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funni storeideas diagram
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funni storeideas diagram
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</diagram><diagram id="AHleBa2RMKA_DX8VWRnn" 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name="Tasks" 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name="Settings" 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</diagram><diagram name="Sources" id="VFfWAlWP0AE3SSuFXLmf">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</diagram><diagram name="BG Process" id="llZYonuqN3tYmIMXfAzu">7V1Zc5tI1/41Kue9kEugxfalNzmexInjJZnJTQpBS2KMaMwiWd+v/3oDWtDGEDnqoylmqhwLNXKrD8/Zl07/fPFyFVrB/AY7yOuYPeel07/omObJyRH5SS+s+QXj+NjgV2ah64hr+YV79/+QuNgTVxPXQdHGwhhjL3aDzYs29n1kxxvXrDDEq81lU+xt/tXAmqHShXvb8spXf7hOPOdXj82j/PpH5M7m6V82Rif8nYWVLhbfJJpbDl5Jl/qXnf55iHHMf1u8nCOPHl56LoPl5Pv3B/R58P2868cnI3c0NLv8w8ZNbsm+Qoj8+Lc/2vr79Pnnl97oyscXzuT+69g9O+8OhuK7xev0wJBDzk+8xGE8xzPsW95lfvUsxInvIPqxPfIqX/MZ44BcNMjFf1Ecr8XDYCUxJpfm8cIT76IXN/6b3n44FK/+kd65eBGfzF6s0xd+HK6lm+jLf+T38tvYq/S+mmcnzjjCSWiLg/Cjk+tv8/XnX+HD0n6+/Lk8N0fijHuxFc6Q+LylZX578AYXv34dX590b++P/fH3bp+vo4cpPYeCMlcILxDZJFkQIs+K3eXmw2qJZ36WrcvpSn4RpFWTuWrXS8tLxF96jFDoWb5Drt7HOESlx2CTyKu5G6P7wGJnsyKcYpOgzQ55icIYvVQei3h3IDa+3ny5yoFspOicSyAe9f7QOfZbtDRCS8rwJbQo15mg0JI+pjla7pMAhQmBDGy4HI2A4UWrdDEktOTYeQsvG2jJwbMbvJg18TLQhRelrDNbrrgtlZXnaoDiimaZK66jGC0u6FdG4dK1t+SKU9fzzrGHQ3ZvfzqdmrZNrkdxiJ+Q9I4zmoyGox3y0YxpamOkRy0jbQSxQU1GOgIFsUEZYuQbxBH/W8QIt9AC++w5JI8htZkXC6rD90875sgj3/NsQjSU0SxmqGFqSq/bjRhMHZgqy0kPGtROWqg1gtqoJtSOQUFtVIbaPIkdvKLwitwZIV49WHWj7D6I+DJ6A2gAM7Tqi3uIsOOaCEtdrkAgZhzvu11gAKXz0XvTmd16GobWWloQYNenukf2ybf0gsRaiu4546TggS7ecFwU9ps3kF/4HvJnLvsytR5DpYvbAOS06+3pY6g+WFheu+MqiR6E2EZRxExV36H/HqRy+yAX+DQ0BdvDZxAMQRPng1acN3OKK2JI6oWwgkhGOYqkRFg8Rz7blI3IniL+3izkb/KQUxRbcRJlwIuAgq1vggPbqAVbM7D164JtCAts/RLYHgPm+5m6vhvNXX/G9rKwyEv2e2xFTwRI57kAK8u6c7wIPBSjA6CAG4wMfYBT+uCHrRHTEHDDMuDUJwsMcMPXAMcFmQDZ3M3FFgfbBDNfrJB/TN5RuuSyLpeRNvZj108QVHk30umMVT4kvdJJ7ZnttuuEi6O64u7kvdH3ez6EkkvAqPYhmL3qG7b2IVQeq8Qcrn2u6tIzXCK2RTxloCc/ksCxYsYKqFTmfCJaubE9T23Ma5/owJ7HucpjtvzWWy9wQhkKSAZxBM+ZfFKbMi4/cvI0M7aOQ65A4SW3/DNC/ZtE7J4kDhL6S8ccPSc0yfMs1auYDLC5LpXKBXrdTsKQ/0H+ab0JmvI7KK8gKw8PD/NPo38j36okJiI7RAhqPOG4hgMicwzuREb0tdpEsPNPqvJK3nbwaYuOV21bQvrFGXcisEhc553SUP4UcopJJWZPt3LVZuc1w43ClaBcpy07T53i37LHP0Nm891V6O3EYJk9oqmVeFQd8azEZ7rnBM2tpUtOgCU39O4Sqm+kas3V4zVM1qlT61SedZuO1wxSinQ85TpYCkc5He+UECVKU/IKSXgVqUJJVmwDEV1aQ4pqTU+r22cP8aXIwVOu05aDV7VrCV+X5KldxyK4waxsLrkIWZlpPscrYtKHmdHMJFbPF9dwgHwWY2TPrk+LNUECTmtYseq5kCjBTzaKXXYzYXDWjDmofBy7U9dmTpQ8nosJOUL2rt9NT77H6BgVCAeRHgOd6f5qBtiaZg1dGgqfhnqhqYsFqo0zrdnme2ic1SZ0X1vyTOW+JRY7dT3EjiaNHy5dSlWYLHKTQ/ZH2jnk3mR1vjcA3p2BvRJoK5J8WCAlR6C4q0DNZiE39fdsM51+78F4WwTCqh5O9y2nFYq8pc203NyK5q+pup9ZAqwNjNn7sMlUiVaK/geToxatbv0stW+2iGuGuLpurfcv2NgOcWXH1sPcimXArbjdtwExbhK6U24FinepwtJboxgmyIqWtn6QKTJJbrCTeFlawZSeW8riHCSowbgZJwPncNSoRl5ELxx8YdSwlpbrWROPJnem7NAKAmSFQNPNima3fuKYrd+xIQdU1AqpF2qLlanN7r3P6t212V2b0NqallTuW2K3XyhjnVj20ywUrDYtXemPt2OUxQYmQ/o/vY79WLrO/+soGpuM2H+7M+PNY+0ct3V0NgTiSU0gmsCAWM7TJEBasRiCj1avQZJmbWaaj7wCokJTNOkAwKt1ojSDV9ai9k14aYsjVO5bgtcPy425QRGSn7fX5FrPw/ZTaluQ42d5zvx9YhL2Fq6fxFCLU4qmHABwaVUi9xFcdT2UJix/SbpvucZgWsQMOaZIBLvp2UsJQnnG/zlOPCdzn6QdrwUeadZCmPiimjMrNaBFCz7Nac7LBiDCs2jMA4Bn2dNyyRwm552NSrxN78oEeSx5IURRgP0IKjcsVurpP+6+UTqplhtWcsO6mnxfW1snte9Ea/LrHvpOahPagJWeZ5ZNtu6cs89ud468ACZrLPo4tJfZpPiV1QeqOSBaKkpP040PqBzCE5qZHx2SX38gZhYjxz+g+sHcWjJvvk+/pj1H9lOu2Mt15+Ovd+QnTez/ePn5tsNCNheXhzDpVLKWtRNqoDWnZA9FWL9uqUwfVklUmsrSirAtCK08WWCWW79cFCWqwMnF64fLG+oVgcgci4NPdjnJQc0bW0d9Q8jUTQ4ZwErH6peTQ7rdBU9R6F/cfL14/HxJUVOsdsLk4Q7ZqC+i2rDlLnV1UJp2HRQzRwdEpBXVEP1Q67d+xYZQq9tyqq9NOqmFJaAc5v1QQxSEVp+sNpdJ5b4r1ZAiQ/0QoikvdSskvzLXMNCs1mKTC/05XQOtuv4+clNFCzH1QmD9DxQ9umiUhpYmooO0LlQahyLFVvLAi/DHsD8nGkGtcEiDpp77hDaACBF/xXEqAPBntvhrhr+67uIBrAyfftld/DGt+mWoysDYEanOLAwqA8713di1PJelNSMfJzMamGPN2/J4KFvP/KWsWZoEYu4Q5S06IYKzNIsFADrLeSOnvKybHrDvrTdOmNOqk5UH2FbIvh9mffJ4AFV0vpPStmiLYvYiRJbTyeKtpabgvGsqSMLBK9bRG4XbQ7Y6qO2PAdaERuWPyb7t/dfHu/M3/TF8+X74Y4p5Xvr9McM2s6Eh1Oq2oxnACngPyg1pCNSSifSFSz2esndp90mPoIo1ly3Z8oPegJUX9FZW6GcSL4l4QVfI7AzyWUCt+mJyFwBMthG8hpisW8AzgGXVD8oFPBdEeoUL15dEW4aoKE6m09TYEFWqXBA6UDsqF1P5AIBLr1/6dwSe0dEq8Oqa7EMTFrjKJvtXSW2MeVG4xQxvDqap6zu0xjhNdLZRIERXCsTz3DxcWMxjxizGieV6qaW4Dygc7rIHmDqGoXWu2h6iMAXX2yiEFXFP9y2h8DbECwYsa8J9KyJfPXNRJ77HXSfddQo55lSh6iXvujd2/SmvdPV9FPIpbK4fg20wNQKHP719s/cQfwoPi/pktU1+qtx3MXBEMEdMs0Xae5RGj7L+KK4YJZpV79wnAQppbKiT+6rZGxM0k3yhmKwSA0ggorDofNkpCiunhBWJw3Oho9iasQ40Yvid0FUia5lSbYGXGSmeE5RkpgLjonzA1wGj0Tf67jmhQnkqLGv5LH2Ay73j9Nc57aUOkpamUaNt+m4ntQzb0pGGLLWuJ+39h+mxW5uO88qT+NNn7q1xXuao8obOtuO8Ko9Vjno5juDxK/aN01hi3viKsZAnX7Q2pteNDP/kJlHEMactl3gqwTZModhK5NhGtt1RtAyZHA8Hw+ZP3hZsZJfuieOrz/fLYPIQOl+j40+/kmT66VPXbJnIa0xEeV69Mg9RrtOWTlC1a7lfiELFypN5JhjH3Tlm9dV7NQfqZJc6lvKo9Toa9g9Qih4hynXaOlBX7VqWedP4FTBx84ZqvVD9BUUUGb1dlg/+e3dx66Dh8+Ng9XG1nP317dvpc/b4tDCqByNFTZnyXLXlclftWoLRWTrk08Pc1Ic8v7OMm112jjgLFsbR2rj4Muz5PcNYf0RfXvTOeIadXlGFhzdxY+rCjXqYaMsetyaz+mC18ceqbUv88S7xuTqRjkMTekY3m5K9F4zS2GXOp5LSLaNshiCzjCClANJm+FbtWjEOYSMCwaMOcqThOUFsm2IKOcvdzhuKCQ85RKgVi1YAQE2rjwk21Kog9Law0gW1ql2XKsY2gklMpaf+XYKjMQ7v5wkLEPEIUoR42tnrqExjR/GcjiiHCL9SWQoA/Gl1ScHGXxWu3sSfNpdU1a6VHRoFsqTYbDmteiNaKxcR5bN5HQrEsuIEA3ilybv6gacn6QUGiOo2OdKWvlK1a1lfJE8/m/bOBNDBNW81wNXAR25zUcDceusFTihOQIKjNCVXPzjaxizNAFW3XQestizljKM7ZCOX5RGVilYJtOKEvrTnls9mLnFdkDVoDPEiVwdBgmwwMqCB7EQnyJoM9ty9n7AKPLv3cvxWhpAxKvnVhtUpQoZRcg9s3rF1jlDVsUpc4JFnC4oCdxsvAg/xVM4c81RzTf0wIoUoNSZnrAweJBcoFj8A4AKpV1s6f+yjaM6qUOJ1IKwEXpUSom4oOhbQA8IrFGJaBgbxsEt+5Z0mVKnPWuFyFC4Mmj4bdUTmqyM9zly15Pm3ByJBmgtEaymKh9DGip7Hx43wuYYuxRBE8hCbbFMi6qeO1s6bsOsQ1AdWt9PD+yfNbkdo1VhWloljM+Y2YdrlkxsEDIkTujPRoioO3dkMhcLTz5CX5qovLD8h1t96O7gV81GnU1Odj+qMJqPhnxxhRwD5dlr7jhHa2oUNEapIa1cvhGUZGoBsE2g5DLUJXdkhEwqhywUCYeILlgpRbSlqlTudB1QJXUUcuyJaRk65JMG+fP0hQgJU9nEZx8u/Ao8Wt1JhKOJzMIlTjG/rJ45pthKrESNLqfN2bau2CPfq5zxwRv4t+T/5+On+e+hFP9pamT9F57621lWV+5a4Lc+u67zeYDpEojgW8iCMomDbaXecSoTLgs1a0HN0EJNqFh9bLPp7n+dWWlZT6IYdPmGQ9gtbbtSF70mKFgAylMM0tyH3PVdEaZYuG7PJ4zlOp+C5naSZ/JQ1cUVDJBJYAfnMIHQ5onhaAUQ6FTMKALTR0Goz7aOqoQjoqBfCEkF622Tuo65Rl9DABoAqBuv+N3SNQhrkaJcVhZUIl0464qpGWceYJHuuYhRFl/7jT6fHtaKrJkfr17aetFnJatHVmsl/itCwBn8qRvGKNnn7JJe0uw/7r5rActf512SU40aBZ63ZkiDuirk6lA7hQvRGo31CA7YYi6khdEUMtoKiKLr0U0hr88J9FF11mxfqi1Rd/Dv8azg1RvMr9NfPOzP8ODQnelOS91Fy1aYzrNCzYixr3ut1n6TXkfbUQsU0xvsNq4oqBJLbVoxB4iKJrpAOvtvh843YCjHbSm4dd++TYzbHY/KIBBZNG725friBSaeiENNPqGFbBdiQudX1KA211QEqhVj6VLVSbAtCK0/2BJYQq/AcfvCpGUa+TwR1CM4mezzWHgFrJ9s2RY1iBo56oTbYKJM42jHh29NZebCw4ir9src/5Y4Q+WExM0N/qLkdNdwUKCc1GaK+UcOV+5aQ8i1Bocvcjmk+KTfDsh5jvQD5zt6kiAIAU2t8NQNTipG3wQSrCYtiBHSWSMWHD2XIydFUjO9fy8O904FhfjYmDOxg52LrIwC4K/fzSPs0i4E0IkbCAipW5Nq8uqu3wiGrzMziKSLwMkaxfUguOBgoDeDlrA3LNDiTTpq79iKpHf3SCl3Lj+UoVzrl/Am9IJvRY4m9JdR22kUa6LduFTM6dAikdxYSw7otUdKabCBCQjGG6fDw0BVcf82Zvn8QZzKik5eKizYoAjXc077ATuJtadjAmZFSKhrv7hI+Ssdf6xt6FZhVroA3XQbaDKHry5/250F407fPvt/Yyd1t95+LduTA9lRWnqs2x1DVruViVORhy4kImUQc8gOvYwDqOi+6inaa2qmOOLXssRFwFLat8lxhVT+WLds7Dhz6lXPw/HX/9QvVU1xPGKwzd8ntXdZL1GWmsOiqTQ81RFNi6Po21Nb1RWeSfri9mi9oBYHH3XbCXUfsKY/XbDE/XkS0zE5/DPOcS94D/Qfdzgx/la8pz0vR8hUWX6vatQSnC8yNL9EIKDe30lYLTiK6AxVVB+agY12XCaM7YH/bo4SHiTitRSJKWrRTwpshTuEAUXaEgYW4svsjRJbTFamBrHUJc7ZSr3dX9gzSfyKwEqzUmUQ7nPSOiYKtmVdleL0twbTZtGoDrHVd/CE6a3McV21bzmnx6RBtWuRDvkqySG0qvHQdqNGRgpq/04m9avS0wflm6DEUnj/1ycLKjFa0QWahduaYmLN6BZY3G1FMCG3eiqJkIfR53gKlw4vnXKeTNkTh34HpLTigs0o327Cxj2efHiU21AERx9BQabSobIhKs65Qg4VKU6v7eA+Vl/qEhlVdqeiMDniOYnGM205HolfiVjq/r0TcZGmaTD498BMdP6bJZeOLkFA2ZEmb1gxo+nNpdheA0z5q5U8ztqRwRqkXjmCxpbI7yibQmWG2h++nnx8vYYKmxKF22SihkrJyumVMdOUgzqZcqBRk2kUwP3LJh87eXbBRL3vFvPQTQmufwD10pBuKKqe9YF7lMid0ODvs9E/JxYMrRE3PGw41Qt8V9Z/T8THRnJDXTkSQCxXReTDJ10JEXGmaoX7EmWXlLB+/SlvHYeYqEInMXaBugOLB6ncDmFrVsD20Ds26apgJi5MpWhDfS6G/VGE4CIg543oemrGOwzZeLCzfgcqo8uZVaatn7XjSqxnsIZ4UU1fUC7V1EK7c90bJxziJCJjGnjshP1neXTciwHKTBXktIaub4mpPYLXTsVWV1K+qsIF5djtNU1AmiLedYV9lSVUJ9W8m3pu6GNKzOx3cGc+n53dHF/bT0v9lrl29RTSwBU9dKv/97dNDZF0+XeMzx0yCeHT/92d95RVVu5adaWyWt8iRpJrc5cPD9Zcr2mFPLAPJJ0tlFrs0MZVHq3V06R6ySbMmm9TWVblq17ILNUvr52nIAjTcYyMykzN0uX7xYqkoAyLaSlUW2tFWbhEaiYl7xaRviOdZrqbY5YE+n5/2XvAyMcfLL9/93id8HrwoJENq039IC1W2rLiDM1fXGBYcaTttAaA8/nLVELX8UDc9+65li3kWxXYkH+w5smm71UITIBaoie3D/y7Vdur+VFKtLA0y0GSJ8f+jh7+OYrRwGNcPl679zt0ANNJklDauBYOksqefI0n2n7wOJjGUladpUAhx/XhDXv/3kFWk4m6RpTJHy+6ZVpsWB1FlZsratPJctZUaVe16wxwlwoxIskyMQVTfisbnTtuHK8naZuO+CpcqGLwJF225uFW7Vhg9DDZjHGZ5hVk1LET8FM1J/fhRNKLjDZ14pSNv4ZTlYYRoGqJoLmvbYyfN4xyXtQrRn46GRMdBiCceWgDlbCXD9E+ShrwMMY6l967IF53fYAfRFf8P</diagram><diagram id="smuW56vnE7qWGR4PAWoN" name="Tasks 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