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![[COMM] Swimsuit Confusion](data:image/webp;base64,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![[COMM] Decorating the Tree](data:image/webp;base64,UklGRoQPAABXRUJQVlA4WAoAAAAoAAAAWwAAWwAASUNDUOABAAAAAAHgbGNtcwQgAABtbnRyUkdCIFhZWiAH4gADABQACQAOAB1hY3NwTVNGVAAAAABzYXdzY3RybAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLWhhbmR56b9WWj4BtoMjhVVG90+qAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAACRjcHJ0AAABIAAAACJ3dHB0AAABRAAAABRjaGFkAAABWAAAACxyWFlaAAABhAAAABRnWFlaAAABmAAAABRiWFlaAAABrAAAABRyVFJDAAABwAAAACBnVFJDAAABwAAAACBiVFJDAAABwAAAACBtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAYAAAAcAEMAQwAwAABYWVogAAAAAAAA9tYAAQAAAADTLXNmMzIAAAAAAAEMPwAABd3///MmAAAHkAAA/ZL///uh///9ogAAA9wAAMBxWFlaIAAAAAAAAG+gAAA48gAAA49YWVogAAAAAAAAYpYAALeJAAAY2lhZWiAAAAAAAAAkoAAAD4UAALbEcGFyYQAAAAAAAwAAAAJmaQAA8qcAAA1ZAAAT0AAACltWUDggvAwAAPAuAJ0BKlwAXAA+bSqQRaQioZlbbVRABsS2AFiSgBySWVvUf0j0T6o/fvxrx25oeyL95/avUB6mPzl7Afege5zzF/sh6vX+c/aP3Kf3r1Bv65/aPWi9R30B/2Z9Nz9qPhB/cn9ufaW//+EscLsUfPX7xkVtwWop2x/w+FX44agX5H/SN7LsF43n2b/i+Ifqg+CvYA/Vb0w79/0P2A/zx6HmiJ6s9Tf/Bf9bshsel/MTpnZWjCIi2+KFN8lCbNpSdr5yw1CHZFzDzQyxSW8ERu6ffz+RartwMa0RbjMjoT2NIDVrBWMOp9qd2axtpY1gaYGDJanG21nH2gw2BcEyO99vdac4P7tqKw57oBhkgB4NJvHux27ByI84PZZGnqx8U2NIplhcQOKfzosfnZxby0tDmZIEZfDC6FOvynvj/c57YkmAxOjekX+KjGMPOu2oZSjs0/8VQOePwtg+/2u060+jua/nu0tJzbL7anc6ejKvukLEi+3CASSQp20zRrTviAD+/v9NXiX/Kepx/6XVYYkSi23cKPsfoT0LIDiP/LsM+PFXbs4eVDPE5rr5npfOB4H0sUcGp1V4KuyDdS5Y8jswQmhQRt9AtP80/jWBH6z3UZlKZW0z+3JpwoLnt7HyJV4blRaxGtyPi824bWptgBbY+jk5tHwQiOrEsbILZMA+qcirngg2QcrKsvF1ATC/HN1G+tTbfVcw3ZQVwAulSWQTW9goCLcDbt+5e7tuZlxuTZ9llr5IX0kt+yE4UxM1RuPlFS4HlN37EGuo9cYIFV629/1chNPAdUS5ACUV4aZzF76Zgtiu6ge+7y6fAsjMg8UJu0oT3MtXduS7cIQu6GSx30jz5OhRPjIrBOQUDcWjST24RR4uHT4VfxOcVzmnYTi+ObPN1fW/3T595AzH0Arb7QG0MWF4ZFpQ6BPNN7MqdNa0hxwfCtSJFFgW4c4pm+JdL8CHD6CF+n6W2SUhAKhRM6a32oqXM5M+te8hhry60Vj7ivL7zoj75Gg4L8LGbuYTQe/GvaCe2i0XQE5eLpuV7Pw/SbD/3CR3KuJ8x0fd7n7D2Ac1y1cCry52DSmQyjfrnYVSJVrtbD7+D3lW3jQRc8HqeT5FrsYOWzYybtE3IDG40Qi1vXPRY5mdy9aZxWEYYtqs5TVIsrPw2EPaUvrde2UOBF08qlNBdXyH7SDSGJ6S9aF2aQrmWC0HFQ5Y71HjvfuD5KmciuQhFp8f5xgPXxGQFxj36Oj8mncaIWfke+bM3KPabg/ScbHAh6rAQmk2drxx42sAjNviqHQHrWA3v5vTaVkrYMBBy5q42V1HPWek6UY6DpBTKjpmYlEDv5SLA0Lk3326iY0RxlTAXXjB3ZEHTuai4KH+gnSFmPjKGp8XrXHkoPbpsIytjCrDnYYCMfG50bQBR9+77LlWpFXtuoeOX5l2T9Jtsb/jyxtCgX9uYCBIi0OSJd3Esunjyyuj+HUNw31b0w5tQ2TxJLzunJhLwllxQWa18YObZFr20VisXYqqJbJfiFafCaHVj/B6wQBhtWjqhvTx0obkBGQLJUjxR2D8GZ0t71LPmNffkS4ILNRwr0g82YEPKT9eI5K9HD/3Tay2sxMo9ZA4/BaX/bPheOFcxUZby9t6J0+JzO8KFzmv3OiuICXw2zXLlNFWHlHk4fGElNVrAKZOhRUmpLNJWFZAebgGPjrI0W80BgJNo2HvlO3fp1WTChwyOpFC3ndlpOloAAJCVLdxZpyElCcbAfEVgL7cXntOVWUds+QF4p/7RSzUpt69QfB29a03Ezg+jHY2DdeECsD+AvAe97trcqTuBHWatMC08XGjccJ8kGUgMHH1bPCmX1R7d6CU42MfJp4uejFyctEoINw+JPvqj6Mh65rHGDTS19IhMD/4O1YIjn/l1x2Ih8Obh7OAWbDYr6JO+fuDZeV90Yjx11MDUswY+AB8JVya73pPmu7zGIO/z2H7zwEEczKkEVPECKH3Syj3q4iwh0OIYz8EVuds8Y16lUwnwdQmjlh0wbh+i8jguOQD4eImpuC6EUyY7LPjcbJOjdFp7qy6MEGfODMhtWuiyLD6w8RsTR6BAZ7D1C/9uP8Y0z1CUTTlQQocSvD+co+Ke7v930/plt1kLn6yy7aCJp7VGlfMqYmdGb2o76hCZ7F1oYgBu57NDFM3vULa0JW+EsP3wU/i0z5MqT5DTmc+/K5kUZTe6nkRJieos3Iof8JwGJQweu21mIDR2BFx7XfCZr9VVpGvJ4i4iK41mpEZv/Z9e9kMA6rcGcJBW7SdAHSfn+pBDGQ5iJ2n0IS02mPuSmY/9u9Z5rlzX2d6/u24R97L2XvhNMMXKQUU8vIsVl+rjDnrzinIITfgx+Hex5imQYXmJxw5CkIx1OpwumFU3OyjMI+X3ANjyLIrDrrzGmEVFrppZamnm6qekOnHoFOPCvwDI4mmT7U8GI1QbsR8OE3RsbPzphFs5wiRGzeQNCQUtCc3Go3GL4yQq2moFTaNpGsJiVtTvH+GuzoX190Ax6PfFDDMYKgIjQqANqiVTjWlw/KTryXZNtfv4ZMn9oDapBtye5zNajLN/NzpbIglcC/kWxBf/mdm6+FgDZCMr5wQbaofD8EQHQpmWcmBgrJmrqdjhEKfxdL216YV+9kgpIcFV+ntZOYydEebk0wZJzybIbjTnx5wPJx9uTK7UeEqn8nnmWz816Ty2Nlwg/bVQvv8EqsYmyMqG5ev1N8RERtrCz0L7mVcxYTuDhSO+UAkU1x0LGAu/AJ4yh1lH4JVnd4u9dEaEIBR1IFR15Mxznhf4CW6rR0097L3sHCcsbeDr2vxBvaeIvRD6GwcMzb3Cbt7SaKbDUucatXkBRSsVIT8kqaq039X2ZjxH8duubZ0uBsNmTqLk8xzaV2unVs/AM6tq4pd3zD4PVDoAk4ou04TiCK1i3Ag0zhD05UjWnhmdUPj/b/2c3dMv3n//4kZbf5zZj/NFIDXFNs7MYqvjWXYFJ2tX90zubus5/iiQyWL71sHZPnekQKC0UXFTUj9LRW0uSDatmnbfRxwhsZZ0Nlr0x7StH3upgqsB8WHXj7WjYnjREU1wg70Mgw0ahHsJ4RSGguegmRB/Tg4HZfcZeE3Und6/G2YgAPhnAWgiEcsKpXCboKHuE3i8nKCF/5H30grVoh7CE933Yd1lclG99GWENQc0pM1bUcefMhaLHTTX+B51AWbOp+TU6r+MlZxdKFWW0Bhk4Z8ZAQVcmwqTXiQ+A0//ysRN0ICLrkZTK8TipBL3qBftd6SsQ0GPm3fpMecN/Xa+DDq1AFzIlQ6P/IVPMDDPBZigW2RxiaUdWbaOrqbpt/A/aEjo3/j8xNOlq/9nSryFUKJW2Tds+0NZUu3+48IQZwBc34Bk8zKTOrTlo73QAloJyJQ6pdHaWkXL1IQ5Os7oNN/bQOhYbLzBkY8OR8WgrxfJVDGWRB8pow6NO0bc2lc7OMnbzvQwxIvdW8ai+oqq3Qc2bNjTKt7N+Zgt3Q/XuqsAsgnSeAOxwVd1HQb8xr8CuYFU3oR602E189iEHMohXp41ZuuQGkZSHHFaevOULcYurkxAa5KlT+GqmJ6syktEUNpb587JSjZoA+c2iyJyokli9BQsU3envP/ehx0341zKNpHLB3Png1EBO+BnL6u4cNOznQcRj0X6zmEEn6MBzfudys61JXDRObr6P7zxOye57n5+2ucqDdyOth6m2VwRUyaTpWaNJv8idBfByG7P9uW9D+M0jzDHqRhr2v2twPFkUHhYxeNZtmHuZKUG4+wTgsUIcEVU2pBwYt0xEFI9TlmMmVGuzu/ZxP9Vz97GQ0HKx2SqXah4Uj1Pwm9s726MEkEV7CElIfLbXFUjfQqLvwH/0UmIasZvytEDqqTvUa+SeBEkx30RDGPrdUrZRRqLF3W2iSPlgBW49NzB6ESyh9PM2wKyQZRPNOIZuWJ9/AG5koH/VWyHtGwIpJIT0OlUXjJ7KiTj54T2zub4VNXH8kkpCRjKTaVSWF3V/Fa5MoaBb4LFU4gtD++P+4PuRxnEVTikqV3an091TyouhYD9J4UQ6JbW5ej0oi0f9i4oiydxew6uT5KBn+VE1QOkzJdHDn1P5eGL6m5Dh2E1KyFYFT52TyvUJxRRSG+UnwUU2L25wKEk0JzMsp1O0Fpz3hQLh5aXRMs+QeIHYrSECoxtuRKOV1X2wcJHJmyDz0FbB3M5BxF9GrWmZrqRT2Fsgk7gA9I0a+bqjyp4FQd7F7K+l4AhWD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![[COMM] Wing Strength Training](data:image/webp;base64,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)
![[KK] Sally Boom](data:image/webp;base64,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Description
Based on the cover of Strange Adventures #136
Image size
2500x2667px 250.13 KB
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