Formal Ontology of Constraint Analysis
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FVN-ffdp1jk9daGdxy1ytCb1upn4zGifoQfOzu-mPFIzPv16PhG6jQxQiL3AUvNIQGcx6sX0aiz6fI8WLGKsZN-AV9uSBnKsoIROl-0KiBP3AZSw82WWBGWd09wq_hohll3TWK9S3PE42fgr1zbXkQiq5Ks9Ys0s-rH3uWf-yFb9vZgNRVqQhlpU3bQtLUk-d9ticQuZexorVisLkoOvZzGqLlYKWC7-qiYcGbaVKl92NPAF0Of7ys8OLZfpJRNC7SLgOy9sYmWqKUmFdvicj7C22Fh-sQRJ8t2dzr0wS6UZmib7wiFJp1wJBpIYQEFfy_DEoDdY_RSZh2_Ws65GHmjdvhqdQXhNGTzjYeANHgs8Lyjus6hM3pehsxwhh6sYYnYQkE3XEfImo4Vi7CBwp6tSRLX4q7-rcCo87RKDctnbi44H-Nx4DnEXKun8YRsfGBUM5RtNOFbFoVO3qrLIkOECwB0OCboBjMObi-OwedB5lHepFYGp7_GSD-EoI0mFlZROzd_j1JaLzFlJTKS_xcVWLOxch8HdOiHzQ4_bHxTv3CICk0JI6YTCJiE3ArH4s6xNzwBas5LtJ4L_980FNOw78814R3IcsbO004CM005Qzo2EFYMC6AVGhT2Z_S9EwEOh70v-SCIHZwPZUuNshk3kUvzHUKNPLPeXaRxxYuOXcP8Dhy4KlPe1foUrIJvUD8Mx1tAuq6z48NTCNSb6RlEqBhyT9YHQbNESzRwPsMfrl9Q8iwO5rx4JFFeia5K24gtlqQHfYk-vWONGuzqfQpKo9KLlv7rHKeT6SH_cy-4uBD5PLIQhqXQQ4szikhT6ZxAyuXfgGvWbI6WI37st9TqxFhQ5zHm7wuiMVMemAxc47WxTzm19CVOBQzXMYhnzwTZw5jWwVhgP82LvKj6rYGomt96H6eP2wORuInLnr0ooT1eq1quQcPBNY9W-9lIxIxYsf_t4OU8auMMNOc2-_7HolksXrFd3Phue7YaRuurHAysOUQzMBRFx7qTGxSmFmuK-JiwumAktgZeu02p3nxB47yiTHl4VTkRiQYF6KvfWoUBl3A__Pnqq8lKSNEAxR3YW95xbM0nqcLj83lKxfBOU0_HbcrHh9mdXqX9qlhS_8uvPKxAd6UT9bnfRlw8R0IIm9RbxUGC6y8i88gmicZF91w4dvvfN-51uSg0jQfYJzig5HJ3uTDuelv6ObSMELytAtaM8Ur4vaIScBiTbPeyvRiaYIrh4DB1tauEFjjVHF5R2X-ux8DeDa_83SFMly3iUDs4b-t2Gnlg--nbUISlNprIRCeqazt1zmrOR99pGgrlwBZ5ohPEpeK9e8JSRoHYrGcN4CFQWOvlwHZ-cD0QszYAAUK8zUat0wm45fWIYq5NJV1efLeqEJfgkNuYHz6WJk8cCKA0GFVMqm6Iuiq3hXn1dq1FA6Ek8tI2Mv70Q43TM6twpYVQaIUxEWXgZowzMyC6Y6zR1eWTHJ5fJBMAJZfMRiDm5M6ETLjknEfr6wOkDKyp5K-lfilI2CyUVakdpN8tH8TP-Wf3-m2Sv_iDD8eHx6q9ywn8OqyEwTVUGnQRxzGAFWF1qV6h85xgsZxFjNu1ckGIcbch-krvznCk8aTRvfx2Toctri2mhbFbKmpzm8vP9_crbL0evNT879uP2i740qfcSw9tBLujXh2nyRxCkO5S8AynSmdhOZJUuE_fWeNjxcoVtjuTfxf3s4I1_JxDYxTaa-A8-DCwxLRrLYLPueWRtaabjLFjHaeTVkCHngtp7TMVVXbRvi08C0ovAeuGDb8A68aQTJoxrBuw4Dmm9bCFCaFyexPT0-b67wOtG5K7cEf_-af1gTCIeikkWilzkrweAzq4vyawKamUPpa90NMhoIUZimA-bOGtw5XDP1i4pDd7VFUBF5O4diFT3WtWoxhH4e-Uz79IqM11PO_l1VDkvYl03JGQk6qltB8zIw9inqJfBySDAlc9C5QXFFGxS-3MW27tI3IZk6yAm6Gv_OUx2Y0et40umkEniftNP5i6dwkQI8fZnHDcpRTf9CpgG2QTPiqt-8YdMYJ7GtsGE369Wdp8czpxOsbi71xy4lMy7_CwiGJ-1OdpmVDzGag_7Y5TQMjHrzKWsaVT8ub85vwA925HMbXD3NRNZBmmwKZAd2JaZIiibe0k_gyN5wK5x-1-DDZl8LIgaP6rD1j4HAlxs1yMCDwtHfKpp0oZkcfJoU4-w9kblZV6RN79gFWmsOQj2dKPjOPT5q4QxEO6_DbUpUIpk4_E0Mp724K4aFMMt7GpJGGRwlo2Di4MbiOW57gBja2m7TQVs9mKrapXXtQmOqjJVpaVFSqKu-7f0-_ZTLsJGWyO498L0JKCMQdj3Hsd1WwJZ-ui8PMq-fgTgSeimXCdh3p5xe7B8bTANhHdJO_1AInizfjcB1y17v-ABydp9s2SqOOX_c4qjcHkY0hpWk0yC2Aace5pL2MieDVxzIu-T5unm9B8trUxkcgJ2Xdc1YRp6Do8i8b3IDavqZV3gtimBpmBFebvcxYCAWf8-CAkdXD_W2RzGQnEHjF33n_eexPdrZngOItZajgU6TSEd2GFGQAw-eUk3ggWrjOpcjw61ySX8obcsDycl5eLLDiqrH1RvxAGNvLxv7Kw7CJidukCL8ZPiCdKhRrDA0wY8srgdULMInUThzEtXe4Z31F3bXg6_yh60iGaKblRnP9UORlyfA9ZJ5Xkp51y-akmGohR-z5D7x54keduTB6vFiXSVH1mLMF4USj7WDnsp4I5-9UMVfaaQJja3Pj1q9CelSsnTHfjfKELfPc4j1Fox7cp93jTtRHLGngJkPZZ-iBEO7KXbb_bzBeEzvdsfUjrUDsXm44Yt9OLVb_PbsPRyqb0UIV1jW2RetLi0tuDe2Esqk-M5A-PTt89FNNReCE3aSVaBnKYlkGxbo1x3ormjZPH3R1PeQuc90OH6RBfQhG9hARg8RiXriiNkkfMGnx0EDOdCpKLgZTeQ3i-IiD4h2RNnLytmYxVyOsjA6t_fR5udvuXmqFs0Hxh3zwzRJp1_QGZEpPziX_EFXrHjV4xQV_rm1PccfucRugT9WN0LeAsIrNVNz8u25wezDNPAXYK-OisHlgTGznlHcNUcFQKYd-16tJS2bqbFi7aH-qnFG7nTsEAGJr7vAqjQ4xGr8vwD3ieHgH-2gdM4NhV3sJ5VppfwYQlSu6y4l8aix6ceIO6Wx_NDDabsl9xlHvXFWe2MEAI4Ry8rpPbFY_cR5GpEoS6bjD2tZYBoOorQjQFxmfLfoQJl-6q8lNzjujUgsTlJO7fKr8nYOZ8HPblA26xwsI_R7CsXOVpTudrg2fekkDy5qlAKO_VYP-PpUeOKkYd70yNCDGWyMyVuWjuQK5T6-ibQ_YzhG0btgPJwg7yZG2H5eFTsr2RzVEitBJ_KXr-6ZPHWP_nWVKoXLfKXVzt1YQ-Zz0Bz7JaSSJ0bZSFu6OLltGoA36NGNe48uaBtq1oJWYpD099Sw4eDCXb3xhL3UolXUWfz2BnuJNoeaImOCldYlGqniu7sCkK0ozrtZBsJ53hDIYfpLV6eYDDBxac9WMEv251lk9Dj5YrQSwlJXZyV4Ket3ufGNNoGAq1exKA-gLmW1hc11PxTSOCrP-LdEFrB5qfc5SbC9C3IY5e3Lg7qld5i5SrI2fBqLmL8RXZslGlzHFM0wvvs3FlzyHhc36JmKhz024IHDaVj0VycXYiZlPWYeOrqKQxQixmSqwGerEHJB5vZocHo8qecolaGYbkxXJ8TiqWML4Cb8H_IyTwPj3HBDagAM6jFX72g1s3KD6-BjN-uKtiIQnI5MLbKH3LH7d43JWumePRGU3gaunyHrfN8ItSaLoZsIY13ffh_6JMmPTYNWeUgVcqbfxOXq7d3nxOoSv38kh44NpBHIOKLTWkkibhcYh4FvsrN37CpUI4OuNoM-cUzObT8hykUUA0GDFLva40Km9NPmrUljhnp5k3RAKSlWW-PjdR8DT9RonDRr1sC3KBxgZhKAoMs_5VJ_Lg_Si94xSqy4F5O0lGAhTw230M-tApGikupO7d45I_xQ3jJYBqt8mVNrm10xdS7iwfPtie2nIbT8uSRluvVx65m_ybirx1gX8EKE4MOl_CD_1wZ5DBc--8HEJyziPX3Nrnth7wefWHrYbx82U7oan3zHNgqHx0Fk9LdEA3G9ZifnJ6fkdZ6jCJrkxu3icerOX016JPzqoQ-QMXTyy_I3jKi71JKP3S1FGWVtwIUvPiMb1hIHy8zZFyLYnl6cLR-AhjCAYENDK7D_Jh1xi1BvxQ_3knvPYY5F79JrYFrCt2KxqB3OvCUu5IKTsE5KirI59XupBaXr8o_ZUhj81VZW-JyHXepa-aKiiH6hkmlNOHuy1p6lU7XUY3rp58GdR5wmkHLd8lLmvHegFL0hnntIRI8EGBoSpz29Qr4xcDYYpNSOxmfmEThpapJ7xdJXBNfOf2XeO-HdDf32zqp9XgKZwblWFTGDiJEOWqqzbu6vmhTnouFWWyzDPSveMiUMBNX_TCxzxyo-lA0AaJzF1cyY6bNORI97yykfJMjw90yL6pzNMfjGZUUjRLJgpAzgdifcSHxntHC04Q8OkF0VC_yliVkrZJLsVWNSHaDpPjD6YA6HoR3MpSSvri7z5piY0q5jnatMKeJ5UfOXIgyhxSN4zKyDdIlORRmEHy4844_1UARqaqhy7HKK1pX4F07FxlqQh_GuaT7c3U3-Fcx6f62uUvMDJvoHJLUvMn8Vq7HuvWLRkLXNlJ0u2ziXYFmC-OH0BsDb88GsQtVq6zUinq6DZqOgGv49Dfojzi4r0-KdAymD8UvjhxxRo_qFJv0z1iq_ti-oPAWIviyrP3bdolalPrdcMOt6jxn38IJ4hHS491ZgVIa7zkG6egjyACLxqFakntOE2-yM_UeMdl_j4FvSIKHO9DFNHQ0-DLSCb7fgRXNu7rZmJmMov954c5A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