diff --git a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts index dd091e9c49..805a4630ce 100755 --- a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts +++ b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts @@ -991,19 +991,12 @@ test.describe('Image files', () => { * Test case: #2144 * Description: Images of (PNG, SVG) are on the same positions after Layout (Ctrl+L) action, only Benzene Rings are moved * and aligned, they can be saved to .ket file with correct coordinates, after that loaded from .ket file with correct positions and layer levels. - * Need to be updated after fixing bug https://github.com/epam/Indigo/issues/2172 */ - const x = 400; - const y = 300; await openFileAndAddToCanvasAsNewProject( 'KET/images-png-svg-with-benzene-for-distorting.ket', page, ); await takeEditorScreenshot(page); - await moveOnAtom(page, 'C', 0); - await dragMouseTo(x, y, page); - await page.mouse.click(100, 100); - await takeEditorScreenshot(page); await waitForSpinnerFinishedWork( page, async () => await selectTopPanelButton(TopPanelButton.Layout, page), @@ -1040,7 +1033,7 @@ test.describe('Image files', () => { page, async () => await selectTopPanelButton(TopPanelButton.Clean, page), ); - await takeEditorScreenshot(page); + await takeEditorScreenshot(page, { maxDiffPixelRatio: 0.05 }); await verifyFile( page, 'KET/images-png-svg-with-benzene-for-cleanup-expected.ket', diff --git a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-1c704-ion-only-Benzene-Rings-are-moved-and-aligned-2-chromium-linux.png b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-1c704-ion-only-Benzene-Rings-are-moved-and-aligned-2-chromium-linux.png index ce7850d916..300efbbe78 100644 Binary files a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-1c704-ion-only-Benzene-Rings-are-moved-and-aligned-2-chromium-linux.png and b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-1c704-ion-only-Benzene-Rings-are-moved-and-aligned-2-chromium-linux.png differ diff --git a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-8e725-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-8e725-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png index d49e955c2a..99d135d331 100644 Binary files a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-8e725-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png and b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-8e725-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png differ diff --git a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-cbd69-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-cbd69-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png index 39c32bdba9..300efbbe78 100644 Binary files a/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-cbd69-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png and b/ketcher-autotests/tests/File-Management/Open-And-Save-Files/Image-files/image-files.spec.ts-snapshots/Image-files-Verify-that-added-to-Canvas-images-cbd69-ion-only-Benzene-Rings-are-moved-and-aligned-3-chromium-linux.png differ diff --git a/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-clear-expected.ket b/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-clear-expected.ket index 7170431fd4..b3571774b1 100644 --- a/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-clear-expected.ket +++ b/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-clear-expected.ket @@ -30,10 +30,10 @@ "format": "image/png", "boundingBox": { "x": 13.631250459298933, - "y": -4.006249984360046, + "y": -4.006249984360037, "z": 0, "width": 2.05000003507645, - "height": 2.0999999835961916 + "height": 2.0999997451776307 }, "data": 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" }, diff --git a/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-calculateCIP-expected.ket b/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-calculateCIP-expected.ket index b8893c4b14..ec1600de2c 100644 --- a/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-calculateCIP-expected.ket +++ b/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-calculateCIP-expected.ket @@ -30,10 +30,10 @@ "format": "image/png", "boundingBox": { "x": 13.916084297221566, - "y": -3.8883805353542193, + "y": -3.8883805353542185, "z": 0, "width": 2.048319801247784, - "height": 2.0982796988685877 + "height": 2.0982794604500103 }, "data": 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" 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}, diff --git a/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-distorting-expected.ket b/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-distorting-expected.ket index 79d723f70f..aeaae66846 100644 --- a/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-distorting-expected.ket +++ b/ketcher-autotests/tests/test-data/KET/images-png-svg-with-benzene-for-distorting-expected.ket @@ -13,17 +13,53 @@ "mode": "open-angle", "pos": [ { - "x": 13.387499838915948, - "y": -7.9750000000000005, + "x": 12.906251267851834, + "y": -8.131250904093488, "z": 0 }, { - "x": 16.012500310004828, - "y": -7.9750000000000005, + "x": 16.657584815962327, + "y": -8.131250904093488, "z": 0 } ] } + }, + { + "type": "image", + "format": "image/png", + "boundingBox": { + "x": 13.6312504928217, + "y": -4.006249665076721, + "z": 0, + "width": 2.0500003609152078, + "height": 2.1000000789636286 + }, + "data": 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BXQIivg9EUg+COHPncVy8r7s9Qy727foOlwar5xD0nzgT0WuTcfzMOZSVlKH0bimKi+/izu0SlJU/xIlTZ7FmfQqu3irG46fPsYSeb+02iEB+HXTL7r3htzQMd+490ALUQnz/Hn9RRO4+egzOA4bBip4rP68uSdtGpKYBb7d8VVEhDojI3Xvq7gARyFZUo347SHpiO49+6PEdtm+IOjGlANOoxLhO7lSZTmWI+sW+FQ2WPX1hz+mzkbAxA1evXkc5AWWYt25JulN8G+Xl93Hl2nWERMfCY8QEAaRdj74w7+KBwJg4gvxU7JhjgF/+/W+Kys+oqqoiiH/h5LnzcB42FtY07yrf2xBxmhW782jO5G0jvKaZdPa0DkjeoadWnhhTejW16lBneq0RpNXoqaKZ29wRyRC5Tix99kqn2OcGuE/kCnTQRGK1waJUZ9XTkyJ1KCbOnovtO3eg5M5XkDLU2/S36MZNitIzyMgrhJffAoTGJ+BtZSU+U9TJkchA2aEKiJQG3UdNFEDU3tsQifmXpgFeNakikCWUGbgDxDBZVvODYUVz5j+8fHXWNI1mzBM97rpODFIFaWbdEZ3mBqoOdFNJ2Xbjjo1c7PPm4QeUktjYWFEaVRskfbV36Q87emxgVAyl2RLcKy3XAlWKU/DLly9EN0YLkEWRyBD//PNP3Cy6ib7kFZRpuCGycO5HdWY6/k0R/4AyQNLe/Qjfsh3niu+IA6YXzd/KiDSiSDUlc1Z/kPSEtk6u6B6xUhgOtUFvdNH78JZFrx3HcOvxi2rF/oK4Nd9U7POKvtuEKdizfx+K7t1HsQJicXEJntBA8hwoA+S58W/Sxw8f8PHjB1y+U4qRFB1qr90QtaX5ODFrk+j6cAeImwzv6S//O+nQEbGe+Zu3BJKj8x+jJtVZglQDKebHvoPRY1VqteWqJhG/h+ZcjMsPFMW+Zo9NbcW+IWKYDn1HYPm6ZFy6dEVAvE0miCFy2lQaG9YnisKqqve4SXPqVN9AKm8Gw9oAh2qouIbt3H8YpfV8Me/zd31JB+xLmosPXyuC27JYnYgUUTnBS5hPDjJ9XrKqgTSysILl6ElwXZ+jPvCNKU2xz9szzivWE6WV/RcN3mPzVQxiEGb7B1IpclZA5LQpQ2RjI0N8/74SRbfvYpZ/mHjvRoXoNhjOQ/5AVkEhPvz5l4DIZ4C9JpAHrt5A36hV4nQ+/X0/xlN90Ipq+toMjy5IfqCVnbjYAZ+Fqzr4jSVKp3LHRn9lX5yLsSKhkSBKEpEwaCSS8wvxkeo4ZST+TSDlMuPNmwoa6G3oOGh0ozbg2SG7jxiP7M1bqIySIlEJcWBMgg48pYy4Xdd7cK1lSDWQfJWNzgtDmnZ+pNfm3W4ciWfKH2nPxeA6UWzPiG7k7RnsGN0HYXEEmZ/7D6qZG4bI81XF20o8uP8QW/bsh/u4qbCsR71YmxhiL3K92Vu24mWFNP+L6eN9FQ4SxAG1QGQZUVliQgeh4RFJxFt16S4u7dVUJ+KwO+V9p7xlUf9cjFs0iLw9w7aR1xOtnPpiVkAYysjwiEhUgPxIKU5ApMjg5gE3EU6dPY+JfgEwdxsoGuMNKTu0EDdvxbOXr0UUMkQ2N0euF6FP1EpVePoyHjmBDE/NJ81Wi8i2rr3QY0VSk4HkEoM3D199WP1cjKZY2Tengn+Grx9KHjzSFvtKiLxmWEnzYmnpfcnNkm7cLEZEwnq4UlSOmLuQivk/VF+7LvGcyOl0E0WiEiK/78mbt+EaVt3Y1CTjMVPFxRMNBmneexB6JGQ0CUgu9mdk5+HGvSLh2BgiR8ItSndc7DcFxP5e3rj3iCAKeLqRyJFZUlpG4IpQTn/l0oR1/ORpnL9yFXfvP8LQqXNVX7828ZwsjE3hFkqnb3Qgnrl1B53q2P+qL5PxXmjVqbuBIEntBw6DS1JWo7fmZIj3bubj1d2tePq8VEDkiy/EpmRSChoo0pDaoHyLeDuGo+c43CkvE8U3w2N3ysbm46ePovS4eZOc4pjJGL1wkU6NySorv4eqD1XYvncvug0aVa/0yo/lEoPdqVxiKCHaLApVhVWbBMjOToZGpBWsh48XFzJoTJDOBHHmpnzcvZ6P13c0Kt2OipelVC++x+2HjzE7JAaWPXlBt3HsvkOfETh28pwo8AVEklTsSyeunr5RhH7T5oj341X9BSFLRRdIBllypxRHT5zEoElesHDui3buhvZYuRXnKepEucRg8Zx4qug2HALCVUHVJeNp82Dq1rdukOLSmhbWsB4xQVwvRg1IfcV9Wj5ZZXZuPq5d/gqx4m6B0OuyXQSzhObIKnKrTzBraRSsew+tF0zusSrbZxwNHfsMRVZ+gQDGqxYyxE/0/3eV73DszDkMmTJLrIDIz2vv2h+r0jIIoATzLoHcsWcvvBaHIHbtOgLqLa7pKj9eTfzeDn2HIJ0gcvQxQE6p7E7Z2LjUY07UV71A8iU27f6Y1ii7ARiiB0Gcm5+PCxe+QnxbUojnRbl4cSsXb+jfFeV7UPHiroBZTJE5KygSVr1ojqkFJt/H6khRZ0MpjOHb9x4OO7rPngY7LC4Bz1+9JnMjdW6+fPlbrAG+fvsWOw8dxaDJM1XTeK8x03HoyFHcLpZgXqeoffzkCd4TiHlBwWLO1X+OLDY23QePQiYdQPrF/sGrNw12pzXpG0BOVwVTHwmIpHkE8ex5BcRSgngzB1vTgrAvJxwvinKkCC3fq4GpSbPB0aI1prZ4ywDtBozAUK+58A2NQcCKBCxYtgI+dABMnrsYS8IicbukRGtqeC7kjcPcHM+iYtyD3J+Vq/pcbEPp08c/CNeu3dDCfPzkKbbtP4Qu/UepPofFke02fByyydhwClVC5GK/rjrREH0XkLxZiyNRCfFd6WY8vZ6N/A1LsNRvPML9J+HU7ji8K9sspdryfdrIvPv4KeYSHO7s6MPkLRYjvedh36EjuFV0S6TAoqI7uHL1Oi5evoJHNPDchOZI/PTXZ3z69An3qLSJSUyGs+cosY9H+XpKcWp08hyLdek5BPG2qClPU005ZMYcWNawtYMju+eoCaJOfE3GTYJIbryySurYLF+tCqa+qjdI21FTxfYOVUAGiK93OofmiPOKdMqwHl/NQu46f4QunIhgApm4wgfXjyeh/HwanlzfpIHJkVmCdwSz7OkzLKAjmTs8yk1OosAeMwV+IVFYn5qGPQSU1xp5Ser5s+cEkEqML5+FM2Vdvn4Ds/3DYENGylBXPGwGHShHjgvDc+bcBXhOng1blSU08Vk0xT6ncrnEqPzwUTTA+0WvUoXyLaqf2WkvmZ1vbZhziTErJx9XLqlDXLZ4EoJ8xyFhuTeKz6bgwoHVSFk5H+cPJlDalSLzddlu4WbFznEyQIti11SDKc+fjgOGod/46QiKWS2i8cOHDxqIn8Qy1MGTpzCU7pcHXX5+bRKGpd9ImmfXoOjmTYrMO5i0KAiWekaH06nHSCkSn718pYXI8+OJm8XwCNddV2yoDAYpZGmjKT8oIutZfsh1YvFVBUSC8+SaLsRVMbNw70omrhxJRHy4F7ZkLsWj61l4SI97eVtytK9Ld6DiVZnYt3qX5sxFlJ4kmLppVtqzOgjd+w1DzpbNkjOlObHi7Ru8ev0K0cnpZFD66DzHEDH0geMmYze51nulZQQ1jm7rr72fi32XYWNFA/zF6wotRHaqZwl8V3LfajAaIt5RZ9bVxUCQJL6qcX0bAjLE8htfITKQx9eykbd+CcIWTdRCfHxjE26e3IDIwCnITw/Eq9sE//R6JC2fgwN5EcLVCpglW/FGA5PP6fAj16c2Z3IEdSO3uP3gIbyueIPy0nsoKSlDeVk5kqnssXCp2WnWpg49hyJy5RqUlpVQ+bGa4Ekg+f0cB45AVuFmUQPzfChD5GLfdnH9i31DVL+GAMm8Dy8qpxsMsocGYpkC4puSAryk8qIwOUDMh0v9JIiPyOzcOp1MUMdiU+oS4WJLzqdibbQ3ghdMIOCTcKQwClX3yDjwa5VsE5HJ3ZGyp88xJ3Q52lNk6pcmHXoNR48Rk9B9xHjMDQrHxUuXcZ9Abt+zD+1dqp+jYYjauwyAy9hJ2HfyBEJjoskkSa8jin0ycspin10xQ7SjuVgNQmOonp0dS7R17y3tnjOg1+pKxsabjvobV3Qjkc3LltQg4U5DCNDa2Dm4S6bm2rEkhC2eKCDy40oJ4jq6j2EzRBabodM7VuB9+VYpMst2VmsaWKk0DThSecd5zxFjsG3HTgnk3n2w7KX7uPqIM4DbxKlwooOE/9+h12Ck5+bpFPtvqz7g2I1b6BESowqgsWQyZhrMOkjX5dFhppEuSF7G6uqEbqGxtYKUi30fcqeXLupCfEHFPteJSymVhlJKTYqbixun1uPSoTWIDZ2BvI0BohHAENerQIwOmopTu+JQcYejOk9Et9Q0kGBynSmaBjV0gDj1hcXGo6S8DFt27/3miJTFG7m4ZHEcOJIisUAHYkXlexy6dhO9IuNVB79RRSbUxNLO8IjkheUui8MIpPrCslzsc514Tq/YlyIxUAtxXfxcXKUS4zy504Qob2zOWIrXd/NrjMTYkOkC4jOaR3dlhmJ/bjheFueJA0RuGvDFirgD5E2RaaFigHjgR3vPxQWqK6PXp8Dc+dvmSFlsptjYZBZsVt2e0b8Riv269BvveR3I1xeo+UzmaiD5x0nsvXzFNbrVQHKxzx2bMyrFfoGm2A9ZOEFAvHIsEef2JyAx1gdbs4LxojgXd84kIzFmtg7EEIIYF+YlID68koHt6cHidm4aHMyPIkMkGSBl04DTrJgz9QwQO85uNPARa9eh3yQvMdcpwdRH/FpSibEFFe+k+VCOxMYs9utS/bd6aGQ9apLYnKwPkedETqfKSOQ0yXVi3np/MR8GLxhP6dQH106sExCTqPDflh2Cp0U5KDq5DolsbPQiMV4D8d7Fjdi2MRgR/lO0IPfnRuLepWyK9mxFZEpplg2QX5R0cqv+mVEdB42EXS9DL1NWXcpiXyoxJJA8J3I67R/d9JEoy3jaXJi51H6t12ogmbp5vyHkXNN0nCuXGN5U7CvnRBYX8pdp/uNB5xJjTexsFJEz5WJ/LZUUAuJNKjlOJIlI5GhVQlxB86YMcevGpaLe5PsY9r6cZfS89chM9MfBguivkVlGcyYZIHazommwvOamwbeI06ncdtMp9smdsrHpFdEMc6JCfNpAa3u+nHY9QbZ1dkf3qASdeZLnxktn81B1fxsqyVF+eLAN76lM4Ih8SbXgbhr0VTHeKLuUjsuH12JlxCxsoXT6jCJRhsjzphJizNJpAuKDSxkCYlTAVHE7HxCH8iNQdiEN6+N9Eb9spjgwHtMc/EIzZ74uJTerbBpoO0DfDpDFTQbRANdru8l1olNItOpgN5V4a+Q/R08Wv3epz0qp6qmVqLeycUBn32AtRAGS5swFhTl4cCUHR45QQZ+XgNy9qXhSvFkYHQbG6fPivlWIJkAFGUHCqNwixyogEiAZIitiyWQB8cm1bM2cOFGkZoZ4uCBSRPGa5XMRRxF742gSGaQ0ZKxZIBkgcrMCpqJpcJcic0H0KtWmgaFix8tLUVzscwNcH6IdmUC1wW5SiR10o2qNRpbqHMlPsh47Ay7rckQkyjB7pOTDc0MabBYG47+mzxNnDwVkr8GTEjIDNLAcqfsLIpCTtkREasm5FFHsMyAlRG4Q8MoHd3V2ZIRo06kMkdcqY8O9BexiSq2PaA7euNpPNA34sYcLouj9CqX0TjA5Mrk3y3OmT1is2ObxLam1Yx9PsZ7IW/cZoEinBJHbbk3VsalLRjPmo7VTz28494PEF9Q17zUAziuTVTs8/LtRdqErCOQitJvtjyNHU3XmTYZ691yqaLvpGBsWzZEcia9v52N3VqiAzE6XI5Kj7f7lDKyK9hFz7q3j6/D4WhYy1y7UeR3W0cLorx0g7s2+LNUugXkHR9e5OK0UR2IHcoW6xX4l3n34KBrgjk3QOzVURlNmw9TavlbHylIHyfRtO6HLkkhRbuiDZLicajtFb4Dl4nBs3ZX4NUJYBPLEzjgRUXJK5b+RAVN0IPJtDDdyyRTs3RSG22SSkuLmIzZ4uohEhpiVuEgD+itE+fVObF8uIl8yQLurNQ0M2TbCDfAu/YeLPTa6xb50LoZHeJzqADeLaH40GzRaXAZAjZNS6qmVxE+2GT8TrhtqPvXcbeNmTMnMxKVzuZQm8/Gc5i4GyYP7lIr63QQnKnCKiLrlBIchcueHi30GwY2DqMCpAur1Y0lISViABDJJRfTvx1RucCSqQeS6c9mSSdiRGyZ6urx1RADVaxowTN7QVdOcKZ+LkalyLgZvz2jM9cRvEoFsLX4Fz1yVkVK1gjR36wtnPitLBSKLF5F9C7Nx5hLNdfuSsT43ETm7U3DnplSWsGFhmIkxcwTER1czsSM9RAskiiJ0F0G8eiQRaasXYhVBvEb/vkfON331AnWIdFBEBE7GHpqLn9zMET1dLlN4XhUrJ3pNA96dp2aAuE4U52IUbqH5tUoHYnMW+7XJeMoccqs1t+WUqhEki7eoi3YdRV5NG7IGpuVgZj6ZIhowc58laO8bCL/UeJRfLxAdH46s22dStMV+uP9kAYT/7s4Ow9Wjidi4ZiHWLffBxQMJuHM2RTI2NUEMmoL9myNx/0omCggi384HxP7cCDyjA0ekWUXToPTJM8ynuk9ZmiiLfd48zBBZbJi42G+MPTaNoVZ9h0nTXEMuz8JP5pC2GDhCnJlV2846jkzH1ZnoGLkaxnOCYeW7GFsPpZGLldzsu7ItuEq1JTfEBRAyPHs3cbG/DqkUiQmR3rh0cDXuEPCNCX7aeVUphhhJEA9siULZxXTkJQdq7+PHr6HXKKJ5Vd5pIBrt3DSo4mvUPcVCzeK0hdtAKvblczG+Fvu8aeooFft9Ihu2262xZDJpNszsOhkUjaxaI5JfxNS6A7qGrhK/Ol7nNkkyQY4rN8LePwKpu9drXSUPLKc+TrPcwuMF5LtnU7FhlR/WRs3GlUNrUExGhyGGaUoRpaR0ypEYhVKK7NwNAdo2njBLFJF7yPEeLIzCYXKzzyjl8nuKfbOvSrVNgwUE02109RNq2OScLrrToH2nja3WA0YaHI2sOlKrtfgNRJu+Iw27qKCmVBmRkYvTpzaJLtDHB9u1HSCeM68fSyGIGVgbO0+sdpzfv0oU+wKiAp4sjrbwgEnYWxiJ8ksZyGOI5HK193PZkh+Bw1tihHHiMubEjpWoLNOsZ5ZuBzcNeO5jmCeuXsfj5y91IHKx/607wJtC/5jhCxP7zga5VVm1R6QsisyuyxINurCgB93vQ3Pmvcu5OHs8FZlb4nHycJJ2Pw6DvbBnJaJp0IuoTnxAdWM6zYnKHqwWEkEMXTwRu/KXid0F+SlBWLZYmmNZAfPG4BBF6and8aJRwP9PiZ+PiwfX4DqZptd3CCSXQ5qmAZ9rwtEpz4nfu9ivSRyNPO6GRiOrTpBirmzTTmyXd0+XfuJADaAsvt85JR/9k1JguYA7QPPFNWSCc9bi8W2p1uRS5fG1PDwgw8JtNzVjI5oHiyZge04ontwgd0pGSXk/p+jDW6LFCot4PEHfsGKuaLIXpgcjmA4M7gB9bRpI55q8eiPtPZXPxehcz7Oimlqm471ENKqxqE0GRaRIsQSzy6JQ8QsydaZYEj/GeU0mrIOW47fZi2E+2x9HD6WLKKmggWUjdJJKEu7g6Jsb/n8IQdy6KUQ0yrdlhOrcF75kMvYXROLcvgRRU/IeoPUE8QoZqm1ZYfRcimRx+zjR++XWoYApzjXhObNSnIuhduGF76pZC2DW21O6/pwKh9pkMEh2sG2de4ur4au17VTFHSCKTu4AtZofisLdaago2SwGldPsUzIlbIDYrMgwGUyY/0Rsp2KfIW7N+Fp38mPY+e7NC8fR7bHiNhniRXK9O8gJh1KKlSM8McYHpRc2Cicrv+fL8v3Yd/4k+jbwXIymkMkfU/G7fZdv+qUBw+ZIEsM0NreE3UQvgyJSK4LpmlaIAUlZuHZR6vrwoPJfHmB2mLtEB2iqaIqHB1B9mR8uIDNEGQpD5O4QL5cdoJQZHTRNPJ7TKe8H2kkQ2fHy47mRsH7FPBRTOcNGSwuRDqKdxzPQN7LlGBtZvHhsyovHKmNviAwGKUSmp1XnbugSGFXjnh418aL0lJwCXLhQiIJ9aVidswYFuzfg9g3NNhHeo0Mw48K9sI+K/QdXs1CYtlQnEtnhMkQuM2JDZghgyXHzRGtve3aYiEQGyEomw1N0KpngKfq/9D47T2RSJLY8iEYz/WA6cCRMbezVx90A1Q+kRuZ9PTUXHDQMJm8RGZCWg1m5uXAOWYG2Pv6w9/PHgpR4lGk6QA+vZuLa8STRFMjXK/aXB0+TIOaEIy50poCYusoXt88kYwtFrZxOJYi+YgO01rGS3tF8vOdkFnpFLFMdyO8tk3EzYNbJSXWsDdU3gTS1sYPtBC+4rK/fqQWuFMVOSbnoHLcBVkEx6Lg4CLl70qjm2yIGnFPtBXKhXErIEDnl7sldRvNiBEH0EsC45mSIealBwp1yimWIG+IoEvUgVt3fiv1nsuES2rJKDFl8MSQzt37iBCq1sTZU3wRSdHzsOqGT39J6pVgBXQPeJSUPrms3YsPuLB0zwn9354QhcP5YAjoR+8jYHNwcTVEppdM0DcRNFLVLqQThrg+706Tlc8G72HkJTYb44f42HDq3CZ0CDfvdjeYWXz/HdPDob3Kp+vo2kCRuH7VydEG3ZSvrrC3VxM8ZmZ2HExdypD1ANOhSB6gA7ykV7qUoPFAYKdY1IwMkI5S6cr4WIteRHLEMPCHCG3fOpWqNlARxKw4SROtF0kXhW5y8F8J02DiYWNf/V3fU9M0gWVySmHv0gUsCX4Dw6y+WGiJ+7OyCfDy4lofzFzchfcdanDueRvPZNhGZDJeXswSseWOEOy0+vQEFG4NFJPLt3MlZEeKlU2Kw+IBgiHb+QeqD2BLkNZ+mKOlCgfXp4NSkBoEUJUk7C7QfPAIuiZn1jsw+lJZHb8xF16Bl+IcXX0F4IUJy11LhLpUMvCzFJofdKe/M25oZKop9kU4pEnnO1K0TSTTf7j2Vhe7BIeoD2AJkNH1eo0JkNQikLN7jYzlyAlzWZdfL/LB4CcwpKRsOEUkwmy8N/kkqE3iRWIqwApE2GaJwp5o5cXXk7GrF/iuqE3fRcz3CW6Y7ZfFicauudV8Rub5qFJCtSCIyh4+D85oMglkPA8TSmCC+4pbV0uXYdCBdNNcZEM+Z3DTYSbUiO1h2p+ti5+L22VQdiHKx36cFFvuyeKOxWTd3ySw2IkRWo4CUZUqR2X7oGM1pefWESXKlA2BkViEuXywQ5ofNiyzeacBNg/SEBaLEkIt97tu+IqAttdiXZTxhJsy6e9A4WWtO829cNSpIjkz+a9FvsHQpbf753nqkWu4Ajc/djLtXNmHr4VSsy1+Lgr1p0rYRvhYBwWQDxKsnUtqliKU5cffJTPRuoZHI8/5vvFPc0ZWisOFlRk1qVJBKmbv1QffAmHpFJneA2M365G8SV0605t9eXBiIhSnxKL4h9WeVJQYX+/tOZ8Nt2XfYAW6AjLx8YTxkDIw71v/3IOurJgPJ17Vr080NDr5LpbLEwPKEYfLfHutyxK+DWy+NQafFQcjZlawDkevEQ+c3keMNVh3E7y3RP/WkYr8eP1TWEDUdSJL0iz72sBnPpx9sgkfmVoNrTbmUYVfrsXYjNu7aqAOR60SbFlrscyS2cuoFI5oP1calKdSkIGUZsaPt3gtO0Ynomb1DwDQUKEfopLxcXLgsbULmdMqR2FIhmv0xTex+q2uLf2OrWUCy1TZq3Vacw2ArLnyfL+00IFB1NREY+OwduSgqyRVdH26AO7a0dMq/CsAn2/QcJAC2aYLyoi41C0iW+GL0Jbmt18alD7oERcHVgAaCbIDCt+cg72BGyyr2Zy2A0dQ5MBk+HqadnUTmaW6AspoNJIu/pIhOgmlm2wHWw/6AY0js1/ZeDVAZZs+0PHisToYNmZ+2C0JhNGex+uA2hygCuUMjAFJZwbWh2IOq8p2bS80KUpZ81LIZat3FCVYjxqLLohD0WJlKQAkmXxpGDSo73+Q89EhIh01YPNoviYDp3OZdojKePIfc6BiY9ugJU5uOzeJIDdF3AakUw+SU28qhCyz6DYW99yJ0i1ojgPGvufJeWgFQY5CESdJA5t6uA5/aFxDVpED/yaXE6CkwGTAcpk7uMJN/BrCFQGR9d5BaEUzh9Gzs0drZA9YjxlOUBqNH/AZx7gkDFVAJoBIo/3Wm0qZzbDLsQuPRxrdxjBCfjW00Zrr4Ic7fXfvA1L4Lfc6m68w0VC0HpCz5SLegFGzXEW2c3WFNqayTlx+6Eijn1dyUL4RH1jZxPoqQAnDXNZnosGw1zOYFit9i5F8PVwOlpn/w8tIfU9GqzxAYU+QZEzxTvtqU8rMpP2sLUssDqSZzSxhzs9nOAW26u8Fi4Eh0mOSFTovD0W1ZnLiUDJ8Oz+1ABuyesQ0uBLYbzbltfKufNs6p8veJ3jAdO0Nsz2/tPhCmXV1g3LGzuGAUm5eWDE1NPwRI2e0Kk0QDzK6XTy4yasfp2JIK8I5oTSD4Jx3a9R4C6z7DYTdyPOzGTITt6Alo6zEIbXr0oYOgF1o79BAHBG+xMKbX5udzSjem11K+l/5naOn6MSJST0qwYtAJLq+HyoCFzFrjN434dAe+X5YcbT8isJr0Q4KsSfqAa5Lac390/VQg/3/WL5A/iX6B/En0C+RPol8gfxL9AvmT6BfIn0S/QP4UssL/AytV3SiO5QjPAAAAAElFTkSuQmCC" 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