejckWPxG6ReIi5utbb2ElPjh0H4KEFGLdm048Qn16RHRk6LfY3YhxRDkpjpx1sOqkdjABqrPgBfdQe98Tnc7KOL0SjnCH6QfBEA28WRTnRmnzWybNwB4GgUULkJjiu6qSx5UM7JP+k3mHe5DnAq9tjzk2epyAIQxsnZzP368l5ACnV2rP27thSsZNbXkgakwTUuf6HaX23A+cIeY4RBQy65y1XXwnxIIVpGwa+PTeVBemL1K2sF1c8aBgGeK36YDS4HHw3+95VTU3iCxG7t5R9cew06Ds6Cez+VFwkyy7tGfPgPwAykGORHhQt7uCoClpU7LlaHfhMu28BxVCEBbRGIwWOJUOIszswCCeHtD2d1H4Ywjf5zBHTj6Kc3YLuB+6plOq+mopIlMqnNNLCWw68mYLhcYoqn2HRl1+tqVOiEG6ZX0ttM6dgzIjuIA8NJ3eKDn3UvpvKykErke3HliVrauH6cPDY857IG5daor8/rTYI+/apY8l2KmdH79n3kr7ga3c0X9VBXnEQCxo0KWUcM4x83zTggQaXjJevaNIo119KPBIzw/OvhIn0R54nDd/YvbXfXlvd7dfrUzH7aBDvoHmK8R3o+flxSgCeB0197xwRaSD9NSf3RqZcrw3RLkIx77v2/rpZ/b5m8NvlgDnBMYCme70+JMQnw79uK+a11MCyABaY1oshKStN7eMLSfZEUOjzrPhTq6w6EbX6om0/cDtHnYkx4iPBNOIGuzw2fJDx0jyxi5kNvoR+NLympZZv//d8BdOg4PqpNvJjqRoyb6cThLfTfobyzSsJ8gptz5amiTbOb8n+zvwz0+wpaKlt87WPkSMuuKWkgT69MhBtqk8YnFnUhJPnWWhYa1tJa7aLJ6UB+Mu11+SyKDwc3a8yGQOnq+odHlQCfT4iQD5BDbtllLoI4no26ZL2RaDwKwkCwt/e1gjqXWYNLZrPHaRCKqKXoCzghQ1gIuR3YIZI2ZxDh5GfUT3HL+QYsA+N/udE5b+7IDrYEOowC2I0+u1YKagNMH7gc/hEWh156SmV6UyKQMWIUvghERdwNs57ARFhBPtJhtOiptPkhVcLZpS5Muy5nP5zPhzMjT4Dn+P5AKHhQUg9jDGpeTR5UapDTrmTtHMkvfeosrNa4vw1Ky3b4vXjV/XXFXLVlXxUIBucsiPwcSZWmu1eG8XYJ1HiYBzN1PNJHb3E6QlKp/757cKeSHHX29ekEAwnbKlcOwKD2CwndyFt+khrJhLVcSD8B1rspLDg9DGPcDEZwEsOADkIoI2uqsOE2AWwztKAI5PNJbtm6TGkHtUPGNP9ZXr2zrxD1fuCwFdkhzRypt1mal13fjMCVOiO1EqYC0LQRoOZDCIYqyDxnOLnT+hkyE4zhCd885T5cTKRZT+xrtyYQtd2BbMBGnLF7v4GI+8eUQ6IfIyDu/P6aIbj79eAAm+diejgjEV4v4FYBkB+v4OHI51yiGZpkm7N915unCJrv3OQ6D/JFKk0FH1DUU/q/lX2J+qQtLbS7iFTyhQcz0NlcAYtTHieoEYWP5JQhQYW5U/D0XdL3a1zh6l8zeIAFod5aWljqz8sn03hIbMkOuF+XoJmvXs+8wj6Kwgzwyd61429nqGILjyqKAgBFNU2jzS8jOwTqpo3xKvP96TGK776qIkGHdojzl+j4HuA2VZiHgKPkHykpw6/1MZpXWy/66n+p0aAtTPmQXMv8MUqSrOtSczk/CGeXz5R0PJQRhxWoxAZx0QheVRkLhjrjxQqvV8vj3IU5lejiJJZC2iR2dXo8/1Sz2xTH8q3nyM8BKAamd5y0NqURaSd5emP/WT5gmcm0wWU5yWUT1ekFqPEz9/cXZi7kzeOZQCrzytrJsS3JfzX4zUQLi4Juhb38/jCcfV3Kok9gF7ytqnrU69c/J9elnpsIbADuWjSzFC3Gi/v7ouYGsvfwNDea2snurVy+5yniKKreazcmhboMrawaSI8fDVOeDkyceBs4ZE8P/h4xTDLOu37cVHf7i35DAbgSwmuOcu3bliviDR0Kgphs6ID9sjyDPhvNE/jKc/qrwL0mrgpEl9wA54Etz6KBCk6WCo/zMuXm4J3hYwm9Uku5fsyVEHi1H131BWItvo/lo5b3mk9ueBO6SGedZVYP2Bg1LAViVIJYS6LFp+2MKj0R69bEhu/MscK2SrjIiOoOe1enlFWmsx4+sy59s+IVfwADI5iUAYjZsP6iMgQWw501OyaPHj8bdu9wEvEql/Vn2N3bw5NBgHIMTrmx8GsDQMKYwVfxhCZtZIKagnFomXm4aW6HYdwEyTzEOLJ98PLSPyt+UyUjDZbEzs/XF+ypFT8AJXdHK6nLhu8bMQx6tNgZKrl0tfad23TQzRNDMwoymIQ1tROwqscZKqYBQAjjqL/FFCIZhjsIp7Z/jsH9rz6SNbML2wI5Wh4L5tCWV6+gkBbzHnpTMLGWOIx0Fd/rvtM9VKe0LD9i/njT1E/0InM30SQvmHf01DxEtZpNeDBDALzVnWt/bmml1Pvr8Pf/8v7pXi3K7x41mC/cim9U9gPPqt4Cj6mye+51zCVjzSk6RJuCU4hPH3z0GkrJjn5nLTbmApPHDd+x/aumjVy+R1eAILvb0NQfxy8Cg3U8tywKAmpPLrAbT4lwG59Lbjdz/7kGze6n49tBb7QsnI6fwJjCyKJPFgV8vishcGLqSsraKfxkA7WhXzc+o4YJGj6MUOB8ld6Sf/eSJEPdDxgxI+vWXDaq0vn5sqhAwc3LwoV8RS1jMIhKRQ5062IT13TnNT82eE64I0q8dg4QkAQI/Zb1kh2JCqg3qvY3lj4GAOP0bsZ/dfd2CN9Uxl63vMWtCeyX3hpNwZuuhSHlUYP4lQI+9IoJTUY7IvQnU9NEYrnnSBpXte8UXZGnLi06mdWMSkr5AaBqcOZ1nxoP/xrz+CmtgZIc9E1jzw5I+rZN90wAdkaqfAIq4fSX6g6D8K531syL+OmuuOqOeABDO2DnFm2tcKilR3UbBlnkeNkalgaFK3d/x6WF2yb8qLD30S9c/CIBZBJYdPb0dSpBfzHBsr3vBQQHi9VKCPvjBorwIjGLGPpFAaW5XYYUBteIQ0aQ9EDhtAs4+3q3ML6/cv2O2Wh+l8oovkKXncdu8Fp9HwAecZ398FSAtvTAt4yl8QXsyPaMedT50pfVh8PPd5xMqjnjz5c2Jse4mBnB6MGvVKUN59Xw0VPZC0P+d5XMlqp3rHU2JM6OtvGX/wfI/uvMjACF5IEuLJvVqMwIg1miSIOipfoEAn66JuQeOmtHe1HFwynQb6WvZpdl0WlRZeFEqYuBAKKOIvW6MfjGrojAXOAT2ccaWisyp7p4GV86XPWRMxikBP8FfCwE015JCMHdXKZnV4wlHuIQLOVwDFmucP4W88nB+ezf7G4kDZ8p4kQOkik73soy/luE3ffFidoSkigxy8OrdfS/bSX5XxsTwB7+apTR59jUkuu6LJ+D0fpogDzFx9afnElAJiD2wvl4NWUcI8xzFK0HC6yEzbY/cm3dlei3pIWe7JUPIsugWHiumxxlf4fUselTsRUH/QSBtwf1CsuE2sCo54Ll+WWPHQgqJIMzjwuaaqUHC/PXqJ9+/mF/9IUFWcYXPumIOVEWBuoyoAbgX2WMuABugyj4TAItqzv56bSvLciem9rhjIk5XblVvOMBL+VpSnqplBkBXkktARTT2K3fj9AgB7XyLpPNMPnMyuA5/LCzmnr6UVUrOfwT9EHL9VbGGUrj/G3C+XosmJzeH4UlXtc7gjyX/oqg0QmIFWCXJfj3m/S7sa9kP0ukxbVk9q9tkq6pVYItGu2qEueoInCXt4awIjztk7u1ahOW0KSAV1fjhOc3jfbfbt46RuAH0NhPYK6XasYuEiBwc7Um7S54GJznjDQVfM7eU37CO8HwwuUGHLPfU8je8G76AHpgGkveN2PnFaBG512F3ph/mJwIAQtwHihwKMsXyuPiSoTe7gPlF1B9+ZqjYE1F9czuf2kXEGqoG1MR5KX2ftBfG73MOIhs5G9mXByP7z0yF97FfZVovxrLyXfkBR8Ia4Vn8h7SL/ln0au/4IHdEcTuVEe6BrA86gHMt9wOWkwbE4VFVDJbPWj/AMp3r8R+yXfQs9ZYnt6yr+Uy2DOX+aepxRgco/kVKNm14YDD+EsDlcjo/K46AFk9PP38WPXmXfAlxPlRMa6/2M8YZnxzWyDiyQ8zOnV7uf9kejx/tDpySmr5P4LRv9TQNzhL93YeyC/XjvAVwwV3Jqrk/MFXNCP53YhEAWWZNPXhG4vrlhOkPZBeubOPJusDANTg1pV45V3qwg1Px7I/M7OdA1pvKfTVwcY5+57h0lhxz/KFuNDCbFxth5eFWd06jcf4L+yeySAZJQobJB4M3pkkWoafw46aktKyFvYeOBlWE8z7jaCSqEpByNM5MUuVn70rzn36ewNjOFiErAmQ5WFA6p2ZD0g9oOCkzQf8qcrLYIzmtZV8hIlc5u3VDsgZnpmVfyF1tkRGZOYeHbbRBrruinO8Bzt7d730n4B4UtwV4tF+ZgaDs/DPp5lfS0SKuM5ipwSm3+iCcy6VzyPiUsGh3J/s7AC7DnABpjC9BfkM6/IelfjJ/dY5nq6/cyi+WRFTvEK3uXlT8b94PpZhgsTU+S3PZvOx/W7UEK2s6sdL8hnQ5LhKkHCkGtEyKyNx0iEmm5D/L5yJJYTu6ifRyG66EgLwDO/0ySvnsm/bf8UkNv7k6oIEVw3H1VpRftHhmKDbQKJzlGXtXV540rZwysAxT2Hf2O7TSheS6ask7fY/HCjwqS1teFsoadfMEVHSwRuPsU+pt5rUkAZaeAx/ckgjLvtVZrqrbSA38l69u/60A/C9wslUddftSlr/tqLhq0i77u+irx9bgzFRkNFjV3zC7S0y4CNKKkwElY3CIahQVwwNgxj+3FBJ7A+a8AHMQll6d88wa6ZV9rfa/rgZn2/1u9UbeRI+GRRkCKmMhvdp3MgAQJOQBkqKZhhw6zwwq0IvtUeRuIeE+lf3uO7uua/c4llg2NxFBqT0luIoAHijp+af4WGukqFTEXC44AkREu7rdzL6tuCpcdsYOrnLVlfzBW8biLEU7SiSZJYYP7Z0tp8AHKJkXoNNsDc3JJbQ6OXAHVNkEwNxLVJ4mZf46ETna0cWRZD9JLU5X52DeCbuFedumG1E5bLVfEAH8qL/nl0poACiYtcFPS1ROldNJzmulrAmm16ctBVQJQe4Wbz+uLJdhf25xGoedSpeTtmhzmfIo07AsgdNu5X0qv1gkpMvalPz8gXgEu3+JTXVt7FmnGSLTn4esf5Ji3lUpIwOSKqjG/Qyyv3t16kRNktxKfQqcX+dc3hBzkiTvW8ER8pGVXNQalTJEkPQPjgGYVQAksYlLziOLt72nshx9qmgkGbDMuSn9L30pDPJPcvsMreFV2MSDyIDrI5EjCqBw+Pv0SJm4Ll37+YWrWszb2WMKnGifwhRGlJOE5M2dkOEsHif+SEx+jW6o059/S2yHbuLXCm7qq6Pp2s4dsUV/olsgYAMQ1uQtu51mxTSqUCzH7kHdpkA9gCoNn6CERhrmwqEMtTjDoCg6fJi3lLr1nCAFTewRKeuNoxgNulqIvf+uGD3k/SBTL+q/+pyf349c5ck6mU5tfao8pZ5JSHIkBmacTNVgDj/M70fUKc9nc5s9VZzw1n7E0zWn1rv3yGGg7GwekMKMwTZjD5GvfxqgP44CB3RVA6fQIHgfPVkqtnQRZj/S/sS7LHC2puXnA5ys4bU2mQqt0LBfWf9UOcuQv6AdO+sf5sG6i1nYYvK4VCphs1TSw/UG8LX1KW1RwDN+1myGDGQvyxOFNm0EefXGur9aPWMLOd5kYKm05++SUs9O+pzXPNCdcr9ZKletHnBgPy+A7wdKAegvlvI71gNYvyZ6crkYWX1FmNIrvBJf2C3ut1mut7mrrc+t4mqjzhO6sv+niEJfMYWBnbKaZ2/HStor7diyKcuqP33eVHvMM7V+slWvsJlHafAMFjWUToP4N+J7ZXpUY0dj+7HKfpUZJGnoTK33W9S8XII0lbUZQgfDYKy6ImcYgZEsdEkxOt9X5HPOUZXZ28vfcDCj5qiNSlaH0z3JHXpZIV8uT9yW+ds8gAtZg/pgmemwVEYQt8XsHK6P03d+WKIylP42LkG7Nco2I3A6nM9f6QXQDz+mcuHcjFc4/ypK1QOleDire9nNmtPiWjSrInLUGfzGZLJeAwdYL/2pJizJXjCQG5ZGQArfhyrNny9fBnhn1+I/YCQdbvc7atpCot06wU0dzv74bFCMpyil5I8ghnwbl5fgVHJe7SKPlHtP/vga0J85vDAJIOQUCKV7MS+iSSwip/+a8ThRRYH35RfFCCkvvwKn39FiqsJXF3Zuzzj6QdqU9jWvQwS/X5Sp5DJrAyekY3AWqjmuVSBVNmVobxrP7khTF3COsjKG4ShIQ5KwNMDys4N8+x6VbwIu8ywz9XmHn91NDYvZ++M68wgD2e1gcP5cBhaSMIAtq1uQl5LnC3FAg4YX8kwpqk3A2rT8vOcWmiazVxu2PryUjaBIYfunKLBrW2f9/pkCNH7Tt9cmSyhr31asY46jkWndclSPsxmTzzMOVj2utCamPnjlxS2FTOgwtGN4ENxc4FCie/vT/A+9GMmicBF5tOmcyX4zgGRGigt8KL+zVnoq8k6LY8vwZSW3dVfD0wEA76t2mvKP2cWygE66ypM1fMsEuSIQhhHYYd7UFBXbr7kRVj0SgF1NAvjD75H9jCX3vkuOdlUdqIk43x/Yv8eVu7W8V5n8bOwE5ZvGy1ixzVHZEhGBOfP5ZgO8XZuuv3kYGNq2BFH6H8D7ch43XVeQfkS4gMMexXRl+us786w5ejacHqcqXW8BcIkvBce5p6XvI3OwFpEZJ0Gl8tzvdmV2NVx4tjXM37Hbz9cmEdHZ2j2E2J/Bpdi1XY2+nfMP7wS0K4rIerCYm9Lk9DkoVWaG9pSuW3rr4E5Ie/Lc9OcylpT9kwlgUlwW0biRfUEOyi/SvyTLoysrdzOslOZnF6rs0yjt8zeRy0Jt+LiROEPC3Pdt9tVr/FT0nkJbRQBJ5jUrAscC7r/BinssF5iQd+rIZdfL/d6Qf1eYfwwxao664+JROEv8RehYZzEScj+Z2Wh317NPcUmF8qpDRpbd7xTUMBd9iCu9NldSBRJHI4dzjcaZcTkBgEwjoJEkxVD3bE0kG9mykljpUvWoeo4Ix6uezPvwSQ1OFmWWbaC8j5sXkataw34uJ81LGiD4LmROR614Jswfx7a1fQjw4+pk+QFdBGNOGGUBcj9AKcj6Q8gRbl0mzvMQ+0DiwYZvb0hAlLwYRdj4sBX/Sy2A9EEaCuTApBvlUsu/CJR6ddokFrt1sfrG49RBcekeyoTYAW0V7syQd7Uap3MQ5v28Up/FDx8oaTg6yGVwlawWPRZnQuaQYTHr1Vc5/6DOIBZ1EGWptZ32qzPKH8eQMwR1H5FRpPofoOZruc8J9emUU2j3sS8Egyn8zB47sNaFVVp768d0rj1YIVP1aZRvj0gd3WZZ6DOt78VrbSVF+0nmrFJAxogYiPKpkwsM+Qfjn9YX/Y3Kr5f6fUIAAdH0fnTt7d7bAHxiyBSMqyQgb3oXhrbwM17vb1Ru5PWUDaqwehcc1fVkWhvJdtT8CUDwuhCe97/sAklDIkKKuacvDPAtwmi4ELGodqgdXhXtkCbA1olkF5Zc1SZsTI3T0hxwcvoH9scqAHHFsXeKX/YuHFSzJxvvr2ei1fCvj3iKpwlxtCc7NVnGtnvTyNVMVgm3WZXz0CaYAVzjRBEQ4ZHgDU3l6Uv9Tu6VP2S2ArfYHXkpHRG5dWbQk+b52c8G6v0rPhRCdlV57pc4pvODmc3Df7W+VL90cgBPefAiD4aE0CJ2ah2ETcDpMJt7ffxCfq9Aanc+BdKa0p8Nqelruf5HWNzo/aD419KsouA82ju7XmWpMI0Ix2VxhnDOfl/7GEruaXOqHi3P+3YCSENock5EU58f9UkWteTUcFsCIjLWeZehecn57/5FUYA/UCzk5RnA+puSaFcGrNX5YxmJc3hHKc4NAQXIWefhoy5R0u+JBsruPymMFBoQOarN8ln4eW0TXyhWGOGbQeWVfJrNMMiaYlTdvGq+Wrm7A7AMBpbQng1SMS3OYTrIa7iEx7HaTBT+/AdJDguOBxOlBNxmFCDttNQ6w74jH3EXy3myzVvezYNyBhMOm+ZaigZ+fwEof2yymJ8wxbSQjm7WMdXT12cs1MAdCdG37aUWSg/HwUHIDFHFX2i6WmEAHwyz2x6GJagz7zgDTvhRCaiq06V32j8B9eFSw5KqVPmluvQrZzsS8GQiIvcM7Z5TKxcFieG0Whbl5ycII6wnBqi0waQ8u0pc5llDDa1sY3A6J5diECIb4f0DrKLWAgYjOjMY19KmHVJHzouyf6I+bEe1CWuP4EfzIfEn3yb8iO7vqfylIocTA7MmVxQd5xIrpOED+QfZAsR+xcVzuRG0R+dsfgsjMBy+tvCZy1/1YJ9MnB6R+rbkDfAgqqjfDVIssq8IKncr39bfxsUI3BEWGKNw5geQ1+I7o7eLBwJAFNtPY2FJiMpvFMOrWNZJcsmhpOSTNaNv319K33VU+0x+3XUpHmTKlwBYUAMQ+mdKOrsa6J9DUxkDxp7AS+V3LqE9eUa/hX/hvZIAdvNG6yfN1Pxl/i1WX7luXspCKu7u2p+SjE31yknyi/dBInBVIM+EE3/d/PXFVe/+gxkXyqdP5XYffFuJQhxVB/7Vy+VfTo7K9VHzHKBbyWCOcTh1HGLE7D/+J59j2wEwdt3MC4l0plCgcy+Kw1hTKw8x90X9e0Pni3kPd3B0m/MOQ77UR+PMj6UUbnHe3icLyG63EpK+R8chUiTgpqbGI11OOyVUkce52mlp9PzpYkx1v3uYSqBv4ehaCRl3g62h4SY2kpkAnYiL5Zdrv8xElS6JkQFr7hn5kOMqs+MU7WoAfuVKYWpqta9cMaDYrYgyt+rWGa8VdL6HmaC8Aeq7aiENXXV7RRF8Es4UDZyIwyQ74Kik8wBWLWwX6MRAPMQvhfRve1B04GovKmPuOBrZOQM/7wBvJc4cf+jyo0qVdTr5m5Nhfqk4WPNdK/8ofHYRUAzIsip4KnDrD/hG4BRATMRyvt6UbCPCHGrx3W7paKBCb5F4mACv8ppWFoRNWex+/4nPw85Wu04ZaUz/bHiZLWViUhwwDtWqNTZ4lXZtuXKwgCTb79bvNuuoKUNR/3wETgN43m0yKA1wAdUuGM8A+IHNMFxSmBV/QlDbliGQ6wnmlBDVquWOqc8wOjJpkCS5k50hO9W38o4QHxIXhEglA0PEpSdJw0QRVr4vCQs1GLuN6+dQAWtnjX+kcNkPXRfbVa0yoSaSececgW3x735gq19QtdoSgGOYWRkoWWafAZRPucChxfJZ+GTBTl7eeWw1lQ0iSxS+9OidnRVtU9eVpuK7lAVmTcQic9A/riH3UJq9drfJfG3IpzH1GSNZ6vfqepgA9I4OqO3+DqjwqzrHlPFZ9cGnMpJ+7SZrzDjaxa4xeTPfKcbgNTX7Spc/qpGXz0L5m0RpewRrrmqeRe4tgLTa24JMGbj+c7O7lUUgsH3QejrtU/qRys+98o9lR1Pr8GLEJszA9k7wOtfy0ejCW4Yd4IkUgRUM1MzNSeabcXiiKX3r66qsXRMIkD9XA2h0/7zfAWEFYh6ArgnULMG8YsxPfTeHUoGkOR3hTFtXy+hTysMzql40UUsCeFa3kCVurabG1oE5WHRzu9HBLVhdcyWy/Nao/Ei1SdBzDNOo+oz4kgQCPGGySukJQFS23sWR6Qj1YDeh7pC6THvl8rQnr0ee3GQ1c7wNcA05yBIVnvt267IHvM0FOQcVsamo+Et1KqhctVAPZRROHwBZnBcBb4ngQFaTZc/MVvZ7eMhkNV3kE2E8gAz2OZGnhBERzPH0GfhkwyYUvKCyFdCWVlZV0HHeuypKoFU6KOHUAEIq+8sW5LEn7hTeRlNs3+bGjnZlcha598vQgK3AVlCSWQBmfp76tZYxO0n+X82Gr1dliMBUvrVy2P51EaHm6/CMwplCj0aUZG/O3v8dyzQUcpBcZf1E58FgqxQDxy9SqedufpErmwTlHNLRdW63xo0jHx5BUteYBWVHkb8rZaJqHn8XfjXq900H9mlLr+w09CleeewJFc2da19ajVKWBN4Z+HnxFoh69HZiyK0iTq72NW0tebwjv5S12qUplINMBdATQVRN4zP74Hsb+6H/9se89pn9QP576O0Sgom9/priVDlMUxrHo6SgAUtFdg1w0PDLxh2nsKn2o0QGgCfnz8gnL2bqPk7/Bc0AzjtVkbFXpE7qSvqKB2HlCxbkwBcdAJtKx2m4uR9D27IiU+M035LAnOXKIpcAdjr5nqwPNfdgImXtdtYBHB31b4Ssx7qc1BCYhcC7KhIT7ESu8mRwFv4z8xA94yMg9DvYNeRTMtX0B5awUUjtIh3A0JALwRVHMXn/6G370CzvBtNOyDk2vSMuILmoXVpWpXFanBZIgAHrwYZYY3bNe/5YNFZ2fjmspPNl5lqi0ilSFPyHLBBRRofegNgk4FSusKlPCP1vCVCGuGbHOQqnlSGaEBWSlXzyGwDEpLv3PrItxDs++NKIzEXZRxCl91Hlip618r0jCz9EJBcWAvcoWQ8UkaM9Plhb1ghaL6X4tocHs+eqc8/xC3fnl5EcPvTOqPP+DgUX6vw8Hj5siIsi82F1fuP+k+RZdvZP0nCTNYEr61iRCedcEHo4hChovGfwWX88BCPzdzx/tfghPv2ZyNZmXg0JcBQTbhIlBrXMw07FvHsKnAcHv7UFKlb5hqXDe0ck9WV+MfxMV+xbfxYerjyOuapFss7ONWSgA5bRXs0COAanWf+/fPTST/Lt9Nmnc/5x35jnztdpXOUUDRWCq7YY2F3EIUVgpkODe3SSBpvuiZWSX5feBc99/LOPvChjwP+zACB87DWTfiJXOs/h/XSdP3/bLY5eHH6ycvKyed3WWoC3sx+xEuwcJTJq1waxnQKnpYdQkBSSSvFk8zljzMf/cq78779PVNxyWDKuhPgk9ajU55JEzhS6VA5sqmvJBTaJedqTbZbOwCcPkIR+TMuCfnmn1AW+Gwxn60EllrsC6LtSkEC0igkuz54kz7EvSFy8s/HJwG2/MuPhzH1AZrbwbx1it/oF6roCfPDh0ZK7AKBiLGPn6dBXRzHBzhFbjnJrw3ONxmn483/+5DtLh4/f/5Nd7qUflr6WalnUxskWqHBg0korX+VoUhNs7os03NznU0I7yh8+Nxnf7hoeABCfmfHrpbx+fuHZOJ1Vmp35GbD95XDUS/chuWDgKFlHJYYIbeqqYyTO/uHvs46FeBgMVVuUX8hR8rG07Afbvr/bf3oiQkXMuWBHQ3A59lgTkbdRU87odm/EEhKL5OMwykGypZgRa5KzO9+vHQnAR8vZmpcQiQw3r56koX/oymXkGeXJWXDqCGAF4M9tDSfJqTuyGEQRPNrirGyk1j/u4Zwk68Hlo2Qd46h5YqeOvRmN07NPfUDaA9dwNBg/P8EepJQRyiHgStoSH/foBPz9EwKNrpcqjsPZPziKrJ5cNBom7xv55P7BGzFczS5/SR7MRLAfpStAGu4IYF4cDmYZi/OUgiFK8H3L4mZ0dASAKE0CtdYOQGDCgTu5flLySLLR+bSPp76ZXAh2jhL5T+jeTvss8mSK0e7gS/dHsD4tcqSvvhpUsY3e4ssUKubFotAS+PZDVgh2mRPsLo4Y6dWWNnHdTO1/Eu5U/QLyTbgs4NRmNkCShiPe2P5fev8sAPydo2QdJQwsuwr512pKmohTRkisF9K+oEhnf/3sb7QrRRYrdCJFhTaWtyG30gATbBKnweWjNJDzDq5qn2Wexw3JeuDwpqJptY77M/jipNJK5cr86hKfUyFg2D9MQn+fUPlCO2fzl2699Bc9UFafXlqrPAVpauelgNUhxtTPLxpf/pk0CfnOuUBdYz0gkdrwcI0W1DiclMSpw3Ipb+Cbd6VQ1MoalGO9cBZUmsXvlbb08LJ7koY7MZEnEx4+Gz+fvAps1Co5wtLAJy8CgawpLUFcLCI51tAacF76O0eweZjgqhCcmneO61H3AFaCHNpltB99pWZtGr4DgFtaH3yA03KtJ10QJyaQOlnHib/m6HmW6/ilccqGKk8RjElkKWIUw2Q1mFwounNRmgTUSzjR243vnswE++92oD6M7dj6DAGkTJL8oKugtzxo/xYdtx4jwBaPFAkjGNTCfwhcJzkX7Byl4Q6piDxZqwg4xUziwikIq49vKc4uDioJZV1uzcCu/lPlYRl/DNiPZbhJIuVLbdZcdVZ9Bom1NZSuJghMuVs52asKAIuggrp5XsCnCcvdqxVWH+PtiESyH+PjyeXM0vSMODProgjg5VLxFwp9oMEMFUpDAz9H5WCrMskdOYA8ik3gCRN8xSXI9XCmx2kpIMkM2vwSrp+xcPsdqS4mDNgKk+VqNoEsYksBGoy/f5iGu0eET6JS0XV0jQXnpPrUWekQvr/0bNB1mzexNKiTPu0rUMHOtUQG+yk4up3pokyNszi60jWsZSdTFilK3KmzXS5KqnSP6mB2IQ1xYyNVsh4IPBmKOiZxdA2UDZyGZOb2YekDPNCEdesm8D+Xb9xXri9PwrLc3BFp6MVpSNelw5n2m7khQUKQqWFUnspqYn/s7iksqfanUfnJcx78G8PmUcLmYQIxKiWP0TodTrzcDEMzA2nl4H0QVQAEdYENMrPI3mMPkZuplwVVRwDpAjpex0ESOtq3Hlinx5luFQ371lG7nxKpsU/Tf1XIcsvm1QBOEgZXBcH+CbIjaNa6kBqDU/cvIwFUxN7VV42m+HJuGnK4EQHw0fKw+pQPLhdC7ygNd44g5WFXFmHqpsMZSPtXYEfMh/uPfPqPoN5qFyDJU7jzwPcCJCqPR5AX5J0kcpNESlBtlusbZtx5ca0SDdBXnhrQOAlry4mBNJjJIyi4pS8yQQAcxSbYB3+fXY/UqeXhxuCM7J8mk/peTv7o/XGi7tjKUIekQXH/HMD+YcrOiQl2YunKQOgzypMDTfNtgRBkuiwVsCN2lkNVn5W/kQbfvEMCCFlWY08AlEO4eZSGm4dLqNvrZVVjcB7/Fxuhixsbwi/AQP/zh9NXD9aD6muOw/D7fhqw3udzSu3Jx36yHpAYdMfRFbfyU+EkkdvvfsmY98WRHJOqIO2XfmQRIGX2QbNfXfe4O4SBKo8ANtVJyj4yUIhoRC+fwDm88sHjD259UG3CgL5Uli9nlIdF/0clLDH+ldP8K2RpLUu2yBxuhzsnaXi5hZxRdWblo3G65nGhKdnjysrjbMR/vX+nKg/MYwekEvgT31yKV7XV8h4Sv6fB5u8mcjNKTLvJktCtep28EdTgv0y/J12bm/3EVYAQnpOj0sLKcI8NAXg1Akyczn01y/1SofwC1hbQX8E9MTjIANkhug4/J2JDN578ETu2k3QTXPfPoprdeKKqG2BA7fav5/hWcKXu0PbkNuBbF4KdiGD/JHVdBWteHQM6Bqe1DY5BmCgEEjjs9WZvu1MIITgOL0MektONSvbxVTA+mGYcq0vZHY9U91NFAEkor6XhzlFyn6NbhDVOI6c9j3vrkF2OeMf2o2JmQPldla6zaBoNIHWMMF7utD4oWUo4ACes+24ipeY8UZPEKRczJc6sr8wAhPATsRUJZdTfkvnZ3/7clzl3c+GdiWHmdDGbGo7K8snoGuCcEOzE+G78ugA5P71/xZM+mGLCSXDhh5hZN8bsLft2mOTwDJCUXD8D4msFGBp4cbiV/Qx5oPyt4EYpUphgR8CaW+8YtB5nXMf5l0a08/yr5jljSv7b7oOQqhwsoKjeB/AjmcccI0l6otHw3xJmtjLetUT5Ryny6JDQUU26NVBHtHvO1JbXsLqk2cH23BcAupXF5mJx1XwaPtfrhEhAEj/tkqaHyQ6gxDsc3NgEmtDXho6oFzOMwnn4RL7isb+V3avzQhHZv/e9NMxTSUq9ZuHxLGwvS2XlW++THBu5I9LQTdZxtUyJXDWoiFmP057enNrqEDF/+JGskpJX5VBibf+8FBD4bJahGlP2IJh6UR7xVLLWMFlKO0w3jxK5E6fBDqrNmqPfPRXOTD2j0KMLOBFdgBoXRbPZiVX0ENod5CD+tI+EZFHLwiJSJqwYY2J4tvXK7IpEx8hDws0d7bEsspj2k3DSu+0ywMn/4IPTRAO/4iKIT4fTZmdBMsL0Bps+CCmCU8WFb524PC8d3zb3mmoH7qHxnUQGm5Erg3oDpGGcmujfKID48Bu7KZcLP/01k4BZtH/v9TNfIiXK+JIAgK/KBxKgB/cR7RZpJEAa7jhpsC+MCSQqZa0aDG0UTmB3xb5y5R4I3baRVHU9C8qHVieKeZWqPMRB90t3eraShIzKAQrmARK5uU+4E6ehWHL07YTTre8KoG1rqvcLsUpgvfDbN8Br5zuInoCHBrxl2tA02k6Ss4m/Azg8e6U0C9ht3IEJVCLlUXIhRERurVujGpyyOQvwogHY8teeBVCyVjqVq9PP+R7HRNXS5iP8XPbhx6tKcnhbjOYb/VQpgEhDL8bXJOsdQNW5Ux3G2SskYObfAJxkmnAxTlApHvqyMhfAq06xu0KST/xpcLgugaMfVynmHTIvJ8wgbB6Ce3JCizVHT8d/JpzkNfdjfZ9ZCjIDiEqm8k77K6DKi3PVAevn0zmEd+fVxCCKMEJ2JptN1gPHBOoIDKFgOj97B2VPGWFeosSzArywkjifQRwV41Y7huj1kQCXklWIv3UM5qKv80RWjBen7KfhZY5ij06tNm0Nzuouf2WnP8wvDybtcyb3vZRvMMsllQbuytyBJPK+4528wLOFz3prw+e/RqgSs7ivD13ZYqlWqjGEM/xRo1b7P9+16gKnEqyhahVsAHZb1gXYrMwolVU6DfbAb+7hIEw2Ecf5jKsTeTmWqKsaZUim0vc2hKxs9n8L2VBgQmJT6o1PvCM8PQB+X4hDRwhPh85dg+Fl3H3oa26EV2Jgnqh/9OjlG1n3BF+k4WVPOdpjfjp97wE3s7/pGg3uHGUer/eLx9vNO4SYyXj0kz2Vshh3K6U1eqUO+/T6k8V61b6QvyK2SoI7mOAowZdSRK70rbbUBJxp9YbMVug7yGLxqfLTpJRO4vmVzbFWDwLP2MPb3ys71uu7wrMXm0cpmvXAvx2JMrWyq0GciTtw07OF7SIEclDuYc5/jCAb0l+ByhL/6hcyMABuEuzaC2kOfyHM02S89D6he5KuLAQsOdqT90yBE2srnpO0bkLgS+/EASIpge8xxhhjeobHPvXaS+Zfm1fjt+EyoCcwCxDaAeXFStl3+QQZ1+plrK4JSOROxIVzoeyIyK2EqRmJsx1XGZ8sds8xixow/2aTQmjjZGg8fFIdDSys/vMx2ewPi4dINPAS6YIsXm6HWrgDm04CqJQ1Zzr5/Gn5/FHlTgsV6Ush4A8sMwXF1lN+6RUale3TIAk/37Nj/7Scym7kk6cfiWVEnMhTfBJ0tUktDU3+wcFwIpBPSUgaMPt63WMAMTAvlZR7gSf/zsey8ovznTjzeXlwgA93Ao1ZM7WfvUFhp8z+b15NkUQNVY/S4XsGb+lS/p6fsVaKpMRn7JS+BEB6MphuvxmHtcf0QMMppK41lFZfWFCW4ZFgL3tXWBxKicxBzM8bYxZfnXsv299eclV7QBY0AieHA8ffyhY5B7gD/paqlCCrI7CbQO47LVJX7KMnAc0XX3/4AI/fLNK+6L/ydXOOxGFWdqbi5z8/8FsCGEfBap3ryX45onZ+zkblR8yTGgAfHHo//rZfvUO0hXxdCCfWsc5TB2hUWqf7WLM/Civv+RbY/UXZIK+OXh1k+MN5wHoh50qaa1vJ2GTjPIZTMG+996135Y3UEpFTjpQ8FmeJZPZXEPGtq4CQJRnZEKnKr/idgOTPgHg2yU73OnBvMAQkbwnDGnraODiqfwIjC7cucXYzHHnm9X/1Bk8qZotC8A9+NAPC4Zd149X0JF2c6dB4vJrDk6GoC+5Tg3MgzEe/qxyPsB3PSVEnYD1A+OCt7p0PgGy9X0bMiBdPXjbJo3YFzjO6qsPDqBrObginKcORnFj3ExG54sCI8Z5KE3fDyq0ge4PkOJZfjq/gYs09hosICjStzFfNRJxdr2phKfMLIeoz5Oleq+6/Xgr61ykLn/49eAZQGOn07n3Ep+YwNEIb3i0+Hk3G6XnVSpfF8mFmAA4frIfp0Ko4/zXv2UvAY47/cABcy5yNp7vorUTv/PKhEOKtQggh7nC235LpWt4uHp6Vbe6tLb9KrqreCbJjflnHHPQphtcq1ZPCnSKY45JM7pVNTx5eSDkHDrwnmq+c7ByYMCmMf5Yd5VEnEBlqxm9Wz9X6vmZGracAzP7Sr3+w8zHVFx05SNgLALWjXNaVWfAt/L2o0TCmc7W8POYoZIB25VT+LoQq/+DuQABOSz39gRMX2k88rWuBSlJMaXYQ4mdb2QN3Fzg3x2EuCXdn4eUfecEY8+p3zQ+Z5VfzANOoVETT2Rs2Digd7K3zcJQCJlSZsk69tT8M1fec/ytLnh2GMSC+3yrZOXwp0F/IE/kuX+F5v1iQdRspptOjHvQRGmMABRGzjHDixIA0HsCwuHq7AmicJoD6cyn2gDEqpsshijx5D9Pxnz2qGgGJk0p6wNMclWPWD9Lg3Hz3hUwRO2R9DsDNelSD05E4n3aZnzJuSyirugizaabL9aB13z9iVZLPAeUpUT8FQIfAtxGUABBuHvmllhLUoCOuUTiDzeziJGAXPuw7J3DJgd3mCYzW8BXFf5b2uffjeIDP4mCk6JEUNHS7dlqqWV7yMnf23KcFkB5hroD3PmYYMzu9Hyr+aaVFraEQk7r5kYkeVUgLZuUI3z0DNH/ibO0DhPQeXQfEvvVaupi1eFD7hg01cONR890Yq5jxejYwbAEnsnaDDoChO608WWA+ch7ouV1APP0n79xBRBBYPzyjdZkqLzfvm8F9FAW8T/KMvemCuTxOU094LDlMy39as5Pk3e0XPwU/+Zk/3YS1/iZ0xOZjvS98BTj9A2COkMXDPyLXiFcQQbvehQeAcWUi9HT8pxHrKcDBKovCSHOBwJ4FJc0hf/dVkqVxdGCk5d+8CJJ2aXyljFEvc9T8CJPA4fo0V4UkjzH6U7GHspHTetZgNBz5jvIPrbawXeHaIq2SGbI/pgQE2id2VDQNTn7UdyGTWsTc/iTQQm779ukIPtkllaWu96HlCEAhXC9qZptjxjqXA2IRGcLp9BkEHMoCT8e2ZZM1yYk/4T1hf1KbbYB1dCj2KWviBgyd15ZpzZMdIn8KnJxYLIXS+3cAF/HjkhjEU3NDGQC73G4X/JJpB2sQBRA/I2M3iycjAfgRNRKlYdlV0/qjnlkwinxC3yeIAecC3o9beaAe+RaKXKTz+2H25vSo4+wXONUYn7vgMe/QZimaBqcl4wPS3Ht590T8skTFWJsmvz55gvVWWvxOE2tc591+7zvyg2YJFBGta0n6QntyOj0BS7kuqTyUPLIRXgPzx5KxztPKHMoSQKwlodvZ3crGkQcyjP/taJioJpGL70+Js1il01XLkF6JoBer0VavAG6ZnzcBPBr4vC4l18KjCpjGSKQaKVFn0aM+DgH4bDrXMOYYHO5eUGNAjqSjdzTMvyr9FkaNduzRdbmndvs+EmckbTcSd0t4u9GVcEJT0hzwj+MdN2oBm7Z/ymhkHwexhEpF7RRdi1MVVxJlbQoikl44BtOQtTPZFLyhbfydGCQGTJ2XnZwSh4Wz6Sfv2T8bTo/svLq3r8e8ob6ipT2QSr9RKLTAC4MOwkoUCO2fzX/I/SRWJ9IDocFVzfE2CKr6U2hwIF1NP25ngjwgRZ2ZUEEp3VlZu7MZgTNzA7NvXRJ2iRh051+lrEsVtbpjheQ4vvlBj3/vUOw3xBh5r2mzhBp2VzEKpySdA+gFzPBz1Dj+nECOm8kY0yjMotSGkon23MKTOHo6ft7S1QBgv2FOdC8kCoHvRtPjFNc+7GVMSRAEiQvcdc2+7jkRjM7n0hE0p/YfcnhPpnBxHhbiHQDNW3xGc7iDfepwS8IpAfjQexCYb0ufZLwBLo5q0Z2SDwHkbzcADpsSaJ7yHV2yShlHxRB5pOdnrjJmCX/c3lPAVRpmyx9dgDbEtaqqtThDK1rftTv+52QSscPT46uiSucuBZkTjMaT5uoXAB7cjQBG744A8Ain109etDEKtlVPCMnilhcDJ69OAleaQ98vlT2CkNwv7pTAwX7scwInJ2NwjlQHq8fZTgHM41yFjWA2msGFmdsm4SyRZ7elmi04eQkXeC0BlOHxcWvv045qTa9Hbel0rhcC1xrH4alGvnUoxnuFwgozJZ40Td8hwGWXQAGsXbJvE8+NLMMAut4JzWic4mB1n8UmRn7JItBjkw/Cvnh6aLNdyJT5Tz12e5fhyphJ1NrxhWfCOfM5aVU/thY/joTDvbEg1eAr7WHOqqEZkUAr/Cn+VTTCyrkopEW33gBp5LsP/cd7Ag+5ejCrAlUo7p+BYmA1BSuxQXHf1mb6I+PWJN3kHpez7DsO/cO5/RkJyJMGD3lr+CvxdI5MLMTO8tofhPlPBeL+iHP3jXsliC4EZ/MHuAmrW17oIkAqq6025HCtQhXBk4fj4BP2h55zITyRyCQc+62uTGuH+yicPdnQ6zJGemh/8wMuc1z7ejB2HFXZNSW5Wl3BfkbBbwfioUpMywFaclSb7nR61ADskzROXQJ8h/fF1k3MQTQa5CB5x5HWEpUdJAH48vskYXwYjsmWoGclbjA1zq0F9uN3QyOAMEEqgl9b3pwep7lwdG1fEeKJ3P2z5wuWlPO1cdkCASzV7eRG4JSrPLgrkttQDwSkM+r2AMHqWOF6CgNHqzufKv8SXeOosPGEGl1EnNJ1zmLHd9KUxldcasGSL82G1vAqjOPKqovVQnTHU5Jj1T+8iAgxkj9ZHQ0T2sS1UZZH4Yw90gVpD7XeCltd4GhbjvQzT9+ruKWAv9FdN7kfsKwZhPnLcCLHsF2eXCZql+x6J+CMFknOwUMAM3EnuseD2bEnKgP0VR9gKaRQFfINcFVyWY1hE1wCZC2jW49zS3FyPsgt794Tz7PCOwejmoyjKL+4zAlGHEpmITSgCccwoI5qsTS9HZ95DI7iQtJ5LvHTzKxkWsrP/gREXIRfAjdVgKiND12QbtKZTo8aIJ2F/eiB7JdL2kQY8U+m2XlktJ41bgxeT55fTEIg5APAmGMEIyJXprWQam8mPuxsOb791Thv3FDy+3/K9OO9TMfzTlvukikc1SkBFCSlo9rT88lxAJtSrBY3Liavc1B7PloiTb2d/qaGnzzGCcL0COPKAd+2ZVJL4E2130wAopATg8rTH7B98idfpjnyTBuQI11LmA0+p08+iTWnUeNmDc/a8R3VPBrE+R2APcmOfesxgI92dCZYHMXsyPxN1bsO8MOCbrAaAsk+7U+PhonQKd3p7PhelcAVTHgODad/+gDgtSJJwzn4VTgZqbNYtztLAGIlu3Hi76JAI39+DM642yaczo5PA1zidO48wCvBlwJwFwmb/z/35GFZa9RVyTpMu65iueXF2bfUWIn0acnjWEynR63AeMQfOegGoHGvAWF8t/e21XEvGCW5722iHJaCJol1bnk4qH9SoQSZ1vvvHMKpAZ+vrnE5hDCcMwENmSQ0vrNgJM3+wXGFxgyxJzd0J8VN0dI8OEG+FLhqgTVPT4ETSAN+7Ei7kr25LTiANG1Z7biR6gyjl4CT71Hdlu9eXCAhluMnDVJH+wMBFcbgTEIzt89jwF1+8sQvZhGKieo9sgJZhMUaeg3QMU1HzUloYLxKHOBBaotoSnlygAlj0gAFaIPgZyDGa69z+G/D0UBH0kk3CpuuFPsKIsnrzhixd+QhmdLPXpTqSCbhjlQQ7vokWyGeaaQKGN0PPVk3z8e4gfMBOsht/XF9iZ7P6dg9gStjR7XrVoxBnH4MglgaoNd8F0G6sQtIqQ/aJhzdD2s/wIPd32nE73jgeboiQkLKTNk9w+DLHRXWq60N4YySBHiNTTTJqoxwfnGN/KhEjnwD3gP19+Pnwq9zDR0urUV2hh2zLTboDpFbN3XVjaNraOsNQAbgcor7gArA3DNm/pHP1PIhZu7JlF2hiTvL90CASp6WI3GyQQtZuC0eh9NPXVyumhQ4/H8+8NCp+c46jYt7aI5+Z8z8U/vyE5Kg8WoLfiHq+GlAiyRAjjnCV13qj7mGcHrmIorLabIY8FKK4vQpgEgzVw1UNB2lL8XeE8scxWkawLOwBdwVjkqul5qcTsV/xli7p/AnQrZ/flnDBy5LTpEEt39jHKIR68y3P+xykfs+/FKzDX4YSwp7rmESJK4MahfOofpkG2kC1p6XfBpxGzP3+4o4jsJxIIt+OdgvnL/6KVyBcyGQYX93VwcEwOkGqDaPTIHTRUd+ShKBQZsjJbwHNLuEu+zVW5qMpf2vGueKImh3rn5dwoSD8ZSWo4fMGmpxwoEhCQWa9JUfuRpAvN2FZLSCKgBeXM/PCzyxp7stz3H8rfARyTXJD//ayGKWjABZV1Dd4AqQsY5IxPYcmE/9rRDofDG8Hn0GY1wJS8aVAgxEacjOqj8qeceTXXc6Oa1zYsOsxrB0991ReGri+DDgJLBOlqIRb3hb3T7OwQsdut3EY1t/nFDsAV8d/VVOOkJaV4PTJeUQx75TgHuv7ESbf50Bb82DdEkCNfPrM1ItLQXuRboCCZq0PvIUAJHvqkTUTtKDOB0BoYOvIDKdlyIa99Pi7U9FXvzHwWiYMbKmf0ZwbVt3Oi1nWy8tCTuK7h/j9LDp6PrwsMP1mUhkNhvu9PYDAA8X322MH0mjSEc+RuiIZD1lnne+ZyRIeIe7gaFWoDc8jsIEzS4eL8+9PKfgl+Sv++DB/Jg31PoqAPAP1tKWJ1nr/EDIR2nMdsY40eZ+ur6cSt9buEGMC9JH/Z/du4PoBLrWruAuNeYNI3gpIVTYbLqqG7YQlsVQo0U83q5amqVT93yoPi8jUHhNjfz/JokP9z7HjNzNlCGjM+I8jOi4SxcJO00vSECOtWdxj3QyQko2hLPrgwcepvfwnV+TDzTv53gD9WX4w4uj3zCGWuxu6Rj3MZ9xTQ7QgMDR75iuf84CPAc0EN4jhFIBEnr7kpHr3sj9SNzBmTnsfbDlcHGyMpmOWgJvOj7Z3jkGcFwSZqz+t6MWgapWd4lk/W33w62muNf/uGly5QvkjR6Owjl3bIjcuufDOMVFJPSgJ9NvGffk/XfIHiB2354CI8K31pNGtYwrNfeqSw/1w8KOPjJuSk+uTS9P9gGZLrLnw8xfkeFVKbc3x0syZN1NF/Ak3W6ydOU3dz75eqbkP0al9pyrlp39GqAjzrk+BYSIu0+3BA8AF/jY4rWxcu86oAF+03XU0tK8K0hC39R5Rq7QgjPsU3ocToCIL31dn/JPn1Egmtz/EpnFWz3VzHoJuBe3dSfxHRYUtK5wOE4/GfwN3arVuxjVmAFscY0XXm+d/jxIePxPf+QrjBzvXu2Q1x2uCA2BEVrefaqXeVXy347D6RE1ued/HX5QU58hECiZfM+v/t9+43Jz5gP//PcVSIwbD8Zd7VMMNVI2l0RDt9XyZBQl/vc04nGrEYCrZH1Xr31vQKIhCGCRv/df4SJ7UqZA8v7PjHhB/Wk0HOruUrPpIpdazePAPfI2apMVcPQ9bu1J1ah2/xHQ//FtD6T+b/3Av0zgqve69P1oUrDsITp4eucDHff8zPblDuIVEvlcK5qQxVGPqpq7w7cCgEvEf9r9UXF0nLb/5veDWkzxGa3lP2oqEMQBuEInraYB1tVo7WSbfr7+HfX9LZf9Xdn9xsK9V+dC2Eui90fj3lBPshP6LeeK6gbGledAQnOc8JluW9S+ZtS8pKBhzN0v3O47/lu+kkVVHUOq/vbtaYem2NO0PEf5YfxFxlmhALEnazUFJyh4fdq9/JdV4kBr/Kl2vDvisd96qyvpLjVd6X5Y8gLM7IxbL0J3SrtIAA070BPiAEe9+HOvrCEOYXsc0qMP18w3HjQx0CXA2dYPw8dAnIzD2XFULQs6qj4ThIaVAFTWqLLJ6B2YZ2Tfu0aZLj3BRfWDS6euRK7ifYqxUlQAPW18GW2AHs6C+QoId0UCZnvMHgiY4Wqt3DtwrkqhnY7vbOu7Aw6tFv2YgtL6YVQ3f/YZgR/a3Qr1y/AEhPB6XdzWjEStlNgDhWoS0BRItj77H0MDzZdHw8RHThtXPRMD9MQVQAtYVzJoDjnFHyjnj2puxrB3Dd1ttVypoyDbwI/QmM1pyZPhVDitDg+wIhZTFrbvIWDeg7vGzXtivfb217ob+9FSswndJX+VxkSBn7Gev6bB6ecXaYiC8LezfqDjcTP0alh3N1palMeBKy+qsONNmAMB8Aim16OWqDYeG88pAlby1XLPH7ennatd754kXvzkLK7Qc1Oqi8t3UPK/OB4n4BNzkdgxQpnDgFNgRY4r363vvp3O8eoF58pWN2kh6U2uUuWJs6xHqyDM9n06XN6evQg7PaiNj1hQo766Uj+Ye4o9aDWTfRQcjt8duyAfrrlfgzNnQhwJMn39wT/756uoY6pxW4bp5+pu+u0U2CBawpXQnEJwXrstrsPpsSRQwH2C70s2/rV5v0S24BzE433x1MTr8Zq+2yWSnZxNapqx20EHR1k99ok4AbgCAfcnnX/wnRAV8Fhk+ZzvjH6DGC4tIbp06bKDWlvCvagUj/pmpEQ6Iy20H06HU3bAwNxz9OZm2Bb7B4B1jjZGx67mvDrAcRTM6rDTYvtAGuLTk7HLBSKaUk4LkOKC96eygbv0+z/mpwr5zYlBUWTdzXPKURtX6KRNh4c92s8wxtwwo7Up9ZOtXY1kbvFOLobqI39zDj75YUKPM9pFAug91F7UaiN0CH7PYy4am+GRej66tj4NGtylWZ8tNtZj5eN+OdQ+Y2PZbgzfSjk+jLTurhnPlV3HByXadVF/K9SZ0h7BySLi/cM48v7Fifn6F37atsWeGHZAVqKwrmfctSYfjpZC79JFxVtI9+SAM+hhOld/u64+NVKC4/7F7/1/nP5DHsCTOLgS9vxo9KHKDw/30DYOS/fJpOOi9FIAuB8NJ/TPBVpT68+70JB4uOHsW2Yffug9AP/uQ11gi+8OoSmoFkAnWOqlzpW9qHMAC9/9TDAWJdm+YTqcjsIFtr67/7urzoZLQMp772ybmDEaDW4oB2958MHU7/AUe8jUBFm07rHkK7dufa7BKbpox4MjdkwXzDMpJviO0IpmPNrGCcfrDt9sGb8JaoPukv/s2I17TrO79aXX3RREIHhyx/VN+ru//R9D9j8MO4ywYSpo6KEkaNLif6dLp7k5BUogdnbUdDhjuhjJnff9n96qOA7xZCo+s8sXAXa9mkIAEHXj3dPy0hOBp5aWmKHWsfwgNRJRp3BbhzMkvi/dQvoA/MAnAnBALEj6EUJrqBwGMifDVeV++gOapCXeNRkkwCfD3Zq7dTg7fDA+jnj51//Cb0UHra+6EtKvYPwtCJLR2jLnh7RtXeXe91Hnygx0AmNyvbpgPM7whbq7tfqKBAHWclkpTLKBY5agFQG90a+pnaGXDvfY1t1Wy0NP0+wQ1ISLqMfZpo2MuevJ//BXHorT+//fX0PoWQJxDD5eOOoFC+AM6AloxyxFX9XdJdN0LwBCCJHujsc5V8vS1O0WPLy/dwf4/w3B0enp1YUj8P0/0wvPgjdiGgbwqdG/c5EQvsvj4jMZD+OOLMBSM9iruVtXn2448xkehCjVCvdtD13K0r0/wB3D3Xk1i6rQn1mKiVP3ksDhlXG+GQp66TenxIkWhBKv9xe+BH+iXY9rgGI2wvHqJjdL7pEcKE1EfHw3CZc6vnNFaeDfGqMuTzS/+IkpcTqg+ALmnngtsou2CSLAOWbc5NKoBqzNoM4EnU6rKYR+2LbFyt+LJuGsozqcIrI6rbPbKqX7tX+5iY6OHBCfhE+MKUte2hq4s8bSz7RaeEjdbdQbRNwATtaYCyTu98zO+vzT0z8MgPMpsBqwVCekyqjbG9wbL9N5pGlaxqVLXTSW6alWOrCMgUxolfx8t41CPgF0DngmHL2VG/YHk9I6vpRI9+L2ZX78tvE74uvAOW95yb/5Q+J/4+f+kWgDpAKc5JcvjLHWbwwEVIUFml0VXuJ5zZ9rDT68cZxtXMmLaukrf6b4h7/32V9Dcj40ICRm3E6uzkOz51xJ74fOOzphOvx0aqrtn57E+wLcxazPP73weZD8gy8K4IFLY8dCO12t3vClyx7Otu62WKrTxLoxnK7i6ssabnMizv+OCyEmBlgKxu/iB4JVAI6K9vZ0d8njY2Ndbk2ieuGtdjRw+34v5OefuAuCzMoJzYtnKd1T8n+75MFSx/we89enUJZBqrspToXTC3DvvkdxWS+Cfy6rx0ifqXQXZLgE4LpqnMHE9eHkP9L1wIEw/Dup4pj7zBfsk86ZJCKOJvyLwdJSp+U8+OQEV23XgxPEu0BsbCv5mf8C/hSZN/xo3161pUTM95JOp2XSv+SfXegzGWewJENYnX2IvzEDui+TCT96puJjbidIYfb4mWCSoHc8mTpKmq88mRgTzf6h+nbbGCmMee1XTGpMp12bfiQ9b5Lv3zg8jJO79Lppni2vMcaY79o/uh6nES+ryJh09g/Vt1aMoaF/4jVhkvW00zjba7ZN2tTn4yQR2ya9HpyHGc4R7f7SJt0QcbzCXwWDq3/rHZBsickHVVVaQJxn6xI/9/fuJ72B5X1Eu5tYaNrGaGgYk9IGhImbZkGerTqidbP3IrPnRdQ20cLNr8+m8W11WM+a7YV0/VOQQBieqRY8xe2hPL7UihaJVq+jGnPvKqPmpcjaWR4+pgEIhPRxgcXdM73G1bhx58da/ufUDU2fI3G2ruIDrQeASM6HENHomWi0z8H64iMap/Lpxd7jE/QhJtGoQ0dxzXI3CbAVrjWtQ7/Qd862SItjePUOwitn0seso1EduM25dWPMy8YkTRUbY7aN0fMrZ50EN4xJWFoSxpgzTmkVGjWOQMpzW/YqSRonwALM3aXOuhdbkTjs7MxA74xdpkojcS6Fz9jjLeLe1SPAl8zA6Rhj0zoKFMJAbJ0UXD+NxNkJ+h5eLu8DswoRMjJM0wia00CyDrlF/XXSSJyt0kGkjZ25yyETtLmGaeaAjMlSZ8w5QOXe+mLpOoppGmNeNi9HrCwYY9Km0U0TnXE0pEV6Ubr71BmH0cA4eqh07T2Qnb59A54Cu/eZEGKmhsQns4teycuUqbOAG08VnEHp2n0ZfhdgxRPfWQX4IHrQ99MUFGaFJuWcZ7azq7a7Wik12IJsSmNeM8RNZeveNFQjPitzlmcol52I2qTTtrsJSxy3eDgEuZWaQgnVX+8EZ/GxaGkmycoO+/fO3n0q7V4VjP+1RSPpGsnDi0oCzCqYEL6lhoR1v3tU2dpPo8lUpXKOAwFH/Z+zp5g4gq3wsgJgF+02Fs/6Br0DsFt2f+eeuVUqOLdmLtKP9X37/QBa0Vh/lwZriehN0moYprkTCYfh4pmhVanUWTFNo9bNC1lnX5Cca6h5msm5tjHGmMee0AtnHQDGGDBpdbzGKzcyjkzDeKgiOoRz0CUlgKX9+2zwxXMTVTtqSSNGBJE4A5V6Sppd55NbMsvX0ZFQFzMLwMBpR9fxig4MBGO5DkFTqT4TL/URmIv2p/jSY/Ig5ej7zOPZUZufXs8baKTQVpVb4dlL6feBaCFeMA2T5DN5shCBYiVeMJExxpgTvX49W3BjzM8O9LYRydKVafonAYFx+wucc9CWhKidAE+wCTOMURMYSwNWIXpEsjGuMEo4ozAGr6/mIR6lC6Z3nwIbJsH/9zckKiholEBszDpVrk9JiA8LIrS/u347/RhXZyCLoO6NOX0/C6kR9+NgZJYSzj2iT572rn36KG8X7whxGdYgzsPG3pz6vA6qrmCJVzYoPFkPNOanIvCslt94R6XT08UL9m888NljnEA45Utdffa73WvK3L8I0NYuIFi8UYhQ0mwc3IFuyZF5SjivIlx9YuRK4SF+1tw3pwDyUBU6vFGMAKnbE4Hx2SOLZJvTY6PzlHBe5kpDzNBQOYN3tRER2Rla2zvjdTenJi/hIDUhKfkiPZn6c2n72w3zvDENY6KnjDHGNI3RTxtjjIkNC9c3w9dRvBDTnJ1deVmWd3eH6TlYnzzPG/NOl6sYF34lBgJzAgshAPG4+CJnp8CNjfMX6QhM6f3j5fcF5BSa5gmTtI1pNIxJmynGmBNjjDFRysrNq89oxaS0oxXTMGnDmJeNed6+o4UxL02qz5QLHpfBpzcrAdI78kf7iBuTXlYpCoFuFBoX3BOpMecARPc2g3kP12rPH4urRFzwjU8CiZ9yipd8HxkL9o2bO71rCW2p5akHxOpZUhBuGxlAah59yQM1GLikNN7PJcFpwEFAHDi8bpf5Ymv35E3EKSD12SZeJPV2QwBDauv5mDhMIiB9UdbjjEMghJAolHBXEIfwCgBBvU/46yUFCWRsrpLQkMxg69nvqA+pry1ycg9b9TgjGRODluj1WbxIRTKfN333hs7OB+kiEBgrFvIf4yIYsebANpiG5JlUKQ52qzKTPs4tojCSbMP2kQ+xDTHTBGihEn3zcAJxmIIOOV6YNYDkwixchFM3fDsBu+gBVzp9nBsg9+AiyN2Amcw68eYwchUyQAQuShI96x+5AIlPz4V4qeOiPRVux1X19BynMg4aB+OCCRXiAg7w3iyVHsManpVSFzSJh4C9JPXnMG3iwLq7CwG6DHkvznCa1RQEigMPaHIIXCI7bj9FRNFNg2k3NhKfi+DEL6NJIVIkPqjMaFeagegDGc40Slyu4KKBRkwkQ6tt5AEmHMdpn5liH7aJV3HhJ6AJySKfs9x8doAuWNqq+qXOcCbEHpLLPDvwACDWPHo9W9kxJLGhlXzW43wQRGAcYrjCx3FfrQZ2LuBEi8bFumWVACoFyGMW3kyURwFmxiqL9IIIkJGdq8JseyGZxaGp63CaIMSDE9+3ApHeJbBBmjj2JuoUn4n2FCkIUkhCLekpHRoXNKQekWX3xeDe0/IjcQeTtE1bLy0Yo4yJaMZtY5KF2Ji9ZMFEI8/tzk4YE7fNnknaJjLbxsQryqRtk2BMvGBUJujYqOeXjgX4xMEDRhJ8TM7iuT4kRoJ2AgaimN8AmXXYiRdpc+zzGkAcbpNCIrBhxxMPtgbP/XKc0QxgThry21uwqRosOgApErMB7s3aanLlImI5AuQu/AYBfFVeBJ9/dxHikCvEQBenOiYynC5zEJ2uznIMHUJeUOyRncwouE7nYCMpxFM/DpcxcMUGLcu4eUm0iKGIr1nFaR1uxL7vAA0kSwhkJrXcvZkIXcAVEnfbi3o+Plw69XDoPQmXwbjZptatnecbKxKIPrUq5Co8b79MwiaSM59pjqUfSX7UxN8LDRbXjgOQvTl8IFl0Oe+ReihIMYM2bqVBtbBtCsURY8wrxpjOmjH6Zu6N+vQNo1g38UK0Hq2YdCFef8I045V4wUhj4nbS1mUZpi7LbfSlc+WwPHM2yM71Cbsn010sCsnMn96WHoaIgweev4LnchAgIG67AwoQlXOuoc2FgOsJKDQlzV4AcezgSXj0ZQIiXspsdlMC6tZ3+9AfKiqgbvN3k6ghATlLEwgDfHCuAfdD1MHaYRZUxlnjC0LBzd0bDdF6BMBiSAuEFLAM+oHByqmcx9UUowcb4A2itgSga3dF6rG/O/C8jLPO34BrJrhiv7lU+OS4PCDFL+N8vibja4ATviGYxtAGcFfljihJuGr8mPT+yr++S7+xmGrIvCWBo/I8U4m1VtcPgzcW0QhyGURTxunX5EjGhct8w8hj8Iy+es41TK2bKaibmnwGR28Zp6rJYYI3DMyZaJIGhFc3qb7RVOOJfBJO9+TmvX6Sm9JxdHaNkuunPxy6Mz3ySTg/vxScDcwI2qGu/4/1FF+hSTgPb9IGrl4dU02dX4w/cem9fensGjZ15CaY4dAdzrQKbONjfwKnN2f+NAyqceV3p6RJOF/SZ4EzluIhWcXp9KN4Ukr/jGBGkKC8vc7rsd7lXS1NwJlMZ7M+mVJQF/Mf16T9ezh9/kn1+eRNEoSs0+ufWuvNLfvymzd/OmPCrJyJZOK6ZKFO1KF1rfUbaursE3C6YmxcuukpVDtL5wOT+0bIpJuXp84/ccTJ6wBVQ8FV9VyP1O4Vw+zmE37+uNYnQ4UmiVf0zRHaRIiUdixe+Kwx5vBy2xhjTKcoO1qfgGJiffqTEkxHHjMp8c7PPNMFWoO7XiI1If/EPe+svi5cg9QEGufxP1lSsDSdML+cqCAzsT6d4LpwDdE3Y+A+aUeQlRCl/c4/0TbpTPzn0eQkI+kOklmcyP7IJrt7i6cXhzNUaSLO+jDS10MxPVfbY6lsxP9P+SPjTpINTcRZ5mn6StbXQ5HP3LYwAfkBXN/TZ9o8cTfGFj6Ic3jbFvQvt64PYFGSXHUcALOooKJe16In1bi8gzj/YFzi8UVNIh2CXJYBHGkNlOa8JGC09iowjDMck7Z3YzxzuI6cJaQ4IYiC4lnDTBARDeA04/rrdZhllEkg2OQDqn8nzC9iSCec9VbXp8SaNT3Vv1PSbY4WF65v0bQFibRhTGKMMXvb68YYs91fFs0E26nBddMq9I/wnLqb2xJdF9m4xIkE5mckwBW2s2efY5J0fQCnXWdNqYWFKi7V+KImUOLi5tJCW6YsjH0mrzYDKfZcGGlutXFDW+TYw6O8ZTekaC7WHA7X0ADOzHdxLXfSm9HXhzAjP4VsNycBTtkNYJ2Th9XkE4ABnA9IgONavdnEu++6MQJRkJB5o7AqMjFffCnqIeOTn5mcu4rTND0YdUB88P4bkuFo8OFhH7IJPnI34BgOZeqNj2LOYAunrQaACmpf9Oz33AhOpQ4DMu0UW755KzLSC5fCp5tHakLuan0mQQAj90Q3ZiG8Uczr+6fZxSJyDy5N49CwijNeDhkp9nn+hpStSitdxh/PC+CKMN62nBgmYgBntCaBulXehMhddb0ggdQt/NvoTHaRKOPPfvPUd5AqnGCTUcUpXoPKfqCgU8zsDQ13PHL/eSaT16ScInfi4FIsMd54AXsVp+W3kruG08Wls8frI7/PEGn7x8h4FRmteCiOTg/Gszmlxf4po5rGGBO9XMMIrCTL7RvgQky6YvJidWbDLVdU6rRlshCvAHKcJXjZb0zaNrJtjDH6ieGEaiVZW7gRnMaY1/KX5ibHs42UGRGvJB1YZZzRcRln0jRWY+X59lC6hPVYr98gzpzihQwnTYNsxispfE8knh+Hs9Q/E8/YgX7VH+odCXCXvKH+2ac8UlKAx0Y4Rwgr36I13vNDH7NcSG3VtxaGvieaW4+u09Ywq8P1mnusZ5KljUlyrHJ9ysCysuZtq8OfExDdkFHPUs29ZlNmChd/g0lnNCWczd3jWYB0Tg6nC5+2S+p1kql1E/zp/GJuoif20vmR/3HzWQ0cHg5HounhiutwVtDPH7xXjU9xPNYNyl6JX/J/JlgHOPzmMM6GuTEjvsnS8wneWkrtrv1svdypSSe+fWPaQUrfUPbqumn7yGc36xL6N/SakxtVNCnh7PmWq66Nx/yfmzKcl4GrQm0CI2Q3N+IUc2y8gumoj/MkPNeIAVOv93dj50jOjfiqhBynORHeAerqM0BaP7DfAMOZs5DFeRpzurWOnGfAwQvF5nOM7e9UJG8sezF/vvTexHgGhkZ2XUVGfs3NsXRyg44k8vF+Jx3wfTlshK7sHy1L9z7NlJSfs93IWgbkOOPZa3qV1G6lwuLhiaS+waZWFsprsT3yqCSYriCLM/ohfkxld/JdIXB5C3oZm7RdziUlU1KWcORi1oumK8fi1OrkrfnUs0fPB+Aqch+SBeGWXgicSa8jI7fqqfq4uJpWRm1x3kfsQxyi4Mu5KcCzJzMpHHyQnhzIdIbelmXN5IA5fbu4mna6s5yxQ6TzRUOeZB8p4zvWQT8MWwNVeMyU1GtkF8K8rXxfF91y12cqKywH4HSWvWJT7e1YnWbjRKurIc9rk0RUGZZoWpwFmdOK8cUVkxfxZaBXx6DV4Yx9vkw29aS+WgztMy3ndnmyYY1lKoYLUwPNcpkrVGrtUsEtXA6m66PlahIAiXlCKYDU3WYmNv5XQEJajt+gSnPCWMoRXAuF6unitvHyB6YVTtdHHYAoMNJkM3o8PwdwTMLjiJNvL2xam59yB32sLtJCLWXzUUAqKDHghQwnDUqpJuLUYV8jOFpeZRY+Bc05kO86F0AihFsa42Z0wPEBykKknBDCcdlpRB6aJUks7MlkjDHKJAvpSto00bqRkTFPGbNhos6KMZp4xZhrQMm4J2lP6xQwspmi5rZ5Xq8UTiOSldxjULRkplJBsfv37VIUEnEIXZBEQQhzjQMFvwbd0jBI/KldZGaZlhxcHRZdJ6EIFfrvmHAAm5EDcNEW6AFGXgMwjrWiaCZ7gDQ/L7uyyBP/9/6UMCP7R6irKCUL5Z84VJUE4ZQ4XSC27vZP778KcOSybV15X4Feg09X5ADngylx5kxW7zKXJfFqjk7ms5w2WJcCU+EE2JVAJA8K8+Ms86Ws6FKewwM1Jc6ceUl8TInD0QW38GXkdEHpHOyUo7ZJVoE9dxOAOeP0ID+SAl1YWwRcGxeIdqh0wHgBR/DreaXcV8xEl4HLE5VYAIwxadsk800TrZtt0/ydFWOM0StpM1o3xiQrxiRNY1Q+8tIF88LUkrtsXogwKfp843ljjEnWU5EuZAN/vmXSxhTFaQdIfZxrc9mXPxtmH+BFQNHHVf5dacQLtjYma2+arBt6DYBL7lWARKXdPEEyLzjtTSNpyZpC2AXiyqkP7IMOUyvFSSTglaMCxnx88RIwRRiB3PO46yIaPuqy5RD3j06DrKwQ4vJh/+7Isox1I7htjDamEa3PmbRhjDTxyrZJVkxkm9oIYw5fsZ0gxbanXJnUWnE7u3jOmFdiodrRijHRyvYLdv5/0ehkwWwnC31dhlFdoJDTngMB7qG8g5RNHuMgVDkbITQ4sPn1hJOH+eAX2wZ+m8mx1vsUwtzMT2br40v3qwiAJX4dUEnQWw9tut5I1qnEL13DzL2HI5JlaVw0F0uCO+OC7O3o+DPJwoN+ushvySngVSKgiS8EqxHAt11vy+Iyl4DHCZPvaJtmNIfnQD5WFOmCa+BAkXooCaqI7phCb8Z6FvbRyReQaopVpKT4A7BgI70de5vS3jglCfDg4MNBj80TOBi5oynV5yWS1GOfPeMni2zg9mQo84cex3OSIHLjp/Y4cQEzeUur6256LBo7uSQHHqEhlnsyPGYtllu1GQZwGo94eTH1uJIGcdibMV6CzIOpJz4E9+pQewKHI91bnGYzN+TauaVghufmAwB6wSKc+oc4yF1DRPdDcjLO1Cd6WLHIpSSMZBLiH+zlzDNxQLQyg1T+EZr9nSQMa8PeV2norQIQj/H1MKtrFUOgubrHdjqHPHRHK96Y3L1pvG6ef94kK6YZGWX0i8nK9gvpQmJXDr1+opKVbeOvvGya5oWFaM9M9q2ajnBLlhIb0zZGNkxk4vPCtB8zzXhlwzCSsbXzkgaIJT/xAGC8iA/x6xyv/NhOGmQMiJYHIgnvNwHaeDSDw2tsrU6qztNRQjoBJobVDhHxMcAJsZGMcePnkG8Kv0qvPUcC7BnMpXg39TaTMGuI59m6Eq+7p4vh1dQnDT9/lcdGgOjT5RGMkGjZD1jQLMBmF+QB/h8Az41WEDLGmLYxxjRMvLZu4pV0oRGLZOH5maWFhShfIZpp47G9tB3ptJ2sGGWa7SmihjByexKv2HcaYyI+ZqxkWESNYgGrb/cYMC5/nGldEP/C8WrP2wmiX4HzAHve6TIaP9IfJ4GGmfNPp+Ae9rdGPHD7HKgnJL+IULOs7HLgj61PaYyJFszz28ZEJlleJMLoBdabDWPUujGpWonWG41k4TFFO1kxz8cLC5M3X6l4oT3irDrpZ06eOjSy29ALQiPKTsCr9Wn3mx8zBhO1msZEJl1aFHHDxGbDyKYxUdOYCLNnZDNtNRULyUoC6+3JgVFS8QJikqGBMSZa12ttY0zE6mi/hRhjTLTajoXRLBgTmZS1dtK2TxeMicQ/+scI84KRCyltzUKyEPsYhDHPjX9/0nichpqMM14xqTHGxM3RXnRs/5zl0GuhWQVvX4gnokYEgK+hZf7O36aFYjUQ+LBKdPlvNVEO5sHJPXQaiYQb2h1Sc2e2MTqVMcYkGtaNahhjTp7P/Wbn9AUQxrTNiTFyPcKkCGNM1C6FFBhRn03590d7oDwb2fpsQFOykgAzavBI/6cUv4PxmYGPSK+BYAZoj4lgnZHj3UyPCRavXMiAj3C1nHsOT9vGqHZWX5OkN5+VRnZvpBb7NBRPaoQr87phG0+UMm2bzJP1DdOQ/dFBWFvrdXu2eGKrnjuTSeFYKnBmBzx7NYCgUI0rUzTNfvba2SHVUoHTxgM099cn+7G6m4s3CcM0NNDuab3EsD7CZzhF+Vezv71pEo+hAqcC4NifPqsvp0iUf+Bn9PQF11GB0y4Fo2J9+TX3ptKzlNnfh6OpIdVSgfMBYOBUuE/Xb9Tl2z837Ne4wGlXoQ/daHkDlONLRb3JyNQ0oD9/Q7Gp6iiwf5IRjg+mpirOG1OqqaGcBziDpXs9DerP32Bxg1QIjCZbxIyngfzhDRY3RFmBh8NCnrOtVFV/FzeqbTJEeYHXcDoDj7bvneFwWh3yAX8XNxtmccT6+VJ15EvU7ZAL7ibTjfabCVRIGvwi5nrvR+3fIArNGQwtbw5/OIr2sr/NuBGl68Y8b0yUbUVeBuYXpixnsv37jVFevOemm6fWtjjK+oKrzqIY8QbjzMj4DSNj/RoKXs5XqReM+q+jaUt4g3FmjjfSANWAaP0S4MpUAlym+ZnROQfoDcap7J99YDlCy7kN+D0SBRgfNWa/PkBvfLv3JGxBUxGINJCyt0ScnaRcnn5L8AbjlJAokJodvsmV/RACiMJlIOj50xuEvrE4jQcxGCIkXw5dTUcCe+vAH4SsTl/SG1yfPuyGpDPHxicxl9Un3wtzqFMXkGex/36DcQbWzalI0+D05Bfbn05CXtE8fjAHEMvpC3pjcQoFPwmJt+6Gr1/cSYMYdjjxtgIQZ5JB/KeZ5/0QSar2w4cksPO6DCE7ZvnilEXc/DW9SumCMfG6bpqY5kbcMOaJGDrGmA2zbYxJpwOgB2REFaebN41c2Ytpyucu9Fw48RqfTAAHB/iTacuo4t6r/5wboFwVxJg/sn8U63uxMaZpnjfGyCnrc6B/6sqvDW4CBfnFu7PfQs6fAB5XwcgpHcYP4FQA9GxvMNOrS5+BFlIbCsEngWtLq9PlGuifNhLZpV6vAZzeHFeANXRtnjQghOBkSgXlATmDC9CTuBI46Oibiq5PdovUoze1X/sBOYMHdtOtgK2bJWQdIgkJBJ47++qUkqcBOQMA8UoCYB57w7z9Wmnj3Aldfdt0Oao4s4AfCoDUvWGrjBFkfCBkxnoin4qqOCPfB36d41jD8dKNGjcBpHVlBNCUCJUQTGnGWMW5Rwxc4lcsN3sWhmYihf3LvJ1WwJ/SjLHA2QuBKwuAmTOPA+zJm3KoouyfIhghlDG3utXUo7pagfNYA5dS4DQ49QjhyzfVxXMa9a8TWVwOGuO9NiJ7X58WwCQ7QHiwiMRcLgLkncihfNO7XQyHb42ZNEdZiuU490IAbymGmC31Fkj9LF7CVWI1lO9YTgkz31yUnY/Y/lTr6lqP+IYc5xYBmHQD4JOP4UASnC4CcC6LRnWdJO2f4fdfq1tG1IhNU4azJ2cVpP4R8Jo1nY5DW7SBnxjOF50JK1WdQAtQ1y1Fo0JwZjgTfgjgzn1gf7cLEGV+TdLA+MP5RhzgDFPOt5Vcp/qW+VE1ThXNqFDmGc4DFJBYt9H3SYC97JDm+L8+7UwLagztFKAMVmHjKf8M2TOcug0Qf3AzgU/aJeJKzx7SRN24xmnB1PGQ8n65OfjA+LNXB++R3j4eZ9gFiGRwJyT2SOpSNkLF/uEnRuabmky/TdK2D3Aa1JSRzI9Yn2xaY0fl3qv44Z9a5sDkZz6Od63GLe9wVUxNiTU6qqV42a9/YHGmthlVGnrb77IHE6n3ezbFb4RXa+zX5BSADkPyiaF3rtR3LMzcBKlKa8GIwowxxsRWqa+hTJIbGiUrbftsfqHqTyRtG5NemMYkQbWNDalqTLzU38lGyyvGGBOZtFGKYmRpb4Q6XLbfzDxHuts0ZOaMNem9Nau0hVblG9MYjr44DZtTqrD49/MrBdZr3WGdWzf9OVVfVtaX/eLX+tezJ/d8bVEB5t3nOiEYiRW5kgCb02xresTkHTmK8sVnlSgfADVzxnMjbVJsta7bFm2YQpMnenk7WTHGJItJ1xgbbzdaMcbopkmbjfbkZo+b7VeMsb6Hnn8s0zJLF/Io9bppmua7A3lGhUnO2t2uLmm5IaK7f9LRXCX5QPIx64b+hIir8PJlrs25cooKbfL1nXzAzaridqa7EyRcrrb8KaPNty3OzJ6p7dHXOLrdF6DgcfFN2JmDy+tBqODqJsEUjvEg/gH/qjK5Q8WsQ6f7uSyDdND14ysYoRhBxpg8enQ83za5iClVyYpZSRsmWoieMomIFwwxpmFMayERSXuKdtdrK+0nMn3xxxayDIkwj9mXDYsKtYnG63vn1vrzPjkzc3RfEhq7C4g2OZ5htTcX39dzoRXsz7AoJ9enlqaQbRdsdcG2xcuDc/D+Hpsj9SnKa1ekArL9TLTrxBKOIQoIiJb+WB7fdfh4MofphHrtOJxiwG8fnGt7uReFgucymcXdsKfs1DmU/uDNKk7bnfeS4vpX7pOHQOSypXTI59Tn2X368ztxAC/KUEZ8cDLOi5xf9QdZ7MKE5nONwfp86Uv+aMGGxWk7uY0dexlAOu61rTR8xWMDIbloLrF99OTm/w4pJw20XAhHFFiQcT8XKFCKgQAACSpJREFUp4HKwMznCGbX8yViiE2WY9x8l9rdOLEsGmgWV8KDHM7wYxg39Xj85TYPhuzPHcyyPU3QQ+9idH5lUIQa5WvK8IQ+Q3M0913un26/l8sukBj/eNPrAd4xvbkvzv/3LUywGizyOHMT9/anxt2LL+Tl56IVne3QzfCaudOJt4duFmSMyYwOorbeMyabSEzzqZUoWYGFuGniBb0QrbDWXVqPSFhJmy+ko1aOguJOu6Fzl3osZXcfn11bMcaYTKO8TJ9aGWkel89LCeQcWF81SAlC5jnwel7w3gX/S421rmKTR4TCe0ZM1JeJO6Dfm0mmi7tezp749nfGx56QBYkcRaV214sCCi5HAsn6vToQ6hI/+va0kcBd7oZc2pxBkKIHArQPUbTU7oWujdRwGva3H1ZolVXHSRbY4UDCcTjOYN8YkwWNxTz/cl+huPmUeVkn6+nKY4q5tdZcM2pHzRSRsGLMijCGCSyoduaYW3jJGGNMpDPT93S+Y9e7TOE5X4DUujGy6HMj293Yf6pTUSj+jb2EtHcJfu7pxQMPnznBDCi7FqhJMSLcg1UyZ3KHftZuaRD1E/gH7GYLUAhsjHMo4RTpThuDfOvl+2PJ8VzQlF/dZpHAC5BrTiP7rqVJDe8hv1/Zy897FJ5yVwGIJIbPmPueZp/+shqM7qG22pvGqLZ5wvSdbj/2YjLf2DMpC8l60jDCJNYKw7xojDVFGOsI05ioJQql9HbM+RVjXjfJhZbNtW1MssD55mNm2xgTY4xpmGhdjWj5/JzrhJPQx8M6HgEgTv6aew0IGtKZ5SKNjP9ezBOsjReLe7fNtAFMgPFdLmn4Fscb3+k32gKX5iSqJznYBuMSEUbUK+9anAH37bDKQ3AqM/cZ54I//h/UVWgqEIvWXKogkQDNCbHlVu0YTyPSIIEANIe5u6wrkJxb4mdcczFRvJyx6+vE0KvlcYwxxnyruNLtdGHDGGO0FhsvNMe6W88NKOopzf7GbROtx7MYYx4ze7mFRsOYKF6XcTtpRysvP/GEMWnbbMftJ6zF01C7Z8wqZNOMbKRtZYwxETRH9ZYcwfgOmgGNF4w20cKLxpjHzPNG32mMMaZpjI7MdrwQL+j159ttY5IF81i0/rxJ6ya8vH8qmAPoyR4EEvBgbsL50cyEc5si968TBYvAJa7iF04TxCFX4iBe3ZO99/uQBFyKZJB71RqgDOdSNl8knSXp+wqYcdFBOBaHWJdjH2sA4tWS8+7LZFswCZ93uBSFkbxC+MHsk/ZwGTeOaIZNW1gQbgezAOK7H+KOsThgdWv8cwAi0lnLWBovYxojicTIfeMh93CNWAPi0HhX0NTvOfP1/blskC1fQjkagGcmutL0oylwlowc4jTo68KmrsIX3I/EiUKIZMqTwHFDjcGZl7TmaMR0r5/Kzw/4ajOwmy5BAnEMKM6zz+U0uNZze3OpqyXozMIhqpUoD8ogz3S05U4jvuEFqTL53umnQ75qb6a9u57zEx3ucwzeNvl5mBpxaDWI0znLCYEzlUbXqYAN6MF6V+Y3jet8MWAv3Uo2OY4vkrMhHuqZukIGcWoRjwqLMUziwhSJPGbAgWNJaCUs+CEhLrgY2ZPG/66bIfGR5olgGpwPDKyQ42maQ36XNYxrtwsztgN4koA5QuAduNdI57D78cj4aX2nH8TpwRnCpYVycprGU1kiVQy8JsyxinR4+Qf1u5klAGOjtwT7fj9rMBKnB+GNG+FUqWv/+BD4/Qn7RfkhxKsdtbAn35nvdQTJShDoPGPZp+EATtc/k2vJYKpUu7YiQ/yg8JPEIndnK8/qHoDwgDj+KIUPqQoN4GyssnDjTjCrdGjthz2Jp8pjdA7MOWDBTloRRI8+FCwWX1Ixghvsn/JM+qP+xBTYo+oImjVmGekPSSi6uXccKrHTdx9UcZMyxEJFC5mXtCloqpSDsu1hOrF/EqFoxn3HbrqfosYewdvzw2nrcyqabAyd8xEm5Gt27ymAvlM26s7//hNGpR+gBqwH2RIr7n2w6oVsqBHSM+iu3qQgjTnJpsmiKACUAyYM6qkCgumtBG4yXTBYx+m7sQcYgXjnt+yjmjPb+KYbHU5LufJNvNQ0Ch8wuefVGpzN6D8JqDH0FTZpmoMGFGKUGpxTr+5vGJ2TEgXLps8T1eCcHAO1IH3DkOqo5/xNkMSKx8bZVX70DXn5GejYTX08DoFGrnpcg3PQgHEchTeOapiiJQLj28Z6NLt3Y/YI6sYAjSAdRmEaWK25Yst7QxPzTfJiMkDCKBOtVw4VbtTeUN5Y9lrqOWwTyaqvhRvE+YaQi4MesB2/MZxTa1udhY49cwk1YDt+YzjfkNaI/NSjOeBx5c3Y7gE+Ml9DpP1zYzi/dUO5R5AOk6DnZd5185OQG8Pp3xiielIyDhPMBtewVpXwZmx3s0EE/qnDS6W7bz6cOGhJcJBpAYX2prjJwo8bp97bY2FOnnBm/l4jxTgrCob8Hrw5yMCBeZy0WYoW/ObDmXDEenA0dzl5lyydzL4RjMQNUSxYBBba0YXFFR3am2+034PrIUPILC/5kdzVhSnhmxAnXOYTDdg6mmHv/vzef95GrqGYRuqbzxpgZiF3Ja7fhPOS24wBBOKPflofRsCbcl5y7EkrsjP/tnPv9ou7bzYSNnQw4c9qzhda4v/5pHMjKZNz3LVCSVT7JsSZ0Tzs9s803nztzkdkfvXl/sbmzTfeS+QfNrKF80043vtk/H4UyTczztT0NwxvZpzHp/2zuTczzuigr6f/Zsa5Vbp+M4930T8RflOP97KPiTczzrAE7s3c7rn5Fm/ydi/rHb2pcZboFs6bS7dw3ly6hfPm0i2cN5du4by5dAvnzaVbOG8u3cJ5c+kWzptLt3DeXLqF8+bSLZw3l27hvLl0C+fNpVs4by7dwnlz6RbOm0u3cN5cuoXz5tItnDeXbuG8uXQL582lWzhvLt3CeXPpFs6bS7dw3ly6hfPm0i2cN5du4by5dAvnzaVbOG8u3cJ5c+kWzptLt3DeXLqF8+bSLZw3l27hvLl0C+fNpVs4by7dwnlz6RbOm0u3cN5cuoXz5tItnDeXbuG8uXQL582lWzhvLt3CeXPpFs6bS7dw3lz6PwrO/z81bqi689i8WwAAAABJRU5ErkJggg==" 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" 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Jz9/Jq8hgKq2ueijnPZ0nYldoyQUAk/E5G4tz+Q6YaVOh4LYA/KYLckGpU64cl+GYwb86yAFg+WmllFLN6/Ocn5mmokO8iWfeDYD99B6YHx6XXQEFltAppZRSbtmplag+3ue0yGxUdMmtv+N7H1lj9bliuBUqSoxm9X63/BgAv30vMOeOw65bMo1FKljWxwc3T7oNgJxHLaY4FkfhklLq1LdsAGylVDg3Fr9C21yoPvQ3JUD53/2szvHGY1gkuOAh8TepvMGLr1c/tjsewyI7RHPtPzwap3emYdzBtdAoajvx2R+rtv4t5z6XDyh44C8B/CchhA3coJQKvlkAw4LI21sVtx8GuGVBfRfGVoWL7BAv3ghQPSKLYliwJnzPaaVPhQAgQA58chQqEty0UtGRLp66RwghrrHGY1gkOAeA1i/i/k+lBpDrRL40FayVNE9KOCRn4aY/Cky2f3YsbkWC+6f3ARjKphxJz7zBqyMqsFpVAPCJy75THMvCKKxZjyulVAjx6dDB3DgMC9VKprUCvAdN29FZ3lgMi+yttv7ZIjkzdUzuBYKLp9BuWblbkD5QICcdgH3OnmU2APhCrsMMU1Q8OEWd8jFgzLGLQpXNZhWA1jUhrJ6WqHKIMU7RHUBU3GACqDnARK5jIFNUILjoQGjfAAyXsceHg2hznglUPBDeuM3uAHprfQS2zkicCgTn6R8XQBwB2x6sV9w5EsfiS86RAAFq1R34zHLLHInXmKN9ii7oH20xfEqFzCn1dN8nQ5hY2p9hUHzJaY6HEK41yCZ8BvackVkVTyZgX+l/r+WUA3046T5UODil+4ACVw6QJIE8XHa2R2JWGOk2F2pF01fquPLVxf4tTqmA6Ve1zUUaUjIuDDqH92UWoCy3j+7PsriS0z0z0syDpbCqvD4lFy44ZaWU8vdfCDiA3pqi5/vkifvsSYDqCO8XDi6wYhRwRz+t5MPRUOIpcz9eB1lyarLP8NVkWiem2NfueWDgHI72PXPpJIs6IdyWtQ+PwsG1Vd/3bTm91arknIySs/tOHA+q5Epg3dQn/3w8a4Qy2/a+TIqiNQCM5IN9zyCzUsZOj6eHczyokhNQ7TO52RBu+2KaveFMcoBT1rC7MSK3712r47BtDymH8coBbs8b5SmrX+aG6Hh3ilNDeWQHFw6fxhsSGHSIvNv5OSF3hn4qOzi1NcZktEv9PMrKsKezgwvczK+0qau9lhladDnanD0gPzqsUg559S2c78zw1CBukAecLzoUNXPow1Odl0J2jfbTkXTsT9nBeaWPpK5Ud++oOElyQwiz6+5i92jvNAsEF+JOWqnZSTiod9irsU9TmqboGu0PD2wlOcDtQg2+mlwHg6Z/GzYY59zOTFM4XfbOsjxTHDhP2Xa6T2wNYBgilLpsTXffnqdld2QcUdIpCty5cIYOO0yXtN2Nxy3tZeXJjrshVegsqurAiRCZJzgymFcqnE6unfY05aJSZxAqmuDoPLfz7W2lXFjqyHMHnnuYfYITzIOoJZdPpYpGiNsgUnSjfiI6Xy7BLDQAiG05Pz5YmmQGt3Uf6Wo98UCSdAF+JAaqf7oqPYSyZEMCBJEQukYOlCaZwd3kpq+U0Z7CWHxIqd1ooPABb7mfNDnSbTo8MlCQZ15eKjm3pS9TfAMVYQSgeZdDT7UCTMBZgEqQZOw6dv+PZewQznS5o82mGvOF9I+rmW/0dAilXP3RMGHkiLliOsT8uzrKOvhT2f2EHk5dynOqv1J3SJeuSBjVlNf/Y1nBVZ0kaQFrW07n/YtCy93nVOAOYC+kHiV80Orc9MDpdcZqVcF0nJpWSmG1a+SCegaIxFj01FOdLzeVUkr5JKLtlObZX9TlkHNmnPKhJV5o3wnFTwLi2w4Qa0ZOPxbVqEskVB4g6jKCc7wk2YLO44AVMK3Ct7iQ9Nn+wsCLD9pejtk2Zd8HM9XpJR7x5pRS4YJSflUpb85vV6vrtqvbX1JKKTdZT++oVhUS2TWliDOqp8eu1uuQnrUCITi+oWzPSuma10eT+SOAL3lI9BHBLgDCiecOUX8W/YsuE7gmSOwjgN280zNDTCd1NzYHfhRYXxVLwCe6Ofw7/VNDSYC5+Ej3Wl/resY298gRV7EHbLWwdt039HvmzRJlO1BW6nMnu+5Fo8J0ZDGu61OiG0z3nQxnAHcSqkfgmHFZBjSwbI8KntX1lP8bxgp702WlAvpMxSLF2Y26xARAaxHcvvU6em8QKlDhkmTOWfKV+C7KXVDKWUru+yqMdRE3yk0pfrpD/OELUVsnZer3ppVejMrfIRSUCZcldQdaEzNCa+vtf7hyT0kBvMsRN0W5dg+XL+ufsiS1SvILNkKe73k2Q7WGyUi5LJvBTPTmauqJBnCTUuvzHAJoCXHG7GKi/Is6cSRl6plSLhzpN70euVYDlFLBVNkNqmrbWwiryl9QKqWjhNyylHoaoLuummvGt6Jn2j5FKqgvKKVkl0yMvjgquAWlVFjd8OfUtqv8qgrnUnqPlswRXZIA/HKw0MFC+Tz6rU/opNcul+AWpZRye6Bk8WUqA4SUfIudjTm9jBT2eX9V189zNeJRKiFDfHgnKlMDLDfK/hDALKbX9fjoba5EHQiMTc+m4eCbCI+g+zh7dY+wAeZUjR7PjWZKEaiSGHXKUv/tUZyyCGEb8Gu4cKKEZ8ERtqz2bVFnWZQacL2KNWFpp98PT06/q5ZcudEokdCRVud1FnACC/BshFSGHiUP46a//pdCAlX1sr7cFqJzgLggFyfbI8Gh7nXFqnyo+5sjdwi1rJRSjnp6VQVzx5VcUso92rHyJ2Ey6R293AOqKuC7vxhfu90f97um25mVzVXm59i0bkNKME+U0pbU0nvUJQ1JiBIwpzbSr54o+5TdeE4Ns91W7WpyK3vJOQt6yuQeY8lFqGi52UseiBZcNd83KaU6Jl8ec0op/x/94uNxDnTM5JRypjuKLoOcU860UkFVL+O6mi9LSnkJw4tKxb03yjvefjvUQjec+FQCzqNr7hBUFjovR69Ry4fAgAo/ToThuVraLTPQ2zPLuwaAs/1hyu2l8vMcARDO7yVZU3RpceWjXesSo5ecx4KSc0opVOJnoHRtJyUBpSWllAr1jCU1IsVayPZ/SEpOOd1L6XK6o+QydIgp1pB14CIQJn4GaVNCWamWhKYozQPV1KR6NS5h9TPtzHk6R/u9LpUzAzhBc1lIYIb0DLFNxlIAtIQwgDmVtmU37WiCodZT7aAqO+eEF2UXx9GrVTmpemrv1HPa1aDikeH2KCepJRl/x2X5VJuj12FJ7NBAVbbeqvzUy+5C7/1gSf+/0a0vIx5PQMzF37t+NQJ3qQeO26ViZRLCVRmvz9N3Hae0DAi9k1QJ8eFE3iqzrEuUE2256wFlN2UmaVk922IylFyqmpTTaf5SSikVxv95NGjMNRfigluKC477V59rl1zabKIcUPlLLpJpWwCrfVboxLRygdtFSf/TbtQXlVmVOnGWQ44VFXoIUHWTLqFsZrsWDnIszH0b4KF+3tMSmtcKB25QCvAipeR8/Ohf2AL0rfgVM3aS5XzvNrEc4By0I5rXc2f+8zcZPoeV+i7sbIjr9SJ5K1kqmeGY1BaJxJFoOh79lcWk7OKXA1yIlsGm1X3nho9TuvHyU8CymLZii/CJcvRvrCIWdWar3S/caL3pfM+KSi5wDwG7Jn077HcePA/b1wjZZt6Sh/W9ls0nX9AFFbT35sxGEw2LabprI6frhleHCEGKTAV7/1Z4HU2nEltqH2XyYStaBPUTu09Ze9xtQG2l21kiB7hjQEP2LPQCxgPG71Xr1PXV1NIzQDPuDc0jvDv+9kTTS2wFLk1oWZSdnq12OcAtgDre907lkb11Ilvr9NK2rAFGbBk7yTSwrRAgUguhc2Cyqfc4m2ODq0n2+quBMbOblVJR695ICk6yGCauMEK27cUuOy2LsttrksoBzljZPdk9XY0+CcCcejbJ2UvEiKENKDEttpOzqKNwlLg5jAWusn2d7OGjSSKqkWKi6emKpxPbVCwHLLPNJk6UJSejifX44Er9OqqmaRV2jBvK/ukoYbJnR5lGt3vVEQbsqs8BTnjiswNuLXZzLzs6cSb5usBP418HqpB2DmtTnk1p06PGIWkRTXBadtygXkluamG4A+DYeiWyu6QO1BX3xLTUibMIKeMRxYru2oCeRMwP2LxxkOCay55ObNvCR8sOgRt5VFQkgLUORBrVqwlOGZHwUGb0GRe9LNKAWO6YJiSjtNfVXg4Q3EOxbr6D8IiErgnR8B59Oa1fml0cDg5cM9FGTN6ti8RSgNUxEvTIlTQdHLi1WBvZRThxZo/nkw5FFN33um4eGLimfUQnlMl8svJZ8eha1pmBtmbYhebAwBlxFzzPWx1fLw+6uhPItL01tWLbU6wHBW470UYssR5nvoVI6jtdT1vR76vUW81YG1ljIu2XY/Z7OOoUPaPVAYFbjic1TRu3vfVF4eFKejyr3TiR28qUgZoyHudPRtsfEtec4M4GdpfDSdsHtnNj58GAW4u1jA1ZdtrIXLDdHw8YdTvzgYBr2joEEi2LyQSH2PMEauumbyp4qesN+eqBS8TIWe3Bo0CB/bRPsHPInfvn3c//S/0TvBptbiN2OFU2Tlt8bb/rgTL2PR+ffckn7fad7h0H3+asaVsnHqJqtbO/vA4tnPcdP9IJQWl0O4Azf9DgVuN9BU1ZdvGpIDBg503bjzaspfX5xt3QsSj3uC2JytI5YHDKjueAa0R6iVJQ8p4xvc1Jfm9ic+bWNIy9Bpiw8Vm7Z4t48eDOxGLkD+xEGxEQnmtNX+FTK7XbX3z4Gx0viEoJcH8C7C7bUOHg2gU3zwSuS6QJrTlVb8Vzfn9qfeaJGyupRezHARzKX+nlVTi4RP9tco2r14pNoPQ/bFTUV3fW37V838TmDNht0faJRbB55/NOpVs2Fx2htCkXdEIZ/DiuFa/j/+q58nnx9R/75GTj+ZuefGTdvBD7qO8BPg7XfcDHOeA2Z8T670OUJRZgBYAKzvyTTf7X2t3Hz09uza98erH9hlfeBdg80sus4JLbJvrGtizPEq9JCvWrSyVlbnzmv9557tzxB6q7H/vgL4JrASj/6D3/5C0oS4H9/+70Zy6i5GQ7acbT6BUmoymBWwE+e2buhFd7YfPbWzONu+0Xf8cVsefQ2iNy5qu4YVUPJSlehYDbaCTJVWo60ZTU2nJBveEvb3dPqFda1oWvV7cOrc08/x0LeN+n12nZ81T3DErzgKBzB2AB4Kwk1bKnHZ06ySdsLWctC/zD//LQSd/wzk4zJ7+2fH/1K2+WoL79ss+JsgOeg3DA7DZfjQ+u1TYknogHrg3JjBPnBuFvPXmfa6gbWrd7zJyYbyzaL97ZgNt5KJrcTrr9WY8PLnhb27IaqXHK4pBqN59XDp+4bWPxZffsIZhoPbw5uTb7x/8Rk8oKRtkByov6wW4VdHxwvm1p1VHdFZkn1XnEd9oPtN566/Gvvav11ivvd0HI33iy/LXy7t/QaxSRPtWpjIwPbiVObH/a1ok9J5o4hFb7awFw2Djqe8J7eBLg9k/WrJr94qMuEAZl/ZSjf7pDw4xfcue3pZ5uGvHAtUnZIZIKFdTbf6/64Nz3S83jHsqmdvdnNyfXZn7rXkDZ2rjYjJRTv2vikxucjH5bZ13NZCNWkDasSMLZJkHA3hHzMy3v1/ncYQhdqjO/8eTxByZ2PnoMuRJJxZO6sfUaTDMtBqfolejXL5fVBZU4tSilJOJSM1hamHvu0sWLF79V3p32F7xpJZRSwZwKlo77c+6Ce+RTz80QrxVr9/vtp+c74pvkD1RmRr+VVpXNWdiJ25leDdEU8KN7RyeDy84Jj2gDSqmx+vDW7Prsly7+va3IKrDORT95IU1jt7kSMzigzLb8rUq0BdOD4Gfvr+4+ymEsByi7iI/PPHF/+ZPlS/KGSCo27ej/MqLhtjhw4azLSXhLbFxrJoZpHCqVv1w8+ZnfelDa7XGkVd1ctO6W3s9bx+L/pm2/66Txe+tbUSYtNzbcnKTaAIUAmyB4632nHghOwHIzhrxofnNya2Yl9oakKTsXnlI0tsoUuOxZbMYFty3FGhgK3Z9bh1e8yZ2JYENSBfYmwPj0u47fP7Gr4lUxg1gE9WxzL0Jl8u2m9fYovcIU7fBk5hefOLX96eOHsaBpaC+oys9/dmXx9u+ciUL7bpNa3Okuq7yiJCZ/Wm0oJ/bScxCnnrvQ3PbDpYXHn7vkznH4/Veqyke8CfTWw+DI3HIw7Uf+JCFtT7DmxZkLHaJk7JKr+PxO047++ZbNITs1fLsbcye+8edH9mZq4UsuNhu4lJ5+6e7yEcoOAGeIZUyf7fVjt7nSHo+24lazS8nCAEPpL31LvPim77398o97r8Cb5CnO3PblRdb/64y1akR+T3aMEvC70YxdckLdPB2vODRN3odDaop32+biySPhRPzxE6xwZmf27Ytu1FU3iAc94NpuS9j4ExzXSnaqnaRiO/hBgu3z/3X6+2+4bL5clTBhBMpQNG3n/ffecpuuwpZFLLuBCY5+sIP1+L31EPGMqylJNpSGAhw+tua/wT9//W6Fnd+z/16IGdZPTr/9mf9bGImRTeJJh6auohq/5ATvkhrbvczKZdId4v+18ueGstSqU53W5RDcb6jd/0XZusW1rPT2wF4au+Ts7eq6TvkNfh4HHwyDEi52689euc4rTfNta4frzTrgry2w+C4zanGb3Zq5LBhcy4wnOOuUl8B12vca1b841BKe+jTOJ/7av70D4a0/5ax+nmgBu2X17H/tRDd2tf5JYji3+TjAXVFhWHx/8QM3hKuHCL3mwxt/F+Azt3+zaScz77P99Ms0jVtyyotlaKO94Kzh/eVhvnBb07YI5lnTt947ZZ+k3laVutwgu2NejwvuobKjExtSOJ2q4q7wy87JBRt/kxD3f3uk1HQWlaQROUGd7OMT0QluzGptykjStyyt+NgNolmUWvYm5Oc09neeYeneJWPttHMcpj39Rq+q1A1mvJJTRuxJc5ZfxCJtcf4jqlbAYSXxdiDYqsqF252WTJZ8T/QWXPea5njgzsSDz7bNt2XHraZ3+eGtL2CHDoR1C3mEu6aohETGxe3BOmYx4LbtWIau8FNxpg9Q4aSoPPF1dGlM1v3WtFQ3e832pmwz0TFT5BUIzotlaEtyV2d4kB1xubx5WMGWDS9Do0ZoK4N4s8JGLOw6qVO0jAOulcTOulNHPEoxM6cmrBdLAEs24nc+Ou2wK8/DtKvvWym/r5TzvFkYuBOxg1LLEbt0dLbd8lfE5ow9K9kA2HEWYVtZScWtItqtv53qxDYOuKZ8u4xRdvFWK/wEL1afB5zQ5nRjTsJ3zyRepKHd1n9T1IVtHHAn433yG7K8E5AuAV/+0qQ5Y/+JdCgF8OPCBV6wk3H+qQ4/3rfFiUmvKHBNGf3zyqIWAl5SscqcO/nWT1fXrwMqSNxjgPo8xBK7o+BW9I/diyb3CNEy4nn6eapOx4ZI82T1y9XNn+eP1mUZmtWZd3nA+SDpAyc6HaADAOVSnOtGEP/zLSv5khflSON6+eSsrWzPA6iYAO5aLDyUZE52bTRkx+v9Rm5w2poLbFJtRHlmABh409+cbcy/vw7fP8LhHW3yVXZScCXKbsNxOti9aJr0OJTnBbcRN/+WxVpndTQt768f36yub7ylet7mRgtulnA+mdk34ds9HgdfwqVrQpEbXMuKHac3I6VsGV2t0neAxou8ADM4mJMw/xChRXz23Ek6QyOYQBzAuRBwmyISCtv2VDtEg1kBmr8R2NXNGaspr5EcZdKECSXK6TlamChuTRltwvmgXRi4ZhK7cMU1MUjLOHuqfCdPVn/pIxxB3UjZjVzR41UxIx3WdQ1e9gDe0xP7Kje4JMzottRDWDvI0PfKHu+T8/buB246ws+aABXEfOJDvKGLUAggvWFuEaDkNDq+k8eylGzjUjB1bOHpC9vNQC2cunApUAssHVfenILDn7rw+E9/WSnllpU7G78RW5UeXzislHKqSl04lTIt3XduXCtTaMY6bKvtVK2AELbh5+2pLaj9F4kXnpRgHW5Zm6KuH9vR+ymQBJIN2+gaUGXHh/KAu0RkzeUEQcxO/6r1l53ZdfFnLe76jARVcbhYdk7AVHTfjNpe9Jo39EM5wLXibVxR3CxNenp8Rly/Vt7hzRUmmMB27nDVbNCSxO5052M8NhVwew6O6rS85gB3NhYKLYsjnRUR2C5f4zQwsYpvgvR2rlMVUhI7wmMBWPXhX8oObttu+3hR0eCiFTXj5PS0bZmHbYNrcdZQxrIvvD3i+MapGVfDBd7U8Z/B+JrwejJxsDks0yOX6Utz8uwhv7wKnsRmZ8I5OtUyKC3qBzZkSlVyYRLg5RTv1THX+Jt2LEPPMlVK8XJhes4rHxNfVzDtLeG07Bvc29iE66LHGv2WQ8z2Ro2WPSY4I1VwN4cd1o0W9efl3fZPlxDr/oZ4//obXOaaFsni+vGkm/enypjVup0YX07olGagAGXOOmZjdh3Y8bD5hv1pFk2DZPJcD/vtLWgjaFL+XhfYTKQS+bstS5aKX/erYO2ULxhTW+WvbHKr4bsNVZqW+JMkk+dVR/j9eCa0xuGxXDfOJC16hes6bzVlyP3LD3BjHTvE0kt1dknqZg8tO55Qa7K6eTftbhtsNnDKLkfvb8tyjY34bYMSa+XL9y42flniTAE86S4AsyJpcR+n7KYjkrjRb9LdT8byMye4naRnrYjH6JiQKCqVx6Y2pz5vUVMKzpYdYIrIAYCNBodTo1U7FVNT9rTITOCaycbtppzoClN9vvqN8oPiRTZ5BLACeRSgmgQ4sig7HcziUTlGsNbrwJEJXHv+ZLTdLPQn9xpHfkIu2rMlqnXpCG7Usdsr5v36Kb04aKaYRdgI7U2AVXuuE3xGcM1k4NqhugIWLtGIXzHAWJlaB07iUlGRGeVs+WH9qplMITR9OIk9F5HdxyKWAZy6KxYFyow7nh7QTXbL4Up1R/zeCa6vIwn+lVaMmndEbfSk1n/bbdRq83VCYKOfUMsAbseJpekZpi0PgAraUrmO+CTnZE2yRQCXpb598joXgG2pJ63pryUizS5Byyr3kYEZwJmJxcsWJryS6hCXP/iX9t32bOMd3MALCMxouhhhxOy197YXV786C5upxcM84LaJzyeocEhqYG9BdwjTmFqbXS/fs1U+AZXGmm5fSkZD3UbqPNJ1gBVSTc6GptXXQWIEcNs2QCsZuJpREM/2E39ZRTTLn0bycQWci4TC+aiNN62U/deRgIR6nDNlgMEX+n15BHArfwZwNhm/jbjjWXwHEDQt//ekZ/9SEyFRhnleD0MtK6qqk3A4CTijnM7Qa1Bjm3I9H7iW3AJU0tU3YmwugMTmBZhfmVw3DI4EYP3Fsm7bJ6KhcltSdXDQW/dsUHZX4zdFd4scFdxZlITzsfxtWsneZ5cSEpr3enJit/wVn0lpItScVto2ZCTxzcR5z9WiJOxylNvmx/t/el9wTXuCkygrtiasJSGDLAsAtbYweVI8KW80xW8uQeWPIi2kERVck/RSud694aW/0DLFgBMQ9wV3kvtpyodifn9uU0dHKnBdAH5fOOX7mXd03+WKU3MANqLKxQAPba6ZB26lPd/RVOlrvB4F3LasSo/Px0KBWcordIRRWAcW7erP2qyHwNpxBwAr6j/bWky/DFAu6Yma1/GFwUvp+4FbwWdabsZrGy3Y9AgAU2EBpfPissXkWXbcWUrg2UEAsBqJaGXGk5qGFsRO9+FBZo8aNyq4ppwmHWX6BNMBID08gYtF2Dg2sUn5QWS1gVeZiNRJZUfrb+ejKcQb4+Kyz8mOL6wO3LS8L7g1PKDa9vEqr5Bshwb4OIgH4citnAS4vOwtzNvwUNwbEvlrQzTwOx3/vT1kg9pwcC1bt113WwJg6g2qgTQBF1wahxvULSbWJusSMG/zXEPSjMSIMvqvv7VpbdhB28PBnY2KbE6uAGwj3A6NUZ6YfmqTQ1uI1XUfPvyVqvNvqMJa2QFgp23QrOG0o6on1LQ71bwM4JQdd/rFbQktkw90PrBHjSeluF+Ch4u3PsNJbJqR/y8rSc98GepUKt2OJMbg3rAfuIeSxahJVuAsotExzsh7p9aZX+FIg9PAsZ2yq2qWo+LtfNsyEWkmgNiCji1fzaRgs4OTb4pTZXcHZfNuAM+MisO6r7z9Sao7TGwhkSVlB4R7t7lRqDmaZlqk2aB0QBwnzlLGcOvhsBl/2tnukLJvR3zzBxUbAE96cM6b5m7LPS3l1wAad1Qh+NPVN1pRwZ1EtGW/BwQt60/TH9jrGiu6aXiH2LDjlHBWJfMQOO1AojviCLNb1E5Sm5uE7+ADO/67o6lGU1JyElYvEAumhPYruKHgwnTYv9tgaoEA8KIWJL3b/r4sN5neY3KrVAo+Pgcw+Vy8K+1kj27+Vzu1kTMDzhkaCVwQa8GAHoQMsMHEA9vceJNjNnAtTsvyHmjfyAnsaKhblb2H3H3aTGnQyu5zzMDI4PxauuhqcUs29fW75DuZ2mJ2k/kV/JpsHAYQ90XGf2X37gx5UVoVK7k6s4+b1XBw3ofsVLzkshN9K2L5+xNriK8H5Qep7oJPWUOPhcNDxO4tEfkoO7Db1sZte9/TA4eBc2mkdndM6p7nmxrdtmx+Hd5lULd50ib8MT1haEWzwW2ZoNUlOA9UfGApClu6PmRQHQEczptAR+W2AfF1F8DTXcyZ410WHsye5fA6XmADtCqRcFhJx+R5BsAgNDzpE7WOJERjTnCijqv9A5ougLXVfud7EiY3KR/bKT9IeQdX79iKfdSfl9q9JQD0yTdrSMwn2I46hDL6x+wZGZwFb4pC7FgAc9Ey9xTY/sIW5WNsLpgs2py2y2eg7aOjatGq8w8gKsLAIeDhJMDx+T6hxHppyOLgxmOfuuzCdHwugHLFpQvPXdj2PvWcU1aOUu7Cc1KooKp8qlX9gH7ThTeoy756fFsppWaqSm0/9dycPzmnHrn4uF5uLPd8roeGrhqWwCuROi/skAI/BIl9mJrN7NrphxXl+6lqB6qmpTtNy4JdXoqXFLdm4EfeBuxanHTrANv7qHkJgGEUXOOkFsuEa5qYCLYnXCbXKN//yWt9i0Ur6iWxGncito2sAHDeg8qMD8JR5jsAts3Buvmo4DzgnbCRqPkzOsx0y771Fyg/APWSObHF5CZG0yRR41qy0yQbpRtMsaeDgY0gRvYDNwUEF5yUpa/qfJkSxvq0c7fNL1vMVCxxvz7g3oKT0f9Qac9MSwCrNQCnXjHR56s095e/+4LTg0GN1MFwte8YGJdtj5l1praovBcWLe62K2XYllqN+3N0mSfa2AkHwKC0hT5e82Q/S2FmcIA/nV6inVI2rE9B9ZOIr23zZZjaYmYN2ruCH2sPXB5KwueiK9EUEwAbcnIkbCMYcnw/VXTC3+Wy/bIFd0vmzfdPriMeoHp/qUUzkr9N2T5nzgxD4qB3NkhmAGXF69bjg3tpIu1iUW09ujJX2oCZFSpQvg/utlm0WTAi+WvAr/T9J2ERl3S4t/HBIZz06WbesrSEa1P9JIHjUreZXWPyD5KDWffgEQn0iWTEtAJaQ2eDWcCZAIfTM6Yp5lxm1+Bu+b15mFmj/ADlQDZ0B1UGoj3b81KsIosZJ1LH540BLtaWyk4qcr2Aj1O+H2ZXzrNFtQl327wc+z/sxcurTQmYKf7RJuttWbVHBTdsbPWfve/Spacv6WDUS3HurPCWlDunVPkRf1Upd0H5VRUkp+3Eg6a3dMFX09vh4S6mWY/LGETes/ddunTxwnY7evW2Uko5x/ShFW51211Q/rRSy0nUaDf5Lzx1wVentsPbFjp4Dj7uLiO47Wfvu3Th4oVtHeJ+SUWH7QUloSMxV4+HVaVQyjsWsQmTmNTOlQjcsQ4wfveBR0PBDWtzqhbPZsrASWhaAOVjCiyLUvNRmuDYTD4UDUdn4hdadv/TCk+OGJFJ09AOERrx/MjXsTu0FnsEk0ObgBkuWsy7lCJzedOmvGQDBDhUer2St+X+uvmI4FK3q6BMJvRl1dlBPEk4S/DoFhObnIksq3oabQFg95FzbfeFQsAl5MEOIlqS+UklqVmUP075fsSNTVsXcFNSjkWb9mz14gM5NO0MtJuPB04P/46+eAMnmdoq8fP3e4sWL8RReQ047GkTw1YyQqUsDk2z7BQNTstin9Thpt4e4n7pzf7mn0xtEbuKbkPVidzVXbfXgKWMvuuWecGVJASw2wImSB1uOq1sjjzhl3DE/ZyMnJPX9exZgF56C8BMWxzOD9+7lxVcZGgJkTo0bPvYOm+dia37S60THLnhuG75TZvpZMj7mRR7DR1l7eOQkxEcoMVBSzaYJXWk7tQu4ut1jkIlbl4nYRF8E2i7Socl0MZuzow0U80Azo//OHqRfiu+IR6UvOs71eN7BEKvgTWlngZ5iVl1Vs8sIy7KrnrFgjOiPyWAI7HhhKakfpLpn/N5Zck4xO8CbJHUWr2TiWcAPJRpbBgFHFHYTsClKmPNyZArM014HiZ/rexyF7Bt9dvGtRISDRPLspwZ2yjVCoD8Mhyh2gJQ1aakZjNjgX8YatBaiZeRTDv1/iLoDtGUfQaMMcG1yQOqhLoY5o1/XJlao7rJZtTANmXKviCj31jQ+e2gkQWCk6RORlkH7wrbEsTvVe8tb9wPL7asaABIbeNyUgz0u3exIUedcI0OrmMt/qt6Ht8AzPkvut6ixWwlGrg2OqYzEY4wgBIO1FruyBOuDOBKIZUYog04cB7U9O8frfmpgatlcUvvy1cs0FsfdkefcGUAV2nHl7RBz8MsWHyjIhBf40RUl2f7VSYGEGKDMnOIkf3BdVMZOI+47/BveJL5W5d1XbZs5gw3EtAekeVrQ5zAoyxxz+fqDfuAi3tb1PJ2AReUxfNPfpn32RNrkSPXWaj7Wy6QDv9kHftFnWhZ2ceG/cEFMAVerJGFaJvgeW47+zWLtTCqrKbNtAy7X1ZV7UolOJtYcooEFyMCMKNW44GS6mfX3Ld+40S0OU87jljJK1KDirtv067WDwZcQKQ41aKvTwGNcHEBfuK4RpH4nzWiP9EyiXtas18buhg9DrgflIjUEtwSaKvOVvkOZbOijWzKiu2qHolmAIANi5NsDF+MHgec15NzGPZ49jwtuQjADiyQnLSzJrExWSNZwLFEL4+CwKXV7LAlgbJEsfhWJ/JDbHvcWIB6f70rPOtGdhVzZHCm/kkvjB4BSRArIefjU10Cvd610vl+c2QrZg5wgNnl7VaVOCvxRExZ2vYVx6x0ZcezysijKY0Kboo4jnKbFnF/1YrS5zs9blobJm2VCc70LlYXCA7wRGe1Mo23dlQ3xlasKgW67IK3uxqcjl/csjNPuDKCM6OHrCRHMi11a9xsBwfS1Tevld/ZyGtz/wgMY4LzenJs3zQoER1KBERtzu6aNSuZT1MaCdwghxiL+3QfOZu0uDJgx4tcnv6P1FsGRYEsAlxEPc4fZvDlRYBWe5u0/k++HKXtignsuVnND1nBGX2SBlVJmC44mh16usaUzYqZB9xEn3MJJlo2GLTseO8PtDVm4aAH21WZU8UcHVyK/PZW9kAH9movYqebZ8PUvjzXeK8iuChKAVBeB5qS6Xa0eEmFSD+vQwVWBrlNHwS4edKyuAFr8ErY0Vna7dOa2pZ9tq0UD85LfjqeVTbVeKBaT4asFcDz0JGYXwVwpv55oSvbgCNh9PZXKXcoBzYbcgw1LqFhnofdCkVKt2sBVRlV6mbngyseM2Kf/Zij0XBfJv2jcFzbCrqf9Yn+ty+EAIHv2wDUoZlWTQ4IHMCsl7qIvlgJodKWYksPxSlb/yiD+wvAts/YutL50fi8qUCizb5C7oLqttIs7jDRuRf0AMCV3NSFTi8m12UH0Gs0wu0agO1yZ3D2vLSvRw4dqqYEIJTRpZIhUUeZxSAq4lU+VEiTG+4/t2trCABWpS0tVGz7cpz4fdG20bbsRD05QHAcqyVJp+vWS9GvGf1GGyG+CpwoQv4C+4Cz25/vXKF0e5/1YB4M2JbiUjHYhoPTXsnxVVo780ygO+COBzbbZsZ1yyE0FFyH2b7d4OEdpv51Urd/lBfwa3gdG6nGo6HgDLeddnvQANjJitOs7i+jOyqNQEPBxas3MTnRb3vmkG5+8/AOzowTRbFbOg5fb001MyuVX7G8yC/cCTsGfbNpj+ga15d8mQFcr2O7DWgrXIRBWh33T2ZdjO4kp/Ny+MD/wIB8zURJunSupiyuN7AfOBtIaz9ekgqBvS4g86z1HJKaidbtzuvh4Kwk5QDYSXxCG2Ctixc/YY9sYjX7ZTpd18P71nT0iIMdAE49uVOC1vuvdKE7Mapuvmr3ndMuZ4o/Z9hoHwkABV56EAsiK3nSPVtyNBNra9rum6+6weyz9uUS9VknztE/DsAR4UDQ3mwyWsEti8rOgFvZYruWoq/Z2LMapJW6a+qfuDC35ajWOLOqvD7ZodGVMRxc7H7pyK4bdgi+tuLsRsEelTmqNW56q39+4J/tzNhngvPR6LfOltnWxCUAlyRgJEPcmZ7zTvrTkvL6PymONLv0mX3AtQG5Pe/N2oAfV+u2LVagaY8EsB810yf2jQRuRiZJr+O1MB6mYx8Ak9vqo570GLnt9FJp6GU3VRpAJHMF4AcAsgIW2NHrDaCZSY2z+mUuOEtdNob9PA899AZt0zK7j4GtSrQGei8oQ6txbxgJodfvqaqDTO2BGwGc7q62gzUz+XWR5ukmX6oAe9HEeqyQ2KvJQndDN/b9zBGHiXvF9l1Jpkw/Yc6chJP9ayobSdjT3ncfJ7QJ9wV3I9AxkdkDysdxrPUka5GWXHAyoNjouGoAoKAECpvVitPirMsVuR84UxIdESZcZZMIFyMe0MwQOFGye94cQk7H1T0WwJ6tKgBuyw5xpAO+sx84owHCBm05sfWQ1WqfdYNXglX5PpkFXAe18JpCbhsuoKYf9Sqo41qPdfc19XtEbWzSAEfPYstdAs0pO5nwxCazJ0x2OFvyfU6bWKHBnvkpnzkO8/UZD8/bD1xqc8OfCNqgHBfiSca2zDZxUHFM5Pour+A8iHH4z8rLTgC+BWVX2ugzCfY1Hr5X8ynpMMrzLwFcA4ZloxvgpDKzLiMZAC0RVkOQxyVVZ+twCUw8GxnAkj0vwfT3BafdMnZUa7stvktJCbqYnMm6/hbCjUK+jYfmS7hqEhpUnRP4Fq4kgGWEDKLvDKcZG+B5l8XvKT6slZ0K6C4nLGeyN2zcvmSqTX7PRZyuwANma8YLjrQMPDuK7DPBFCdMMPb32VwH1B2ChoLo2M72Kb+OnWP9LQDm16cdGRoIv75rSZ8gNeYY4svGU3Uw9wVX9oFwkpLlJ3PsNhoht+NjR0cn3xJzDotPE5hYXsu0iRWVEoACu7IumazvvyNmWSn1wsJT4YKvFtTFS4FSSs4+e/PFU3priJxaGn1viCZ3QSl/SVWVN6cu/f+LO58YybH7vn/YVekq2a0hFw6QljFecr2AbB+ilAQjmTjjIaU1jD0sYiO5JAYClSEj0SkZIWtgFIxUb3Ymmj4s1K1LsEEW3tYq0CkHJdDBFnYl9nR7pxEomdqND0aQeNh/5GnDcZbVU/GwelnvlwPJIln/q7p79b3UeyQf+a33//3e7/d7AYbYoYSuKNEVkYpoUyQ59G32Ds4XFYTeb4AB7SAEkrldcnRtpJ5Ti+YcPkRIHRwIuCKEhB4GuoqkIubHg4ycCmsbIqnDqjC6GN5adv9NaYvQI+RZqB0joZL0B7EFWIrDOcitheC8ZmmPwqAY1ZNx40DNY+E7hCNSpbYAoE7sHYJCEdWhSuTQow4yB7nkYNogBvCGdCVyX1KLoAoExOArjoFI+QT0q4Sg67ThRJ0AM2clwNcAl0hhABY425BOhg+HPZ3PBR8wiOAO7DvQAQxi+E5E10qeCRJvXqPIvWH2AG564GEAQTIWhF5yvB19ZymJ1wbwALw+Sd14m3tABPeg7eTPbZc3eBUA3xxciBRQb0O6nZ+ZMFqOsAJ7y22qWimpuAkWinvUcfiW6tf/DZ6H7yWP+UM5t+mUokkNW+1iZfNVABVlZrbe3Jvw24Vw3yGpd/uKvmP5/XUB6b8Wdy33E4kjBSt5svR6fRqiBqc4AIEicQrly+vAdvKfksWEofYnuI0bA1UID2rNrkVMPeg62sKyqr/edhrRKngKtn2ol20mA0xtix4clyd30x49siNbROSRdOLWpvhXnlx7+kgPvKfPhC4+6bdExJToRi2UQGLTl9CWyJTAkAhX5EgkXkVk/2qJnFozY1vi3HNCYrUY1eKaaiVXOnHrLfGvPFl/+qGqtOYlFxfJkVzQ2NF1QzSGBK7ErkQVkYPsGUT2/dJCU8UvxhQ2lIRqDFTPKr1M6JhUAw30lVssrKmInTwsnP1X//fBUFLdq2CoTfBY8an9r9wvsvIAp5hzuhK5oStR9jf/T5ha0votlVl+Po1bb4nPk2tPlSFzIyyEI8CIbJGnIsoWCezEMrWMHRG/tMDRa5EHRM00/ifZjcZ2K5slaQhhlWpfjfU+OR65M5sXjET8FcIatAKwA8aY5zwAr9Rau41QhR5hZhnn4x4nGupjpH3hIkrdh1lAAviKSFj2azFqyfHk9XSVnX/PCwgUdKGjgN8KvXXQYIzqOjSd/fm5UZRYHii4Mmu/4n820Ea1SC5QUIFgC7Z8oIECHgJNL3tmBaCuOa405ucmG4OgK8/P03P7PqysF5/cYYc9at6qJyqAlUSm4QNXB9m0BlBdiRebKlnZqsPwWWCTvUjuNVaObxtnlZ46W4OOqAcAd4HKV0sJuvE/W2iqpJ0nCzwNiQ5otURuDfW/+5hViG5C+2oiQ08UWZ3sIUMB2r+5yKe6pbF1HlSB9SI5saRK/eq/qkNbibcbBFVOkgkO1w/LiefyIjNA2xv3eH/KO27BSrNITqPr1//W0dcBI3a4h10nht8GqJRPI6ovsFTt/zL+V393zI1jf2o6QxUH/siN7diVyBWphbfdShTbMjjLJDQHzy0y4otIXBEjPBpzw3dnpSzWOS+m6xF5PKp3FF8r7bivdbws2FhZSHF6RXc+9z/GeJaVV7zRi0NJ82CkcEII4YfW23hNFTu5jXfFzzpSMRYU3Ijl7Y3psc8sNTvpAIGEbiDii1y9VoskdMOW3B/cDTOvD/4i7h9ERGM8Mc08Kr30c7dnpSwWq0HoJaLkq9F6j3oQqsImlal6FqANz15McGOolccNaxDVKjOe/P2ZSQvkDpOV4i4Sec3ToBpSml7fomMYRoWFNfWbV3/gOnn0Tvr73gczU1aLwQN77zqgGxW198pfcWCLld+uxVVIpU4L4VPBykcvZZF+NVMI2YhmvqmQcz4P2EhOBVpjD/4QzpzCo5UQqC1uU7Mqq7GfRfaIEht/MddnJ83rH9S0KXFNwqAlV8zY3JGwVa6ij9yF2kLWBswo/4jbSWv7tcG746GvDK6XycW2RKYcBC39vB2b/rj58xKI7U4WjGpZvx6m16hJZGdebIbS5cUq1at1IILDVEbmtL6zcBmOQ+ycPsjCt/hPSaCTaSH0jF8+SMW5k4tV27EdueKbshm0QteO7bC+WI82CdHAo5+EImYSOtpMcw5gvFefQs6llf+/W/0ty2/7xM5adE4bmixvCDLbMYOsA/jL72WZc3/lifhjE+bkIi92ABXi1Nsv8eUNr/Kp8WkWRchOZCUi+CtoJ7n4d73s9q2/MbHdDjIxkLAVuvHzZtCKMUXN4TFxTuxKLaqZ6do1bZq6UJ/MCemyYu04fJtQ1Ymbz15QFb9B89zHaw+wR/2kF4VJJO0ns6PbAW1NTJlmmykVCSSyD8SviIQioXthOWdqd5fKThJJu7yBWGHKl/IG0asSUP3wF3GugskF6qwK2quqfuqbu5coGZw4AylA6E1KmZILPnlSByqnVezgolil0Fas6r/lDyY4PkDgbzlpPFDk25zjyIFjsQP+HAPewnAiGo1MtJ32vQYqk3HsAOj+ZHLOceKfxW1ePLeu1wE+6wO0s1Pp3uvbKvXzvEIPXh2rXpFWSirJftMlIJDdQVg9frBqioiYYeu+KFdaIqYErYgx8+usQdSp5lvvF46CHOeFG2cRIBbK6yuvv4VYbHNi+GN0tFJyVW4tIsRYCEUtEi/VCzhznuLHpup2lHZQX3OujBspU3KVx4rzqdFOxgq5kOn6Dff0T4ET75j6yc3kQBCpdWmMM77OWqtzOcQA9gr2ORXfCx2SXWl11HK+HbAFbF3zGDpEGFjAPeLSMIuy9DiZbG64D2P3fuDWQo0bUAlFnk5sEJcIsYrF0iUAet+DrrfhSL19enXH4Wo4tsZfPjmjZCBjsAdEXvta2Pp/9QcWlgOpx66fAjmcyB+E2x8k63TVlReIX6WJsYutU1e+I7j8Oieh/DXGQxER2dxMrsRQ0+iK/N+afCgiz8alm+pn86JwIEHmuDQZHkQ0uPIjcaem+xgaBAOHuSBnN5OA4ePjjajxD2OhPNhZIt9EjuQonZ3rhT4XGzPOjyj/kZVFnh4gGkzl5BOLSFr6CxXr2XwK3sPIUy3ohGMhclFjoXefGwuRe9+/JBYTMErOm/zwe8t+pSjnWwAj5JKjIMZjY1mDs1mHj0zACLmTcOKz0hi1UpsPS3rxGSF35E989sw7nXhvOibaGEzHCLkfTy66KD2kcnEsaY07Qm5rcl/2tLTjvAgmHA04C8PkxPEpaowWERQWA4uh5iyVbJic9raA+2Of3VuyR4AfesulGxpsI+1OHJ/N9NyUxfHGUqlGpkw9DeixEhOxlu3m+PfLJRsmd4qXKLaNQjvpGX0LY2guk++V3vFmJCzjYSginWhcLocFmcdi0F8aelGKaLpv/JFi3TeA0zF+KTwMXlki1wB0uStpZ4H6lWBqumFyWx8Ax6PTAQn4YOnGmpnspvDT336qVbk9Jzlx9oD9cOQ5DdXSNt0iGHjWTTjdTQPHn07605tzkjvzNoCtMT26g19Yfy6GcisfzAKcf3LikOmRz0EuajWKJ8vk6MLG+0tyG0K0l1TpXk1t+wzn6xRyHQ1ob1RfoO3RyM+qXHYYA+DpfuJMILqW7FpHTnbncPjRcus9CEUkyjbPClCuvj64Gi+4u1PeaXhoq1siIn76noPBHX96V3L4PhCNaZar6F9tZJF4wZmt4RdjL9vqDwEe0l0r51fpMUa7kgeUT00YvJF4a5D2pLkYudIcVcxfa7QB2SBsQFFirKaT23sTONXeyPs/G0S5YPTbw2+ZgdIGiH4+erkGaIvAg54aVGAZZlck10tPHTmOx3z8hHw28I2RmjsNnU+UVD7jd/7x/XUgbrKjoP6uld0ZXQQU660ILRHZ7MgoVHFPe5FBNhjaYgjC+9nXKiKaxqC1+JWyPlaxQYhK3aRsjVvHFA6+1M4i0/VgaGJ9ECbl2KFfhVN8L+uG/REjmgJTI9mX1e7dMRnQy3MrapnzZ5xmNSqptN33WyIisiuRLRKYvkjUeiwiEVNyDkn2ZbX3en5tUF0KFtVRa/gfDqPo6He1V/XzSidspNV+jyiA4OYObPi+42yfjBo9F5jSCGwRib9e+KP5f8kVwo5id0Z29fNg4Eovqug7Ik8keXlaLqYEIqqmK+Ljqis1G8wn5ZwrkrsKtohERQ2ZvDDzWr07cy1RIOeLHEglQHRFRCSM3eRF2tS0QuzIjLl2A1gD92GZXLFBvKhuHQK9rkqvHKixgtG9v1Bjrk7ALhyituEsOby0++560gCiM+5YOPuNPbxToGsyMqaXuLZxRY4GPYnv5oVZ0GEwZ/YkhZyriWyKbwSpusXRQeRK1BLRcA1il+vcDHHWV3E3h8b0sjQ9IrRFjrKRWGPmj+fGINq9L3ND26JtUe7TmJrELdm9G7YS/S0QZcasUQmaRnjNNkTELqXNycWGiAq0KfIwLfkoNu/nlPINrPhG+Q9ORdyS2BXkYYApUUt2akF6bqiqiUjMdb4Y4HbiIWIixTp3LJ7cN4wI/LTkT15tXD91BuU/CMU3rPmrXAyx17fxnWSTX9Yr6an0rQhYqTz4F9vgX6mM88yW5VwMdujuyF2Rb6b/wT+QABERTWWgDyIincidP+dCkY6ErlCjJVFLgtaoyvDR6IZhyikNRLxY82VH7opcTb+tjiQyREQ3wZRo8Ian44beKeR2JWwJdvKlCTzGk8uKdcP8k3deSuYojpdcunNMdRV4bRs6VqbuA93ZmqA5OlAFxaMgWXMttlWfssSVwJa7cld0I71USRqGBvev4eZL2R96ZC7w7w8GCnOPFkiV5tzg5DqRsCU1qUj8JXlLRETXNkVEJDJskaJqxev2Ah84Ktt8LUUuqogEomtSk/hhsu6IzeRWujp5MPgGt1vzf2BXlpabDepctIY4irrEsN/VcDKwRmz7ABgOAH36xqujbuwmojriVG4BpORCC9aSmU4cdkJ4c2DllhplZfNLFa+2/UW++K2luQ20wAJ0g9gyqkTq04AabOWkrJQHcBpvn1x7b9h6eSq+cW5yPnT9JNiR9RB5fpA5qXS9/jWANocv+P8uVSubB2ed5XYai+TuQIiKHKlzqJ0V9D8ic2u4BYAQK8DnRyuAfJ5RicVYiNVYnlzSWnVNZDeSsKVNeRjKrkRHspNOL5NWGru+K6Irvc5DfU2iip5TIhGcQ4kg1wKjCqHSFi93qBIdsyqwP7DijdkNDupn1ejKPj2iq3pOiYS10PmUQ8hnwvUeB0CfQ65R2cfXHu/oTLQXua//rpP6Fvgcbac7/nUjuNI8B7kk12NbZLMjuxK5kb0pIk9sMaOHutIR2RQRkTByVe2+7x7pmq7pmj3PwevzYtJkoLiGOMUH7y/Z6sBbjli9uvbCTCzZifzVWxsvewF11s/qT87nu6qMcHbOPdyVmoSye8OlJWut2H26GT48ytZflY6Y+vq63I/N2A5aqvLWxeXcOKOw4ZyrSp2QV7SsbrOm8MKtTp3MzLl6iqWv/9P+xgrdnzjKu928uJybOI3Kyf38PhYHfZNf++qX5VN0VdU59IPUnWV/PRCn+2UVW0bUvl3DVdN0ARaENZ3cCmBuaYeVbvP6LYX+HCHivbJVTd1ZHjc59cLvSN2h91JzTkuEpTRkRskB1B1gr6N6T6nze2zzZy2zuQ/VPYXeVrQVb9bxUVdtf74vn6nzshORZMUcS9gSc1f/64fyVmxKXXbj6y1bROAfqIr4hoSiXcmMhvTsin5e3fs4JycSiLbN+EubYse2vi674a3broi8AZhFM02Rogh8MoLWOcklxZroGB2hf8FCIQ7BGa1ff+7e9z3gnysIqYelDH987go1B9I6FwPsEX+/yfGW9mIi/79YK8m8xGj9sTByiNJ4NYAStksxZwl2PxKR1L2GKQcHEj+yo5aSHc0tV9IpxaPRLPe/MrtYihOSRzPXOaOakXFV+ZCIInsW3+UWcPJuWzaiyv2pTXK2Irt8thDxf2VWzo3R2klPMnCBk6bcfwPaPNmz/vP6LBWf2atj/YVCZLykr4hxM+Ykt0NbxJBgvSWx/bypvj7z7Pc5xApxQYiq3Y7MEJx9NPqClFxck6Qvk9h+3X5yIaYRUUGIGrd2/YXN7+JqUqyVs092TfxViJ1fba4vq1NWQm9QUB3P/4Ghljg0LWXpQ8v0XZHInad/nQdPN7NQ8v8fLfqCgQgs4O9p8yOZbGy6OJ7aaUBD5Q138RfE2YTWMvaFKrk77fPjZ500cOb67V9Z1LUF5LMS88/SedWyyoWjGGyM7oO/nMQkz0W9RM5PLZUsgC32pKn41BcU7fj98+ZVGZlKhtiIU1QGOdue8w2XqDif+fLWzZtnpb2ZJ1+e9xUXWI5DCFX6K2aoTZHH2Q3m7OIv0+QgVMlvp9/oaCs/u68/t9PQSySXGdYcxt7bsUNfpVPA7vrfmfMNl0iuZiTLxx//hbp34tO1niXX28G8b7hEcvsrEgCy9bbUv41nNcPk+u6crum5zAZhb0a2fCjxjVr8/Gf1jbVsZmzKWMXGj7VB9O2tky96f0r8g3r4O184fdDoJIPPAoeRXx65+PSLL34dj14v+pvRv9wy3m1nhr7jh8hx8/5LK9XQiEz/tikHdxWVoFbppHtAcUuGdvbui4zVTb7EYg0fnOB93+Lx69xcYz1+ZE9qB7cBTkfUrC6zWA/6L35lvd3EbxgqfC7Az1or3XD42VNoj1sBXVqxGr6prlVyjb1sCRG3jspTFG3IgWhDuR9jsa44oedfhV9Kov2BEtn2kE2mhoCz58fk3KWRE57jhWrAQLPNyb4YVkfkyb/JiTPG8eGlkdPHV3i+8MHYSwNGd2jzZwXqbO+Pcwx/WVUu2izHc2+WyixrBYnStoxzkzVS585zWngJ0VY5nisZN0+Hsq658lf/dryIeYjtIpoPU+Hb5Xiukxdhlm+Fa4x1GjeSc+FQ/GDZ1ZjvlOP38uCfW5SOlTEUieeKEQyxzS1Yn4mI6PH/aQ7QKkULelodsYsKbyJHPx4vxR3JuYEDJX4McDZt82cahtVqC75mThkW/H00qvgNjHYlee57ACd2PO/+YBnDkqDCW/6jOGVL2cCfsJM2bA+RG/GuAbwQVN5ditzwtCh0BsENEl+ZA7FydSPJiZFp3hC5/A+f3QT6q7n20GIYzu9g8BaxtEdbAR9mlywRwxnTmQyRy9yWp46/u9dgPViGXDh0aJqvstCZEyt26MEb6ZWaQ52wk54DMJlcbrHYgeQcouFjIeeEVY7eGYQiH1BE8FZ6JbGn2xr9zhC5IweAM/guJH5Qlht9A6cULbTODhH9Vdpi5+ORfu4GalS9b+jT6cDyLDUW+YcsKxPzy1Gd60B/F4jXeUk7IX8MwKsKfFmLRmbKQ+S+6QHQRhpkptDhEtzCoepdaB8bdIiastbVER4cg0Hs6M80Rv3+l8nJVQWAlzTbzOPZ4giG+uD2IFf6sALqtBG+0zPQ/AFARNcbt0lSium/n7zAIHehuByGKoNvZaH4lICntL2jyKfS5bVE7T28PVqqQ+RSK42f/EGqg+Yty80fOkQ7P6x0X9jjuOep3+g0Ph+Hmde8F6K2xTDK5HqJJcQvbvMBnGtyd6sUk/xv7vhs/OT6Cf36ofkajk62qf4b47YVy+ROjwHkZ1naenosN3Lbn/43HGW92Xeav4cPPela6HXq3Sv1ij+DXJBQ/IyXmp2NPj8neuVOOB8Vu3WrD8pQ29zjh/tYTWKHKo3qqPP0IXKJa93wnaQnoRrMNI+dgLDcIOJBNLSInZe8K1blWR35fJCMFSuGP+5UmDI5pQC+E/nJHsJKeDBkuj+vJ/crQ53W4DPbzfqJ5zgh188suGIn6zNjgleK0nS1ZotIbPpusoegYWi+P7d6VXktEg0mvrTCRKVclCuRyN0pegpDJgc1W0QCVxnrIiKHMDRLX9TIcJDOTAMaCVNZeiJrr5WPQJhCLnzPFREla1BL8m1oORmddx9WGxKZxXhtyoKvvIboaA969/k5RQ9Oqch/KM9OZ59dNgurrFqFqF6Hycfllr72dqygfk0cExRhJU6Oesvxvn9ObsY6RlC84Ex7ukSuCvTxtYf5PTgYHSAenJfc8JxtxhhUrACmqgkViWTTjjJ9yBJqF+MmN8dUdadSndMWPYPrRIhTHbU2hX79HBrJYzHZASiUi7XbBAyfDprKOIWXvb99kcRglqZ2kVxbVahoOCzNlZw86PvLrbAn4/NT7xbJ7aB6bwKlWbWQHJZwBv07FyYgK7x8PnLyGqw2AT+pb0kXp3FfrvpYzyC+NG+Xs8npaiKC4F4yyY4BQg4e/BEcYCF1WdJL0AWQ69a1FQBSZ0U8DA0DcbPzjJuv4V00Nz19xCncDRvgc8oZyeyw5dHdIYabYb96xreUoSbI+JbHdD3tArnAix2PkH0r7eJ2f+GTHtGzP1Ic/wzNZEl3sdxWpvebObldjwh4jOdQrfjg6WOq9ffrvxmGwWcMBTfH7RWcC8b35iR3A8LkRBkv2Uq+DvwMX4DA4QsrFrxuXXhj9abfHgysIH5LxBcksUoTRUNTEfH5ObHjminxtJHw4hEXyFVEuSJBrtgXPSeamkjw6Y+V0wAF41tqQkvko5LWocaWebfkLxxxoS3fwlBQLRlqGWqMivDHhoEry341PVGujD//+Y+XTxG5K8sVE94cfeCnyK2Qc2w3f4o0xqL//wFWvbnRG0kAwgAAAABJRU5ErkJggg==" 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" 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“Fig. 1 is a side elevation of onr improved concentrator. Fig. 2 is a vertical longitudinal section of the same. Fig'. 3 is an enlarged view of the principal operating devices. Mg. 4 is an enlarged detail, illustrating the yielding supports which sustain the apron frame, and the fastenings of said supports. Fig. 5 is an enlarged view of the under side of the lower support of the yielding-supports. Fig. 6 is a front elevation of one of the apron drums. Figs. 7 and 8 are views of the cam to stop the feed of the aprorr. Fig. 9 is a detail showing the stop mechanism enlarged. A represents the main side timbers of the machine, supported upon legs. B. O represents the endless belt or blanket, having the side flanges, c. This belt travels over a frame, a side piece of which is shown by D, in which are journaled rollers, d, d, upon which the belt passes. J is a large roller or drum at the upper end or head of the machine, over which and by means of which the belt travels. The other end of the machine has a similar drum, .J■>, around which the belt passes at the lower end. Bi represents the water distributer, and Ch tbe ore distributer, from [432]*432wiiicli the ore is delivered upon the belt. The frame, D, is supported by elastic oi spring straps, E, adapted to yield sufficiently to allow the frame to swing. The lower ends of these straps, E, pass down inside of the main side timbers, A, and are supported by them through the medium of blocks, e, in a manner hereinafter explained. P is a shaft carrying the driving pulley, G. The end of shaft, P, is provided with a short crank, f, to which is connected a pitman, H, extending to and secured to frame, D. Power applied to pulley, G, causes the pitman, H, to move the frame, D, with its belt, O, forward and backward, swinging upon supporting straps, E, thus giving to said belt the side shake.
“In order to obtain the uphill travel of the belt, and make provision for its side shake, as just explained, we have the following: The drum, J, has a gudgeon, j. To this gudgeon is rigidly secured a strong spring, I, having a spiral shape, as shown, and adapted to yield laterally. Journaled in the frame is a shaft, K, carrying upon one end a larger gear wheel, L. To the other end of, this shaft is secured a crank, k, the end of which engages the free end of spiral spring, I. The gear wheel, L,. meshes with a worm gear, M, below. This worm gear is upon one end of a shaft, N, the other end of which carries a pulley, O, from which a belt, o, extends to- a cone pulley, P, upon the shaft, F, above described: When power is applied to shaft, E, it is transmitted, as before described, to cause the side shake of the belt, and at the same time, through pulleys, P and O, shaft, N, and worm, M, it is transmitted to gear, E, and shaft, K. This shaft, revolving, causes its crank, k, to revolve the drum, J, by means of the spiral spring, I, which, though rigid for this pressure, yields laterally, and allows the drum, J, to move sidewise with the frame, D, and the belt. It is sometimes desirable to stop the uphill travel of the belt immediately. To do this we provide a circular casing or rim, Q, the hub, q, of which fits loosely, as a sleeve, upon shaft, I-C, or upon its bearing. This casing surrounds' the gear, L, except at the bottom, where it extends downwardly, and forms a casing, as shown at Qi, for the worm gear, M, and has a projection, qi, supporting boxes, r, r, for bearings for shaft, N. Under certain circumstances it is highly desirable to instantly stop the movement of the belt, 0, and, in order to accomplish this, the pulley, O, must be suddenly relieved from the effects of the driving belt, o, which we accomplish as follows: The pulley, O, shaft, N, boxes, r, r, worm gear, M, and casing, Q, Q1, being all supported from one point, namely, the hub, q, of the casing surrounding shaft, E, they have a common rotary movement around said shaft, the preponderance of the weight, obviously, on the side towards the pulley, O, on shaft, N, tending to depress pulley, O, and keep the belt, o, stretched, so as to rotate pulley, O. By moving all the elements just previously recited so as to elevate the large pulley, O, the effect of the belt, o, ceases. From the rear of the portion Qi of the casing projects a stud, t, and moving'on a spindle, 5, conveniently located on the machine, is a cam, S, rotating in a plane, at right angles to the shaft, N, and provided with the face, s, adapted to come in contact with the stud, t, and force it in the direction of the pulley, O. This movement rotates the casing, Q, Qi. to a limited degree around shaft, K, and thereby raises worm gear, M, boxes, r, r, shaft, N, and pulley, O, the pulley moving through the longest are, and being relieved from the effect of belt, o.”
The particular mechanism of this patent to be considered in connection with complainant’s patent is described by the patentee in the following language:
“It has been found by experience that, despite the greatest care and uniformity in making the class of machines, results will differ in machines of the same construction. In some the ore will bank or collect at one side of the belt against the flange, and in others it will bank in another place, without any apparent cause, as the belts all run smoothly and easily, and are, to all appearances, nicely adjusted. We have discovered that by changing to a limited degree the inclination of the supporting strips, E, the belt is affected in such manner as to remedy this fault, and to distribute the ore evenly over its surface. We accomplish this adjustment by means of a rocking nut, which [433]*433enables the operator to change the position oí the faces of the supports of straps, E. The said supports are constructed as follows: Bolts, b, passing' vertically through the timbers, A, hold beneath said timbers blocks, e, having their upper surfaces, where they bear against the timbers, rounded, as shown at e2, and having longitudinal slots, eh to receive the bolts, and sockets, e«, to receive the lower ends of the straps, 1*1. The lower surface of each block has a longitudinal depression, e-g in which rests a washer, i, having a curvilinear face, against which rests the head of the bolt when in position. A blow or a series of blows upon the block, e, will cause it to change position by rocking on the curved face, e^, against the timber, A, and the curved face of washer, i, against the head of the bolt, so as to vary the position of strap, E, as to a vertical line. We do not coniine ourselves to this particular construction or means for adjusting these strips, as there are many ways in which it can he accomplished. We consider, however, the way here shown as being a good one, as it secures the strips ñrinly, and yet allows their adjustment when necessary.”
As represented in the drawings, the supporting strips, E, are exactly parallel to each other. The upper portion of the strips is almost flush against the side of the shaking frame, while the lower portion is in a similar position to the timbers of the stationary frame, not permitting of lateral adjustment to any marked degree. But it is asserted by the respondent that in.the machines in actual use provision was made for the lateral inclination of ihe supporting strips to an extent not indicated in the patent, and that this use anticipated complainant’s patent. It appears from the testimony that all ore concentrators are sensitive machines, and the operation of saving sulplmrets and material of different specific gravities is a particularly delicate one. In the working of the machines the pulp is often unevenly distributed over the surface of the belt. This may result from irregularities in castings, unevenness of the floor upon which the machine stands, sagging of some parts of the framework, inaccuracies in fittings, or other causes incident to the violent shaking motion. To remedy this banking of the pulp in the Frue concentrators, it was found necessary to alter the inclination of the supporting strips, thus varying the level of the belt surface. Sometimes the proper adjustment was secured by blows upon the block, e, described in the specification; sometimes inclining but one supporting strip from the vertical, and sometimes altering the inclination of all. This naturally led to the construction of machines permitting the needl'd lateral adjustment of the supporting strips, and the testimony of many witnesses conclusively shows that the Frue machines .in use for some time prior to the issuance of comida inant’s patent contained supporting strips having various degrees of inclination, often to the extent of J \ inches; that this inclination in a strip 17j- inches long would not he noticeable to the casual observer, but that it did, as a fact, exist, and performed the functions of the improvement claimed by complainant in his patent. That complainant was the first to crystallize this idea into a machine having the inclined supporting strips1 or hangers as its chief improvement, and apply for a patent therefor, is undisputed. But was it not, at most, a very slight and formal advance in the art beyond what was known, and of very easy production to one skilled in the art, to construct a machine with the [434]*434supporting strips always at a slight inclination from the vertical, and capable of adjustment to change the inclination until the even distribution of the pulp over the belt surface was secured, instead of a machine with vertical supports susceptible of adjustment to the desired inclination? The exact counterpart of complainant’s patent has not been found in the prior art, it is true. But all the elements are old, and in ore concentrators have been in familiar use, in similar relations to each other, and performing the same functions as in- the patent in controversy. Under the rule declared in Thompson v. Boisselier, 114 U. S. 1, 5 Sup. Ct. 1042, and often reaffirmed by federal and state authorities, “it is not enough that a thing shall be new, in the sense that the shape or form in which it is produced shall not have been before known, and that it shall be useful, but it must, under the constitution and statute, amount to an invention or discovery.” Kelly v. Clow, 32 C. C. A. 205, 89 Fed. 297; Lumber Co. v. Perkins, 25 C. C. A. 613, 80 Fed. 528; Adams v. Stamping Co., 141 U. S. 539, 12 Sup. Ct. 66. In Capital Sheet-Metal Co. v. Kinnear & Gager Co., 31 C. C. A. 3, 87 Fed. 333, the court, in stating the requirements of invention, says:
“Long practice and observation naturally lead those familiar with the arts to the perception of new adaptations. Mechanical education and skill, fostered and promoted by the public, are rapidly advancing in every direction, and there is a constant and universal endeavor in handicraft to utilize that which is known, and press it into service in the practical arts. But the steps of this normal progress and improvement are not invention, nor the subject of monopoly to one who, in the exercise of the ‘skill of his calling,’ has put an old thing to a new use.”
The intrinsic novelty and utility of the invention are also important considerations in determining the validity of a patent. That the patent in controversy does not possess the former attribute must be conceded, and it is not shown by the proofs that in its use and sale it was sought after and employed by the public to an extent indicating-great, if any, utility, or that it was relatively superior to prior inventions. In the claims in controversy it is not possible to find anything of a mechanical or functional character which did not exist before in similar relations and combinations, nor evidence of invention or discovery. The conception of the combinations claimed involves “only the exercise of the ordinary faculties of reasoning upon the materials supplied by a special knowledge, and is in no sense the creative work of that inventive faculty which it is the purpose of the constitution and the patent laws to encourage and reward.” Hollister v. Manufacturing Co., 113 U. S. 59, 5 Sup. Ct. 717. Let a decree be entered in favor of the respondent.
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Cite This Page — Counsel Stack
96 F. 421, 1899 U.S. App. LEXIS 3255, Counsel Stack Legal Research, https://law.counselstack.com/opinion/johnston-v-woodbury-circtndca-1899.