- Children:
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Cwiczenia nadesłała Pani Barbara Kaczmarczyk
Scenariusz nr 1
ćwiczenie 1 - Match the sentence beginnings with the correct endings.
Ćwiczenie można stosować jako powtórkę partii materiału. Ćwiczymy czytanie, słuchanie oraz słownictwo z zakresu języka angielskiego na matematyce.
Ćwiczenie można dostosować do dowolnego przedmiotu, na dowolnym poziomie.
Należy wyciąć paski z częściami zdań (załączniki 1 i 2) - początek lub koniec zdania. Jeśli klasa liczy więcej uczniów niż jest zdań, można dodać własne zdania lub skopiować już napisane. Warianty ćwiczenia:
- a) Praca w parach - przy mniejszej liczbie zdań.
Jeden uczeń otrzymuje paski papieru z początkiem zdań, drugi paski z zakończeniem zdań. Pierwszy uczeń wybiera zdanie i odczytuje je, zadaniem drugiego ucznia jest dopasowanie odpowiedniego zakończenia zdania.
- b) Praca w czwórkach
Jedna para otrzymuje paski z początkiem zdań, druga paski z zakończeniem zdań.
- c) Praca z małą grupą uczniów np. na kółku matematycznym
Nauczyciel ma paski z początkiem zdań, każdy uczeń otrzymuje jeden lub dwa paski
z zakończeniem zdań. Nauczyciel czyta początek zdania, uczeń, który zna jego zakończenie zgłasza się i odczytuje swoją odpowiedź.
- d) Praca z całą klasą
Każdy uczeń otrzymuje pasek z początkiem lub końcem zdania. Jeden uczeń czyta głośno początek zdania. Uczeń, który ma pasek z zakończeniem zdania, zgłasza się i odczytuje informację na pasku. Jeśli zakończenie jest nieprawidłowe kolejny uczeń ma szansę podać prawidłową odpowiedź.
Przykładowe zdania:
Dział "Czworokąty" - załącznik nr 1
Dział "Podzielność liczb" - załącznik nr 2
załącznik nr 1
Trapezoid is a quadrilateral
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with at least one pair of parallel sides.
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Isosceles trapezoid is a trapezoid
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in which the arms are of equal length.
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Right-angled trapezoid is a trapezoid
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that has at least one right angle.
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Parellelogram is a quadrilateral
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which has two pairs of parallel sides.
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Diamond is a quadrilateral
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that has all sides of equal length.
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Rectangle is a quadrilateral
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whose all angles are right angles.
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Square is a rectangle
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that has all sides of equal length.
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The diagonals of a parallelogram
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intersect at their midpoint.
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Diagonals of a diamond
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intersect at their midpoint and are perpendicular.
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Diagonals of a rectangle
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are of equal length and intersect at the midpoint.
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Diagonals of a square
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are of equal length, intersect at the midpoint and are perpendicular.
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The sum of the measures of the angles
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of a quadrilateral is 360o.
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Załącznik nr 2
A number is divided by 2
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when its last digit is 0, 2, 4, 6, 8.
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A number is divided by 5
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when its last digit is 0 or 5.
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A number is divided by 10
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when its last digit is 0.
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A number is divided by 100
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when its two last digits are 00.
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A number is divided by 3
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when the sum of its digits is divisible by 3.
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A number is divided by 9
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when the sum of its digits is divisible by 9.
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A prime number
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has only two divisors.
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A prime number
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Is only divided by itself and 1.
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Numbers 0 and 1
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are not prime or composite numbers.
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A composite number
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has more than two div
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Scenariusz nr 2
ćwiczenie 2
Ćwiczenie można stosować jako powtórkę partii materiału. Ćwiczymy słownictwo z zakresu języka angielskiego na matematyce.
a) Match words to the picture.
right-angled triangle acute triangle isosceless triangle
equilateral triangle obtuse triangle
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b) Match words to the picture.
rectangle parallelogram diamond trapezoid square |
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Scenariusz nr 3
ćwiczenie 3
Ćwiczenie można stosować jako powtórkę partii materiału. Ćwiczymy słownictwo z zakresu języka angielskiego na matematyce.
a) Answer the questions - choose the correct name of triangle from the list below
right-angled triangle acute triangle isosceless triangle
equilateral triangle right-angled isoscelles triangle |
- Which triangle has all heights of the same length? .............................................................
- Which triangle has two sides of the same length? ...............................................................
- Which triangle has all sides of the same length? .................................................................
- Which triangle has three acute angles? ...............................................................................
- Which triangle has two angles of measure 45o? ..................................................................
- Which triangle has two heights of the same length? ...........................................................
- Which triangle has two angles of the same measure? .......................................................
- Which triangle has an angle of measure 90o? ......................................................................
Scenariusz nr 4
ćwiczenie 4
Ćwiczenie można stosować jako powtórkę partii materiału. Ćwiczymy słownictwo z zakresu języka angielskiego na matematyce.
- a) Answer the questions - match the name of polygons (the first letter of the polygons is given).
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P8Ah3z+wR/0ZD8If/Da6X/8Yo/sGt/OvxD/AF2wv/PqX3o/lpor9tf+C8ekfsT/ALG37JcPg34W/sk/C3SPHnxIvJNN0HUtP+HWmxXGnWMOx7+8ik+xsocLJDbrh45VN4Jom3QHH59f8EWv+CZ+o/8ABVz9vPw/+zDea3qGj+FLXT7jXviFrukm3+1afo1sUVzCs7gGWa4mtbVWVZTE10JmikSJ1Pl4vDfVK3s3K76n0mV5h/amF9uoOKbaV+tuvpfT5M/c7/g0I/4Jo/8ADM37G2oftz/FLwn9n8bfGjb/AMI79vsdlzpvhWBz9n2+dbJND9tmD3TbJZILi3j0yVcMpr9fqz/CfhPwt4C8K6b4F8C+GdP0XRNF0+Gw0fR9Js0trWwtYUEcUEMUYCRRIiqqooCqqgAAACtCuU9IKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKz/Fnizwt4C8K6l468deJdP0XRNF0+a/1jWNWvEtrWwtYUMks80shCRRIiszOxCqqkkgAmgDQr4w/4K6/8Fx/2R/8AgkH4V06x+K0OoeLPiF4k0+4ufCvw58NzRC6ljRJRHd3ssjYsbF7iMQeftkkZjIYYJ/InEf5wf8Fpf+Dt7UfBfirxB+y1/wAEqLvT5rvSdQt4L/48P9nv7V5Inc3VvpVnPDJBcxErFGL+UvHIv2jyYWU294fw8+EHwO/at/b2+O9x4W+EXgTxd8TvH/iTUH1HWJ4FlvrqaW4ukSXUL65kJEUZnuEMt3cOsatLukkGSaG1FXY0nJ2R6r/wUn/4LAftxf8ABVLx2PEv7TPxJ+z+H7f7K2k/DjwtLc2vhvTZoIpIxcxWck0u+5bz7gtcyvJNidow6xLHEn1l/wAEe/8Ag2Y+Ln7cvhnQv2mP2uvEV98P/hLrljcXGi6bpcgj8S65GUT7LdQpPBJDa2UhdpFmlDySpANkPlXEVyP0o/4JK/8ABtH+zZ+wVqGk/Hb9pLULH4qfFrTb601PRb77LNDpHha6jt8MtpA0mL2RJ3kdLy4QMDDbSRQWssbM/wCmTLn5lrxcVmX2KP3/AOR7OFy37Vb7v8/8jgf2eP2YP2ff2SPhpa/B/wDZo+EGg+C/Ddp5bf2boVisX2mZYYoPtFxJzJdXDRwxK9xMzyybAXdjzXdA7hUgIYVG6HORXjSvJ6ntRtFWQ1lOeBTSCODTg4PFKy5qLGlxhGe1RkYqQgjg0EZqR+RCy4OQKbUhGOKay45AqSiMgLyaYR5fWpaTb61JaZGCCMAVGRsOTUrrn7tJw3GKlxKRCVK9aYygc1Kw2feppUr1rNq5omROu/oOlNYb+AKkYEfxGmsu77vFRYuLK5BHWgjIxUrqH4AprREDIqGjVSInjyuBUTruG0Cp6a6bhxWbRpGRWddw2gVG67htAqwy54HWo2XPA61nY0ICM8AVwv7Qf7NnwF/at+G918I/2jPhNofjDw9db2/s/W7FZfs8rQyQ/aLd+HtrhY5pVS4iZJY95KOp5rvWXPA60wjJwBU+9GXNF2sFoyjyyV0fzd/8Fcv+DdX4zfsRnUfjh+ybBrnxB+EOm6Gb/Xri/uLeTWfDfleWs7XMcSxfarc7jMJ4Iv3MazeekaQieb5x/wCCbH/BYD9uL/glb47PiX9mb4k/aPD9x9qbVvhx4plubrw3qU08UcZuZbOOaLZcr5FuVuYnjmxAsZdomkif+tArt5Nfmh/wVz/4N1Pg1+23/aPxz/ZNg0P4f/F7UtbN/r1xf3FxHo3iXzfLWdrmOJZfstwNpmE8EX76RpvOSR5hPD9NlvEG1PFf+Bf5/wCf4dT5fMuH96mF/wDAf8v8n9/Q+/P+CUf/AAWu/Y2/4K0eBIv+FN+J/wCxPiNpvh+HUvG3wt1dn+36NmUwu0MrRpHqFsJQuLiDO1bi289LeSZYR9f1/CT8Vfgz+1J+wt8cbXw78U/Bfiz4a+PPDeoJqOj3EglsbqGW3uXWK/sbmMgSIJ7dzFd27sjNFujc4Br92P8Agij/AMHauj+Nv7L/AGZv+CsfiT7L4m1LxALXw/8AGi302zstKeGfzGVNZjh8qOy8uXy4UuoYjCY5Ua4WAQS3Uv1UZRlG8XdHysoyjK0lZn7vUVn+E/Fnhbx74V03x14F8S6frWia1p8N/o+saTeJc2t/azIJIp4ZYyUlidGVldSVZWBBIINaFUSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXwB/wAHR3/KCj45/wDcs/8AqT6TX3/XwB/wdHf8oKPjn/3LP/qT6TQB/OV/wb/f8pcvhL/3Hv8A0wajX9LFfzT/APBAAkf8FcPhLj/qPf8Apg1Gv6VdzetfnfFv/Iyh/gX/AKVI48R/E+Q+imbm9aNzetfLnOPopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6KZub1o3N60APopm5vWjc3rQA+imbm9aNzetAD6/mn/wCDgH/lLl8Wv+4D/wCmDTq/pV3N61/NV/wX/JP/AAVw+LWf+oD/AOmDTq+o4S/5GU/8D/8ASonRh/4nyP6Nf+DXH/lBR8DP+5m/9SfVq+/6+AP+DXH/AJQUfAz/ALmb/wBSfVq+/wCv0Q7AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArn/ix8UvAnwO+Fnib41/FLXf7L8M+D/D95rfiLUvsss/2SwtIHnuJvLhV5JNkUbttRWZsYUEkCugr8Mf+Dxz/gqH4V8MfBrSv+CXPwg8bafe+IvFGoW+sfF21s50mk0nTLcxXWn6fOrQMI5bm48m8GyaOeOOxi3o0N6hYA/FH/gp1/wUL+Kf/BUD9snxR+1z8UtM/sn+1vJs/DvhaHVZ7u28P6VAmy3soXmP+/NKyLEklxPcTLFF5pQfu9/wQz/YQ/4Yf/Ye0f8A4TLw59j8e/EDy/EPjL7TZ+XdWnmIPsmnPvgimT7PAV3wS7/KuZrzaxV6/J3/AIN2f2JP+GpP24bf4x+KrHzPCnwd+za9efvNvn6uzt/ZcPyTRyLtlilut4WSM/YfKkXEwz/RV5ntX5vxvm3NJYCm9rSl+i/X7j9H4JylqLx81veMf1f6feOopvme1Hme1fnZ+hcrHUU3zPajzPagOVjqKb5ntR5ntQHKx1FN8z2o8z2oDlY6im+Z7UeZ7UBysdRTfM9qPM9qA5WOopvme1Hme1AcrHUU3zPajzPagOVjqKb5ntR5ntQHKx1FN8z2o8z2oDlY6im+Z7UeZ7UBysdRTfM9qPM9qA5WOopvme1Hme1AcrHUU3zPajzPagOVjqKb5ntR5ntQHKx1FN8z2o8z2oDlY6im+Z7UeZ7UBysdRTfM9qPM9qA5WOopvme1Hme1AcrHUU3zPajzPagOVjqKb5ntR5ntQHKx1FN8z2o8z2oDlY6im+Z7UeZ7UBysdRTfM9qPM9qA5WOopvme1Hme1AcrHUU3zPajzPagOVjqKb5ntR5ntQHKx1FN8z2o8z2oDlY6im+Z7UeZ7UBysdRTfM9qPM9qA5WOopvme1Hme1AcrHUU3zPajzPagOVjqKb5ntR5ntQHKx1FN8z2o8z2oDlY6im+Z7UeZ7UBysdRTfM9qPM9qA5WOopvme1Hme1AcrHUU3zPajzPagOVjqKb5ntXzr/wVM/bzsv+Cdv7IGs/Hy20iz1LxFcXkGj+C9J1Lz/s95qk+5lEphUkRxQx3FwyloxILcxCSN5EatsPh6uKrxo0leUmkvVmOIrU8LQlWqu0YptvyR+SX/Byz+3f/wAL5/afsv2SPh94j8/wp8LN39ufY7zdBfeIZVHnbvLneOX7LFtt13xpNDO9/GchhX1f/wAGdf8AwSj1nxB47uP+Cs/xbtfI0nQf7S8P/CnTLizvIZru/eJYL3WEkzHDLbRwy3VggxOrzSXW4QyWaF/xt/Z4+Bfx0/b5/av8NfAnwFcXniDx58TvFiW39qaq11ds1xcSl7jUb2SNJZjFEplubifa5SKOWRshTX9uH7Kv7NHws/Y3/Zx8F/sufBTSfsfhnwP4ft9K03zLeCOa68tf3l3ceRHHG9zPKXnmkVF8yaaRyMua/eMtwNPLcDDDw+yvvfV/Nn4VmOOqZjjZ4if2n9y6L5I9AoooruOEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5Qv+Drj/gnR/wxd/wUcuvj74K07yvBPx8+1+J7D99u+za8sif2zb/vLiWZ9008N7vKRRD+0vJiXbbtj17/AINsf28NA1z4aah+wd8R/FFna6zoV5NqXw6t7mVY31CxmMk95ZxKIlDvBN5lyd0jyul3JtUR2rFf2/8A+CwH/BNjwJ/wVS/Ye8SfszeJW+z+ILfdrfw41aTVJbWHTfEkFtPHZzXBjjl32zefJDMpikPkzyNGFlWKRP44vhd8Q/jP+xd+0lpfj/StK1Dw744+HfijN1o+sQXNnNb3VvKY7iwvIg0Uyq2JLeeElGKNJG2MkV1YLEywuIU+mz9DzM3y+OaYGVF77xfZrb/J+TZ/VpuX1o3L61xvwC+N/gL9pP4LeGfjx8MNQ+0aH4q0eG/sd00TyQbx89vN5TuizxOHilQM2ySN0Jyprr6+8jyyimup+MSjKnJxkrNaMfuX1o3L60yijlJH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMoo5QH7l9aNy+tMr4U/4OAf2zv8AhmX9i24+Efhi88vxR8W/tGh2n7vPk6SqL/aU3zwvG2YpY7XaWjkH23zY2zCcZYipDD0ZVJbL+vxOrBYWpjsVChT3k7end/Jan5Ef8FWf2z/+G6P20/E3xd0W887wvpu3QvA/7vbnSbZ38ub5oYpP38rzXW2VTJH9p8osRGtf0Yf8Go//AATo/wCGLv8AgnHa/H3xrp3leNvj59k8T3/77d9m0FY3/sa3/d3EsL7oZ5r3eEilH9peTKu63XH4A/8ABC7/AIJ0f8POf+Cjng34BeI9O+0eCdH3eJ/iZ++27tBs5IvNt/luIJv9KmltrLfA5lh+2ecFZYmx/Z5XwNSpKrUc5bvU/bMPQp4WhGlTVlFJL5BRRRUGwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRX44/8ABaX/AIOsPgF+zP4V8Qfs6f8ABOPxbp/xA+KV1p9ukHxI0mS11Hwv4eW4R2eWGZZHTUr6JPKKxKjWqPODLJI1vNZuAfod/wAFCv8Agp1+xt/wS/8AhZa/FL9rn4n/ANk/2t9qj8LeHdNs3u9V8QXMEBmeC1t0/wC2cZnlaK3jkngWWaLzUJ/li/4Kuf8ABfP9uL/gqzrEvhrxt4g/4QP4ZRedFZ/C/wAH6lcx2F5CbwXMMmqMX/4mlzH5VsBI6JCjW4khggaSTf8AN3jLxZ+1l/wUO/ab1Txv4gTxd8Vvit481Ca8vE0zS5dQ1LUpI4S7LDbWyEiKGCLCwxII4YYQqKkcYC/uL/wR9/4NYPBPwf2/HT/gqF4d0Hxj4kb7Fc+GfhrZ6jLcaZorL5Nwz6kybI7+4EgNu1qDLZbFl3NdiZPJwr4inh43k/l1N6GHqYiVor59D85/+CPP/BA79pT/AIKaeJ9B+K3jXSb/AMF/Al7+4GrePGeFbrVVtnRZbTTIJCXkkd2aIXTRm2iaK4y0ssH2aT+k39iD/gn9+yt/wTx+Edn8Iv2YfhdY6PFHYW9vrfiKW1ibV/EMkRlZbjULtUV7mTfPOyg4jiErJCkUYWNfaKK8DEYypiHZ6Lse/h8JTw601fcAc9KRgTRyDntSgg9K5GdRG45yvSk3KeM1IQegppQAe9L1KuMKDHApgyvDGpORwxpHQNzUlDGGRnFMp/I4Y0jLnmpKTGkZqMjFSUEZqWX6kLLjoKaQR1qYoRTGXNIZGwJ6GmOufuVJyOopCD2qS0yM4aosbfv1My/3KaQr1DRaZCQR1FNbI71Iwx9/8KbtJ/hrNxuaJjcIaYRg5bpUhHHApCAeGNS0UiCRD94CmVORj73SonjI5ArNo1iyORSRlaidcjC9anprp3Ws2jWMis65GF60hQKMsKkZf7vWmsp/5aVnymhAwwct0ph9qmZf73SmMv8A3zUOJVzxr9tL9hD9mL9vr4U3fwp/aT+Gdjq0b2M8Gj+II7aJdW0CSUxs1xYXTIzW0m+GFmAzHKIlSVJYyyN/OZ/wVE/4IV/tW/8ABNf7Z8Rt3/CffCm3+xR/8LG0myW2+yXE+U8m9svOlltcTLsE2Xgbzrceassvkr/UqRTWXuK78BmmJy+Vo6x6p/p2f9NM8/H5XhcwjeWkukl+vdf0mj+YD/gj7/wX8/a4/wCCTnir/hHop9Q+JXwnm0+a3n+FOveJpYLWwkLzTpc6ZMyTDTZftE0jyiOJo7hZZPMQyCGaH+o3/gnr/wAFOv2Nv+CoHwsuvil+yN8T/wC1v7J+yx+KfDupWb2mq+H7meATJBdW7/8AbSMTxNLbySQTrFNL5TkfjF/wVR/4Ne/DfxIv9U+PH/BOCax0HXb2+ur/AFn4YateJbaTMpg3rFpDrFizkadGAt5m+zZufkktIoFjb8a/A/jL9qz/AIJ8/tL6X498MN4s+FnxS8CahDeWQ1DTZLHUdOkeEMqy29wgLRSwS4eGVGjmhmKurxyFW+4wePw+Ohem9eq6o+HxuX4nAVOWqtOj6M/uxor8gf8AgkN/wdk/s4/td/Yvgp/wUEPh/wCEHxGk+3yx+LPtC2Pg3UIYtskMf2i7uXk0+5MRkXy52aFzbZWcSXEVqP1+rsOEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+AP+Do7/lBR8c/+5Z/9SfSa+/6+AP8Ag6O/5QUfHP8A7ln/ANSfSaAP5yP+CARx/wAFb/hKf+w9/wCmHUa/pU8z2r+av/ggKcf8FbfhMf8AsPf+mHUa/pQ8z2r874u/5GUP8C/9KkcOK/iL0JPM9qPM9qj8z2o8z2r5a6Oa7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2o8z2qPzPajzPai6C7JPM9qPM9qj8z2o8z2ouguyTzPajzPao/M9qPM9qLoLsk8z2r+av/gv6c/8ABW/4tH/sA/8Aph06v6UPM9q/mv8A+C/Rz/wVt+LJ/wCwD/6YdOr6nhH/AJGU/wDA/wD0qJ04X+I/Q/o3/wCDXH/lBR8DP+5m/wDUn1avv+vgD/g1x/5QUfAz/uZv/Un1avv+v0Q7gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDz/9qr9pf4Wfsb/s4+NP2o/jXq32Pwz4H8P3Gq6l5dxBHNdeWv7u0t/Pkjje5nlKQQxs6+ZNNGgOXFfxH/tD/HT46ft8ftX+Jfjt49t7zxB48+Jvix7n+zNLW6uma4uJQlvp9lHI8sxhiUxW1vBucpFHFGpIUV+yX/B4p/wVc1nxB47t/wDgkz8JLryNJ0H+zfEHxW1K3u7yGa7v3iaey0d48Rwy20cMtrfuczq80lrtMMlm4f5M/wCDa79hT/he/wC09efta/EDw55/hX4W7f7E+2We6C+8QSqfJ2+ZA8cv2WLdcNskSWGd7CQZBNcOZY6nluBniZ/ZX3vovmzuy3A1Myx0MND7T+5dX8kfr3/wTR/YZ8H/APBPX9k3Q/gNoL+frM+3VfHGpLqElxFfa5LBCl1LCXSPbAvlJFEojQ+VEhcGRpHb33cvrUXme1Hme1fgmIxFbFVpVajvKTu2fveHw9HDUY0qatGKskS7l9aNy+tReZ7UeZ7VlzGvKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1o3L61F5ntR5ntRzByku5fWjcvrUXme1Hme1HMHKS7l9aNy+tReZ7UeZ7UcwcpLuX1r+df/AIOJf23P+Gpf24Lj4O+Fb3zPCnwe+06DZ/u8efq7Ov8Aak3zwxyLiWKK12FpIz9h82NsTHP6uf8ABcb9u/8A4Yj/AGIdY/4Q7xD9j8eePvM8PeDfs155d1aeYh+16imyeKZPs8BbZPFv8q5mtNylXr8KP+CYv/BPX4p/8FQf2yfC/wCyN8LdT/sn+1vOvPEXimbSp7u28P6VAm+4vZkhH+5DErtEklxPbwtLF5ocfovA+U80nmFRbXjH9X+n3n53xxm3LFZfTe9pS/Rfr9x+33/BmV/wTo/4Vr8CfFf/AAUu8f6dt1b4jed4Y+H/AO+/1Wg2t0Pt1x+7uGVvtGoW6w7JoUli/snejGO6Of2+rn/hP8LfAnwO+Fnhn4KfC3Qv7L8M+D/D9nonh3TftUs/2SwtIEgt4fMmZ5JNkUaLudmZsZYkkmugr9JPzUKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr+YH/g73/4Jo/8ADM37ZOn/ALc/wt8J/Z/BPxo3f8JF9gsdltpviqBB9o3eTbJDD9thCXS75ZJ7i4j1OVsKor+n6vm//grP/wAE/fC3/BTT9gzx1+ylrEGnxa3qWn/b/AmsagqKuk6/bAyWU/mtBO8ETPm3neJDKbW5uY0IMmaAPwK/4No/24CB4g/YP+IHiD/nrr/w9+2XX0+36fF5k3+7dRwwxf8AP/K7dK/Xfea/lP8Ahd8Q/jP+xf8AtJaX4+0rStQ8O+OPh34ozdaPrEFzZzW91bymO4sLyINFMqtiS3nhJRijSRtjJFf0/fAP44+AP2kvgv4Z+O/wy1L7RofirR4b+x3zRPJBvX57ebyndFnicNFKgZtkkboTlTX1uS4r2tD2Ut4/l/wP8j8v4wy36rjFiYL3am/lJb/etfW52W80bzTN6/3hRvX+8K9s+Qux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAux+80bzTN6/wB4Ub1/vCgLsfvNG80zev8AeFG9f7woC7H7zRvNM3r/AHhRvX+8KAuyt4g8SaF4S0C+8VeKtbs9M0vTLOS71LUtQuVht7S3jQvJLJI5CxoqgszMQAASSAK/mq/4KrftnH9uf9tHxL8XNGvPO8L6bt0PwP8Au9udJtnfy5vmhik/fyvNdbZVMkf2nyixEa1+o3/BxZ+2+Pgh+zXZ/sreAvEPk+KPiZu/tr7Hd7ZrLQYmHnbvLmWSP7VLtgG5HimhS+jOCBXw3/wbzf8ABKzTv+Cp/wC3nZ+Dvit4c1C6+E/gXT2134lTWtxcWq3UeSlnpi3UUTCOW5uMEpvhke1t71oZUkiUj5fPMXzTVCOy1fr0R+jcG5Z7Oi8bUWsrqPp1fzat6J9z9z/+DUf/AIJ0f8MXf8E47X4++NdO8rxt8fPsnie//fbvs2grG/8AY1v+7uJYX3QzzXu8JFKP7S8mVd1uuP0+oor58+5CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8v/a8/bQ/Zg/YL+DU3x//AGuPi/p/gvwpDqFvYLqF5DNPJc3UxIjggt7dJJ7mUhXcpFG7LHFLIwCRuy/GH/Ba7/g4y/Zx/wCCVf8AanwB8AaV/wAJ98dJvD5utN8N25VtK8OzS+X9mfWZVlSSPfFI1wlrCGmljjQO1qlzDcH+ZD9sD9sD9rX/AIKofta3Hxq+NWoX/i3xz4tv4NL8N+G9BsZZIrOJpStppGmWil3WJXlKxxLvkkkkeR2lmlkkcA+0f+C0P/BzP+0d/wAFJ93wU/ZvtvEHwh+EUP2631HTbHxAy6r4xhm86AHU5LfYsds9pIFbTUaWHzJJTLLdbYDD85f8Eu/+COH7Xf8AwVP8bx/8Ki8N/wBi/D3Ttei0/wAZfEzVlT7Do+YjM6xRM6SX9wIwuIIc7Wnt/Oe3jmEo+/P+CSX/AAajeJ/idp+k/tBf8FN57/w94fvrC01HRPhTo969rq87G43tFrLtFmyjeBFBt4HFzi6+eWzlgaNv338LeFvDHgbwxpvgnwT4csNH0XR7CGx0jSNLs0t7WxtYkEcUEMUYCRxoiqqooCqqgAACvNxOPjT92nq+/T/gnpYbASqe9U0Xbr/wD5q/4Ji/8Ekf2VP+CXfwh0/wj8J/CdjrHjeSxki8WfFLUtJiXWNaklMTzRiT5ntrLfBD5dmjmNBEjMZZjJPJ9QEEGpKCMjFeLUlKUuaTue1TjGnHlirIjooIwcUVmaBSEH+GlooAQHHDGl60EZpAT/FQAjL/AHutM5HDGpSM0xlzyetT5MpMY6BuaZyOGNSAn+KkdM/NUsojZc803B9Kdl+4p3BqSrkdNZaey7aSpKImXNM5HUVMy0xlzzSKIyD2pjL/AHKkpCMfdFQaJkTbG60kin+GpDEvUmm5PRqlxKIiFPCimsKkZNvK00juOtSXFkZAPDGmEY+90qRl9BSEbvlas2i0yu8ZHIFNqYjselR+WScCs2jaLGbV9Kjdefn6VLyOKRlDDBqJRKjIrMv97pTGX/vmp3XPytUbL/D2rNo2TIGX/vmmEVMy/wAPao2X+HtUNXK2I2XuK+WP+Clf/BI39lP/AIKa+DpD8VfD39j+PNP0OWw8I/EbS1f7bpOZBKiyxB1jvrcSBswTZ2rPP5LwSSmUfVJHagjjbilTqVaFRTpuzXVBUp0q9N06iun0Z/Jn/wAFK/8Agkd+1b/wTK8Zyf8AC1vD39seA9Q1yWw8I/EbS1X7Fq2IxKiyxB3exuDGWzBNjc0E/kvPHEZT9Vf8Ed/+Doz9qD/gntp2j/AD9p7TtQ+LXwd0vT7PStC083UMGs+ErWO4yz2dw0eb6JLeSREs7mQKBDaxwz2sUbK/9AXxI+GXw4+MXgy8+HHxc+H+ieKfD+o+X/aGg+I9JhvrO58uRZY/MhmVkfbIiOMg4ZFIwQDX4df8FUf+DX3xJ8NrHVPjv/wTimvte0Gysbq/1j4Y6tePcarCwn3rFpDrFm8jWByBbzMbnFt8sl3LOsa/X5bn1OtaniPdl36P/J/h6bHx+ZcP1KN6mG96PbqvTuvx9dz+iH9kP9tD9mD9vT4NQ/H/APZH+L+n+NPCk2oXFg2oWcM0EltdQkCSCe3uEjntpQGRwksaM0csUigpIjN6hX8Of7B3/BRX9rj/AIJufGWy+M37KnxY1DRZI9Qt7jXfDUt1K2jeJI4RKq22pWauqXUWyedVJxJCZmkheKULIv8ATb/wRR/4OMv2cf8Agqp/ZfwB8f6V/wAID8dIfD4utS8N3BVdK8RTReZ9pfRpWleSTZFGtw9rMFmijkcI10ltNcD6Q+ZP0fooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvgD/g6O/wCUFHxz/wC5Z/8AUn0mvv8Ar4A/4Ojv+UFHxz/7ln/1J9JoA/nG/wCCBBx/wVr+E5/7D3/ph1Gv6Tt5r+bH/ggUcf8ABWn4Tn/sO/8Aph1Gv6St5r854wf/AApQ/wAC/wDSpHBiv4i9CTeaN5qPeaN5r5TmOYk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5o3mo95o3mjmAk3mjeaj3mjeaOYCTeaN5qPeaN5o5gJN5r+bH/gvuc/8Fa/iwf+wD/6YdOr+krea/m1/wCC+pz/AMFafiwf+wF/6YdOr6rg9/8AClP/AAP/ANKidOF/iP0P6Of+DXH/AJQUfAz/ALmb/wBSfVq+/wCvgD/g1x/5QUfAz/uZv/Un1avv+v0c7wooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvD/APgor+3l8G/+Cbn7I/iz9qv4zazp8cei6fKnhrQrzUDbSeJNZaKRrPSoGWOV/NndMF1jkEMayzuBFDIy+4V/MD/wd7/8FLv+Gmf2ydP/AGGPhb4s+0eCfgvu/wCEi+wX2+21LxVOg+0bvJuXhm+xQlLVd8Uc9vcSanE2VYUAflzqmpfGn9sn9pS41jUpv+Ek+InxW8cPNcSbbaz/ALU1rU7wsxwBHBB5lxOegSNN38Kjj+pj9jr9mnwj+xv+zF4L/Zn8E3H2mz8J6MttNfbZE+3Xjs013d7JJJDF51zJNN5Ydlj8zYvyqoH5W/8ABsx/wT6sdWvtQ/4KGfE/RbxJNLvJ9I+GCvNNAjuYZIdQvynlqtxHsm+yxOJHQOLwPGJI43X9lt/+1X5PxtnEcVjFg6b92nv5y/8AtVp6to/WuCMn+q4N4yoveqbeUf8A7Z6+iTJvM9qPM9qh3/7VG/8A2q+F5j7rlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VG/8A2qOYOUm8z2o8z2qHf/tUb/8Aao5g5SbzPajzPaod/wDtUb/9qjmDlJvM9qPM9qh3/wC1Rv8A9qjmDlJvM9qPM9qh3/7VfBP/AAcNfttH9l79iO4+D3ha+8vxV8YPtOg2f7vd5GkKi/2nN88MkbbopY7XYWjkH27zY2zCcdmX4WpmGMhhqe8nb07v0Su35I48wxdHL8HPE1Noq/r2Xq3ZL1PyP/4LC/8ABRDU/wDgob+1heeKtCuPL8B+EfP0bwDaw3NyYrqzWdy2ptFOE8ue6+R2AjjZYo7eJ97Q72/dD/g0I/4Jo/8ADM37G2oftz/FLwn9n8bfGjb/AMI79vsdlzpvhWBz9n2+dbJND9tmD3TbJZILi3j0yVcMpr8Qf+CF3/BOj/h5z/wUc8G/ALxHp32jwTo+7xP8TP323doNnJF5tv8ALcQTf6VNLbWW+BzLD9s84KyxNj+zyv37C4WjgsPGhSVoxVl/Xfufz/isVWxmIlXqu8pO7/r8goooroOcKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/mB/4O9/+CaP/DM37ZOn/tz/AAt8J/Z/BPxo3f8ACRfYLHZbab4qgQfaN3k2yQw/bYQl0u+WSe4uI9TlbCqKx/8Ag2//AG97PSLy/wD2BPiVrN476neTar8NWaKaZEcQyTX9iX8xlgTbF9pjURohc3ZZy8kat/RN/wAFFf2Dvg3/AMFI/wBkfxZ+yp8ZtF0+SPWtPlfw1rt5p5uZPDesrFItnqsCrJE/mwO+SiyRiaNpYHJimkVv4qtZ0j4zfseftH3Wg6vb/wDCO/EL4W+N5Le6i3W95/Zms6beFWXIMkE3l3EJ5BeN9v8AEp56sHiZYTEKovn5rqefmuX080wM6EtL7Ps1s/8APyuf1V+Z7UeZ7V5p+yX+0p4Y/a3/AGb/AAh+0X4Othb2fijSVuJrHdI/2K6RmiurXe8cZk8m4jli8wIqv5e9flYE+iee/oK+/i4VIqUdnqfh9SFSjUcJqzTaa7Nbk/me1Hme1Qee/oKPPf0FVyoi7J/M9qPM9qg89/QUee/oKOVBdk/me1Hme1Qee/oKPPf0FHKguyfzPajzPaoPPf0FHnv6CjlQXZP5ntR5ntUHnv6Cjz39BRyoLsn8z2o8z2qDz39BR57+go5UF2T+Z7UeZ7VB57+go89/QUcqC7J/M9qPM9qg89/QUee/oKOVBdk/me1Hme1Qee/oKPPf0FHKguyfzPajzPaoPPf0FHnv6CjlQXZP5ntR5ntUHnv6Cjz39BRyoLsn8z2o8z2qDz39BR57+go5UF2T+Z7UeZ7VB57+go89/QUcqC7J/M9qPM9qg89/QUee/oKOVBdk/me1Hme1Qee/oKPPf0FHKguyfzPajzPaoPPf0FHnv6CjlQXZP5ntR5ntUHnv6Cjz39BRyoLsn8z2o8z2qDz39BR57+go5UF2T+Z7UeZ7VB57+go89/QUcqC7J/M9qPM9qg89/QUee/oKOVBdk/me1Hme1Qee/oKPPf0FHKguyfzPajzPaoPPf0FHnv6CjlQXZP5ntR5ntUHnv6Cjz39BRyoLsn8z2o8z2qDz39BR57+go5UF2T+Z7UeZ7VB57+go89/QUcqC7J/M9qPM9qg89/QUee/oKOVBdk/me1Hme1Qee/oKPPf0FHKguyfzPajzPaoPPf0FHnv6CjlQXZP5ntR5ntUHnv6Cjz39BRyoLsn8z2o8z2qDz39BR57+go5UF2T+Z7UeZ7VB57+go89/QUcqC7J/M9qPM9qg89/QUee/oKOVBdk/me1Hme1Qee/oKPPf0FHKguyfzPajzPaoPPf0FHnv6CjlQXZP5ntR5ntUHnv6Cjz39BRyoLsn8z2o8z2qDz39BR57+go5UF2T+Z7UeZ7VB57+go89/QUcqC7J/M9qPM9qg89/QUee/oKOVBdk/me1Hme1Qee/oKPPf0FHKguyfzPajzPaoPPf0FHnv6CjlQXZP5ntR5ntUHnv6Cjz39BRyoLsn8z2o8z2qDz39BR57+go5UF2T+Z7UeZ7VB57+go89/QUcqC7J/M9qPM9qg89/QUee/oKOVBdk/me1U/EHiTQfCeg33irxVrVnpml6ZZyXepalqF0sNvaW8al5JZJHIVEVQWZmIAAJJAFS+e/oK/O7/g4f/bdb4J/s3Wf7LPgXX/J8TfEvd/bP2S62zWWgxMPN3eXMskf2mXbANyPFNCl9GcECsMVWhhcPKpLp+fQ7cvwdXMMZDDw+0/uXV/JH5O/8FBP2u9f/bg/aw8VfH7UpLyPS7y8+yeFNNvGcHT9JhyltF5ZllWJ2X99KsbmMzzTOoAev6lf+Dbr/gmj/wAO5P8AgnHoP/Cf+E/7P+JvxQ8vxV8QPtlj5V5ZebGPsOlSeZbQ3Ef2W2K+ZbTb/JvLi+2MVkFfgD/wbdf8E0f+Hjf/AAUc0H/hP/Cf9ofDL4X+X4q+IH2yx82zvfKkH2HSpPMtpreT7VchfMtptnnWdvfbGDRiv6/a/PalSVSbnLd6n7lRo08PRjSgrKKSXogoooqTQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK+QP+Crn/AAWu/Y2/4JL+BJf+FyeJ/wC2/iNqXh+bUvBPwt0hn+36ziUQo00qxvHp9sZS2bifG5be58hLiSFoSAfT/wAUviz8LPgd4Evvil8a/iX4f8H+GdL8r+0vEXinWYNPsLTzJUhj824ndY498siRruYbmdVGSQK/nR/4LEf8Hb3xl+N2o6x+z5/wTEu9Q8A+DbfULyzvPiscDWfE9k1v5AazhlhD6NEXeeRJlb7aQtrIrWTrLC354/8ABSf/AILAftxf8FUvHY8S/tM/En7P4ft/sraT8OPC0tza+G9NmgikjFzFZyTS77lvPuC1zK8k2J2jDrEscSfUn/BHH/g2s+Nv7dn9m/Hr9r+DXvhz8G9U0Eah4fudPuLaPW/E/m+YsDWscqy/ZLcbROZ7iL99E8PkJIk5uIc6tanRjzTdjSlSqVpcs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+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5i1v/ANqjf/tVV+0H/Zo+0H/Zo5Q5in4/8e+Fvhf4E1r4l+OtW+w6J4d0m51PWL3yZJfs9rBE0ssmyNWd9qIx2qpY4wATgV/M3+3B+1948/bk/aP1z9oPx3Zf2f8A2h5dvo+hR38txDpFhEu2K2jaQ/70jlVRHmlmkCJ5hUfpx/wcf/tkN4P+Feg/sV+FLwDUPGPl634t/d/c0uCc/ZYfniKnzruEybo5FdPsG1gUn58s/wCDUf8A4J0f8No/8FHLX4++NdO83wT8A/snie//AH237TrzSP8A2Nb/ALu4imTbNBNe7wksR/s3yZV23C5+Rz7F89ZUIvSO/r/wF+fkfp3BeV+xwrxtRe9PSPlFdfm/wStuft9/wbdf8E0f+Hcn/BOPQf8AhP8Awn/Z/wATfih5fir4gfbLHyryy82MfYdKk8y2huI/stsV8y2m3+TeXF9sYrIK+/6KK+fPuAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArP8WeLPC3gLwrqXjrx14l0/RdE0XT5r/WNY1a8S2tbC1hQySzzSyEJFEiKzM7EKqqSSACa8P8A+ChX/BTr9jb/AIJf/Cy1+KX7XPxP/sn+1vtUfhbw7ptm93qviC5ggMzwWtun/bOMzytFbxyTwLLNF5qE/wAuX/BYL/gv5+1x/wAFY/FX/CPSz6h8NfhPDp8NvB8KdB8TSz2t/IHhne51OZUhGpS/aIY3iEkSx26xR+WgkM00wB+l/wDwWu/4O1dH8E/2p+zN/wAEnPEn2rxNpviA2viD40XGm2d7pSQweWzJo0c3mx3vmS+ZC91NEIRHE7W6zieK6i/Cv4QfA/8Aat/b2+O1x4W+EXgXxd8TvH3iTUH1HWJ4VlvrqaW4ukSXUL65kJEUZnuEMt3cOsatLukkGSa+ov8AglH/AMECP2uf+Cn32P4mbv8AhXfwjuPt0f8AwsrV7FLr7XcW+E8ixsfOilu8zNsM26O3XyblfNaaHyG/pc/Yf/4J/wD7Kv8AwTy+EVn8If2YPhbYaPGlhb2+teIpLWJtX8QyRGVluNQu1RXuZN887KDiOISskKRRhY14cVjqdD3Y6y/L1/yO/C4GpW96Wkfz9P8AM+I/+COP/BtZ8Ev2E/7N+PX7X8Gg/Eb4yaZrw1Dw/c6fcXMmieGPK8xYGtY5Vi+13B3Ccz3EX7mVIfISN4DcTfqJSfd5JoDA9K8GrVqVpc02e7To06MOWC0FooorM0HK2OKdmo6crY4pktDqKM0VSZIUUUUwCmsvcU6ipaAjopzL3FNqTQKCM80UUANDH+7TqKT7vAFACFcDAFMIMfAFS00jbwFqdikxpGeoqNlMfQVIymPoKCM9RSKIyM9RUZBHWpGUx9BSAk9RU2KuMprLnnFSMueRTakojZexFRkEdamZfQU1l7EUiiMjIwaaybvlxTypXrSEZGDUNFJkJJHG2kEQJzUvTjZTWUr8wFTY0uQkEnbimsM8GpmTeOlRkE/LioKiyPGD92mspX5gKkYZ4NNxg/drNo0TIZI8jcKjPBxVhlK/MBTGj3jNZtGkZEJXJzTJEwd1TMhXrTalxNFIrsn8ePwqNk/jx+FWHTB3gVGyfx4/Cs5I1jIrsn8ePwphB+9ip2T+PH4VGyfx4/Cs2iiFlzzTGXcMEVMQfvYpDzxWcomkZEBiAGa/NH/grf8A8G7Xwc/ba/tH45fsn2+ifD/4ualrZv8AXri/uLiPRvEnm+Ws7XMcSy/ZbgbTMJ4Iv3sjTeckjzCeL9M2XHSonjz8wrXD4itg6iqUnZ/n5NEYjDYfGUvZ1ldfl6dmfxufFT4N/tR/sL/HG18PfFHwZ4r+Gvjzw3qCajo9xJ5tjdQS29y6xX9jcxkCRBPbuYrq3dkZot0bnANfux/wRR/4O1dH8bf2X+zN/wAFY/En2XxNqXiAWvh/40W+m2dlpTwz+YyprMcPlR2Xly+XCl1DEYTHKjXCwCCW6l+6P2zv2Ev2Y/2+PhTd/Cr9pH4Z2OrRvYzwaPr8dtEuraBJKY2a4sLpkZraTfDCzAZjlESpKkkZZD/Ol/wVB/4IX/tV/wDBNn7X8Rc/8J98K7f7HH/wsXSbJbb7JPPlPJvLLzpZbXEq7BNl4G863HmrLL5K/a5bndDG+5U92fbo/R/pv2ufDZnkeIwN50/eh36r1X67d7H9ifhPxZ4W8e+FdN8deBfEun61omtafDf6PrGk3iXNrf2syCSKeGWMlJYnRlZXUlWVgQSCDWhX8eX/AAR9/wCC/n7XH/BJzxV/wj0U+ofEr4TzafNbz/CnXvE0sFrYSF5p0udMmZJhpsv2iaR5RHE0dwssnmIZBDND/Ub/AME9f+CnX7G3/BUD4WXXxS/ZG+J/9rf2T9lj8U+HdSs3tNV8P3M8AmSC6t3/AO2kYniaW3kkgnWKaXynI9w8I+gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr4A/4Ojv8AlBR8c/8AuWf/AFJ9Jr7/AK+AP+Do7/lBR8c/+5Z/9SfSaAP5wP8Aggucf8FYPhSf+w7/AOmLUK/o88z2r+cL/gg2cf8ABV34VH/sOf8Api1Cv6N/M/2q/MuNP+RpD/Av/SpHBiv4i9CbzPajzPaofM/2qPM/2q+RuzmJvM9qPM9qh8z/AGqPM/2qLsCbzPajzPaofM/2qPM/2qLsCbzPajzPaofM/wBqjzP9qi7Am8z2o8z2qHzP9qjzP9qi7Am8z2o8z2qHzP8Aao8z/aouwJvM9qPM9qh8z/ao8z/aouwJvM9qPM9qh8z/AGqPM/2qLsCbzPajzPaofM/2qPM/2qLsCbzPajzPaofM/wBqjzP9qi7Am8z2o8z2qHzP9qjzP9qi7Am8z2o8z2qHzP8Aao8z/aouwJvM9qPM9qh8z/ao8z/aouwJvM9qPM9qh8z/AGqPM/2qLsCbzPajzPaofM/2qPM/2qLsCbzPajzPaofM/wBqjzP9qi7Am8z2o8z2qHzP9qjzP9qi7Am8z2o8z2qHzP8Aao8z/aouwJvM9qPM9qh8z/ao8z/aouwJvM9qPM9qh8z/AGqPM/2qLsCbzPajzPaofM/2qPM/2qLsCbzPajzPaofM/wBqjzP9qi7Am8z2o8z2qHzP9qjzP9qi7Am8z2o8z2qHzP8Aao8z/aouwJvM9qPM9qh8z/ao8z/aouwJvM9qPM9qh8z/AGqPM/2qLsCbzPajzPaofM/2qPM/2qLsCbzPav5w/wDgvQc/8FYPisf+wF/6YtPr+jbzP9qv5yP+C8hz/wAFXfiqf+wH/wCmLT6+u4L/AORpP/A//SonThf4j9D+kD/g1x/5QUfAz/uZv/Un1avv+vgD/g1x/wCUFHwM/wC5m/8AUn1avv8Ar9NO8KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvgD/g5F/4KXf8O5P+Ccevf8IB4s/s/wCJvxQ8zwr8P/sd95V5ZebGft2qx+Xcw3Ef2W2LeXcw7/JvLix3qVkNff8AX8cX/BfP/gq5rP8AwVZ/bh1Dxt4ZuvK+GXgP7T4f+F9nb3d4YbywW5ctrDw3ITybm9xHI4EMTJDFawSCRrfzHAPDP+CeX7H2v/tz/tbeE/2fdNivI9Lvbz7X4s1KzVw2n6PDh7qbzBDKsTsuIYmkQxm4mgRiA9f09fDzwL4T+FXgDQ/hf4B0j7BoXhvR7XStFsftEkv2e0t4lihj3yMzvtRFXczFjjJJOTX54/8ABuZ+xGvwM/ZqvP2q/HmgCHxR8Ttv9i/bLXbNZaBEx8nb5kKSR/apd1w213imhSxkGCDX6OecP7y1+H8bZ1/aGaOhB+5S08nL7T+W3y8z904HyT+z8qWIqL95V181H7K/X5+Ra8z2o8z2qr5w/vLR5w/vLXxntD7TkLXme1Hme1VfOH95aPOH95aPaByFrzPajzPaqvnD+8tHnD+8tHtA5C15ntR5ntVXzh/eWjzh/eWj2gcha8z2o8z2qr5w/vLR5w/vLR7QOQteZ7UeZ7VV84f3lo84f3lo9oHIWvM9qPM9qq+cP7y0ecP7y0e0DkLXme1Hme1VfOH95aPOH95aPaByFrzPajzPaqvnD+8tHnD+8tHtA5C15ntR5ntVXzh/eWjzh/eWj2gcha8z2o8z2qr5w/vLR5w/vLR7QOQteZ7UeZ7VV84f3lo84f3lo9oHIWvM9qPM9qq+cP7y0ecP7y0e0DkLXme1Hme1VfOH95aPOH95aPaByFrzPajzPaqvnD+8tHnD+8tHtA5C15ntR5ntVXzh/eWjzh/eWj2gcha8z2o8z2qr5w/vLR5w/vLR7QOQteZ7UeZ7VV84f3lo84f3lo9oHIWvM9qPM9qq+cP7y0ecP7y0e0DkLXme1Hme1VfOH95aPOH95aPaByFrzPajzPaqvnD+8tHnD+8tHtA5C15ntR5ntVXzh/eWjzh/eWj2gcha8z2o8z2qr5w/vLR5w/vLR7QOQteZ7UeZ7VV84f3lo84f3lo9oHIWvM9qPM9qq+cP7y0ecP7y0e0DkLXme1Hme1VfOH95aPOH95aPaByFrzPajzPaqvnD+8tHnD+8tHtA5C15ntR5ntVXzh/eWjzh/eWj2gcha8z2o8z2qr5w/vLR5w/vLR7QOQteZ7UeZ7VV84f3lo84f3lo9oHIWvM9qPM9qq+cP7y0ecP7y0e0DkLXme1Hme1VfOH95aPOH95aPaByFrzPajzPaqvnD+8tHnD+8tHtA5C15ntR5ntVXzh/eWjzh/eWj2gcha8z2o8z2qr5w/vLR5w/vLR7QOQteZ7UeZ7VV84f3lo84f3lo9oHIWvM9qPM9qq+cP7y0ecP7y0e0DkLXme1Hme1VfOH95aPOH95aPaByFrzPasf4hfEHwn8KvAOufFDx7qn2DQvDej3Wqa1feRJL9ntLeJpZpNkas77URm2qpY4wATgVe84f3lr8hv+DmH9uPcPD/7Bvw98Q/8APLX/AIh/Y7v6/YNPl8ub/eu5IJov+fCVG6162R5bUzrMoYWOierfaK3f6LzaPJzzM6eS5bPFSV2tEu8nsv1fkmfmZ+19+0r4t/bB/aX8ZftJ+NLb7PeeKtYa4hsd8b/YbRFWK1td8ccYl8m3jhh8worSeXvb5mJP9ev/AAQu/wCCdH/Dsb/gnH4N+AXiPTvs/jbWN3if4mfvt23XryOLzbf5bieH/RYYray3wOIpvsfnBVaVs/hB/wAGo/8AwSj1n9sz9sm1/bY+Itr5Pw5+BfiC0v7eO5s7xP7e8SBHmsYLeeIxxj7FKtvezgyOR/okTwvHds6f1PV/RNKlToUo06atGKSS7JaJH841qtSvVlUqO8pNtvu3q2FFFFaGYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH84P/AAea/wDBOj/hWvx28Kf8FLvAGnbdJ+I3k+GPiB++/wBVr1ran7DcfvLhmb7Rp9u0OyGFIov7J3uxkuhn5f8A+DfL9vPT/gz8Ubz9jb4iT+XonxA1ZbvwvfyXFvDDYawICjxSFwrv9rSKCJAHYiaGJEjJnd1/qe/aq/Zo+Fn7ZH7OPjT9lz416T9s8M+OPD9xpWpeXbwSTWvmL+7u7fz45I0uYJQk8MjI3lzQxuBlBX8Rv7RnwH+OH7Bv7Vfif4B/EOS70Lxz8NfFclo2o6abm1Int5A9vqFnJKkU3kyr5Vzbz7ELxSRSKAGFdGExM8JiI1Y9PxXVHBmeApZngZ4ep9paPs+j+T+/Y/p286jzq8V/YL/a20P9tH9lrwv8ddPa0j1K8tPsvijT7RlAsNVhwlzF5YllaJC372JZGMhgmhZgC9exef8A7P61+kU5Qq01OL0auj8Er06mGrSpVFaUW015osedR51V/P8A9n9aPP8A9n9arlMecsedR51V/P8A9n9aPP8A9n9aOUOcsedR51V/P/2f1o8//Z/WjlDnLHnUedVfz/8AZ/Wjz/8AZ/WjlDnLHnUedVfz/wDZ/Wjz/wDZ/WjlDnLHnUedVfz/APZ/Wjz/APZ/WjlDnLHnUedVfz/9n9aPP/2f1o5Q5yx51HnVX8//AGf1o8//AGf1o5Q5yx51HnVX8/8A2f1o8/8A2f1o5Q5yx51HnVX8/wD2f1o8/wD2f1o5Q5yx51HnVX8//Z/Wjz/9n9aOUOcsedR51V/P/wBn9aPP/wBn9aOUOcsedR51V/P/ANn9aPP/ANn9aOUOcsedR51V/P8A9n9aPP8A9n9aOUOcsedR51V/P/2f1o8//Z/WjlDnLHnUedVfz/8AZ/Wjz/8AZ/WjlDnLHnUedVfz/wDZ/Wjz/wDZ/WjlDnLHnUedVfz/APZ/Wjz/APZ/WjlDnLHnUedVfz/9n9aPP/2f1o5Q5yx51HnVX8//AGf1o8//AGf1o5Q5yx51HnVX8/8A2f1o8/8A2f1o5Q5yx51HnVX8/wD2f1o8/wD2f1o5Q5yx51HnVX8//Z/Wjz/9n9aOUOcsedR51V/P/wBn9aPP/wBn9aOUOcsedR51V/P/ANn9aPP/ANn9aOUOcsedR51V/P8A9n9aPP8A9n9aOUOcsedR51V/P/2f1o8//Z/WjlDnLHnUedVfz/8AZ/Wjz/8AZ/WjlDnLHnUedVfz/wDZ/Wjz/wDZ/WjlDnLHnUedVfz/APZ/Wjz/APZ/WjlDnLHnUedVfz/9n9aPP/2f1o5Q5yx51HnVX8//AGf1o8//AGf1o5Q5yx51HnVX8/8A2f1o8/8A2f1o5Q5yx51HnVX8/wD2f1o8/wD2f1o5Q5yx51HnVX8//Z/Wjz/9n9aOUOcsedR51V/P/wBn9aPP/wBn9aOUOcsedR51V/P/ANn9aPP/ANn9aOUOcsedR51V/P8A9n9aPP8A9n9aOUOcsedR51V/P/2f1o8//Z/WjlDnLHnUedVfz/8AZ/Wjz/8AZ/WjlDnLHnUedVfz/wDZ/Wjz/wDZ/WjlDnLHnUedVfz/APZ/Wjz/APZ/WjlDnLHnVk+PfH3hb4Y+Bta+JPjjVPsOi+HtJuNT1i98iST7PawRNLLJsjVnbaisdqqWOMAE4FXvP/2f1r8z/wDg4w/bCPhD4XaF+xj4Uutt/wCMPL1rxZ+7+5pcE5+yw/PCVPnXcRk3RyK6fYNrApPzy4zERweGlVfTbzfQ9LKcDUzTMKeGj1er7Jat/dt52R+XP7V/7RPin9rL9ovxd+0P4wt/s934o1ZriGy3I32K1RVitrXekcYk8m3jii8worP5e5vmYk/19/8ABC7/AIJ0f8Oxv+Ccfg34BeI9O+z+NtY3eJ/iZ++3bdevI4vNt/luJ4f9FhitrLfA4im+x+cFVpWz+AP/AAaj/wDBOj/htH/go5a/H3xrp3m+CfgH9k8T3/77b9p15pH/ALGt/wB3cRTJtmgmvd4SWI/2b5Mq7bhc/wBXtfnMpSqScpat6s/eqdOnRpxpwVkkkl2S0SCiiipNAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK8v/AGvP20P2YP2C/g1N8f8A9rj4v6f4L8KQ6hb2C6heQzTyXN1MSI4ILe3SSe5lIV3KRRuyxxSyMAkbsoB6hX5A/wDBXn/g7J/Zx/ZE+2/BT/gn2fD/AMX/AIjR/YJZPFn2hb7wbp8Mu6SaP7RaXKSahciIRr5cDLChuctOZLeW1P5n/wDBYj/g6M/ag/4KE6drHwA/Zh07UPhL8HdU0+80rXdPF1DPrPi21kuMq95cLHmxie3jjR7O2kKkTXUc091FIqp8wf8ABMH/AII7ftcf8FSfG0f/AAqTw5/Y3w/0/XYtP8Y/ErVVT7DpGYzM6xRF0kv7gRhcQQ52tPb+c8EcwlEzqRpx5pOyKp051JcsVdnjvjPxb+1j/wAFDf2mtU8ceIV8W/Fb4q+PNQmvLxdN0uXUNS1KRIS7LDbWyEiKGCLCwxII4YYQqKkcYC/tr/wSV/4NTPDHwyv9J/aB/wCCmk9j4h1+xvrTUdF+Fej3iXOkQKLfe0WsO0WL2RJ3UG3gc22bX55buKdo1+9v+CX/APwR1/ZG/wCCW3giI/CPw3/bPxA1HQYtP8Y/EvVlf7dq+JDM6xRM7x2FuZCuIIcblgt/Oe4khEp+sFYocmvBxWZSqe7S0Xfq/wDI97C5bGn71XV9un/BJFJQ5JpwOOSaaMEdKAdpy3SvN3PTJKGBI4NMVyxwpp4OaLk7AD2ooI9KAexqhBRRRQA5GxxTqjoBwc0yXEkooByM0VSZIUUUUwCmsuDkCnUVLXVAiOinFDngU0gjg1JoFFFFADR8vFOopudvU0BuBAXk0wjy+tS00oT/ABVOxSYwEN2psibulPZd33eKAc0W7FEYOaa69wKe6f3aQHNQUmR01lHXFSMuOQKbUFIjI7EU3YalZc00rikV6EVNIAO41Iy55AptJopMiK7TupHTevAqQjuaaQV+Y1L1NEyE8/KKawzxUzpuGVqMjPyis2UmR8KeaRsMMKKkKletNYHrms+U0uREcbKjdSpqcjcMDrTGUfcI5qWjSMiGo3TB3VM6FTTevBrOSNIuxXZed+OKjZed+KsOmDntUZjLHI6VnI1TK5jLNuxTXAztAqw6j7gFRsv8Pes5RKRCRjgimMu2pWXHB600jsalouMivImTuph5+YCrDLionTuKykjaMj8cf+Cp/wDwbBeHPiNf6p8d/wDgnHPY6Drl7fXV/rHwx1a8S30qZTBvWLSHWLFnI06EC3mb7Nm5+WS0igWNvxw8DeM/2q/+CfX7S2lePfC7+K/hb8UvAmoQ3ll/aGmyWOo6dI8IZVlt7hBuilglw8MqNHNDMVdXjkKt/Y1t3fdFfLf/AAUp/wCCR/7Kn/BTDwbIPip4e/sjx5p+iS2HhH4jaWr/AGzScyCVFljDql9biQNmCbO1Z5/JeCSUyj6HLeIKuHap4n3o9+q9e6/H12Pm804epYi9TDe7Lt0f+T/D03PPP+CQ3/B2T+zj+139i+Cn/BQQ+H/hB8RpPt8sfiz7Qtj4N1CGLbJDH9ou7l5NPuTEZF8udmhc22VnElxFaj9fq/il/wCClH/BJL9qv/gmZ4ykHxV8Pf2v4D1DW5bDwj8RtLVfserYjEqLLGHZ7K4MZbME2NzQT+S88cRlP1Z/wR3/AODoz9qD/gntp2j/AAA/ae07UPi18HdL0+z0rQtPN1DBrPhK1juMs9ncNHm+iS3kkRLO5kCgQ2scM9rFGyv9pRrUsRTU6bun1R8TWo1cPUdOpFproz+q6ivL/wBkP9tD9mD9vT4NQ/H/APZH+L+n+NPCk2oXFg2oWcM0EltdQkCSCe3uEjntpQGRwksaM0csUigpIjN6hWhmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfAH/B0d/wAoKPjn/wByz/6k+k19/wBfAH/B0d/ygo+Of/cs/wDqT6TQB/N9/wAEHyR/wVa+FeP+o5/6YtQr+jHc3rX85f8AwQl/5SrfCv8A7jn/AKY9Qr+iuvy/jZ/8KsP8C/8ASpHn4t/vF6Fnc3rRub1qtRXx/McvMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetG5vWq1FHMHMWdzetfznf8ABeAk/wDBVr4qZ/6gf/pi0+v6KK/nU/4Ltf8AKVb4qf8AcD/9Men19hwS/wDhVn/gf/pUTqwj/eP0P6RP+DXH/lBR8DP+5m/9SfVq+/6+AP8Ag1x/5QUfAz/uZv8A1J9Wr7/r9QPQCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiis/wAWeLPC3gLwrqXjrx14l0/RdE0XT5r/AFjWNWvEtrWwtYUMks80shCRRIiszOxCqqkkgAmgD8wf+DrD/gqH4V/Y6/YM1b9kj4f+NtP/AOFpfGrT20dtHjnR7rTfC8wkj1HUJInglTyp0STT03mF2a6mlgctZyBf53f+CVf7Gn/Dcv7aHhr4Sa3Z+d4X03drnjj95tzpNs6eZD8s0Un7+V4bXdExkj+0+aFIjapP+Cs//BQLxV/wU0/bz8dftW6xNqEWialqH2DwJo+oM6tpOgWxMdlB5TTzpBKyZuJ0icxG6ubmRABJiv2O/wCCKf7Bdj+xV+yfZeI/FWj3lr8QPiJZ2uq+NI7yWZTaIPNaysfIkjjMDwwznzVZS4nkmUu6LEF+X4uzyOSZTKUX+8n7sPJ9Zf8Abq19bLqfVcIZHLPM2jGa/dw96fmltH/t56el30PszeKN4qDcvrRuX1r+eec/ojkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkJ94o3ioNy+tG5fWjnDkOA/a4/aT8J/sifs2eMP2jvGVt9os/CujtcQ2O90+3XbssVra70jkMfnXEkMXmFGWPzN7fKpI/mZ+KPxD+M/7aH7SWqePtV0rUPEXjj4ieKM2uj6PBc3k1xdXEojt7CziLSzMq5jt4IQXYIsca5wBX6Df8HKf7Zf/CbfFXw/+xL4RvN2n+DfL1zxd+7/ANZqs8B+yw/PCGHk2kxk3RyNHJ/aG1lDwce9f8GZX/BOj/hZXx28V/8ABS7x/p27Sfhz53hj4f8A77/W69dWo+3XH7u4Vl+z6fcLDsmheKX+1t6MJLU4/cuAclWByz65UX7yrqvKHT7/AIvNNdj8L4/zp47NPqdN/u6Wj859fu+Hyafc/a7/AIJMf8E/fC3/AATL/YM8C/spaPBp8ut6bp/2/wAd6xp6oy6tr9yBJez+asEDzxK+LeB5UEotba2jckx5r6Qoor7w+BCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvwB/4PNf+CaP/ACKn/BUf4T+E/wDnj4V+LX9n2P1/svVZvJtv9+xlubif/oFwRr1r9/q8/wD2qv2aPhZ+2R+zj40/Zc+Nek/bPDPjjw/caVqXl28Ek1r5i/u7u38+OSNLmCUJPDIyN5c0MbgZQUAfyif8EAv2zf8AhS37Q15+zL4313yfDXxG2/2R9qutsNnrkSnytvmTLHH9pj3QHajyyzJZIMAGv2r+0L6/pX8zv7RvwG+N/wCwd+1V4o+AXxEe60Pxx8NfFUlo2oaabm1Pn28ge31CzklSKbyZV8q5t5tiF4pIpFADCv34/YU/au0T9sr9l/wz8crCa1j1K8tfsvifT7UqBY6pDhLmLYJZWiQt+9iWRi5gmhZgC9fY8O4z2lN4eW61Xp1+5/mflPHmV+xxEcdTWk9Jf4ls/mtPl5ntX2hfX9KPtC+v6VT83/ao83/ar6flPz3mLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5i59oX1/Sj7Qvr+lU/N/2qPN/wBqjlDmLn2hfX9KPtC+v6VT83/ao83/AGqOUOYufaF9f0o+0L6/pVPzf9qjzf8Aao5Q5jA+OPxt8Dfs9fCDxF8bfiPqHkaL4Z0qW+vNskayTbR8kEXmuiNNK+2KNCy75JEUHLCv5xPjB8U/jd+3F+0rffELXNCl17xx481q3trHRfDWks0lzcMI7a0srW3jDSSEKsMMa/PK5C7i7sWb9Cv+Dh39sksND/Yo8C69/wA89b8efZbr6/YrGTy5v966eGWP/nxlQ9a67/g0I/4Jo/8ADTP7ZOoftz/FLwn9o8E/Bfb/AMI79vsd9tqXiqdD9n2+dbPDN9ihL3TbJY57e4k0yVcqxr4jiDGe2xHsI7R39f8Agbfefr3A+U/VcC8ZUXvVNvKP/BevmrH7f/8ABC7/AIJ0f8Oxv+Ccfg34BeI9O+z+NtY3eJ/iZ++3bdevI4vNt/luJ4f9FhitrLfA4im+x+cFVpWz9f0UV88fdBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVz/xS+LPws+B3gS++KXxr+Jfh/wf4Z0vyv7S8ReKdZg0+wtPMlSGPzbid1jj3yyJGu5huZ1UZJAr+dH/AILEf8Hb3xl+N2o6x+z5/wAExLvUPAPg231C8s7z4rHA1nxPZNb+QGs4ZYQ+jRF3nkSZW+2kLayK1k6ywsAfpf8A8Frv+DjL9nH/AIJV/wBqfAHwBpX/AAn3x0m8Pm603w3blW0rw7NL5f2Z9ZlWVJI98UjXCWsIaaWONA7WqXMNwf5kv28f+Civ7XH/AAUj+Mt78Zv2q/ixqGtSSahcXGheGorqVdG8NxzCJWttNs2dktYtkECsRmSYwrJM8spaRqn7Ev7Av7U3/BQf4t2fwi/Zk+F99rEkl9b2+teIpbaVdI8PxyiRluNQu1Rlto9kEzKDmSUxMkKSyFY2/pQ/4JU/8EEf2Sf+CY32P4lbv+FhfFq3+3R/8LK1axe1+yW9xhPJsrHzpYrTEK7DNue4bzrhfNWKbyF48VjqOFVnq+39bHbhcDWxTutF3/y7n53/APBJn/g1U8S/Eyw0n4//APBTGe+8P6BfWNpqGi/CvR7x7bV52NxvaLWHaLNlG8CKDbwOLnF188tpLA0bfvD8NPhf8M/gx4Jsvhr8Hfh1oXhPw5pvmf2d4f8ADOkQ2Fja+ZK0snlwQKsabpHd22qMs7Mckk1sK2eKkVq+bxGKrYmV5v5dEfSYfC0cNG0Fr36scDg5qQYI6VHSq2DWBuPVihyacrq5ximZVuKMFeUFWQSEf3acrZ4HWmI4PFLgjlRVbiJQexoI9KYrf99U8GjyZGwA9jRSEdwKXPrVCCiiigABwc1IDkZqOgEg0CaJKKAcjIoq0yAooopgFIy5paKloCMgjg0U5lzzTaktMKKKKBifd5JpQ2elHXqKQg/w0DFIJ6Go2Xd93ipAQelIQe1TsNDAc0x0/u09l/uUAg0PuURg5prJ/dFOdCPu0m5fWoKQwgjqKOtSEZ61GQR1FTYq4xhimMueQKmIzTCMUiiKmkdzUjLjkU2pZSZGQV+Y00bSelSFc8HpTWQDhOtSXcjZdpy1NIz8wqQgN8pprKQf9ms7FpkTA9c00jcMDrUhHcDimEEcioaNLkbKPuEc1G6FTUzAEZB+amOuRg/eqGaRkREZGDTTH8uBUhiYLnFNrNxNFIhZf4e9Rsv8PerDpnkDmomX/vqs2jSLIGXHB61Gy44PWrDL/e61Gy/3utQ0WQkdjTGXHFSsuPvdaaVPUispKxcZEPl4GMVGy44PWrDqTyKjZA3OKnlNYyOd+I/wy+HPxg8G3nw5+Lfw/wBD8UeH9R8v+0NC8R6TDfWdz5ciyx+ZDMrI+2REcZBwyKRggGvw/wD+Cp3/AAbBeJPhtY6p8dv+Cck99r2h2djdX+sfDHVrx7nVYWE+9YtJdYs3kawOQLeZvtOLb5ZLuWdY1/d5lx97rTWXPUV0YPH4rL6nNSenVdGc2Ny/C5hT5aq16Nbr0/yP5C/2Dv8Agor+1x/wTc+Mtl8Zv2VPixqGiyR6hb3Gu+GpbqVtG8SRwiVVttSs1dUuotk86qTiSEzNJC8UoWRf6ff+CLX/AAcM/swf8FTfCvh/4ReOtX0/wP8AH6TT7g6x8P3jmW11ZrVEeW80qeQFJYnRmlFo0huoVhuMrLFAbqTw3/grN/wQ4/Z5/wCCjPhzW/if4P0ux8IfGx7GAaV42V5VttTa3R1itdShQlZI3RljN0sZuYligwZI4fs7/wA8X7Zv7Cv7Tn7BHxVu/hT+0j8NL7SZEvp4NH8QR20raVr0cQjZp7C6ZFW5j2TQswGJIjKqSpHIGQfeZdm2GzCNo6S6xe/y7r+rHwGZZRistleWseklt8+z/q7P7nqK/nB/4Ivf8Havjv4L7fgD/wAFXPEniDxr4Zb7Da+FvihY6bFcaroar5Ns6amqbJNQthEDcNdATX3mLKGW7M6eR/Q98Lfiz8LPjj4Esfil8FPiX4f8YeGdU83+zfEXhbWYNQsLvy5Xhk8q4gdo5NksbxttY7WRlOCCK9Q8o6CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+AP+Do7/lBR8c/+5Z/9SfSa+/6+AP+Do7/AJQUfHP/ALln/wBSfSaAP5uv+CFLbP8Agqn8LW/7Dn/pjv6/om+0D/ar+db/AIIXnb/wVO+Fp/7Df/pjv6/of83/AGq/KuOX/wAK0P8AAv8A0qR5uM/iL0/zLX2gf7VH2gf7VVfN/wBqjzf9qvjLnKWvtA/2qPtA/wBqqvm/7VHm/wC1RcC19oH+1R9oH+1VXzf9qjzf9qi4Fr7QP9qj7QP9qqvm/wC1R5v+1RcC19oH+1R9oH+1VXzf9qjzf9qi4Fr7QP8Aao+0D/aqr5v+1R5v+1RcC19oH+1R9oH+1VXzf9qjzf8AaouBa+0D/ao+0D/aqr5v+1R5v+1RcC19oH+1R9oH+1VXzf8Aao83/aouBa+0D/ao+0D/AGqq+b/tUeb/ALVFwLX2gf7VH2gf7VVfN/2qPN/2qLgWvtA/2qPtA/2qq+b/ALVHm/7VFwLX2gf7VH2gf7VVfN/2qPN/2qLgWvtA/wBqj7QP9qqvm/7VHm/7VFwLX2gf7VH2gf7VVfN/2qPN/wBqi4Fr7QP9qj7QP9qqvm/7VHm/7VFwLX2gf7VH2gf7VVfN/wBqjzf9qi4Fr7QP9qj7QP8Aaqr5v+1R5v8AtUXAtfaB/tUfaB/tVV83/ao83/aouBa+0D/ao+0D/aqr5v8AtUeb/tUXAtfaB/tUfaB/tVV83/ao83/aouBa+0D/AGqPtA/2qq+b/tUeb/tUXAtfaB/tUfaB/tVV83/ao83/AGqLgWvtA/2qPtA/2qq+b/tUeb/tUXAtfaB/tUfaB/tVV83/AGqPN/2qLgWvtA/2qPtA/wBqqvm/7VHm/wC1RcC19oH+1R9oH+1VXzf9qjzf9qi4Fr7QP9qv52f+C6zb/wDgqn8Um/7Af/pjsK/oc83/AGq/ng/4LoHd/wAFTvikf+wJ/wCmOwr7Pgb/AJG0/wDA/wD0qJ1YP+I/T/I/pI/4Ncf+UFHwM/7mb/1J9Wr7/r4A/wCDXH/lBR8DP+5m/wDUn1avv+v1U9IKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/GH/AIO9/wDgq5rP7N3wJ0//AIJufB268nxN8XvD7X/jrVobu8t7nSfDYuhHHBCYwkcv2+WC7t5QZXC29vcRSQkXccifrd8fvj98G/2Wvg14h/aD/aD+IWn+FfBvhXT2vNd13UnIjt48hVUKoLyyu7JHHDGrSSySJHGru6qf4k/2/P2xfHf/AAUA/bJ+IX7YfxFs/smoeOPED3dvpvmRSf2ZYRosFjY+ZFDCs32e0it4POMatL5PmON7sSAer/8ABF/9if8A4bK/bM0n/hLdA+1+CPAuzXvF32i18y2uvLf/AEWwffDJC/nzgb4ZNvmW0N1tYMlf0S7/APar5t/4Ja/sen9iD9jXw38JtYs/K8Talu1vxt+83Y1W5RN8PyzSx/uIkhtt0TCOT7N5oAMjV9Eeaf8AJr+cOMOIP7bziUqb/dwvGPmk9Zf9vPX0sf0jwbw//YeTxjUX7ydpS7ptaR/7dWnrctb/APao3/7VVfNP+TR5p/ya+U9ofWcha3/7VG//AGqq+af8mjzT/k0e0DkLW/8A2qN/+1VXzT/k0eaf8mj2gcha3/7VG/8A2qq+af8AJo80/wCTR7QOQtb/APao3/7VVfNP+TR5p/yaPaByFrf/ALVG/wD2qq+af8mjzT/k0e0DkLW//ao3/wC1VXzT/k0eaf8AJo9oHIWt/wDtUb/9qqvmn/Jo80/5NHtA5C1v/wBqjf8A7VVfNP8Ak0eaf8mj2gcha3/7VG//AGqq+af8mjzT/k0e0DkLW/8A2qN/+1VXzT/k0eaf8mj2gcha3/7VG/8A2qq+af8AJo80/wCTR7QOQtb/APao3/7VVfNP+TR5p/yaPaByFrf/ALVG/wD2qq+af8mjzT/k0e0DkLW//ao3/wC1VXzT/k0eaf8AJo9oHIWt/wDtUb/9qqvmn/Jo80/5NHtA5C1v/wBqjf8A7VVfNP8Ak0eaf8mj2gcha3/7VG//AGqq+af8mjzT/k0e0DkLW/8A2qN/+1VXzT/k0eaf8mj2gcha3/7VG/8A2qq+af8AJo80/wCTR7QOQtb/APao3/7VVfNP+TR5p/yaPaByFrf/ALVG/wD2qq+af8mjzT/k0e0DkLW//ao3/wC1VXzT/k0eaf8AJo9oHIWt/wDtUb/9qqvmn/Jo80/5NHtA5C1v/wBqjf8A7VVfNP8Ak0eaf8mj2gcha3/7VG//AGqq+af8mjzT/k0e0DkLW/8A2qN/+1VXzT/k0eaf8mj2gcha3/7VG/8A2qq+af8AJo80/wCTR7QOQtb/APao3/7VVfNP+TR5p/yaPaByFrf/ALVG/wD2qq+af8mjzT/k0e0DkLW//ao3/wC1VXzT/k0eaf8AJo9oHIWt/wDtUb/9qqvmn/Jo80/5NHtA5C1v/wBqjf8A7VVfNP8Ak0eaf8mj2gcha3/7VG//AGqq+af8mjzT/k0e0DkLW/8A2qN/+1VXzT/k0eaf8mj2gcha3/7VG/8A2qq+af8AJo80/wCTR7QOQtb/APao3/7VVfNP+TR5p/yaPaByFrf/ALVG/wD2qq+af8mjzT/k0e0DkLW//arxn/goD+13oX7EX7KPir4+ajNaSapZ2f2Twrpt2ykahq02UtovLMsTSorfvpVjcSCCGZ1BKV655p/ya/Cb/gvd+3zqX7SX7R0/7M3g+fy/Bvwt1a4tJnhuLhf7V1kKsd1LNE4RP9GdZbaIhGI/0h1kZLgKv03CeTzz7OIUmv3cfen/AIV09ZPTvu+jPmeLM6hkOTzrJ/vJe7Bf3n19Iq77bLqj5S/Z1+BHxy/b0/as8M/AX4fS3mveOviZ4sS1Gpao1zdMbi4lL3GoXkkaSzeTEplubifa5SKOWRgQpr+1D9gP9jrwJ/wT/wD2Nvh7+x58Orz7Zp/gfw+lpcan5csf9p38jtPfX3lyzTND9ou5bifyRIyxed5aHYigfjD/AMGZX/BNH/ka/wDgqP8AFjwn/wA9vCvwl/tCx+n9qarD51t/uWMVzbz/APQUgkXpX7/V/SiSirI/mhtyd2FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+CP/B45/wAErNR13TtK/wCCrfwZ8OafHHoun2+hfGZY7i3tpJI2uIrfStTEYiV7qXfP9imdpZJBGunqkQihmdPzL/4Ig/tq65+z5+05Y/AnxT4juv8AhCviJdCw/s9pWaCz1qTYtpdIixu2+RlW1baY1ImjeVitumP7Avix8LfAnxx+Fnib4KfFLQv7U8M+MPD95oniLTftUsH2uwu4HguIfMhZJI98UjruRlZc5UggGv4g/wBvz9jrx3/wT/8A2yfiF+x58Rbz7ZqHgfxA9pb6n5cUf9p2EiLPY33lxTTLD9otJbefyTIzRed5bnejAdGFxFTC4iNWG6f3918zizHA0cywU8NV2krej6NeaeqP6NPtX+d1H2r/ADur57/4Jsftbf8ADY37JXh/4n6vd+Z4j0/do/jD93tzqduib5flijj/AH0bw3G2NSkf2jywSUNe8edX6lRnDEUY1IbNXR/OWKo1sFiZ0KqtKLafqv07eRc+1f53Ufav87qp+dR51a8pz85c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Ufav87qp+dR51HKHOXPtX+d1H2r/O6qfnUedRyhzlz7V/ndR9q/zuqn51HnUcoc5c+1f53Vy3xt+Nfgr9n/AOEniL40/ES+8jR/Dely3t5tmjWSbaPkgi810VppX2xRoWG+SRFBywrd86vy7/4OCv2wyw0P9i/wPrn/ADz1vx19lufr9isZPLl/3rl4ZY/+fKRD1rhzHFRwODlVe/T1e39dj1siy2ecZpTwy2bvJ9orf/JebR+evxD8b/GD9sD9oa/8Y3mkah4i8aeP/EgFno+j29xdzXN1cSiO3sbSItJK4GY4IYQXYKsca5wBX9mX/BJj/gn74W/4Jl/sGeBf2UtHg0+XW9N0/wC3+O9Y09UZdW1+5AkvZ/NWCB54lfFvA8qCUWttbRuSY81+CP8AwaEf8E0f+Gmf2ydQ/bn+KXhP7R4J+C+3/hHft9jvttS8VTofs+3zrZ4ZvsUJe6bZLHPb3EmmSrlWNf0/V+YSlKUnJ7s/oqnTjTpqEFZJWS7JBRRRUlBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXyB/wVc/4LXfsbf8ABJfwJL/wuTxP/bfxG1Lw/NqXgn4W6Qz/AG/WcSiFGmlWN49PtjKWzcT43Lb3PkJcSQtCfP8A/g5O/bi/bJ/4J+/8E41+Ov7E8n9n+IJviBpeleIPFP8AwjSan/wj2lSx3Ltd7Jkkt4vMuYrS08y4jdP9N2KBLJE6/wAnnw7+Hf7Qf7aP7Qdp4E8CaTr3xA+JHxA16WRVmumub7Vr6ZmmnuZ55m6/6yaa4mcKiiSWR1VWYJtRV2NJydkezf8ABSf/AILAftxf8FUvHY8S/tM/En7P4ft/sraT8OPC0tza+G9NmgikjFzFZyTS77lvPuC1zK8k2J2jDrEscSfTn/BHv/g28+NP7c50747ftdQ658O/g7qWhjUNAuNPuLaPWvE3m+YsDW0cqy/ZLcbROZ7iL99G8PkJIk5nh/Rr/gj9/wAG4HwW/Ya/s347ftcwaH8Q/jFpmuDUNAuNPuLmTRfDPleYsDW0cqxfa7g7hOZ7iL9zIsPkJG8Bnm/TzO37leBjM43hQ+//AC/z/wCHPoMHk+06/wB3+f8Al/wxxf7On7M/7P8A+yV8NLX4P/s3fCHQvBfh212N/Z2h2KxfaZlhig+0XEnMl1cNHDEr3EzPLJsUu7Hmu9BP8VRjDUqMScPXh8zk7s93ljFWRJmnK2eKYpJ7UuapEtEytTqhDDHJpyuxPNUSSZpytnimg5ozTJH4I5UU9HB4pitkUHK8qKtMklI7gc0qt/31TEbI5pTx8wHNVvoSS59aTaDzio1YlvmFSA84A4o1RNrByD04paCM8GkGQcYqiRaKKKAAEg1IGz0qOjJHSmJokopqN2Jp1NMgKKKKoAprLnmnUVLQEdFPKgnNNYYOKktMSiiigYhB/hpQQelFIc/w0ABB7Uxl/uVJnPSkYH+EVOxSI9y+tIYl9KfsH8QpoJH3jRbsUR4ZeWpSAwqRlDDBqLkNg9KkYwgjqKCM1IQGqOoLGEYpjLjkVMRmmFT6UivQiII6igj0qQjPBqOpsUmRsv8Ad60hGflapTnqKYy8Z/iqSkyJlIP+zTCO4HFTdRtao2GGx/DWbRoiIgjkUmFPJPNPI5wBQV9qjlLTI2B6/wANROn8Sip/9lqYwwcfw1Fi4yIKa6Z5A5qWRMcqKZWbRqn1IWX+91qNl/vdasOoPOKjK5GW61m0axkQeUT8zimOM/d6VN856011wcL0qHEorkelNZc8ipnXBwvSoyMHiocTSMiFkDc4qNlx97rVh17gVG6g84rNxNYyISoJ5FcL+0D+zd8B/wBqj4c3Pwk/aL+E+ieMPD91vb+z9asll+zytDJD9ogf79tcLHLKqTxMkse8lHU813mM8seaaV3dRWfvRleLs0W1GcXGSumfzb/8FTP+Ddf9of8AYesNU+Nn7PV9ffEz4W6fY3Wo6xfC3ih1XwzbJPhVuoFfN5GsDo7XVugUCK4klhto41Z/E/8AglZ/wWI/a4/4JQ/GXTfGPwg8X6hrXgSTUJJfF3wn1LWJV0bXI5hCk8gj+ZLW+2QQiO9RDIhhRXEsJkgk/qyZcdBX5j/8FZf+Dcn4VftpeI9b/aL/AGVNesfAvxS1q+guNY0/UpDH4d1qQu/2m6lWGCSa2vJA6yNNGHjleE74fMnkuR9blvEe1PF/+Bf5r9V93U+QzThverhP/Af8n+j+/ofon/wSj/4LXfsbf8FaPAkX/Cm/E/8AYnxG03w/DqXjb4W6uz/b9GzKYXaGVo0j1C2EoXFxBnatxbeelvJMsI+v6/g78feAfj/+xt8frnwX4003XvAPxF8A69FJ+5umtr7Sr6FlmguYJ4W4IPlzQ3ETlWUxyxuVZWP9av8Awbrft9/tcf8ABSD/AIJ6L+0H+2J4X0+11u18YXOhaFrum+H5dOj8S6faWdkramVZjFLK9417HI9ssduJIHjSKMxso+ujKMoprVM+PlGUZNNWaPu+iiimIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+AP+Do7/lBR8c/+5Z/9SfSa+/6+AP+Do7/AJQUfHP/ALln/wBSfSaAP5tf+CGhx/wVL+F5/wCw3/6ZL+v6GfM/2q/nk/4Ictt/4Kj/AAvP/Yb/APTJf1/Qn51fkvHkrZxT/wCva/8ASpHm4z+IvT/MseZ/tUeZ/tVX86jzq+J5jlLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1R5n+1VfzqPOo5gLHmf7VHmf7VV/Oo86jmAseZ/tUeZ/tVX86jzqOYCx5n+1X883/AAXLOf8AgqX8UD/2BP8A0yWFf0I+dX89n/BcZt3/AAVH+KB/7An/AKZLCvtuA5Xzip/17f8A6VE6sH/Efp/kf0mf8GuP/KCj4Gf9zN/6k+rV9/18Af8ABrj/AMoKPgZ/3M3/AKk+rV9/1+tHpBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFeP/t+fti+BP8Agn/+xt8Qv2w/iLZ/a9P8D+H3u7fTfMlj/tO/kdYLGx8yKGZoftF3LbwecY2WLzvMcbEYgA/GH/g81/4KXf8AIqf8EuPhP4s/54+Kvi1/Z999f7L0qbybn/fvpba4g/6Bc8bda+Af+CA37Cdl+0T+0FcftKfEjRrxvC3wyvLW50VklmgS98QCRZrcB1TbKluqedJGJFYPJableOR1PyV+0Z8efjh+3l+1X4n+PfxDju9d8dfErxXJdtp2mrc3RM9xIEt9Ps45Xlm8mJfKtreDe5SKOKNSQor+hb9gX9lDQv2KP2VvC/wG06Ozk1OztPtXinUbRVIv9Wmw9zL5giiaVFb91E0iiQQQwoxJSvgfELPv7Hyf2FJ2qVvdVt1H7T/T536H33h7kKzjOPb1Y3p0bSd9nL7K/Nv0t1Pa/Oo86oPN9xR5vuK/nf2p/RXsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7Mn86jzqg833FHm+4o9qHsyfzqPOqDzfcUeb7ij2oezJ/Oo86oPN9xR5vuKPah7M8A/wCCov7ZB/Yk/Y48SfFfRrzyvE2o7dE8Ffu92NUuEfZN80Msf7iNJrnbKoST7P5RIMi1+DP7Af7HXjv/AIKAftk/D39jz4dXn2PUPHHiBLS41Py4pP7MsI0ae+vvLlmhWb7PaRXE/kiRWl8ny0O91B9S/wCCyn7aZ/bG/bG1X/hFNe+1+CfA+/QvCf2e68y3ufLf/Sr9Nk0kL+fMDsmj2+ZbxWu5dy1+1n/BoR/wSj1n9m74E6h/wUk+MVr5Pib4veH1sPAukzWd5b3Ok+GxdGSSeYSFI5ft8sFpcREROFt7e3ljmIu5I0/pLgXIf7FyZSqL97VtKXdK3ux+Sbfq2fzXx1n39tZy403+6pXjHs3f3pfNpL0SP1++E/wt8CfA74WeGfgp8LdC/svwz4P8P2eieHdN+1Sz/ZLC0gSC3h8yZnkk2RRou52ZmxliSSa6CiivtD4sKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr8Qf+DzX/AIJ0f8LK+BPhT/gpd4A07dq3w58nwx8QP33+t0G6uj9huP3lwqr9n1C4aHZDC8sv9rb3YR2ox+31c/8AFj4W+BPjj8LPE3wU+KWhf2p4Z8YeH7zRPEWm/apYPtdhdwPBcQ+ZCySR74pHXcjKy5ypBANAH8df/BEv9rFv2ev2sYfhjr935fh34neRo91+7z5WpK7f2fL8sTyNmSSS32hkQfa/Mc4iGP2282T+9X88P7fn7HXjv/gn/wDtk/EL9jz4i3n2zUPA/iB7S31Py4o/7TsJEWexvvLimmWH7RaS28/kmRmi87y3O9GA/aD/AIJxftZt+1/+yh4f+JmrXXm+IrDOj+Lvl251KBE3y8RRx/vo3iuNsalI/P8ALBJQ19twrjuaEsLPprH06r79fmz8j8Rso9nUhmVNaS92fqvhfzWj9F3PfvNk/vUebJ/eqr9pPp+tH2k+n619jyo/L+ctebJ/eo82T+9VX7SfT9aPtJ9P1o5UHOWvNk/vUebJ/eqr9pPp+tH2k+n60cqDnLXmyf3qPNk/vVV+0n0/Wj7SfT9aOVBzlrzZP71Hmyf3qq/aT6frR9pPp+tHKg5y15sn96jzZP71VftJ9P1o+0n0/WjlQc5a82T+9R5sn96qv2k+n60faT6frRyoOctebJ/eo82T+9VX7SfT9aPtJ9P1o5UHOWvNk/vUebJ/eqr9pPp+tH2k+n60cqDnLXmyf3qPNk/vVV+0n0/Wj7SfT9aOVBzlrzZP71Hmyf3qq/aT6frR9pPp+tHKg5y15sn96jzZP71VftJ9P1o+0n0/WjlQc5a82T+9R5sn96qv2k+n60faT6frRyoOctebJ/eo82T+9VX7SfT9aPtJ9P1o5UHOWvNk/vUebJ/eqr9pPp+tH2k+n60cqDnLXmyf3qPNk/vVV+0n0/Wj7SfT9aOVBzlrzZP71Hmyf3qq/aT6frR9pPp+tHKg5y15sn96jzZP71VftJ9P1o+0n0/WjlQc5a82T+9R5sn96qv2k+n60faT6frRyoOctebJ/eo82T+9VX7SfT9aPtJ9P1o5UHOWvNk/vUebJ/eqr9pPp+tH2k+n60cqDnLXmyf3qPNk/vVV+0n0/Wj7SfT9aOVBzlrzZP71Hmyf3qq/aT6frR9pPp+tHKg5y15sn96jzZP71VftJ9P1o+0n0/WjlQc5a82T+9R5sn96qv2k+n60faT6frRyoOctebJ/eo82T+9VX7SfT9aPtJ9P1o5UHOWvNk/vUebJ/eqr9pPp+tH2k+n60cqDnLXmyf3qPNk/vVV+0n0/Wj7SfT9aOVBzlrzZP71Hmyf3qq/aT6frR9pPp+tHKg5y15sn96jzZP71VftJ9P1o+0n0/WjlQc5a82T+9R5sn96qv2k+n60faT6frRyoOctebJ/eo82T+9VX7SfT9aPtJ9P1o5UHOWvNk/vUebJ/eqr9pPp+tH2k+n60cqDnLXmyf3qPNk/vVV+0n0/Wj7SfT9aOVBzlrzZP71Hmyf3qq/aT6frR9pPp+tHKg5y15sn96jzZP71VftJ9P1o+0n0/WjlQc5a82T+9R5sn96qv2k+n60faT6frRyoOctebJ/eo82T+9VX7SfT9aPtJ9P1o5UHOWvNk/vUebJ/eqr9pPp+tH2k+n60cqDnLXmyf3qPNk/vVV+0n0/Wj7SfT9aOVBznG/tO/tAeHv2X/AIBeKvj14rh8+18N6W08VnudftlyzCK3tt6RyGPzZ3ii8zaVTfub5VJr+fHw9oPxg/a5/aIsfDGg2n/CQePvid40jtbKDzLe0/tLWNRuwiLljHDD5k8wGSUjTdyVUcfcH/Bfr9rA+MfiPov7Ivhm6/0Hwp5eseKPk+/qU0J+zRfPEGHlWspfdHIyP9t2sA0PH1V/wZlf8E6P+FlfHbxX/wAFLvH+nbtJ+HPneGPh/wDvv9br11aj7dcfu7hWX7Pp9wsOyaF4pf7W3owktTj874kx31jGexh8MNPn1+7b7z9x4Byf6jlX1qovfrWfpH7P3/F5prsft9/wTF/4J6/Cz/gl9+xt4X/ZG+Fup/2t/ZPnXniLxTNpUFpc+INVnffcXsyQj/chiV2lkjt4LeFpZfKDn6Aoor5w+7CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDw/8A4KUfsh6d+3p+wZ8Vf2R7yy0+a88aeD7m38Ptq19cW1rbazEBcaZczSWwMgihvobWZgquGWMqySKSjfxr/wDBPf8Aaov/ANiX9tn4Z/tSWt5fQ2vhHxXb3GurpdlBcXNxpMhMGo28KXBEZklspbiJSWQq0gZXjYB1/uYr+PL/AIOT/wBkPUf2Qf8AgsD8VLFLLUF0T4kagPH/AIcvNSvreeS8j1V3lvHAhA8qJNTXUYI45FWQR26E7wyyyTKMZxcXs9CoylTkpR3Wp/U+pI/hNPDEdK+Jv+De/wDap0/9qr/glT8NbyS8sW1j4f2P/CD69a6dYzwx2kmmKkVopM2fMkfTmsJpHjZozJO4Gwgxp9rKSP4TXwNSnKjVdOW6dj9ApVI1qUZrqkyVTs+7T+H4zUQYjpSg7OVoTBomVs/K1SA57VCCHGDTvMccAVpchokpytjg1Gp7inVSIaJAcc1IDmoVbHBpwOOaokkBI6U9WzTAc0AkdKZI/odwp6uCPmqMMMcmjaG5zVXJsTcMKFJHyHpUaMVO3tUnDCrT7kj1PYUpGRio1JHyHpT1PYUbEtWAcHbiloIyMUg4O3FUSLRRRQAU5W7E02igCSimq3YmnVSZmFFFFUAUUUUmrgMZdtJUlMZdtQUmJRRRQUIQRyooBP8AFS0EA9aAAgHrTWXd96lBI+9SkA9aQyLJB5oZQ4xT2BbhqZyDg0tyyPkHBoYbqkZQ4xUZ3g4AqRoZRUgNNZcc1JZGy0xlzUtNZakohoI7gU9lzTCMHFTYpMjZf4u9NOGXDGpiO4FNMYblqkpMiKBV+WmEZ5PWpjlTgdKY6fxioaLREw9qaRkbTUhGeT1prD2qHE0TImGPl7VFImORVgjI2mmMMfL2rNouMrEFIUDHJqR0+b5aaylTg1FjRPsRSKRwBUTLjgdKskZGDUboV4A4qGjSMisy44HSo2XHA6VYZccDpUbLjgdKzaNCAjB601lxyBUrLjgdKYRg4FZyiaRkQyR7jmmyKR0FWANvGKjZccEVnymikVyMdDTWXHSpnQr90V8R/wDBwd+1r/wyZ/wTG8afYdF+3an8TM+A9L8228yCD+0ba4+1Sy4ljZdtlDd+Wy78TmDcjJvxVHDyxFaNKO7aQq+Ijh8PKrLaKbP50f2+v2n7/wDbO/bN+JH7Tdzd30tr4s8UXE+hrqVnBb3MGlRkQafBKkBMYkis4reJiGcs0ZJd2Jdv7Lv+Ca/7IenfsF/sGfCr9kezstPhvPBfg+2t/EDaTfXFza3Osyg3Gp3MMlyBIYpr6a6mUMqBVkCqkagIv8sX/Bth+yHqP7X3/BYH4V2L2WoNonw31A+P/Ed5pt9bwSWcelOktm5EwPmxPqbadBJHGrSGO4cjYFaWP+w2v1SnTjTpqEdkrL5H5NUqSqVHOW7d38woooqiQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr4A/wCDo7/lBR8c/wDuWf8A1J9Jr7/r4A/4Ojv+UFHxz/7ln/1J9JoA/my/4IenH/BUX4YH/sNf+mS/r+g7eK/nv/4Ignb/AMFQvhif+w1/6ZL+v6CvN/2q/IPECXLnNP8A69r/ANKmebjP4i9P8ybeKN4qHzf9qjzf9qvhuc5SbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeKN4qHzf9qjzf8Aao5wJt4o3iofN/2qPN/2qOcCbeK/nx/4LhHP/BUX4nn/ALAv/pksK/oI83/ar+fX/gt8d3/BUL4nH/sC/wDpksK+58P5c2c1P+vb/wDSoHVg/wCI/T/I/pP/AODXH/lBR8DP+5m/9SfVq+/6+AP+DXH/AJQUfAz/ALmb/wBSfVq+/wCv189IKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr+bH/AIPEP+CofhX4+/GXwz/wTp+B/jbT9Y8O/DPUJdY+I11ps6TxnxRiW1i08sYMpLY27TiTyp3Qyai8MqJNZkL+33/BWf8A4KBeFv8AgmX+wZ46/at1ibT5db03T/sHgTR9QZGXVtfuQY7KDymngeeJXzcTpE4lFrbXMiAmPFfxnfDjwL8Yv2xf2itP8FWGrah4i8bfEDxMTeaxrFxcXc1xdXEpkuL+7lCyTOq5knnmIdgqySNnBNZ1KlOjTlUm7RSbbfRLVs0p06lapGnBXk2kkureiR97/wDBuV+yD/wmPxR179tDxXZ7tP8AB/maL4T/AHn39UngH2qb5JQw8m0mEe2SNkf7fuUh4OP2M3muB/Zx+Afw6/ZY+CXh/wCAPwotryPQfDlo0No1/dGaeZ3keaaaR+AXklkkkYKFQFyEVFCqO3833NfynxRn0uIM6qYvXk+GCfSK2+b1k13bP6q4XyGPD+S08LpzfFNrrJ7/ACWkU+yRPvNG81B5vuaPN9zXz3MfQcrJ95o3moPN9zR5vuaOYOVk+80bzUHm+5o833NHMHKyfeaN5qDzfc0eb7mjmDlZPvNG81B5vuaPN9zRzBysn3mjeag833NHm+5o5g5WT7zRvNQeb7mjzfc0cwcrJ95o3moPN9zR5vuaOYOVk+80bzUHm+5o833NHMHKyfeaN5qDzfc0eb7mjmDlZPvNG81B5vuaPN9zRzBysn3mjeag833NHm+5o5g5WT7zRvNQeb7mjzfc0cwcrJ95o3moPN9zR5vuaOYOVk+80bzUHm+5o833NHMHKyfeaN5qDzfc0eb7mjmDlZPvNG81B5vuaPN9zRzBysn3mjeag833NHm+5o5g5WT7zRvNQeb7mjzfc0cwcrJ95o3moPN9zR5vuaOYOVk+80bzUHm+5o833NHMHKyfeaN5qDzfc0eb7mjmDlZPvNG81B5vuaPN9zRzBysn3mjeag833NHm+5o5g5WT7zRvNQeb7mjzfc0cwcrJ95o3moPN9zR5vuaOYOVk+80bzUHm+5o833NHMHKyfeaN5qDzfc0eb7mjmDlZPvNG81B5vuaPN9zRzBysn3mjeag833NHm+5o5g5WT7zRvNQeb7mjzfc0cwcrJ95o3moPN9zR5vuaOYOVk+80bzUHm+5o833NHMHKyfeaN5qDzfc0eb7mjmDlZPvNG81B5vuaPN9zRzBysn3mjeag833NHm+5o5g5WT7zRvNQeb7mjzfc0cwcrJ95o3moPN9zR5vuaOYOVk+818c/8Fpv28tS/Yx/ZkTw14Bn8vxr8Rvtek6HcLcXEEmmWqw4u9RikhAxND50CxjzEYSTpKN6wuh+v/N9zX85X/BT79r8/trftheIvito955vhrTtui+C/wB3tzpdu77Jfmiik/fyPNc7ZVLx/aPLJIjWvufD/IVnudqVVXpUvel2b+zH5vXzUWup8Px9n0sjyVxpStVq+7Hul9qXyWnk5Jl7/gkx/wAE/fFX/BTT9vPwL+ylo8GoRaJqWofb/Hesaerq2k6BbESXs/mrBOkErJi3geVDEbq5to3IEma/tc8J+E/C3gLwrpvgXwL4Z0/RdE0XT4bDR9H0mzS2tbC1hQRxQQxRgJFEiKqqigKqqAAAAK/NH/g1H/4J0f8ADF3/AATjtfj74107yvG3x8+yeJ7/APfbvs2grG/9jW/7u4lhfdDPNe7wkUo/tLyZV3W64/T6v6YP5pCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8Yf+Dvf/AIJR6z+0j8CdP/4KSfB2187xN8IfD7WHjrSYbO8uLnVvDZuhJHPCIy8cX2CWe7uJSYkDW9xcSyTAWkcb/h3/AMEn/wBrg/sp/tWab/wkutfZfCPjDZo3ibz7nZb2+9v9GvX3SxxJ5MxG6WTd5cEtztGWr+1LxZ4T8LePfCupeBfHXhnT9a0TWtPmsNY0fVrNLm1v7WZDHLBNFICksTozKyMCrKxBBBIr+KP/AIKz/wDBP3xV/wAEy/28/HX7KWsQahLomm6h9v8AAmsagrs2raBckyWU/mtBAk8qpm3neJBELq2uY0JEea3w2IqYXERrQ3i7/wBepyY/BUcxwdTDVV7s00/8/VPVeZ+7W80bzXy//wAEpP2t/wDhqj9lXTf+Em1n7V4u8H7NG8Tefc757jYv+j3r75ZJX86IDdLJt8yeK52jC19MeZ7V+v4WtDFYeNaG0lf+vQ/l7MMLWy3G1MLWXvQbT/z9GtV5FjeaN5qv5ntR5ntW/Kzk50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq/me1Hme1HKw50WN5o3mq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- Which D has all sides of equal length? .............................................................
- Which P has five sides? ..............................................................
- Which T has at least one pair parallel sides? .............................................................
- Which R has all right angles? ...............................................................................
- Which S has four sides of the same length and four angles of the same measure? ..................................................................
- Which H has six sides? ...........................................................
- Which P has two pairs of parallel sides? ...........................................................