G.6.3.2 Congruent, Similar, Neither?

Match each image to its rule. Then, for each rule, decide whether it takes the original figure to a congruent figure, a similar figure, or neither. Explain or show your reasoning.[br][br][img]data:image/png;base64,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pmxvejdbV3apFQMw1mGDBfMheHJd+deCYDd9quRbYGdnzAYmtgx+8qmJWd7RfmL9y+fd3DRtSXvtEJffTBgwfX/awfYgXnwF/D2FO0fEhPvSLER3zqBOpbo9VPXa2M+xafw7ZHKBS2hpnx8c0xMANmHmp/csdIvJkFm7Nel5nJYLRY2RrY8cGNrYEdf7R28uPQn9D37JfjpV+I8Rcv/w1Q1gftXH6btZ09j5YP6alXgPiIT51AfWu0+qmrlXHf4nPY9giFwtYwMz7MAsy7vbtuo3l5Au1Dq2YW/JzxusxMBvm1tq6zNbDjgxNbAzt+a61s7YdRdvRFzNe+hjU/h/XBvJ25Hi0f0lOvBvERnzqB+tZo9VNXK+O+xeew7REKha1hZnz8ed4MwNIonyXSv1Nr+9u8dpwdP3s+k8GoNrYGdnxwY2tgxx+tnfw4+wUafcp/WDzfz69b//Nt7OVo+ZCeekWIj/jUCdS3RqufuloZ9y0+h22PUChsDTPj2wfbYAKW3qm1RNprMjDpZhhsmfG6zEwGdo29c7YGdnzwYmtgx++tmbX97Rfo1tF2nMf64do5Ge3R8iE99SoQH/GpE6hvjVY/dbUy7lt8DtseoVDYGmbGN+NuH4xbSpy9JmMj694wmHk/+3WZmQyWrrmlja2BHR+M2BrY8VvqpGUf60d4x7118v2w9Zij94uWD+mpZ1x8xKdOoL41Wv3U1cq4b/E5bHuEQmFrmBUfhhwjfFujfHhNxkw7EpsbBmzz2w9LvjvxLAbulN2LbA3s+ADG1sCO3100CwfgcyXoU3i/vWfK+2HPsUftGy0f0lPPtPiIT51AfWu0+qmrlXHf4nPY9giFwtYwK769/rL1Tm0+CrhkGLbOMbsgZjHYo4utgR0f7Nga2PH31A+OxTfB2Nc/9v7Vaqkf7tWz9/ho+ZCeekbFR3zqBOpbo9VPXa2M+xafw7ZHKBS2hj3x8UqM/yDc2j9bqiUwgmHYw6B2bT3b2BrY8cGKrYEdv6de/L55Pxz5i1WEfuivKUI9SE9OoL4erf9Ij/JVJ7Bv6zfsO3zs6AhFzdbAjo/MsTXsiQ/DgFdjYNjxCszIdz9HMAx7GIz1vvIotgZ2/Ke9L5QZPa8F/RD9CF/Dmv9Fq1VFhH6Ya41Qk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha2DHj2AY2AxQ8GwN7PhicNptbzFQhH6YC4tQk16T9Hga5bL4lEx8i/h4GuVyND6lwrRFxj3lcdpahEJha5gR/9GjR5cXbt684OHfO0UwDDMY9F53vj9bAzs+eLA1sOPnNXHmeoR+mF9vtHxIT56hdF18Uh75mvjkRNL1aHxSdeWajHvJ5JSWCIXC1jAj/pufe/Nq2mXcx8t2Rh7Go/NNM7SLwZ4M7jtWxn2bH7s+c4XSkxNJ18Un5ZGviU9OpG9dxr2P17S9IxQuW8Pe+Pfu3bua9ldfeUUj7jsqc28edoS+HsqODxFsDez4e3O453gZ92160epDeuo5Ex/xqRPYt1XGfR+/4aMjdGy2hj3x8YrMe27cuHzq9dcvb7/1loz7cCXKtALdnlrcgf7Joez4T4Q0LKDv3b1799rv0PcePHjQcNT6LjLu62xsS7T6kB7LzPJcfJa5WKv4GImxOc24I3H6EYPRGnjfe993+dZv/pbLq699/PLiiy9djXvvucww9B6n/VW3R9TA2C383KPsF2brOzaHgR+d7Byjxx9xHPIbaZKeejbER3zqBOpbo9VPXe3lQjPuW8KO3s5OFDs++LI1jMa/c+fO1ajfv3//WiYacd/XW0bzsC/qO0ez40MJWwM7/jvZqC9ZX8NrapgePnx4watq+OvX6CTjvk0uWn1ITz1n4iM+dQL7tsq47+M3fHSEjs3WMBIff5aHSfjC7dtP2JuZeNLQuBDBMIwwaLy85t3YGtjxAYqtgR2/tVhg0vEtTn7CazPoS/aLtN/WshyhH+Y6o+VDevIMpevik/LI18QnJ5KuR+OTqivXZNxLJqe0RCgUtoaR+C/funU17hjxg1HAj32zDJZ73reNYBhGGMwuULYGdnzwZGtgx2+tKfzC7E06Xp3RiHsrvfH9otWH9NRzGY3PRz/x6cu9f/vv66JP3BqNTzQ9W6mQcd8idND2CIXC1jAS38z22hwmonWyc7Tuf8R+Iwxm62BrYMcHT7YGdvzWmoJRxy/P6Dv4hRmj7/gLmL06UzsPrnHpx/rh0ja1LTMTF3FprYHveeM3Lu/67JevPx/45OcX+2DrubTfuXW3dj+VcV8jc3A7OgB7YmsYiW+j7H6uEfd9lTSSh30R06PZ8aGGrYEdP81Ifc1eTTPDjW92gqEfnew8o8cfcVy0fEhPPcvis87nlf/l/3pi3G/+yuPPpqzvfc4W5WsfZxn3ffyGj45QuGwNs+KbkehNRgTDMItB77X7/dka2PHBgq2BHd/XQ23ZXpWBWcdraeh7GHHHKPyoeY/QD/NrjpYP6ckzlK6LT8rDr3njjpH3u//3H/nNlGXlax92Gfd9/IaPjlC4bA2z4uPDcT2vyFjSIhiGWQzsmkbmbA3s+GDG1sCO31I3MOboM3lfsw+nYj4yReiHue5o+ZCePEPpuvikPPxabtwjjLorXz5D/csy7v3MphwRoXDZGtjxIxgGNgMUM1sDO74YtN3SMMKOPoNRdj+Zofff9OS3by1H6Ie5xgg16TVJj6dRLotPycRacuMeYdRd+bLsjM1l3Me47T4qQuGyNbDjRzAMbAYoZLYGdnwxaL+dYbQdH0j1r8Xk/1eh/WyP94zQD3PNEWrSa5IeT6NcFp+SibUsGXf2qLvyZdkZm8u4j3HbfVSEwmVrYMePYBjYDFDIbA3s+GLQfjuz12LQd+yrWbGcvz7TfsbLdRQf54g0RahJz0N6PI1yWXxKJtbijTsMu33DDPNdd+XLsjM2l3Ef47b7qAiFy9bAji/j/riM2XlgxwcFtgZ2/J4bGr7RCa/LwKzjG50w4u5H4HvOhX0j9MNcc7R8SE+eoXRdfFIefs0bd5h1M+7MUXfly2eof1nGvZ/ZlCMiFC5bAzt+BMPAZoBiZmtgxxeDKbe04ZNE6Ie5+Ag16TVJj6dRLotPycRavHFHW4RRd+XLsjM2l3Ef47b7qAiFy9bAjh/BMLAZoJDZGtjxxWD37WzXCSL0w/wCItSk1yQ9nka5LD4lE2vJjXuEUXfly7IzNpdxH+O2+6gIhcvWwI4fwTCwGaCQ2RrY8cVg9+1s1wki9MP8AiLUpNckPZ5GuSw+JRNryY072tmj7sqXZWdsLuM+xm33UREKl62BHT+CYWAzQCGzNbDji8Hu29muE0Toh/kFRKhJr0l6PI1yWXxKJtayZNzZo+7Kl2VnbC7jPsZt91ERCpetgR0/gmFgM0AhszWw44vB7tvZrhNE6If5BUSoSa9JejyNcll8SibWsmTcsY056q58WXbG5jLuY9x2HxWhcNka2PEjGAY2AxQyWwM7vhjsvp3tOkGEfphfQISa9Jqkx9Mol8WnZGIta8adOequfFl2xuYy7mPcdh8VoXDZGtjxIxgGNgMUMlsDO74Y7L6d7TpBhH6YX0CEmvSapMfTKJfFp2RiLWvGHdtZo+7Kl2VnbC7jPsZt91ERCpetgR0/gmFgM0AhszWw44vB7tvZrhNE6If5BUSoSa9JejyNcll8SibWUjPurFF35cuyMzaXcR/jtvuoCIXL1sCOH8EwsBmgkNka2PHFYPftbNcJIvTD/AIi1KTXJD2eRrksPiUTa6kZd+zDGHVXviw7Y3MZ9zFuu4+KULhsDez4EQwDmwEKma2BHV8Mdt/Odp0gQj/MLyBCTXpN0uNplMviUzKxli3jzhh1V74sO2NzGfcxbruPilC4bA3s+BEMA5sBCpmtgR1fDHbfznadIEI/zC8gQk16TdLjaZTL4lMysZYt4479zh51V74sO2NzGfcxbruPilC4bA3s+BEMA5sBCpmtgR1fDHbfznadIEI/zC8gQk16TdLjaZTL4lMysZYW4372qLvyZdkZm8u4j3HbfVSEwmVrYMePYBjYDFDIbA3s+GKw+3a26wQR+mF+ARFq0muSHk+jXBafkom1tBh37HvmqLvyZdkZm8u4j3HbfVSEwmVrYMePYBjYDFDIbA3s+GKw+3a26wQR+mF+ARFq0muSHk+jXBafkom1tBr3M0fdlS/Lzthcxn2M2+6jIhQuWwM7fgTDwGaAQmZrYMcXg923s10niNAP8wuIUJNek/R4GuWy+JRMrKXVuGP/s0bdlS/Lzthcxn2M2+6jIhQuWwM7fgTDwGaAQmZrYMcXg923s10niNAP8wuIUJNek/R4GuWy+JRMrKXHuJ816q58WXbG5jLuY9x2HxWhcNkaRuM/evTocu/evcvbb711/blz587l4cOH3TmJYBhGGXRfbOUAtgZ2fKBha2DHr5TH4Zsi9MP8IqPlQ3ryDKXr4pPy8Gs9xh3HnTHqrnz5DPUvy7j3M5tyRITCZWsYiQ/D/p4bNy542GPul2Hoe6YIhmGEQc81tuzL1sCOD0ZsDez4LXVy1D4R+mF+bdHyIT15htJ18Ul5+LVe437GqLvy5TPUvyzj3s9syhERCpetYST+gwcPLm9+7s1khB1mHg9/jMD3TBEMwwiDnmts2ZetgR0fjNga2PFb6uSofSL0w/zaouVDevIMpevik/Lwa73GHccePequfPkM9S/LuPczm3JEhMJla5gZHw//V195pSs3EQzDTAZdF+92ZmtgxwcKtgZ2fFcOpy9G6If5RUfLh/TkGUrXxSfl4ddGjPvRo+7Kl89Q/7KMez+zKUdEKFy2hlnx7969ex1xx7vuPVMEwzCLQc91274P/+Q/Xt76N39w+aGf/9XL/T/8Y2s+fc5kYBfL1sCObxwY8wj9ML/uaPmQnjxD6br4pDz82ohxx/FHjrorXz5D/cs0447E6UcMRmvgxRdfuuDnfe9939W0Y/7Rn36lq6bMMIxqeNqP+75P/9rlXZ/98vXn3b/wpS52T/u1R9Tff/t+No6wfhjpalAfkSbpqWdDfNb5jBr3I0fdla/1fLVsoRn3FnFH7sMuHHZ8sGVr2BPfHvaY4wOqGHXXh1PbewxG28202xw3asa0pw5m6WVrYMefxXHkPNaXR4496pho+ZCeeqbFZ53PqHHHGY8adVe+1vPVskXGvYXSAftEKFy2hhnxYdZh2mHeP/X6612ZimAYZjDouuiv7/y5L/1+Ydxxk2ZMLAb+Wtka2PE9i7Vl9LX79++v/uCD4yNThH6Y646WD+nJM5Sui0/Kw6/tMe5HjborXz5D/csy7v3MphwRoXDZGmbG/8Lt29dXZnpG3SMYhpkMWgszH23HazLMUXcGg5wVWwM7fs5jaR2m3frM0rz3w+EWw85l6xHm0fIhPfWqEJ91PnuMO856xKi78rWer5YtMu4tlA7YJ0LhsjXMjG/GvWfUL4JhmMmgtUz9aDuWP/DJzz8x7oxRdwaDnBVbAzt+zmNpfW3EHR8KR1/q/TpWixGhH5oWm0fLh/RYZpbn4rPMBa17jfsRo+7K13q+WrbIuLdQOmCfCIXL1jASH6/FYOTPT1jHqzIv3LzpmzeXIxiGEQabF1bZIR9txzo0HDGqUpGRbDqbQRL86ytsDez4S0xa2/B/FdCXev7a5c8doR96PViOlg/pyTOUrotPysOv7TXuONfs54Py5TPUvyzj3s9syhERCpetYSQ+/hxvD/qXb926mnWsw7j3jLYjiXaeKQkdPMkIg8FQ18Py0XY0QsMRoyqtOs9msKSLrYEdf4lJS9vDhw+v/QjmfXSK0A9z7dHyIT15htJ18Ul5+LUZxn3280H58hnqX5Zx72c25YgIhcvWMBof/ykVf5a3n5FvlEESIxiGUQYjRbg02o7zmIbZoyqtGi1+6/5H7MfWwI4/ytRG22HgtyZc49KP9cOlbWpbZiYu4tJaA+/9zG8+eRWy9Zil/fxnofB65dI+aptbl2v3VBn3NTIHt6PA2RNbAzu+GQZmHs5ksDTajms3DbNHVVq5WvzW/Y/Yj62BHX+EKV6NGfk2pzxWhH6Ya4qWD+nJM5Sui0/Kw6/NGHHH+WY+H5Qvn6H+ZRn3fmZTjohQuGwN7PgRDMNZDNZG21HMXgNj1N3Hn9K5Bk7C1sCOP4Ds+hcv9KH8Mye954rQD3PN0fIhPXmG0nXxSXn4tVnGHeec9XxQvnyG+pdl3PuZTTkiQuGyNbDjRzAMZzFYG21HMXsNM0dVWjuKj996zOz92BrY8Xt52mg7Pmeyd4rQD/NriJYP6ckzlK6LT8rDr8007rOeD8qXz1D/sox7P7MpR0QoXLYGdvwIhuEMBrXRdhRzrmHWqEprR8njtx43cz+2Bnb8Xpb2FZD4fMneKUI/zK8hWj6kJ89Qui4+KQ+/NtO447wzng/Kl89Q/7KMez+zKUdEKFy2Bnb8CIbhDAa10XYUc65h1qhKa0fJ47ceN3M/tgZ2/F6W+OrV3q9fXYsRoR/m2qLlQ3ryDKXr4pPy8GuzjfuM54Py5TPUvyzj3s9syhERCpetgR0/gmE4msHWaDuKeUnDjFGV1o6yFL/12Fn7sTWw4/dwxCg7+g5G3WdMEfphfh3R8iE9eYbSdfFJefi12cYd5977fFC+fIb6l2Xc+5lNOSJC4bI1sONHMAxHM9gabUcxL2mYMarS2lGW4rceO2s/tgZ2/B6OMO74KtbRf7iUx4rQD3NN0fIhPXmG0nXxSXn4tSOM+97ng/LlM9S/LOPez2zKEREKl62BHT+CYTiSQctoO4p5TcPeUZXWjrIWv/X4GfuxNbDjz2A4eo4I/TDXHi0f0pNnKF0Xn5SHXzvCuOP8e54PypfPUP+yjHs/sylHRChctgZ2/AiG4UgGLaPtKOY1DXtHVVo7ylr81uNn7MfWwI4/g+HoOSL0w1x7tHxIT56hdF18Uh5+7Sjjvuf5oHz5DPUvy7j3M5tyRITCZWtgx49gGI5i0DrajmKuadgzqtLaUWrxW8+xdz+2Bnb8vfz2HB+hH+b6o+VDevIMpevik/Lwa0cZd8QYfT4oXz5D/csy7v3MphwRoXDZGtjxIxiGoxi0jrajmGsa9oyqtHaUWvzWc+zdj62BHX8vvz3HR+iHuf5o+ZCePEPpuvikPPzakcZ99PmgfPkM9S/LuPczm3JEhMJla2DHj2AYjmDQM9qOYt7SMDqq0tpRtuK3nmfPfmwN7Ph72O09NkI/zK8hWj6kJ89Qui4+KQ+/dqRxR5yR54Py5TPUvyzj3s9syhERCpetgR0/gmE4gkHPaDuKeUvD6KhKa0fZit96nj37sTWw4+9ht/fYCP0wv4Zo+ZCePEPpuvikPPza0RFP1JcAACAASURBVMZ95PmgfPkM9S/LuPczm3JEhMJla2DHj2AYZjPoHW1HMbdoGBlVae0oLfFbzzW6H1sDO/4otxnHReiH+XVEy4f05BlK18Un5eHXjjbuiNX7fFC+fIb6l2Xc+5lNOSJC4bI1sONHMAyzGfSOtqOYWzSMjKq0dpSW+K3nGt2PrYEdf5TbjOMi9MP8OqLlQ3ryDKXr4pPy8GtnGPfe54Py5TPUvyzj3s9syhERCpetgR0/gmGYyWBktB3F3Kqhd1SltaO0xm8938h+bA3s+CPMZh0ToR/m1xItH9KTZyhdF5+Uh187w7gjXs/zQfnyGepflnHvZzbliAiFy9bAjh/BMMxkMDLajmJu1dA7qtLaUVrjt55vZD+2Bnb8EWazjonQD/NriZYP6ckzlK6LT8rDr51l3HueD8qXz1D/sox7P7MpR0QoXLYGdvwIhmEWg9HRdhRzj4aeUZXWjtITv/WcvfuxNbDj9/KauX+EfphfT7R8SE+eoXRdfFIefu0s446Yrc8H5ctnqH9Zxr2f2ZQjIhQuWwM7fgTDMIvB6Gg7irlHQ8+oSmtH6Ynfes7e/dga2PF7ec3cP0I/zK8nWj6kJ89Qui4+KQ+/dqZxb30+KF8+Q/3LMu79zKYcEaFw2RrY8SMYhhkM9oy2o5h7NbSOqrR2lN74reft2Y+tgR2/h9XsfSP0w/yaouVDevIMpevik/Lwa2cad8RteT4oXz5D/csy7v3MphwRoXDZGkbj37t37/Kp11+/2AP/5Vu3Lmjrnez43uNm7j/KwGvYM9qO8/RqaB1V8Rpry73xa+ca3cbWwI4/ym3GcRH6YX4d0fIhPXmG0nXxSXn4tbONe8vzQfnyGepflnHvZzbliAiFy9YwEv/u3btXw/7CzZuXt9966/KF27cvWMbD/+HDh125iWAYRhj4i9w72o5zjWhoGVXxOmvLI/Fr5xvZxtbAjj/CbNYxEfphfi3R8iE9eYbSdfFJefi1s407Ym89H5Qvn6H+ZRn3fmZTjohQuGwNo/Fh3v304MGDq3GHke+ZIhiGUQZ2nXtH23GeEQ0toyqmcWs+En/rnL3b2RrY8Xt5zdw/Qj/MrydaPqQnz1C6Lj4pD7/GMO5bzwfly2eof1nGvZ/ZlCMiFC5bw8z477lx4/r6TE9yIhiGPQxmjLaD16iGrVGV1lyMxm89f8t+bA3s+C2MjtonQj/Mry1aPqQnz1C6Lj4pD7/GMO6IX3s+KF8+Q/3LNOOOxOlHDGbUwEd/+pXriPsP//Df7aopMwwzNDDO8X2f/rXLuz775esPls/W8IFPfv5J/Hf/wpdOj3/29R4dr//2/WwcYf0w0tUg15Em6alnQ3zW+bCMe23UXflaz1fLFppxbxF35D7swmHHB1u2hlnx7YOqz9M77rNG2/fWQW1UpbX/zqqD1nhL+7E1sOMvMTmrTcZ9m3S0+pCees4i8WEZdxBaez5E4gOd0fTUq+tykXHfInTQ9giFwtYwI/6bn3vzOtp+586d7kxFMAyjDGa8227ARjXg+Nqoip1/a74n/ta5W7ezNbDjt3I6Yr8I/TC/rmj5kJ48Q+m6+KQ8/BrTuK89H5Qvn6H+ZRn3fmZTjohQuGwNe+Pjw6h46MO8j0wRDMMIg5mj7eA2osHzXhtV8fvUlvfGr527dRtbAzt+K6cj9ovQD/PripYP6ckzlK6LT8rDrzGNO3QsPR+UL5+h/mUZ935mU46IULhsDXvi29dCjpp2JDGCYRhhMHO0HRxGNPhOsDaq4vepLe+NXzt36za2Bnb8Vk5H7BehH+bXFS0f0pNnKF0Xn5SHX2Mb96Xng/LlM9S/LOPez2zKEREKl61hNP4M044kRjAMvQxmj7aDQ6+GpQ6wNKqytN9S24z4S+ftaWNrYMfvYTV73wj9ML+maPmQnjxD6br4pDz8Gtu4Q0v+fFC+fIb6l2Xc+5lNOSJC4bI1jMTHf0jFgx5f/4hXZfKfng+oRjAMvQxmj7ajmHs1LHWApVGVpf2W2mbEXzpvTxtbAzt+Dyvb99GjR5f79+9ff3r6nR1v8wj90LTYPFo+pMcyszwXn2UuaI1g3PPng/K1nq+WLTLuLZQO2CdC4bI1jMS399rtYZ/PYSRaJzu2df8j9uthcMRoO66pR0ONQT6qUtvXb5sV35+zd5mtgR2/hxcMu30o3PrQq6+80nOKZF87R9JIXomWD+mpF4T4rPOJYNyhzj8f8FXCkaZo9bPFRsZ9i9BB2yMUClsDO34Ew9DDYPZou/214sUXXyr+coFt+X+o3eoK+ajK1v62vYeBHTN7ztbAjt/D8+Vbt65/9UKN4L8WY7Qd89EpQj/MtUfLh/TkGUrXxSfl4deiGHf/fMD//Yg0RaufLTYy7luEDtoeoVDYGtjxIxiGVgazR9thtOz61+YwZr2TH1XBjbplamXQcq7Rfdga2PFbudnnS0a+fnUthtXf2nZGe7R8SE+9CsRnnU8U4w6FI8+H9SubtyVa/WxdmYz7FqGDtkcoFLYGdvwIhqGVwezRdjNgL9y8eVkbcR8ZRfWjKrhJt0ytDFrONboPWwM7fis3vBKDmpk5ReiH+fVEy4f05BlK18Un5eHXIhn3keeDv5ajlqPVz9Z1yrhvETpoe4RCYWtgx49gGFoYzB5tR0l/4fbt64g73lVu0dDTDXpHVWbH79Fq+7I1sOMbh605+gxqBr/44T8Ww8ijllo+nIprXPqxfri0TW3LzMRFXFpr4L2f+c3Luz775etP6zFH7ofXZEwP3nU/MtbTfu61+7GM+xqZg9tRUOyJrYEd3wwDMw8tDGaPtuN67T1lvPLQoqGHUe+oyuz4PVptX7YGdnzjsDVHn8E3OuEHxt3qCOst5n3p/BH6Ya4rWj6kJ89Qui4+KQ+/FmnEHbp6nw/+Wo5ajlY/W9cp475F6KDtEQqFrYEdP4Jh2GJwxGg7StquHd/Cs6VhpAv0jLofEb9XM1sDO34rLzPu/jUqe+0KI+8jk9XiyLFHHRMtH9JTz7T4rPOJZtyh1I+6w8izp2j1s8VDxn2L0EHbIxQKWwM7fgTDsMXgiNF2mHV/7VsaRrpAz6jKEfF7NbM1sOO38kLd4FUZP+HrIdE++pWQvhb9eZnL0fIhPfVqEJ91PhGNO16RsddlWj8LtX6F+7dEq5+tK5Jx3yJ00PYIhcLWwI4fwTDUGBw12o7XY3DteM0BU03DnvJvHXU/Kn6PdrYGdvxWVnglJjfoMu6t9Mb3i1Yf0lPPZSQ+EY07+LQ+H+qk52yNlK+WK5Jxb6F0wD4RCoWtgR0/unE/YrQdpYwRU1w7vh0EX/mYf6tMzz+xqnWN1lF3dh3gGtga2PFrefTbrHaWXpUZ/YrICP3QX2OEepCenEB9PVr/iaQnqnFvfT7UMz9na6R8tVyRjHsLpQP2iVAobA3s+BEMwxqDo0bbUcow7HbtS/NRA7bUTVpGVdYYLJ3vqDa2Bnb8Vq74AKp9OBUmHqPvqCG0YeR9ZLIaHDn2qGOi5UN66pkWn3U+UY07FLc8H9avbN6WaPWzdWUy7luEDtoeoVDYGtjxIxiGNQZHjbbbaw24dnyYcGnEffTbQZa6SsuoyhqDpfMd1cbWwI7fwxWj7fhGGfwCiB8Y+D01E6Ef5tcfLR/Sk2coXReflIdfi2zcW54P/lqOWo5WP1vXKeO+Reig7REKha2BHT+CYVhicORoe/7BVJT3koaZZb81qnJ0/JZrYWtgx29hdNQ+Efphfm3R8iE9eYbSdfFJefi1yMYdOreeD/5ajlqOVj9b1ynjvkXooO0RCoWtgR0/gmFYYnDUaDtKGSPsuG7/AcMlDTPLfmtU5ej4LdfC1sCO38LoqH0i9MP82qLlQ3ryDKXr4pPy8GvRjfvW88Ffy1HL0epn6zpl3LcIHbQ9QqGwNbDjRzAMOYMjR9tRynjFAdftv3M713BEyddGVc6Iv3VNbA3s+Ft8jtweoR/m1xctH9KTZyhdF5+Uh1+bYdzv3bt3HezBgM/aj//Auo+/tJznq/Z8WDp+dluuZ/b5Z59Pxn020cbzRSgUtgZ2/AiGIWdw5Gg7ShMfIsR140ZsU67B2mfOa6MqZ8Tfuha2Bnb8LT5Hbo/QD/Pri5YP6ckzlK6LT8rDr80w7vZtUtZXl+Y9H07P81V7PvhrOWo513NUnFnnlXGfRbLzPBEKha2BHd9uPp2pm7q7Z3D0aDs+QGjX7D9M6DVMvbjsZGujKmfFz+Qkq2wN7PgJjJNXrCZPDlsNFy0f0lNN1+Gf06lHL7dGytcM447/+YF+ir/U4nNSSz8lhfWWJT5rz4f1s8zbsqRn3tnnn0nGfT7TpjNGKBS2Bnb8CIbBMzh6tB2j7LhmjLr7yWvw7bOX10ZVzopfux62Bnb8Gpujt0Xoh/k1RsuH9OQZStfFJ+Xh12YYd+ujs/7Hx1K+1p4P/lqOWl7Sc1SsGeeVcZ9BceAcEQqFrYEd325GA+mbdogxOHq0HYJx08WHU+/evZvoNw1J40ErS6MqZ8Zfuyy2Bnb8NS5ntEfoh/l1RsuH9OQZStfFJ+Xh1/Yadzw3ZvfRtXwtPR/8tRy1vKbnqHh7zyvjvpfg4PERCoWtgR1/9s1opBSMwdGj7TVtpqG2z6xtS6MqZ8Zfuw62Bnb8NS5ntEfoh/l1RsuH9OQZStfFJ+Xh1/Yad/xDPvRRvC4za1rL19LzYVbM2nnW9NSOYW6TcSfRj1AobA3s+BEMAxicMdpeK/Oz85CPqpwdf4kFWwM7/hKTs9oi9MP8WqPlQ3ryDKXr4pPy8Gt7jfvSN5H5848s1/KVPx9Gzt97TE1P77nO2F/G/QzKCzEiFApbw974+BQ7Xv0Yfe8ugmEAA+ZoO0pzbx4WyrvalI+qnB1/SRxbAzv+EpOz2iL0w/xao+VDevIMpevik/Lwa3uNO/47Mvpo/oqlj9G7XMtX/nzoPffI/jU9I+c7+hgZ96MJr5w/QqGwNeyJj++MtU+6w7yPTBEMw0c/8enLuz775Sc/GH0/e9qTh1GtflTlA5/8/Ohpph3HYODFs+N7LWcvR+iH+TVHy4f05BlK18Un5eHX9hh3DI5Z/1yb93x/u+naypd/PsDIHz1t6Tk6fu/5Zdx7iU3aP0KhsDWMxsdv/vhmlGfBuH/fp3/tiWnHyDtjGs3DHq1+VOXdv/ClPaeaciyDgRfOju+1nL1shuDsuLV40fIhPbVsnf9Xw7qaWHr2GHf/wVTrp/l8i8XS9q169s8HmPijpy09R8fvPb+Mey+xSftHKBS2htH4eOcO/73NRgOe1hH3/N123Kzu/+Efn/7zoX/w5ukxcZ03/vH//uSXljNGVWpdd7QWa+fs2caO36N19r5mBGafd8/5ouVDeurZFJ91PnuMO56t6J943s6cWvJ15qh7i56Z17/3XDLuewkOHh+hUNgaZsTHTeVpNe63v/xvnxhX/7rM87h865//7mBPmnPYjFrco4Qdf4/2vcfKuG8TjFYf0lPPWSQ+e4w7DPueZ+wapRY+Z466t+hZuxZGO824A5R+xGBvDeCm8uKLLw3VkhmGvRr2HO9flXkeDbtd8w/9/K8O5XAP+2jHMh4AEWJaP4ygxTSgNiJN0lPPhvis89lj3PFKKvon/nnfzKk1X2eNurfqmclgz7loxn2P6BnHshPFjg+GbA0z4uOm8rSOuCMH+GAmbqzMn/d+5jep8b/njd+Y0aV3nWNGLe4RwI6/R/veY2XctwlGqw/pqecsEp9R4/7w4cMnH0zF8syplc9Zo+6temYy2HMuGfc99HYcG6FQ2BpmxH/ajfsMBjvK8HooWwM7PiCwNbDj762hPcfLuG/Ti1Yf0lPPWSQ+o8Ydo+zomxh1nz318Dlj1L1Hz2wWI+eTcR+hNuGYCIXC1jAjvoz7/mKckYc9KtjxoZ2tgR1/T/72Hivjvk0wWn1ITz1nkfiMGvcv3L59Ne74MojZUw+fM0bde/TMZjFyPhn3EWoTjolQKGwNM+LLuO8vxhl52KOCHR/a2RrY8ffkb++xMu7bBKPVh/TUcxaJz6hxP+qDqSDXy+foUfdePfXsH79Vxv14xosRIhQKW8OM+DLui+XV1TgjD10Bs53Z8SGHrYEdP0vJqasy7tu4o9WH9NRzFonPqHGvX+G+rb18jh5179Wz7+r3Hy3jvp/h0BkiFApbw4z4Mu5D5ZccNCMPyQk7V9jxIZetgR2/M2VTd5dx38YZrT6kp56zSHyeBeMO2keOukfKV72yHm+VcW+hdMA+EQqFrWFGfHyjDP6728gUwTDMYDBy7f4YtgZ2fLBga2DH9/Vw9nKEfphfc7R8SE+eoXRdfFIefu1ZMe5HjrpHqx+fv6VlGfclKie0RSgUtgZ2/AiGgc0Apc7WwI4vBifc8CohIvTDXF6EmvSapMfTKJfFp2RiLc+Kccf1HDXqHq1+LHdrcxn3NTIHt0coFLYGdvwIhoHNAGXO1sCOLwYH3+w2Th+hH+YSI9Sk1yQ9nka5LD4lE2t5loz7UaPu0erHcrc2l3FfI3Nwe4RCYWtgx49gGNgMUOZsDez4YtB+s8NradZv/BzfQDE62XlGjz/iuAg16a9LejyNcll8SibW8iwZd1zTEaPu0erHcrc2l3FfI3Nwe4RCYWtgx49gGNgMUOZsDez4YtB+s7t79+7VuOOzJf4H7aNThH6Ya49Qk16T9Hga5bL4lEys5Vkz7keMukerH8vd2lzGfY3Mwe0RCoWtgR0/gmFgM0CZszWw44tB+80OZh39ZuYUoR/m1xOhJr0m6fE0ymXxKZlYy7Nm3HFds0fdo9WP5W5tLuO+Rubg9giFwtbAjh/BMLAZoMzZGtjxxaD9Zifj3s5q5p4R+oi/HunxNMrlSHyeReM+e9Q9Ur7KaipbZNxLJqe0RCgUtgZ2fBn3x6XOzgM7PiiwNbDjt9703vzcm5f33LiRvCbT+nWsuMalH+uHS9vUtsxMXMSltQbe+5nfvLzrs1++/rQe8zTs9+5f+NKT6/rAJz+/eG95Gq6jpnHtvizjvkbm4HYkiz2xNbDjm2Fg5oHNANfO1sCOLwbtPQDGHf0G5t3+JTrW0T46ReiHufYINek1SY+nUS6LT8nEWp7FEXdc28xR92j1Y7lbm8u4r5E5uD1CobA1sONHMAxsBihztgZ2fDEYv9k9evToatrRl0Y/oBqhH+YEItSk1yQ9nka5LD4lE2t5Vo07rm/Wu+7R6sdytzaXcV8jc3B7hEJha2DHj2AY2AxQ5mwN7PhisO9m9/DhwyffNDNypgj9MNcdoSa9JunxNMpl8SmZWMuzbNxnjbpHqx/L3dpcxn2NzMHtEQqFrYEdP4JhYDNAmbM1sOOLwb6bnX23Oz64OjJF6Ie57gg16TVJj6dRLotPycRanmXjjmucMeoerX4sd2tzGfc1Mge3RygUtgZ2/AiGgc0AZc7WwI4vBu03O4yu55O9965XZXIy89Yj9BF/NdLjaZTLkfg868Z9xqh7pHyV1VS2yLiXTE5piVAobA3s+DLuj0udnQd2fFBga2DHb73poc+8fOvW9VtlYNhfuHnz+poM2kanCP0w1x4tH9KTZyhdF5+Uh1971o07rnXvqHu0+vH5W1qWcV+ickJbhEJha2DHj2AY2AxQ6mwN7Phi0H7Dw+sw/ttksIw2fEh1dIrQD3PtEWrSa5IeT6NcFp+SibU8D8Z976h7tPqx3K3NZdzXyBzcHqFQ2BrY8SMYBjYDlDlbAzu+GBx8s9s4fYR+mEuMUJNek/R4GuWy+JRMrOV5MO641j2j7tHqx3K3NpdxXyNzcHuEQmFrYMePYBjYDFDmbA3s+GJw8M1u4/QR+mEuMUJNek3S42mUy+JTMrGW58W47xl1j1Y/lru1uYz7GpmD2yMUClsDO34Ew8BmgDJna2DHF4ODb3Ybp4/QD3OJEWrSa5IeT6NcFp+SibU8L8Yd1zs66h6tfix3a3MZ9zUyB7dHKBS2Bnb8CIaBzQBlztbAji8GB9/sNk4foR/mEiPUpNckPZ5GuSw+JRNreZ6M++ioe7T6sdytzWXc18gc3B6hUNga2PEjGAY2A5Q5WwM7vhgcfLPbOH2EfphLjFCTXpP0eBrlsviUTKzleTLuuOaRUfdo9WO5W5vLuK+RObg9QqGwNbDjRzAMbAYoc7YGdnwxOPhmt3H6CP0wlxihJr0m6fE0ymXxKZlYy/Nm3EdG3aPVj+VubS7jvkbm4PYIhcLWwI4fwTCwGaDM2RrY8WcywD8h+tTrr18w7/mKxAgMDr7lrZ4+Qj/MxUXLh/TkGUrXxSfl4deeN+OOa+8ddY9WPz5/S8sy7ktUTmiLUChsDez4EQwDmwFKna2BHX82gy/cvn39p0Sor1YTH4HBCbe9xRAR+mEuLFo+pCfPULouPikPv/Y8GvfeUfdo9ePzt7Qs475E5YS2CIXC1sCOH8EwsBmg1Nka2PGPYID/Kmr1ZfOaiY/A4ITb3mII47O4kdQYLR/SUy8E8Vnn8zwad9DoGXWPVj/r2Xy8RcZ9i9BB2yMUClsDO34Ew8BmgPJma2DHP4rBknm3mstNfAQGB93qNk9rTDZ3PHGHaPmQnnryxWedz/Nq3HtG3aPVz3o2H2+hGHe7UWv+jcWo3BlM3v3qd1y+++3vuf58x6e+k6LhjOtUDE59iXsfd5j4D/3kT23dq5/Z7VYvkS4w2oNceurVIT7rfJ5X4w4iraPu0epnPZuPt8i4v6vvIWsPmad1/p/8Z990ufHP/vMnxh0G/i9/91+SeX/O6uBprd9nSff7v/8HLngf/sGDB/S/emw9KI7cbjk9MkbvuaM9yKWnnkHxWefzPBv31lH3aPWzns3HWyjGPQIktgZW/F+//78mph3G/Zfu/dOtOjlkO4uBXUwEw8BmABZsDez4RzCAGb/x176r+IXYm3WrwyPi+3NHX47QD3NGEWrSa5IeT6NcFp+SibU8z8YdDFpG3aPVj+VubS7jvkbm4HZGofzpn/3p5f2//mJh3GHe/92jf3/wFZenZzDwKiIYBjYD8GBrYMefzQCm/T03bjwx7d//t/7Wk5F1X39+OQIDr+fM5Qj9ML/eaPmQnjxD6br4pDz82vNu3FtG3aPVj8/f0rKM+xKVE9oYheJH23/8zk9c/s4/+ZEnJp4x6s5g4FMbwTCwGYAHWwM7/kwGZtpfuHlz06z7WozAwOs5czlCP8yvN1o+pCfPULouPikPv/a8G3ew2Bp1j1Y/Pn9LyzLuS1ROaDu7UPLR9n/94HcuP/NzH3ti3Bmj7mczyNMawTCwGYAJWwM7/kwG9+7du76zntfa1noEBlsaj9oeoR/m1xYtH9KTZyhdF5+Uh1+Tcb9ctkbdo9WPz9/Ssoz7EpUT2s4ulHy0HZcIDRhph2lnvOs+i8HDhw+T/1KJUc/79+9f0F6bIhiGWQxq17m1ja2BHR982BrY8bdq5MjtEfphfn3R8iE9eYbSdfFJefg1GffHNGqj7tHqx+dvaVnGfYnKCW1nFsrSaDsuERrwbrsZ97NH3fcywL+Ux3dlv3zr1tW449/M4xUFMwKY41s71ibbb237Ge17GczQyNbAjg+GR2t4+623Lq++8sr1F0qfM2t/8cWXfPNztRyhH+bAj66HPN7WuvTUCYnPOh8Z98dsaqPu0epnPZuPt8i4bxE6aPuZhbI02o7LMg2sUXeLP4IYo+ow6TDuGFnHd2HjA4EwQhhtx7oZArQtTbZ9adtZbXsYzNLI1sCOD45Ha8ArNKg31KtN+EUTbfjF89XXPm7Nz908Qj/MoR9dD3m8rXXpqRMSn3U+Mu7vsFkbdY9WP+8oXl6ScV/mcnjrWYWyNtqOCzQNrFF3i98L2z4AaCYIc5j2/NUYM+8w+EtTBMMwymDpekbb2BrY8cHtDA321yD8pchqGHWL5TPij9bH0cdF6If5NUbLh/TkGUrXxSfl4ddk3N+hsTbqHq1+3lG8vCTjvszl8NazCmVttB0X6DUwRt19/FbgMD0wOzDlmGzU8s6dO8UpYIhqpqC2rTjZQQ0jDGZLYWtgxwfPMzRYreL1LTPx+OvQWfFn182s80Xoh/m1nFEPeczauvTU6JzTf+sK0q2R8iXjnuZmadQ9Ur5StctrMu4LXGAOWz7cuHBoc9NaoWDU2B7mzSdb2bE22o5DvIZ81P33/5/fXznrvGYfPz/rGn+MruNBb6PrMEB41WBtqpmC2ra1881u//CHPzL0LSSzdIAzNDCnD/3kTyUfLmZoQS2CBX7ZO3LCL51WdzDyNtX6gu3zrM6NR6Tri5YP6alXh/is85FxT9ksjbpHq59Ucbkm414yuRpBPEzW3o1eOKS7yRcKTKgZUnuIzYhfG22HYK8B7+D+V//o/U8+qPodn/rO64fpzCB3X2DDAT6+7Y54MOJL149taAcrTFjHSDt+0VqbjOfS9tq2pf1nt2HkFRrwocUzJ/DK6w2G0hvJo/Uglo06Wx7A4ch6q13Tyy//xCm5wDXieu0vRqZpqS/Ytmd9bvmPdJ3R8iE99eoQn3U+Mu4lm3zUPVr9lIrTFhn3lMfVrNuo2FnGHQYOMe2DlTA1Zl5HjczWaDsu2xcr4r//gz/wxLjjG2b+8nf/peq3smTould9fByMXx6gY42/GV3s1zrBFOB8SxPLMMA4m4H71m/+ltONu3HEHKPMP/zDf/dqotc4LbHb02a/gIEBcokRd69pz7lHjoUe5AHXD01HTfgl02ouZ533haM0RDyvMYmkLVo+pKdeHeKzzkfGvWSTj7pHq59Scdoi4+542DvRMNB4mJxl3CEhHzU2LTA0I9PWaDvO6YvVfkHw77r/0C+9tGp6RzTlx/j42GavvcBMLvE3s2ta8/Pl68YwH920/ViGATmFcYNpfd9733eoWbRr9XPUmmeIPOCXRfA4a9Q9jw99yG9uaL3uo5YRF8Ydf4U4yrgb1g6ypgAAIABJREFUX/xCbr+keNZ5XzjqWmefd8a9ktUPayyi5UN6atlKn2X1Pc/ZGilfMu7LOfej7h/45OeXdwraKuP+9cTAzJhxRNOScZyZw62ODVMHDUsfutzS0TLajnMsacjfdceo+1FTHt/M3Jpx733Am6lYG6HvPd9MDnatDOOeXwfyYL/keDOZ73fUutUB+h9+zpxsFByj/jDtRxh3sMUvJPhB3vGD2vPXagzOvPa9saxmcC17BjmY/XCNQbR8SM9aph63i886Hxn3ZTZ+1P3dv/Cl5Z2Ctsq4fz0xNgpqhmrvw2gr32s3GsSHecLInD3ot86Vb28Zbccxaxr8qPuP/PIH8tNPW1+Lv2XcYRhaJhijmhGLYBiiGHf7Jcfqv4XvrH1gmu2d+z0GsFePGU/0fdTiEcYdAwLox6g11LVNdr3WttYXbP9oc1wX7lFgtvdeGaEf5nyj5UN68gyl6+KT8vBrMu6eRrrsR91h5J+WScb96+9W4+HhR7f3Poy2CmDpRmMPMMxhOvFw7J1aR9tx3iUNaM9H3bF+xLQWf824gwnYtIwKwwDCMNVMvvE+4tpazxnBuONbZcCq9ktO6/X07Gemz/LQktee82/tC+OJH0yoxSOMO86P6/P3FsSzXxrsNa61vrB1Dazt9rqPXceeX7gs/6xrWYobLR/Ss5Sld9rE5x0W+ZI37m/9mz+4RPj5oZ//1RA6PBuY+KdleuaMOx4kMH5bPx/96ccfQrMRMXuAWuLwMNnzMLLzrM2XbjSIZz8wqTBTa695rJ23dbQdxy9pQDsMFL5VBh9QxQ9G4HunLf7YjpHWpQnblvjbKCXY1Cbox/FbRjCCYWAbd4yw2wczzx5tR35Q7y+++NKT/3SLHJ8xeeOJeOgLRxj31mtZ64utx5+5n/VP+2Vkqa8u6cE1Lv1YP1zaprZlZkwuP/qLty4/+MsvXX+YOhS7rTbe+5nfvLzrs1/WzwYDcProJz69eI9i1drSfRRtz5xxxwPZHsC1+Qc/+ONXJjDseHDgODPNmKMNx2O5Z8JDrRbXtsGw1UbUsQ0GNf+FoqYlH23/rz/z+E/ZFjOf49tE8slM7xv/6I0nxh3mvWfUHb88QXceL1//m3/jv0g+JGlazBjk7K0duYHBW+IHM9H6C48ZBovLmDONO/hhRBjGHTljTbgpYkLukJOjf4GwUWJcu/V5/PKA/oYftKHWzpyMwZkxR2KhZvK/ziBneV/tOXeEfpjrjZaPSHpsQAfz33v4ezk6ynokPgAQSc+Df/fo8p/+w/9Nxn3DuFMKdzDoM2fcWzlYx4KZtAfH2rz1nD37WfzaMfZLRW0fv61ntB3H5RrMtNuop3/XfWTU3WtbWs7j2z5m0JfMALRZnmCy7BcuzLGOfLYaPzuPxWXMWcbdTDtMGPsfMFkd1PI+MzcWx/K/NF+qvZka8nMZg7w92jruSagZ/0sz+O3hZfwjXWu0fETS4437f3/3kyHSFokPgETTg5Hk+3/4x2F+PvQP3gyjBVyg52mannvjvpasvQ+jtfNau+/Y/iFo29FmI4DWVpvno+3/+sHv1Ha/bvMactOOHY5+193H92LNWK2ZAWj1v3Bh5BTGvXfUOIJhYBh3b9rBbC0PPiczl/NfrCw+8o2c9L4eNkMbNNhfhGacr/ccxqD3uDP3t3tEnp+998oI/TDnGC0fkfR44x5l1D0SH9SS9OQ9Kl0Xn5RH75qM+wqxvQ+jldM+afaFC8Pg/2wPAwPTDg14WLZMvaPtOKdpsFcHEM/Mi83xXe52o5496m7x8+vbMu75/qPrEQwDw7jbX3LsLxSmwXI+yrP1ONQ3Rm3x1xMs4zUV+0sK+gFjQi2edf1L17fWF5b2ZbWBj/WZtTn6bu9k5+o97sj9o+Ujkh57Htg8wqh7JD6oS+mp907xqfPZ2irjvkIIhmLkIbRyuqLZF66NIMPM4CGGOcxVPrJVnOTrDSOj7TjUNMC4m2nJ53//v/v7T4w7btQ977qv6bV2i2/rNseI7NH8ESuCYcBnLVp/OTM+e+f464TP89nGHfUGow6TbjmwX1yX/vq093pbjkctIg9n58K0rfUF2x5hjrzhnpj/IIfIJ9pH8mc1EOEaTUO0fETSY4bdz9nvukfigxqSHutJy3PxWebS2irj3kpq8n4zC3dktB2X06rhqHfdW+NPRv/kdBEMA5tBTx08ATd5QQza++Jk9FNOh36EX7RHpwj9MNceoSa9pkh6vGG3ZfaoeyQ+yJv0+Ootl8WnZNLTIuPeQ2vivrMKd3S0HZfSquGod91b40/EnpwqgmFgM+ipgwTexBUxaO+LE7FPO5WM+zSUqyeK0EdMnJn1j37x1cv7f/3FJ3+RZY66R+IDTtJj1bI8F59lLq2tMu6tpCbvN6twR0fbcTk9Go4Yde+JPxn/9XQy7o+psvPAjt/bF46oxQgMjriulnNG6Ie5zmj5iKTHjDtG2f3zhznqHokPakl68h6VrotPyqN3Tca9l9ik/WcU7p7RdlxGj4YjRt174k/CnpwmgmFgM+itgwTgpBUx6OuLk7CHOU2EfpjDiFCTXlMkPd64588g1qh7JD7Im/T46i2Xxadk0tMi495Da+K+MwrXj3b8+J2f6FbXq2H2qHtv/PwC8SFLPPRH36+NYBj2MsiZjKyzNbDjgxlbAzv+SN3MOiZCP8yvJVo+Iunxxh3c/HOINeoeiQ+YSE/eo9J18Ul59K7JuPcSm7T/3sLNRzpavrc9l96rYfaoe298049vnfHfSCLjbmTG5qN5GItWHsWOD0VsDez4ZVbOa5Fx32YdqT5y454/ixij7pH4RLif5BUlPjmRdD0an1RduSbjXjI5pWVvofhRjpHRdlzkiIaZo+4j8aEbph1fmYmvn9OI+/5yHc3D/siPz8CODxVsDez4s3I5ch4Z921qkeojN+5Q759HjFH3SHzAQ3rqNS0+dT5bW2XctwgdtH1P4eYjHCOj7bisEQ0zR91H4kM3vk/a/vumjPv+Ah3Nw/7Ij8/Ajg8VbA3s+LNyOXIeGfdtapHqY8m458+ks0fdI/GJcD/JK0p8ciLpejQ+qbpyTca9ZHJKy55C8aMbo6PtuMhRDbNG3Ufj+wTJuHsaY8sz8jAW+fFR7PhQwdbAjr8nf3uPlXHfJhipPpaMO67AP5fOHnWPxAcspKde0+JT57O1lWbckTj99DN47RM/e/nr/+J7n3x37n/zD//b0zn+zM997El83MSxzsolHvovvvjSUHwzDCztittf/88ys62b9bO63fphpOtDnUWaIulZM+7MUfdIfFA30lPvPeJT57O1lWbct4QdvZ1dOKPx/ajGntF28B3VgGNnjLoj/tq/Uff/Vh37rE146OvDqWt02tr31EFbhPpe7PhQx9bAjl/P0LFbZdy3+UaqjzXjjqvwz6czR90j8QEH6anXtPjU+WxtlXHfInTQ9pHCzUc0Rt9tt0sa0WDHznjX/aM//crl1VfaftbMu4y7ZWR8vqcOxqO+cyQ7PpSwNbDjv5ON85dk3LeZR6qPmnHPn1FnveseiU+E+0leUeKTE0nXo/FJ1ZVrMu4lk1NaRgrFj2bsHW3HRY5o8HD2jrrvjQ8tMu4+I2PLM/IwFvnxUez4UMHWwI6/J397j5Vx3yYYqT5qxh1X4p9TZ426R+IDBtJTr2nxqfPZ2irjvkXooO29hZuPZOwdbcdl9WrIUewddd8bH3pk3POs9K/PyEN/1HeOYMeHErYGdvx3snH+koz7NvNI9bFl3PNn1Rmj7pH4RLif5BUlPjmRdD0an1RduSbjXjI5paW3UPwoxozRdlxkr4YlMHtG3WfEl3Ffykpf24w89EVM92bHhxq2Bnb8NCPnrsm4b/OOVB9bxh1X459XZ4y6R+KD65eeek2LT53P1lYZ9y1CB23vKdx8BGPGaDsuq0fDGoY9o+4z4uMd+bt3767Jq7ZHMAwzGFQvsmEjWwM7PhCxNbDjN5TJYbtE6If5xUXLRyQ9LcY9f2YdPeoeiU+E+4nqOSdQX49WP3W1l4uM+xahg7b3FIofvZg12o7LWtMAI4z/Tvro0aOmqx8ddV+L3xR0wk4RDAObQa0OJiBuOoUYrPfFJoBP+U4R+mGOMEJNek2R9LQYd2j3z62jR90j8cG1S4+v3nJZfEomPS0y7j20Ju7bWrj5yMWs0XZcypqG99y4cX13HF/J2DKNjrqvxW+JOWOfCIaBzQAc2RrY8cVgRm8aP0eEfpirj1CTXlMkPa3GPX92HTnqHokP8iY9vnrLZfEpmfS0yLj30Jq4b2vh+lGLPaPtZsbtIZnP8coJJnztIra9cPNm19WOjLq3MugS0rGzMeg4ZPqubAa4ILYGdnwxmF7WXSeM0A9zwRFq0muKpKfVuEO/f34dOeoeiQ+uW3p89ZbL4lMy6WmRce+hNXHflsLNRyxGR9sfPnx4NeP2gFyaf+H27evV4Z8ZYXvvPzUaGXVvYTAReXEq41BsOLGBzQCXytbAji8GJxb8QqgI/TCXFaEmvaZIenqMe/4MO2rUPRIf5E16fPWWy+JTMulpkXHvoTVx35bC9aMVe0bb7927tziKvqQBI+94kLa+3+6R9I66L8X35zt6OYJhYDMAY7YGdnwxOLqn1c8foR/mCiPUpNcUSU+Pccc1+OfYUaPukfjgmqXHV2+5LD4lk54WGfceWhP33SrcfKRidLQdkjGajofjp15/PbmCXAPMOvZ783NvJvu1rvSOuufxW+PM2i+CYWAzAEu2BnZ8MZjVo8bOE6Ef5soj1KTXFElPr3HPn2VHjLpH4oO8SY+v3nJZfEomPS0y7j20Ju67Vbh+lGLPaDsk2yh6/vpLrsFG5vGe++jUM+qexx+NOXpcBMPAZgB2bA3s+GIw2oPmHBehH+ZXEqEmvaZIenqNO67DP8+OGHWPxAfXKz2+estl8SmZ9LTIuPfQmrhvrXDzEYo9o+2QbA/G/Fticg0YmbcPqY5eas+oex5/NOboccZl9PgZx7EZ4BrYGtjxxWBGJY+fI0I/zNVHqEmvKZKeEeOeP9Nmj7pH4oO8SY+v3nJZfEomPS0y7j20Ju5bK1w/OrF3tN2+JQYPx/y99VwDvrt99J8ZeTSto+55fH+OM5YjGAY2A3Bma2DHF4Mzett6jAj9MFcXoSa9pkh6Row7rsU/12aPukfig2uVHl+95bL4lEx6WmTce2hN3HetcPORib2j7TDieDDi6yAx4u5/PvSTP3X9+ke7rNzYW3vvvHXUfY1Bb7zR/SMYBjYDsGNrYMcXg9EeNOe4CP0wv5IINek1RdIzatzzZ9vMUfdIfJA36fHVWy6LT8mkp0XGvYfWxH3XCtePSuwdbYdcfNDUHoxL8/wDq7MusWXUfY3BLA1b5zEeW/sduZ3NANfG1sCOLwbtFY5f7vFZGbxSZz9Y3/NLf4R+mBOIUJNeUyQ9o8Yd1+OfbzNH3SPxwXVKj6/ecll8SiY9LTLuPbQm7rtUuPmIxN7RdsjF6y94MGJuD1qbv++975vyaswSlpZR9yUGS+c6qi2CYWAzAFu2BnZ8MWjrYfh/EPaP3PALPz4TY/eX/IPvbWd8vFeEfpjrjVCTXlMkPXuMe/6MmzXqHokP8iY9vnrLZfEpmfS0yLj30Jq471Lh+tGIGaPtkGsPxfyDqdi2pGHiJV62Rt2Pjr91LcZma78jt7MZ4NrYGtjxxaC9wvHNUzDwfsJAAAz96Kh7hH7orwfLEWrSa4qkZ49xxzX559ysUfdIfFQ/vnKXl5WvZS6trTLuraQm75cXbj4SMWO0HWa99lDMNUy+xMvWqPvR8beup8Zm69hZ29kMcB1sDez4YrCvmu11vNzQt541Qj/MtUaoSa8pkp69xj1/1s0YdY/EB3mTHl+95bL4lEx6WmTce2hN3DcvXD8KMWu0HX++xkMRf85emnINS/vsbauNup8Rv6Y/gmFgMwAftgZ2fDGo9ZL6NhscWLvH+KOR56Uf64dL29S2zIzJxYz79//K317MZ4u2H/3FW5cZ52mJpX3i1ZBy0pYTf//0yzLunsaJyyhcm/IRiBmj7Tg33kPFQxHvoi5NXsPS9hlttVH3M+LXrsEMQ22fo7exGeD62BrY8cWgr8rxTVX2egz6EEbcR0fbETlCP8wJRKhJrymSHjPce15zyZ95e0fdI/FB3qTHV2+5LD4lk54WGfceWhP39YV7xGg7pL5w8+b1obj23exew8RLK061Nup+VvxC0NcbIhgGNgOgYGtgxxeDtR6y3G7G3cw77jN37txZ3rmhNUI/zGVGqEmvKZKeGcYd1+afe3t+CcC5IvGRHl+5y8vK1zKX1lYZ91ZSk/ezws1HHmaNtuODYvZAxD9hWppMw9K2mW1ro+5nxV+7FuOztv2MdjYDXCNbAzu+GOyrdL3jvo9fy9ER+ojpnGXc82ffnlH3SHzASXqsWpbn4rPMpbVVxr2V1OT9rHD9qMOsd9shFWbdvvZxTbppWNs+s31p1P3M+EvXIuP+mAo7D+z4oMDWwI6/1D9a22yQYPQrISP0w/xao+Ujkp5Zxh3M/fNvz6h7JD64LunJe1S6Lj4pj941GfdeYpP2R+HmIw6zRttbJZ7ZeZZG3c+Mv8QkgmFgMwAXtgZ2fDFY6h3tbfYBVRn3dma9e0boI6Z5pnHPn4Gjo+6R+ICT9Fi1LM/FZ5lLa6uMeyupyfuhcP1ow8zR9lapZ3eefNR9ND5G+PCeLT50iz/T4/3akQ/Hybg/rpTRPLTW2dZ+7PjQx9bAjr+VI2zHX/HQ3/Bd7jDr6HNYts/SjPRBnDdCP8yvP1o+IumZadzB3T8HR0fdI/HBNUlP3qPSdfFJefSuybj3Epu0/2uf+NnL+3/9xSdfiXX2aDsu4+zOk4+6/8zPfaybJsyD/fdGGAYzDWjrnSIYhrNzsMSIrYEdH0zYGtjxl+oib0Pfs/5mfQdztMHAj052rtHjjzguWj4i6Zlt3GeMukfig3qUnnqvFJ86n62tMu5bhA7a7r/HljHajstidB4/6v53/smPdNPFaDu+5hIjfjZh9B0P/7Vvz7H98nkEw8DIQc6BrYEdHzzYGtjx85qorcPAo//hB8t7pwj9ML+GaPmIpGe2cQf7vaPukfjgeqQn71HpuvikPHrXZNx7iU3YHyMMf/1ffC91tB2Xweg8+ag71mdMePjjw7g9UwTDwMhBzoitgR0fPNga2PHzmjhzPUI/zK83Wj4i6Zlt3PHXmr2j7pH4RLifqJ5zAvX1aPVTV3u5yLhvETpgux9dwE0Q7/UxfvCf7xhx/StCGIHfO9m3Wqz9o6m180cwDBFuGGwN7PioD7YGdvy1PnJGe4R+mF9ntHxE0jPTuOOejfzjc0r+udj7rnskPhHuJ6rnnEB9PVr91NUSjTtAPa8/P/7mTyQj7nYjfB7nP/jLL+2ugxdffOl68//QT/5U17nMMDyvdajrjnUP2rpZP6vbrR9Guj70jUhTJD32nFoz13hlEd8wVPsxtvaZCbx2tWfUPRIfXJv0WIaX5+KzzKW1VSPuraQm7+ffcbcb4fM43/uqDP7Migd/72sySGcEwxDhBsbWwI6PWmBrYMeffHvrOl2EfpgLjpaPSHrsObVm3M2MW17z+cu3bl1x4/MR2Ib9bRoddY/EB9ciPZbR5bn4LHNpbZVxbyU1eT98owq+s5b58/c+/RFu/J/7SHVUxo/YLH3VHG78+DYZPAjwukzvZA+U3uNm7h/hBsbWwI6PfLI1sOPPrOnec0Xoh7nmaPmIpKdm3O21ReQUr8H4e7gt25cI4PUY7Ie5TaOj7pH44FqkxzK6PBefZS6trTLuraQm7xehcNkaXn3t49ebtt3Qa/PcmO817UhnBMPAzgE4sDWw44vB5Jtb5+ki9MNccoSa9Joi6akZd7zy0ppPfDsYBl7ye/vIqHskPsib9PjqLZfFp2TS0yLj3kNr4r4RCpetYTT+DNOOVLY+YCamvTjVKIPiRDsa2BrY8YGOrYEdf0f57D40Qj/MLyJaPiLpqRl3DL4gny2vLmI//EOvfBoZdY/EB9cjPXlW03XxSXn0rsm49xKbtH+EwmVrGIk/y7QjjREMwwiDSSX45DRsDez4AMHWwI7/pBgICxH6YX7Z0fIRSU/NuGMUHfnc+oYvG5lfegUSuegddY/EB/qlJ+9R6br4pDx612Tce4lN2j9C4bI1jMS3ER172OdzPBBaJzu2df8j9hthMFsHWwM7PniyNbDjz66pnvNF6Ie53mj5iKSnZtztv1pv/SddGPvaqHzvqHskPhHuJ6rnnEB9PVr91NUSvw5yS9jR29mJYscHX7aGkfgYoYE5X/vJ35es1VEEwzDCoHZNI9vYGtjxn9a+MJLriMdE6Ic5lwg16TVF0rNm3HFvtlyujaTbNcHYbw2y9Iy6R+KDa5Qey/TyXHyWubS2asS9ldTk/SIULlsDO749ZCantut0bAYQy9bAji8GXSU7fecI/TC/qAg16TVF0rNm3O2reZFPjKbnP3iNpmfqGXWPxAfXKD31TItPnc/WVhn3LUIHbY9QuGwN7PgRDAObAcqbrYEdXwwOusk1njZCP8ylRqhJrymSnjXjvvUaY+3VGH+tfrl11D0SH+iXHp/Fcll8SiY9LTLuPbQm7huhcNka2PEjGAY2A5Q0WwM7vhhMvLENnCpCP8xlR6hJrymSnjXjDmOOXOKbYpZeZdx6fcZfry23jrpH4gPt0mMZXJ6LzzKX1lYZ91ZSk/eLULhsDez4EQwDmwHKmq2BHV8MJt/cOk8XoR/mkiPUpNcUSc+acbc8br277q+rZbll1D0SH1yT9NQzKz51PltbZdy3CB20PULhsjWw49uD5qAUN52WzQAi2RrY8cWgqVQP2ylCP8wvLkJNek2R9CwZd3xNr+Wx5wsC/DWuLbeMukfig+uQnrVsPm4Xnzqfra0y7luEDtoeoXDZGtjx7UFzUIqbTstmAJFsDez4YtBUqoftFKEf5hcXoSa9pkh6loz73bt3r8b9hZs3vexpy1uj7pH44KKlp5568anz2doq475F6KDtEQqXrYEdP4JhYDNAebM1sOOLwUE3ucbTRuiHudQINek1RdKzZNzxvezIY+83x/hrrC1vjbpH4oPrkJ5aNsWnTmd7q4z7NqND9ojQsdka2PEjGAY2AxQ3WwM7vhgccotrPmmEfpiLjVCTXlMkPUvG/eVbt67G/c6dO1721OXaqHskPrho6amnXnzqfLa2yrhvETpoe4TCZWtgx49gGNgMUN5sDez4YnDQTa7xtBH6YS41Qk16TZH0LBl3y+HsD6Z6BrVR90h8oFl6fObKZfEpmfS0yLj30Jq4b4TCZWtgx7eHzcS0dp+KzQCC2RrY8cWgu2ynHhChH+YXFKEmvaZIenLjjg+j2tc/es1HLK+Nukfig+uWnnr2xafOZ2urjPsWoYO2RyhctgZ2/AiGgc0A5c3WwI4vBgfd5BpPG6Ef5lIj1KTXFElPbty9zqOX10bdI/EBA+mpV4L41PlsbZVx3yJ00PYIhcvWwI4fwTCwGaC82RrY8cXgoJtc42kj9MNcaoSa9Joi6WEadzBZGnWPxAcapcdXb7ksPiWTnhYZ9x5aE/eNULhsDez4EQwDmwFKmq2BHV8MJt7YBk4VoR/msiPUpNcUSQ/buC+Nukfig7xJj6/ecll8SiY9LTLuPbQm7huhcNka2PEjGAY2A5Q0WwM7vhj03djwPvPbb711wb+4x3zvBxIj9MOcQISa9Joi6WEbd3DJR90j8YE+6fHVWy6LT8mkp0XGvYfWxH0jFC5bAzt+BMPAZoCSZmtgxxeD9hsbzDr6zXtu3LjYVwBiHf+AZ3SK0A9z7RFq0muKpCeCcc9H3f/epz/icdGXI+ULMKSnXhLR+NTVXi4y7luEDtoeoVDYGtjxIxgGNgOUN1sDO74YtN/k8I92MMpu08OHD68mHoZ+dIrQD3PtEWrSa4qkJ4JxBxs/6v79v/K3PS76cqR8AYb01EsiGp+6Whn3LT6HbY9QKGwN7PgRDAObAQqcrYEdXwz23ebsv2biawFHpgj9MNcdoSa9pkh6zLh/9IuvXn7v4e/Rfv6P//d3L6YFc2iJMkXKF5hIT70yovGpq5Vx3+Jz2PYIhcLWwI4fwTCwGaDA2RrY8cVg323uzc+9eXnh5s3hk0Toh7n4CDXpNUXS481ypOV/9n/+c4+MuhwpXwAhPfVyiManrlbGfYvPYdsjFApbAzt+BMPAZoACZ2tgxxeD8dscXpVBP4J535qQ56Uf64dL29S2zIzJ5fv+p/cnI90RzPsP/+MPLtYWk5Nix6vdpy0na/dUveO+RubgdhQQe2JrYMc3w8DMA5sBrp2tgR1fDMZ6AF6NwQdU8UFVGPjRKUI/zLVHqEmvKZIefDD0R3/x1vUdc7xnHuFHH0711VIuR6ofqJOeMkc9LTLuPbQm7huhcNkaRuLDLODDcfjTvD3wMcd7tr2THd973Mz9RxjMjI9zsTWw44tBf0WZaUcfunfvXv8J3BER+qGTc12MUJNek/R4GuWy+JRMfIv4eBrlcjQ+pcK0RcY95XHaWoRCYWsYiY+vncODHn+axzJ+7Cvqer9POoJhGGEwu0jZGtjxwZOtgR2/p6a8ad/zNZAWM0I/NC02j5YP6bHMLM/FZ5mLtYqPkVieR+OzrPKdVhn3d1icuhShUNgaRuPnf5aHkcDD/1Ovv96VwwiGYZRB14Vu7MzWwI4PPGwN7PgbJfJk82zTjhNH6IdPLvDrC9HyIT15htJ18Ul55GvikxNJ16PxSdWVazLuJZNTWiIUClvDrPg9H5DzyY1gGGYx8NfVu8zWwI4PXmwN7PgtNeNNO/7ihb9w+Z8HDx60nKbYJ0I/zEVFy4f05BlK18Un5ZGviU9OJF2PxidVV67JuJdMTmmJUChsDTPiwzjoVZl9JTsr22fPAAAY9ElEQVQjD3sUsONDO1sDO35L/tDXzGQvzUf/CZOdq0XDWftEy4f01DMvPuJTJ1DfGq1+6mqJXwcJUPoRg9EasIc95t/6zd9y+dBP/lR3Pdk5RjXoONXvzBrYulmzt2PE3Y+w58sacT8uQ6izSJP01LMhPuJTJ7Bvq0bc9/EbPjpCx2Zr2BMf3yyDH3ybDL5hBl9J1/tBOTPuw0mccOAeBhPCX0/B1sCODwhsDez4s2pp5DwR+mGuO1o+pCfPULouPimPfE18ciLpejQ+qbpyTca9ZHJKS4RCYWv46E+/cjXc9uCuzbdG8/Bn+t7/3mjxTkn4ShB2DiCLrYEdXwxWivOk5gj9ML/UCDXpNUmPp1Eui0/JxLeIj6dRLkfjUypMW2TcUx6nrUUoFLaGmfEx+g4DsGXwfYIjGIaZDPy19SyzNbDjgxVbAzt+T73M3jdCP8yvKVo+pCfPULouPimPfE18ciLpejQ+qbpyTca9ZHJKS4RCYWuYGd8+oIr3cFunCIZhJoPW6873Y2tgxwcPtgZ2/LwmzlyP0A/z642WD+nJM5Sui0/KI18Tn5xIuh6NT6quXJNxL5mc0hKhUNgaRuLDoOPfrGOEHe+037lz58m3yvT+99QIhmGEwewCZWtgxwdPtgZ2/Nk11XO+CP0w1xstH9KTZyhdF5+UR74mPjmRdD0an1RduSbjXjI5pSVCobA1jMSHWYdxt4c95mbkexNn5+g9bub+Iwxmxse52BrY8cVgdkX1nS9CP8wVR6hJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDE47ba3GChCP8yFRahJr0l6PI1yWXxKJr5FfDyNcjkan1Jh2iLjnvI4bS1CobA1sONHMAxsBih4tgZ2fDEYu+3dvXv38vZbb40d7I6K0A+dnOtihJr0mqTH0yiXxadk4lvEx9Mol6PxKRWmLTLuKY/T1iIUClsDO34Ew8BmgIJna2DHF4O+296jR48ub37uzcus/jPrPH1XUd87Qk16hdLjaZTL4lMy8S3i42mUy9H4lArTFhn3lMdpaxEKha2BHT+CYWAzQMGzNbDji0H7be/BgweXl2/durznxo3rHH1o7xShH+bXEKEmvSbp8TTKZfEpmfgW8fE0yuVofEqFaYuMe8rjtLUIhcLWMCv+nTt3hv5kH8EwzGKwp3DZGtjxwY6tgR2/tX7u379/Ne0w8Dbq3nrs2n4R+mGuLVo+pCfPULouPimPfE18ciLpejQ+qbpyTca9ZHJKS4RCYWuYEf/evXvDf7KPYBhmMNhbsGwN7Pjgx9bAjj9SQ6++8sq1740c64+J0A+9HixHy4f05BlK18Un5ZGviU9OJF2PxidVV67JuJdMTmmJUChsDXvjP3z48Dr6hz/b4+HfO0UwDHsZ9F7z0v5sDez4YMLWwI6/VBdbbb3GHde49GP9cGmb2paZiYu4qAae/RpYuwfLuK+RObgdnY49sTXsjQ/jANP+hdu3Zdx3FNPePOwIfT2UHR8i2BrY8Udy2Gvc12KYcV/bzmiPlg/pqVeB+IhPnUB9a7T6qau9XGTctwgdtD1CobA17ImP99rxwMc7t/hKOiz3ThEMwx4Gvde7tj9bAzs+uLA1sOOv1UatXca9Rmfutmj1IT31/IqP+NQJ7NtKM+4obP2IwUgNfPjDH7ka9Zvv/8FrDb344kvX9d5zmXHvPU77q26PqIF9t/Lzj5ZxP4856i3SJD31bIiP+NQJ7NtKM+77ZO8/mt2x2PFBkK1hND6+jg4/NmnE3UiMzUfzMBatPIodH4rYGtjxy6xst8i4bzOatUe0+pCeembFR3zqBPZtlXHfx2/46Agdm63h1dc+fn3NBcZ76wdfP4fJ3me3dbTJuA+X4fVAdh2w4wMCWwM7/kgFybiPUBs7Jlp9SE89j+IjPnUC+7bKuO/jN3x0hI7N1oD4eEe95Qf/rRETXm/BB1JhGuznhZs3r+1Yh7FvnexVmdb9j9iPnQNcE1sDO74YjFW2jPsYt5GjIvQRr1t6PI1yWXxKJr5FfDyN/mUZ935mU46IULhsDSPxl0bmzUBg2927d5vzI+P+GNVIHpohN+zIjg+JbA3s+A1pKnbBX73wS/feKUI/zK8hWj6kJ89Qui4+KY98TXxyIul6ND6punJNxr1kckpLhEJha5gVX6/K7CvZWXkYVcGOD91sDez4o7mbcZyM+zbFaPUhPfWciY/41Ans2yrjvo/f8NEROjZbw6z4Mu7DZXg9cFYeRlWw40M3WwM7/mjuZhwn475NMVp9SE89Z+IjPnUC+7bKuO/jN3x0hI7N1jArPv6D6sif7CMYhlkMhgtRpvWKjp0Hdvw99bP32Aj9ML+GaPmQnjxD6br4pDzyNfHJiaTr0fik6so1GfeSySktEQqFrYEdP4JhYDNAsbM1sOOLwSm3vNUgEfphLi5CTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTL0fiUCtMWGfeUx2lrEQqFrYEdP4JhYDNAwbM1sOOLwWm3vcVAEfphLixCTXpN0uNplMviUzLxLeLjaZTLDD5vv/XW5eHDh6WYhhYZ9wZIR+zCKJT8Otga2PEjGAY2A9QEWwM7vhjkd4Zz1yP0w/yKI9Sk1yQ9nka5LD4lE98iPp5Guczg8+DBgwvufW9+7s1uAy/jXubwlBZGoeQXxtbAjh/BMLAZoCbYGtjxxSC/M5y7HqEf5lccoSa9JunxNMpl8SmZ+Bbx8TTKZRafO3fuXM17r4GXcS9zeEoLq1D8xbE1sONHMAxsBqgHtgZ2fDHwd4X9y9avNP/GJw9lsRAL1YBqoKUGWkbgacYdD2v9iAGzBqwTMTUotvqA1cB+yxzjDNavNJdRUQ2oBlQD/TXw6iuvXB49erR6Q6cY91U12iACIiACIvBcEbAHe6SLxi9TkSbpqWdDfMSnTqC+lVU/MOfvuXHjyV/mYNjv379fF3u5XGTcNxFpBxEQAREQgaMIyLhvk2UZizVl0rNG5nG7+IhPncDjrTDquP+1GnY7p4y7kdBcBERABERgCoH8a84wirT2p18Z923kMoJ1RuIjPnUC9a2M+sHXQfYadrsKGXcjobkIiIAIiMAuAvfu3bu8cPPm5e7du9evOMMHrcyY28hSbuBt+67Akw9mPMhrlyA9NTr8D9jn6pSvnEi6Lj6XpldiUmrvrMm4v8NCSyIgAiIgAoMEYNJh2vH9xDDueHcTI0ow8xhdMoOONj9Zu29jL8tY1DMgPuJTJ1Dfqvqp89naKuO+RUjbRUAEREAEqgRg2l++dev6OgyMOsw4vqPYT/47i2HubZJxNxLrcxmddTbYIj7iUydQ33p2/eCvjnh9MH+lECrRXnu1EPvIuNfzqa0iIAIiIAIVAl+4ffs6uo6HkH1LAkz80oQReRh1jMjbFNG4mzbNRUAERGA2Adwrcd/L75M2uJG35/Fl3HMiWhcBERABEWgigJEhPIDwKgwmeyXGj6j7E9k777Y/tsm4e0JaFgEReB4IfOr116/3PtxDMdm9FIMb+eeAch4y7jkRrYuACIiACDQRwPvqeJfdHjQYSbcH0dIJzNj712hk3JdIqU0EROBZJmBGHYMZGIHHfRQ/a4MenoWMu6ehZREQAREQgSYCeMDAdGPkqHWyEXdv7mXcW+lpPxEQgWeJAAY+cP/DqzGY+/ti7Tpl3Gt0tE0EREAERGCRgL2P6V97WdzRNdoDykbosSmaccdfDfBAbRn5cpc2fRGMwBifIcAPlj236QE3TojYYIN8Qw/mSx+u2zjNYZuhiZk3qxto8D9oZ05WR5Y3hh70Jc8kX0buGJOxsXo+u48hF3b/68mLjDujWhRTBERABJ5yAjACeOhg3jLZB7Iw6u4ne3D5NsYyHuL2FwFoah39OkIrHuL4szl04J1XW4bhYUxeD375sg8ZQxe4sSf7JiNm3qw/5Ka0x5DN5ujzZrp6/kI2S0/NuCNnrLq2Osbcls/U4u83Pb8Ey7jPqkydRwREQASeIwJmVFqNu+3PHsleShEemvbXAHuYMo07GMFg+Yc5RgVhchj8EBNcvB6YQujBKCVzgib8AmH5Y+UN+YH5izJ5Lj5vUfRBh9UQ45ebpdhn3qMsvv3C0PNXBxn3SFUsLSIgAiLwlBCwh1zLCB6MH0xez8PpbAwwptAJ4wetLAO4dt0wX9DV+ovS2nlmtkPPmSOUS9oRH+bHRt1ZeYMONgvPx34BjWraodX+euN1n7Vs9y//FyPr+0f/Mmq1iutHfNRvz1+vZNzPqhLFEQEREIFniICNGMG81cwBHkx4QMFIPA2TPbxZBnCNkf3ywxidXNJk+T/a5CzFtjYzX8gVO29m3FHv0OINoek9cw4zGOkXifzaLV+s+jHzbIMJyBcGIbbuZ/l19K6jH8Ok4wfLmKyOW1nIuPdS1/4iIAIiIAJXY4KHDx50NnKUY8GD6Wky7dBvhgLzSJOZCqYhhMHAD3KKvOOXMZYe+0XGjBc7bzDJYOJ/0Gbm7Oxagg7UjNeF/hrlFz/ogh5W/SAfqB1wwi85NuoNQ3/UhGtFHMT0cdBuOlpiy7i3UNI+IiACIiACBQEbtcJDBw9hPAjRhpEjmIZIRqEQv9LANoBLsmx020zq0j5ntCHP9oPcIs8M44WY+OUBPzax84b4yBPm+MEvOGCEn7MZ2WtVyBX6ofVJM43Qx5zyX7pYWlC/yI/VNOrpyF+0rC68abdrR+2gZmp/vbR9ZdyNhOYiIAIiIALdBPAwstFgewBiNI1l6rovIDsA14PrYJsbk2WmHYyjTDCi0AXTw3gFCr/AILY3WdHyhlxZ7s6uJWOBfugn+0Wb/QsgagZ9rMWkev0zl2GSoQH9CjrAzP6SdHa+eq9Lxr2XmPYXAREQARF4ZgmY6Ynw8DbjB0Nx9qhtS4LNQLfsO3Mf+wVxbZ4b1pmxe85lRhm/xJ49gQ3MaT6hncnH/hrA+IXPs8AvfvgLhJ+iaPOalpZl3JeoqE0EREAEROC5JBDFuJtpZxucWhHAuMMInj3BkOY/NoqLOdhFmEwT45dAmFL/KhF4RHhFxZj4v5YwcgXjvvQLDLgttTM0rsWUcV8jo3YREAEREIHnjkAE4x7NtENP/l4uOC2NWrIKhpk3mFB7lxzLYGW/1OTm+Sw+9iqIjbpjNBmGFL9o5bk8SxP+arRmmM/SYHGMj2dh/S7KL36mNZ/LuOdEtC4CIiACIvDcEmAaQINuBgsma+nH9jtr7vXYBxyhC8vskVNjwMwbGMCQ5rkCNxhmxgST7PNm2jDizZqWzDJLC/JiObM5GLF+0erhIOPeQ0v7ioAIiIAIPNMEYHhgApnvlMMIQsPaDyMBGJmE8bIfP1LJ0JPHjJA3ny+WYc+5+LxBH3OyumZq8LFRMxhdt5qOPtJu2mXcjYTmIiACIiACIiACIiACIhCYgIx74ORImgiIgAiIgAiIgAiIgAgYARl3I6G5CIiACIiACIiACIiACAQmIOMeODmSJgIiIAIiIAIiIAIiIAJGQMbdSGguAiIgAiIgAiIgAiIgAoEJyLgHTo6kiYAIiIAIiIAIiIAIiIARkHE3EpqLgAiIgAiIgAiIgAiIQGACMu6BkyNpIiACIiACIiACIiACImAE/n9H3uAlIuDgrwAAAABJRU5ErkJggg==[/img][br][br][img]data:image/png;base64,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[/img]
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Information: G.6.3.2 Congruent, Similar, Neither?