<snapdata remixID="8771103"><project name="U1L3-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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JcmMs9o+SNYA8p4m9dAy13Y1AUr/x6gd9m6z61h3f6hhHyr+nUK8kYyDklLFTsZS9dRw1hXo4tlst4NtSv2kRqjdLrNczamIJCXLoUDB6S11Mhgb+I6tKS5mrf9UW2DjWqAG4I1r73q2eVpgiHABPB3X3bh00v6flBwMofDOiP8mY8+LPNCk5JUQCppFokKIkQNemhgQesUg4gRyoGZXnQOhXMxhOHu4Utak/cn2yaWxzwUywNQryLYrjZLW3Q9qBKAfAO5JAFwB0v79yUUmqmD71S+HmJX8/JpRCdDVeTHEjHZzqGxIaWLZ3Z5HW3wPG62PlE0pJV+CQm0xxoSnKwQgzo5jM9alUqmT/yA4kGxPoKW8Zkvo7iYD6YlN3DrxOTbiQ+f5yNXdawtsNAvUALzRTF1PtL4W0CDxggstu5Di2H1AKXkrhJxZaly9qntPl5WB7IeuHs52e7C0psz/bJ7ls8mWhUeL933aWZN70wOZ2BV1I+HzbMQ5i5MqmdT6OOn3TX2Gd7cIibO1Bcl1fs2jPWBJi6BuwUvNVptkEgD4KCjsZwufZSP+hxyr+snnzHP3HxisqCdJ3edCOj30TUBHCnJjfq66z4L0g9wQI1SRNKgbPEIBauRaPJC+mY1JtcG6b9iyyEQczHgfYaP9nvV95urzagtsDAvUALwxrFzPMWQBVwMLNElePo15pAECBuAvIA6YtB8odY+wBK4SMAyxPgWga0JdC41mSUW3MYor7FEB9JaDDApD/CnZCqFUP4P6s+8AI08SMcBRLVUk+S5nFN+nALDkVRACvzXPZNR6dn6sAuql8PRYAC6HmXUFo3YR7k67PwD0LA+yVfGE6v5uVYpRafdbgIIu8DDxhdT9CSSv5iR9lY12RbnJ/ZwmFur2rF7AL8DW00aJaKjf+QhIn/ntxzuCjXZlz738vEjJYyBYvoAv5XLXxneSrY+X+437s4syYGbdoFzkNOfWfWoL3F4L1AB8ey1Ynz9vC1RUjYjjgHXvGaQyHDXoEBEDcBPIA8iWUUyObOqXdHfdyxlvI+NKbat/zzuBAvPifKnLqJrdoT1UHErGnyuwwokYGD1lAALsQca/zo+nie11PsSDREGsISW7Qzgv9KuII6iyt1wo/Yz3gLtPg2TkH9bOZRTnXmFV/AGPImNjxEKFuAO4kFH80OKaOo+E6Pr5dethZLFnKyWvg+weZseLj4R8jHJtMZCE6EGRBR06VpLV3MKGdYrLN1nq7gnJwLfgySaGpBfL51TuVdr9CAgfombrYSSH9qJHnVv/VltgoSxQA/BCWbIeZ2oLDOj62nm/MW7fSUBavDgdIYO9dLOa0Ln3B/vJl0EUBBiMDiKbFf1bD0TJ2yEUfMWMXkw2LaErb1J3GaR/8T9oDRibwEBZRvBoSG/3h/EpNuJ/LAHRB0C+Nxw7lo3YE3h4D/FmAFt6MMBjM89eaefbAL2WLkv7w2M94PI+r1YwajvPNXiK2cfALYxiL9TgQ/CfBfEG/xd9kI32+0rHCqKRAbpNSTNQYkQi3ssm/5VseW7rbGz1XgSl+X43iMPIOJRdlfslr4ZQaCYPEIiUx/TL7LwMYiEz6YA9OoBsnjLYd/jc7rMtRJ3vu/sBl7HRrnBizzVOfby2wO21QA3At9eC9fnrZQGlnZUAq8LsE7R6Ky91R8wQfbOUvTxxn1A6MoLeY7W6BQsSoxeQzdOGXs795KtgmdqyZfzNfysAxWVnG+j4LGDyI2Qr32t0dczihaH/dUEr2PFBywtCZOQglzKK87Cp0sS87yw8nGcQq598BoTfqy2FVid4wAVXsvCfbHiVKKmSyX0mo7gU5k6MbMOzgRFPzIQQJKcMZcQbUZi/su8tdT8MKZB86LLwMZJnG0u6F9QtthiE/2ZjOBlO6u0LpVbD7Rt5GtmqPhulG6V+8iZjHSt+0hXop0vZWjRUxz18fzvvBvnhyu/kqWTLs6/VrbbARrRADcAb0dj1VFULqJe8FhHyEG54+Z4E9N9DzhTlMiMM5wka+M1SjejE/cLA22xUhv8vDHe9Z8sa4G42Vi10fwwhEzCohGQDmJW1cIfDsv3kGyCWunmk97DRzjOGlXb+AjCAHZ9Ltr7nuvU7HwLpgbxEuqF+559BemIP4pNkfFjofyTIoKRUeG9ScjSE4IEXMoFSUiLn0IfZaP+zX163lFymSxm1i48Cdd8H6d/Cffk52XpydisGGMDGyC2WQ+64CGg9nWRFVUpypBw/BNAKY58DtkyKMC+PKt9+9Tv/YgpOpd9+j66Wst3OPnpG/jOTZneBGh8BVFXAGqH2VP87rS2wsSxQA/DGsnQ9z5gXo7aBen8A5IkufPs/MHo32RxbduLB45YdgJlvQipqRSfsG0qzDwSib0PI9jj/DKZ7DYK9ep0XIWIpbMoPkq08LOvmThPLgPYiB8Q3yfilBThV9mEvCF6wq0OuMGuVlISk3ouh1JcBEavI2JX8qJe8ClFI0Coldo31gPudr4P0a0nx92zGX/K2Ss6B4PeDGe1PNt31qZ/8BwgTvxhirlLa+RvAncNYr2QzzikmpeQbUPjIAH7IKPbee2hS9wOQfLjdrUUvZrM9EM7XQ6DkhwB3DL0uAfvPKlN5VsYc2s/nWcDs0nH80cVaekuh1D6CypzfN2Bt8hAuXlwIU5Qnq/9cW2AjWKAG4I1g5HqKuS1Q2YfM35z4BKLW4ROF2T1hg4FwmbCjIkBQeYknyePRlO2rZi/9X4EtI+q4biKAkM8gW1lyU5a0lTFYGai9kGwWakVpYuFQ722XgbC77uloNAJrFv7MKHbUmZqdfQDijDMaPbB1d5MurHiopClEuY+NCSHosyD57OxQDhTYvKxsyJOTJOkunPEcz0oTo+p8oPu9338GW4vcNaqXvAYRPh9sUg2Xq7c3lHq1JT/PU8lWwahVYQZzx4c/YG699Z7YwkQx8LAwyo3o4VmMR7NcqSxM4ec8GWguHUWwUgCvIqBnYfLDK0+g9CU22mNVl+Z+WusetQUWxgI1AC+MHetRFsACIavVhWRLL/cfA3rPJIF2D0ilOlb/gj4tvKCHQplS93mQgTDaAUBOBZovHAR6pZ3TARYKSLxla3JbS5ZyTf3Zz4GRr50FqsQWvc5SRPxGGP9MslJatLqUuJQDu9LOXwF6qsd+/5lsLfqROp1HoJULQlzMKHZgORaA08RC956vuqtHst0+X911z0CjYWFeO/NyRm1XAjVAobmGUdt7u0MeM99Ftj6WH0uTgjhE6efZmClqmnXdVtCWNxU3UGcwahfkGG5sWdmXgW9RxkXuSbaKWuJ8HVocPrAK5aOBOupirtKsSpZAMK83l2L09yLaj2yWVJVGnV3/Vltg41igBuCNY+d6lnlYQGlyDhDCpf68W0G8e5JQewClag0pcA7YXzoqpCn1DoRSxzjlEQfL2Shk+zwIOe1b8wi3DZ0qYCKt3RlqGv1iAPJqiZPScnJT+nxyxpFZSL1PQ6kXsSc/Sbb8vm7aORGgl/eT3s1G+6MDmsNrGcWulnYCABv38hZ+7NZ25tmr33mXJYuFaziJUdvtg0rdImOb0X+QTcefLPWeD6WnBst0wFvvSW7jQHWA4KQD9nYht3BJZuEayh8t14F6Otn+ffn2S92ToSAI4dYZvYxs+o+VUpPW3Rdq2D6/Z+DyC/goG+1c3WnwnLBGow61DwafVe7bHxnFvgSsbrUFNhML1AC8mdyIO+sy1Ou82MTsEaXHkTMXTXud6nfeA/JD1TcyvoSo865Je35DtaTAJehh6ajQpvqzbwKjIpuW/BTZysuGwsv8tUZpmK9jIGlH6r4bUpZVe0MQILghnPtmCP/hzi3xWA8wS+VJXup3Dgf50dD/62TsZAqrJUqtHY00YhQAS7on1M2SnPJSIyn5GoSXBQB7Fxtt582qUpfM55GtM/zvJXWnUimV5Oqc7YPjHn6NfA9ZUFJKyaFQ0CH21/w6Ms7C2GH65HNQYNzyfd5Exv85+FwoSR6DJgx8C73iEQIR5fN0883bYcuZD1fG9zdiTtCujKPZBwON1wH8+WAZ2rTPb92vtsA0FqgBeBor1X3WywLy+3xGF+k9ROmD+O35y7jHHrke7qSBZS9CRUaO4Mtg/CC/BxuWoLVy3LnSQE0pcGMg7BgOcfY77wPpM339GoeYl9RPjgXx+rxPD48tA7rSzh8Aeu+qlASmG264O7a+myX5+Jpl4tFk7Ag3lHavBeQ9a/L/ka1fSLN7QlEIwetPjNouE1tpYhm+u4UxXI3waAB2rFBZrW/u8SntXATQyzQyfQ45832vHKWf+2vidYxa2/nLTx4F4bf5tVIPyST8qqQmupBRuyDs8ICZk44YELMR+9ri3LQlfWN/3RX941I/q9O1Wu+7F+vAa8j4+PJ4lbG7s89FIzIv/1HlKUE8aa7ti3zec89t4dGPMJnKLHmsA7buQ/LqcfPWv9cWuD0WqAH49livPneiBSSnkJMLuofOf0WKZWyOf5kODloJzRZv6YkawaG21F7iWXnL+FBnP/mEEUSUXvZvLoe7JZmEniVVZWpE1zKKM8lDC1UvhcJ+rwOWggGrwmNNfIKMnbZwRWSCPIpsHR7qbgvpRLZ2InlFtUY42odsfmc0APdeCKUZEYWr9XWUnzKVo9DY2p7ktVL3Y5C8Vm9JtEBKPgsFUo5SdreUPBaC7f36Rr2UbJuH6odIE1u3A3Fj4AJbT65KMpa8ez9nhaSkuK29l0JpOfu9Gwg2xu7bSt1/dh931TYkiDHpYVUveTUiWFlXThHqr7P/gEHlq0nj1MdqC8zHAjUAz8dadd95W0CeqP/9FW1fP8qP0e8vy7Ju5xpY6r0cSgfYq/gddNN3j5Kzc+94V2NqrFl5xvP4kKeS4yEUmbHUy8l2zrRUTViqglaY6zuQAtFHod0r6UFQNwu9Xw0mu5OLr1Svsy8iZuQT5zOKH+mBrPM7gI8IILcf2V6hfnICiFf637zM3xgPuJBNFL7MRnyI1NkXyubR+YzaYZ7kdwD8PKn2Y7O9QtIOgXjD345+/1lsLXLJWyprDJPfJVsvzEGznxxn4eb8Hg5mjFczqkfSfHobJv8A4TPFs6ArPfi2RhJsSHog0PtIJQPeDYTD2Bhm2xr1jMlnpRvwPn3g+FkWGRkU3JjrOa2P1xaYjwVqAJ6Pteq+622BUNZiLzqf5Zu/vXE8kv4yLlpkYu8Tm6Ttoa4laJW0aHWFp7GMK+Lw+fCyWtOuecJZucuk0Oe3oCA6YMVD5AuyfVEPEN13BQpDPzyjpWTTxjbw2AOCaQKPOnYClAGoFwrwNI4Whg4CBcQSMj5XKu2RSh9io/3eCkmH9AE22u8fCcD9zr+B9PXK8mQb6nc+CNKRboD4PBm/bmCtt4VkrdkBkoufMYqdwILUOwBKc28XYa2jjzlKUb+P7c7t7AexVP+r0xi1h1iupO77IZVFF6x+2hSvRhJsqNc5EFH0MUD3Kj001yJJH5+VWE16mLRu3X0QN44A8eqBfpeHCE1BiznXg1kfry2wnhaoAXg9DVefNn8LSGohTYzByQNC0bqBi3cwjDhyEvWTo8HA9pS/6fEfiFqHjVTY8XvRBiBF2cuIEKikraCu1beGfrwGPe3NODbQ94CSdsyjLtiUmO5KzlhikoHwpyC4TGIAf2AUO9APQg9ZzfDvGMW7u98rni0/TLb+uUoZ6cFKSopkLuF4NuLXjAbg5As5oBBvIeNjlHZOBehLeDLvWd0PGUOXvyDvKYdrK8kp6iCy7SIOShOTZvT7vcSnyfht/rqMXSq6uLhJOpFR+4DcViZwAZwJu+/uXP4KaBrLlWVq50395N9NJKP000+wNlk6iiTDlTB5EYV/qjwcA2QolWMDf1G/897AIlZsT/gL+hCi+EiSU+UoTJqjPlZbYBoL1AA8jZXqPgtqAXU6u6FJ8z58Zm7RLkKqZWwWod9xEwcKw0FFnV8EUYdhpR17cXvCjhcVb34tZ6NdiDS4d/C6+0EN20f14VngIjDdm/UM1fIAACAASURBVJxxQBNKj2z8jFXpN4zix/pjxurlsoR98lCJhnJgH/dgsrl8YO/4t4zix0jJ4yH80k+tKxm1/069zv6IeGL47XRG7eePBOC0cxpAX3Ob6iVstk9S2rkiD8ETTzDqTaXJbwA82vULe7lSUmR7E5eQsaslVr/CnXxjyPJ2ik9KE0u6ekyw06Vg7ylZSVKgqrTwtWc4Iy4GHMtVJdKhqlKSgfS3Qv12b/DeB9tYolU1XFwSqZj0oHqv2dF3ZjSjwaT4Onpaxnb7j5POr4/VFlhoC9QAvNAWrceb2gLqzb4AUWQvxKLO0wPPaej1lzHe4lcTX6g+Ocqyhsu6vEmoGR5S3PGYOFAGY3MxtlBn7pX5EhiuyMObxC+AlhF1eODpdV6CiC707MGF7yNbznuXkrdB+PdwZDYA1hqp8xIoO0ffY9R+rqStQxjaM1RRuwPxH6HeTYBm/G+t3YDeNpB+Ecb8X0bxo0YDcGIZ1s67BvkkoHk91A2gwlmwuTWQmFhEJi9ojFtWK3yTquQah7Mxc5SkncIHRVgL/pGMP+Wvs/teSB/IbZDqADbb7iMhlEMZ+IYsad4A6llknGdXe3auxKIJBcFGCJGPuudhf9iUqnxGvX9OLgLjxw561IPnK1n7eDRtn7c0l+90DtJ0GZszWc3zqKnr32oLbDAL1AC8wUxbDzytBdRP3uxDgsqyaMP7FZ9B1LKQoO2Vjm0DoJed+9+IWv80SP4fwMMSdwrRdxca7RlhR+6dheQxy7wNIvL6LhjvQ1J+jM7HIPosYmss1dEqOReC84orGcZp50KAoZzIMz+p3/kGyEy44V/ZaB+hNDkr/6hwyVf9n0KNS8NM1zCKdxgDwFYu47Oz2b8/0HiKhZjDeT9hFD9N/c4yK//xa9M32Wi/VJrdC4oyGs11YOueJG+pZmrj12TsssAH6pjtw+Eosu3oHgPLlYGv2z92rZ/uydZMXgImrbsP0LRoxONL9vso2Roi2HB832nbQs5V6sgSj/a4B8NllafdI63WuNqH1/otj7ikqDTpCauP1RbYMBaoAXjD2LUedZ4WkK7fGuliC0t7JZ+i3Qyly9iYKXR6R4ytTudhaBmQZoDpwp4Xoa/3DIoAOKAok144wLIQKZZWvbTOAZBTXPKNOIGMX5X9VakJCeAZxfHODuSW10iVciAD56dYJm9FRi/LUu4lr0SEE8IYqxjFj5O6R0Fy5UoQjrEPCahrmsP+3yuvX4z0Hu8sqyEhuuEoaJuMdlNgawZp18qrvNAC+XGy9c4Ky1iKQ9iMv1zNcPaKS0MhfobyJ92yPdQu18X+iFGc0z0q7XwLoNMgdi3Vy9hs5yxXUmKh729CgS7TXaNycpDyrQ2MXEdVEuiADsi95spOVn/2MNBFV3Ld42DPTyK6dVnG7DXiUap/qi2w0SxQA/BGM/Wdf6KSV3Y5iKPJOAvFTn3x7gUt5w17EfqinRf2hwvd2BGjDu0pevAZEgNw7/3B8hjwBvT7SyveWj95PYhj86mET7IRJAGV7A7xJ4DCS17fZtR2e8xS1zy8LCEpq8ndSmnyN5JGkZiaShJw2zVQXEj0UQ9BH49FxOVhzp8zip+s1HR1Q8YvWw9CmryiCsDxV6GuCSvYBf+NUeveqghC6CA08OuSVjHAZEcg3gmC7Qn7lqS7cWbmouqeNf+HbDkvvQqwvBnUU8nYhbTVTz4P4jX5WMQ/kPFns7+rO/tsNIxaUp5Jy1qK17IZD2UcqyyFWNznXzCKMznJEXffbQ/sF/Z5y4QcZpMVoJaVP7BGDjDqmVJiH4Vvh3DvkCx45LTn1v1qC0yyQA3A9fOxYBZQmpjKTzlBJoV0NKLe0eTdrpjPRFJnf4BHQHkyVDhdJ4M4kmyfP248qfciKC3kBF1HnQHiHcO8xJ39gMjAssiIHfLaKnST1T3ffvIGEDnIQHgzG/FnpM7DIBYcyClexWZ8gtRdBikLAX+Mjfa7lHZMncl/cEjvQ4RvQbTMY2uO/1lpYolZPmRLPgNp+vQqAEc/hpSpLP2KUfwEpUmJF1oPQ4oXgQz7tlrBqL2f+sl/gTg0zP0NNtovUy85BBGcjKGfTw8n2xdUPHi3VryRjdh9nEidj0IsVIfI95OtfI9Yvc5LEbEg2HCZxulSsl35oJI6u3kRhWCPbA3S+9loF3vOAzdf6jwCwpEAC1Ust3acDxjwtr3U45RN0s5Iu4eBMGrSEhMbfswoLqIeU45Xd6stMMoCNQDXz8WCWUDd2T3R4BdyRZ/yyIQJH5hXXNAVTjGz1H0nJPM4vMBA8UL+eCgZqZS0FId1r5CgVSbgvy4kaA3wE3efEqgPC03iQe9N3Y9WZO2EN7HhOYyl5AtQqZ6UeKLRH0qdj0DM9povtYQsdDq7Io4yT3UNbpt9FBa394NwXFj72YziJ1Wyl3t4PJo2TpBcpA5CigdWARh/hjKvmSejp4+iiZDEFrKp08QSuZ7oQdVAN/kOFBcfRgbsaJ4VEq98ljf1UbL9bil5AoSzc/sTx5Ox83al7uHGt1w69u9knG8lSMkbIZT5nq8K1KCVbHWp8wooOhrQDqUbvQaMn0uWPmYqj4HuFkrbfMi+aGtBHkm2LIQ9dXOZ1qkOy/flqw/d5einr5yWPGbqSeuOd1kL1AB8l731G+bCHWF/2jkYjA4aUDTKJjwLTI8mZzLKxDkXIt1qoVLzhivcwgCu8t6w98JGtSFheIcY+C9ErbdVqBLVeWjIUs75jTHoxQ1JHupAsv11ac0W0HYGTo5lyiT/4Mt4TKv4Ylg2sUcqn2RVZo4SDkPUOgnqGme2b0x3gfhJgPv480w5KXpwaT/3XUjTLQY84LU5CNq+MdKLwMgLQUCngHo7lOsNW3b1fZEmr87HAH/CqFVN0iLXAE27jj6UXFz6sPodeO0TyZ3WSslroFw32Gz7FTZiz9rlwfl9kAqubeAPoA4g28bxHfooBownemD/nzyFbA1uReRmCjXT9nFWfDg5+9mWQbLMGMfGPBZDP7uIi2h0pE8acc4qKF2OqP0Vkk5oo261BRbCAjUAL4QV6zFGWkBOExcHAcxpC4uOMmA6mo2ZInw7hx2dgABwBKTnDHQ9O3g7VS3hAgSeXgrPZqeeCzpWKidA78HCqQlZeVGRwUtUvbmSZKCkHqPIEoK+J3WfCck0bn0LykrDCkGtXYHejpAyekVXRyx1T4Pka3iVHg5wEchl/u/4MiL+0RFF+L9/GtANFQAG7wEGEhAjOkm1W05fKdme+jrQmKPc2k4nW89X2r0C0I7ut1SvQCP+FdQtiDWC8pPU/XdIBVEG+Syy9UP1Oi9CxFKoX6cyau9V2DP5JORCuFn7aWC3MoEKfyndtU9Co2leahX4iEPJuFChKg0idZ8ToiLemy9sbvd/mQlbVH6f8BeXQe/3d+873E3fQYrlbBac19OOW/erLTCNBWoAnsZKdZ/bZQF11z0VUeMgkAcBWjQw2FpQRwPJpy2DeJqJpM5BYb+vkKpzb3N9FZGOzEgzymPJCcUv/ibA5w68tAeoE00s3tWnFpm8Ja9O0iKoayU7WebvVeh1X8j4bquGamMZecKNNLFQ65M94njdYaU2hjxYUS9Hqu3A6NNhbT8Fo6NKwgrnI8XRiPBF358nIk0vGPCAHwbJM3Sl+HtETlwicEpH+0CplUz5Dwulb0UUdUrSgRczih+ofvIV0D6YXHNUlFLvICj9SgnkXM2zut2nouE+OHwNM/ArsPVMkmvdFP3kyyBKJCf6dqi3zgk21E/eYsxaA/f8fLDz7FGSk9LsrkhpTGqvqJ6jS0JeQJa4NvExcgIVaWJhZssQ9zXOxQWug7QcaX85W4sy9rKJ49UHawusrwVqAF5fy9XnzdsCmp19EFqNgxDJADRjkirGEb6Ino5muyrgPm4iqfsvwROqPsfkvwLNZSTTwXOHPFKPSCeC/X+sCMsPZvRCpwYAWesSdDxlZWCTwh+AdB+jpJS634ZKGdzUwwAjtIi+n6+lnz4XzeZiKPWJQeSpQN9CxIVeMvE4CDkFJhhZYlnGqfwLSN+vADC5Z+5FVvtaSHZgrNRkHi0hKqyf70Cvfz4akdMD9mtK9wS4ppQMZutcQbb28wlm0ZmAQuhXF4Oxge/lkrYIHzAF37PwBTbi12ZDS9oRafejuYdeHPgiG+1BbmaLTERAzyIfPnmt/MT4fd4yh/TY51JKloT93UEGNrPRpUi5HN3+cs7MhD36eT/i9Qm1BeZlgRqA52WuuvNCWMB5o9jSQtMHQaqGET0gGRAcbaHdueZzkodo2P6w4zMuvZsv82HpOKuxzQ8FsXebo0z8cSlSHZ6xOVnnocxe7+UZa9blLusWPAXKhSF+BrZsz3YxlJwNcOcwoS8jKvM+A66cRmlizFC+XIa0ELYBjM8it9At3Z53pgNsYvdZotZlkE4YAGC7fi9SkeJQRHnfP0IwPeOsJOzHSNOjEUVhD563gTfsCN3d7OHDwFmNcrmMCVoNxnavukD3TCjjhjZ2MMdydZ6ke4cQfolgQx8j2znpidTbC+r/O0BHdekbb7HoCNkcyguQkkP8RxZLAhy+JhvoL5tGKlDqvAiI3g6p2FrIp+bZgJYDtywnt715ruetPl5bYCEtUAPwQlqzHmveFpA6LwYiA+KCo7kY5fcWemUz9qHXCc0xV/n94cGX7A/D/vAwP/SgjJ7DgoLVyWHRYIYvzNvjAQ5wuuuehobjjfZ1wLmH2FsKpTn5hN/L7X+5kgQlvBERmGcHE8cj5YU2f7jMH0Gwemqf0GR6t4VQfGJqRwMAbOIK8VBf2z+mU6DypTPG3hXB9sR9+FswgpM/V0qpLAkMjVfC7R2HxuilQONbUNfIR3w43V/zs40UQ0oe5TPJS8BKvots+X1nF5bumNj9YA3tyLKeIGBhfXOSjzCf3Ufb5y3228c8FyHEbeIYJbDP1/0tIF1OtgfK1SY+ZvXB2gILaoEagBfUnHe9wZyeajO6xupEb8/VuwSrVAeHPcjFA2NZwtEngOaxJK+bNI+UvC54TD7zOH/7p59HlB5ZDjM7UBiU2vP9f2SMXDnBxGCmr+eEXuqBp7dfKTRsgPZFNuJXSwMJSEz3BRqPDiFzQ64rwdnd037rgiiKzBPvWnZwod3rFvcvcOF0B3QW2jbvOAg9wFiuvCKQSn8GbgRpNcF+D5s0mb8iC5l6GVSux9XukIWeQzKWA8j+b6HIaDh9C4lolXpl+z3VSy1BKXz8WC31NqVzXkt6gg0nzIDo45AK3md/4CNstL0qU2hO7CKNjgSjPGTtD2lNiGiMTMwqztc9w/6uRQ+qLFjArbYHj4hfmU+iVnl9+Ty92b3A6AFsxCHTfFSv+rfaApMtUANw/YSstwXUS16VJwYZMb5wEiKeRMYFs9I8R5f0AKTJwT5ha4TnInwWkY4pl7EMTuG0dv2e4SC3sNEY2p6hKeqUXvpOVs8oJzNlH0Odmz1FYiCa8Bm/1idLOioAqJe8GhEKNifhE2zE75C6P4WUeYuzYO+BUNOyrn3ymJy3a/Wq3tMkTSbQPFUflrdSJCsf8s3KlIxq0usaK/0cGL1u6M+AfQjZB4zP6hU+WaL3PBvCBSA8uAlfA/Q3ywYPc1wC9p4ONf+cJyeRPyNbT1G/JHXoz/0HNuLP+kx3Ft4+0EOqpRn9p5QcDMFAauuSyS8zJSxTZqreB0d4Yl5vSXDB2eUjYU/f6DhHNikx7m3LZh5I0HLdLeN+OaLYyoj+Mm6MSb+7feh+si8a3AcykpDA5jUHQcj6zFWfc9exQA3Ad517veBXWhEEqI5u+6+WYHTy+noaLpkn7WYecRHyzOex2tbok+UyosEL9J6XY9PyYgfFuReGrNmC59mHm6sKP9bfQsO49i2u5tVl/sKoFIu60wyI+rPvcJnLWXPhYp0GmZJSyLQ1MpI+TkeUCyQAaboXomilP83qh6MvQ3pvGMaYrZ5WYmKyrFyv/CR9HaRPJir/mfwJpEwdypLQTNjBh59JIxMpRCjS/qsRNY7P15zilWjgeRBeHn6bBWGRiQNLIG3zOVYq9ZM3gmWCDV6FPpay1fqJdPki4J4fhfCWAdufxKhd6Cl7D3lpyGovk6aY7c3WxmKV1wyPuMf7QrRSp6pEoe/4M+/xtgx4XXb2fJr/kEv2RYp9wWgfQEGYo/wo4QQ2Cn7w+Yxf960tUANw/QzcLgtIXfM0rX71CaMH4hWQTvaecSujSpzXnOp19kVkxB6hzKZ69rlWxkSO1xCWentDqXlWXqEoa6SVAhk/8LnZT0NKP/7A70C+3dW+WgYwaGICBWFHBkjqfhDSPxfj440OPIXP5L+J/wTieYAsa9lQ8SRI14SEq8FwsnVYVRCa8EeA85ANTFfm+7iVP8P2jkMfnAOVpB6Jz0PB+3XAbCpT2j+s4/sQTgf1idL63wRwSwsVl2xmHz2Hqd95H8hSaNsywWXUkhcEIQdL+hqwtwvr5/zgUrKH/0DS3gMPxK/B6EiymSk0DT0vgRbzHwrJw8qNtTItq98twuhTPnGS8Xp39/WZ7I4Os4h4VMbQnyGsWB+a1SmXUne7C1igBuC7wE3eGJcYXqbPDWA8wmN1q7gBxEnopyezOXPafNflaAIBK2Gy+tJySNP8KAP6oxG1vzCOrUhK3uo9LRRiAA7MrBa1ZWVLXu/XKf7Ex1VqgT3o+RpYK6PxhB3lZKQATMlnczC1c1K9DOTepfpam+/NTuUoaxYqd2FW11aBaEBZOJw/BJQlIhnbVpY1bslIWcJZ8edUv0TE8DFUOpf4DYR7AfA0j9V9Y/u71eQW+5nOc8RZJqdYAuQvk/EhUvdoKA+N22HLALfs8CtHSkMCv0anfwAXLXKSinJ7xfbhFohDigfBng/LXB+sDfZLlrZ3+7tR9BrYn6vtJhBWr7x8MLQ913PmZAsL0B1BGpPfqAs86Fo5VlyUiM01QX28tsAYC9QAXD8aC24BlxFrhBfeMx4VGrQ51zowhk4G4u+SzAka5lqQtO6+QNMIIg4G+OCh/jQax/Q4sh3E6IsenirTacRadmy53Rhe/k5w3r3w+8mbwBJQ2o/kCqBpYdUrQ71rQZVIBIBKvg7hpWGYDhgthfofzbWAoT+BtPBoVvP6W5CXQoHr2dkkFxUw0YlAqIE/QXhQGPe8vIQJKP/ZalizPsW5sFpjZbW51sc4tH0dsHA8aHvVDOfpj2DjX6HU+LtD40pGrb2l5AQoZGb7k1dYfbTTIU6To0Fm1x2MiOPYiF+f29SYp/xHkE8myw/g00H7eYjqMUgY2v5uidgjP9EoN78C9JaTiwo6zzkeIq1duzMWNfcJnm6VnKV8rn24mJISdIplvs8xbH24tsC8LFAD8LzMVXeerwXU6TwccZSB8bNHnS8hpe0Zu33jhoHxSIGFwXMltYFu5hHbXmm1Cd9ExP8kW7YPWn3fW9KOry+thj+JXwPRMrJpRBsmtPAEE66vCkxYTWzjMLL5zaHkJHAlbrj55bjHlicCyMLMa0B9sBqKhtXxHgDIi0wYCUkhOv9zAJnsnpyP7vvcBmZ6x/oLwAf4iyr/2QFrtldZnGvlU3mJkFYUakM0Dun/AUt11OI7TITBc1m79kvcOrs3Fi86IWfv8us5no34NerN7oPI8U7fp2Tk60G9OdsacBrJSM3rrYaloe+G7OYhkQ5p9oWQsVVxkHrUpjnLe7yt5WVO70nPp9atuz9mGvtAsI+mSYpGv3QfWkl6Ctvj95/n+2+h7l9bYNACNQDXz8RGs4A6nd0QZ54xPe/xqEaegr5ORmP2u+RWE8uOstMdwUPat+zpqgfmO/wcqT49itM3lCGZR1bs6doZ5P8AqSUAXSCZWEDvYxU+ZNfH80Sr3/lYJUnJAIswBSAL3+4R1vh7CD8I8nb+J6OUzOgjwZtAt6+Y9b8sJ9bw2c/V0izyaiioBpX/nNuTtwLKzrkccLXA1gyg+0WJDk+s7K0z+gyUmkebKRL9GWy9AupaWLjY55eOYqN9uNT9NyehWGn6Hhi/yBKf/J55ZPu8mTZy1vMPYZ/XQvnVsy25K8LroOChl49K30DU+ArZDIlrkx9fafbBSLkv6IQtJmkJ/yREN1aQvGSj/aOoJ7pLW6AG4Lv07d90Fy/N7gJEz/NhagfG45Jdvuc945Z5xmvmWrErR0mRZU9vO9D/UhBH48bblvMe97ix8l7vd2wf1sqBqtzAzhOMbX943RAvsgfRnwF6q/PSyslKRm6R6nBE/HhedkSeZanWAEqRAF0CMOO0thKlLGT/u0JdCVeXADFb9joAGa92+c/Z8eIc4i8QgrcMY9/yoWcrzymXepE/hPEkA1k28vVI9UZETkP4gQW2891AuhKihesHiTI+RLbe6zizkRxRkmPMTp8NovYDpWDaFuhZmPlVgDIWseyc63w2M74yjZylYymzzOXISoawZMIzYx9EK4CWga59pNSttsBGtUANwBvV3PVkoyzgKAzRfUEJjAcI8vOzzoLSkxHhu+TMxHpOL6ie1xP72tmiGZPU0YjiL5LMeX9lsoF+f9jX12bNAb/Llj7OlTaJRglZ9qasXMdIMZJK0hJwvdvvpNvzDCQVRrMpqzfOkojKQAspvZqMdpCQkIHZiuxDysLBpbDyoDWN+9p4k10zLzc7Z9yDV5o7vRaIzOvOPHD7uHhHyOouE2y8Dn30ELnyo0JYg/gTwDf6TPHk0JDdPECGgs+Ffd78Q0pKdkeKtwbhhtbAQi8o1e+unvSvx394aV/QwssMspAjn7ZTvafrQDdXZar/ZdYW2BQWqAF4U1j9Dj6nUzdqNttA81ckF5Q/10kCort3CYwHWbG89YhfIuXJiNLvku0Lx5lUBlz97sFoON5po6usNlpNLj9PtnKqylBGY6A52P9noIWlZ34gdY+sUDXaqM5Li04N6kEF+FEfCZ5g9u+t7OnatVjoOfMwjQQj+7MlJFUztg3kM8rJ4Ysecczuj5XWuAWuAZiBYnkeO2h7sMX+bJXAwwO6aTyn6TNAHFqZWvgaG/HLpdlnQ5FFEQaz4M8MBCiZBCNkTFKNxushDWcdk2eir+VouPpd+5AY2aTuE5GmGeh6zuzhJp8oloPugur5+rKl3uPR63Vq9aQ7+IttEyy/BuBNYPQ78pTO0xDyulkA54OuVtX9N02IcNrrdxnL6O6DVM9D5BK5BsEoG+o8H6bWSjK2EOuYF/bs8zzv9Ei2pDNBHUu2LXnKw1UvOQQRDFCqyk1Onzc1rd6HQ5GxQJU8dv0Rij4P6vBK2Fj4Emjh1bwZW1iJeauyZCPQME/WPm4G6BRpgDLm3+2kYxOtbkQX5brmr4E8sHTG1SA+ALnIgM/I9q0LWji6/22k0RFD6kYwhSEsY7MQxFA/eX1INisEG7LRiK96fuaZ08ffw+7TvKfr6nSzsPpgdwtzm1DGCjRi83SnSuqb5rkMjFsW1l4SwtuFPYg9FvL5n2Y9dZ87tgVqAL5j37+NvvoR1IODa+g4MJb9p1XoaRVnZgqR9/VcsWQsRMl+SPE8MHouMFQHmo18YSD++C4Z/3LUdL5MKq8nzpKNMtj9I8RjAnvSzZKINDEN2kEpPAvRHgl0vwA0jfEpY4/y4/hkJtsfLbE7aSXAXLDe0UCCVpvr6KBAegpG8oYRHxsTQs9DVzmqrzFB+YxrcBYwlic3l9VP275v1n5Q3aPGhRBOA52+cLmdja4ORRztX/Bblw5L/4ooPpKkfOlX8o8grYxoUIbSwD2r3x1Z5iN19wSUkWN4ew23m91+bl+nBNC1vfbb1TQ7uyuaXALaf24v2f6r0mSWZ2C0lGwOJZXdrkXUJ9+pLVAD8J369m6Yi5O6n4TSpwIc58ENTnwVoFVgtArgKqCxijQWpvVrklpA8mKkfB5IA+MygJRR4FLHT52mK9laZGHfSpNu3RFoW2jagKGybyjpFkbRJ9Fx+rB/lrRL2B/OBOuzsS4xLw/k9hUWKTvqk5rMgy32VS1DusoaVgbLUeHlSSHnuQyYedLlfuXxBoF60CtfBehagAMiCjjGaRX76ECWQObn8NSPBryXBMlGywY3RadBGkdjF/sK0FlOLr5y+N709gLSfUPJ0MBHUt77Wg+66SlszgxJGc5lnPJx6ebtgHgJ0FgCpUsAGtgWlKMTB9NvQP7EMuLnM2fdt7ZADcD1M7DeFgiiB94zSJV5CdUX8rjRCROfD6FrA+WmgfLUZBzVl2fHwPj5IIxQISu3GYTbNWAjhKlbhfB86OUznPtG7DFcc2rlRBFPIFs/V3f2OWi4fU6vnZs3ft+FPam3FIQWdtAlNxlBRLG/SudVVnmPh+00CjzX915N4z1b6U1x7+hoLE3QoQRCuhLEF6DocQWVZr6kX6CfLmNr5nvqzT4fUeM1Bc1l5W59D3RlRMur99D26jOxA1enWyXqyDs7VSSrY15BDt/HaQwkqQn0lgDKvFoLJw8Tuowe7BIX3YnsmbXn1z23Y0UipllP3eeua4EagO+6936DXLnzKvvNUtjOeRKD5UCj5jaQCKFrrEJDqyaR8I9bvDS7N9JorwDGg+HOcBqvc2FqaSUa8RnlF6jUfXZJFjHLKM7OWwnyeLJ5svrJG3zZUpDxyxZkrFKWfVwmtvDHqvusJnAPunIbCX0a/eSmapYN7JLf8lZi0Mp+sw+M9AqQXp84b7zSlxXFx0rJa4O3O6jJnJZkAC3E7ZorVaqCbgiRDxnC1JMy0J03n7ikh6DffZwLIxeh5Gnefde5yE22ndLorRrlrW+q21bPe8e3wDQP4R3/Kusr2KQWkPRgoF94HNLjpiiRsTXf4EPX5mk0stD1nLXAxQu++xykemEA46KOtWqN27yMou3POjC+KYDDw30ZkxOBqJbTGPUjcRzQOglp8o4BEg6LPdt+q1E/VlR/Ruy3Wi1y5umZ9z+mFnpD3j7eAmjLYobiw6A0OYg+uQAAIABJREFU6w8APiln7SoMfBSi+Gig92oofeUwLSjXQGkmA/j7YNet0e/ui8glURk5xrhr/hOkFYgi83SNGWyqJt22E9Be4p43VwPsPgDHJe+Vx+yDNH7n8jaJRWnqVltgg1mgBuANZtp64HEWcNqq6IbQde6VzBWSDcPJpA7PcXvJvd65aM6cM43UnNQ1ggvj/jXSj3Fz9bxnzJVoJGeQi6/SLbdsjy3aBwUxhcqed5qm10bkZxA1fgVpVMjVks8MjMv7y4PhYAtfjqt73sAPERPAWL7yNrA2XQ5YbXHQFs670fbVl4N8uoBXkkMAZ8IPy7G2s5xbbnmNE1EoQHdQ+ah8jb/3oOvEDizEO7E5ycre7OPQbO7hwsnuw473m+u8cNy2AVYhyrZBWhZKtmutW22BjWaBGoA3mqnriSZZQLppG/TaSxCVM045JrlqaKTzfJjQQteuFGoiab7Utf3b/QIYl8tqBgZ29aMrgZZ5xn+VOgf6MqZc1KAMXccCvAyUUWFmTFPZ8cGa28ELGEuakaYpomggEr4wj9Jc+8Jl+spsxt+6fW4Te6iWKfnjNMEHKyNqf80RoRQKQ6O4nLMPKgPrDHT/d/IzkjwK/fDB5kPJls0+RdMV+fZGpFVAZxW5tVO+qlttgU1pgRqAN6X167knWkDS/UeErgv2pfFn3wZakkxaDl0by9NQCzKKLw5gPAicRX/ydKT9UxHhDKCxM6BMBKLK3kSaktGNkOnsakAysVT+s/neeyvfGWCk4k1uv5wuIWuQnKTry4i4HGhe5kHXJVGNU8Ey4pGzkeoURFgxjkRF0v38vbf/IvNuDXAHM6lHWXHdiFCyk0GsW22Bzc0CNQBvbndkM1+P1cVabeemWmaQpisTIew+3VqMBSp4yalWoTm7irx7hRVJ6jwSKfYHXdnNJA7hH7swdZT+GYgeF2QRB7OvjazERBQGgWjeZUVKU3DDeMGDphsBvrD9V9tDrYpVQJd7GcD+z4HGw72s32BmeHl4ngWaClN6CjlTETuQbrwHejOD0Y/Bffdxt/l/B4hgxhKxTPecrH+vTf1vY/1XXp+5qSxQA/CmsvwdcF4pOQ6C1cGuBrkaqdYgUvg/VwPRasz21mBmZjVp+4sbvkmm+NNbgtRCk3n9ppXPTNP+MGIf0H1cSJ3dAhgbccYTJwx2tqv3TTUD4qmDwO25nS2xi+OSwKZZ56bo8xdJdydZ8ED7VRjByg8RRcZPbaHlco3zwDr5fQ+6vVPILZzYgSM2Gd7/HwD3sZf7fz4rOQp7t64EyD5yNnhzilizsztjprkTkO6MVDsj4k5I6f/vQu7YGcRyMq5SdW7w1dUT3FEtUAPwHfXObYJ1K+1axuxobubh9Zgaz2rHPyyuRsTV6GsNGtFqoL8a6Kwht1pvMo5Jl6+1a++FuLEEjWgPn5jjvNmBcPDIESycGuo7jTTEEYb8SZp9gAfjyHiLB0tsioFMvF26DKCFaivSd0YHxSiy0PQ0Gbmb4O7mU95k/MYW5qguIv0p0LgakH1ITBA74EoHurclp3Dx4qskPciHke3jKKdvHBRdGHW9lo2+yoWT++m5SPqruMUWf9sQhvEkHO2d3NZCP90ZDQNW7QwaqDrubAPXcWQggx8dtzJqlbLKN8SK6zHvLBaoAfjOcic3wnUo7Zp27P4LOJVlAJvKzWrICQWsRoQSUDft2JppBdcngrLTpXUlKRmH76QQc3moa6u1oO2/Ie0+zavuTBR1tz3nmyXslqsaFaMuJMnGAt0OybKoyoMFRSYTurCPhvuMmSg1Ugzv6bZ+gX7nwQV1o7P3dlMuMJSb2QeQqwG/YMrzxnaTZLSROwG9ErAamBq45sBq4LqAWeg6iVG7Wn52ey+kPv9Oa4EagO+0t3bDXJiuu24rbLN4J/TSndFs7eReZlk4zoXhcq9hIVN3r6mGvS3crdXop8GjblnIe17etAspZmxILnztvORpw8QXBzakC12ilVw27rDSUnELbK/ZiDYGhBU2zD26vaMKuJmAfSSMYaOCcUl/B8QfkGIdwN2D/Xadcm5Tfwph5JwFbV5bFpK2A7oBWKOdHKlJ5Tl0Xmsm+TjlsiZ2M6lH/5GYb7/Yc2j/dde47Zfrb13DbbddUHWwhVh4Pcbma4EagDffe3OHXpnT1nUvSBUhPXtJlvfLpgsLT2sHA4XwgsRqpFjjwt7uBWm/W9i7bUBtYhEjm265ZQcsag2yeE33Eid+C8HCpsb69XAnmDi6zTsJa1oDzKefJAxFmSdLHdpe6/lw8pPaDipRa06e+JpKBGFddxW33NK2J0bfA+e1dnb2mebmpWYfeNgJCt6rDwsvoNfq7lsBrPZxl2+Z2PPjPvCmJoCZz32o+961LVAD8F37/m/Sq5eu2RLYMuy9lYC6uvdmnswCetM0QFjjPOiKJ2N70+ma8LI1j9s1yfY8wx6mY1Zy/5XJK8bZcF3IgrYkpk1HMzmwujHAO+YajNErvRGgecLjaCLL59rHRQgl53voVgOd2XJ791EG81hLiUwucmK0nA5wp/vgme7JNS/eb3EM5SIYsOZbHLdMN1zdq7bAwlqgBuCFtWc92gawgJxcnr24zRsKXrRLknFhxixJZly4dH1W1AFtXxprIHhvyHnU6Wr00jVgtC1I2xN9VAi9PmzKSUaSX6QSosGcp/Ee4ijPdcrpp+o2lhRkxNkXhFDyeejrr1B6HZrRTkijnREhJDK5zODgvU6Q8ptqaZVORuPpcgSKexSy8kNYmLxb7bXO3671GRvRAjUAb0Rj11NtOAtIVy8GtrLQZfCuUIS7GRVlIgvrjZocngH11aB6kNPzNY/XaoKnEaCoGGR+3umGs+WYka8DYKVE1wNOu9g4nHfwYeGpE62mWbR9APjohOxjJyt3M7B1GfRrwlbCRik/mmbBdZ/aAutrgRqA19dy9Xl3SAtIt/0duq2d0TJPLfUgbZ61hUEtM9YDykKWChmgZAQXCxKKHs5Xrt6KBQDyBV9zWOEN/oPFSQr6/XlXSx6tRjddg1Z3NXk3o42sW22Bu4QFagC+S9zm+iLnYwFJd3OJQD3tXAmp5klAedh7E6gXjb+SBQDe+Zip3NeUnHw42GUJZ0lwIWTfNLC9eQ25Q+21rq+F6/PulBaoAfhOeVs3zEWpn7xpgZNkNsxCN9qoNFKSLQFtBdr/aQQM/u/5nzENd/WcK96E4GrJZLdAusVnQMP/v5/emv8dqoE1v4O8ho34M3Pe0LpDbYEJpRK1cWoLVCzgwJc4pjZLbYHaAnNYQHhzDcL1UzKNBWoPeBor1X1QA3D9ENQWmNICNQBPaai6Ww3A9TMwtQXqEPSgqUIIWtoKjWgx7P8Wgrb/MwtHL0wIeuqbtPAdfQgaugUIIWj7s+y3/O91CLoOQS/8k3cXGLEG4LvATa4vcX4WCCVNO22OSVhzZUDP70oXrPcUSViOhey2BZuxHqi2wJ3AAjUA3wluYn0J01vgjlqGtJGTsOoypOkfqbpnbYH1tkANwOttuvrEzckCXhfYcQhvfCIO4GpIPeD2EXFsTvYcsZaCiIPqQGyCm4qI4+bVdUnTZv601MubygI1AE9lprrTprSAdNtOQKa8tJlQUTZ4H6QLQ0W5PrbdgB7x/KkogfOgzY2K0gko1KQe6/Nw1edsNAvUALzRTF1PNGgBSVY3G/Ra76RiDOQ2kKZiwFKagtEC6k7c/kduLaA7sRiDKWTdsobcvhZjuP3PSj3CeligBuD1MFp9ytwWuMvJEULnATSBgHnLEaZpimjzAF5TDxr3BWDEG78LGdG1HOHc/wTqHrUF5rRADcBzmqjuULaArrtuK2yz2O+z5mFhlXR+nbScKRQtpCtn8oAD8oFajX66Bg0j6Hfhxmvnc6ckxUBvCaAlSLEkqBo9cMoxLvYqQLwQKbYG9SgAz5pw7g1BktDKlO4ozbxCi1CMarMgvwPgDwDWIdXuwX67Tnlxfw4qSqsArgKaq0ialOHUTdJ2Xm863RkNkzfkzjCFrKre9AJLG2Z60xmHdeCz7nXXoBmtxvW3ruG22xpbWN1qC0xlgRqApzJT3cksoLRzIsD9F9Aas7leqxH0G49whNXoKwBrrtfaub1zSp2HAfR6voWu7zTDXlsRlG9Ef0OKp4HYF8AzJgxwGYCbJexGDukHT/I0p1nThugzUioRwF9AxpDuNWbSFOAKUCuA1tnodx4EMnzQOHtvN+Vig44wVpm9yfYFU543tpskU6cKWxwG1NwJqYltBOENOOEN+2/m9s5VnM+TGLVesnDj1SPdmS1QA/Cd+e4u8LUp7Rohg/EfT9OuHi2E7iTlVgOdNeRW8/Jap5nUfSisXXsvxI0laER7QHqcA11g6ynO74IGAPZfLij/J2n2AUixPxi9EMBTxo5D/AbSZQDvCeD/DfRLQd4EaSGVlqa4pHl3WQtgixFn/QngxYAD4keOH5UrHRjflpzCxYuvkvQgoL8ESMsfP60pVnWTuw/kOein5yLpr+IWW/xtivPm3UW6eTugvRPQCB61AbWBdB7NMZDeYcqBb2UUj4scTDlE3e2uYoEagO8qd3oBrlNKjoNwUDUcrCApZ+G4aDVme2swM2Mh4XmFFNd3eb78qBfCyPaSd17Xfacc7w9FKNRAt2WhUPMEIXV286DLvQA8ccJ4Z4P8IVLNgHhqAPu8u5ReTUYGJtOGt6dc+obu5iIStpUw2K6G8C1E7mPimQD2mADG3/eece8UcgvTEoYkAl0PxkXo/6FTXs3/+WhEtAqR3S8Xut4oLFxuy2J2dmfMNEOZWwh3pyEr3+QszZsmlpPxoVNeT93tLm6BGoDv4g/AfC/fXqAZSM333IXoLyWPDiCXhZJ3n25cAxSscoCbahWas6vIu9vebAksO48MoPv8QSAdmOPHEFciSv8MRI+D0oMB3rvShzgXgoHD0wfOtQ+TeLo1V3ttwNKjbCIL9VvYttx+C+BBAO42tGbh84ii0wDtCslC8k+aAMZneTBOTyFnLqna/cZ7oDezBFEWuraIxUjwHzX8/xZRC6wiY1vvJmmb+t/GJrnoetLbZYEagG+X+eqTN6QFJN3fhy8VwpcunDyNvN9toCX3pKuAhvuPpO3JDmOIkj0AvhjS8wAYuI9u5OlI+6ciwhkuVAkdBOFgANVwKnkyUt0E8sWAqmFvqQM6so7NqQ3u/VoS0WCy2M2AfgTwIQGMq+snV6Lf/y802r8HuvtCbn988MOjOIc4G6lOQYQVZPvC0fdF9/P33v6LlkDuGRj+CBg+eZ0LW7ttBHsG3L2/dHMyeL2W2gKZBWoArp+FzcIC0k3bAO0lSCte0N9NubjznGdr/zWcF3TepPOkrnlq+wXQfcT4vloBAxe0ziD5V6lzIBAdBOkFw0iOYwFdBvKlQ0BOWNbvpBD0uASofJpUQsQF/ec6eU7iIggPHrjO30L4IejCzk8bYbffgjiWjI+TC8kaGJtnzOdMsPFvIKxAxBVk/L+T71vyKPRDxjrdvr5ln0/RZIQcpehHZxW59fVTnFh3qS2wQS2woP+iN+hK68HvNBaQFI3YBzTvaormQO4c5930eueiOXMOSUscmtikrnlk+wTQHTdXD9LJLrzcSM4gF1+lW27ZHlu0DwLd3vdjypOkaXptRH4G0jmIGq8GNJAhrksAJ0BQTloaAD7bK7eSqE3RBue2tarsZRogWsTBQtClxpOQ9laCjT1BHDi8cl4Jpf+FqHssufhKSduj390XkQPjvSdc6e8hZWBsyXBz3FNtgd7s49Bs7uGiJC7hjveb67xw/MIR+/+WnV632gIbzQI1AG80U991J5L04BGh5GnYoW5wSTcuM9lCyea53M32cqdqUvc5SPVCEM+dkAR1G4STEGklEJunawlTliz0cKTJwWB0EKDBZKTzQBwHdE5CGr8D5DsHAGotiFMhDZSj6EqAOxZ9aVnlmzhjdmgNtj+7S+l6bkGqUxFZBriq2dHSUYiwHCkPAfn6AfD2QwjHIXJesdublbR1CYz3AdAcczP/5ME4WkG2fj7VDffj75SHrl25mUvKmybzvD8idH3RtPPW/WoLrI8FagBeH6vV54y1gHTrjug3lwzUgho71FzNPEMfJnSh5JZ5tiP3BycNJM3ujTTaK4Du/Uf35XXe09VKNBzoWj2yxwt1n41UBwePd4BMxEpseDzZPFn95A0gjwBUAlQAxPFI0QBxSGVuwjKui2xf8ipIVq606dvQWvQbgBVvH8KXAHRAvH7gY+NKSMsQ3bgcuMfrIb0BwAhCDn0X1LHkzMrC1lqEfrIvGtwn7BuPKn+y7peBWGH1xmTrR/M1mNR5KPpha8OHru2/ad5911VrwHurzKOf7/x1/9oC4ywwzUNYW6+2wEgLSJrxbFJWUqKMTarsPY23nO0xukSZLFnGlZSYruy8m9R5MVI+P4BuNRs5H01rwMZJgFaSrTMGJ5F6B0F9y2Ye3q8UPoeIJ5gnpu7sc9CIjhjO+KUvuZHeCrAUsuX/b++84yWpyvT/PNVd1XcQzIi7phXMCUX2Z3ZXMK0JDAxmDGAAIyqCkTGCCpgTGEBMKKhIUFdcMSvCqiAmFBWzrCJh5nZVd72/zzmnYod77zB3qMF5zl8z3VV1qr91bj99znnf5/0rYL8FcNdGn5OzzFmfeTXNOpbdYwYweU/fKkw0msvP5yDHexFxL8AeMHHT38I4X8d44Us2Gj4eUeRmxC4ta7KdXewTH9N8w5xfdluMrz17ILjnyFKMp57jSgaPmfUrF7Qgxi6ifnK/e96lflm4oBVj14/b6gfcSvrXMSJQEpAAayxsNAGz9CiY+3KdmCXNv9Kfw1KyM7cYnwWkZ22KCYeZxUDqRPfBIB8E2JxgLbvQLy/n+amM13x1WnQvvyEwcEFVLpq5ZS5hZpcxio7CcHw8FxZ+YWY7Ic8OLWbGzUv9EjnWgdwetCNafbj8YMuvCbCZK3vOxF5yUxyzqahqYNZrK31ms0S8mWo0aboxeW/fhuEiEGvbnwsvwBh/QwT3Q6T9g8twPKL4UJK/9Pvuee5WClxg2kSzP8KcmCfvJelMW1rNbPRQIC8jqueZYFzsZ8bj/GT2F05eKZRZxwVryyLi3qp88hWuUNg5YPQ1Mn7hptyDzt36CEiAt75nvkmf2EbDtYj4ySUu4r7gi6VkOwsjO4sLCxdsUqdhb+8aQLoncjwYjJzozvP5/YlfXo54Cpl8Z/aXbeqiZ8s0ookvd/spjO9EFH+E5KXeOCJPDwX5qqlrkYcC2QeA/uEwPL6tIHgXCGdU0Qz4+jKA+9fH2e+9h3FoTaF1+9CTzl0rmcWWl55VUrApts1Uo8mZ78Q94iegfQrGV7T8vQ2fRBTvD4yeC7NDp/XVXoMocUJstrh4awyiZ8Lglqen08joIsjxvnnR62bZAwArI6rnWWJeGsTYTkYv+RxJx3OTmi0u3gJ9t3TdjMyfypOu+8htb/YHJ2xSpzp5qyIgAd6qHvemf1iz9K4wfL9xpXMnjBDO3vRewhXM2zZmj0BuD0YUPWgJG8cfgCyWl+cbMZgtPjikEeEJM+7xjLBHOfh0+Z6N0n2KWV57L9lwHKJ8HYA7wCL3Y6ThJWw/BaOjYfbSln2h2cdBNiOGzwUwLwWqFNtZBRGWEuKNEekGgok93+l7/QuIQ2B4+sTS+2/AyInwT5FHrwbx5AmuF7rVAfaTY4vnuR3y4bP88rRNzJzDEz8Z7L2X7J8+bwyZZf+B3PYAfUT1jnOOW4TZyT69KYixi0RflebHf71s7Zav62dI7Eomqzb+V+WGdZEtmoAEeIt+PFvmzVm24b7o9wdA/7tulriad2k+MCl7WEgXojPHmO09TXwHOU9ClJ8yz8yh+NLvYZw9CT26pebpikXEcQCPIeOvV8Jr2b2LWd3k8d8A83XkwpfNskNh5pZg6+aXX6PTYPlHiupHxS8JHAWiuTzpjCKcqUjR7KKGk9avABTC4iKyJ8w8gKWctGa91xDxhr3kdJ6v2/Otnaxs6p7HYLQXkN8Lhhe1P7e9jr3BK80W7w/z++P3nhgTZ4A8lIy/UTMePgFGNyOePNaFR52FMd7HfvKBpcaWWXYP5PkeoTAGbzPnWAN8PrcrFuHEuOV+tqlj18yuCYzuhtFoyHjN1zb1ejp/6yIgAd66nvcW+WnN7CZA9pCG6M6rTnMmLD8JEU4hF5xQzW3eCMKnEdHl795+4sAUZkciSj5E8ue1KNi/Fvu8+7WOJ/8A2LpgMDG8HYzvnyi2sAh6UUrhArbq9jeQb4DZWxqvOYemmwJlBHRLfN2s/28kr2tmGcnSZau5pLzSGfCG5V3D7EcAy71vx8EVx6hFmHwxzF4G4LrV/RP7AXYJjO8G0NgG4JfB/v4kf2GWPgPgq+FTglo/UI4u9oerVDLLNuyGfs/NiNv7zP40+z0YvRfou33iJQt3+Jmpnxl7MV6iWISd1hDjP2+RfxC6qa2GgAR4q3nUW9YHNVvcCYge3BDdOfmg9qWwvByfQi+ES7fwRYwyjWgy/elCEEfikiuO53Wuc0lLG8bDg0Na0URpOtrhQLKO5IYQKe1nt3UjvwH4yOcHwuywxju/QG6vQMT3NATsJ4CzxDTnNV2231TFI4hvwsoqSnY+wDJtyQnFZEBQU2BniK3/0VAKYGNWDZePW1puOtF1AWwhF9nsBJBuSbXct/4bcns2Ir6ulUdNHgz0jwdG74aZy+Ut2xXIsT/7yXFmtgZIXw2jW4pvNrc8vI69QZNVUfyCzwL9PvGkXWcOw/sQ+S2CHy0/BoZ3RI49EPn0JrdMPK99OaQ3+ZmxLxahJgJXJQEJ8FVJeyvvy4bD2yCh28stl5dnEyFPxthOQm/xFPKa/7cSbD5qNh+7Ge+MiFt8E7m9fVaAjNloL1jugojaFXnITwFuuXnwY18JB6M3wez5rXsh3komL7Tx8E0TZhzfAePnwbKPNoTrL7D8eDA6sHGNRsCTW27OXVBWcR+tAC1X1GFiKZ4usrwU5VkCXZ9D/q5Rz/cKgGPALZ36bNhPwPDY6p6MrwF9Lm8ZnPYLMH4CLHs7gLvXx9mb2RscZOPsENDeMMHlPWSyf9B0V4c5crPhvSae4/lgdCjZ/1TzdbO/XQvYrswnnpHHzc+GNKbpVLJZ48Rs8dbIuQdI90NhskRk85SvhZlx34lxq1jESsafjhGBK0NAAnxlqOmcFROw4fAOSHwAldvPbUQA15cwQ043y/Uz3Z6b6a4oaCYUXM/KaOZpb2LDCYj4bjI+c/KGQzCZi96dsEYkzgaidWT/80FA0rv7mWGr2pFbGu0dSPZPsHH6ARBPq6/PU3H5hn2w7cIpDcEa+z1ggxOxsn0Z4D0rdyniY41Iahe9XYpdc8m5IcR2AcDC8KL5b1+BqRRrxzFYSxI/h5WWkk5ofPUi98b6MPPFU4oby8FoX1jultJLt7Lv4PLFh2HbNccC5sozhmb4IHvJ04PNp70b1oz4th9gHO3POP524Dh6OJC/GtbKh3bvnBL2h6eDl2yUur17J8azhPN7RT7xh1Y6GG3DhptjoVeaftxvifO+48U4zU/mYHD+Sq+v40RgYwlIgDeWmI5floCZS/MpZ7pzq+I4u0YXuXwSkDjRXbEJh9mGmwF9txzsjDOmDRTIo4D8/eTgp9PCa9cp9nmfN/HeJSCcELyt0pdxegCId7aOC7Ok5wL4Eyz9FMBCyLzIHUcm+1iendISqtwej4iH1BGz9icYv9hwy3LLwq44QAj6Ik+BWemZXOfmEs6/OCwPE66IQelWNfsYoBHsxdOAqoiEW3p24hyWot3ybnCIKq/3LTB6i99vrxpPZRQ/zCw9FtaMdnYBTomb3faQZ+8G8dQ2LxxIJkdVTC19PgxuxaFttOF+nIT84akgKbNs95DCNGnt6a96Eczeh2j43pWulviPvH79jbCm77zB3Z6xsyqd3Rxn+B8sJy9X5GPZPwwdIAITBCTAGhKrQsBCWb9ypjsd2Rp6+bsX3XF+EvsLc1NN5t2QWXq3Rv7uRJ6sM3ZwgVWDD8yLdDVLn1d8+be9gelmprHb5/UVcswu2x6WvB/gnhPi+woyfr2Z3RCWuaXT+nOSR5HxgVMC5YKWQuH5uki78fWgvby6trNyDPvPrjnv621gVeDYVwCfT+yE+ZuN2aCb1YdZP/lVmIXyf81jyC/DrFx1cHunzjYzLC0bjigCx0Kv7v6cb3PZCGcq8tNWUFn5A8OyI2HWjOr+BhjvRfJPNk6fAeJdLY9n4gRg8YDSfMXMrgtkbjY8+SPIjQ/3I6i5UtDANLwd4FKY/BL5ZAGLcTD28PvE523MoA4mHFXlpofPPZc4L5RR9JWb3I8bNRHYJAIS4E3Cp5PN3BepX16u9wfbquWE0RljnHhlfHy9VoyGeyDyRREmihv4jr4P2pHk4OPznobZ6GHFPm/TDjLMNEN0c5XXbJa5HxFfmLjWj0C+kIy/EvY0eULL19nslewNXmeTwuSClcb2Z0Sol0kN7wTdrL20cuSJsDytcoTJt03sNbvSimXZPeeDHJZOczsFUbl8bp8HWApHfQzc7M3vbYeochdRbLkTL9fOBFxkcVnByVtpngrDW2sRdvu20U6t4LLyh8Z4+AqQr20I9vmArQ175sM7FlHSjR9idhHY25/su6V534ofbW78TFZIOrvYH66ObT4PM7s28tGzQPdZeLOp5+5qMmP8PnLhSxv7FxrSiioxdqsbs4MD3ZK+F+PRkeQ1XLlDNRHYaAIS4I1GphOqL9Dx0DlEtXNhw5uuZOCJAE4iY5dfutHNzLZBnpXRzDNm1M60IXKzzimLyfoL3s2YXDrMZIqL/STMtNquRWbZy2HmIn7r5oor4OLnkv+63rLsvui52VyjiIJhf/aS99ikIIVKQcfBfHH40v3p28jxHv962XJ7JCJ+ppCki2BuLxwvKP5/KkANXbS5AAAgAElEQVQXMV0WhXBVgcJ+qOFjYOG+ZfYxkKUTV30MkAP554DokYXivbkVLMboqbC8/nGQ48kgXCGLMpDtr2B8F+Tp81vnlT84xumzQbh0pKLxzxhjLePY58PaeOj6e3GbJ19Pxs5Vq2pmw7VhZYLtMpF+5ux+IM3fhzUbPbn4UXGPGYPsO8U+sTcC2dgWvM7TPXxENf1Ww3SxCMOx7CXl/vnGdqHjt3ICEuCtfABsyse3UfqUenZnroD7iWGmm7iZ15VqZrZjI393uqqOOQGzdy79peyLRLiZ1cETNzEsDCEmUmAWd4JFzkKwUQGIlzo3K/YSZ5PoZuFOKN0x9YyosB60SSEqg5Py9Ixq+dhZTWa2C2J+tvJPdiINJiBCdHXIGXaCG/ZmycMLRy33v1+BGFZ7wGHfNlQmav477BO7NJ5g5uFSo3zakG/fh8GVUty3OO/jgP2uIa6/BOP/B8vc8wszS/JkMt5jKtis/OExbU06Qm5r2R/4HxVmo0fBcifSzTSqr4D5/uRCq9yfWXZwYYDSTkMiDwP6botgbtEDb1fpZ/d81NTAI36D3O0Te9/pK2XE4WtYu2IRToh9epNzafMf0K9+XKnBrpO2egIS4K1+CGwaAMs2/Cf60V/d0uOmXMksu2ejDOCk+9XfQR5RGDIsmZZklu5XRDdPmEDkxyDKDyW3+X3zPos0pEn/3v9xUctk4grSu6XSp8NQV+8Je8VryfiMaW9s+xyjwZ5m2WthVs/0SGfUsV3tm8w/gf1dLM9+TPp6tRlye2LLZ9vNxuk9mN1NfAL0s+Gw9235EWAUHKmc0Uc90/wHzE4HGVKLnFtXWKUIs+jcHoOIld0mMtsZcfTFqqyi97fmWbC8KhsI48vYi99o+fCzraCz8geIC5ICToDf2y0asS8ZnKzMrvhXWP/drXMBF4S3PxlsKstmtv5GyKNDfSR2q/kqSG5/uGl0MjXkzOz2yLMyn3hy+ThzM2Kk9j4ONnG8jhYfil60I5m8Y1PGvc7duglIgLfu59/5p/elBL0/s4Vl0nY7DzmOZD9ZNtXER8oCbtZ7n4lrfKWY9VZWk9WX/Th9P7yzU6PR3kwODqoFITsI5sw4qlcuALmXi4gN0bnmcnnL5oKRdsN4+F+ukHx9Cj6OKH8FLKrzSw3O4OK6MHu9P87XEfaz0VD0wUdC5xsAV/rPqRhfCVq55zosZrZh+T8EcblZbpg5mr2y3p+1TwFRHyj40htj3BdWpBMZjgTwCxDOMCQ05jsh51Mr8Q/3cz+g/01Y5oLCmsFn9/c/RFzku7m+ytQof85LyfhNDZYvnTArCbP3KHYOWq5yU43MsvsUP1ZCAFp1b3TPcZ3rs/X6xH/M/nFd5AuuEpNbJbjp9LF2otsTJ+Pm81vqknpPBFadgAR41ZHqgssRMPu/awLbPRHw/szTe3ekq/N6JBkvG0RjtuHmQM/t8+7T7tfcPrSbMU3t/1ma7oI+XB/Xb5xzIXI7iP1GMQYbHg5jJcYAvltE+15UpFqdUc36iPOB2P0IiGCZy30NX/rEz8nk1jZOj20UK/gWo+Relg9/WqVRkbvB7I0AXKS3O++pMBcpXQiayzU2tx/t269g9pFq/z0IsCupGJadW8ea+8HwOhg+XJz7LeT5YYiionwfrwD7O8AyxzrYUBqOY8+nU/03UERRu6VtxG6J/tpAdkYVhOZXA2z38IPEblJEh4fP4O/F3kQOKjcsX0zBL0lXLl/uqB+C3H9WvIBZuk+xovFvredLHAuM15FrLlx+vKVPKSox1fdV3R++VfhO1/vyy11Q74vAKhGQAK8SSF1meQK2uHgrxL0nIjJnnjHtcmT4EEZ2JAcrSyMxy15VzJLa45h8TbFn2JpVeW1xPsVu1tVq9mlw/ILm8rSN02NAX/2naM5DOHGpNuuD0KRfqWd7/DOY7+4jgMdDt1Rcu3GRuwPjCBb9d3Wpcf4g9KObVik+dDm6+UthdBWSCuGK/x2WuaLvpZA9BlYtHX8dZm5m35wBu5limP0zegwsr5eZGd8JltUWjox3hGUuSK7ca34xRuNz0XNL0WV/+QOAwW9gmctRDmYehg+xlzzNR4JbdEbDz/oCMNnN2Tn64LmQH/2QGh0+wF5SLSkHZ7HMGXc0+Ppl9Rezt9CuqeyfmUXFnv5kSUgrVjdes/zoc9fJHljkE89abXE/2ErfaVcOUk0ENjsBCfBmR6wOfPWkqPfEUBjBeQS32nqXRgSkbye3++tKaJkNnYC7vcqJYvD2UUR2KDldf9jPum1b52jVNl0gDybjaonZzPqFgNQ5wIaPsJf4UntBYPwybDmbGmHM3V3krwWTiUYaD99Axi+3PHXLpmHZ1nA8e8mTLE9dpHAhmPZ4ILp5tRwNcyYdH4D5oC/XzvFLxGWhB8MnAPtZS4CdIQkLS0m3rO6WuMugMtpaWLRPZQ4SKjOtb/wQuYBRcksbpx8B4YpXuPYNRsl9bJQ+GZGbbRbN8Ez2kveHiHBzy8DlPqtbHXAi7OoOw8bpcSDcrLw88bPFD5jKcMVG6b6IfBR1WXTC/Xr4dFHUYWosmC3eAjld5P1EOUn7ZRHVfvwKx88dkXvfabc8Xbp9FafSLe+XvtM/Wcn1dIwIXFkCEuArS07nLUsgBCi5L/QqR7Vxjl3gjDPYW6j3Hpe5og/UCvu8D5w49NvFTGjmkrW3SjRz+bHN9n0X/dtMY/KlEIPBRr2PXPg9VzKSD11qUD27y+1RLuLXQgnDxj6zfYnR4EFTM27Gt8B4eCtftjC0cxgld7U8OxOw+/pXcjwDPe5YRXG7wKHc/gjS1SAOJhqwyycEeNvKWMMFXkX8l2LZ1e3FHgbYrxpGG19llNzP8uyPVfBVbk9AL/kuLLuggkQ8M1SASt1s1Qm6ayPQdiEH5xaR4Q23LDuN0aCyqjRLj4KVKVX+3K8XS/hVFSIfNGWjd1ef3R/G3yEfH8D+QrFM3n5wYSbrbETR3r4g3fN3+8MrSn0zs+sBo2cV0dM3nh5+/FThO+1+cKmJwKoTkACvOtKt+4Lm0jPy4ZNAZ5wxsxLNmWB+JDn7y3UWPbPLbwgkbp+3NJEoD/tz4ZzkU4Vmn5u9LuylNloI/Hk+yWH5alFm0IlvXZSBfCUZVykmU7O6ItLX7KI1sB2c+JZGH38D45t4qcTI/dAIEdlmr2Fv8GrLs09XBhiGAxHFJ7eFb3RTID4aZmG27vZ0c9ytSjsiDkRu12oJcMR/IARUFYFN+G61Z+z21K8Y7oNtkj9VFBjfGHm6X53Hza8xiv/DxkO3n1wGgv0B6N/CV4LKh/8LsDQE8bPj8JEmIsQbqwXh/ewVsCp4zL10Pmh7TaaR2Xh4ONjab3cnv5G9gSuHOOfZps8qnM3alaLcDxak68ht68+7zJ+ljdKnoQdXFrFRp7k66Zugd9ha0Qx76/4G0KffGAIS4I2hpWOXJGDZ4gPQ4wfahQuKU1yxAR9YNW26v9RFzbKXFLOdtgmCS72JEucdPLNwg5nduAgsapo7/B+Ig8mkTikKIuEibp341l/kIUWmmp1PzeYaEb5m6dthcP7QodEe75y5zIaHNcrxXQjGOwHpHWAs9mP5B1yxeGdss7AP6HKCffsKo2R3yzNX7SjYRo6wC/ouPago/ZfbY0HctiXAhp8g4ieKGzgZIzsUfe+E5W7oL4ziHSx3gVaFAxdxAJCeBEtqF6cQ6XwmLHPR2mGPnnY4OTjYsuwe6Fk9szR7C3uDl7hDzCYixSdXDSx9Nqxp2IE/h0jyuBWZbjbaE2ZuNuxKJBa3zv9Bmh/AwWDmcrCZXQN56pal24YfPs3JBeHFJdcV/fWaZQ8uZsS1x3d9pltFONwtwa/oYjpIBJYhIAHWEFk1Apanbpk3eBKHlgd/5o236zMbPrpwsXL1aRvNTir2++qApYlPYDZ6ZLuQgJcJt6/64kmfYLPhnkDkcljrfcjcHsv+4JPlZadmcY3IXrP0SS5quLoFw/vZS54ZApVYexLneAr7ybGt5VyzN7E3eKnlqQvQCp7NhgMQ2Tdg9DnIrmgCo2Rby1MXkLWrf4W8L/J89/YMOHIR2d6ByhluMEr+3fLUVUYqqiHZzgDvA2eFGToKS+Tj1Bl6BJ9qs0+yN3isjdJ9EFVR006E7xAsJlNX0SnMsv19RI8m+34J2iYjxidXD0bDvesfCP4zZEDurCudMUmNz/tspy5KuhkotVjkDM9NRwv2lz4uoG3EQZxbuGm5oLMVN0vTnRH7GbFbdWl+T17MKNl+xRfSgSKwBAEJsIbHqhGw2pryIlf4nkzqgKQV9mKW3gXmonvLcnnViT9AbuvYb39hT17WxkOXnlMGEhVCMW1/6EVjlD4dUcNgA/w7xuO1jBeq3FCbnL1ZHdFbLFu7WWFZGOJsRokXSbPMiXpZA/cMRsn9/fK8Za7wuxPFHIx3xoYNf8dC/3e1qLlZcrZbowjC/zBKdrM8+x1gN/LHpfktEdMFtdVR0JkdjyT6RfGBf88ovrHlLlK78I72+c6jL8L6v230dQMguzGsnCn7a9+GCws/szx1DMrqTJ8i47Xhc6WfbFh7/hnMdiGv8Qf/3mTk+OQqQrZ4f/R6zl6yLoaRY1/2g2FHW4j9ykeVQ+zfoysW4XOGx/OGk42GeyLyXMrl8uJQfg70vt8uqnvFzcy2R54Wxh78V/dc2EvqwhorvpIOFIFpAhJgjYotgoAvxJ5v+2pfN7fdLoXl69hbqGdeM+7YhsPbI+Z3qxlf+ML+GcZ2SGmL2PqCHw8P8laPZSNc8NHa5he0Tc7aYJ9lNKhmZmbZaYV1ZLjKcLwj16y50Ne+tbwOICLvQ8bfaO2vlrm248XnglGo/kN+jXT7sKkr6xeCnoIN46GwbEM1E2Psll3d/dcCHCVvgmXlcryB8RpgdGgVyGV4D3vJ/pZnXwUsVFHKsR/7yTGWD10xh1AQgTiKTA6cCipj9AhXI9ns0uvDBq5En9vjdrLrnb9KjJYPP9OqIjW1mpC61CdXzKK2GfWWn4O22NZbAy5K+g6NZ3dukTP8jaUGro0XDwQjx+eareMMRyG6fB153Y1ONXJM3HPcIv5gdBP/FAQkwP8Uj/Hq/SFsnD4niIkrC9dohncVNWIvXvLLdjL9x+sCPoYofpErkTd5rll2WMNj2Yncd4HRWnJNNTs0P1tr5O6GCF6XZuPTaGw8dBaPLhI3tGBd6Wf8ZqnzXA4BWY0Zk+Xpr+q9VT7AuTBZM6ra8AL2krdZnjojj1BditFeGI7OQVK5aP2FUbJDY7XBO2GxNzjU8tRFF4d94zTfCYP+LrDc7W279h1GyT3ay8h2CqPBw80WHwqLyspDG8B4B5KXWdMpjDibLGf3vrrU5+vPXqdyhTQun6ZVR5KP8we0VxU23BTouxWChmEHDyfjSe9ul/YVF3WG29aUIYL9LUuPC7t+Ufv5gPZxvDgwS9q1nq/ef0a6+6shAQnw1fCh/bPcso0WH4LIz1ImIk/tdIzG65hs42a0c5uZDYpAq5C+E1paBFpVReCbFzBLj4YVxQiCQp5e5KdWwVzFMrgzmiiXSs8vxNenz5iNHgrLG6Xy7ERGA18qcSIXeNEFXpH8g43TZ3of4tBnkaL0j+vC1vylykVlfBtfScoyNzsLtpJuuXnQu2Ejxel/GSW7zBFgF3RVmmvcB8Pxn+plaQzB+FrA8MawqJFqFF+b5D8sT11JxuJHQ34QewtvNhe9HQKyinKGeAGZvC18zonocvI/ydjVKHai6dK5nAgXEeX8O+jdsqrlXx88FQw7nL91aMQxZNK2Bi3eMkudE5ibDTcKNbh4gGx/ctsqrWnWYLF0/d3Q77261Vc48HvI83XsL5QpYXPHmt4Qgc1BQAK8OajqmksSsOHwNujTLTeHggF1+1mxzzu3tm956HTerX/nW84TeTK6thCFPjBys646uMfsePYGDbMIJx5udtZzVovlEumfQdutTJuxECT09Ybn8a8ZJT5i2BeaD4J1bX83ZoewN/CVlyxPv1PbTEZPIvvHm6X7NvZ6v80ouWcRkV0EUzHs5dpwb1gZ4VzMWpulIKsZcHMp2R5LDj7Z2jsm7+vYmKXfghU5tDn2YT85rnUvxC/JxH9+Gw8PBuksMl27pPhB4YpRuM/UqPZk54PJXUim4aMPbwejE+EQWe6X+Me7N1cZiuu39+zpSjP215YrDc3B4a+J6F0wawT6uSINvs5w7b09Z/TZaPi4Yn/41q1DnLHJyNZxMPip/nRF4KokIAG+Kmlv5X2F5USfMjKZ25kVy6ihMMEyzcbpkVN7xYZ3IIoPnPnFffnlO2CbxLlK1TNlw9vYS4q6u6FDPyvDyEUTF37MLlIXuzcFfcLT2QnL3cnEz9TN0rfB8Lzi9s9nlNzev+4q50TVEu+PGCU7h+Ozk6ofBMaXsBe/xSx7ka9uFO7oM4wGjzLLDoRZsGg0vI+95FkzZ8Dj9L11rjBfRMZHWj48qYooJl9Mxke0RdVOYjR4dBDU4R8AhhQg2hPJwUfD66mrdBVms8TbycSXTzRbvDUscrPukCJGfIBsWk5mbhna8QwR5n6pv7/7ZOqYjdO3ViUZwwf/Gtana7nt7Jmt2fCNsKrEYvnwDmdvMLWEPWso2Xj48mL/vOHA5T/QG4rUNvfc1URgsxOQAG92xOogiJCPOHbLzUXwTsHFFRhIx+u4pt5/nUfMR6Ra5grcN4z5vUOUy+2daaZvZrct3K28GBZC8CoyLisLVS9bPjytvSRqj2ymydg4fa4ToPoEO4y9wSFBjNJdYWh4N0dryb7ffzXLTobZw4u+/d6lma2BZW5vO4hXZnfiYHCujdOPgnh8cewhZHyYjdO3NFyuXsXe4LWzBXjoqiAFX2TDEewlLy5q7IYZrOFj7CVPMBveFsbzi88xAuNrerON8fBVldtWYUUZ7n+0FyyvSzYS/04mbsnafe59GoUeqsCukpFP8zI3q61eOZ3RoHYSK4eBZa90RiWNZ//jwjVrdv7vaLhHsLFks+zkmaDtv1St6OouNmy4KZKeW4V52sR4uwg51s2KzNZfsgisNgEJ8GoT1fVaBIqSfa8EECJv6/ZVjMfrGK/56kqQmY0eD8v9jKxu/Dyy/GAOBqWYTPZ97xCExBtWbxAHkInbS2wfO5m+NJEeY9n6e6LX/2bz/p2dY/WFbtnnYRYiiRGWif2/LN0Zhh8Ux/0FTHd2Dk1mwyfAWDor+bxdf3yeus8SzEPIB5PxF208/BjIx/nXivuaKcDNtCqzj7M3eLxZ9iCYfaHo/yeMEj+TtXx4NkBX3cjVCH4c+4NPmNkNYM4ApGjj8e6M13gbxnakNE8h4/CDwi9TN2berq4xY7cUXdWHnkr3mrH0X7DaHy7wrmr2JxeENi/yONyvt7H0M/jQOAxR0v2yclT91ox/+XrWPbc/3Mpfd0ee6Uo6Llf2cMmL600RWIaABFhDZLMR8KUCrecif5vtt8UMY0VfkMWX/6cBNr5kvbIdyt4geCPP+mK10R5FBHC9zMjosWS/MtgoT5taAp1Ii/HVeyxzJiOhXB94GaO4Sm8xG66Fsb4usWvp+GXj9APVLIs4gky8Y5ON00+ACFWTyJeR8RunBJDpDV2AUcvghNFDyP7pMwXYRv8Fy8uAouD3bJfvAGtZULoI57+0ZrvEx8nEz7rNUlf0IVh+EieQib9Hs/SuMPhZb3jP9iYHflbsqxVZ5pai/dI6EGwtm4/FJtO+ZmwBhGuN9oblhaOXv0IWRHj+Hq+Nsxc3nMRCt4ZjijrDK1pO9laUYYWmXTuY4x1XUvJw9ijUqyKwNAEJsEbIZiNQCIpL7SkLxb8e/3vuOu6668q+FMMeo5sRRvVN2nlg72Cyf+q8Gy8iZpvmDpcU1odTxddtcumT0+kwZumRsEZ+MqM9yH6V52v58HyAYdZqeDt75R6pXQ/mCh4U1X6Iu/i6uU7a8tQFMoVgLeKuZHKOWSO9h/gxmfj8V8vTnwG4VXFsuMasICxL7wxDGWn8c0aJDzYyS8+DISzBM3o42T9lYma+vliGHvs6x/U1nNDelgzBSTZO3waWe9z2E0aDyjfbF8owq1cICpevlghPp3/N3gqw7P6FNWjgExg9nUzm/mgzy+4VbCxxp0af5xU5wy3Ly7nj5vvfj3GXO7r0stI7fIj16c3m7UVvtj8cXXirISAB3moedTcf1NtCwu4FjI8mF5yQrKjZeHgIyDe0DnZF5aPhS8ntXOrOzGbj7CWuCHzjzV9ihLVMksIXuX7HLG0vec5Ig5lYKnZq9iH2BtW+YWuPFfh7ESX89yB8jVQd4qNk4h26bDR8NKKytq/9kNHAuzbZOHsNaG653gnOh8jE92N5dilg24XXfY6um8G6YLbKiMPnAbeWkOtZuln6QRie6s83vpa92BdbsDx1dp7B5CK3R7M/CLaS+fBzAB8Rjq+D1QonLxflHdKzSL9HXRK18eKLwKjOzWX0SLI/YTU5kQY2b0sgTXdBH26GXZecNB7E3nxvZzPrFTnDbacq40vZi6eMPuaOIffDL4+e4X5QlExWNGh1kAhsJAEJ8EYC0+Gbn4DlqQu08nuiRbu8yO1t7A9O34eNh4eBfGnjne+BY2ew8ZvJo6eWOsnPkHHLR9hseBtY5MoEBnML4FxGSTXDMlt/I1jfCVKY4RPPJ5MqSKudApT/F7ng92LN0mNh8PWFnYiSsQ8+snx4CsBQzo94Dpm8y8yuD8uK2ri8glG8rT92hgCHa2SXAy6a24v19iQvNksPaHhAn8po4PeqbTx8XTXbI44lk6eE+2stZbv84RuQvLS49+c5US54DMHRTuQ2vy/5Wu7KOZrPiQb4R7C/y6QZSiv62x82Z2vANtwM5qwrG3niZstGO5uNngLL3Wy4rj0d0pucjeWKKyRNjzC9IgKrS0ACvLo8dbVNIGCWPQBm7Zq+pLNOPIRMXB7t3Gbj9GiwYbBBnl7kk7qCBK1mYYnTFUAo29fA2KXHVMXig5gNPwuwrorD4Q7N2beNF48Go9KhqfKBDuKWPhssKgCRZ5BxKLYQZp61Y1UzjSkf/r6K6h2P7s14m29OLBXXy8pzBbi1XH1nMvmhZevvhV6/sFC0PzAaeE9ps/TfYXA/dly7hFFSeTSbpd+DFT+CGpWfivtvmnYcw95CZZ4RItVH5wBW1NcNqVTNB1C4Zbkc4jotjMEZbPpZ2bZF/nZt2GE4hr3Zhh0VY//jiU6Eq0A5wP6EHPvPsibdhGGrU0XgShOQAF9pdDpxNQnYOH0POFHv1xWej+KDSObz+vLLjsFgo/6SJ44nk5bBRvXFHJY23Zd/ub/4Y6xPd5/c55uugIRnkMnR9Re8L2FYVh+q9lbr99NzYIUrVY6nsp98OIje4kNgUbl//WNGxT6vLd4SFv28ON+lBl2L5PrW8eT/kPFuQeCnl6DD9bOvwCyIDvOHkgunmdk2hbtWv3j9VuSCL9zQ3l+OHlburU9ELl/IKNmx/mxTVpTe4KN6f7T4CERRbYxBHjRZFtBCbrZ7DmV62CUYYfdZWwXFj4WPwFAX2SBPKn5gzS3MUPB4PczaeeeNalarOYZ1LRHYWAIS4I0lpuNXlUBwjxqdD1izqPpvwMgFWjWjYaf6NbvsBsCCE9864rYRBDV5goUlTfelX+wrujSXxPk7t3JNJ5Zg3TLxyWTcqg/bcoFqRAv7L/3R4sMRRWWQlstn3bms4NOywiRfR8Z+z3dir/lbjJJ7hWul+yFyVYD8fuzx7IUfFnMFeJx+BCyEKscz2A8/GixPXYBUiOJummyMh28C6ev6gjiarCv9WD78HcBQgSnHk9lPPlKLcKsqkq9h3ORt4+Eb3B5x9VrhwtU6xudou4pNVZrYL0HvljW1ZRA+czMIzC/fnwksrl0qJiCwdcUxfJ3hYlbuz/0akB8wWZ5yVQe3LiYCyxCQAGuIdEbARum+iFDNKoMI8ERgfEg5Q5t3czYc3hYx3f5gXSnH7NXsDZpmDtXpZrYtLHPiW/pOZyB3m8wx9aJuA5f7WszM6iXbhvi0zSdot2+aP1g+/CLABwbRrO0oCyF0UeHBjKSokjQlLoa3spf4qlATQuvrBy8twMPDQR5U9O2LNBTXPwpEcP5qRWr76OGywo8v9FB/zuwVMAuGJeQ3yfje9XvearLK9QXxFDI5ti2wjdk4cB4Yu/3gVgR8YSnqeJfpYt8rtgOmtg6Kz900C3EvnYfM1nIwmGnYUd/vZdsDC87GsiwR6d7KijrDx3T2R6COt2oCEuCt+vF39+FbVYDqb8mXsTcofYfn3pxlG+6NXnRCZZsYROU57CVzg7SmSgcy2nNWbqmN0w+CRcSwF574jiTPq2/R5bymvwQY3LjIw8i4mumFQg5Vfd3/K2a/PkjJLLsfzLyxBYBqP7d472swCxWEiH1KZ6+JikR1MYS5S9Dp82EIdZiblZgsfTIMQSDJr5Nxtf9qeXph5S5GPpCM/f54EQDm9qtDGhh5/6YxhVn2xqrcIezXYOIKT1TbBcWPJBd9Hoo5zNm7tZCzXUdLk6eT8ZRbVvUMxukBIBqVjOyPGOdrGa9ZtlRgy9azfqgfRJQ8c5aNaXd/Iep5ayAgAd4anvIW9hlbs7pwb+cURRSagVEz79ps9IjCYCOpDqA9jhzMXa42Syf2D2fnlE6lJZm9kr3B65o3Ypatg5lP4wFcIQAvOov1d3l6HAxh/3nCbMIsfYf7oRDes2o26/+bZ5cBLuDI21LuzMHgR+H1ZmR0w95yrgA3bSOtjngeDu+EmD8M98nLGcUhrSkEY70VBu/vDOJdZBLuMSz71rWJwU8ziqsZpJktFD9Ggh0k+RoyDqlR9bWfCmc3WrY5+bxTudtL7OOHex4+FsZm0Y60MOyo6zA3b6R5T1l2T/TtXTD49K8CQlU4Y85pelkEVp2ABHjVkeqCyxEws1vAMh8EBG7GfBMAACAASURBVLr9zQ2HkNfyFXaWamZp+8sc+EdhsDFXuKf2Defkkpqld4PBldMry91V+7D1d/TiLWBRuO9w7xOBWd6rus5RbjhiedHIU1cGMOw/h+Vv56414SPNixnF21d95unZAIJlZGvJem4Q1r0bpQvPYZSEEoNB5P9a1Vxu+Tk3Z+b2O0aDyq/bbHgnWCncfv+4vdxu6X6wYo/a32N+S3KhLncYPt/7YChzc4eg7TLLr3kqh3uJ/fzAzUfNO7/tazWeydPI5EPLjyUjkL27dv2qZ/7Lnav3RWC1CEiAV4ukrrNRBMzMVd3pk7xoJSeaZS+G2Zsbx/4KxF7OQWre+RPFBdw39swc0iItxol4WeZuyCgJy6aNZuPh8SCfUIhhaxnXC8J4+EY3kw9qZ59kb1CVW7Rs/T3Q63+rkMILGQ0aUcVNQxCexigOucBhBvzHKkgp1Bb21p7zo6Btx6IkojvqT4wGobpREOBTAQtLuxMGGNZMgWrU9i3O+wxgexaf++1kHGbL5XUtq5fPzT7K3qCOVg5L2T1Y5hy67lhc46tk3EgPalxrMpd7iX39gDndBQYnwhVPF1TmCl60Ht6c/5hlD3ZVl8m43BpYyWk6RgRWhYAEeFUw6iKbk0BL2EJHZxWVcmZGywaBmtgnXCJ3tFVtyItTe68zfNFnD4TZF6vPOfuYv8Dlwfpr1Ck94X6GbwbpfaBhOIq95MBKwMbph92+byFOrgBAcKoyG8CyankbjLdxVYuK6005YRXnuCpL6+v7jBdIDovP8BpY4bRlOJa9YLwR3kvdbPDZM++vXdAhLdy4LqnPzXaHWZ3DSz6IjFv53FP1m2mHkaGS1GSbyuledn/fblZUvKrNW6yuVLU5x6auLQKbQkACvCn0dO5mJ9AKQgoK9QXwkrXk9pfN63xqf5A8iYzbxRxK4QlF2j9WXcvwTvaS506JQp662es9wi3UrlGVCLUF/0xGSaNovJ/J1n7REwJleer2ZoPDFqNHkX1fvs8WF3dEEjmnLb/fXBpo+P/N2QP27zVns2m+ExcWwqzZ2YJa7u0mAVR1icN7zapJ9itGg9oCMiyfu5rHIYLceAh7tQVlOD/9MKz4EQF8m1FSFK6oSU6tYuS2J/uDOl+4Ad0sO7Gd273MPv9f/7odrnftEwBzM9oCGY5mr06rmjde9LoIdEVAAtwVefW7JIFQYSd1pQSbBhuVn/K8k6fctHyuqC8CP2XYYGa3hI2+0nBt+hmjwW0mr22WPguG91Rf6xzvNFkhZ6Jo/b5kUhWDmChwcBGjpKq4Y2bbwZzXc9Ea1XcmZo1nMUrKFKplBLhh5dncN56sThXqAFc/ZCxPneXl9f2dkPck429XWtbaf7ffMBo0ajI7AfaVr9yPhfCdQjybTN47xTIfnlg/Ux/E5koXTnl7FwYrZ7RyvBsR2vOff3o8DGGbwDc7CUz2WsrMRX+KItAVAQlwV+TV71wCwc7QeQo3agiTU3uPM4TS7Qe6vbwyKOc8cLj7PKOG6VlWvC3JK5rXNbNrFHuqIT+24d1ci9NwDxiLNBr7GZg44w2/7OslYDx8DchQZGFihl3USy6Wb+2XjAa3aFx3bxiL6G77LKPBIxvXnLkE7bvIh58BWOzZ2mPJQVUq0fLhBQDLQLCJtKL0GBieHu5zer/c8rSRwxztQ/aPa7PKXgWzskTkn4vCFBM8XXnE+JzKchM8kVFceEe3n2iRk+1yt8tc73+A2G2pff9w69nbYPa8xtXOLLYsCk9t/fGJwJZBQAK8ZTwH3UUpVs7DFzwBVgTshG/UJWv/hkP8PqAT3yIYx/6IDLvPM2gwy14Gs9dX4GlPIAf1UnQtnvXeLdoCWYlhnrpo5rDkTL6CjOvrhuVbF4AUUl7y/OHsL5xSC2l2CGih6pPh4+yFuryFkBwIsyOK997NXnLAigR4nL7LGUwU9/MiMj6yPi/9GIjHhWvyZezFVd61tSwk7aeMBqHEYs3i5SDLtKzZy8xNgTd7C3uD4LLVvM5k3q/xJezNDpoKucTOOpRlMNmvwNi5l83d//cfbTx0ZQW9CUnggHMBW1uWVpy8J/1fBLogIAHugrr6nEvArOGh7L9J8Vz2kobpwvSp5vf/ruVmSmUQTorxePd5xgyWLT4IvchXJiq+nKvC822hGN4RRp+PG46zJ5GD49vHtArV/wMc79y0UrRQ09jX0/XFAJjcpGn40J6ttj2TbZweASIEa00I+5J7wJa9HGZBKA1Hspe8qLxns+wlLge5uJ/WrNofnqf/AHDNgsuuZOLSoMKl7NLrwRacMUevuKfKtKM+ZvhEGCvLStDuRA5c2cNWm6pcRd6bjOt6wo2jg/GKtxAtc7/PAv+x+1JxAP5+x+lzQLyjcakfMEruMnkv+r8IdEVAAtwVefU7k0DLeCK3x7M/aJotzDknO70VfMNoD7I/05DBLr30+th2waUclSYMFzNKqrzbZgfW3K8kv0TGD5oSEmvsORLvJNsBXGbZIbBihku8j0ye1e4j/TWAmxWC1qoIZOPhJ0Du7d/L8XT264L0SwrwKH0aIoQ96Ml0qHYlqN8wSib2cptGIvZa9gaF6UghwuP0nS6FqfjfSYwGU8FtZtkXYRasOGEzj/Hv5OlXG9sMPyqsKmcWVygMWBoBW/wCo7iukDTn78laQXY8lVHsSzGqicCWQEACvCU8Bd1DRcDskusA13BOTF8jY2eMsWSzpgC6I4kljRhaxRDc8Y0o4ZYwjoZ7InI1ZItG3ouMizzeQlrMdoBldX3ZRmnB8rRW9HBuj2qWwjNbf2NYv86D5uL25DUvbpzrqi0V9pT8LzKuZu3LzIAfDLPTi+t8nVFS207apdeHLdR7oRzdhNzmd1Wfo+FjENHtvzuJ/BGjwc4tLja8A4z1jJZ2B3JQe0KHPdh7umL21Xm5PZL9QW01Wbxh5vykI1e6MJifGN7PXvLMeQ98yoiFWDYoz1/WMles477AFe8kr/335caU3heBq4qABPiqIq1+Vp3AVLDNMgYME9HM7gv/QPaSo2bdWGvflngvmYQc2UazcaPwwYRNo//i37DhZhj03AzXNecL7ZaffR5vEIbho2Cu+IRvrXrC/v08da5bIShrhDszSQoryWXSkNJ0Z/Txg+K6FzBKbtm67zyt6/nSHk0OytQkt5ceF1HZwYhkxhJyK3htXtqWpe+pXKaAuUu/ZqOnwfIqYhyMnkr2fenGmc9l0pBlBcF5866l10WgawIS4K6fgPq/UgSmgmyWMV4ois+7fcTSA3kqV7cSxvHigWAUgp+A9WC6E7ltPdMtBbS5Xzojp9XGiy8EoxAARXyQTEKEcXl+0/VpxuzP8tRFEG8Tzo9vQLKauS49A25ZYq5nlFyj3W/6Pmej6V+bFe08Hn4S5Nri/Rl+2IsPhEWlKckI3LDDpJWo2eU3hCUuLSncv+UvYm+hCgabuJ+jQexbvLahsKos9s2nh8eUMcsKgvSu1CDTSSKwmQlIgDczYF1+9QlMBdc0qv7M6i3kFGdu39cXs/fxv1ESKvxMtKICkBOOIhBpupi8v8A4fS6Itxenf4NREpaKG82aFo20vcmBK59YNctdLVwES8aJvNniPoLgkv8g42u3zl3CiMPfn2WXwCykYzHenmS9tN3Oa/4fRknJJcAZDR+PiB8t7ussss4/Lu/B8tTlCN89nGAvZ28QIrnbn78R8IVLi7Sk6j6qa4VZt7MULdONpu5p6trj9P0g9qthLh+sN3kN/V8EuiYgAe76Caj/jSLQDqrx3/5zg3zqL/jscJiFGrlekHAPMvnOrI6tGWREnEsmwaFqUlyay8OGZ7GXvK8tPr6usIsY9gIKXHYz8rouwrjWjDx1+5FBWEe4B5P6nszSnWHFMjJxPpkU9YnD6UvNgP37lv4YhtsVn/fOZGP5Ok3vjj5Kk41LGCXXad+7z312Bh2FqUZ+G3LhZ+1j0mZN5N8ySkIg2SQnS39UpZQZ3sVeXWmpfb3sPjBze96hkW8g45fPumb5WitIzr24wqC9pa6p90TgqiQgAb4qaauvTSLgg2nMXORs2ZzBgssJrWrQTgvAaC0sr4wo5hVk8KKVrr8b+v1amGmPIQflHm11abPhI2Es900vKGr+1v7LQQBr9yyz49kbhBKFRTMb3h5W1hnmZWDfzVJr8w5bfAgsOrU4/MuMkge0zl9uBpynbsZ//yBm+UPJhdPqvp3H9MhVRgrL8bMCqZpmHmYvZW9QpC41P0P6a1gZwY2nksnU3q3Z8NEwfro6azS6O5NtnK3lVLNxdhBoh1dvMHoE2f/8vEFTrGy4VQQXZBXaRCGJeefqdRHYEghIgLeEp6B7WBEBs+yVMHtN+KJ1xgqxs5ic625ktrgTLHJCdPOig58ySlrmEi1Ry4enASxSW/g5RnFwk5poraXlOfuPlqeuGEEQTdoTyUFY0i2ajdKnIqrq5H6FUbL7xPv7ISrK/BmOYy8JxRrK85cT4HF6LIgn+8NzPIP95Oj2Z03dfnhYes7xNPbbJfzM0qfAUJb1+yaj5N5THMbDQ9xMtXj9u4ySsCQ9ySvPPgvYHuFlO53RIFRkmnWsZSfBrHD84u/AxV3I7ZZ4xq74RXZGNcsmX0XGr513fb0uAlsSAQnwlvQ0dC9LEvApSnaNjwB2I9Cb888N1PFf9bmzs7TK5pBRMne8Ty1tE7uQiXOwarUimOt7xYuXF7NfX+ygbBP+zuvBxZs104v8vY3T94AIOcGGI9hLQqWkorWWmMnDyLhVOWj5JejsjTALpRHJQ8m4tIgMXY7Tt4AIBh2G97LXjvI2s+vAsrpG83C8I9esuXDic7pj3DJ7XPQzVQXJX97Su8BQl41cYqnYzG4Ic85hvGFxzU+RcQgIm9MsuKd9DOa8pTc8SalGS9HSe1sSAQnwlvQ0dC+rRsDGw4NBVjaLYLQn2Z9ZeceLRJ46Mb91IUitcoETwvhxkKHO7wzhKgSn3h+dMMKoBNbS78Nw1yAy0RPJfnuGbOn7YUWQkeH57CVlwFchoMO5XtCFwD4PxNvC9XE02a4KZDZ6AiwPrl7E2WSy6yR8y4enAizrB7+ATML1Gs0sfbtzKwsv8TOM4rp4RvO4cXokiBcWL/2MUTJV9KJiMxo+ElG1xO9+QLTsNFdtkOhCItAxAQlwxw9A3a8+AWu7Pbkp2IfZGzx1Xk82HjY8jnkxeNktJgOmgrDav8CyP1TXmWHOEY7LPgezRxTiOpXXamZ9WJbWQU4zzCzy7FTACvGL9iL79T7qioKwRo+B5YWhBk9jFD+0LZzNPWgYGCdNi8zwOdJnwFAGl82MTLbh8PaIy73s2XnD4Vp/uxZsuwsAC9WWzF7B3qDlmT1xf4fDWAfOjXkvxm0jlNUfObqiCFy1BCTAVy1v9baZCRRLp27fN8wugb8zSq47V3w3bLgpBr0LqmXUJbynbTysCzOQnyGnZ3v2/e/H2OVOiwBcmlMGxjcj+ce2uDSdoux3jAY3mbw/y1NnpBFcqMa8N+O2T/KyS9BZdi/07BvFdX/IKCmtN6uuLB9eBPDG4YfCCpy+Fkc35jbb/H76XoefBhgsKQ2tohGtz932Zs4wHN+Ca9a4Ckszm1l2JsyCixddRHi8C0nbzENIlxeBq4yABPgqQ62OrgoCNm6YTLgO16c35LbbhnSgGc3G6QecfWXx1vcYJXebe2yeOher0iGq5SBVnmOj4d6IqhKCs72Sx+kLQBQOXPY5RoOpYC/L3d6q3SCIz3jHqfrDywVhtWr/8i+M4lBOsdEsH34WYAiOMryQveSt08c0o6mxP5mUdZGrQydWHMZgvAPJ/5vJO09dBHSoa2z4IHttc5LW/QXbS7d3XOwxz3YkuyrGlfoQgc1BQAK8Oajqmp0QMNvwb7BeHShEPJNM3j9XULMN/4lez5USDC3PH8p+na7TFoP0+TAEgSK/Tcb3nCkwLRcpPJO96f5t3CgJOCtAylyaUOZm0a6Nwd9vS968/H/QrmUF+MIF2I0urysXxQvNNCd/Dcte7Uo9FmLYKoVYfjaz9DmwsqKQfZHR4MEzP7el34QhMJlRkrG63mjxIYiq9CpgPL4f4zXN1LLW5c3SfWGoI7jZ9sTuZKCpUxFYJQIS4FUCqct0T8CaxRHI08j2vufkHVqzjq/hE+wloU7ujGbWynk9gEzePeu4fJxuIMtZsl9+nlpibXk8z6jcZIuLOyKJnBuXazNNLpYTYC+weepq5t7UX2VG0YmJCkNTntFBpO0msKz+DBOuWrWwpk9GhGPD/2cvq1fHjtOPgwiBbMBXGSXBDWwe+/HwAyDDKgW5Oxm73F81EbjaE5AAX+0foT5Ak4CZ3Q55upa9QV2MfQYia5bsc+9ndlsOZqc1tcwkiAuBy+5MXu/SycuaLT4CFhWR1vw8ozgEYjVaUVO3tmPk+GZkex/ULLs3zL5enPYdRsk9pq6zzAzYHd+yiyTvQ8blnrC/nNmGm8J6dWF7Ll6fvObU0rHlqatKVe7F7ksmdfGE5mfLU7f6EMobTpRPbDEYDm+DmD+pXlvi2HCf1keevhhRdDYZu/19NRH4pyAgAf6neIz6EBtDoAiUcoFXYXZo9gb2BnNtDy1PXWm9sLxqfC17catGbtm3jdMPgwiGGYbnsJe8a0o4bfG/YFHpSvVjRknpf1wdajbcG1buI/MkRvF0zd0VCXB2ImAhLYj2WHJQO4IVvVmengcg2Fwyfwi5UJYxbNxPdiDMiuIU9nlGg6kfFgFj9lKYHVacuPR++nj4epAvK479Lc750S24667ZxjxHHSsCV3cCEuCr+xPU/W80ARsPXweyFNyLiiIBM7/8zdK7wVDYU3ID0vGdubDw81mdWp5eAqAsgHALkuUyci1m4+GrnTFGIdLHs5e0LCoLIasFb45/8oqWoFu+1rNzaW2cfgTEE4sfIoeyN2gZdoT7sZ1gmfvBEhrja5GcsQJg14KNXPBYqO+7xH5tUfbQ8QkR4GavZ2/wio1+mDpBBK7GBCTAV+OHp1vfeAJmi7eGRbWDVo592Z+9pOp1oR1UdTR7bUOL8g7MsgfAzNlPOuH5AhkXlpbte2ybW8wVxSNAHFhc6+VkPF1paCUzYMte5oStEPsj2UuC81WjmbVmt6cxGrTyhavP16x+RDyZTD4yi76N07eBeF54b3aEd3XNUfp0RDimug6niz5s/BPWGSJw9SEgAb76PCvd6SoQsHFaixswtyawlw+zG8Gy31Xdjsf/wXhNXbGnJWSNAvTEC8nplB5/zTz9C4Dt/anj8e6M10wFFNl4+AmQewcBnl2gfkUzYBs9BZYHP+d5jlzZht3Q6zlfaNf+yigJqU8TzSw7GGaFs5idyGhQWXw2DzUb3hbG86vXRrgzk7oS09R189RFQIdiCuQRZNyy5FyFR65LiMAWS0ACvMU+Gt3Y5iBgo+GjEPFjAAYg70/GpfhMi05LrOfvfQZhbeTtZnY7DgZ1kFFxZbPFHWFVdLMz6XD5sq4kYau16wjnDyYXvjh1zIpmwIsPgkVfKMTt62QcAqkarTAuafg55zuRCy1va//5hsPbIeaPi1NHYLwdyVZqVHlZy7MTANsr9Iv3kMn+856lWbY7zL4MYAhGjyP7n9kcz13XFIEtkYAEeEt8KrqnzUrALr98B1yjt82kucWUOOXpuHC0crVm92Z/cMKsG7Nsw33Q65Uz46nKRpUwjYaPRcSPF/+fGd3sxc7SX8KwYxAwuxM5OPfKCfDwjjD+qBDCX5HJTjPvv7m8nNvj2B98YuZxlp4Nwy7Ffc0M6gr3n+0Gs/KHjbO5dD80lqhotOHmwMIVJN3qgJoIbDUEJMBbzaPWB90YAmbpC2E4sjjnLEZJcG+a0WycHgXiBUGYeBAZv3nOcXVBAsN72Js9M7SW49bi9pOVlLzIrWgGfOn1YQul8C0yStbMua93g3i2f88wvxCFZa+CWQjSMvs4e4PHz2WSpy7l6V7Fsa9ib6ASgRszAHXsVkFAArxVPGZ9yI0lYJb+FlZG6ObPZ2+hVY2oeT3Lh78BGFKaaDuTgzDrnGjWFCXiGWS7Rm/QNbs+LCtF82+MkuvNFs2lqyGV51ieurze4IU9z0TD0v1gRe1hYGbt33Bv6Z1hKEs0ri+WofOZ92fDJ8JYBGrZHxgNbrSxz0DHi8A/OwEJ8D/7E9bnu1IELE8L03+7CEx2nrVXW4jSrjCcVXTydUbJ1D5rQwyHABL//xH+H5OkPK+6R7N0Z5grPODbeYySO26iALvl65BrTNyZnA6IsjT9d/RR1jhOGSUhjWhGM0vPhRXXy+1R7A/m7tlanro0o2IpfdoI5Eo9GJ0kAv9EBCTA/0QPUx9l9QgUS7z/gfF43ZJexePhG0AeEgSOM1OGCqFuFqW/GIz/ZbL8Xzhu8SGwwiuZ/BIZP2iTBNiyL8LsgeH+8oeS017XRXlEV7EplAokdiGTcqbb6t6aBhqGY9lLnrKEWLuZ9eth+Oy89K3Ve2K6kghc/QhIgK9+z0x3vAURsDx1OcW3LoRrVzI5e7Zgps8E8d7ivf9mlARRnGg2SvdDVCwHLyFwK9kD9oLedOfK8Qz2p5e9/XF56nKYH+Bvx/As9pKyDnBbgC39fzC4ikbuB8ffyXhuqcct6DHpVkRgiyQgAd4iH4tu6upAwKxV1H5uVHMhhHXZQ9qbyMFLZwt1Y2+X9kZyUNo1toVwBUFYvl8bvgFWzdAPJeMpp6viuMNhPKgQ4GXKBKY/g+FW/tg8fxj7C6deHZ6X7lEEtjQCEuAt7Ynofq42BKxZztBs3VIFICxPG3uxPt91XqrP+2HYLwhh/jz2Ft6xrFAv0beNF58LRiGAjDianOfkNXosLC9TpObuPYcfE8M3gwyGGcTzyGTmPV5tHqRuVAQ6IiAB7gi8uv3nIGA2fAJy3HJJ8TXbBpZdUX1i2m3JOZWX8uxUwB4SxM0eQw5O3CQBtuGjYfx0uAZPYzS7RKPZ8DawRoUixtcguX5m33bFvyCP3wjYBewNXvfP8ST1KUTgqicgAb7qmavHrYxAa6YMu5DRIEQGz2iWpy4Ceuegl7wnGX970wQ4uwfMvlVc44eMkjvP73v4K4A39++Px/dbKvhsK3uE+rgisFkISIA3C1ZdVARqAmYNQ4zll6pdDnARjTy+Obnm15smwBv+DdZzdXpdu5hREnyoZ4l/c1+Zsw1A9FxFQARWj4AEePVY6koisCQBs8VbkbNLGZYnWl3U/tLCOCNdViyX2gM2Swpjj2sC+DWjJMxw54nwCu5Rj1kERGB1CEiAV4ejriICq0KgSi9abqY8Tg8A8U7fqeE57CXvWnZmu8w1V+UD6CIiIAIrJiABXjEqHSgCWxYBcyLstoqXEN8t6451NyIgAk0CEmCNBxEQAREQARHogIAEuAPo6lIEREAEREAEJMAaAyIgAiIgAiLQAQEJcAfQ1aUIiIAIiIAISIA1BkRABERABESgAwIS4A6gq0sREAEREAERkABrDIiACIiACIhABwQkwB1AV5ciIAIiIAIiIAHWGBABERABERCBDghIgDuAri5FQAREQAREQAKsMSACIiACIiACHRCQAHcAXV2KgAiIgAiIgARYY0AEREAEREAEOiAgAe4AuroUAREQAREQAQmwxoAIiIAIiIAIdEBAAtwBdHUpAiIgAiIgAhJgjQEREAEREAER6ICABLgD6OpSBERABERABCTAGgMiIAIiIAIi0AEBCXAH0NWlCIiACIiACEiANQZEQAREQAREoAMCEuAOoKtLERABERABEZAAawyIgAiIgAiIQAcEJMAdQFeXIiACIiACIiAB1hgQAREQAREQgQ4ISIA7gK4uRUAEREAEREACrDEgAiIgAiIgAh0QkAB3AF1dioAIiIAIiIAEWGNABERABERABDogIAHuALq6FAEREAEREAEJsMaACIiACIiACHRAQALcAXR1KQIiIAIiIAISYI0BERABERABEeiAgAS4A+jqUgREQAREQAQkwBoDIiACIiACItABAQlwB9DVpQiIgAiIgAhIgDUGREAEREAERKADAhLgDqCrSxEQAREQARGQAGsMiIAIiIAIiEAHBCTAHUBXlyIgAiIgAiIgAdYYEAEREAEREIEOCEiAO4CuLkVABERABERAAqwxIAIiIAIiIAIdEJAAdwBdXYqACIiACIiABFhjQAREQAREQAQ6ICAB7gC6uhQBERABERABCbDGgAiIgAiIgAh0QEAC3AF0dSkCIiACIiACEmCNAREQAREQARHogIAEuAPo6lIEREAEREAEJMAaAyIgAiIgAiLQAQEJcAfQ1aUIiIAIiIAISIA1BkRABERABESgAwIS4A6gq0sREAEREAERkABrDIiACIiACIhABwQkwB1AV5ciIAIiIAIiIAHWGBABERABERCBDghIgDuAri5FQAREQAREQAKsMSACIiACIiACHRCQAHcAXV2KgAiIgAiIgARYY0AEREAEREAEOiAgAe4AuroUAREQAREQAQmwxoAIiIAIiIAIdEBAAtwBdHUpAiIgAiIgAhJgjQEREAEREAER6ICABLgD6OpSBERABERABCTAGgMiIAIiIAIi0AEBCXAH0NWlCIiACIiACEiANQZEQAREQAREoAMCEuAOoKtLERABERABEZAAawyIgAiIgAiIQAcEJMAdQFeXIiACIiACIiAB1hgQAREQAREQgQ4ISIA7gK4uRUAEREAEREACrDEgAiIgAiIgAh0QkAB3AF1dioAIiIAIiIAEWGNABERABERABDogIAHuALq6FAEREAEREAEJsMaACIiACIiACHRAQALcAXR1KQIiIAIiIAISYI0BERABERABEeiAgAS4A+jqUgREQAREQAQkwBoDIiACIiACItABAQlwB9DVpQiIgAiIgAhIgDUGREAEREAERKADAhLgDqCrSxEQAREQARGQAGsMiIAIKoPVzgAABN9JREFUiIAIiEAHBCTAHUBXlyIgAiIgAiIgAdYYEAEREAEREIEOCEiAO4CuLkVABERABERAAqwxIAIiIAIiIAIdEJAAdwBdXYqACIiACIiABFhjQAREQAREQAQ6ICAB7gC6uhQBERABERABCbDGgAiIgAiIgAh0QEAC3AF0dSkCIiACIiACEmCNAREQAREQARHogIAEuAPo6lIEREAEREAEJMAaAyIgAiIgAiLQAQEJcAfQ1aUIiIAIiIAISIA1BkRABERABESgAwIS4A6gq0sREAEREAERkABrDIiACIiACIhABwQkwB1AV5ciIAIiIAIiIAHWGBABERABERCBDghIgDuAri5FQAREQAREQAKsMSACIiACIiACHRCQAHcAXV2KgAiIgAiIgARYY0AEREAEREAEOiAgAe4AuroUAREQAREQAQmwxoAIiIAIiIAIdEBAAtwBdHUpAiIgAiIgAhJgjQEREAEREAER6ICABLgD6OpSBERABERABCTAGgMiIAIiIAIi0AEBCXAH0NWlCIiACIiACEiANQZEQAREQAREoAMCEuAOoKtLERABERABEZAAawyIgAiIgAiIQAcEJMAdQFeXIiACIiACIiAB1hgQAREQAREQgQ4ISIA7gK4uRUAEREAEREACrDEgAiIgAiIgAh0QkAB3AF1dioAIiIAIiIAEWGNABERABERABDogIAHuALq6FAEREAEREAEJsMaACIiACIiACHRAQALcAXR1KQIiIAIiIAISYI0BERABERABEeiAgAS4A+jqUgREQAREQAQkwBoDIiACIiACItABAQlwB9DVpQiIgAiIgAhIgDUGREAEREAERKADAhLgDqCrSxEQAREQARGQAGsMiIAIiIAIiEAHBCTAHUBXlyIgAiIgAiIgAdYYEAEREAEREIEOCEiAO4CuLkVABERABERAAqwxIAIiIAIiIAIdEJAAdwBdXYqACIiACIiABFhjQAREQAREQAQ6ICAB7gC6uhQBERABERABCbDGgAiIgAiIgAh0QEAC3AF0dSkCIiACIiACEmCNAREQAREQARHogIAEuAPo6lIEREAEREAEJMAaAyIgAiIgAiLQAQEJcAfQ1aUIiIAIiIAISIA1BkRABERABESgAwIS4A6gq0sREAEREAERkABrDIiACIiACIhABwQkwB1AV5ciIAIiIAIiIAHWGBABERABERCBDghIgDuAri5FQAREQAREQAKsMSACIiACIiACHRCQAHcAXV2KgAiIgAiIgARYY0AEREAEREAEOiAgAe4AuroUAREQAREQAQmwxoAIiIAIiIAIdEBAAtwBdHUpAiIgAiIgAhJgjQEREAEREAER6ICABLgD6OpSBERABERABCTAGgMiIAIiIAIi0AEBCXAH0NWlCIiACIiACEiANQZEQAREQAREoAMCEuAOoKtLERABERABEZAAawyIgAiIgAiIQAcEJMAdQFeXIiACIiACIiAB1hgQAREQAREQgQ4ISIA7gK4uRUAEREAEREACrDEgAiIgAiIgAh0QkAB3AF1dioAIiIAIiIAEWGNABERABERABDogIAHuALq6FAEREAEREAEJsMaACIiACIiACHRAQALcAXR1KQIiIAIiIAISYI0BERABERABEeiAgAS4A+jqUgREQAREQAT+P0mOIKH7TW9jAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-4.547473508864641e-13" y="100.00000000000037" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="40.66666666666667"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666664"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="108.66666666666664"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="16.666666666666657" y="279.00000000000006"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="303" y="129.33333333333331"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="544" y="129.33333333333331"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>