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Halloween Contest! Which (witch) is your favorite?

by Springs at Creekside Apartments

In a Facebook poll of 68 respondents, 47.1% chose “3 <img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDABALDA4MChAODQ4SERATGCgaGBYWGDEjJR0oOjM9PDkzODdASFxOQERXRTc4UG1RV19iZ2hnPk1xeXBkeFxlZ2P/2wBDARESEhgVGC8aGi9jQjhCY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2P/wAARCAUAA8ADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAAECAwQFBgf/xABKEAACAQIEAwUEBwUHAQgDAAMAAQIDEQQSITEFQVETIjJhcRSBkaEGIzNCUrHBFWJy0eEkNENTY5LwgiU1RFRzk6Kyg8LxFqPS/8QAGQEBAQEBAQEAAAAAAAAAAAAAAAECAwQF/8QAJBEBAQEAAgMBAQACAwEBAAAAAAERAhIhMUEDMgQiEzNRI2H/2gAMAwEAAhEDEQA/APIXsRvc7P7Fu+7Wg/eVvg1WL7uWXpJHPtG8rltAuR0Z8KxC1UL+hD9l4h69nL4DYYx2vYjKLRuWArR8VOd/4SueDqLWUWn6DUxjuWKrUjG0ZtIu9jnpoRlhai6F2GKnOTbbk/iJyberbG6U190kqMm1Zp3KiL1S6oUVfWxpjSi2o7FM04tq1112IpRi7816FkJNTteUk/Mru76ILtbOzA7NDDXjfM/TclWjOnTck2rK+pLhzcqOu1x42XZ0Jyltz5nP6056x9Rq+XXmrklj5xWZrTyZz5VG3daBm06m8R1Y8TWi70fNvQs/aMLfaXZx1Na3RDSUtNLk6w13oY+KSbl8XuWLE0ai71muiOHKnLstXouRCDcZKVr25Dqa9FTeFntFNrnzK8RXpUN7LzM3DqkKt7PI1urD4nGMcNrreW5M8qlDE0XbvLTzNVKrSlHwx+B529pKS0Y41pR8MnF9UXqjvSo4dNyUIRvrexn7qqwtlllvdyV2cl4mu/8AFk10uaME+1quLu5PazGDsTlTlFqag1yTRKdZN6JGRur2HehaUV1MkcU76uz89jOaOhUo0K1RTmruPXVF6rKzUoxaOd2koxTnJJPnsU1Ma4VMrtJW5MuGtVfh+GrTzQ+rbd3l5mafCryeSrpyzIPbY2UrNJko4yDds5fIzVuG1oJuKUlbdMqlga3Z51FvySOjHFQbuqi9b2LFXlo07+e42jhzpThpOMovzRA78qsZpqcYyXnqYvZqHauclZN3ilsXUc+NNykkk3csjSlKaT8PXyOouyUbdjDybiYcViFdwpRS80XROSi3GMJ2drWbIQu60oZnmSu9Cmg25Tlu1F2v1LvbIOnC1JKcm07PZd236/EqL6UnHVy2NNOtF9EzldoqNecUrwvsX0K0q1ZRtG3PQzYsdinUV1zNKxCcbOKfocCtV7Ofcs0ujCOKnpfd+Znq1ruSWHn4qUHfe6uVPCYNyb7NRXk7HLeJlk8dpdCMcVWcrJX5DKa6M+H4apNZbxS3XUnU4bhJQTjBRa5xZg9slFJ1E0WwxdNrSrbnuPJ4bqWEpODvD3SSMuJwPd+rpX9NhLGd5fWL4lixl/vE8nguHYaVLEOpOLXdt6GjHwpVIPtE5LbRalccTFr+RJV42dluTzujiZKbqNRTS6XLlg4NXi207WOqp0k13UnsWQqQjbKlY1pjgzwFeEknBpPZtbkZUalCTU4NNdUekWJjqsxJYiOV63/QdjHm5TqOOTLlXmitU5zdoQbv0R6JzhKTzWa5XQ3KmruMY39Bpjz04VabyyWvRO5r4bRcq0sySkle1jr9lSlq6cG+titUI08Q6lPTMrNckTsYzYuMKdOU5RTS01OTVxEpRyRso35cztcRw86uFaha97vqcf2WfODXXyLxSq6lZzd2uViF3YsdKSusum5F0pJ2aNII1pRjZ6rzLFWvJNxi116lUo+YpK1nayA0OvBJWp//ACYdrSnqoTXlmMyHmsrIDfStUm1HRvZMsrYN5W1K3O1inhbc8VtdWOpX1oycY3fkZvirPThVMivFK75uxVda3Vl5E5pqUs25U0bRJOF1dNLyG+ytpm+BC4WAnlp3Xekl6EnTpW0qplV+RHUC7s6b/wAQSpJ7TV/MjBXe9hPkBJ0pro/Ri7Of4ZfAMzSum0SVaovvNq5RBxkt4v4CL1ip67P3B2mePejD4akFAE3lf3behGy5X8yhBcdvMFHzCEBZGle/fgvVidOV3bVLmiKiIm6c191kWmt9AEAAAAAAAABUMBARTEAwEMAAAAAEAwKhDACBAMAAAAKAGAQrLmhrTYBhS94a9QAC3tJ/il8SSr1EtKkviVgMNXRxdeN8taa95bDiWJhL7Vv1MYDIa6C4vjF/ifInDjeJTWbK0t1bc5oiZDa7C45K/wBjT98bj/bt/HhKMl0aOMMdYu12FxmhLx4Gn7mWU+IcMa72GcPSVzhAOsTXo41OEVtLuHqweF4XWi/7Q16yR5wCdV7O9LhWEt3MVFP95oq/YibvDEUZR6pv+RxrEoTnDWEnF+TLlNj0+EwksLBuc6co9VIli8PHEUJKm1LnZW1PNrGYiO1WXv1FSxVajVdSE2pN3fRmetNXYzA1aNRfVyyvS6WzK1hK0otKm2+q5C9sxOZtV6ib/fZ0eHcTxVSrGlNwlBLWUlZ29TXkYVw7EOnn7NtdOZB4OvCOdwaS5s9Y6kY+J6+ZCpUpO0pODtrqZ7Ljys1VUO8naSKo2T1Vz1s61GpHLJRkujRmr4bA1llcLNc4OxeyY53B21OeW++vzLeLqSoxdrq+ppw+Ho4e6pN2ZfUp06tO1T5E3zqvLt62sR3dkd6vwrD1X9VKcZdeQsLh6GCxCVSzlzzGu0RyZ4apGmpqLaav6HQ4XhJU60Z1VlbdlfodXtcM59+7W97XRLNRi8/aU3d3V3yJaK8TFdlLk2tTzFSym4xbcU9Gz194zimrNPXQ43EeHPM50Yyf3kraeZONK5DnNaZnb1Ip3eupOpTlF2atYi6c09Vp1NoTdgjuJpoFowqWsWLNJbNr3krXWvwI5H0CLISqy2zSSLI4iUG1vYlGvCEacVFq29nYpy01P72XoQaHN1MPKcZNOG6MTauX1uyjSSpKWZrW78zLYo34amqWJcJStCfgm9F5HUrcFjQpqunGyWZO91+RzMFjIuMcPileitnbWPmjoV+H4GNJ1I8ThKnvl5v3C0cWtFTr1Jwu4rmRhUlFdxtehfjcTScOyw8Wo3u5PeRkpsC6Ou47ZedyK1GA8zlpHmW5MtN6q99UUxeWRNzlvfUAknlTlqQabei3JXa3u0SU47rRrmRUHB3ae41CVtZe4nnuLWwEqcskrPVPoOdd37t4+8pb2s9ScVUrSaaV7b2Al7TVVmpv3lkMZiNFmi/Norh3dEtfMHU0un3gjpU3OcU3l9R1VOEL3S8yzhzU6Kb3W4sTHKopWavzM/WvjE8TJNpp6c0N42Kdnmj6oz16i7R2+Rnk3Le9i4jrQxUbK0ou+2pfCvtr6nDhbK73bXIis2ybS3sOpr0kcTC3fH7RBbZreTPOvE11G2dvzI9vV/EydTXoZyw0pZ5UouXWxKMsNeX1dNXVnojzsa9VK2eQ1iaqekr+4dV16Hs8HJW7KK06FP7PwrzO7189jjrG1Fu7lix7vtK3qMprp/s/DJNZ3Z8nb+RZHBYVUuzajKzvd7nK9uT3UkWwxlJ6ObXrcZTW7D4Onh6maDbduZdUdk3zKKFaFR/VzT95dO7hK29jKvO19as3ycnYpe5pnSfbuD662KnScbppppnVhUBLJd2W4OnIBN3SsNeYknF7A0A9OQhXGUPcXMnHJ95fAi7X02IpWHm0sILhACJwpuSb6EHFgPfYWq2Dwglm8ihpXaRswMFOVp3aTtoZMsks1nba5r4bCaxNOUovJO6uSjoSw8XdRlt1/oYa0bJydsq523Z16kF2btocnGVrz7NeGK+Zi”. How we count

3 <img src="data:image/jpeg;base64,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
47.1%
2
25%
1
19.1%
4 <img src="data:image/jpeg;base64,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
8.8%
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