<snapdata remixID="9463063"><project name="U1L3-Pinwheel" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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otJYIvDLXPu3Pdeb5Rszntm6kwEfAwuCOn5eT/FwVOWrBOaAjn+nED4jquJ+Ah3X3feMC9FWsSEE+iIBEeAsR63a6zwK8LdiyWCXDrx0JRpWf8ttXJBHNKxv+GB8F4Tr2wvrOOVMZ0JJLGHf0NblcV7nUiYcHdP2xW2fnemLnOGyNSmmA6dmiUaKtyMQURVXABSygJ0ZuM/W8Su7G9DM8lOO8ripvyJlHWyvXvRWvv4c5X8NQMLWcTmUly9MqS8ENkNABDjLaVHlcy4D8111Orhjx6omGlazCTvZjdGwuuIDLg4EcGB7Ya1W0bEAXxHT9mntBNiErbwvpu1D2z47a1iNN9VsmVXxnlmikeKbIeAof4gIU1xmy2JyAsn4jd0JylGV/yDwVwEdPzZfP47yf8yMmmAyfnO+tqS+EBAC3yQgApzlrPDvc9suO6wbuLZ0faq8qZ/nUPKYVIHpKFWjAbe/OfUMl14tZDSsdOKGzUTc2lI0rHFe5xvCWjV0lrJS7j9qtb1X+y5XK6fp61TTbotWX/1l2+fVylnGVom/buWVi7PEI8W3QMBR/iiAnzHwJTHdbCfrne6AFS2rPIEtfp487qjAimffy8eHo/wp9vDRwRUNBXmnnE9bpK4Q2BYJiADnMKrVyjGnhlsAvNSWVCHV7Db+4YOpS3Iwl67yg73n7uZpaTqy9QoTHbEhB/BuG+4Mv5ptNKxxPqcpxQN2XagnftVOWJezlaqoWzk1I6zVyvkLM19blwxmrq+M80UeY/Y8EtOTuzXIf66s+nI9x1vxGyY610q/88d1to4/VOj+OMpv7pV/bOv48bnadoacfBA8/Lqt6z252pB6QkAIbJ2ACHAOM6TaG/mMLfpXXcI+KofqGL/nnB1bPKnRKU/rdvWGO8M+s6K1XHNfGI0WeV7NJxqWEVYwXRNLBv7UToAfB/j3MR3MCGu1cmaD+b1YMliTKeeNXA+ydo3pwDW59E/qdE4gqirrGPgB4L4Lsq60E/UNndfqWgnHW3EqET3Vv8njm/jRH02qy6yfiPJfTYTr7UTc/AiURwgIgW4gIAKcA9Qqn/M3cnm/WDK4a2fVTxsV7V/6FbdmSGpNFWgiVu3bFg0rnQO4BY1PrLZzPjRjIm51vJ5khJWYFtcmA5GNwur8EsS7xHQwI6zVyrmICGNqE/aP2wnwKUTWNbU6UNFZ/+T73AnMLD9lsOW2PEGg4wl4rdTlH1+2quGd3C1urOko/78ZvDKoG3IaQ0dVmh9rI20dz5wPKES7xIYQEAIbCYgA5zAb0ieKgRtj2t5ke85Ew3qtbLfR1CEalkkVyAWKhrU5HwwcZjHuqU3aV2REVDkXMWFMXTthrfI6p4L46jodzPxRriqPHAKXfl+n7QPa6o5Vd+1hceniWDLQ6Q+MHPBJlQ4EWrd73f8FcDgIL+zcr2XcRcueX5sPqFnq5HEu3Mfd0pbBU3Kw5aiKfxHo1YCO53zdLp/2S10hsD0QEAHOYZRDCJX+Qw1eb/VrquDmfiNcpvY5gNPRsCyidKznfivzi4bVFnFrcz7Me2Er1dII9NudLffnMW3727pjhJVcejimbXMiOv2cVhbds5Tcdzuu3KuV8wWVuuW1y6Zk/uhXq8i7cK3q2KpAQVZkOWDe7qpEVEUlgWYDNIqAJwO6vjofCI7ym3f979o6njn53lV7jvJ/bhFdPTlRb4KLyCMEhEA3EBABzhFqtYq6YHwGIGaElkGNg0t3bHwgj2hYY8tmftvyWK1JFcx2NYyw03sbI26lGj8rXdvYcbs5LawW/yem7U3e11Ur58vSAQPUgiUTP924Mo6+a3Gq6onklH+2Wy2/QIQZtQk78x6yWkUeJvY8WZuc/NscEUm1HAlEvBUXEOFWgIaA8bCdjP8kF1OOqjgXoAe9ereBE7CgKRsbjvJzCay9r9SLVmRTT8oKASHQdQIiwF1ntUnJauWsY+CjOm2X52LiTN/d+7WwyQHcfvVsJU0OYCPooFSju67r0bCqlbPYhXXGQj35X+2E9UWLrOlPJCY/206AH2Z2n6xLBjPCWuWL1IApWdcuzWKVilwNslRdIjAll/5JnfwJRH3+IDNMRLIdGPyroG7oUhau9p4d5V8G0Bu2rs8k4uisZbN9lRUp5mdsHe/XWVn5XggIgdwJiADnyM4IHhH2rk3YpZ2ZaB+pCsCGO8P43KxsW5M38Kv5RsOqUs7vwVRXlww82NaeVmG1dJ0O3Jn5TEWvBrmqLhHMCGuVN3o+iKvqtH1OW7mxvpoxFnumx3Qg56ssnXGR77tGwPH5bwYjwATXStHMwKr6GV2rCUTLxlzIlvXfto6XdLWOo/y3ArjI1vGyrtbZ3stFQt7vE/NJ9oxVN23vLKT/XScgAtx1Vh1WwBEHoEBM25swHF8+z7febWnNz5s++Zz+bwqgRsBtZOLGlqbmxqc+vCbnjDnjvZG9D0x+sjKMsLtRWJ1riFEWS9qZvK1V3sgFRNYZMR04t63cmb5ZY1x2p8e0nRHWH6pZ32qB+2RM26Payo3f57ZdmtYNTMa0PShHRFKtwAQcr38eES5k4FMGzwjqhrldceGoyhVg/qudjJ/dtfL+OAODggWIprU5f47yv5jPHeWu9KGnyzgh36UA322H9U497Vv89V0CIsB5jF21chiwrmTiwRvv87ZGwzL3eUHcyHAbY/rnOb9HO3PIvL2YWka7m9wZ5l0I+Guttk9ua/44n1PBjGkxbZ+QEVtvzQEueepiOmCuPaWf8fvM36Vp3Tod0/YmGW6qlfNJqUv7LVgVMNme0k+1ct5OEZ33ZCLweh6YpGqBCTiq8ncAGzFNEPFVgUTDo1tz4fgqTfjUWV3dUo4o//sEqrN1/aQCNx1R5Te7PvtYTfTtyR/V60LbL5Y9J6TMLtN5dlhnUn4Wqy3it+8QEAHOY6zSAkxYC+b5RnRLmt3Gx/OMhlXS0tK6cmZO5xkmxoZoWJwO0GF8sKd/f5ea62I6mBHWccNrduUma2VM25vEqK72Rta6NHDUQj3xo3bC+g5bfG7dyuAb7T6LM+OuuqT9TNtnVb7Ib8DWc3U6cF8emKRqNxFwlP9pAKcA+GeKPZdNTf4xE3Slo0tHVZiAHM/buuFHnTXHUf51LvEFUzoR9s7sdPw+4vW/QQT19QCMvG5JPHMwMFs7vbG8E/IuAGg/O6zl3nRvHKBe2iYR4DwGZkNIyq9j2t45WzMmGtY6T2o0bSUalklPWKeD/96c7WpfdK0Fa+QTiUkfZwRTOf8ky5oQWzn5zY2fRRqIPXfEkpP/2PbZOJ/zG2Y8G9P2/ZnPlHM7Ez6LJexbMp95a4JM1r4xbXd7Jp9s+Un5VgKz9qhUbqlr/vgfS0R/Y8IF9sr6dzvyqfH5gxbT7bau7781dvNHjx60Lrnbl2v09/qFETbhVgvyOMpvTt3vtkbHy8OtYVy3qScSUn8m4HM7rM0PInmEQJcIiAB3CdPmC1WriAaoLKZta2tmxh/4SGnLpx+MTucABrfGe6aN0bDSOYAtND6xouvRsMapaAMYt9cmA4vafFcr57dEFK9NBB7Y+FnkDrC1NpYM/NdGYY0GmXhUTNuZLcZxPmcCM86NafusTF3vzOMAz52xpH10Hpikag8QcLwnjQZ5TDAPc+/7nQHeTw6b2NhoYpZnHkf5P2DG08Fk/KdbalJUVf6IwSZ94sBCNTuqKt9l8CBbx7fZ7VlnuloMxvN2WP+sUNzEzrZPQAQ4jzGuUtF7Cfz/Nj2IxVTlnT2aLE7f520NQcmHpe8KFygalmlytYreAXbXxpLBTYQVhJG1OjC5nQCfQ2RNqE0EfrhRWKPHgfiOmLaPyYjy0OhITrFZFQ9r+2ysmj7Iwm6fxnSgFCDOA5VULRCBmmGneKkpNdKyaBS7PIoJowg8CqCRJkEIg82OyO4EaoZZ8bbLuhRVY65lWGFbxwdsUYB9lfcw4xRb148oRJNbr0GBbB3PzKtC2O1tNpyQ+gjMd9szkuYEuTxCoEsERIC7hGnLhVoPYlEU4JJ0AA0yATRgstE0Eji9sv105SeNz+exnWeiYVnwfPR4IrByo7DOOocoNaE2EewgrLg9pgOZXLBV5TNHkVsSj+nA8I3COn+QhXVrY3rTK1RVyvkAHuuwuhWTM4djxinnHy5bP6tLTn41T1RSvYsEzGrWon7HppA6AqD9CTwUoD0AKmXwRwRaTMyLXaL3CLyYLHexxfTepERD5nVEpPzk75KbuhagbwO4zdbx9OsGR/k/IuDxgI5furnmON7Kv4J4ra3jeW+lOspv5us6W8czp+u7iKDPFYuG1NeplHX+lJtXPt7nGi8NLhoBEeA80bcKMD4zJ5BdcONAj9u4YOXUr3M1W10WPdC8F249iJUWc/O/VwNoiml7/za7VeVzRpHbEo9pu6OwfhLT9ibv+apV5EP2eA5tL6zVynmdGBfXJu3GjaLuPA3Q3JgOLGz7bJxy/oeZ/hZLBubn2iep900CRiDB7rHk4nAA+4FgAroMBmC2fs31si8Y+IAAs4L8gECVjNQcWz8bzoZnVFX4GXQdA7tYxLeDrQMZbNIgbvZ6mdmmJsb8QDJ+YzZ+OpaNKn+SwZ/auuFb+djpK3WdacotIWu/K8MrJYd2Xxm0XtBOEeA8B2GcclIMtHQUva6YPaPc2ddyN2xTb1w9r05Hw0JrWsLmr6kx1W99aqCndM03hdX50NPPPeTx5VMyKeeMsHrYc9HjyUmvbRTWyDOANae9sFYr5z5ivFybtO/NlPM6NxOhpVbb09vVvQKwDovpwGZXTF3p5/ZaZpY66XspeI4lxqGwsB8Y5h2oEVmzBZxiwhfE6R9Xy5jwtsX0yg5NA1+45KO6zA7ELG/lkS5xjIhmBBL1Of8Iinr9Z8Gia8HuFww6CuBf27rhG9eMHOVvYbbGBJOLMvmhsxm/0IHjd9xt7SdLibHKTsYPzqZuXy07c0r5YM/O7sd2WMvf0746iEVqt0yYPMFXK8fcm92jY0COjmbHldUMB9Fo16L2OYA/b3s3bIEaybIa259qbm+j2ht5IwW+8MnklHbCGn3GJXf2wkTwyXar2PtcxssL2wurz7mZGc112s6snqqVcyUTDqlL2BPbCfCZRLi4VttjM5+VR75LrjW3VgfMSlyeDgSiZZUnuMTHEJG5frIvwEZkzdUxswuRAvA5wKuJrCXM/DYIrzS1WM9fvXrRB53BdNSYYwErBuCati3kzup09n2Nr/JCi927AGunjieio0NPG4lU87sBHd/qocIt+YjsVTGESsicdl5m67iJ+Jb1E52mrg3M0LdnXbGIFZxpvpNAvMgOawndWcRx6IuuRYDzHLUqFf0fAl/cXoCrhs5SSKWObD2ARRsiYrVFw2pd2bY0eRqf+vDKLkfDqlaR+5nx57pk8FcZcfRFb2Hmpq4IKwgXxbSdiQc81hc92mKeHdP2kW32zvBG9vYQvRzTtmr77ESESnZRg5tKd/UOWPDOhKwC+ueJttdUd3yVFXD5aBAOaRVZGD4mVaMRWXOlxiTlMCvZJQx6y7L4by348vmpK/+yJtdO1JT7T7RcxJj5ymCyoeAJMRyf/28MujOYqF/Q1kZH+c3hvZttHd8l23bfMXTMyP4p6zUw/ctO1n832/qm/F2/9A7r56GlAC6xZ+jMFblcbPVknUhIXUHArXZYZ82tJ9spvnofARHgAozJhoAcT4HZCNRowGoXDYsaGVZjTF+ZczQs08QqFZlEZB0USwQua2tylTd6FhFf2EVh/UtM25lrIKMxv1+5Wtc0xDug9N7GiZnrKtXKSZDrfq921RTz7jH9VKvIKxaVBJ5ITPpLAXD1WhMhnDhgsLfktyAaBbARWfMH1cT6NiL7KTOvssh6D+S+1cL0t5JB/Z4LLH7aiG9Bn6i38mQmNlm2fmon4o8U1PgGY1FfxdnMmGLrhu+12Y8q/8MMHGLreCaFZVd8R/aqOAQlZO7B/t3W8eO6UmdLZSIh7yMEOtEO673ysdOTdSMhXw2Bz7bDemhP+mgj3c8AACAASURBVBVffZ+ACHABxnDDQayvmKwLS5o9jY9/cMWSXM3+YO+5u5loWCluWvdk8qqX2uyc6as5xmVPNKYD32n77Czv7GEpSv25vbBeOnp+v9XJdU0r9YDSRmwirNrDzcc8nrxq+UZhdV51iSYtTARebvdZHTH/ujYZfCzzmTdyD5H1Vq0OzM61X32lnonWZBHeY+Y3XYv+Oog/eW6ibvyqp9of8VWcQUwxF/zDKbqhtjv9bjjx/F+2jpttbkS9lW8x8I6drJ/QVb9Rn/9oE9SFmV8OJhvGdLXe1so5IfU5A/8bDOs+EQDGCSlz8nmEHdbmQJ08QqDLBESAu4xqywVbcwOzG0vaXc44Y6xtKRoWiN+Ga30rlgyYbc70M/7AUGnT2t3Xfao/Lm1/palaOTrFfPSTyeD7nQkrs/tAXXJK5ppElc+ZT4w3Ytqe01a3SjkhEPrXJezrM595I/+PyDo2pgMXFQCXmNgCAUf5TTzhnzNxVTDRkHmv313A0kE3iCfaifiJxoej/J8SIRRIxCNd8Xm3r7KihPkPAJ6zdfy0rtTpSplIyHs9MU23Z+hOM411xV53l3FC3pcJ1ppAOHF6d/sS+9sWARHgAoxntc/5BIxdt3YQq300rPTVovSpZ94vfdoZ/JplEjcQN8ZWTk2HkTTCCpR8t/3WdZWKNJKFK2Irg39tJ5gLiXFfLGk/kflsC8JKxKWxRNDkl00/Y73OpRbh6Ji2L8585oucYTFNjmk7cw/0LG/NESl4HoglA+YdqDzdQCCqKkxg8QCYV9nJBm83uNisSUf5X4NFN9gr659ylN9lpA4I6uc2G/60vYGoGjOWYT1GwNMBHa8udHudaWoJEy8PhpMnFdp2oe2ZthLRokA4kXk9VGgfYm/bJCACXIBxTd+VBdofxKIq78zRhJJ0YA5zGIvBh8ME5tiQA9jcGW5/orljM8YpZyF3ENZqFbkX8Pwjpidn0tCNU850ZpTEkvYNbTbGeZ1LuYOwnumLnOEyJsV08NR25UYz4b6YtjMB5M8aVuNNNVtvxrS9R/s2VavI+p1Tgwf/ZvVPviwAMjHRjkDUW3kPE1/KzA+CyBPU8fN6ClDE5/8JMX5cAjfUAsukCex0FyeiKs4h0G/B9EQ229XZ9GnDyeJnYdEYO5R4Lpu6PV3WCamPXeD2KWF9R0/7Fn99m4AIcIHGr/U9MP8TTJ+1RcOyWle3OUXD2pywVnsjE0H03fYr1moVHQvwFTFtZ7YAx3mdLQgrvRHTwT03FVanycWAXRfqiZn3nNXKWZqycPKTK+1MUP9qFfkzc8l1dclJOd0PLRDmbc6MoyoeAOjHYJoIcvdltj4NJusz4UV7osOOz/8mg/8BplODOr7J/Ojov6ZszIWWZf0PmB+ykw0/7s72RULe54hpmD1D79OdfvK17UxX68jF+MAMnQlgk69Nqb99EBABLtA4bziItd5i9pfkGQ3LNGlzwlrlnXkkked/2q9YzZUnK+X+o1bbm5warfY5TS5vKqzjVHSZa7X461ZOzUTrqVbOX8B0TSwZyKSyq/Y5jzLj0TptP9yGp0pFZoFoaV3CnlkgZNu9mQ15fcdbwE8m6/hDjtf/ByaaH9T1dT0JJ6IqLiHQrSAssxPxo7bkO+rzX86MOQDdZ+v6Hkk64ExTTfBw2A4lM1m6epJNV3w505XrKek/YtINSzMHHLtST8oIARHgAs2BDQKMzgJydHTXGlLSHQ24g9qnB2y9S+z+o25TYaVxPmd9P0rt0j7cZbVylpOHxtSuCLzXZn9zwjrOF32M2X0kpoO/bys3TkVngfFebTKQOXgzzuv8ggmDY9q+OlPOV3Mhs1UZ0/b5BUKWkxnfrBG/5BZ+O9Xydf3qq1f32e1wR1U+DvBYWDTBXlmffn/vKP/yVAufNPWDhpxP0ecE1fj2+ZvAWGTr+Bmbs+H4KqYS010Mmmvr+m9E0MrVb2f1nJAyJ+9/aof1Tp2VLcb3kev3GkL9Slb1xShYj4xH6YQF2C7v9hdjrmzOpwhwgUaiWkU+A2inrQmwuTbUAnc0WRsOYSEd8/lLMgewmMaVWqkduyasqWtiyakbV6zKeZwID9cm7Myd0WrlzCamxe2FtdobuR5kDosFr9korNELAa6oTdiZ7cRx3ujJJl5wLGlnrpVUl886GK67IKbtHo/tWxYdtaeFlsvBuAKAZmAtAScA9Bwzx0FufdJ+PxPTukBD2m1mHOU3J5wrmVEVTMbTeZpnlp8y2OOmluYSBKMQDXVUxT/Ankvs5KJvcIx6K69n4luI+O5AouGqQvjLxoYTUh8A/LwdTnb5elQ29vMpGwmrSkrhD33lxHZbXyMh9RIBB9hhvXs+/Ze6+REQAc6PX6b2md7oPS7xxDYBNitYSvFoAo920ZaWECZxQyMDjR7iRirhxrY4ztVe52ULfNUTyWDm7m/1ZoU1MofYencTYfU5vyTGzrXavrbdCvgiIoxpL6zV3sgpTLimTgcrMuVahfX3MW1ngi+c6Zu9u8upJTFtbxLZp1o5n7eUfLX3H97/xScFwrZVM2XRvQ+02HMFwJczcK+Had7K4NI3TKXhoeEDmnez/CDXz0DlhshU9cxuPAVP/QfBpSYyVa97HOWvB/B9Yj45kGzI/IiKeMccT+S51db1mcAYPdl4EwOaBvXbIbD46fXt/Ua9/puYcAMIt9iJeOagX0+2LRoqM7sv93lKe982b3S6CoBpRiCcyFwZ7Ek2ufiKhNQTBJxCKc/BgZtXZHbNcrEldfIjIAKcH79Naqe3oU1wfcJ6AgYaoTWnno3optKnnjfe1e3otlo5c5jxn7qk7WTE0ef8khk717UT1ipVczHIOqmu3Yq1yuucSoSrYtr2t9WtKo8cQi493F5Yx6q79rC4ZHEsGdzkj0W1cr6gUre8dtmUtW31xynnP+zSuNiqwDuZz3zO88x0c0wH4gXE9g1TZTXDT7QsXA6ggsFzS13MWz5leSbhxOZ8l88cOYo9KT8YlUwwovxPgOJMXL8qsOyF7mxvV21HVMULBDqymVPHX5V8bpOVZkRVXGHiSduJeCY2d1ft5lvOGXryQUi5j3SMgLXhXvJVxLgxkIzfnK+ffOo7IfUPANzbgl04IRU1RzbssO4T+Y6dad65ILrUYv7B5BnJ9O6LPMUjIAJcQPZGgAlodq3Uge0POnXFRZWKXkzEJ8YS9k8yIroZYT3Dd/ehHi75XXthPa0sumepxf+JadskAcg81cr5snTAALVgycRPM6Kuou9anKp6IjnFBM1PP9XKeYEIM2oTdkO7z35HjKdqk/ZvMgLsde5mog9iOtAtwfJ9kRHjXeLLCSgDaJ72Lp2LCemEBlk/5TXDT2SiSpfYbxH2B1McxPUWUvEVgZ7/1R9V/j8zcJAF66jJetG/OnbI8frngvBPW8dnZd3ZPCs46uRzwamz7GRDZos3qvyzGJhERFcFEvV35+ki7+qzbho2wm1ufg9wL7JnrPp13gYLZCAaUiaKWHkgrHt9spJ0gBPQLQBdbocT9xQIgZjJg4AIcB7wOlat8jouESjbg1jGzhm+6KEe5odi2jYJ1NPP+LLonk1bFNav1YIl17UTVmexxe7YDsL6okXW9CcSk59tJ8APM7tP1iWDmQD/1T5nJjNW1Wk7c4+xWjlXEaG8NmEH2+pWeWvOJ1jVsaRduHdxDFLOsMsBugKEj2Fhrp68LHNIrBDDs+ec4WUlLvmR4koi+EH4hBhpQd6lbIf6dya8060HURxV8SqIRrawdcjP9aLNxgR3lP9rJjwVTMR/WIg+Z2PD8fpvJqKmgK6fYepFlf9eBn7G4ElB3ZC5c56Nze4o60zzPkpExwXCekh32M/FZiSkXiHAHMLKZBDLxU5314lO854Pi37DLt1mz0hkotx1t1+xv3UCIsAFnCHmHSmAHbckwCZOc3LV+tEW82iGu3ednpJ5Z2uaUa2iXzatg/fpNYFMgP9q5Sx2YZ2xUE/OrJqqlfOiS9b0he2EtUo5vwfzwvbCWuWL1IAtXacDJsRh+qlS0atBrqpLBKdsFNbo+SCuqtP2OZnPfM5JYMyo03YmuP5YNetbRO4f6hL2yHyxDZk3ci9PU+oKMC5noj9Zljs3MXl55odCvva3Vt87a58j4bqtYsw4AYQ4gesBK54ILH29kL4d5Tf2fP1K1u17xfsvbfHdedREoWKssJPxHt/KdJS/lhj/G0jGH3e8/v8FwZx0/1mhUiAWkmdkmvrCItwfCGuTuanojxNSJnvTU3Yvjltdc6PvGMvDL8DFQ/YMfWHRoUkDMgREgAs4Gaq80RoiDrYJsAmIYbIjuRba5wBOpyMkxlkumo9bqK/KCGuVcv4EwrS6hJ2J/NMqrFRXlww8uFEcozVgdBBW5xoQezcV1sgFRNYZMR04t63uWF/NGIut6TFtH5/5TM36lgX3yZi2R7V9dtrg6M6lA3hVTAd2qPLOHk0Wt4bPBE4ubV539IIPr+lyKsX2iIc4Qw/yoORyEJs7pfd4Uta8lVOXpMNvFuPZc86BO5a0fFlJsPwAm8NcpQDVgzluuS31K6euzDmloKP87xCwe5nebegELNjiKrvGV3GMxWQOZD3NzE8Gkw3ze5JFxOt/r8Ti01JMNwH4IWBdYOtFmTvgPdmWznw508puBFk32GFtUkEW/XFC6hOLacbkGYmaojdmMw24a7raox/D/Eh4yQ7rgsXr7o197YttEgEu8KilD2K5+BJWOo2dec+aPoTlEjXqRP/GtgxFmxdWJwLmRJ0OZlas45RzDRPKYgl7altTx3lnXcDEmwjrOJ9TwYxQe2H9oZr1rRbwwpgOmBy26Wf8brft0jRwoI5pe4f2Xa9WzidNLu3X38MnMeNUML4Dy7w7hcXAW+2jerWPRd1VfD5n2EkucLlJNQfGvBbQ3N54UtlbM+wAsszpak4f6ALTa2arGq4b11Pe/7+u9tdR/v8A2MHW8UwKyC3VrVH+6RZwpUXWOS67s7NNB9jVNm2u3O17VO00oPQr82PKnM4+PQWMn7ohO1I+druzrll1MrAkGNaZ0/zd6W9rtp2QWg9wtR1OPlOsNmzNbySkVlvA+4GwzmRR643t3F7bJAJc4JFvPQlNKZf679w+vGNHN2lhZZTFku2F1fkxE/8gpoOZFesGYZ0W0/YJbTbO9M45wKVUXXthHTe8ZldushLfEFZvZK1LA0ct1BM/aqtfrZx32OJzyfV8H+yezYSDCLQHYM6QYT0TEsR4HeB4qeXe3/5ucra4fM6ICSZUJgN7gnme/mT5XIThZmunWOVVZERlWoxbrzrtnRYq5jjDU58MLslkoGrfPkdVLAXIsnXXtpMjvsqnLOY9Azr+nYjyP0PA73tq+3e2r+KYFNNTSJ/a57FB3WCEuFc/s6f5KlLEcXLdEwM3rSrqCffodOW2NK8fOvWWjxO9DVo0pN5lAtnTdWZnq7e1cXtvjwhwgWdAVw9ibU5Yq8uiB8JyYzEdzKxYNwjrypi2d9xkxZoW1pZRC/VV3xDWupXB9F1Z81SpSAOx5w6mlkMtWOcxMAqgQa1iSyZ+9dcELHeJnm/+Gv/19JrAyryRhGCp3YZdASJzovlDgOYm7KXdklg+77ZmYUDdPXIoSlqvOsG8PwYS5kcKk1Wf/Hhp3PywcFTFCoCabR3vcvxiR/mXAPSsCe84y+s/xSXcYet4JkFGFk3MumjU63+WCccD7vG2fvbPWRsoUgUn5HueiMsDRRSXeTfv7mtu6b8iMF1bRcKwRbdOyPc3Ag/rTQfWehuj3tAeEeACj0KVinxBoB06Owm9RWH1Rde63NRRWP/JFp/TXljHqWgDs3tHLBnM3OWrVo452dzgYfK2WLiI4O4NpvY5Vc2VnrXp9Ice667aFYFFhez+XpERQ0rA5jTz5Qx+3gLmJezlvTqTTT7999UMOwaW5Wfz7pjwnRFLBtHe7w/89LkTPzxpVeD9zP3pznw4yv+VScZgJ+vTV74iqqLBw9b9k5P1mZPqndnI5XvHWzkDFp/qgi6dkqg392x77InsVXEISvB9Ag4HrN1tXX9Wts6d6aoJLofsGclbs61biPJOqOx0wHqit7yPbutTNOR7ymU+3mp2RwRuXfVhIfoqNrqHgAhwgblWlTkhsmAOOVH7aFjM+LZleS57IjHp4zaX1cr5JyxrQmzl5MwhpK0Ja/tY0dUqegfYXctWCRO3mGs8CoBnY3eIGbzeIpjEC7NqE/a9Be5qxlz5zH0OTnncy4lwGZjmuZ7U3FWT3n+7u/z1NrvzMXrQ2pG7LH935JdfP3X6qmdgkTnQleINd4/Xo198TWBx5mR7x/Y7ys9rSlt2Cy97Ph0IpTXXLoVs3XBkd/U1oipuI+A4D6FqUqIhMycL6a/GO+YIiywT2etwgPYn8FAAJvShCVJjosJ9CcKHcLHcTsYzYU+72oZIyDuPmM63Z+idu1qnkOWckG8qwDfaYb3J/ftC+sjWViSk7gdwARFOsKfrPrOjkW0/t5XyIsDdMJLmPTC7aCGLzR/URpBlImJVE2NqbXLjqtOsWIkoXpsIPLBRlFuFNZYMZlLSVfsiU8A0kl1eShb9HIy9QO3FNl07BaLVBP51bcLukXt+vlnDxriudQUxHwfCvFSpZ+7qy9/7oBuQ9lqT0bLT9mSr2Zxkf9/W8cPbGlo+a5+D2U1VgsjPzJXM9BIsrmdY8VWBpX9rK+eoU6oZqUeCOr7JqV5H+V8k4JGAjptkBAV9HK9/JgOH79Q8qOqSj+rM1bmcn8jQU7/Dbsv3PC4OZ8J+DAwlYDABAzaIrNkR+sAFLyfgHbjcaPX3vDh5+SJzMjfvxwmpDxloCIZ15txE3ka7aGBDVKnT7LAe0cUq3Vps1nTfzQy+3mX+STCc7Nbdk27tyHZkXAS4GwY7LcAMrkvamXdD1cq5kxlr6pJ2ZrvMCCuxtU+tDmTuNFYp51yLeHyqmf5olWAGGHuC0OEdU3p1+zkB5upQj2cnUrOGnwMX5g7v7gDP1cHl80yYwG5A2atN3jns+BH9W0r/zsB/tpbGb/T80f0S6z6qJKRXxua/e6TvHbMVv+Q+3/G7fzTwFFvXm9Vh5nFU5e0AX83AXa7luW3qyj/mfB1qU7sVswHalwb1q+oY93lLsM01KQ+sY9l1DwOs/UBcDmAwgAHmhx8RvjAhWBlYxoR3PIxXmtZZf/r5ms0HHSnkoEZD6mIGftXSsm74z29Zs9kgJ4X0twnL6epJMO1lhxNbTOHYXb472o1M800k4ntg8Q29OXVjT/HoK35EgLthpDZ3EMsIKxHOjiXss9tcVnkjxxNZt5GH7kDKvddl7GEiaX2zSbQOjL/EkoGst+kK1r1H4FHJEW2JEVZZTPMSwaULCma/jxmaXXbSt1OW52WA37B1Q1YJFIbMGjbCcqnSiHFpk2fczp+VfL1mj6bZcDmemLIxGImj/F8A/B8jmEy4/ZNEy21hPN+SK6oNEa68AR2vog4/mGZ6TzmuhJqPdWEdagH7MozIktlaNStzc3bgc4BXA7SUiN92Ga/0a069cOWHz+d0HzzXPmyunhNSrxPQ0tPhIKMhZa4YrgyEdXUh+5OtrZkh78kemJPs/Cs7nDQx1OXpIwREgLthoKq8zhdE2OQg1hnlzr4eF4u+/Kr0rEGD1i8C0+6bFVtGC4j/HdPBg7qhaVmbHFYzzNtkpe/vmlSADa6LeaumLHs+a0PbUAWz7Uqp5heY6a/BZPykfLrm+Pz6rW9//sKTP1j1LsGIMkwo0ri56nTe78u/u/f7A6uR4mNBdC0TKgl8W0A3mAQAWT2OqnwA4H2Y6RmL+BCkRRbmjrJJzGFE1gi72Y5eRcASBr3tkvtKigc9f5VemDlpn5XTHio8J1Q+qoXc/3CKfxK8qee2Xp2QWg4gZod1oIe6+g036RjZLc1vE/DHQFifWax2iN/cCIgA58Ztq7XG+iITLaZ7zEGsahVdzcx7bk5szT4yyES0ss2WXq96yiMjDkmBryDC/zOJEVxKzc3mZG+v6kwBGzOr3H+i68IEXXjB1vFT8jXtKH8TmKvsZEM6kMOQO0fu5Slt8YPJnKw+dMIj6sB9lgy6M5CM3zi7/OTvtrjudSaPKxHdFkjUZ84OmLohhKydfS+NKk15RrqWO4pBoyzwSAaOAODdILLmMNgqgN4D4S2w9dc1petfaDsAlm9/ilXfmaYeh4Vj7em6rKfaEA351jLzjfYM3eMJNNr66ITUxybzVzCsv99T/RY/hSMgAlw4lptYSgfkaPcYsSXCp1+uLR0T/+ryv3eT27zN+py9K8DWFUz4HghzXZTMWxVYLFcZADhllafD4lqAnrF1fVW+sOfseWJZS7+SpK3jm/13qCLDz9npS8+8y+eOQDARN+9c009EVZj3yCaOeNtnJvexic9tAi4sIWAxA+8xYbHF1uIUu4sHqU+WT2xs/CrfNvfm+k5IfQHQf9vhRCaBSHe215mmmohweiCsuzU955b6sGEF/qUd1plc3t3ZX7FdeAIiwIVnmrY4tsx5E/3cuxeumLLJKqWb3OVtVtUM/xEskxgBu6bv7waWmYNV8mwgEPVVnM1MvyOm2kCyfnwhwDjeyp+BOGLr+CZBVtrb9jnD5x/22i6XVC7ac3qwQ07eiK/yFmK+CuAmYmt+WXLXaydgQU7pGwvRn2LbcKapEBOuD/ZQnGgnpLjpy9SQq+9a3eMn/817bwB72GHdaajTYo+L+N8yARHg7Xl2zB/dT63/+HJw+kRzgix3XiLw/qPbM5LN9T1a5v8JW7gPrSEiC3bqPOr1/5oJx9g6vt+WmJfPLB84cF3/VZXxPTH32Zd32Vw5R1X+N8A/BvAxATcEdNy0dbt8oiG1jIF37bA279O77Zl1w7ARbknze3YRomA5Ie+zBOuIsm8n9powAd2aSrPbAIrhNAER4O1wIgydNVS1sHU5MRnhrWfQ3GRw6YvbIYpOuxzxVUwktuYC/ICt45d0WiGLAo7y/51MoHwd3+opWl902A92+qzfwvN/4wvd+O8XTMaizT4Rr/8xIhhbyzzEwUmJhiezaM42UXTDieA/Mvi4YDj5Und1KhpWY5mxwJ6uzVWsHnsiIfUwEcalrNR3pk5bXbQsYj3W4W3ckQjwNj7A7bvni444FJxOjHCJub/LLuYlpyw3GZvk2QyBGp8/6GHMNGkT7WTcnAIv6OMo/xow32knGzoNpVhx2UHvENPw+Pw3B22tESGcOGCwKllIQAUDb7KHfxZc0fBKQRvey405IfUiGMqe0X1JCJyQugbAtXZYm8hePfJEQr4aAgcswg8nT9e1PeJUnHQrARHgbsXbO4xvyOhj7gceTaB53Lx+nr5K9+qrJb2BXLTcfxYzvm8n4plUkIVsl6P8KQKODOh4lw7lHXb9/u7QFQN+u/A3r/+ks3ZEh44ZyS2eB0H8XYD+XLq+/4TLP36y12Xs6awfuXzPDCs63aQJxC/tsL4jFxud1XFCPpOz2W+HE+bwW7c/G8Je3k2gKYFwItLtDsVBjxAQAe4RzMVxopxh55kTzSDeidKJEZbdU5yWiNeOBGp8lYdZzI22jreL3711TleMOfrZp0/54ISWQc1DV0xeobtCdZY66XsuPCYO+AEA/mjr+HaRlD0a8t3D4B/ZYb3Z9+ZdYbe1Mk5IPQ3wbnY4eXS+tjqrHw2Vn8VwFwAUscOJn3dWXr7vOwREgPvOWHWppebQTspTcikBVwC0gsmdmwwsf7xLlaVQjxGIeP3XEeEaW2+8XtQV5+PPOTz1r/2++PubN72bVaKG9Gre5bsBGsrAo0Ed7/HYyV3pXyHLONPUR0xYFAzr8wpp19hypimTPWqJPUNnncUpm7ZEb/Qd6lr8NwIet8P6R9nUlbK9n4AIcO8fo6xa6IsMn8KEyUz002Rg6Z+yqiyFe4xAVPlrGTTc1vWHZeM0qvxP/PrHK09bpdYFc9nRcHyVl4F5ejoCFtP9drJ+mw1dGJnm/X9EdI/b3FQ+5b8+SmbDubOyTkiZvM8L7HCiW15PGP/3hzDgMygTY/vVYFhXdNYm+b7vERAB7ntjttUWK2f4MnL5R4kpy/+yjXVtm+qOo/z/AeNlOxnv9H1ux45fd8T3U7/5ccIliw5caS95NxcwUa//BrZgMmt5iGhWIFH/y/TKLqT+xK51VfCmlX/NxW5vq+OEvG+Cab09Q2e1Y9BZP5yQ+pSBXwTDem5nZXP93gkp887+Qzuss/qRlqs/qdfzBESAe555t3n0RYdPZMZp2l42rtuciOGCEDCJFpgxJZiM/ypbg1Hlf/Kl76059v+OW/NyIrDs9Gzrty8f8flriHkiQF/hiNUxHPHxaBMCk4HFYL4jOCOZdfvyaU+h60ZuUPtbJfgnXJwfmKF/Vyj7Tkg1u3Arp4RXdUtcdCekzO2EgXZYDy9Um8VO7yMgAtz7xiTnFiln+DsEd3LCfr8hZyNSsUcIOMrPbtN6NeWjP2W9NTpfjR60DoM/n3vF0jc+3yn1oLaX3pVvoyNe/6+J8COAVrP3yzvpjKWngKgSbBI00AN9+fBPNKSeMDcAAmFt4mEX5DFRsHZG6W4XhZeZnN8FfZyQ+j8C9g+E9R4FNSzGeh0BEeBeNyS5NcgXGfETJr5A28tOzs2C1OopArO8/lNcwkJbx0tz9RlRlYs+2mPd/vddssJrrhrpwPIuXWXqzF9U+WMMnGHiSbcwTfZc+nYVM10A4oEW8FTLLtYlU6euLEhu4s7aUsjvnZD6EqD5hXhn69xUvi+a3X/bM3SHPN35t9iZrmrh4mRPaf8DJt2w1GRbkmcbJiACvI0MrnKGv0psTU8El2x30Y/62hBGlf8OBn5s63jOK7LZvjN3T/HnHz52tp6/eORX39b2suMLxSE0/MRdd1tf8gQRTgTwd27hC+myf54AwlQiDHMZjbBwfTCk6wvls7vtz7uGSgAAIABJREFUREIqTIRrCxG5ylwLAtwHA2E9sJDtjoa89zDTz4hwarESPBSyP2KrcwIiwJ0z6vUlfNERZ7OLoA4ulZRkvX60AMfrf5YJpUEdz2u8Il7/c0Qou+Pa995m8JvaXhYuZPdrvP4DLKLfADwawJ8GYOBZ6y975ducottBdBQYKyymyOQZiZpC+u0uWyZ7EBP+HZyu89olioS81xPTVHtG4baInWllN4KsGcx8aV9/795d47ct2hUB3gZGVTnDXyTQ7IS99JFtoDvbfBccVWGusDxh63heidznqJOHtsB9f/G+X5732FnJOUxU3R1XzxxfxUlgzAPIJI34g63jY0OhA3ccjE/uB9NYENYz8++CM5KX9ebBc0LeUwF62nXp2Ck3JXK+JeCE1H8TcEIgrPctRH+j08t+AlgPgPmWQDh5YyFsio2+QUAEuG+M0xZbWe4MO90F3aztZSbpujx9gEBE+dd7YJ0zWS/KO55vRPlfIsYud/zivTsZbOvAMrNa7ZbHURXnAnQ7AAXmh+1kg8nAhGhI3dYaXxy7MtDQlPJcec3NK97rlkbkadRcswIwxA7rLWag6sxFZLpaBMaOwbA+trOynX0fCXm/T6DnQPiNPV1f3Fl5+X7bIiAC3MfHU0WHP0PAw4nAsj6Rd7iP4867+dFRp+3MXzV/aut4Qf7tzfZV7Jdi+jdzy3F3XLfsZwB/qO3lV+fd0K0YcJR/MkA3ArwjA/8T1PHJprgTLvspXOt6APuZLXFYnnAwtPKx7mxLtrYfGY/S5IHqS2K6LjAjcXe29U35SMj7BgH/ssPJCbnUb6sTuWWvIbS+5D0Qv2CHkz/Ix5bU7ZsECvJHoG92ve+3urxm+ImuB/N0YJmJ8ytPHyAQ8VZeQMT32jq+1axG2XTF8Va+DOL+NVcvPqnJ4jddF5eumrL86Wxs5FI2oirCBApuqFtj67iJsIWakO8wC4gAfByADyzLnTs5tGqLaRRz8Z1PnWhI3cvAObnGid4QIOMhO6zz+qHjTFMfENHSQDjx3Xz6I3X7LgER4L47dlDO8MfBHNfB5d0WjacP4+mVTXdUxa8AqrB1fJ9CNXBDYoe/g1NH3vaLJcMIdOuuZYMOfmfCOz2SrN1RFbMBMlvQz3dM9uBM8/4viEy8ZALxY/b0ZNaRvwrFqb0dJ6Q+BvhpO5y8IFv7Tkh9zsxT8zks5UxXi5nBwQK9R862D1K+dxAQAe4d45B1K8qjI45ymRdoe9mwrCv3ggp7TL17v/4l/b5KNaVK+vXzeNyU5UmRW1LikodLWjxuC5d4PJbHNf+/hzxWikvYIg8zeSxqKWHzuUUey237HDsm77b/uxd0batNiCj/KwR8VOisRFHlb2RCyk7Ej1KREXOY2Eray3o6zrO5F+tuDkD6lK/luRzMQxh4icFTpoSTrxVrvKLTfBOZeG4TpbxXT1/9QTbtMFGwLA9OnDxN/1829drKOtPUq7BQbk/XZbnUlzrbDgER4D46lsoZ/iARv5YILM/pPVYxuu27cvbuPChlMtO0ZqdhlANIAWhp/S+nmKwWYjafpRhoodbvU0xoIUYK5juiFjClQJxiRgtRuswBAO9BTI+64EeTdwdfKkYfO/PpKP+HAOa0bdd2Vr6r39f4Ko6xmP7c7PK3rwqvfVet+/gNIroxEVj6aFdt9ES5mhvKzyJPajqBDgZg4mHfZs/Q9/eE744+IiHvWwTrKzucOCob/yYK1hrsulM4/M4X2dQzZaMh9QwD30t9Zg2bWtP3Appk218pv3UCIsB9cIYMdUYelIL73K5rBvreCffMNmM+mHxXR85gpvMBTCDwQy7Rg8k77Wfysbm5ut5r5hxAqebxDJxNRKUm7Z5FJY8m7rzSpI7rFY+j/C2Ae7ytn/1zoRvkKP/rDHwZ1PFjvZHhpxDhPivVcvDKXhi5atYNw0a4Jc1zwfADWAvCffZ0fW2hmWzN3l2hsgNLyXqLmc61w4kuXeGLhsoOZFhv2mHd5TzObW2Ihry/ZqIfeSzruEnTto1kFz05XtuiLxHgPjiqyhn2K4L1fsJe2msOtnTEOOQq56AS4DwGjPC+T0QPfWV99dAnt1/3aU8gL/t55DsW6GyycDYzr2XQox7CoyvvtHPKHlSINs9VJ+3fDM8/bR0veAhD077W+7r0bFO/pn2uXv7iUuUMv52YVSK4PH1dqLc+Tshr7hifB0Z/ED9Ja3a4ODBr8Wc90d5oSMWY6Dv29ITqir/INHUOEe63wzqrQ3ROSN1qInExcIE9XT/UFV9SZtsnIALcx8Z4aHToyBR73hgwwFJLJi7pETHrKqIhV925g8Wl51tkhJdHgelBYnooMTPweldtdEe58qtqTnTZOhsWzgbj3yA82q+f++jy/5qSdSKEfNoX9fnNieHpgUR813zsbK2uo/wmKtZHQd1wgimnIsNeIYvm9IVrajUhX9ACTwFhKJhfAVvX2TMSz3UXqza7zjT1FRHNDYQTV3Xma1a47MaUawWCYb1nZ2Xbvo+E1BUEzAHz9faM5K1drdcXy80MlQ/2cOrHZFElMw61w3poX+xHT7VZBLinSBfIj4oMd0D4StvLflEgk3mbUT+PVMKyzgPz+cyoJbgP6bun5B1kIu+GbcaAb2rkDLbobJhtavCLTNaj69bh0TWzAt2+4nK8lQsY7gHBZMNB3dE3Y9MpqzydLH7SbWFv8IOG1WrW3t+Daz3FbB2cDC55v7v8FtLu7LCvIuXiViI+khnLLcbMyTP0rEL6aG8rGvLexExX2zP0gM58ONPUAyAcY4f1/p2VTY/HTd5T0UImPvs9dlhP6kqdvlQmGlZj2UU1g48m0AgAZmfgcwAmEMv/bYt9LuT4iAAXkmY32xpWM8zbbJHu57JaPmV5j67eOnat/GpnX5fTh6nOA/gzhvWgi/UPrb7r6qxOlHYzsi2bH/+IRw3XZzPT2QScnX5fDCxI7LDmUYTDmz3Jm29bHeV/h4E3gjp+br62tlbfUf5/M7AiqOPm/Sp8zogbGXy4tpeZ60B95rk/NHzXz7jpPlg4nV1aR8S/7a4/6NGQet8F3gmG9albAxQJqQYCSu2wNnect/qksya1uG8Q6KlAOPHDzsr39u9rbvIeYLXQOQBOYuBAYuyePkBJSIDxdwY/rSj56wlh9Mj1t97OqyvtEwHuCqVeUkY5w28FY5AOLrOL0qRL5/fz7bL+R8xs3useAfBDlmU9uPKOwN+K0p4COR08ObrzgAFme5rHA/g+ER5K3GlPLJD5HjcTLfefxS4e3XGnQbtc8u86sxqBLzr8OXbpMR1cOrvHG1QAh9GQ7y6AL2TCzmCuL+lHl115g15RANNpEzXTfD+wiJ9kj+eo4LQVr2zJbjTkfcsFvRUM605/RDnT1BoQ3u6KWBeqHwW0Y9XcqC60LD4NsMy/9XIQ+oGxhoF/EfHzzKlHguEP3iigz+3OlAhwHxnyfebvs8u69a72IHXIikDPx9n1XRMtZxcPAewBcVTfGfx9H0GXVTOHXTPngGa35XYG1tNnn/xU3zv9q6wM9JLCjs//HoH+HUjUn94qwCMOZeZGl9xDVgXef6eXNDPrZswKq0tSLq4jYBSA18EI2TN0LGtDm6nghJS517vH1raXnZAyO08P2GG91VdAJvMSgC/ssP52IdrW3TaiM8pOgGud5TK+v4HtzmB8DcIyBv76/9n7Eji3qur/77mZmZYCAmVpc1PatLYqiyACCuLKoqKsUtAWbV3Z2snLNC9l7WQy7M2bTm6mxR8IYkFagSKyqgiKsogKiCAIFNoZOrmZspRFSksnuef/eZnWf4U272WSWYq5n48f5PPOPefcc8Oc9+495/vlgrij6aLuXw60H/9r+msJeBvZ8eIxIpk9daTrtMF2eZyd/jQTLTGMn+Yc6+LBtj8U9oIxtYAIXxLgmd1OdJt7y++QR043wPVr9L0jkn191gilw01MOFpbnRXR8Q3FfrzXZnrengdDFBYQ4BIi9DB4UTSZu6QS3xIJjBwNF+WK5ka3QrGoEvJtMBpL9S73YUXTaCup3T73YTfaz9stKBoaTiXGkYaxHxH2ABexylYDeJKZ7sWI3p9Hz3/Z/ffaGMAI1BLwAAa3WqoPvPLA+tz613IBBL64ynrxn9XS60dP0FYnErCUyJyRTTUNLuFDIiGQk4FwsCGwbm0gsH1A123Y0BDIj6wLjFhXqMs3BAJcEHvpttkDQgwvY+mzQHQ5M83MtUW2ubd/JY/sIuCJiL73+E17LdXEO5n5wVy08zI/+78tyGQSwZ8z0zfYReEi3BxN6u/11+8i1SDT1EhrdouV6qpZ5pnFYdELt9zHqxKh+wHsvwbZ3ZPJvhefoR7tidBUgjmWQC7giIuctx2B3gR4OUAPGphbosncsASuGerYDbT9WgIe6AhXQb9UE2xAfEJbK8vGra3EvLTTswFKgHm6botWNckFY+mvgIrgHB8hwmRmriOQC27g/q+u+E8GESHPG9GyGFQguChZlHdRs4roWYyXmBAgwjITMMt6LmvqrGTN750bjGe+TMyLQWjXKWt+NXUPtK6MPPL7DLjED248i2PcgnGTTaDuScPiCz3RFVu96xxo3wZCv2qWLRA4A4zd4Fa4oxDtzx2lixNNxHdFtoBb7aJgBffRI0455f2FRulE8CYiOq6XzSftZM+QHPMXiTAYp4DYbUP7GBF2MYxeQVjFjMcgzN1WomfxQMS/prP8CNQScPkxG/QZMh1+SQia2h1ZOWjFTjKmLgXha4ZpWk9bpCp/TOTc9EfhVk6zcPuEXyPQEvCGe4QRLzc0bF/497/zhe13H5XfNbeh8FhQF/xWI7ttUCRoKjOmAvwEkVhWWI9lPR0RF/ax4jHG7pgYALt/tJ7VTmTQrwAqWYCSR11t6d/9cHMdQRU+jRjf1dHOivlsK/FtoOZ2JEMnF4xJEMi9f33WMF/S1Jq73q+9jX27HWtH0B7nnZd9bdO8zLzQ/iz48S2hYGUSUjEwmwROiCT0HX5tVSLnHpnvyqGZIP4qAweAIGFQB8KrAD0D5j+wwS+iF+nnKrFTmztwEagl4IGLbVU0y/QE9xj0yMFsIQna6joB2q0+X5jemW56o5KF7J1INLz5zq7T+yqneT8ClhgRuCE3v/HRSvRuba6c23ECjHGrmd22j3tI4GbqLSzrbp+zrlJ70lY/ZUKYCvmZekGsahW4lfrVn/kyE/4Fg5fnIl3z+jN/W5hTbAMqmEVgfAnA62C62mrNunzFnkMl5NMAv20lc/+hCsw0B08F0VWRpN5+cwWqRdpgpIhgRVp0xlN5PwXSSXkUFfhEgD4DwocB7ABgLcArAXqEmH4Vac3e1U/1tWlDEIFaAh6CoJdjUqrws8LgjO6mTvduaUDHGDu1R4AaXJi8lTpl/agSY0X0KQTcHuHpIPqdC86RTUVvrkRnOXPDicTId9fuMpVcOErga0y0zG3NqfQuNxhPn0csziDBM7PzrQFHaSpnzeXI7r4oPLY+jycJ/M2s1bXNrsPvmoscwIxvFVtpgNs/BD3ze0ms39p8dfGYfbEh8JQBndyUzBYJLdItMgnGGdGkHrNpXkdz6GQDvhGEtkr5gTf3pT0RDgt+dxoEHQFgXzBc5C23P70HwBNg3GOo4fqmZGdFL8h+41eTG5gI1BLwwMS1KlpDmfB3GfiWjnSWBAeohjE5J3MABC8B8U06FU30R2cwtnACqDCd3K/dImMRlgjTcEN3+5nZ/uir1pzQuQt3Ra+ZymAXAesgMJZxH2PSb/tjI2SrU5hoMbOJ5JzoT/qjYzjMkWrCdIDO1lbn/sPBn8Hwwf1aJUaEGeOI8IgBz91aAVKmRd7OjAOtpA65vqlE8HqADrKSeq/iv88LHghBLqnGMiup3XqGfg/VIl0s7K8DOBiM8SCMKJJUgJ8D6AE2YtnWCr/6bbQ2ccgjUEvAQ74FW3dAqvDjAnxBt9V190C6GbIzX2fwUmbYuTbrqnJtyVhmWvFLF/g8E24A85LhSgfoviQI5KcyiZMAM55BbmtVc7lrDsbbPylYLGbG3brNGlQWn3J9LSUv1cSrifnf2WhnUzX1Dndd6oLgVylAF7MLKMNYyQQnmtRXvNdvlZDvELAwktRz04ngHwAS0aT+wqLE3jvk8UaWCX+Ltugi4pjfkZ437tMkjFuv8DmAXEjLnQnFr/GXGHgUhLtqhA1+o7lty9US8DDdv5CaeAqDZ2ur8/MD6WIwpk4jQopA07NOpOz7o5CtrnNh6ZihcjusucFv4dRArsmv7mBcfZUYLkzjUzkneobfeZvkNiJoLQYz975TN+OVK2aVzQ9brs1qy+++aO8d6vPvPAWiiI6sHJTioWqvoRJ9mXPH7o4GcTUD7inTO0S4LtKi/4M0l0mELgZ4TiSpt1MJ+QwBj0eS+tuqJaTBvNpK6gNK2W9PhHcWvOE7ILi9158AMBaAAMEtEPwnDN9naMTSpmRnVav3K4lJbe7gRaCWgAcv1mVZkpmJDwpj2rujXbeUNbEMYRlPJ8F0CgxN1wsify9jKvaw0mPq6rEETCt0W2X3xeXYHQjZoJ1ZTMyhQEDMWDW/UZdrQ9oqxcxfEYJnZFNNw4Z72O86ZMfE48hwO4/c8HF9ut4mkb/8rrWUXDoRaifmmcXiJsJvTe+G05oueTWnEnIVgZ5i4k8S+Cds6GT3iNhKapd84L9G+oLQMRTg4wE+BH3kBG7Blgve8SLAD3OAbo0mdFVb+qqx9pqOoYlALQEPTdxLWg2lJx3DghM6svLggXJP2upqEMIF3jC9XAKF/9wXAzdqx2oZKB8HU2/IVvMY+AFzYEaubfafyrUdtNOnE6idmGZk2yLFop1tafSxbPEobXVVVHy3La15a75mmkOns+A4GB92SQYM+E5B5FaLryegmxm7WK16tysukB/tFW5hF30J4L2L/ccCbu2DJuDvYPrNa5RdnCxR7PVBiFdtDf2PQC0B9z92AzZTqvA9BLo+a6303bvo15mNBUnXG+CVnBNx3/bLGqF4+hhmWsKgWM6JbLMFSFtatIy1TwOJxQCfqZ3oNWUFxoV6nKOOMAKXClCyP8f55dqrtnxITXiKDV2imzqXVlv3tqivfV7oUCHYAeNQJuolcIMLBMMgt6hwLBHqmfG622tMoPsLvbi56ZLsNncCsi3uzQfF51oCHmY7GeqYcDgb6tBW54CAuEtbtYDxWd1mlVU44oZp41fefIKZnnWayr4v3lKoXZCLOi6cykRHM+NdIhcJiwIMFxmL+/6/i5JFRZSsPoQsF/mK0QvwU8y8TP971DJcdXpvNbZybCx9sCBaDMZtus0qm3NZ2sqtLI5pJ3JgNfwZTB0hNf4IZrGkMCLw8dVnvrht0EoOUIDSieBnAXGSAH8WoCkM3sk1ReTe+OMFAzpvU3vSALlQU/s/EIFaAh5mmyzT4dtY4O5cpPPKarsWPDs9ngq0sq6ufspLl521ohz9xfti0MnF5FvxPSdTcG7HdGHMqQw6xG1XYmC5IPOUYcqTCBSowAVTR3nKc0EIU8izyIuAKQRY5HsDhYLoLYwk0XCIYT6ZiL7IjGUELNNOpOJCovHnXLpLPj9qscuIFCgUZpQL4iFt9UsQHtYpyyknxsNBNpSZeDEzT9JW57Th4M9g+JA+b48xVF/vAsUcBWA/MMbA/cvIeBmEp7gPEvUoMJgI7xrgrSIXrsD9Apjd2KKfHQw/azY+eBGoJeBhtKeh9gmHsqAl2up8X3FHNdyUcfUTYqzOOtYF5egr3hczwqaBpvVc2n94RxlvP8yFoQTg/s+lfluiHcsF/qho7B6fP7aeG4qgG8WKbGCZgFiWdRp/X4ni/jIijbHVvgHgbyRoSnZ+pLsSH4ZirlThPzPompy18uqhsD/QNtsvGPcNCphjieGiXIVB2A5uUgVeYOAhCphbIs09f3T9yCTGfpchrgXhNjCOIrgJmO8got/C4AIQ3J7gZ0C40GrRvxho32v6P1gRqCXgYbSfUoWXEuOv2Whne7XdCtnthzLELQ3br5nUmUxuFQFoc7vhRPvOG9aKpQx6uT/3xa6uPed2yIIpnAqQm3QbmOgGDhSWVJs0YZPfe8YzHy70YUKfDNBogG8R4GXdTvQv/YlpKJ45k5nnM5uZubYm34xIoVjmYiYOasf6fn/sDuWccenwpw3hvnzB7PfynJfKOikZSr+3ZDud2GM/osApYPoCGHtBYDTc6wtGFsSPGUO/brpQuyxfLsrUf43MvLFfYCHuBXCdIMoZ8A+JcRED6XXbjdz1nHNWvOkkxu5dTyIDgy8y4TWAr4omcx9YeM/htr/buj+1BDxMdrBImG74Hi07JU6By/RT1RGy03cz407dFn0f2MCWDI09e+E+lM8vFUR3Zh3LF37u5nqC8Y4mYvM5EH0F4CVUwJLsgsGFbgzNyexvAmaqSy9HQL7A/OMen+vffC1ybvooGLquLEakk08OyAmfXQ7m06vNJFXVH8ZWlAVV+FwCDtVW53GDYa8aNm46GQ16r+BMAh0NwgFguAhWLjmBS6jwDAP352Fu9MNU1JHYTRo0PA/C/VaLPiadkEsEsH8kqfdx+4EZ/FY0mTtkc79VQrqFe6dsZPS6bQ30d4YLJWE14lvTUf0I1BJw9WPaL41Sha8h8Iqs1VV1wvtQLDOVic/RjnWQH+eKFHzgJWBu0U50oZ85/5V8bdUKwqnE3D7qXfGTFzoi75aro9rywbhyv15s93g6V+YRvOvL5oxIo95Fo581BedmToUxjTkn+l9/qKu9toHSJzMTf8fgu3KRzvRA2ahEr2oOHQFyyQlwWLFliLBjEUwDvJJdcgKB2/rLTJROyFcI/KK1McmqhPwTwHkrmTu8/bzQJ0Q9/x0svmG1dt/63jVkmuXZTGgEQzLhYQGyI8nsI5WstTb3gxmBWgIeBvs6Tk2aYlB4fMP6kfLVs5/7d7Vdkrb6B4Bm7Vi3eekuVgGDMkyYn3Os9/1x8ZovY+oaEMabd2l6tegAvWz6fR6atXBX3q7g0gquHfUuzfCTRN+rW9rqCYDv0U50rh+70lZ3MuN3uTZL+ZEfTjJjF47fRxTEU4LpE93RlU8OpW+LLpJ7FjZgOhOOJGBfBvbYRE5AhH8w8e8KJnD9nGT3mkr9VM1yBRF6I0ntwkQWh2qWzwL8V6s1N6P47y3yTjAO2IQTvSWb6UToGAJfWETAIrwI5vlWMlc21Gul66nNH74RqCXgYbA3MjOhg1i8mbVWllUc5cf1YExZJOhwnYoc70dexjNuscl92omURas2/pwrdsnne92CqtXasb7rx9ZQyYTiKs3MnzOBuhk9l89+uhw/NiKALYcRX/CDHuZiRhOLPxSwYUq5gCfl+DVQslJNbGTwiTmr8/CBsrHF5JWU3yTDxwD0KQDjAYwE6A2CeR4QDxQMbmm6MPvnavuUScjHmBGyWrULGfmfoZqlWxF9hZXU/wGeUQm5jgEVTepzSvmx8Tj7SjC+UkTFAv3Mas3OqbbvNX3bXgRqCXiI92zcgnEhE6h7qdAQCFa793K3uZfv2GBGrmAhjvbDvytt5SbppHYsF7PW93CrfgXxEsH9uy/2baiKgtJOzwbTxSDM8HMysLnpYFxZBBypU9axflySdmY+AR/KOpGy8ab96B9oGZcUBOAHtdUVGQhbHYngQS7tn0vmAcZHSWBnBjYwYxUBj7Lhu6IX5n4+ELY315lukfcQ4xCDhvHvpflTzfIdCuAHkYT+D0hJulle5nIAW0ntVlH7Gioh3Rfb7wAYBcKvRwI/PL1Fv+prck3oAxeBWgIe4i2VKnw5AfVZq7Pqb8Qyri5nxo45xzrLzzKlrR5l4ktzqahv/OnifTHzUhCadcpa5MfOcJHpI2OgxSBOlduzG7TVIwRk/LRRhRPXjtyw9q3lhujbPalIsb1lWxpSTbiaCP/KRrraKvX7mrkf3fGtkf+eESB8mfvICaRLTsDAqwR+mgm/35CvWzr3olUvVmqrnPlFqkGmb3Jd4LBo86q/vXeuSsgCI39ANPnyfx3Fq4TsJsITkRZ9TDn22pvlLAHEQHBbDh8j8HmRZO6ecnTUZLf9CNQS8BDu4fgrxu+S7xU5Y/CxnqbqsqHIuemPwtA/AkJM8kMwIGPps5jo6znHcjlJfQ1pq+8BWAQhpuv5jb/yNamEkMuzC/ChrgiTi4CFOkFw/1lEwSIgwH3/zBuiq3KpyAOV2hzXtGCyCQQWl8uI5L54CPCPs6PWTPHDALUxVt/TjjWg7FaVxmNL82U67PJE36mtrrJ7tjuSY482JnACwxxKTJNAG8kJgBXM/Gcy+JV1Ue43A+G3X50qIS8HIw6B6Vvq5U0kMHI05Dor6UI8//foaJEnGMatppcO6A8MZfr84Oepjlz7n2ZCt2BSkdZsxS86ftdekxvaCNQS8BDGX6pwCxHGZiOdVT+alHH1czL8bLYtepHXEjd+oa0kmG9knSZf92qhWPoCJvquKdD0nvbIX71sbO25W/QVAJ3KAtNh+AkQvcagvxBzgQTljeECEReIKW+IC4JpBybeB6DPucd4LvqVIbMsl2p6vL8+uPM2MSIJU5jZ3T7Hxfr1HNJWP2VA+62qljF1Dwm6NZuK/NhT+TASCKbDfxDMF2abukoCmyxKjJuc5/w0JjpcgFxAlN0YMIQiOcETBvht7w67LY7Hn1w7XJanmuUsEBYS45xIq758S35lEqFDmPlBq1W7UKjvGyoh3f9mdraS2gXl6Ne4skWOWs/8MwIdaxi9RLTUSmZP75ey2qRtJgK1BDxEWzU5M3nEO5zPGTKf7Ym89Ew13QjZHYeDzE+yKevDfvQWQSPAe/ilFQzG1Y+JsbcoFKb7TVab+zG2MbM7jeTpAjSdmXdxEbHI5JdkF8Se9+PvJplgTB1IwFQQTQXM20ziZlEQy7ILZpelZ5O+TYxIhrCwxwe5y7tlAAAgAElEQVSMZGhuZhwzlhshDvJTzDXOTn/agO5qyJvJnemmN8pZ61DKykz4X1zgb+Sauv61uR8qGfwOG/o6MQ6CwDhygVYYrzPwHAF/NOCbm5K5il6MBnLdmebQ15n4dgKuiCR149ZsdSTlDwoFqGir3mFLMpddNmmn7datfw2MJqtVd1Tqs0rISxn4IQE7M+EP9SzOmpXsfqFSvbX5wy8CtQQ8RHsiVXgugffNWl3FtoZqjqCd+QOBr9OOda2X3j7kKH6eAzwxd3n0JS/5YEydRoRZ2rH295J97/ONCW5fAN9gt8+YxA25VKQq915jmzJfEAEzFXCTMdw/Vk65xVWuvzKmFjJwcK7NcmEKPYe003GADtWO9Q1PYZcxKabSTBzQTnSrf/D96BlMmWAm/MbMtYVTxq4zXyXCZ5nxEaIiOcF6MLpI8F+ZxZ1WMnvTYPpViS2XSjAfwBPMfJfVmnN/M1sdmYS8jBkzrFbt3ldvcaQTwcUCdGwkqUdX4tfmczMtY2ewEeeB8FEGPx1gkWxszd5cLf01PUMfgVoCHqI9kCrczYXCCbk5qx6tpgvBmPoOAafpNss9ovUc0lYuDF+nL17fRKJOrt11BRNOLff+Vc7JfB+C3eT2s/z2dXNfSc5629O5fgpIWyUANBLzxdm2aNmwnjKm7mAy9+WcJl8AFNJWjxPxpdlU1POP4+jGzIdGjjDLYehEvcB6uJ9LHNBpV7bI3d5l+raB+XIv0f4Ld26Qc17f4EI1vsyEp4hxb0P9uzececFrvo7qB9TZfipXCenSCD5lJbXnnbxKyBuZeZ9oa859edzqUInQ6yC+1WrRVYUfvSKxx34bEFAE+jwBLxcYVza1/v92qH6GoDZtGESgloCHYBNkeuJsInwxa60s+ebdH9ekrZ5notl+viyDsfTnifBz3SUn4uZTPOEv+6gMeYJui7rFV75HKJ65gBkzWdA0P+1QvhWXEAzNWfgRDhRcWsHHtWPNKkennJM5AIL/mO/lKS+r6GqvuSE783UGu1/cvu4Ag3F1GgGn6FT5lJBevvTnuUrK48E4DoxDCAgzMIoZ/3bJCXL19M+lH6o/osvqdGEdPxBDJeQqBr8ZTZZOqJsWm07IB0FYH23RJSk8VXPQAqhtDe28czL5zIC8YKoW+TMwXGhVYuJfWi05t6WpNrbRCNQS8BBsnFRhN0n+IBdZWXEV7+buB23l4hXvmkv5q2SWcXUPM92ccyI/8QrDJirDfF39lJfLoDLsuy/mvQMiMM1PNbaXH2U9TyREaO1ol1Zwj16qm/lKalaP3/nSTs8nop2yKctXIYxb9AbGcu1YST823GsCIPCLnDOr6rSTfuy7MqpZuv2n7pFpHgLdYHbva3+zBrmfbcIwDmYmfo4Yl2hrpa8TFb+2h0ounQj+k0A7WUm9p18fVEK6mNAP+vmydRGzmLAmmtSf8au/P3IqGTwfhtz2Qhcw5KH6ADed1Zx7rD+6anOGLgK1BDzIsZeZCd8nQ1Oz0c6vVdu0tNWNYPGgbmv0LASRsfZpECKiU1ax7cdryJj6CRNW+634HWNft30Ary8F89u6LeoyIQ3Z2HgkPZOZZ+Taog/6cWRyY2bEOyOwXIBmdDuN93vN2SO6YFJdXWA5mfxeforJgrY6F8Bny2n78vKh3OfpRPBC6jU3Wpes/ufW5obUxFMMzMk5q8sFytimh0pItwd7Pyupd90S+9HWFqdcXGhiFWnJeXYUqHnBAyHoURI4rr841OUEeWMblPvStx+A5QRcFknqn5ajoyY7dBGoJeBBjr1U4SdY4OxcY+dvq206GM88KVCYkU01PeGlW9rqaUGId6esu71k/0Nl+OqaSZ0/86YyLB7/ivxSgH6vHSvupX8wngdjmVOJeDER/TCbirj33p4jFM98l5l/oB1/9+lBW51PTB/XbZFveSkPxhZOICo8rB1rWB/tykw4AubJA4WC5RWnaj1XieDNBDqGCAc0tuhny9HrQk4Kphl+C6DSidDdBP54OV/Z5fizJdmFF02cYHo3/NiAXc7iNwFcayX1sPhvr9K1fZDn1xLwIO6uVOFvEeH0bKTzSwNhVtqqd9S7tIMXyUAolo4B+Ey2LXqSHz/KoTLs4//lZQzclHMivoqY/PhQDZmNbUCLQfSETnknSdemtNVvwXybXxpHGUv/E0Tn+6nAlnZmdUDQAYN+NF9GMKUKuy0xb+WszkvLmDasRNMJ2UHAWQw6PprM3lmucy4KlhiBfRrP85+4Mwm5DqAFkWT2/HLtVSqvmoNXEInpTDwSBncbavj+e6E1K7VRm1+dCNQScHXi6EuLzIQfZuZUzuoqm2XIy4CMdXwMZG7XjvURL9mQrZ5iiEu10+iJbFQ2lWFM/RiC1uZSEdvLj609D8XbP2GM+LgQLhoWBRiFOnLRsAQdkO8tXPpyek6/SeLHNXV83AT4rwXwwasda6tHr5t829S7W1dXP+Wly85yK2dLDmmnfwCQiy/9BU/ZuLrHGNHe09b4ay/ZoXouVfhnRLg/G+n0dWowVH5uza5KSJe1ykWaivSnRzfTOPlDPPqdN7eEglVqrZmEnM/AbCupRw1VTFQyaMFQExHGM9OjYJxrtWbvGyp/anbfH4FaAh6kX4XsmHgcGT4/a3X66i8t162grU4k5u/qtqgn65G01boCNuy22ol7IhL10e8h4eeLrkhlSHR37zt1E1+5orw2o0lnX7nT+vy6U0FiOohDMFgOcBZEBQLlGexWabuxm8DgfxIHbi5Q3bLVzpkvlxursnt37Uy7C4GpnYiv3l1pq9fyvby3VwW1S9LA4NdzjjVsvy6lCv+WBRYMxJVJuftWrny6WX6TgKVMcKJJ7Ys+8r02MvOCn2NBv7eSur5c+yohs0R4LNKijyt3bjXl21tChwfYXAqig8F4qQBKNyWzw+p0qprr3ZZ01RLwIO2WC2gPol11pNMlEK/6KN4/gnfUTrQkNdq4pkWTTaBwj3Yik7yckHYmAsYRum3gqAxdzGoydAEDpwJYSqAlWSdyVynfXNYmAk/lIugG3QfDl5TbUytj6nES4tJsqtGzd7fIKsUjlwPmJJ1qesg7bun7mDE/1xYtec+/8V76OO1Y3/TSOVTPg+nwk0LQd7KRlS6n9DYz0vPGHkwkHgLxjVay/606mebQ6UycspL6Q+Uuvj0RmirAN6Oh8HHr/K0XupWrt7/yLmLXqHXrfupivhPTegOzNJrMndlffbV5lUegloArj6EvDaH0+GOYAlFtrSzZS+hL2RaEZEz9nIDfZdssl3B+q0PamWOZ+AyvVqXdE4t2aHg7fzsYF2YXWH/w8qs/VIYhu/1wJrGEGQ/W19X/yM8R7+Z+7J1INLy+dnSagDOJeGY2Fb3Oy89Nzzf27rZpx/qYnzl9CGD8Te1Ej/CSD9qqjQirdcqaX0rWpXEMAMv8+uBldyCeSxV+ubAhsO/q+ItlnzQMhD9+dGYykz/Er77TDYFHrBb9ZT9ztiaTSYQcBn/LSupx/dGjEsG/ALSDldT79Gf+QM1RCZkC43sguIhm9wbqR5wx+4KVXQNlr6Z3yxGoJeBB+mXsvmjvHerz617XayZsh+T9+WqblXb6MVMQZ3oRI8i4msugPbzuaMee0x4WefGAdixf/ZLlUhkG7fS3CXQtEU/3gyBVKl7FKm2m65hoac6xmv3Gttze3ZCt/ipYzFvV1ljyyzYUT89gg6/6ab+Stnpng1g/5tX5Z//br9+DJXfglQfW59a/+o62uso+fh0sH7dkJ5OQOWbkrFb9yUr9UIngMoCmWEldNvSqa3tBYtzoAMwrDDRGk/qKSv2p9vxMQn6fGeeAMAXAk2DRYrV2V71Gpdp+f1D01RLwIO6kVBMfQKGQ1HNeurfaZmU8s3YDrRvr9YdcxtLXuqAC2oleU8qHsbGOowVMk26zPL8gyqUylHbmbIDPQgDT9OXVgWN0CR4CI7CYybwRfHO7mY9ddXqvV4zH2B0TAzAvkAns5YfAwcVxRoBWZedHStLFjbPT+xnQUu1Ynl89Mqb+zKIwN5eaU1VQFq+1+3keTE8aTzAP6mjneD/yw0FGJeRzYNRbrdrzisWPvxuZjt6ykvorfuS3+ELQEryODR1jtVYPJ7q/vmxtnmoNHogCubCth4GxmgVfEfXR91xtP/7X9NUS8CDueFBNvAhkOBfpmldNs0VCBfC9OmW55N4lR5FI3mCO151pyFZzGDxBO1GrlMLx0Ssm5et6HyJBJ2bnRx7xst939GsuMnk+sSfd1OklX+5zaatFACZpxzraz9xgPH0eMe3v5x7W5fQl4PCsY3nC/0lbvYsdRu6iW05/p5QffUhh9LR2Igv9+DuYMuPSYZejNjNQhYPVXotKBB9h0IejSb17tXSrFvkCM+6PJvUPK9GZaQ69wcTLrAr1VOKD37kqEbweIJdchAl8SySZm+l3bk2uvAjUEnB58apIWqYnHgUyzdrqqiqsX2hO+hgIcVbWiXiia0lbvVlXVx/2um91ka8IeCzbZv1fqUVLO3MkM1/smz0orv4MhtKO9YuKgllisrQzvwHxHTplucnYcwTdtiwjWnsWlC7IcjGiSfB1Wcf6uJdS97iaDaKeLzoxdQYTDtKOVdEfeC9/+vNctodPgMB3tdV5Qn/mD+YclZB3ADi8kH/3I3Murh5JRCYhX2XmNqs1V1Glero51ETE89dA75hMYv1gxqa/tlSzTBDhDBfKFaAHTC+iTZdkPUF++mvvf3FeLQEP4q733am9tq6wYd1Oq+OrPVuA/LrmttUwaGzOsVyAja2OYMyZQFT/kHYsz4ISaacfNAVxfk97xIXv2+qQdjoC0Ef9EB4UC5kEpuqU97G237VvSW7s3MynhOFfi0JhSnf7nDVeumQ8sxDMO2jH+m5J2URCyLdHbxi1gbb3AjuRduYqIvw9m4r8uJTO0NzMIWx4oXasg7z8HOznofbwmUZgv5zVOawrZVVCXg1gJgXMkZHmnpK/13JjqJrlekBMq8a9aPF4HHjVSurDyvVjKOXTzaGTiUwzQC4b1HNgc6nV2lOy2HMo/d2WbNcS8CDvllQT7yVj2rNNXSVbbcpxS9rqp0x4OJey3D9EW0/AZ3d8hQrG1o51lJd+t5e1gA17rXbiJatfN5ItPK2daOkj1AqoDL183dLzkJ1uZ6Z63WbN9pofbFpwEInA1brN+oSXrFtsJsCzup3oX0q+mMTVLAL28yJzGNe0YDsTCLylHWvYFTrJTDgJhtFWpy+CCa/YDcTzdEImCWgG4/tWq/bkvy7XB9Uszcj6wJTT5616sdy575VPt+55MBUKfzVMxzS1Zqv233+lfvmdvygxbnIexj1VOpyBNwBcE03qkm2PfnX/r8rVEvAg73xITZzHZHbUka5+AQNsyV23kAdC2DrVWLJHNWhnosQ8SbdZkVLLLsJJsnlcpyyXaaXkCNnqfphiq1JJhB1pdyQAc4J2rAO8dG56LluuHCXeXje5QFy3y6jQP59JnrLB71y3jar+7fwLEOIkr7ig+HIwujf41sgGr+ItaaurGfy3nBMtyWIk4x2HMZu2nGMd4uWzi0wGMt/xg+Htpauaz2VmwlUuglLO6ryqmnqrpatYwQtcA0aL1aqr/pKw8JLQroV32f1irdrfyXRC/kYAe0eSepspbNvSfqlE6EqAv0VAA4PvXINdvjdQFIzV+r0MRz1V+2ENx8UNR5+C6YmfF8RO1ur8VLX8C9rpNwIFM8nruDUUV1cC9ITnsegcdYQRdEHOiXhiVks7vTogAp54xtJOdzDEi37wofdO3NTw+ju5W4lxJAgvglEHYE8w3UoNoiV76ezn/cRO2pk4mL+i27x5d6Wt/m6YT+tpi/7N48u2kZn2yjkRlwpuq2P3sxbtUD8q/6p2rJFevhZ7uIW5N5tqGlZwj1JNuAMkrtKRle796rAaqjn0JRDfQ8C1kaQ+bSCccxGkBPAbqyXbUE397rE2EaciyVxVizGr6aNfXenmUIyIXcCePU1+Q6jpkldzfufW5IBaAh6CX4FU4bWikN+ze0635/2kl3tyTtueEHWP+GHVkXbmTwLU7EWvJ+30bAbtnXOskklmjJ3aI0ANz+iUtZunnzF1L4NTXuhQrh4ZV38mRra3l2dtgnPcw0qPqW+gRcz4IsHMzDpNnkd4fZSC/I7efk09kklTOrFmrmXwQ57H+LH054nEZdqJePK9yrh6RuTFN7vbG5/ySOo2MYWyTqTJK46D+Vyq8KMsxBm5xhWPDqZdL1tt54/es65u5LMg3GcNIMyjapazQLjESmoXrKJqowjuwXyW1Tp0ONFVW8xGRZlE8MuRZO6eauv9oOurJeAh2OGgCt8Fw9fkmrp+Wan5YDzzZQLP1SlfX3mv5Bt435cvia4umRDcVh7CszplleQVHhvPfEEwX+SHrk/aKssBPjR3efSlUrZDdvr/mDBGp6JbhOwskh0Q/RDE39Xzo25RS8kRjKWfpHoxU18W+XspwY3H85O97oxHN2Y+NHIE92jH8gTZl7ZayhB35ZzGn5eMdyx9FJM4z8+Jg9d6q/lcqnA3Ue8h2Ui2u5p6K9WlmuWrICy3ktoXl3V/7alEKA3wSQNBK6haQpqY/xZJak/s9v76X5s3/CNQS8BDsEdSheeCEdLRzpI9tn5cC8aURUSTvYgCJkTbg7114h/asfbw0huMq98T0yXaiZQEDAkVW2jok9qJlDwCHNe0YLQJBFZqx/L8kgja6n4G7utxrAu35meRzJ5xQK7NOsVrLSFbXcfAH7RjlSzQGWe3f9FAXOjzZeI5w3RiT1vkmdIvMpmzmbC7J+rYuZndRS8/rx1rF6/1DOZzqcIFHexswClwiTCGxUgn5EoC3rWS2heEaCVOZxLyVgbCVlL7rlvwa08lQqcQ8S82sNnXTvaU/B351VmT2/YiUEvAQ7Bn4zITP2WYf6Ktzn7B223ucshWy5g5r9uiJUngZVzNcrFf/bS7hGz1iCG05FLWb0qFZ+wcZQuBg71ALHabe82ODebtl7VjbecVbhlT10BgjU5ZJcnEi8fUBTojuyBSkiTA5T5mwngvQJFwon3nDWvFS9qxPEH3pa1uBHCbdqySdI7BuPoqGdg+76A7A0RHrEpFKq629Yqxn+e7LwqPrc/jCW11ehbi+dFXDRmVkO4pxlgrqYPV0Oelw8VxZojXosmsZ3+9l64tPVeJ0F8ZZlQ0mXPbe2rjfzACtQQ8RJsuVXhNveF9upq6KipacGEgSdD+ftpdOBB4M+tYngUlQTuzmAh/1KnIT0sm4OIRtLlYO9HPeoVR2upZEwic1HP57KdLyQZj6c8S0RHasUpWtUpb3UCMe7zIJ0Jz1RFgzMumrC/68PEFsDhGtzU+6+HjeUTYWTvRkpXsu8cXja3n/FPasTyRmaStfsXE1+dS0Vu8/ByM5zIz4QAw/VRbnVX/+uuP/yohfwfgU0HsHDol+czb/dFR7hzVLFcQ8T2RZO6Mcuf6kU/ZY/Zo2D6QI6azIq3ZklX1fvTVZLa9CNQS8BDtmVThX8LgZt3UubQSF2S8/TA2YoEfJCoZS/+TBH/bq92lCEPJCHu1K4Wj7TtvqBOrtGPt6LUGGc/8gg3uyLVFbvCS9fNc2pnLiLghm7LmlJKXMWc3Qt2fsy/Jj+HmU0oepbroVUbg1tz80vy8oXj6PAYdqlPWsV6+Sls9ZEShqWf+nL+W9DOu7gXj79op/eXvZa9az8epCV9jotnZSOeAfP2V46dKSPc3MxWGP2NdmHusnLmVyKpmuYaBS6OtOlWJnlJzM4ngzxl0tJXUuw6UjZre4RuBWgIeor0JqrAlGHtlo50VvV2PsVPbB9Dwmq92l7j6ORlvysKQ3XE4wyS0Y33BKzzSTi9nwcfl5jf9q+RXo63OJWB0tRJM0FatgrCDVwIORtLjqYEe9of+pR4wRBf0pDzQv2KqEYSPeaF/uZXbdfUuzrOPKvG4WyVO83OpyLCoJJXpCW6x22e01fkDr9/AQD7fSJsXE6BvNrZmPbmbq+lLOiHfFYypkVY9oG1YKiHfJODGgWqnqmZMarqqG4FaAq5uPH1rC2Um7s/MN2qrs+JiEmmrZ0RAfLP7co92FzsdJ0BmnWjJdpfQuQt35d7CCp9FUzcTcIsXtrOMZ5IAz/BDGOEniO5dMRM9knMiPymZ+GPprxAJWzsRP+hfrxbQsPdq58zS6F+2uoJAz3gRKJRbJQ5Td4heMGuVn/UPtExITTgfENtlrZUXDLStrenPtMgIMxQIcatFO4PtR6ZFmg29PNG+ODegPLmqRdpgXPrgM3r7m2+Gb7CZwY5HzV71I1BLwNWPqW+NUoVzxuDQnqbOiliBiu0ujLtzbdb1pYxLt91F0Lm5lHW4l5OhuHoRhfzR2QWxkqAXoVj6AibsoJ2oJySd6ycxP51ti17kZd/rubTVE8w8O9cWfbD0l3cmSjAf1k60sZTchPPag70b6AntRMd42Q7amT8IwRdl55dG//JbJe6+8Jhe44KU7Oxle7CeSzVxIRjP6ujKIWFpyiTlsWzwKwIWRpK64m6BcuO2KLH72Dzqc9VEwSrlg0pI97+z1VZSV5Wopdx11+QHNwK1BDy48f4va1KFl5LBb7NNnRUhILn8umW0uzynHWu017KlrX5JJJZmU6UZgkLx9DHMNMsP/d+4uJpimJ4LEKZUUu0bstUpIIplU5FPe63DRf9iw//QbdGSZOjusTtgmrOOj2KtmOoJBMQnV81v1CVfeOyMYjadubaoy7O61VEsPBOU0ilrQPtavWK1+fNQOnyLAS/JRbsGvSjMSYzdu57F40x8ezSZ82w1K2ddfmVdYAlmutNq1Z5Fi351lpJrnxc6VAh+GOCjrWSuZPdBNezVdAyPCNQS8BDuQ0iFz2DGp3W083uVuBF0SRbyJu6z3aUrQHS4VwKUsUwzCYzIpiLnl/ItNDczjg0e007E88vR1ROy1TxmfE239T/ZuNjJDDpPOxHPuzlpqz+RQSK7wPpDyWQZV7MY2DeXskoy/4zt69l9VjuWZ9GMjKt7GFjg1c4VtNM/Ireoy7G+X8nvoJpzZTr8MIhtbXU9XE29XroSCdSNRugVAP+wklnPynUvff193p4IRYnREm3NDtqpRLpF3kOMj1pJPaG/ftfmbVsRqCXgIdwv2RH+GAx+ra3OiZW4sbHd5Z++in1imdtYmOu82l2krY5n4LScY33dyzdpq98R4xYv7uCinpNvCshwbjGYdsv3mpmboCa9bGx67rYfAdhRO9ZxfuZIW73SS3UffyU1q6dkAo6phSB6XjuRTCm5YB8UpQtS4qf1ahUH+DAv9K+grdoI1KOdyIBV2/qJ1eYyUoVXFgQfvrqxa2W5cyuRzyTkKgN+PZrM7VeJnkrnZlpkBzOOG+xkqFrkemZcHk3qRKVrqM0f/hGoJeAh3iOpwp1g+oqOrvSEVSyZQGy1qgDx+dVOY8k/mDKeTjIT5RyruXSiWTiBqOCLOzhktx/KJG4bKUZOWXH56W/6Cam0VQuAbwPU5OdLdvTczLgRxlwviJ736nneZD8Ya/8GSCRzjvVxL5+knbkPbC7TbVG333SrI2RnTmfig3TK+lEpufHnXLFLPr+hSztRT2CPkJ25G2SuyKaid3r5OVjPZSa8TuTzo7vndK8bLJsqIZ9mxo7R1qFnClIt8nZmhKJJfeBgrd+1k06E2gl8mpXU2w+m3ZqtoYlALQEPTdz/Y1Wq8M+Y8edctLOiRnwZV3fAiGt0W+OvSiZWW51IKCJieX5Byrh6ub7X7N+VbvIEC5F2Rrl2tRPxXTATtNPfdnGdieltIizbMCqw7JXkrP8CWXC/OEGYTqAvgmmJbou0+t0yaavHGbgw51i3es2RtsqRoIOz8yMlcY9DcZUG46WsYy0o+UI0R32GCe2++rPjamUAdKTXtYDXGqr1fNzV40abtXUvaKvTs1agWjbTCfkAMfaxWvWg2Szlu2qWj4LgFmF59npXKwab9GQS0v3v7ZFIUm8RD73a9mr6hi4CtQQ8dLEvWpYq/D0wjtLRzumVuBK01UUE5LVjuV+WWx17RBdMqqsLuNjInvdM0lYPMPDHnGN5tqJMOvvKndab9cuJ6Ljs/Mgjftdy4GlX1ud2encqMaYycDzAzxFgGKhj4E0wu6QHS4gLN+gFMd8tOtLOzN5IRej5B7Sv7cos107E84+/tNVvDYt0T1vjr0smYJc0AvQ57VjfLSW329zLd2wwI1f7IXfwG9NK5cYuHL+PKIibtNW5T6W6/MzPJIK3MOhrqBP7WfO6l/uZM9AymYTsZOBOK6lnD7St9+rPNMtpELihl+ljsWTWF/XmYPtYs1edCNQScHXi2G8tYzomTAwYekhbnbLfStziplhmKgucqlMRz7dmaavX8r28t9f9q5yTPg6CLtWO5esPcV/bDU7SjuXZc7ultbrHtoUN68YX6kfkRZ4LBeadVy/wn8w36ewDJxmxQggc2z0/UhKBqvgSZGfOBvhIP35LO/2SqePP91zWVLJ1LBhPO8R4RTvRy0vt69i5mU8JY36sneigHnWWfHnITDoSzOdoa+WRlfwm/cxVCem2OZ1phDmmKdFT8qXGj75qyahE6HVmtEZbsyUr2Ktl7716VEI+CvAIK5nzvD4ZKB9qegc+ArUEPPAx9rQgVfg5wXRyd3Tlk57CWxEotvgY3KPbLM+CrmBM/R6CLvODutTXu0tPZ9sivnp3pZ3+I0gs9sKR7u86/cyTcXUpMe2SdSK+UMZcCEoATtaxbiqlv/iVX1jf7Qd6M2iruwj0f17326GYmskCR+mU9W0/axsMmaCa+B0B8+Ws1fWdgbSnmoPngugSBmZFk7pkm9hA+rEl3Soh30WBj7cuGpqWoPbzdguK+oZugE+3krmrB3v9NXuDE4FaAh6cOJe0ElLhK5nxtI52lq7Cn2EAACAASURBVKzA9XI1aKffIM5P1m32q6Vkg3G1gIAenbLme+kc17RosgkUnvfbu+ve2Qqi+UR0drcHpKOX7f48D/bdcd9IgiZ53ee6+jd+tR/vp485NDdzCAxnso71KS/fpK1WiELdl7vbZ71QSlba6csI9O+sY13spXOwnhfpMol305GukmQTlfijWqR75fJzMC63kvrcSnQNxFwXBYt4w7jG5Ksle70HwvYmnemEXEqMo6xWvdtA2qnpHroI1BLw0MX+P5almjCdmE7KRjtPqsSdkK3uh8CFXghNwT4oxc9oJ/IJP/b6end5L90W9XVPXfyqI1zLjJle6Fx+7PuV2XhkvhTGJPSCJk/owr0TiYY31o5eCRKn6FTjQ152QnG1wDDtmnMiM0vJFo/AacSrOhXxQb+Yvo0hFufaIr/0sj9Yz0MqvADg7qzVVbLQrL/+LGwd9+lC3jxAxEsjyVzJWPbXRiXzFl0k9yzk0RVp0aISPdWY24cTXYyTr9Ocatis6Ri8CNQS8ODFequW9uzYUxZM4CltdXqCO3h8TSlyK3Tbom1eyyqrd7d4T6qeAehsryPVTXZdliawWAziG3QqOuA9jaF4+5nM4hImTPMCvtjkYzCevpAMSd1m+SIckHb6YQauzTnR0vjTczsOImOu0o71SR/78DwLc7wXmYWXnmo+dxHaYHB7pUxdW/JpQdO40YEPmS4CHook9Ver6Xe1dGWaQ19n4l9aST2iWjr7q0clpHsKcXEkqUe4xYn91VObNzwjUEvAw2Rfgunwkwzxg57oir/11yVpq+8R8KWsY83w0uEep7Ixd4wMbDfZT+/uuHj6JMN0gXYs3/ywfWxAYjHAr+nt18xEMpn38qs/z4PxzIVkzImiLjDNi5Bik/4xdsfEAPhFU1eY5FVQ5c4JxtQPCfiWH7SxYEx9hwhf1Y51aqn1TG7MjHhnBL+tHau+P+seqDkhFb6fDFq6mzrvr7YN1SJ7wOi2kvqgauuulj6XHIEY50WSw6QlqkW+AEbWSmpPdrJqxaCmZ3AiUEvAgxNnTytSTciAxSodXdlvNCQ5J3MABC/VjuWLYanYu8tMXry/m5wP2WoZg//mVdn73sXKmFpIAgcT84+6nWi/C822FERpq5+6V7m0LjA9u2j2a56B3ijgzmOg2wuQpCieSAi5dtcVhjDTi6rQFQ/Z6hIwveNVuBaKt3/CIHBdLhUZUtSn9+2XCj8HpuMqBYd5r16XcIAIItKiJ/vdp6GQU4ngjwH6qpXUngWNg+FfOhH8LIEeYIEvRxO6JFDMYPhTs1G9CNQScPViWZGmYHrCSUTie9paeUy/FbmJ4u3Rj7PgC72gJl0bk86+bKf1he2WE8zxWafpz152x8Yyewsyf+cApnjBK75XV9BujxLEyWCsBMwy3dZUEjCklC9F5C0EpgN8Koj+6Kf1anN9RfIDwi923v71Sc8kk570b9JWCQZN8rr73WRD2uppADdpx0qWWoeMZ6axMSfm2qJDQjiwNd+kCr+5nur2XBN54S2v34Tf55lE8C/MNNFq1Xv4nTNUcioRvAsQu1vJrGex3WD5mG6R9xJjspXU4cGyWbMz8BGoJeCBj7EvC6GFoV25UN+lrc4dfE3YipC0M8cCfLl2rL396NlImXeSH75cV18wlr6QiPb0ApjYkm2XyCCQx1Rj+GQS2I+YljGwTDuRe718dfGuGzg/nd2kCxpFRDf0BuqWvHzZWSu85r73ubQzvyHg1qwT8UQfk3Pa9oSoWyEIe3enLE+QiI0FaN/XjuV5XBi0VSsxs24b+DtyvzHa7fKP7tgw8t1cpb/Dze31JTT6AjfkPxw9/+XVfn0ZKjnVLB+HwEtWiz5hqHzYkl23NYr67oN9o8ENJ/9rvrw/ArUEPIx+FTI94W+MQFMuuqIkx62XyzKWXkJE/8o61oVesu7zUFzdz8zXayd6jR95GUvfA4gHy4GFfK/evjvYwlRmmkqEsQysBuExYgoAXMfgABEFYLgOhCkA7QPCDVTAkuyC0jy8pdYQtNPtxLSPbrO+7GetLp0hGK9lHes8P/LSzrhJ+kw/LxVBW91MwC3asX7hR/dgyIxTk6YYKtytI11TqmFPtchrwJjB4C9Fk7mKftfV8MePjnSzfEkI3BppGXwe4lL+dSRCaQP+oZXUFb2k+4lBTWZwIlBLwIMTZ19WpJqQIhZvZqMr3wd6MdZu/yIowH7uIMc1LZhsAoHloq5uSvdlpftQXcf6GH5oKd4aOUVfdfo7Xs5OiLYHe+vEdQTksqnITBCx15xSz/e01b4G+JZbnGOICwTKE3HBGFEgQXni/CQqcLq7fU5FxAAylr4WRFIUCtO62+es8fJ5nJ3+tCG6DduPnKRbvOMSjKXPI2Bfv+1a0lbPk6GTswsi//DyZbCeB9MTP0/EF2mr8/OV2swkgheC6Hw25ntWa8/iSvUN1ny39QeMC6xW3TFYNv3acYvYmPmhaDJXUcuiX3s1uYGNQC0BD2x8y9IeSo8/hilgaWvl+6Ac3Qpn9JEo+PrDGIpnLmDmfbRjTfPjRDCu3MKTtblUxPYjX0zcduYKAj4hiGf6OZ71q7fackWs5w35pSByUax8c+5KW90J8G+0E3XhEkuOjZSQK1iYA/20FAVj7acSibO0Yx3mpXswn8t0+JsgfENbnd+s1G4mIW9jNo9arT2+TmIqtVet+apFbggYOnp2a/a+aumslp70vOC3ieg6MoEpkYtWvVgtvTU9QxOBWgIemrhv0erui/beoT6/9nW9pms7JPG+lh2X4J1At2ZTkR/7cbtYDGT4XL0geruXvIxduRvTuhfAdESuzXrMS37T85Ct5jDhHGPETC+CAr86qyk3zk7vZ0gsYeDWXCoyz6/uYCzzDSKcr52IL4xmt9IbhHXaseJ+bEhb/YsJTX57lv3orIZMsD0cFQLhrNUZrYa+bVGHSkimDWaPyKU9rwxH/4t31ISAldT7D0f/aj75j0AtAfuP1aBIyvTEB4kKiaz10vvevkNzMoew4Dsa8mZKZ7rpDS+HgvH0ScQ0TzuWL8QrGVeNxHx01ol+zUv35s/l3PRxbHAdEc3TKWvYHNsF4+qrxFhKZM7Lppp8vbRsWpe0039nUKsfKsNgTB1IhHvWBdZNev3yczz5kKWdiTPzwbk2a1hVP7trl5nwZQBe15HOkiQS5fw+tiXZzAV7fphFYbnVOvQoWFuLWyYxehxjZJcx+FHThdptw6uNbTQCtQQ8zDYuqCZeBDaci3Zt8WvN5aNlQOiUFfHjulvoA+bHcm1R9w+r55B25mFm/nG5EJLFFiWBxWA8XA4nsKdD/RSQfXSACoan+zkB+K8XiphqBPBl3WZ5UhkWk1Y8cysb86dcW9STOaeP+rCwUgTEYX5BQ/oZgn5NC2bCiwXj91mrc5u5s+3XQrcyqaNFnmCAX1gtemQ19VZbVzoh3cK9I6JJvXu1ddf0DV4Eagl48GLty5J0qeBgmnVky0UwoxszHxo5Asth+ES9wHrYS2lwbvteZMQ/mANTcm2zu7zkpb3gSFDgJ3rUminlIldtxFZeTOCdmLebodtOL0kK4eVLf5+HYirNhK8xY1o5x+muvWAkPZ4axN/KoDI8lgkX+wXTcH1zi9ayTqSpv+sbyHlShe9hIicXWXnPQNoZrrozzfJsJsy1kroiWNjBWJ9KyLfA/HOrNXfWYNir2ah+BGoJuPoxrUjjgVceWJ9b/9q6woZ1O62Or167JWVBO306EZ2sU5Yvvla33xSgCX6BJIJ25haCGVNX1zDjpX702RahIdl8FUx/MWSW9ThNVYc0fG9c3GNgAKeSwHQYPNor6n74SmpWTzmbUbwvBi0lwoPZlHW6n7l+qQxdXRv1P0DrApPKQe3y40e1ZIJqwlMBEZje3bjiqWrp3Jb0ZBLyKgYfYSVzHx7ufhfpHAUlrRbdMNx9rfm35QjUEvAw/GVINfFeAbOg2+q6e2vuucxHjDJ6d231vGFj9bQ1+SI9l3HlVkPbbHhmri3623LD5PITFxhTCTQV4J0AXsYisCw3v/HRcnVtNQazFu7KowouQ9N0MHZnYAmxWKLbGp8t18bYWPvRgsQSYpybbbP+z8/8IogJ+ATdFvVFKtDX98t/1U6033CjfvyqREaqia+gt34vbT8/JKcXlfhejbnphPwNwDtHk7lDqqFvoHWoRPBFQKyyktkvDrStmv7qR6CWgKsf04o1htTEecxmRx3dOh9rMJ75HDHfiB1GTvbToypt9S2AY9qJHuzXQTm34wSYwnUgOlenrEV+571XzsWoJsJUJp4KYD0By0zeLMulm/7VH52hePoYZnKJDk4h8BJDdEMl1cRFogVCGqBpftme9k7c1PDG2pxvKsONCX6Bdqy9+rPmwZgzOTN5xDuc/7e2Ov9nv6hUQj5B4Bcj20if7cKW4OcLTH8E05HWMGybGozf7bZso5aAh+HuBTMTPyfATjbS+elS7rm8vgDW5Rwr5mcZMpa+jYj+mHUs3zyvLkhGAbSYYP6UdaIV31u6OMxC0FRmuMm4C0zPM3CvEAhwAXUsTEAwBZi4jokCghFgQh0zAgL4CoPCAK8ioiXrRuGGNclIRXjFMpZpBuFUZp5ezn1xEZIT5VAZKpdveJF2rCV+9mooZIILJ06gAv9JW50ThsL+cLCpmmU3g26KtmbnDAd//PiQTsj7CJg0XMgj/Phck+mLQC0BD9NfglThtaKQ37N7TvdWEZtkzNkNVL+chTjKz9HuxjvIPweEmLJqfqP2u/Rw4tqRG9a+tRiEUSJfmOkHRcqP7o1tQmeB8RYIeTAKICqwi4bFG9GwGAVi5IlQMIzJguniaiFHuTCThvkjeaqfVs59cblUhtLu+AHITPN7Z+8ndgMhE8qEDzGMdM7q3CaOXwciBqpZvkUBOjuSyJbVtjYQvpSjUyXkO0x8SbQl9z4UvXL01GQHNwK1BDy48fZtLajCdwF8dc7qurXUJOm2zBC+ph3raD/KZUxdCsLu2rF+6Ed+c5lQPHMxM39DCJrZPT/y13LnDxf53eZevmODGbkUhDd0yvp2uX6VT2U4eoUh8kVlWK4v1ZQPqgknEtEMHek8sZp6tyVdKiF7yZgjIxf2/HFb8rvm67YZgVoCHqb7JlV4LhghHe20vFyUtnqIiK/MpqLXecnitCvr5YfWLwdokXYiZRcDbYTEvArAzOF8nLq1OMhYx8dAZgkYv9Nt1tme8XqPQN+RNR+18/ZrjvBFZRjLNDPhw34r0Mv1p5ryIRU+gwXG6MbOkjSK1bQ53HS5KFgGDbs0JTs9gW6Gm+81f7a9CNQS8DDds3GZiZ8y4Kt0pNMTxSo0Rx3Bgq7Rb42YgqtO7/VakpyrWmBgk4Cdne+v4ndznRsLwBaD6WeVMCJ5+Vnt531x4iWAuFg7kUy5+l1eYADTmMz0XKrpca/5obmZcWx4pV8qQy99A/l8YwHWHQD/TFtdw/aeeiBj0NEiP2YMnhnOKFgDuf6a7sGPQC0BD37MfVuUKrym3vA+XU1dOa9J0k5fDaJXdMo610vWfR6a07Y/i7rFDNznt4hrc71FRqR6sZgYPdVgRPLjcyUyITvdDtAsME3PtkWWlatL2umrmGlyYQRPe/mSqC9OW/eOmQ3W6DZ/e1KuT9WSH5Mas31gxHa3k8GT2WhnxYV21fJrsPVkEiG3Ze76SFJvN9i2a/b+NyNQS8DDeN+lCv8SwE3a6vTki51wXnuwd4NYLsCf6XaiT/pZlmy5chS9vf46ZqofWTdixorLT/fEMX6vXrcSm4DDGLhDkFmWTTU94cf2YMgUi87cdiXCdGZoQSaadZr+XI5tF3lsxAheKoA1Wcf6jt+55VIZ+tVbbbldLpu003bbmdvh9idbXb6IJKrtw3DRl24JXkCGolar3m24+FTz44MdgVoCHsb7G1RhC4y9ctHOM/y42cdMRF/QqcjxfuQ3yUg7fRlAx3KhMDPXPqdsoIyxsfTBAjSVBNz2oteZeFkgX7+su92bi7gcP/3IuglzuwaezkTTAZ4AxhJhCku62+eUjey0EcZzCUC/1U7kHD/2/39M/VMZlqO3mrLjFowbberqbwfzA9rq9HVyUk37w01XukX+FIzPRZN6ynDzrebPBzMCtQQ8jPc1lJm4PzPfqK3Oj/l104VGZMAFfPD8at5c50YwChdswy2uKmvu5npCc9SXWLg9vi7oBj0LxrL6glnWlW7yPEb3u8YtyQVjHV8BmVPJRcUCbgZoiV9QjS3p24iJvQTMF2knWtZ9cR+VIV+gHeuTlaxpIOeOSX14D9FQuB2ge3PWygsG0ta2olsl5O8AjLKSelhxNG8r8av5WX4Eagm4/JgN6gypwjljcOj/a+/8g+Oqrjv+PfetZAN1aGxRe9/KaGVIQ9IU2kkTpulAUyakk0ykCYlNa7mDG6BhEq93V5ZkKJOOcdrhh/Vr31qCAiHT8URyBjb9YdqG6R/phGk7hJlMKC00MAatsPatXCRmqGMsS/vu6dyVHH7jfatd6e3T2RmNV9K995zzOTv+6r377jnT3fl8JYYXKy5R1h1I+/4rfkvv8GcVzL4uP1wYTC/7POFSxSpTcGM7E35MjNy8msvNHLr9VCWxnG+MvT/zUbApQ6m6GDxrqmKBS+PuYO+yyijG+rI3MfPDTNxV7E//4Hx+vPP3floZ+l27FuO3Ht5qe9oyPaL/0U3l76rFmmFYwzkQNXdJ/id1sBi4NpFh4CsxvJuACHDAPxW2Ez9KwBN+2sNFe7OmI9E2dyB1jd/wWrsfiGnr7BGATrgDqT/1O/89xz/6qGU/XdxBRoiBrzAjpwg5L9L8dJO3YGlPWTqyYFkLHOEIWVoryyKOaE0WW2QpjyOsyGImS5kKWcDnAf44wFcSMK6VNVZJIZJKYon2On9OwJ+Roq7CoeRTlcw5N2bjgeyH1p3mowSy3IFkRfWh/axfi7H26GVbUfKOEdEPCsmJZf+RVQufgrKGc8AuEDCWPOjuD4pP4ke4CYgABzy/5bOZjKvddP5rlbpa7s1L/Fdgpnlrw00zh27xfcUZ63EeZKLfsAi7T/QnX6rU9vnGbbv93ovnvPXm9rS5Mv4YMTwmKgHsMeARUALgsamAZapjmfdgj2DG0OJ7UyVL6e8V+tOPnc+en9/bPc4IiH8LummnO7TnhJ+5S/vFRwF+wh1I+9ov9mNnOWM3H25rj2gc06DxYip/z3LWCuNc54B9ipn3pb9dfDiM8UlMwSMgAhy8nLzNI/tw/Apo/NBN5dv9umr3Zg4x6Auk6SZ3KPmzKuabp2J7mXFTNR2R/NpbrfHlUptvvH4UTPPuZLQLj93o+fHF7s2aHs5HQfRttz912M/clRrb6mz7iIY+BqbvuukJ3wVYVspPsSME1hIBEeAGyLbtxPNg+kM3PfGCX3ejPc7XieAQsLswkHrU7/zFjkja1IG+czkdkfzaXanxW/uyl2lmU5bS9AD2XYA/1uPsZuKHmNXO4mDSHBsL3Gvpj7hjxHigkM4PB85BcUgIrFECIsANkHjbif8NiJ5zk9VducT2O3/AGkeY+YHiYPpuvyG/2REJTxYGkqEp1GD3ZvsAToGQcftTA365RHsydxLRraSpqzDkb7/Yr61qx292tn7CgnUMjIybzvt6mrtamzJPCAiBygiIAFfGaVVHRTNt5j/6Hgbfer7mDO/nqL1vdCsr7wiBJ9yB1M1+A/plRyTQlSB+RFs6N31vd0VPZvu1Vc/x0fTwx9BkdSlwFzOZilb/4A4k7/Nrc3G/GFdBl7rcoR5f+8V+bVU7vnyMTbMpL3mvm540rSvlJQSEQIAIiAAHKBkf5MqW4bYvWIpGNNHfFZMTvdW6bfc4D4PwUQ9q98mBvRN+17H3Z64nPtfPl58hUjlvDrnpw8lX/a61UuMX93hPdYH1LoA+zsA4yBor9ifOW8/5nT6+bb/4otd24uBBvVJx+LETdS79JEEdY+BgMZU3zTPkJQSEQMAIiAAHLCEf5M7G7OUfuoAXRhj0EYZOFFOv/LQa9+0+x3RaSoN5tzuYNsUHqnpFe50bzNGictENUk+w5pylvdzU8L4zVS1Y40mx3uHrGMoU5thF4H/WhPFqzvWec+vcfrEm/Fuxiv3iGof3vsu1ZuJXa8CUl7zTTU8+slJ2xY4QEAL+CIgA++MViNGxbPw2ZoyCsM9NVrevt1St6QgR9RX6k8tqPm6uCs+efn07LR4t+iKYcwzOFQe7V/yhpM29h9sj7O1aLEWJOWIai3je+HIrcUV7MtcS0TgxDxcG04OB+CC8hxO20/YZgB4nYJ+fs+NBjUf8EgJhJiAC3KDZ3exc9gkLnikdOa0pkphOHvd9C7jcrAB0pNqOSO+Fzu4ZaCFq/ioz7wCRKcWYY0Ku2J/8lzqipmhPtguKu4jxu6b+s/lyh1L/UQubds/wTpAyLfp2LqdMZy18+aA1opn2a6HYXPnuKSYnx+ptT9YXAkJgeQREgJfHb9Vnx5z43QzcBI2E253/e78OvbUjUrPn7c5numvWiDzaM9KmUNrOiraD0UrgHFv0mHtfBcJ44IBC0bbi0Wbr9KtvRDZsOGXNzzdbC5YXWV+KWKVmy9Ksryam61Cu/0z/DvC4O5CqaS/b2P5sD2vuZuau4mD6Sb98V2p8bLjtOlZkykveWkn3rJXyS+wIASHw/gREgEPw6Wh12r6oQaMA56ptKWf3OfeA0cnK21085L8j0vkwlqtzlbsl8Q7FeIMJrQBHALIAWGBEQFh8D0QAmM+mB1Mli9kDm/eLlbGWvkz1rBcJ9CMvosfq8UR2tM8ZUqDfU0BXLauBnY+V39/bmfbrQfw4Ef1JITnhu9exX3syXggIgdoQEAGuDcdVX2Xbg9sunpvjUTBvY+ZEsXvS9xO+dm/mFoDMcZVldUQ6H4zW7qHftC6gmbn59V6kyfPW6abSqVMlb926s97m0xeVfhp1vVV9uvjAAWWf3ngUzM3Nv3LxzvzBr82dL6bV+r15Ol4pdQyKd7h7/d8BWS2/xa4QEAKLVxnyChGBWDb+DWaMAJR2UxO+yyJu6cv+vmI+UquOSI2G1u51zMNb+8B4yh1MJYLsv51t7wDzMRB1usmJx4Psq/gmBITAuwmIAIfwU9Gaab9SE48AKJC1kCgkCrN+wmztHoppSx0B8KuAdf96qzn38n23ve5njUYa29o9dLlWkS4QG/H9BYBnqylWspIx24fjX4ZGTivumN47+cOVtC22hIAQqA0BEeDacAzkKrYTvweEXdCUcNMT5gGdyl/MFOvL7tDM5eNFRPhbBnLuRa/lcPCg2Ytt7Nejj1qxnxS7mNAFwqegMa6Ix6YG0j8JemCxbLvZS/8emDrc9ETV57iDHqf4JwTCTkAEOOQZjmW2fYlJm+NK33dT+durCbdl/30bmvV608t3OwGfNWd8CSrnDiQb7rZntC97DVA+rtQFxpMgjAX5aNE782Ufjv8RNB4hzZ2F7skfVZNPmSMEhEAwCIgAByMPdfXi0vsv/XBpXo1C0aXkcaLQnX+mWoOX9I1uaWJvO6B3AOoK8+Q1KeQKh1L/Wu2a9Z4X259tNceIwKYiFpQ2pSgtHivel36l3rZruX4027aLmO5npo5ieiKwR6JqGbOsJQTCTEAEOMzZfUdsttO2B6ARgBNuatJcFS/rZfZOPaW2E5UrYG00Yqw9lZseTj69rIVrNDnW69zI5TPC+BwRxjzQ+HR/8sc1Wn5Fl4k58d0MDAHc4aYma1JgZEUDEGNCQAi8i4AI8Br7UCx2yIE5M/yK0qXE1L6p12qBILYve5W2sJ2Yza3qEjE9poHc9GDy+VqsX+kaW3oyn7JAu5b2dp8hjbHCqfXjeOi2hUrXCNo4O9t2M0D3KI3OqXQ+8HvUQeMn/giBoBIQAQ5qZursl+3ETQu+PwZRotZHWOzbnc+QxzvY1IYmTJHmnEYkVxxMTNYjrC17s5fQeu4yBTOY8WEA46RL44WhnhfrYW8l14w68a8TcBdDd1TbfGMl/RVbQkAIVE5ABLhyVqEbaWfaO6F4xDwB7Kbzd9QjwGhf9vPESx2TgBPM/IIiWLxYActUvLLKFbDYfL9UGYvYAr+lSta5cWaO+TmVx745Hsgz+DmQGqtzzel6IHrfNe1M2zcBuoMUdRSSE/+5osbFmBAQAnUnIAJcd8TBNhAbiW1ir8nsC7cqVnum0hPP1svjWK9zN0j9TGv2iNgjUEmbf833FpW0xx4p9hRTyVOWRyX2VBOVSiX2rGZVUiXtLSx4ntVslSLznjcXKXlNnlWaa2paP3Nor1svv1djXdtp3wtwtwev82TqxH+vhg9iUwgIgfoSEAGuL9+GWd3OtifA7BAhUUjml9WesGGCDqijsUy8m8HfhEUd7t78zwPqprglBITAMgmIAC8TYJim29m234amURC93Kw5ke/O16wzUpg41TMWO9PeB+KbVcTqmNrz0vF62pK1hYAQWF0CIsCryz+Q1m2nrR/l6lecKCQn/ymQTobQqWgmfoci2lVSuvPk3smJEIYoIQkBIfAWAiLA8nF4TwL2cPzLUBgh4Eghlb9TMNWXQCzT/i0m3o6I1eHueelEfa3J6kJACASBgAhwELIQUB/sB3+9BXPzpmDHFuWpxNS+l/8roK42tFu2E78LwJeaNHdMdk8WGzoYcV4ICIGKCYgAV4xq7Q60M/EkCEMEJAqp/F+vXRK1jzyabftLMF2v563Ok30v/W/tLciKQkAIBJWACHBQMxMwv6LOpZ8kqBFiPn5GNe15LXn8/wLmYsO5U+5WBVyrvFJHrSqSNRwEcVgIrGECIsBrOPnVhB7Ntg8o5hs8xQnpQ1sNwcU5Sw+6fXqOIh3yx0z1HGWmEGhkAiLAjZy9VfI96rTdQKBRBn23mJr41iq50bBmo058iAhXeWfPdJ7sO3m6YQMRx4WAY+HMYgAABB9JREFUEFgWARHgZeFbu5M3P3DZr6n5kjkz3MJKJ6YTrzy3dmlUHrnttGUBuuJCinQcTx4/W/lMGSkEhEDYCIgAhy2jKxxPdDieVgqHNJAopvIPrbD5hjJnO+2jRNxe2JLvwI3wGsp5cVYICIGaExABrjnStbdg9PC234HWoyD8fOHMusTM7S+cWnsUPjjimBN/kIGom8p3ChshIASEgCEgAiyfg5oRKO9tAp28eDX8RM0WbvCFbCf+CBgb3XT+hgYPRdwXAkKghgREgGsIU5YCopm2rxLRCDN/p5ie/Iu1wmRz/+aL1AUXtsDzWkDWJmLdAqYWEG5h8IvF1OSOtcJC4hQCQqAyAiLAlXGSUT4IXDIa39JcohEN3sikE9PJV573MX3Vh9oP2hfymfUtpLxN0KoFzC2waFP5X1ALwJsAXhRYhU1gtADQAGZBmAGXv2ZBPMNMTcV0/hurHpQ4IASEQOAIiAAHLiXhcajcVo9wD4MSxdTEd1Yjstah1gs0ryuLKVtGTPWSgC4J6eJVqvk6J6RGTOmXQgqeBWjGiCmYZsFvea/0DKzIjDp7dmZq39SZ1YhPbAoBIdC4BESAGzd3DeF5a7b908w8woTnvLNnEss59xo/EF9f2lLaxAtNLWCvBbA2cVlQ33Il+jYhJXOlGikL6LuElGdA5ud6lknNwIjpnJrV/MbMcnxsiKSIk0JACASCgAhwINIQfidi2fgwM25WTNdMpSeevTx7+bqzdHYTe5EWJr0JrFqgyrd4y7d6+dytXnPbl4yQlm/zNpdv8wIz5gqVeenqFDwDUPmWb1lUF7xZJmvGa75w5tU9z/8i/HQlQiEgBBqRgAhwI2atQX22nbhLgGZgA4ALjJCy2TPVi/uli1eqbwopl/QsyJphy5tZ4KZZKdnYoIkXt4WAEHhPAiLA8sFYMQLR7LZdESw81bSuaebl215+fcUMiyEhIASEQAAJiAAHMCnikhAQAkJACISfgAhw+HMsEQoBISAEhEAACYgABzAp4pIQEAJCQAiEn4AIcPhzLBEKASEgBIRAAAmIAAcwKeKSEBACQkAIhJ+ACHD4cywRCgEhIASEQAAJiAAHMCnikhAQAkJACISfgAhw+HMsEQoBISAEhEAACYgABzAp4pIQEAJCQAiEn4AIcPhzLBEKASEgBIRAAAmIAAcwKeKSEBACQkAIhJ+ACHD4cywRCgEhIASEQAAJiAAHMCnikhAQAkJACISfgAhw+HMsEQoBISAEhEAACYgABzAp4pIQEAJCQAiEn4AIcPhzLBEKASEgBIRAAAmIAAcwKeKSEBACQkAIhJ+ACHD4cywRCgEhIASEQAAJiAAHMCnikhAQAkJACISfgAhw+HMsEQoBISAEhEAACYgABzAp4pIQEAJCQAiEn8D/A8hSszgl5AyFAAAAAElFTkSuQmCC</pentrails><costumes><list 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(In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="15.333333333333371" y="106.49999999999997"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="11" y="397.5"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="11.666666666666629" y="251.50000000000003"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="13" y="683.4999999999999"><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="10" y="542.4999999999999"><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="321" y="622"><block s="receiveGo"></block><block s="doForever"><script><block s="bounceOffEdge"></block></script></block></script><script x="553" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><custom-block s="pinwheel, branches: %s size %s backup: %s"><block s="reportRandom"><l>3</l><l>10</l></block><l>40</l><l>-50</l></custom-block><custom-block s="move"></custom-block><custom-block s="asterisk, branches: %s branch length: %s"><block s="reportRandom"><l>3</l><l>10</l></block><block s="reportRandom"><l>50</l><l>100</l></block></custom-block><custom-block s="move"></custom-block><custom-block s="polygon, sides: %s size: %s"><block s="reportRandom"><l>3</l><l>10</l></block><block s="reportRandom"><l>50</l><l>75</l></block></custom-block><custom-block s="move"></custom-block><custom-block s="spiral %s"><block s="reportRandom"><l>50</l><l>150</l></block></custom-block><custom-block s="move"></custom-block><custom-block s="nest squares: %s"><block s="reportRandom"><l>8</l><l>15</l></block></custom-block></script><comment x="450" y="395.66666666666663" w="90" collapsed="false">ASTERISK</comment><comment x="445" y="448.66666666666663" w="90" collapsed="false">PINWHEEL</comment><comment x="474" y="429.66666666666663" w="90" collapsed="false">SPIRAL</comment><comment x="459" y="423.66666666666663" w="90" collapsed="false">NEST SQUARES</comment><comment x="459" y="413.66666666666663" w="90" collapsed="false">POLYGON</comment><comment x="449" y="401.66666666666663" w="90" collapsed="false">GREEN FLAG TO RESET</comment></scripts></sprite><watcher var="length" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk, branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size %s backup: %s"><block var="branches"/><block var="length"/><block s="reportProduct"><block var="length"/><l>-1</l></block></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;sides&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size %s backup: %s"><block var="sides"/><block var="size"/><l></l></custom-block></script><scripts><script x="284.373046875" y="103.83333333333331"><block var="size"/></script></scripts></block-definition><block-definition s="nest squares: %&apos;squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><block var="squares"/><script><custom-block s="polygon, sides: %s size: %s"><l>4</l><block s="reportProduct"><l>5</l><block var="length"/></block></custom-block></script></block></script><scripts><script x="89" y="142.13333333333344"><block s="forward"><block s="reportProduct"><l>.1</l><block var="length"/></block></block><block s="turn"><l>20</l></block></script></scripts></block-definition><block-definition s="spiral %&apos;amount&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><block var="amount"/><script><block s="forward"><block s="reportProduct"><l>.2</l><block var="length"/></block></block><block s="turn"><l>20</l></block></script></block></script></block-definition><block-definition s="move" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setHeading"><l><option>random</option></l></block><block s="forward"><l>100</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block><block s="down"></block></script></block-definition></blocks><variables><variable name="length"><l>0</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>