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AAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQILDIBBqLrL21a+4B8Ytju9E4PqJTyrYNxmTsG1fE8sH/aESnGXs2r4v9mz+IB8Z3G2MxEuP5VWxLY3N0Y7BzdechU9fEIZ1bY/fOWCztjk6eOHlNHFTOxm1DvBnNwW5MrLk69tm4jac9RIAAgd8ISMC/oajmDwfGDa/sRPexmYA3lKEFe8XPdn9w41uH7de8/DH3aVy308HNbw4d3Li40Y2Yyvguya+f5S83dBtx/a+6e926dQLepXHzbvn43vn8Xvn6A/O1y4o2beqsHLuyc9jmW+I+v7q0e8yXNnVWXFE8XsatGY3jIhqjP40931rG+MREgEB5BCTg8vTFrCK5f1z/V0XBa2Lvd86qgh4UWjcSD8jh6wnNRjy6242nNxo57O3Gv+f3NTl0vWqgG9d223Hd8ojN+Qe3Q6PZcyJae0bsPDEc+ww2Yr8s9JAM9Y/z69Cs4+b8WpvJ+uKxsfj48VlvD5rRkyrK0B89aYhKCBCYd4HBed+DHdRS4MI8ajzZimMyCb4ok+2qaMRPGp04IxPwe4cm4kdHRvxqLg0/IaKd5dt5jPrG/H5pfn01v96bPwzfPBSHZ1L+gxwlv3ykFa9eH/GlzlScfc1kXHDS7SPtfKmNAAEC5RaQgMvdP6WLbl0rHpwJ99kTjXh1Jt1vNrvxkalmvHzllhyEL8B2WGRKnohv5K6KrzeNDsfDMhE/ozEQZx0wGPfJ4/CvaA7EV4+6Na5bgHDsggABArMWkIBnTbe4Cq4fjFXdZvxxHvp9ZSa8D+X3E1eMxVf6rbByPL6XMfz9xRHvGRuOx+WHglOnJuOfNrbi7ZOd+OqqifhWv2O0fwIECGxLoLmtBz1G4E6B0chR5Ui8Lgbi3Dynu2unG4e3x+OUFe3+J987Yyy+H5HnhY8ej8/erx1PmerEn+Q54+NyJHxuxv7C1RG7b/1aPxMgQKAMAkbAZeiFEsbw7YidtozEM/Oc7mk54r0wz7kue8xY/KiEod4lpAdFjOUh6g15rvjpmwfj0Z3BeGueJ35FfpD4293a8fU8hF2aCVt3CdwvBAgsOgEJeNF1+b03+LyReNBteW43z/Xeb6oRLzxmLNbce6lyvWL6XPFkrD9nMp60x3A8qdGMf71lJM7ZOBb/K2djFxO7bAQIEOirgEPQfeUv387zkO1zh7vxlZxcdc5QOw6vYvLdWjVnU9+Sh6Y/MTSWlzF147apVpy3cSSO3fo1fiZAgEA/BIyA+6Fewn2ui7jvQCven4ecH5ZX6j53+UTUaiWnvCzqhryo6SXrh+OkXBHkQ6OtOGfvdrzmkEzQJewOIREgsAgEjIAXQSffWxPXtuKhjVacm9f0TnQaccLRNUu+W7c/R8OfzJHwiTmh7OgbRuK9xQePrZ/3MwECBBZKQAJeKOmS7idXsTpuIOL/ZVL66NRYvHjVWFxZ0lB7FlZeuvSdPCT9xG4nxvODx9fWtKZX2epZ/SoiQIDAjghIwDuiVNPXrB+J5+W53vNy7eXTbh6Ptx8T8euaNvV3mlUcks42/3WOhD+fH0C+9Y2h4komGwECBBZOQAJeOOtS7Wl9K56So94P5g2Knr1iPD5+x9KPpYpxvoMpJmjlWtJvzQR8eq7m9XlJeL7F1U+AwNYCEvDWGovk5+nkG/HpvL73yau2xMcXSbO32czjcwGPG9vx7rR4kyS8TSIPEiAwTwIS8DzBlrXadcPxjIzt80XyXdmOL5c1zoWMqxj9/7IdZ+UM8PdMNGOdc8ILqW9fBBavgAS8iPp+7XAcNtCI/5vrJb9A8r1rxxdJeGw8PpAzwd+Rh6Q/Y3b0XX38RoBA7wUk4N6blrLGC5fGvpl8P5Uj33/KGcAfLWWQfQ6qOBz9q7F4c05Mu2BgJN72w4hd+xyS3RMgUGMBCbjGnXtn09ZG7DIxFR/Oke+GsXZ8MGcAT9z5nO93FSgmZg2Ox9/mB5Vl17fijXd91m8ECBDonYAE3DvL0tY01Ir/ngllv+zsN+Qob3NpAy1JYMUlSnmN8AsynBPWWrayJL0iDAL1E5CA69end2nRaF7fmrfmO6PZiectH4sf3+VJv2xXoFisI6+PfnUejn5/rsm553Zf6AkCBAjMUkACniVcFYrlQhsPzLsAfShHvy9bMREXVSHmMsVY3MQh3yCjnZF4V97ecOcyxSYWAgSqLyABV78Pt9+CTjwnR3G3Ntt5a0HbrAQG2/HqLHjC5lb83qwqUIgAAQLbEZCAtwNT9YfPa8UhOenq7/La1petcMefWXdncT447w710jyK8ObVEbvPuiIFCRAgcDcBCfhuIHX49cKIoeGIv8y2nDE2EZfUoU39bMMvx+NLeZeoW5aMxNP6GYd9EyBQLwEJuF79Od2aiVY8MX94YbMR781Zz5M1bOKCNqm4NCkV/yaPJrxjdDjvl2wjQIBADwQk4B4glq2KXM3p5LzRwtvNeu5dz+w2GXlgIdY1wii4d6pqIrC4BSTgmvX/+uFYlhOvjmyOxztr1rS+NuewiPFOJ07PDzd/Vixs0tdg7JwAgVoISMC16MatGtGIl+Xo92PLI27c6lE/9kBg1UR8I6u5cnBk+oYWPahRFQQILGYBCbhGvX/+cByazXn+1ECcWaNmlaopeXThzJwR/Q+fjMh7NtgIECAwewEJePZ2pSs52IhjMzmsPmZLXFW64GoS0NB4fCEnY9184FA8piZN0gwCBPokIAH3CX4+dtsoJl9F3m7QNm8C0zey6MZHu81p63nbj4oJEKi/gARckz6+IO/1m+d+9xlux5qaNKnMzfhUzoZ+Yi7MYXnKMveS2AiUXEACLnkH7Wh4U414Sb723Byh3bajZbxudgJ5o4bv5aH+m3Nhjj+dXQ1KESBAIEICrs9fwaOmIj5Xn+aUviUfzSMOxaQ3GwECBGYlIAHPiq1chQ6Iy/fKdZ8PCYefF6xj8i5TozkKflauzrF0wXZqRwQI1EpAAq5Bdy4bWLc8Z+Z+95iIX9egOZVoQl7q9aMM9H7t4TioEgELkgCB0glIwKXrkpkH9Ijm+UfljePXzbykErMVWLU5fpFl/2ugEcfNtg7lCBBY3AIScMX7fyim4r6Nq1qTjdhY8aZULvw8BP21PA+8f+UCFzABAqUQkIBL0Q2zD2K/+GHzoMa3WjkCLg6J2hZQIN88m3Jt6Jx4biNAgMDMBSTgmZuVqsRBzW9PL4m4ZDyuK1VgiyCYyW78LJv5BxdH7L4ImquJBAj0WEAC7jHoQlf3uObZrVwB66Ij8rrUhd73Yt/fxHj8vDC4dcg9ghf734L2E5iNgAQ8G7USldmleWOjE3FFiUJaNKFsuX3W+WXNgWgtmkZrKAECPROQgHtG2Z+K9ojrBzvdwSv7s/fFvdcTIto5EeunA90YWdwSWk+AwGwEJODZqJWozE6Nm/f6efcA1//2qU/y8P/1eS547z7t3m4JEKiwgARc4c4rQs8R2IPHYtf8ZuuLQDd+nUl4377s204JEKi0wGCloxd8IdC4pbOnBNyvv4Vu/CSnoefNkWwECBCYmYAEPDOv0r06R1+/vCHun/OwbP0QyOuA23kTDB+A+oFvnwQqLuAQdMU7UPgECBAgUE0BI+Bq9ttvos6bMOy0S9zkEOhvRBb2h/wEO+jww8Ka2xuBuggYAVe/J5fer/kT/dinfsxjzwc2ujHcp93bLQECFRbwj7vCnXdH6Jc3o2ME3K9+bMSu0ZxekrJfEdgvAQIVFXAIuqIdd2fY7e7S6/dtXmEhiDtBFvp7XgOcn2KvX+jd2h8BAtUXMAKueB/eFPu2h2J8v4o3o5Lh5+Hn4v2zb7sRmyvZAEETINBXAQm4r/xz3/nk7acfHzb3mtQwU4GLInbJMo/I64BdhjRTPK8nQGD6EzyGCgt8efKFY/nv/7DVETtXuBmVDH2qFffLwAemxuKySjZA0AQI9FXACLiv/HPf+Y/i8OIqmF2Gb08Gc69QDTsskFPf9suFUDYcG3HjDhfyQgIECNwhIAFX/E/hqs6hU1d3HzIx0LQe8UJ3ZU49PyCvw16f310KvND49kegBgIScMU7sZ23or22e9B4ZypyIGZbSIFMvsflyd+rFnKf9kWAQH0EJOAa9OWmzqpL81Doiho0pTJNuDBitzQ/sTEV36hM0AIlQKBUAhJwqbpjdsH8oPuY0TwMekROxHI98OwIZ1xqfCgOytHvwORkbJpxYQUIECCQAhbiqMGfwfc7j74yk8H1S4bikTERG2rQpNI3Ib3/W37o+Uwe9/9l6YMVYOUE8k28a2MkDs+/s2Wdbuw21RhsjTV3Hbh5+P5TF+/61Ik1e7xo/IaRB+bTtn4INDqZOwdizaYNjY1z2b8EPBe9MpVt5KUwzXhahiQBL0C/NAfi1Lz86yMLsCu7WEQCa1rxkMFunJy3ufyznGOwX95p+oI8THnBpTsf/4huDO388M3nTO6/5TtHHXvTWZGJ+OoLdzvpnMt2/b0fLiKiUjQ1+2dlnn4qNgm4FD3S5yDyo/AH8+s9n4z4u5Mibv/T6HNMdd396JK4f857fkBehvSlurZRuxZeYF0r/mKgEa/LpPu97lT8n6Gh+MqRt8W1RSTLHvmVvyq+X7ax8c4Ll8a+u09e84fH3/i+P3/cTe87aaobp69qx/uK520LI7BseTcyCc95MwKeM2E5Krh6LNbu34ruAwbjqJiM9eWIqp5R5OGnJ+c/yXWrxuLKerZQqxZSYDRiSR5ufk0eUTktv1452I4PHhlxW55O2uZ2R1L+cE4E/NR4K16cI+R3rB+Jfbtj8aaVEVu2WciDpRQwCauU3TLzoIpRb94W7xOdgTh55qWVmJFAI05O63+eURkvJrANgdU5cbLZijfkUy/pdOKYFe1413Ty3cZr7/5Q8bqV+fqiXD53SlFPUd/dX+f38gpIwOXtmxlH1u1Evv/ieWsi9phxYQV2SCBHGo/PUcrDc5SydocKeBGBexBYMpLneiP+Iq/j/6NVE7O7pK0oV5Qv6inqu4fdeapkAhJwyTpkLuGsnIzRfBOeO9iK586lHmW3L5CHn0/Ow89v39FRyvZr8sxiFxhtxcH5Ye51+Z595WyT752GRfminqK+6XrvfML3UgtIwKXunpkH1+zEG4tPwt+O2GnmpZW4J4ENrTgkJ14c1xkz4eWenDy3YwJ5GuNZ+fd01U7tOGvHStzzq4p6sr4rMwk/+55f6dmyCEjAZemJHsWxIq8Dzsl5197WciiqR6RbV3Na/vLvqyJ+sfWDfiYwG4FMli/ID8sfODzi1tmUv3uZop68NObMPELz/Ls/5/dyCkjA5eyXOUWVo+AP5ZvwDd+M2HtOFSn8G4G1w3FY/rN8cR6Cziu9bATmJrB+KB6VH5T3zVtZfnZuNd219MREfC4f2beo/67P+K2MAhJwGXtljjHdPBGfycNQG8da8Zw5VqV4CqzOmaV5t6lX5cIIpxdHGKAQmKtAYyBXrYu4/Nger6RW1JeJ/fL8Kuq3lVxAAi55B80mvCfkoaicEf2/8034DxtzZZ3Z1KHMbwWWDMbR+YHm+Fx6zqVHv2Xx0xwE8vzvbnkI+rtzqGK7RYt6G83Ybbsv8ERpBCTg0nRFbwO5eiIuyRo/kKs1vb4YwfW29sVTWy52sLQ7EB/Mw/qvWbklrlk8LdfS+RTI9Z2HMgnPyzriRb1F/fMZv7p7IyAB98axdLUUC3NMFItFdOPoJcORg2LbbAQmhuOvs9y1uSrRf86mvDIEtiWQt7Icz3kae27ruTk/lvVO1z/nilQw3wIS8HwL97H+48bjkpw4dEq+0d//jZE4qI+hVHLXa4fyHsvFjNJc+Wp5xI2VbISgSymQh4lvzg/HD8/3Z0//B7+2qK+ot6jfVnqBnnZ+6Vu7CAPcrR3n5uGoD+do+J0X7BT7LEKCWTV53Ug8oNmMf8lD+K87eix+MqtKFCKwHYFOMy7Npw49vxUP3s5LZvXw4/Na9aLeXBmrqN9WcgEJuOQdNNfwDosYHx6Pt+WErGVTE3FqntN0buheUHONyV0GIt6cZpflDRfOvpeXe5rAjAV2vi02ZaFN+Wbs6emh/Lv9w6LenSem659xXAosrIAEvLDefdlbLpt4w0A3TszzQqfkOc0n9yWIiuz0nIjW4HC8LC85OqzTjpdWJGxhVkzgjsU3iln1p+Z1bbv2IvyinulTThH/fEf9vahWHfMoIAHPI26Zqj5qPC5tNnKN6EacvaE4t2nbpsDuw/G0NHppvjGebsWrbRJ5sEcCeW35p/Ioy07dkXh5L6rsDk/Xs6Sotxf1qWP+BSTg+TcuzR6OGouvZTCvystqvnhBruxUmsBKEsjocDw7jxL821R+UFnejh+UJCxh1FTgqC3x05wy9aqcNHV6rjNeHDqe9TZdvhGn53yPV0/XO+uaFFxIAQl4IbVLsK+JdnwsF+l4ZyaZL0jCv+2QXLDkCTny/dfoxPPzvO/5v33GTwTmT+DoLfGJHAWfloeOP513MZrV+eCiXFG+qOeY8fjE/EWr5l4LSMC9Fi15fcdFXN8ej7fkG/bdkvDtnVUk36mI/8x/YE87eiI+XPIuFF7NBK5qx7vz/fiG/Ps7Z8NwvC4nSu7QKlbF60ZH4vVFufx6fVFPzWhq35zB2rdQA39H4PiIsdXtOCMX6Nhlqhnn5znhP1qMaxwXM8Inh+K5nYh/yTfCU45qxxd+B8sDBOZZIBfNGY92vGXdcPw452m8aaIVz1ofceZUN748MR7fz/fr5J0hrI4YHBqOhw404gn54Cl5+LqRK1+dtGI813+3VU5AAq5cl/Um4CIJnz8eZwy14ld5TeLq9cPxnKHx+ELOmJ7ozR7KXUv+I9s5/9G9JKM8Lf+BPSMnqUm+5e6y2ke3ajw+nR8Kv94eipPyGvRTMsm+baAVV2Uy3nTl9x+912BnbPeR1vTKbAcmxiV51OZdreH45JG/jhtqj1PTBkrANe3YHWlWcTg6P3m/+4KRuDRHgWdPjsThq8fiHZmca72KztolcWBelvXaHD2syOT7+zl6KK7JtBHou0BxyWB+BH7faMRZg0Px0MlGHJpzE/b4WevQ3+82Bn6839imzw12Y9PkRHw/Z+lvyfevrcICEnCFO69XoRezo3NC1uPzkNZ/5CfsR144EKceeVuuf1zDLWc6PzwnoX0km7Z5YDAed9StcV0Nm6lJFRdYWSTXifhWNqP4imUP/Mj0AjqvuO7D/1bxpgl/KwGTsLbCWMw/Tl8n3I4jclR42cRUnJfno55aJ4/ifO/6VvxlXmb02fyjP3OsHY+VfOvUw9pCoHoCRsDV67N5izhX57glp4O8Kq8p/FomqjMyYb0w7yv6P1ZsiavnbafzXHExaWXJUBw+3oyz8lBeu9GJpxw9HpfN825VT4AAgXsVMAK+V6LF94IV7fjqcK4pm5dGXNXpxHmZkF+xNtdHrprEmrwDVB5Sf3O3GV/Pc70fzxmmfyL5Vq0XxUugvgIScH37dk4tO7IdV6xsx//MNZGfmon4uJyNecnGkXjRuoj7zqniBSi8MWLPnNX99zlZ5Tu5u6GM/4hMvG+q8kh+AdjsggCBBRaQgBcYvGq7y0sjvnt0O88Hd+K1uczdyZmIL8pD06desCQOKFtbLszZzZl439hpxYW5xN8hGd+zhtrxivwgcXnZYhUPAQIEJGB/AzskUKwQlcnshOZUPDMLPGmqE1flEnjvHx2MlTnCzLug9WfLyVVLi5Ws8kPBFyc6eW63EbvnqP1JeQ/fZ+YHh0VzXXN/9O2VAIG5CJiENRe9RVY2r1G8LdfkGb10Mv701sE4Ms+tPrYzEO/fMBDNvBXafzWm4rP3nYyLH5SLfMwXTZHsc/m9/fM63sMy2Z440Y3H5YSxazPpnp3nef/GOd75klcvAQK9FpCAey26COrL2yiNF4k4mzqaCfEf14/EsY2IP89k/J7rBmLvXLnn4kyIG3KFrbUj3fjZknb8PMtsng3NxRG7bxmOfTLZHpwJ9pEbGvHYZi6ekb9vyH2M5mNPyUljFtKYDa4yBAj0VUAC7it/9XeeibeT493zsiXFV6wbiQfkpT4r8/KlE3OU+qxc1/IR463YvL4bl+ZrL8tzsz/NpHlNpxGdnGF9U85Mvq0ol4/tls8tzfPMS3NEu38+9KC8JvngHEo/KsvlC2I0V+u6KP9g35JlXtIYi58ulmUzi+bbCBCon4AEXL8+7WuL8lZ+V2YAxdfHisPFX98p9h4ezxFsM5ZnAh1odmLvTKZH5Oj1kEykt+bPt94R8B6ZfLNIXJEJ/OpuI1bnilVfzER9Ua5Rfd1RETdlIi6etxEgQKAWAhJwLbqxnI3IhDmV6bVY6rH4ml5Sr5yRiooAAQILL2AW9MKb2yMBAgQIEAgj4Ir/ETSjmX3YXXn/vLGRrf8CzWjkTaYaxQQ1GwECBO5RQAK+R57yP9mNiTWNKG6U4vRoOXqrkTPDJ9aUIxZRECBQZgEJuMy9swOxXR375MqLUXzZCBAgQKBCAs4BV6izhEqAAAEC9RGQgOvTl1pCgAABAhUSkIAr1FlCJUCAAIH6CEjA9elLLSFAgACBCglIwBXqLKESIECAQH0EJOD69KWWECBAgECFBCTgCnWWUAkQIECgPgIScH36UksIECBAoEICEnCFOkuoBAgQIFAfAQm4Pn2pJQQIECBQIQEJuEKdJVQCBAgQqI+ABFyfvtQSAgQIEKiQgARcoc4SKgECBAjUR0ACrk9fagkBAgQIVEhAAq5QZwmVAAECBOojIAHXpy+1hAABAgQqJCABV6izhEqAAAEC9RGQgOvTl1pCgAABAhUSkIAr1FlCJUCAAIH6CEjA9elLLSFAgACBCglIwBXqLKESIECAQH0EJOD69KWWECBAgECFBCTgCnWWUAkQIECgPgIScH36UksIECBAoEICEnCFOkuoBAgQIFAfAQm4Pn2pJQQIECBQIQEJuEKdJVQCBAgQqI+ABFyfvtQSAgQIEKiQgARcoc4SKgECBAjUR0ACrk9fagkBAgQIVEhAAq5QZwmVAAECBOojIAHXpy+1hAABAgQqJCABV6izhEqAAAEC9RGQgOvTl1pCgAABAhUSkIAr1FlCJUCAAIH6CEjA9elLLSFAgACBCglIwBXqLKESIECAQH0EJOD69KWWECBAgECFBCTgCnWWUAkQIECgPgIScH36UksIECBAoEICEnCFOkuoBAgQIFAfAQm4Pn2pJQQIECBQIQEJuEKdJVQCBAgQqI+ABFyfvtQSAgQIEKiQgARcoc4SKgECBAjUR0ACrk9fagkBAgQIVEhAAq5QZwmVAAECBOojIAHXpy+1hAABAgQqJCABV6izhEqAAAEC9RGQgOvTl1pCgAABAhUSkIAr1FlCJUCAAIH6CEjA9elLLSFAgACBCglIwBXqLKESIECAQH0EJOD69KWWECBAgECFBCTgCnWWUAkQIECgPgIScH36UksIECBAoEICEnCFOkuoBAgQIFAfAQm4Pn2pJQQIECBQIQEJuEKdJVQCBAgQqI/AYH2aoiUECBCop0CjE4PdRqxctrxbzwZWrVXdOK7RjdG5hi0Bz1VQeQIECMy3wECsaUxFZBK2lUBgOvlmn5QgFCEQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGZCPx/w2jsLV3uGNsAAAAASUVORK5CYII=50199,7,0,172199,7,0,172Initial attempt (right): without “move 50 steps” & “move 4.2 steps”