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DE0qVL2dO25ISIo+S8SkDACOXiFzBCmSAkFGd4HyUS4m9Ll1CczzOlKKAooOV8IH1CwiIRPKC/F0TgWD5XaFHAalDAlJSUIARpJsCvuQAy4NoZGRk0efJkyxyM1+WLzJ8/n9LS0lxZXAsXLlSxW44/3Y0Qu4Xpz/Fn93Av/C1YsIDatWtH9957r+Pv9eOPPxKcx6mpqY7nYKAX/vA7IX+jR48ejp+F2oqbN2+mlJQUx3Ps+AvpEKdLy5Yto0BaWhoLRkCQu3nz5iwThYWFbLBaYfwDATafQBfgBiIChQ91fSS4vBQwhUKU3Bxc0wXhAQJAjwsu0K7LucCLCN65Z9mBJez404EYMAe5Exw6SccfFgR8X44/uxwOO/50OTCYg6KlXA4MeOAAFpAdvi8aDplJNUOStEz7F13ACGH5SCy4Gs5sAkYoE6IXv6cooCigZbkWMIJBJBIL9mcVChjB5wojCigKaF6iqwQjJCUlsX1CYNXoLFDpE+LKQyGDibRVNgKTJk0Kcnh9+NN0bU0XLVpEo0ePtggWPkBESjhCbxGdP0/Xh2P16tWqBAjX7xauoCZNmlgehZ4jgP9gOzOTnVvCjj9dfwwE7lu2bMnmmOj4KygoUDkmiNOayS7HxI4/nYtr1apVFBcXx/Yx0fG3c+dOwh8MDjPpnoNx4O/hhx9mf3u45tDvxUwrV66U0hwhoXixCiUS4u/IIaE4n2deUUBRQMuyjggO2tuvWbPG1dlLVsAycQke0KA2Asfyt8IIHtDnFicKWAcUUPqEuNqpZXA1S0DACFUIVMAIYQFJLNjnli6VEfxt6aKAooCW9VrACAaRSCzY3wojYASfK4wooCigeYmuEoyQlZXFQvJff/11bX1AXd4HYnuAbMOp65QAk8/MzKSxY8c6naLGvfnmm5ScnOxqzpIlS1QNOzd9OPbu3atiy2PGjHH1LC/8vfPOO9ShQwc2tqx7eH5+PuXm5mrjsLp5Xvh7++23CUXZUSPQKaFHCHjk8Aa4RyA5OTkYExNjuR/yO5A/YSYo32+//UbcHFxDwJ8jXfAbY3X5DuABiBwu30FX5BF5Bshd4IAKdjkcdvzpckzAH/qEcIF2HX8AHOD7cvzpcjEgIzv+dD0/MAf5JVyOiY4/fFf8cfzpnhPij9MJpWSBgFqYzHTw4EEKrFixIsghR3QaLnnBYclILNjfkUOBEUQBy4QoseAyOZzzWLAooCigcbcTBTRIQ2LB/ra4WgFGkBVQVsDzugKOGjUqqKswwBkiyAc5cOAAa9XYmeZ2FpSdwQMLisvE182BJQ5Lk7O6aoI/WOlc6oLuWZAfrN1zxR88GbDUnRK8GPAWeOGvRYsWTh+jxiHt4/+4P9UFIgSu7wAAAABJRU5ErkJggg==data:image/png;base64,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4026020-9011402602090Have Alonzo Draw 8 steps that are 10 units long