Refer to the information provided in Figure 2.3 below to answer the question(s) that follow.
![](data:image/png;base64, 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GRuf3qjvX0DQAVwNh/yXTXf+xbsP/Sm8rvq4Gw/5Lprv/Yt2H/pTeUAeE/8ABTf4RTfFL9lXXr6wjLa14UlTxDZvH99Vhz52P+2LO31QV65+y18Xovjz8AvBPjdZFe61LT0+2Bf4bqP93cD/AL+I/wCGK9Mv7G31SxuLO6hS4tbmNoZYpBlXRhhlPsRXwH/wT61Gf9nv48/F39mvWZXEGnXz674beduZbV9m4D1Jja3fA7iWgD9CKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDO8Qf8gLUv+vaX/wBANFHiD/kBal/17S/+gGigCj4A/wCRF8Of9g22/wDRS1R+Inw+8PfEbw7JpniTQ7PXbVMyxwXkW/ZJtOGQ9VbnGV55q94A/wCRF8Of9g22/wDRS1sXP/HvLyw+U/c+9+FAHx58A9O+FkNx8Obi1+E/iHQPF7CHGp/8I7qVpYwz/Z23us042+Ww3hd5ycj+KvsqvkX4fXl/qHj/AMCPpWr/ABn18JfebfN4q05rHTBbm0mBkdnt0/iZNqAkksv+8PrqgArgtB/5Lf4z/wCwHo//AKO1Cu9rgtB/5Lf4z/7Aej/+jtQoA72iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/Of9qjQ779iT9qHQv2i/DFrK3gfxNONL8babbL8od/+W+0d3xvH/TWLlv3tfoxXG/Fv4Z6L8Zfhv4i8FeIIfO0nWbR7aX5fmjJ+5In+2jhXX3UUAdDoms2fiTRrDVtMu4r3Tr6BLm1uYDuSaJ13I4PoQQa0a+Dv+CcHxK1vwPqnjH9mvx3P/xVPgO4d9Lkc4+1aeX/AIM9VXejr/sTL/cr7xoAKKKKACiiigDn9b/5GTw7/wBdpv8A0S1eZftS/D/wz4l+HGo69q/hCz8Uaro6RzWizWks05xMjGNBDiR939xTgmvTdb/5GTw7/wBdpv8A0S1ZvxWuBD4A1iR77WNPVY13XHh6Azagvzr/AKhArEufuj5T16GgDyf4F6f8MrD4iN/whnw68Q+D9VfSJ/MvNW0S806KSHzrfdGDOoDvu2H5emD619FV82fAyXULn4rSSW938UdU0NNFnE9z4+tTaW8NwZ7fykhRoYmd2RZSW5ChP9uvpOgArgbD/kumu/8AYt2H/pTeV31cDYf8l013/sW7D/0pvKAO+r4F/wCCkHhLVfhR4x+HP7TPhK2MureDL2Oy1qKLjz7CRyF3+3zyxE/9N1/u199VzfjvwRpXxH8G614X122F5o+sWslndQH+KN12nHoe4PY0AP8AA/jHSfiH4R0fxNoVyL3SNXtI720nX+ONxlc+h55HY10Nfn7/AME+vHOrfAn4leMf2WfHN0W1HQbmW+8M3cvC3tm/zsif8BPnKP8AalH8FfoFQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ3iD/AJAWpf8AXtL/AOgGijxB/wAgLUv+vaX/ANANFAFHwB/yIvhz/sG23/opa5r4qjX7EaLrGi6Tq3iQaZO8kuh6RqCWct0xQhGZpJY0dEPVHfB3buSgU9L4A/5EXw5/2Dbb/wBFLW/QB85fDj4ceL/DWseHfEniJ9b1P4g+IdRlu9deLVpH0fSbMq7CzWEuI2SJfKjQohdpPnJ25r6NoooAK4LQf+S3+M/+wHo//o7UK72uC0H/AJLf4z/7Aej/APo7UKAO9ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD4A/4KKeE9T+CnxF+H37UHhG3LX/AIZvItO8QwRcfabGQ7FL/wDfbwk/9NY/7tfcng7xZpvjvwppHiPRrlbvSdVtIr20nX+OKRA6n8jWf8TPAGk/FbwB4h8H65F5ula3ZS2M4x8yh1xvX/aU4YH1Ar4+/wCCYPjzVfDmlePPgF4tlA8TfDnU5YrdXP8ArbJ5Dynqqybju/uzR0AfdlFFFABRRRQBz+t/8jJ4d/67Tf8Aolq84+Mh+Iejatfah4G0K98R6hf6UNN00HVY7ew0q63ybru6hdx5iYeI/Ikj/uSoUb816Prf/IyeHf8ArtN/6JaugoA8T+EXw0vfhb4ot9HtbjxJrNl/ZDya1r+t6pLcxX+ol4djxpLI2xtv2gt5SogBReSBt9soooAK4Gw/5Lprv/Yt2H/pTeV31cDYf8l013/sW7D/ANKbygDvqKKKAPiv/got8A9c17Q9E+Nfw7V7f4lfDxxfRmFdz3lkjb3j2/x7Pmfb3VpF53CveP2Yf2hND/aY+D+j+NtFZYpZ18nUbHfuayu1A82E/wA1PdWU969aKhgQeQa/Nbx/p2o/8E0v2lv+E90O1nuPgJ48uhBrmnW6ZGk3ZJbeg7bcs6eqb0/hQ0AfpXRWboWtaf4o0Wy1bSryHUNLvoEuLW6t33xzRuu5XU9wQRWlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBneIP8AkBal/wBe0v8A6AaKPEH/ACAtS/69pf8A0A0UAUfAH/Ii+HP+wbbf+ilrfrA8Af8AIi+HP+wbbf8Aopa36ACiiigArgtB/wCS3+M/+wHo/wD6O1Cu9rgtB/5Lf4z/AOwHo/8A6O1CgDvaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/PT9rUH9lr9uP4V/HS1/0bw34rP/AAjPidl+VOioJH/4Bsf/ALdK/Quvnb9vn4MD45fsseNdDgg8/VrG3/tjTcDLfabf59q+7p5kf/A6APocMHXI5Bp1fPX7BvxkPxw/Za8Ea7cTefq1na/2TqRJy32m3/dlm93QI/8AwOvoWgAooooA5/W/+Rk8O/8AXab/ANEtXQVz+t/8jJ4d/wCu03/olq6CgAooooAK4Gw/5Lprv/Yt2H/pTeV31cDYf8l013/sW7D/ANKbygDvqKKKACuV+I/w80D4r+CdY8I+KLBNU0PVYDb3NtJ3HZgf4WUgMrDkEA11VFAH5sfBb4keIv8AgnT8YI/gt8Ub6W++EWtTvL4T8Wz/AHLPc3+rlPREyfnX+Bm3/ccmv0ihmS4jWSN1dHGVZTkEeted/Hj4EeFP2ivh1qPg3xhYC6sLob4LlMCezmH3JoW/hdf1XKnKkivij4NfHnxn+wR8QbL4LfHa5fUPh5cN5XhPx1tJiihDYEUrf3FyoKnmH/ajZWUA/SCiqlneQalaw3NrKlxbzIskcsThkdCMhlI6g1boAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDO8Qf8gLUv+vaX/0A0UeIP+QFqX/XtL/6AaKAKPgD/kRfDn/YNtv/AEUtb9YHgD/kRfDn/YNtv/RS1v0AFFFFABXBaD/yW/xn/wBgPR//AEdqFd7XBaD/AMlv8Z/9gPR//R2oUAd7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTHQOpBAIPUGn0UAfn1+wWT8B/wBq/wCPnwHlPk6cLxfEmhwHgLA+3cB6ny5rYf8AbJq/QWvz7/bDB+B37efwA+LcOYNM1138L6vIvCbS2xWf/gFzn/t39q/QSgAooooA5/W/+Rk8O/8AXab/ANEtXQVz+t/8jJ4d/wCu03/olq6CgAooooAK4Gw/5Lprv/Yt2H/pTeV31cDYf8l013/sW7D/ANKbygDvqKKKACiiigArg/jB8HPCfx18DX/hHxppMWraPdDO1ziSCT+GWJ+qOueGX6dCRXeUUAfmfpfir4qf8EwPEEWi+J0vviR+zxcz+XY6tAu+70XceEb+5/uH5H6oytuWv0C+G3xR8L/GDwhZeJ/B2tWuu6JeLmO6tX3bW7o46o690bBFbus6PY+INKutM1S0t9Q0+6jaG4tbuJZYpkbgq6NwQfSvgn4hfsUfEL9mTxde/Eb9lnV2tY5T52p/D3UJN9peKP4Yt7YbvhGKuvOx+i0AfoPRXyR+zf8A8FDfBXxi1MeEfGVvN8MfiZBJ9nufD2u5hSSbuIZHxzz/AKt9r+gbrX1vQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ3iD/AJAWpf8AXtL/AOgGijxB/wAgLUv+vaX/ANANFAFHwB/yIvhz/sG23/opa36wPAH/ACIvhz/sG23/AKKWt+gAooooAK4LQf8Akt/jP/sB6P8A+jtQrva4LQf+S3+M/wDsB6P/AOjtQoA72iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD44/wCCrHw9fxl+yPq+rWyn+0PCuo2utQOn3wA/kvj6JMzf8Ar6K+BHxAT4rfBjwR4wVw7a1pFteS7e0rxr5i/8BfcPwq38YPBEXxM+FfjDwlMAU1vSbrT/AJv4TJEyBvwJBr5f/wCCS/jaXxN+yVZ6Lcki88LaxeaRIj9QN4uB/wClG3/gNAH2lRRRQBz+t/8AIyeHf+u03/olq6Cuf1v/AJGTw7/12m/9EtXQUAFFFFABXA2H/JdNd/7Fuw/9Kbyu+rgbD/kumu/9i3Yf+lN5QB31FFFABRRRQAUUUUAFFFFAHh/7RX7H3wz/AGntK2eL9ECaykey21+wxDfQccfPj5x/sOGX2r5Wj0f9qv8AYVONJkP7QPwptPu2km/+1LKEdlHzSLgennIB/ClfozRQB8v/AAF/4KHfB748SRaamvf8If4qLeW+g+JcWsvmZxsRz+7kOf4Vbf8A7Ir6fDBuhrwr47/sWfCX9otZZfFvhS3TWHGBrmmH7NfKfUyL9/6OHFfNS/softO/swMZfgf8VE8e+GYeU8JeL+qp2SNnOz8UeGgD9C6K+A9J/wCCnms/DC+i0f8AaC+DniT4fXudn9q6dCZ7OVv7yh8cf7jyV9NfC79rv4O/GZIh4T+IOi391J92wmuPst0f+2M2x/8Ax2gD2Kik3D1paACiiigAooooAKKKKACiiigDO8Qf8gLUv+vaX/0A0UeIP+QFqX/XtL/6AaKAKPgD/kRfDn/YNtv/AEUtb9YHgD/kRfDn/YNtv/RS1v0AFFFFABXBaD/yW/xn/wBgPR//AEdqFd7XC658NptV8VXWvWHinW/Dt3d2kNpcR6YLVo5UieVkJE1vIQf3z/dIoA7qiuC/4VtrX/RTfFv/AH70z/5Co/4VtrX/AEU3xb/370z/AOQqAO9orgv+Fba1/wBFN8W/9+9M/wDkKj/hW2tf9FN8W/8AfvTP/kKgDvaK4L/hW2tf9FN8W/8AfvTP/kKj/hW2tf8ARTfFv/fvTP8A5CoA72iuC/4VtrX/AEU3xb/370z/AOQqP+Fba1/0U3xb/wB+9M/+QqAO9orgv+Fba1/0U3xb/wB+9M/+QqP+Fba1/wBFN8W/9+9M/wDkKgDvaK4L/hW2tf8ARTfFv/fvTP8A5Co/4VtrX/RTfFv/AH70z/5CoA72iuC/4VtrX/RTfFv/AH70z/5Co/4VtrX/AEU3xb/370z/AOQqAO9orgv+Fba1/wBFN8W/9+9M/wDkKj/hW2tf9FN8W/8AfvTP/kKgDvaK4L/hW2tf9FN8W/8AfvTP/kKj/hW2tf8ARTfFv/fvTP8A5CoA72iuC/4VtrX/AEU3xb/370z/AOQqP+Fba1/0U3xb/wB+9M/+QqAO8PSvgP8A4J/f8W6/as/ag+Gjfu4Y9bTWbGH+7E8kuf8Axya3r6LGq27ePZPBq/FDx/LrqOInEWg272qP5Qlw10NN8gHYyn5n7gdeK5nwb8NPAk/xZ1bxJoHjzX08da7FNDPrKWFgr6hFatHDMkczWOyRY2SJSEJ+6KAPpiiuC/4VtrX/AEU3xb/370z/AOQq0PDvhDUtE1E3F14x17XY9hT7LqKWaxZ/vfubeNs/8CxzQBd1v/kZPDv/AF2m/wDRLV0Fc/rf/IyeHf8ArtN/6JaugoAKKKKACuBsP+S6a7/2Ldh/6U3ld9XFeI/h0+t+JTrtj4l1nw5fvaJZzNpn2ZlmiR3dNyzwS8qZH6Y+9QB2tFcF/wAK21r/AKKb4t/796Z/8hUf8K21r/opvi3/AL96Z/8AIVAHe0VwX/Ctta/6Kb4t/wC/emf/ACFR/wAK21r/AKKb4t/796Z/8hUAd7RXBf8ACtta/wCim+Lf+/emf/IVH/Ctta/6Kb4t/wC/emf/ACFQB3tFcF/wrbWv+im+Lf8Av3pn/wAhUf8ACtta/wCim+Lf+/emf/IVAHe0VwX/AArbWv8Aopvi3/v3pn/yFR/wrbWv+im+Lf8Av3pn/wAhUAd7RXBf8K21r/opvi3/AL96Z/8AIVH/AArbWv8Aopvi3/v3pn/yFQB1+qaVZa5YTWWo2cF/aTLtktrqISxuPQqeDXzP8UP+CafwA+KLSzyeDF8L38nP2zw1MbIqfXyhmH/xyvaf+Fba1/0U3xb/AN+9M/8AkKj/AIVtrX/RTfFv/fvTP/kKgD49P/BPH4wfCbL/AAZ/aQ1/TLWP/U6P4jRprcfVgWT/AMg0v/Cb/t7fCb5dU8GeDvitYR/futOlSGZh/sqHhP8A5CNfYP8AwrbWv+im+Lf+/emf/IVH/Ctta/6Kb4t/796Z/wDIVAHx+P8Agpv4w8EfJ8Tf2bvHHhZYv9ZdWavNE3uPNiiH/j5rp/Dv/BXT9n7WmVdQvfEXhp+6appDNt+vkNLX0z/wrbWv+im+Lf8Av3pn/wAhVzPiT9mjSfGCsNe8Q6hrYbqNS0jRbjP/AH3YGgDm9B/4KDfs8eIlH2X4q6HCT/z/AHm2n/o5ErutK/aZ+EeuFTYfFHwddFuiprtru/7535rxzXf+CaXwc8RBjd2U0bHq1npulWx/8h2S1x8v/BH/AOAU0jOV8Tgnsupoo/IRUAfXmn/EXwpqYBs/E+jXYP8Azw1CF/5NWza6haXhxb3MM56/upA38q/PXxR/wTa/Zd8H+JbTQNRl8dPqt0sckcVhHd3iIjuyIXeC1dIwWRvvlfuk9K9C+DH7JHwd/Zv+I9+fAnjnxhoWv3ZXQrmUyQXFv5zhLhbYySWjRrMUCPtzuwR/eGQD7Torgv8AhW2tf9FN8W/9+9M/+QquaH4M1TRtSiurnxv4g1mFAc2d+liInyO/lWyPx14agDoPEH/IC1L/AK9pf/QDRR4g/wCQFqX/AF7S/wDoBooAo+AP+RF8Of8AYNtv/RS1v1geAP8AkRfDn/YNtv8A0Utb9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGPr/ijSPC1qt3rOp2elWpbaJ724SFCcE43MfQE/hVuyvrfUrKC6tJ47q1nQSRTxOHSVCMhlI4II715J8ZvDmu6r428M6x4I8R6ZpvjnQrG9kttH1yJnsdTs5jCsyvsKvGVeKHEqZ2bvmUh68svP2kr6bwb4P1Pwyy+HRGnhV7vwyttCYrO21G8SAxSyvy4MTMYvs6jb5WX4YCgD6OvPif4Usrz7NNr9itwuqJojRLJvKXzqrpA2Puuyuhwf7wrR8K+KtH8aaX/AGnod9FqNis81t9oizt8yORo5E57q6Mp91r5s8ZeK9S8R6pd2mpzxXKaN8Y9H0+0dIUiKw+TZzBWx98hpnG487dtZ/w38Q+KPBGi6BqOiaq1/p+q/E3WtFvPDktvGweGXVb7fNE4VZFkiCGU5Zk2I/yr1AB9f0V8ueGPjz4pv/Dfwq8Y3F7HJa+MNVvNP1XQHt0C6SkcF5NvRgBJuga0VJd5Ibc3CHArjPGvxs8UeJfhn8Yo7XxTc/ZE+G9l4q0nU7WCG0mR5xeB2hVNzpC628RRZWMybmy2cYAPtaivAdV+I+v+E/ix4b0e+1K7v/Cd5JZ6bHqtlHa3H/EwlWZzDfIqrJGHQwmKWJdmV+f71e/UAFFFFABRRRQB8/a9p8l/8UtNvfAGs+I7bWovECxeJbK5+1Lpr2fklZmaKZfKB2pH5csXJbbyy7q474ReFNYji/Z+8OPZ3Vtqvgcah/wkEjxMqxbLSa05YjB86WVJE/voC68LX1lRQAUUUUAc/rf/ACMnh3/rtN/6Jaugrn9b/wCRk8O/9dpv/RLV0FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGZrfiHTPDdk15quoWunWoO3z7uZYkz6ZPen6VqtlrmnW2oadeQX9jcxrLDd20okilQ9GRl4IPqK8x+N3hfUvEeu+DJfC/iiy0Hxzo9xc6npNrqsDT2d+gh8meKVFZW+5OPnQ70zkBhuFeL+Iv2ldXsvhPFq2iiDwpr+n6ZFq934ftoI5oE/4mUltK7zSbQ9tM0Unl+SofnfuAIoA+mdX+JnhPQbi9hvtfsreexvLXT7qIybnt7i52fZ43A5Uyb02567hWl4b8XaP4ujvn0i+iv0sbuSxuGhz+6njxvjb/AGhkV80fGTxdqWtQ/E3Rr65hnsdG8aeDUsdsKI6JLf6dMwYj7/zMcFu1UtK8Q+J/A8HjfxJ4b1aSfHxTOmz+Gntonj1GO5ubWCTY+3zEkRJTKCH24jbcu3lQD6/or5k0342+LdS0fwx4rinQtqXjubwte+Fmtk/0a2W7ntshtvmCdEhS4csxTZv+ULhl5y9+OfiLxZZ+MINM8Uyz6Tf/AA61HxFpuoWttDbNFcQytGstsPmkWNg3/LbL5TK7aAPr6ivmG3+JniTwZF8M4rrVr3UvC15p+jJearaLa3FzDc3dwIoheRbVf7PN8sSTQ8q6uX3V9OjpQAtFFFABRRRQB4D8dbJtX1XUT4M1bxFpfxTtra1/s5LP7UljPiV2QTIV+zTQ/PKHJ3FAx+6dtcRqXhLWvsmveDfsd0fEF78U7TxBBOsL7GsBeW181zvxjYkMTw5z99Nn3iM/WtFACDpS0UUAZ3iD/kBal/17S/8AoBoo8Qf8gLUv+vaX/wBANFAFHwB/yIvhz/sG23/opa364PwJ4D8NS+CPDzN4e0pmbTrYljYxc/ul/wBmt3/hAfDH/QuaT/4Axf8AxNAG/RWB/wAID4Y/6FzSf/AGL/4mj/hAfDH/AELmk/8AgDF/8TQBv0Vgf8ID4Y/6FzSf/AGL/wCJo/4QHwx/0Lmk/wDgDF/8TQBv0Vgf8ID4Y/6FzSf/AABi/wDiaP8AhAfDH/QuaT/4Axf/ABNAG/RWB/wgPhj/AKFzSf8AwBi/+Jo/4QHwx/0Lmk/+AMX/AMTQBv0Vgf8ACA+GP+hc0n/wBi/+Jo/4QHwx/wBC5pP/AIAxf/E0Ab9FYH/CA+GP+hc0n/wBi/8AiaP+EB8Mf9C5pP8A4Axf/E0AO17wdoPio27a1omnau1sS0LX9ok3lseuzeDjPtUGseAPDHiG9+1ap4c0rUrvyBa+fd2MUr+SG3iPcy52bvm29M1L/wAID4Y/6FzSf/AGL/4mj/hAfDH/AELmk/8AgDF/8TQBVf4aeD5HkkfwrojySXAu3ZtPhy846Sn5fv8A+11q1p3gvQtI1W51Kx0PTrLUbl3ee7t7SNJZWb7zM4XJJwuc0n/CA+F/+hc0j/wBi/8AiaP+EB8L/wDQuaR/4Axf/E0ATWfhTRdP1W61W00ewttSucie8itkSaTOM7nAy2dq9fQVn6b8NPCWlRTR2PhbRrOKWB7WRIdOhQPC7FniIC8oxLEr0Oatf8ID4X/6FzSP/AGL/wCJpf8AhAfDH/QuaT/4Axf/ABNAEWmeAPDGi3Vpc6f4d0myubOFYLeS2sY43hiG7CIyj5QN7cD+8fWukrA/4QHwx/0Lmk/+AMX/AMTR/wAID4Y/6FzSf/AGL/4mgDforA/4QHwx/wBC5pP/AIAxf/E0f8ID4Y/6FzSf/AGL/wCJoA36KwP+EB8Mf9C5pP8A4Axf/E0f8ID4Y/6FzSf/AABi/wDiaAN+isD/AIQHwx/0Lmk/+AMX/wATR/wgPhj/AKFzSf8AwBi/+JoA36KwP+EB8Mf9C5pP/gDF/wDE0f8ACA+GP+hc0n/wBi/+JoANb/5GXw7/ANdpv/RLVv1weteA/DS+IvDwHh7SlUzTZH2GLn9y3+zW7/wgPhj/AKFzSf8AwBi/+JoA36KwP+EB8Mf9C5pP/gDF/wDE0f8ACA+GP+hc0n/wBi/+JoA36KwP+EB8Mf8AQuaT/wCAMX/xNH/CA+GP+hc0n/wBi/8AiaAN+isD/hAfDH/QuaT/AOAMX/xNH/CA+GP+hc0n/wAAYv8A4mgDforA/wCEB8Mf9C5pP/gDF/8AE0f8ID4Y/wChc0n/AMAYv/iaAN+isD/hAfDH/QuaT/4Axf8AxNH/AAgPhj/oXNJ/8AYv/iaAN+isD/hAfDH/AELmk/8AgDF/8TR/wgPhj/oXNJ/8AYv/AImgCXX/AAloniuOCPWtIsdYSB/NhTULZJljfGNwDg4OKqav8PfC+uPA+qeHNK1Bre3eziN1Yxy+XA4w8QyvCMOq9Km/4QHwx/0Lmk/+AMX/AMTR/wAID4Y/6FzSf/AGL/4mgCncfDDwfd/aPO8JaHN9odJZ9+mwnzXT7hbK8le2elXbTwXoGnaxLq9roem2+qzNukvorSNJ3O3bkuF3Hjj6U3/hAfC//QuaR/4Axf8AxNL/AMID4Y/6FzSf/AGL/wCJoAli8J6Lb63LrMej2KavL/rNQS2QXD8Y5fG48ACqen/DrwtpN2bqx8M6RaXBMx82CwiR/wB9jzuQv8e1d397HNT/APCA+GP+hc0n/wAAYv8A4mj/AIQHwx/0Lmk/+AMX/wATQBW034ceFNHlsZbDwvo9lJYJ5dobewhQ2yZJ2x4X5BlmPHqa6isD/hAfDH/QuaT/AOAMX/xNH/CA+GP+hc0n/wAAYv8A4mgDforA/wCEB8Mf9C5pP/gDF/8AE0f8ID4Y/wChc0n/AMAYv/iaAN+isD/hAfDH/QuaT/4Axf8AxNH/AAgPhj/oXNJ/8AYv/iaAN+isD/hAfDH/AELmk/8AgDF/8TR/wgPhj/oXNJ/8AYv/AImgDforA/4QHwx/0Lmk/wDgDF/8TR/wgPhj/oXNJ/8AAGL/AOJoAveIP+QFqX/XtL/6AaKw9X8E+HbXSr2eHQdMgmigd0eOzjVkIU4IO3g0UAXvAH/Ii+HP+wbbf+ilrfrA8Af8iL4c/wCwbbf+ilrfoAKKKKACiim7hnGeaAHUUUUAFFFFABRRRQAV8h6/4k8az+NfjFpXhHVPEV94p0vxXpVv4ftf38+nwwSWWnT3MVwxBhSL99cs28h1DfJ82wV9eVwngz4V2vgrxb4x8RQazql/ceKb2K/vLa8MHkxSRwR26eVsiRgPKhjX5i33c9eaAOab9oG3h8Z6n4dn0G7hu7bRLzXYYvtULTyRW0qRukke79yzebE6bjyrc7SpWsvR/wBqXTntIb7XvD994d0m58IN40tbuWaOfzLOPyfOQoh3CRftEW1ed+7sflqbQv2WtG8O3EUtr4o8R4t7DU9MgjkktX8u2vpkmmTcbfc5DopV3LN/eLVM37L/AIZubHS9Pv8AUtZ1TTrDwnceChZXMkASawmEW/eUhV/M/cRYdGXG3p1oA5D4hfFK/wDFsnhRE0rWfDs1l400FPtCyTR2t9BcStlFfagkK4ZZEwwU7eWDBq7f4oeN9RHxf+Hfw7sLqTS7fxFDqWpX99D8szQWgh/cRMfuM73CEuPmCI+NrMGE8nwFOo6Boel6t468Va02jara6ra3l61mZy9u2YUcrbAMP7x2727tXTeOvhrpfj6fRry7lutN1nRbk3ml6tYOqXNnKyFH2lgwKOjFWR1ZWHUcDABZ8PeC/wDhGtbv7y21jU7myuoY0+wajeyXaQyIX3SI8jM43BwCucfIuNvOeqrk/D/hG50bXLrVNQ17U9dup4EtY0vPJSG2QEs3lpGicuSNzNknYvQCusoAKKKKACiiigAooooAKKKKACiiigDn9b/5GTw7/wBdpv8A0S1dBXP63/yMnh3/AK7Tf+iWroKACiiigAoopu4bsZ59KAHUUUUAFFFFABRRRQAV8haD4l8a32teILbwzqXiLUdf074lNYCO58+fT49GR4WuY5ncGMKsLy7MHzd+wLmvrw9K4LwB8KLT4dr4pFvrOraoniLVJtWuRqDQ/u5pQqv5ZiiQquFXrnGKAOK1D9p6y0qPxybvw5epceF/DieKJLOO5gad7Y+dvidd2Ip08lsoWP3l56gWpP2kbDRbzxFD4j0C/wBCOlaRZa1B+9juDeQXUzwwouw/LMZk2bGOPnU7uuM3Tf2RPD+neG73Q18U+JXsrrwufBzlns966fucoN32f/WKJXXe2Sd2Wy3NbniD9m/w/wCK7jVJdX1bWrwaj4ftvD0kYlhi8uO3lM0M6MkQdJ1kYuG3bc4+X5RQBx3if4j6h4u8efCsHTtV8PS23jiXTLhWkmS01CFtGvLhXjJCCePITqnySxMO2T0nxgvL5fjF8G9Lh1bUrLTtYv8AUrW/trK8kt1uEj0+aZN2xl6OinI/lW3L8FTfy+DptZ8Z+I9bvvDOqHVra7uhZh7iX7PJb7ZQluF2eXNIPkCHLbs5xWh47+EsPjvxZ4U8Rt4h1jR77w1LPPZJp32bymeWF4XLiWFyfkdh1FAHMeEPFGseH/2h9b+H0+pXGtaFJ4dg8QWct5h57CQ3LwPA0nV0fAdN+WG1/mIxt9orlfC/gDTPC2qapqyGfUNa1MRre6rfMHuJlj3eWnACoibjtRFVcsxxuZieqoAKKKKACiiigAooooAKKKKACiiigDO8Qf8AIC1L/r2l/wDQDRR4g/5AWpf9e0v/AKAaKAKPgD/kRfDn/YNtv/RS1v1geAP+RF8Of9g22/8ARS1v0AZ1/r2m6ZLFFe6ha2ksv+rjnnRGf/dBPNPOq2Kaili13At86b0tzIvmFPUL1xXgn7SnhqayOpfEHTbTwn4k1PQLG2I0HX9EW8uJtk0rrHbzeaDBJL5u1CEbLon3ulcL4glv5NF8f37IV8ax/FrSY7Et/rkj87TkjQd9hsXkyo4w8vq1AH1rFq1lPfzWUd3BJeQqGktlkBkQHoWXqK5DQST8bvGQ7f2Ho/8A6O1Gvnn4dSXselfAq/AP/CW3XjjXotafH710Kan9sWT+LYJYrfrwNkPotdre/tGeCPBf7ZGofDrW9SfTdf13QdM+wSXEey3llSa8Pk7z/GVlXb2PIzu4oA+jqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5/W/+Rk8O/8AXab/ANEtXQVz+t/8jJ4d/wCu03/olq6CgAooooAK4Ow/5Llrgzx/wjlh/wClN5XeVwNh/wAl013/ALFuw/8ASm8oA76iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqne3tvpdlPd3U6W9rbo0k00rBEjQDJZiegAr55/Z+/bN0f9pP4t+M/DPhDw9qV34U8PRJs8ZcfYrqfdteIKcEZ6p13BWJC/LkA+kqKKKAM7xB/yAtS/69pf/QDRR4g/5AWpf9e0v/oBooAo+AP+RF8Of9g22/8ARS1v1geAP+RF8Of9g22/9FLW/QBgTeCPD0/iVPEUuhabL4gjjEKarJZxtcogzhBLjfjk8Z71LL4W0a41yHWZNIsZNYiGI9Qa2Q3CDBXAkxuHDMOv8RraooAxbfwro1jrE+rW+k2EGqzgrNfRWyLcSA7c7nA3N9xf++R6V8zftLfsmeGf2qvGHjDStSP9l+I9P0PSZtF1+AfvrKbzr/8AONsDcnsCMMFavrOuC0L/AJLb40/7Aej/APo7UaAPlP8AZM/ay8UeCvHX/DP37QJOl/ELTysOja/cP+51yHpFmU8PIwHyv/H91sSK277prwT9rP8AZL8MftV+A/7N1PGl+JLDdLo3iCBf39lN6erRMQNyfiMMAa8P/ZM/ay8T+DPHf/DPv7QAbS/iHYFYdG164f8Ac65DnEX70/fkYD5H/j+62JFO4A+66KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn9b/5GTw7/wBdpv8A0S1dBXP63/yMnh3/AK7Tf+iWroKACiiigArgbD/kumu/9i3Yf+lN5XfVwNh/yXTXf+xbsP8A0pvKAO+ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqnfX1vptnPdXc8dva26tLLPKwRI0AyWZj0AHei9vbfTrOe6u5o7e2t0aWWeVgiRoBkszHoAO9fnL8Uvih4x/4KP8AxJvPhR8KbyfRPgzpUwHijxgikf2gAf8AVxeqNj5E/j++3yrQAfFL4oeMf+CkHxJvPhP8KL2fRPgxpUwHifxgqsP7Qwf9XF6ocfIn8f32+Va+7Pg/8I/CvwO8A6d4P8IaYmlaLYJlUxl5XP3pZH/jdu5/pil+Efwg8LfA3wFp3hDwjpaaXo1iuAq8yTOcbpZG/jdu7H+VdzQAUUUUAZ3iD/kBal/17S/+gGijxB/yAtS/69pf/QDRQBR8Af8AIi+HP+wbbf8Aopa36wPAH/Ii+HP+wbbf+ilrfoAKKKKACuC0H/kt/jP/ALAej/8Ao7UK72uC0H/kt/jP/sB6P/6O1CgDva8E/a0/ZM8MftW+BDpmp/8AEs8SWAaXRvEEC/v7Kb+6e7RMQNyfiMMAa97ooA+Ff2S/2sfE/g3x3/wz9+0Du0v4hWBWHRtfuX/ca5F0i/enh5Gx8j/x/dbEi4b7qrwT9rT9kzwz+1b4E/szUv8AiWeJLANLo3iCBf39lN6Hu0TEDcn4jDAGvD/2TP2sfE/gzx3/AMM+/tAk6V8QrDEOja/cP+41uHpF+9PDSMB8j/x/dbEgwwB910UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc/rf8AyMnh3/rtN/6Jaugrn9b/AORk8O/9dpv/AES1dBQAUUUUAFcDYf8AJdNd/wCxbsP/AEpvK76uBsP+S6a7/wBi3Yf+lN5QB31FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVSvb2306zmurqeO2toUMks8rhEiQDJZieAAO9Le3sGnWk91dTx29tbo0ss8rBERAMlmY9AB3r85fin8T/GP/BR/4l3nwn+FF3PonwY0qdV8T+MVUhdQUN/q4vVDj5E/j++2EoAPip8UPGX/AAUf+JN38JvhReT6H8F9KmVfFHjBFIGoAH/Vx+qNj5E/j++3yLX3b8IvhF4W+BvgLTPCHhHTE03RrFdoUcySv/FJI38bt3b+lO+EPwi8LfAzwFpvhDwhpqaZo9iu1VHLyv8AxSSN/G7dSa7egAooooAKKKKAM7xB/wAgLUv+vaX/ANANFHiD/kBal/17S/8AoBooAo+AP+RF8Of9g22/9FLW/WB4A/5EXw5/2Dbb/wBFLWtdySx2srW6CWcITGjHAZscDNAFmivAfB/xQ+JHiHxtp6ahoSaT4Y86PS3gudCu4bu/uvJaW5uUcylLa2ibai+YH84q+1uUz79QAVwWg/8AJb/Gf/YD0f8A9HahXe1wWg/8lv8AGf8A2A9H/wDR2oUAd7RRRQAV4J+1n+yX4Y/ar8B/2ZqWNL8SWG6XRvEEK/v7Kb09WiYgbk/EYYA173RQB8J/sl/tY+JvBfjv/hnz9oHdpXxCsMQ6Nr1y/wC41uHpFmU/ekYD5H/j+62JBhvuyvBP2tP2TPDH7VvgQ6bqQ/svxJYBpdG8QwL+/spv7p7tExA3J+IwwBrw/wDZM/ay8T+CfHZ/Z9/aADaX8QbAiHRteuH/AHOtw9I8yH70hA+R/wCPocOPmAPuuiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf1v/kZPDv8A12m/9EtXQVz+t/8AIyeHf+u03/olqwPi1411rwJoNvquj6FeeIRHM/2ix060e5uZ18pzGkaoflLyiJPMbKoGJIxyoB39Fea/BnxD411jTdQtfHSWB1q0ePzpdK0+4tLZHeNXeBPOd/O8vcB5yNsfPRSGFelUAFcDYf8AJdNd/wCxbsP/AEpvK76uBsP+S6a7/wBi3Yf+lN5QB31FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVO+vYNNs57q6njtrW3RpZZ5WCIiAZLMx6ADvRfX1vptnPdXc8dva26tLLPKwRI0AyWZj0AHevzl+KPxQ8Y/8FIPiXe/Cj4UXc+ifBjS5QvifxgoYDUMH/VxeqHHyJ/H99sLQAnxR+KHjH/go/wDEu9+FHwou59E+DGlTBfE/jJQwGoYP+ri9UOPkT+P77YWvu74RfCPwr8DfAWmeEPCGnJpejWKbQq8ySv8AxSSt/G7dS39KPhF8I/C3wN8BaZ4Q8I6cml6NYJtVV5eV/wCKSVv43Y8lv6V3NABRRRQAUUUUAFFFFAGd4g/5AWpf9e0v/oBoo8Qf8gLUv+vaX/0A0UAUfAH/ACIvhz/sG23/AKKWud+KHwl0v4nCyfU9U17T/sUNwkS6Nrl5pqF5Nnzy/ZpUL7Nny7jgbm9a6LwB/wAiL4c/7Btt/wCilrT1DyhY3H2lgkHlt5jHGAMcnmgD5K+G3hWFviD8P49C8M/EibUdMuPtWp+IPEfia/vdFMH2SaNpYXe7eG5aUyps2J0bLbNpWvsGvjT4J6zaWviHwBoGj+P/AIt63pdvOltDa6t4Th0/RZEFpJIi+aLCF0j2KGRPNPGzgrX2XQAVwWg/8lv8Z/8AYD0f/wBHahXe1wWg/wDJb/Gf/YD0f/0dqFAHe0UUUAFFFFABXgn7Wf7Jnhj9qvwJ/ZupD+y/Elhul0bxDCv7+ym/u+rRMQNyfiMMAa97ooA+FP2Tf2svE/grx1/wz7+0DnS/iFYFYdG1+4f9zrcPSL96eGkYD5H/AI/utiQNu+668E/ay/ZL8MftV+BP7N1L/iV+JLDdLo3iCFf39lN6erRMQNyfiMMAa8R/ZO/az8UeCvHX/DP37QBOl/EKwKw6Pr9w37nXIekX708NIwHyv/H91sSBtwB900UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP63/AMjJ4d/67Tf+iWrw74vfBXQNFvbfxLLfeP8AVZLrVZpr3StH8Y6lDNcpIkz+VbWyXSIRGdreXFtbZEcZ27W9x1v/AJGTw7/12m/9EtXmX7T7aVa+HvC9/qPiHxF4auLDV/tNld+FNITUtReQWlyrLEjW8+weW0jO+z7isufmoAi/Zj0WawtPFt/D4e8TeH9B1DUY5dOg8ZX9zc6nMqQRo8ri4lleNC6tsQkNwxKruFe5V4r+zlqsuuW/iaeTXfG3iBYruGET+OdJj066T9yj4SJLe3Gz51OTHnP8TDGPaqACuBsP+S6a7/2Ldh/6U3ld9XA2H/JdNd/7Fuw/9KbygDvqKKKACiiigAooooAKKKKACiiigAooooAKp3t7b6XZT3d1Olva26NJNNKwRI0AyWYnoAKL6+t9Ns57q7njt7W3VpZZ5WCJGgGSzMegA71+cvxS+KHjH/gpB8SLz4UfCi9n0T4MaVMB4n8YKrD+0MH/AFcXqhx8ifx/fb5VoAPin8UfGP8AwUe+JN78J/hTeT6J8GNKlUeJ/GCqR/aGD/q4vVDj5E/j++3y4r7s+EHwk8K/A3wHpvg/whpiaXo1ggAQcyTOfvSyv/G7dSf6Yo+EPwh8LfA3wDpvg/wfpkemaLYICqYy8zn78sr/AMbt3b+mBXdUAFFFFABRRRQAUUUUAFFFFAGd4g/5AWpf9e0v/oBoo8Qf8gLUv+vaX/0A0UAUfAH/ACIvhz/sG23/AKKWtW9uY7O0nnmyYo0LvgZ+UDnisrwB/wAiL4c/7Btt/wCilq/qmrW+k2zyTyIpClkQuAz47DPU0AfNng/wrrcnjXwV4o8U+F7HSfDiyCHRYLLxdfXN1bmRZGtjd2zqIJyiyyqu1n8kP8uUTcv1HXyL8EfBA8PeOtD+IGs+G/BGmf8ACQkLp2n6TfXcl3ozXCMQqJLI0BLD5H+zxQ43P95d1fXVABXBaD/yW/xn/wBgPR//AEdqFd7XBaD/AMlv8Z/9gPR//R2oUAd7RRRQAUUUUAFFFFABXgn7Wf7Jfhj9qvwH/Zup40vxJYbpdG8QQL+/spvT1aJiBuT8RhgDXvdFAHwt+yX+1l4o8GeO/wDhn79oAnS/iHYMsGj6/cv+51yHpF+9P35GA+V/4/utiQNu+6a8E/ay/ZL8MftV+A/7M1PGl+JLDdLo3iCBf39lN6erRMQNyfiMMAa8Q/ZL/ax8T+C/Hn/DPv7QGdL+IdhiHRtfuX/c65D0i/en78jAfI/8f3WxICGAPuqiiigAooooAKKKKACiiigAooooAKKKKACiiigDn9b/AORk8O/9dpv/AES1ct8ZrjVU07Qrbw7o0GseJJ9TRtPW81KXT7aCREeRpJpI1ZymxHUxqrb9+0jaSR1Ot/8AIyeHf+u03/olq81/aPD+KfC2meE9N0/QdY1DWNSFqs+uXUkdtpmyGWZrlvJdZd4WMooR0bc4+YLmgDkPCvw913Sfh74u8NWFjLpnjWS/sp79tI8V3Mwa23oUS3u51822TyY3jWPb8gPGd2azvBPj658U+KPAPgFJfE2jwpda6uvw6rqzz3xubMW6pb/bEfc8bfbFlVkYZCIOPmWuv+DXw3tNL8GXfguKa18Oarpd9FqFzqPgu/m23buvyyStO0rksFKtHM0vCod33dvfXHwk0J4dL+yJdabqGm3k99banbPm6WeZXEzs7hg+8O2Q4I+7wCibQD55+G3xF8U/FY6nomp+INQsD4f8LX8sOo2szQPdXkeq39jHdOU279iWCPsPyEztuVuMek/Bn4iDxdrOh+J9ZaOyv9c+H2iarPFjCgyPO749laUfnXWz/AHwo2l2WnWUV3pNvaaXNohaxuGSSeymKtLDI5yW3MN2/wD1gLOVdd7Zm0DT7fSfjJqllZwx21nbeF9NhigjG1Y0FzeKqgegAoA7T/hIdN3bftced/l9f4vN8rH/AH3xTYvEWmzSIiXkbNJs2r679+389j/lWpto20AY6+KdKaJZheoUcblbnkeX5n/oAzT5fEmmQ+Zvu4x5YYt142hWP6On51q7aMCgDMPiHTg4U3cYbeybfcSCI/8Aj7AfjRH4g013CLdxsxKgAe7sg/8AHkYfhWnto20AZEfibS5EjdL2Mq4DK3PIKM4/8cRj+FEnibSo0kdryMCMFnPPAEayH/xx1b8a19tG2gDMk8QadHIyvdxBlYqR6FWVD+roPxoXxDpruUF3GW37Ov8AF5hjx/32pWtPbRtoAyovEmmTNHsu4z5oVl99wdh+iP8AlVe78Z6JY6fNfXGpwQ2cMbTSzyttREEXnM5J6AR/P9K0r2+g06znurqaO2tbdGllnlcIiIBkszHoAO9fnL8VPij4w/4KP/Em7+E/wpvJ9D+DGlTKPFHjCNSP7Qwf9VH6ocfIn8f32+RaAD4o/FHxh/wUe+I958KPhReT6J8GdMmH/CT+L1Vh/aAB/wBXF/eQ4+VP4/vt8q192/B/4R+Fvgd4D07wh4R0xdM0awQBV6vM/wDFLI/8bt3P9MVm/BP4O+FvgX4Xbwj4Q0iLStGtDHtwgElw/lrullfdmR27swHp0Ar0ugAooooAKKKKACiiigAooooAKKKKAM7xB/yAtS/69pf/AEA0UeIP+QFqX/XtL/6AaKAKPgD/AJEXw5/2Dbb/ANFLXm37QPwXtfiUdJ13/hH/AAt4p1LRLa6gttP8ZQtJYqs/lF5PuPskXyVwxRuCw+XOa9J8Af8AIi+HP+wbbf8Aopa17oZt5Rh2yh4jOGP096APlT4F/CjVLG98B+K7D4X/AAc0uxmhhuH8Q+Fk/wBPMMkB/eQ/6JEnz7hna/3WbG6vrOvjz4Y+Gk8NeLvh5A3gv4yaLZm8EUF54t8X29xp4ItpnHm2iahNy23hBEuCeNu3FfYdABXBaD/yW/xn/wBgPR//AEdqFd7XBaD/AMlv8Z/9gPR//R2oUAd7RRRQAUUUUAFFFFABRRRQAV4J+1p+yZ4Y/at8CHTNT/4lniSwDS6N4ggX9/ZTf3T3aJiBuT8RhgDXvdFAHwp+yZ+1j4n8GeO/+Gff2gSdK+IVhiHRtfuH/ca3D0i/enhpGA+R/wCP7rYkGG+668E/a0/ZM8MftW+BDpmpf8SzxJYBpdG8QQL+/spv7p7tExA3J+IwwBrw/wDZM/ax8T+CvHf/AAz7+0CTpXxCscQ6Nr9w/wC41uHpF+9PDSMB8j/x/dbEgwwB910UUUAFFFFABRRRQAUUUUAFFFFABRRRQBga5/yMnhz/AK7Tf+iWr5c+Jf7PNtoHj/Tm0/4ffCXxIvibxBeXTXXjGDbf3dxOlzcvCzNbzbwmGZdhB2xKNuFY19Ra3/yMnh3/AK7Tf+iWrgP2idCXXvDmgxtonjXX5oNWE8Vr4H1OPTrtXEEwDvM9xbgRru7Pkts4PNAE3wG8C6r4BsNZsL3wd4M8FW0lwk1vZ+CV220vybXeTMMR8zgD7vRV5r1mvDv2cbdbT/hL430XxlodzBfwxy2vjfXI9VvT+4RlZXS4uNkfz8LvxlWPHzV7jQAVwNh/yXTXf+xbsP8A0pvK76uBsP8Akumu/wDYt2H/AKU3lAHfUUUUAFFFFABRRRQAUUUUAFU729t9Os5rq6njtraBTJLPKwRIkAyWYngADvSXt7b6bZz3V1PHb21ujSyzysEREAyWZj0AHevzl+KXxQ8Y/wDBSD4l3vwo+FF3PonwZ0uYL4n8ZAMF1DB/1cXqhx8ifx/fbC0AL8VPih4x/wCCj3xJu/hN8KLu40T4L6VMq+J/GKqQuoAN/q4/VDj5E/j++2EFfd/wh+EPhb4G+AtO8IeENNTTdHsUwqjl5X/ikkb+N27saPhD8IvC3wM8B6b4Q8IaammaPYrhVHLyv/FJI38bt1Jrt6AMbTPK/trWNpHmeZHvx5Wf9WMZ2/P/AN9/hxWzWRp8hbVdUTeCFePC787fkGfl2jH5t+HStegAooooAKKKKACiiigAooooAKKKKAM7xB/yAtS/69pf/QDRR4g/5AWpf9e0v/oBooAo+AP+RF8Of9g22/8ARS1X8R+IpNL1rRNJhsGun1WSQST+cIUto0Tc7lupP3QFXr7AFhY8Af8AIi+HP+wbbf8Aopag8ceAPD3xJ0N9G8T6Paa5pbuH+zXke9Q2CuR/dOGYZHYmgD5l+DGnaL4h8ZaP4pj0bxZq/gq01aWx0HxN4h8cXmoLdXaeZB9rWwkdkEbv5qJJkt8ytsVTkfYFcsnw68ORHw75WlQ28Xh0bdKtICyW9n+7MalIVOzKozKDtyAzYxmupoAK4LQf+S3+M/8AsB6P/wCjtQrva4LQf+S3+M/+wHo//o7UKAO9ooooAKKKKACiiigAooooAKKKKACvBP2tP2TPDH7VvgT+zdS/4lfiSw3S6N4hgX9/ZTf3T3aJiBuT8RhgDXvdFAHwr+yZ+1j4m8F+O/8Ahnz9oHOlfEKwxDo2vXL/ALjW4ekWZT96RgPkf+P7rYkGG+6q8E/az/ZM8MftV+BP7N1If2X4ksN0ujeIYV/f2U3931aJiBuT8RhgDXh/7Jv7WfifwV46P7Pv7QCnTPiFYFYdG164f9zrcPSP94fvSMB8j/x9Gw4O4A+66KKKACiiigAooooAKKKKACiiigDn9b/5GTw7/wBdpv8A0S1eOftAeO7C58Fao2o2niOJrDX7fSdGsPDmuvp19rmoSDy0gDwsrJHumydzdImcrtUZ9j1v/kZPDv8A12m/9EtWfd/CnwffePLbxnc+GdNm8VWyFIdXe3BuE+XZkN/e2fLu67eOlAHGfs9eF7fwhZ67ZXei3eieKZZobnVBe+ILjXHmUpthdbub52QKjJsKptKN8u1lZvY6wtC8I6X4butUudPtjDdanc/a72aSV5ZJpNoUEs7E4CqoVeihcACt2gArgbD/AJLprv8A2Ldh/wClN5XfVwNh/wAl013/ALFuw/8ASm8oA76iiigAooooAKKKKACqd9fW+m2c91dzx29rbq0ss8rBEjQDJZmPQAd6L29t9Lsp7u6nS3tbdGkmmlYIkaAZLMT0AFfnL8Uvil4x/wCCj/xKvfhR8KbufRPgxpUoHifxgqsBqGD/AKuP+8hx8ifx/fbC4oAT4o/FDxj/AMFIPiXe/Cj4T3c+ifBnS5QvifxgAwXUMH/VxeqHHyJ/H99sLX3d8IvhH4V+BvgLTPCHhDTk0vRrFNoVeZJX/iklb+N26lv6Unwi+EXhb4GeAtM8IeEdOj0vRrFdoQcvM5+9JK38bt1Lf0ruqACiiigDKsM/2tqm7zNu9MbvM2/cHTd8n/fH481q1kWAK6pqkmzAZ48HyyM/IO+45/AL+PWtegAooooAKKKKACiiigAooooAKKKKAM7xB/yAtS/69pf/AEA0UeIP+QFqX/XtL/6AaKAKPgD/AJEXw5/2Dbb/ANFLW/WB4A/5EXw5/wBg22/9FLW/QAUUUUAFcFoP/Jb/ABn/ANgPR/8A0dqFd7XBaD/yW/xn/wBgPR//AEdqFAHe0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4J+1n+yZ4Y/ar8Cf2bqQ/svxJYbpdG8Qwr+/spv7vq0TEDcn4jDAGve6KAPhT9k39rPxR4K8df8M/ftAE6X8QrArDo+v3Lfudch6RfvTw0jAfK/8f3WxIG3fddeC/tZ/sl+F/2q/Av9man/AMSvxHYbpdG8QQL+/spvT/ajYgbk/EYYA14h+yZ+1l4o8GeOv+Gfv2gSdL+IWnlYdG1+4f8Ac65D0izKeHkYD5X/AI/utiRW3AH3TRRRQAUUUUAFFFFABRRRQBz+t/8AIyeHf+u03/olq6Cuf1v/AJGTw7/12m/9EtXQUAFFFFABXA2H/JdNd/7Fuw/9Kbyu+rgbD/kumu/9i3Yf+lN5QB31FFFABRRRQAVTvr6302znurueO3tbdWllnlYIkaAZLMx6ADvRfXsGm2c91dTx21rbo0ss8rBERAMlmY9AB3r85fil8UPGP/BSD4k3nwo+FF7PonwY0qYDxP4wRWH9oYP+ri9UOPkT+P77fKtAB8U/ij4x/wCCkHxKvPhR8KbyfRPgxpUoHifxgqkf2hg/6uP1Q4+RP4/vt8qivuz4RfCLwt8DvAem+D/B+mx6Xo1ggwmMyTP/AByyv/G7d2/pgUfB/wCEfhX4HeAtO8H+ENMTS9GsEAVcZkmf+KWR/wCN27n+mK7qgAooooAKKKKAMbTY0/tjVyEAcvHvIEYJ/djrt+Y/8D/DitmsbTZt+r6qgkDbXjxGHQ7P3Y7BQR+Jb8OlbNABRRRQAUUUUAFFFFABRRRQAUUUUAZ3iD/kBal/17S/+gGijxB/yAtS/wCvaX/0A0UAUfAH/Ii+HP8AsG23/opa36wPAH/Ii+HP+wbbf+ilrfoAKKKKACuC0H/kt/jP/sB6P/6O1Cu9rgtB/wCS3+M/+wHo/wD6O1CgDvaKKKACiiigAooooAKKKKACiiigAooooAKKKKACvBP2s/2S/DH7VfgP+zdTxpfiSw3S6N4ggX9/ZTenq0TEDcn4jDAGve6KAPhb9kv9rLxR4M8df8M/ftAFtL+IVgVg0fX7h/3OuQ9Iv3p+/IwHyv8Ax9GxIrbvumvBP2tP2TPDH7VvgQ6Zqf8AxLPElgGl0bxBAv7+ym/unu0TEDcn4jDAGvEP2S/2sfE/gzx3/wAM+/tA50r4hWDLDo2v3L/uNch6RfvT9+RgPkf+P7rYkGGAPuqiiigAooooAKKKKAOf1v8A5GTw7/12m/8ARLV0Fc/rf/IyeHf+u03/AKJaugoAKKKKACuBsP8Akumu/wDYt2H/AKU3ld9XA2H/ACXTXf8AsW7D/wBKbygDvqKKKACqV7e2+m2c91dTx29tbo0ss8rBERAMlmY9AB3pb29t9Ns5rq6njtraBTJLPK4RIkAyWYngADvX5y/FT4oeMv8Ago/8Sbv4TfCi8n0P4L6VMq+KPGCKQNQAP+rj9UbHyJ/H99vkWgA+KXxQ8Y/8FIPiTefCf4UXs+i/BjSpgPFHjBFI/tDB/wBXF6ocfIn8f32+Va+7PhB8I/CvwO8B6d4P8IaYmlaLYIAqYzJM/wDFLI/8bt3P9MUvwi+EXhb4G+AtM8IeEdMTTNHsVwFHMkr/AMUkjfxu3dv6V3NABRRRQAUUUUAFFFFAGRYMx1TVAS52shG5nI+4OgYbR/wDPvzWvWRpyuNU1JmVwGdOGRwPuDoS20/8BA9+a16ACiiigAooooAKKKKACiiigAooooAzvEH/ACAtS/69pf8A0A0UeIP+QFqX/XtL/wCgGigCj4A/5EXw5/2Dbb/0Utb9YHgD/kRfDn/YNtv/AEUtb9ABRRRQAVwWg/8AJb/Gf/YD0f8A9HahXe1wWg/8lv8AGf8A2A9H/wDR2oUAd7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeCftafsmeGP2rfAh0zUv+JZ4ksA0ujeIIF/f2U39092iYgbk/EYYA173RQB8KfsmftY+J/Bnjv/AIZ9/aBJ0r4hWGIdG1+4f9xrcPSL96eGkYD5H/j+62JBhvuuvBf2s/2S/C/7VfgX+zNSxpfiSw3S6N4ghX9/ZTf3f9qNiBuT8RhgDXh/7Jn7WPibwX47/wCGfP2gc6V8QbDEOja/cv8AuNbh6RZlP3pGA+R/4/utiQbWAPuqiiigAooooA5/W/8AkZPDv/Xab/0S1dBXP63/AMjJ4d/67Tf+iWroKACiiigArgbD/kumu/8AYt2H/pTeV31cDYf8l013/sW7D/0pvKAO+qne3sGnWk91dTx29tbo0ss8rBERAMlmY9AB3ovr6302znurueO3tbdWllnlYIkaAZLMx6ADvX5yfFL4oeMf+Cj/AMS734UfCe7n0T4M6XKF8T+MVDBdQwf9XF6ocfIn8f32wtAC/FT4oeMP+Cj/AMSbv4TfCi7uNE+C+lTKvifxgqkLqChv9XH6ocfIn8f32wgr7u+EPwi8LfAzwFpvhDwhpqaZo9im1VHLyv8AxSSN/G7dS1J8IvhH4V+BvgLTPCHhDTk0vRrFNoVeZJX/AIpJW/jdupb+ldzQAUUUUAFFFFABRRRQAUUUUAY1gix6tqrLEql5YsuqIGb92vUhiT+IX8ua2axdOcPq+sAMu8SR7gGjJX92MZ2jcP8AgefbitqgAooooAKKKKACiiigAooooAKKKKAM7xB/yAtS/wCvaX/0A0UeIP8AkBal/wBe0v8A6AaKAKPgD/kRfDn/AGDbb/0Utb9YHgD/AJEXw5/2Dbb/ANFLW/QAUUUUAFcFoP8AyW/xn/2A9H/9HahXe15hqY8ReG/ijrmsWPhS98QadqOlWFsktld20WyWGW7LgrNKh6TJyPegD0+iuC/4T7xV/wBEz1r/AMGOn/8AyRR/wn3ir/ometf+DHT/AP5IoA72iuC/4T7xV/0TPWv/AAY6f/8AJFH/AAn3ir/ometf+DHT/wD5IoA72iuC/wCE+8Vf9Ez1r/wY6f8A/JFH/CfeKv8Aometf+DHT/8A5IoA72iuC/4T7xV/0TPWv/Bjp/8A8kUf8J94q/6JnrX/AIMdP/8AkigDvaK4L/hPvFX/AETPWv8AwY6f/wDJFH/CfeKv+iZ61/4MdP8A/kigDvaK4L/hPvFX/RM9a/8ABjp//wAkUf8ACfeKv+iZ61/4MdP/APkigDvaK4L/AIT7xV/0TPWv/Bjp/wD8kUf8J94q/wCiZ61/4MdP/wDkigDvaK4L/hPvFX/RM9a/8GOn/wDyRR/wn3ir/ometf8Agx0//wCSKAO9orgv+E+8Vf8ARM9a/wDBjp//AMkUf8J94q/6JnrX/gx0/wD+SKAO9rwT9rP9kzwx+1X4E/s3UgdL8SWG6bRvEUK/v7Kb+76tExA3J+IwwBrvv+E+8Vf9Ez1r/wAGOn//ACRR/wAJ94q/6JnrX/gx0/8A+SKAPlH9kv8Aax8T+CvHh/Z9/aAzpXxCsSsOja/cv+41uHpH+8P3pGA+R/4/unDjDfddfJX7WfwHP7VfgT+zdS+GutaV4lsMy6L4hhvtP86ym9P+PjLRMQu5PxGGVTXc/AzUPir4E+E/hrQfG/hnWfF3iextRDeaut5p6+cc8dbjL7Vwu9vmfbuPJoA98orgv+E+8Vf9Ez1r/wAGOn//ACRWj4d8Ta5rF+YL/wAIaloUGwt9ruru0lTP93EUrtn8McUAXNb/AORk8O/9dpv/AES1dBXP63/yMnh3/rtN/wCiWroKACiiigArzkXkGlfGbxHd3U8dvaweGbGWWeVgixoLm9JZiegAr0avh79uv4D/ABm+OPxB0bQ/Bm+z+G2radDbeJ7rT7uFLuRIp5X8nZI6bgRNuC5wSvzdMEA86+KPxQ8Y/wDBSD4l3vwo+FF3PonwY0uUL4n8YKGA1DB/1cXqhx8ifx/fbC192/CL4R+Ffgb4C0zwh4Q05NL0axTaFXmSV/4pJW/jdupb+lcH8IvD3/CjfAem+D/CHwj1fTNFsUACDUNPMkz/AMckrfaPndjyW/pgV3H/AAn3ir/ometf+DHT/wD5IoA72iuC/wCE+8Vf9Ez1r/wY6f8A/JFH/CfeKv8Aometf+DHT/8A5IoA72iuC/4T7xV/0TPWv/Bjp/8A8kUf8J94q/6JnrX/AIMdP/8AkigDvaK4L/hPvFX/AETPWv8AwY6f/wDJFH/CfeKv+iZ61/4MdP8A/kigDvaK4L/hPvFX/RM9a/8ABjp//wAkUf8ACfeKv+iZ61/4MdP/APkigDvaK4L/AIT7xV/0TPWv/Bjp/wD8kUf8J94q/wCiZ61/4MdP/wDkigDprB2/tXU03blR0wPMY4yg/hKgD8C34dK168ztvGPiuK8vpm+G2t7JnQoBqdkcYUD7rXO0fhj86v8A/CfeKv8Aometf+DHT/8A5IoA72iuC/4T7xV/0TPWv/Bjp/8A8kUf8J94q/6JnrX/AIMdP/8AkigDvaK4L/hPvFX/AETPWv8AwY6f/wDJFH/CfeKv+iZ61/4MdP8A/kigDvaK4L/hPvFX/RM9a/8ABjp//wAkUf8ACfeKv+iZ61/4MdP/APkigDvaK4L/AIT7xV/0TPWv/Bjp/wD8kUf8J94q/wCiZ61/4MdP/wDkigDvaK4L/hPvFX/RM9a/8GOn/wDyRV3Q/Feu6tqkdtf+CNS0W2IOby5u7OVF444jmZ+en3aAN/xB/wAgLUv+vaX/ANANFHiD/kBal/17S/8AoBooAo+AP+RF8Of9g22/9FLW/WB4A/5EXw5/2Dbb/wBFLW/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVyninx3YeF9S0/TPIu9S1nUIpp7XTbBFM0kUOzzX+cqoA8xB8zDl1A5Na2g61D4i0XTtUt0mS2vreK5jWeNopVV1DAOh5U/NyD0oA1aK878T/F238J3Fsl9oGsxx3XiK28PQztHGqSSThNk6ZfJhy+zIGdyN8vetT4Z/EK1+JfhybV7OyutPjh1G+014L3Z5gltbmS3k+4zLjfE2OelAHYUUm6qWoalaaTp9zfX1zFZ2VtG0s1xO4SOJANxZieAAO9AF6imKwZdwOVNPoAKKKKACiiigD508XWWofD/wCN2leKNY0S71TS9c1qPS7O+sfFd/8A6E8lt5UQk0v5bZoyyPuYFiC4fbx8vM/CLxfrU0fwA8RSaheXOqeOhqH9vxSzu8b77Sa7B2FsL5MkKRJj7iMyfxV9B2Hw00PT/EE2sJHe3N69096gvdRuLmGCZ1Ks8MMjtHCcM4+RV++3940zQ/hV4X8Na3HqunacYLqH7T9nUzyPFbefIJJ/JiZike91BOxRQB2NFFFAHP63/wAjJ4d/67Tf+iWroK5/W/8AkZPDv/Xab/0S1dBQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVzXirxpY+E7jS7SeOe81LVJngsNPtApnuXRGkfbllUKqIxJYgdB1ZQbvhzXofE2h2mqQwXNtHcJu8i8iMc8TZwUdP4WUggj2oA2K+dv2grC+8K+JofiHf6Nd674X0lLJJotN8V3+nT2yrcHfMtnDthuv8AWoSsr/MqY9j6L43+Llv4DtdQutQ0DWZLS11TTdKFykcYime9mhhSSMmQFkR5kD8bgc4DVleD4PDHxT8QeI9bOnavFeaZrDaTdWeo6jM9o9xaFGSZbUTNBwWVlfZuyqk8qKAPJn8Y60bWfxl9uvP7eT4rL4eFt5z+X/Z329bD7N5eduzyT9o6ff8An619ZVxp+F3hhvEv9vf2Y32/7b/aOPPl8n7X5Pk/aPJ3eX5nl/Lv25/GupubuGzglnnlWGGNC7yOdqqB1JPYUAWaKq2d9BqFrFc28qTW8yLJHNG25HUjIIPcVaoAKKKKACiiigAooooAKKKKAM7xB/yAtS/69pf/AEA0UeIP+QFqX/XtL/6AaKAKPgD/AJEXw5/2Dbb/ANFLW/Xk/gb42eC4fBHh9H1nDJp9uCPss3Xyl/2K2v8Ahevgf/oOf+Sk/wD8RQB31FcD/wAL18D/APQc/wDJSf8A+Io/4Xr4H/6Dn/kpP/8AEUAd9RXA/wDC9fA//Qc/8lJ//iKP+F6+B/8AoOf+Sk//AMRQB31FcD/wvXwP/wBBz/yUn/8AiKP+F6+B/wDoOf8AkpP/APEUAd9RXA/8L18D/wDQc/8AJSf/AOIo/wCF6+B/+g5/5KT/APxFAHfUVwP/AAvXwP8A9Bz/AMlJ/wD4ij/hevgf/oOf+Sk//wARQB31FcD/AML18D/9Bz/yUn/+Io/4Xr4H/wCg5/5KT/8AxFAHIfHvwrofijW/D4vbnxL4Y8Q2UFzcaJ4v8N280r2Uh2CWB9iOjiQbD5MqkSbDj5lrxrxj4l+I+p6N4X/t7Q/Elp4106Pwtqd3d6bZ3k1vMxv0/tBbeK2UxxlYd/nBy5ZX2Km0K1fSn/C8/A//AEG//JSf/wCIo/4Xn4H/AOg3/wCSk/8A8RQB8/a02t3Osa0j2HiW8tYfi7pV9afarG9nEdglvaeZJEXRsQLKs3K/IOelReCPBWtw3WhtoVrrmkeMLP4i6rcai8ouobZ9Hk1G7ml85XxE8ckLo0eM5dkK/dY19Df8Lz8D/wDQb/8AJSf/AOIo/wCF5+B/+g3/AOSk/wD8RQB4L4Og8dPYfDO8e111PiJZ6rejxuHWVY7m18i63ruf926NN9k+zYY7VPyYUS1wur2XiXx98Pvi/aJ4f8VfZ9f+GlncW2lX1pqDP/akZvRNEzzKokusfZw5RU8zC4U7a+tP+F5+B/8AoN/+Sk//AMRR/wALz8D/APQb/wDJSf8A+IoA8kkn1MfGHwjqHhux1HVfDUosrR9Kv7C9spdNj2XDm/tpmwhjPm7JoZVy2yPn/VqfpmuB/wCF5+B/+g3/AOSk/wD8RR/wvXwP/wBBz/yUn/8AiKAO+orgf+F6+B/+g5/5KT//ABFH/C9fA/8A0HP/ACUn/wDiKAO+orgf+F6+B/8AoOf+Sk//AMRR/wAL18D/APQc/wDJSf8A+IoA76iuB/4Xr4H/AOg5/wCSk/8A8RR/wvXwP/0HP/JSf/4igDvqK4H/AIXr4H/6Dn/kpP8A/EUf8L18D/8AQc/8lJ//AIigDe1v/kZPDv8A12m/9EtXQV5RrPxs8Ft4i8PsNZyElmyfss3/ADxb/YrZ/wCF6+B/+g5/5KT/APxFAHfUVwP/AAvXwP8A9Bz/AMlJ/wD4ij/hevgf/oOf+Sk//wARQB31FcD/AML18D/9Bz/yUn/+Io/4Xr4H/wCg5/5KT/8AxFAHfUVwP/C9fA//AEHP/JSf/wCIo/4Xr4H/AOg5/wCSk/8A8RQB31FcD/wvXwP/ANBz/wAlJ/8A4ij/AIXr4H/6Dn/kpP8A/EUAd9RXA/8AC9fA/wD0HP8AyUn/APiKP+F6+B/+g5/5KT//ABFAHfUVwP8AwvXwP/0HP/JSf/4ij/hevgf/AKDn/kpP/wDEUAc38e/DHh7xW/hu01seItKuoria50rxV4cE32jSLpUCr88avtEqO67ZFMb7drDJWvBfiNr/AMTb74aW1hremeJ5/GttoSajb6xptjdqlxLDqD7GS3thiG6aBIpJBIflEuxE+Z1r6e/4Xn4H/wCg3/5KT/8AxFH/AAvPwP8A9Bv/AMlJ/wD4igD58+JMms6nc/FSJdO8UX1nN4w8I3unwyafezp5MdzYSXJhBQ4RPKmZwnClTTF8F63cal4qk8PWuu6V4+T4lJfWFxsuobd9Nee2a5eXOIXt3tluOudzgBfn219Df8Lz8D/9Bv8A8lJ//iKP+F5+B/8AoN/+Sk//AMRQB4fott43u38OPLDrNv8AEu08eTnVp2WZbWbRjczFl3n929r9jaLyx/DKq/dl3VyVsvibx7L4shPh/wAWWdv4h+H2q2kmmalb3zMdTjmxEk0zqIzPh2wyKEw2xWdVFfTv/C8/A/8A0G//ACUn/wDiKP8Ahefgf/oN/wDkpP8A/EUAeBWA1axufhXdeHNL1W/0+DTtHgvPDmo6Ze2jQl7nEl5bXDKNk0WGM0co2vCqDKq3P13XA/8AC8/A/wD0G/8AyUn/APiKP+F6+B/+g5/5KT//ABFAHfUVwP8AwvXwP/0HP/JSf/4ij/hevgf/AKDn/kpP/wDEUAd9RXA/8L18D/8AQc/8lJ//AIij/hevgf8A6Dn/AJKT/wDxFAHfUVwP/C9fA/8A0HP/ACUn/wDiKP8Ahevgf/oOf+Sk/wD8RQB31FcD/wAL18D/APQc/wDJSf8A+Io/4Xr4H/6Dn/kpP/8AEUAdb4g/5AWpf9e0v/oBorhdd+N/gl9E1FRrWSbeQD/RJv7p/wBiigD/2Q==)
![](data:image/png;base64, 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)
Refer to Figure 2.3. Assume that this society's production possibility frontier is represented by Panel C. The marginal rate of transformation of sailboats for surfboards is
◦ 1/10.
◦ -1/10.
◦ 10.
◦ -10.