Files
enviPy-bayer/fixtures/pes.json
Tim Lorsbach f9cc71d375
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API CI / api-tests (pull_request) Failing after 17s
CI / test (pull_request) Failing after 21s
adjusted migration
Initial bayer app

Show Pack Classification

Adjusted docker compose to bayer specifics

Adjusted Dockerfile for Bayer

Adding secret flags to group, add secret pools to packages

Adjusted View for Package creation

Prep configs, added Package Create Modal

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More on PES

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Wip

minor

PW interactions

API PES

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Make Select Widget reflect required

make required generallay available

Update UI if pathway mode is set to build

Added ais

circle adjustments

Initial Zoom, fix AD Creation

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auth log, bb4g fix

missing import

Added viz hint if PES is part of reaction

Add Edge check for pes

flip boolean

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pes

Added extra

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In / Out Edges Viz, Submitting Button Text

...
2026-07-02 10:20:04 +02:00

155 lines
89 KiB
JSON

{
"id": 126,
"corporateId": "PES-000126",
"primaryRenderingLabel": "PES-000126-A",
"externalIdentifiers": [],
"lifecycleStatus": "Published",
"definitionLevel": "Level B",
"chemistry": {
"ctab": "\n Mrv2311 04092609422D \n\n 23 24 0 0 0 0 999 V2000\n -3.4375 0.0661 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -4.1520 -0.3464 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -4.1520 -1.1715 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -3.4375 -1.5839 0.0000 N 0 0 0 0 0 0 0 0 0 0 0 0\n -2.7230 -1.1715 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -2.7230 -0.3464 0.0000 N 0 0 0 0 0 0 0 0 0 0 0 0\n -4.8664 -1.5841 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -5.5809 -1.1716 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n -4.8664 -2.4091 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n -4.1519 -1.9965 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n -3.4375 -2.4089 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -3.4375 0.8911 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\n -2.0086 -1.5841 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\n -1.2277 1.2268 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -1.9421 0.8143 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -1.9421 -0.0108 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -1.2277 -0.4233 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -0.5132 -0.0108 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -0.5132 0.8143 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -2.6566 1.2268 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n 0.2012 1.2268 0.0000 Cl 0 0 0 0 0 0 0 0 0 0 0 0\n 0.2012 -0.4233 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n 0.2012 -1.2483 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\n 1 2 1 0 0 0 0\n 2 3 2 0 0 0 0\n 3 7 1 0 0 0 0\n 7 8 1 0 0 0 0\n 7 10 1 0 0 0 0\n 7 9 1 0 0 0 0\n 3 4 1 0 0 0 0\n 4 5 1 0 0 0 0\n 4 11 1 0 0 0 0\n 1 6 1 0 0 0 0\n 5 6 1 0 0 0 0\n 1 12 2 0 0 0 0\n 5 13 2 0 0 0 0\n 14 15 2 0 0 0 0\n 15 16 1 0 0 0 0\n 16 17 2 0 0 0 0\n 17 18 1 0 0 0 0\n 18 19 2 0 0 0 0\n 19 14 1 0 0 0 0\n 6 16 1 0 0 0 0\n 15 20 1 0 0 0 0\n 19 21 1 0 0 0 0\n 18 22 1 0 0 0 0\n 22 23 2 0 0 0 0\nM END\n$$$$\n",
"ctabWithIsotopes": null,
"uncertainties": [
{
"locationAreas": [
{
"type": "Core Structure Modification",
"atoms": [
14
],
"modificationLocalId": null
},
{
"type": "Core Structure Modification",
"atoms": [
17
],
"modificationLocalId": null
},
{
"type": "Core Structure Modification",
"atoms": [
22
],
"modificationLocalId": null
}
],
"modificationLabels": [
{
"coord": {
"x": 545.569031966185,
"y": 186.161136220262
},
"modificationLocalIds": [
1
]
}
],
"modifications": [
{
"localId": 1,
"modifier": "group substitution",
"displayLabel": "OH",
"description": "Hydroxyde",
"molecularFormula": "OH",
"coreStructureAttachementType": "Single Bond",
"nominalMass": 16,
"ctab": "\n SciTegic07232416492D\n\n 2 1 0 0 0 0 999 V2000\n 10.9688 -7.4063 0.0000 O 0 0\n 10.9688 -8.5877 0.0000 * 0 0\n 1 2 1 0\nM END\n$$$$\n",
"groupSubstitution": {
"attachmentPointAtomSet": [
1
],
"coreStructureDepartingGroupMolecularFormula": "H"
}
}
],
"contouringType": null
}
]
},
"experimentalNominalMass": 366,
"nominalMass": 366,
"molecularFormula": "C13H7ClF4N2O4",
"molecularFormulaWithIsotopes": "",
"hasIsotopes": false,
"experimentalMolecularFormula": "C13H7ClF4N2O4",
"numberOfEnumeratedStructures": 3,
"createdBy": "Kunyang Zhang",
"versionHistory": {
"versions": [
{
"version": 1,
"associatedAction": "Publishing PES Entity",
"lifecycleStatus": "Published",
"createdBy": "Kunyang Zhang",
"createdDate": "2026-04-09T09:43:12.891+00:00"
}
]
},
"representations": [
{
"renderingOptions": {
"molecularFormulaRenderingOption": {
"displayOnRepresentation": false,
"labelCoords": {
"x": 0,
"y": 0
}
},
"modificationRenderingOptions": [
{
"localModificationId": 1,
"displayNominalMass": false,
"displaySumFormula": false
}
],
"contouringType": "convexHull",
"colored": true,
"abbreviations": false,
"structureSize": 0,
"showDirection": null,
"showStereoFlags": false
},
"type": "black-and-white",
"mimeType": "image/png",
"base64": 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fFP9pwhV5x91nxYQgrN9P/l5R3x/Dvv33F8rz5Dpyx5rZEZbrr5ujqSflhZvqFLzczM3Ni9e/fFUKOdDLMq2m9uk7YG0x+QtIAEkbidhnvchLxPwl0JEqND72CmiOoqdTcoxnqlq5EqVwVvDdmlOitdPayU8kApbZWmXkBYrtqp8lWS2qQ09QmuByGS5XaDawspKvKcpCltamXVpbn6xaYh5d812Z3UuLJtYj4Q+aDaJaSl/H6QWEEg6gjkp6b+qOl6a6q7uHh8VStw1qpVx6CM36D7RdPaelyuL0Feprb47LM6+yOc78OgawzwO5VuDPhs0f2zXjrjyOtuGr340y9u2ldY6Fu8mZaSsrPz+ec9v3nurJGje173LdOWpTwR95Q+d/afsOSVIVt3/nfsks+/6MSD58pKHyj89THDX317zIhBZxzXcJk1/tctW8+459nnRzcfMOSmVes3+Oq3T5WQFqQtt26I9wnITC9YZPD10RuDhPCpfDgis4uLi7+Ee4AAL3M6qVQcwv8tFeC9yMrKuiQ7hMyIwQAAEABJREFUO/taWGRO9gaF7uSqa0BSVoNyTFAKthCl6oJkjIQ/OGmtilQzNQx5aKX6GJn+hvrL74h/D4ETkHr/TiOP2gIyw/N1qIgWcRICQlqc1FtS14RA4IcmTXbnNmu2nPpl8+ZV/mFdffbZv65s2rSXrmncbcIf+P04atpdBamp6zFt1H9/oON9xgC/u0g/6pXPPj+8ye3973h80eKhW3bsLGXJaHHySa+veXrawPn3DeHAVmajd+zJS2rtPRF33e+/n2sm3JOff0iHEWM7m9fBuhefefr2lU9MembU9T3GHFm3zg/WfCvXr7+s5T3/m3Tt6EeMQbbQUzI9VK1ata+t6YLxg7ysg74CAjMG2q1Hjx6BBnYWFZC0wAITcKEvLEWDQYYWg9T8AGsMLTLfwJ2Hf6eysHI1V52mctTLSLMEeibUKnusF0H5M9QXqqm6EHqEKlDpyqVOBVFpqtJUTYQdrTJUG7iD1blqs6+8ZuoB1Uw1Vk1V5UmXr7DgPNYpIWBHIhlcxgRKBVx800tF5UwVCWlJoC+FNDWxEViVkfEByMuFIC99gMQf0BLR9YPhmdI0JycH5OUq+B0t+PH7FqqemD07o9NDj09au2kTn8Z9bTq+3hG5T9/Z776Pxz8yr/5hh8KY4Ys6wHPD+Mmtjrnhlkkf+52Ie0itWr8MvLbD+GWPP7TggExBBgzL7LLmtxefG9uj9UUzq6elbTOzFRYVpb+24sue9a6/+fHclSuTEL6xffv2eXAjIklJSacAr04onFaPj+DmU0F4Ak4/Ic5/WvE0hGWinIDjCawyjbt81OVQtVI9jnTfgFR0hLtfdDUflo+TQDAe2B9YCd95aq86W/2AclaqJsrYRVaJUiKSxW9KKKhpkIhUxMaFYorIN22mK1UmRgG/ZDZul1RNECgXAXzZG0DPgiaXmzCBI0FenqlZt+7xgOAxqE90TWuKi9dBXuaDvJwEvyNlyJAhJ/bv31+98sYbR1gbUKdGjU13tm876cdnZ0y85co2v1rj/P0VnYj7V9YLw8b3vmmVf77918H7Xhw8cPmmOc8PvODUU6yLS9XWf/89+vHHH1ejR49OQWmlDrrDddikU6dOv4KgLIY1ZjD0Img1t9t9VqAbgIAci/C60AOka9euhoXLP+KNWm989m7qu5ySGeIX9yXIylWwemRCf/SLk0tBICACQloCwiKBTkEA5KQW9CHoe1A+rXIw4mCyB9eroM9CA/4AO6WNkajn8mOPzYfV5X+upCQedrbIeg+QFy5aXAPy8hDIi5PI33lox9JNmzZN2LLFtzNYuV2ufW2bZczbsuCloZNvvzUHacqUD776ps5ZdwzqU9GJuGUWUMmIWtWqFdNq89KQgUNOPOqoL6zFfP/990fimjtmuPCUBAaXkZXOnTuvLeMOOxE+AJaZl+BaicaB62VyVJuk3KQVLxzyQp0d7h1IXiI1PTVVr396KdVUNQdZKXWWTUmK+P7ULM3TdbVJU9oToahLuf7PUoRtvJhODLktqHwpoo7rCsVVYQpJIAjYFAGQkUtQNa4JuB8u/XXgmsLBlmTlFgR8gbTcRQBvYot/63POPPN7kJcumsvVAXGroT4Beblf6foGkJebfYH29ByOas2A8kyVNnB9cmHLllvef3TsoFdHPvC6L7AMT9sHR3e44oGRk7/duLGVNUmwJ+Ja81TWn9nqot9/mDlt6j3du04/7rgDDrW9D+VugPI7DSf6AmvKdlhipsIycwPck9LS0mqhFm00TRsNt0Ry1fGYCnoR00BLi1TROSWBJZ9td7RVUzZOUVfsvGJlSUjpzyVLltResGABD8V7Fe590Eth3alROpWzr/Bb5GuApqm1Se2u7R+Kuttd86SvABt5Utt3DrktxXpxyG1x2ajNUhVBIGgE8If/IBJzASXPseCx3o/gmgMvf+m5xZEDz90I+xvKp9OJyGPLJxTUL+aSe/bZr4K88HyOe1CZ/6Alomn1QV6eg8Xlg2ZffnlRSaCtPgejNhugt0N9kpqa+smoUaP0O/r3r9301FO4RsMX5+/pN33GuTwRd+mq1d08us41JEaSWunpf1XmRFwjcxU/OnTuctAjjzyirr76ai7A3W+mUOpoFP0sdDmU33E4sZMOHTrsAnl5D2TmDaMWOWqkUmo9pn16wvVJxp4M9ejmR9WN225U1fXqDKc1lG4pLSws5HeQh+K1RwQtS+/CqrML5OVVXIsIAkpIi3wJbIBAaFUA+eD8vnnuyEbkbqopdT/0Vegv0P+gH0InIe5M6GdQSgfkvZEe0cAIgLhM9LhcjRDr/wTUGuHLQV6eUdWq1Ud8rIU7ML5CJcZBjVEQLoXfh5v27dt3wcknn/wuAlK+yCsgmYW3tDz1Jk/EvW3wzDeX9reeiIvvjX7JmWcs3L5w7t2VPRG39J1Cu+KheFs8nrbM1aNHDy5OZX9M47VFSSC5bZoEJvb9sUr1VLlqA6wrIyx1pJfTWl2H/j203jF7j7kUAXyQeFbTtLfgDyT8ew0UHnBnUVZWVtP58+c/Ce0NPSNQRgmLLwSEtMRXfyZKazgVgLEFz3NKtYGHT6MB2444nobJH8t/vAnGgbike/3iBEBg9dlnbwV5uQMWlhaIfgfqkx3LlzdSe/f+hID/QWMhp+Gm5pZZ/0FqDOI4wL8Al2K42zx6+w0FRQ0ZQF23aXN6y7uH9rxz+syHfv5rC5/sGWxokwYNPnrVOBF3JLfkGmHR/vg8v+j6Yl1xqnPrmjVruOaDa7XuQj2aQ/0He04V8b1InDpCdNSlhUpT76lCxZ1Bx/nuritat/6nmqom0IWwxPyVmZn5Pqwyk6C34jogvrquN/WVYfGA5ARci4Tw86F9oc9Av4JFZjf0Q+j1luzijSMEhLSU05kSZT8EQDg6o1YXQikLQUr4g01/mYo0exE5Hkqh6ZlrYOgXLQeBVRkZX4C8XAHywgFgvV5U9PvPQ4eejyypUE7H8Sm6C/zREBJNDozf4Galt8wqlYWwxlAeolYM15BDDz00Gx4uEHV9X+jpByLg7vrQY5edddfdPBHXOAcF8YYcUaf2uge7d334qxlTnrqyghNxjQwR+vixwNN4h0e/2Fv8naNGjTJPfGUQ20ILTA9crIOawulPTqVwfVdXMzDCLv+OpuMen4GeXKJmKxJZ5f33jHKr40FWSu1O88aV66Snp/f2eDw8C4dkbAKIyFJk+KO4uLgs0sJ1a0jiE1rdLkS+43whFg8sM0dmZ2eX2lVmiRavAxAQ0uKATpIqlkKAO1vMgIWmJwiXT+dmsmj9sJv3c7QL8jIX5OWELfPn5+jFxW5LYzhNR2LA9QalLBaWNOHw3oZCSE4P3DKrVKBBHMmVat26dREGQJLcnTmrvzr6xNvvmr74sy94Iq5vYWe1lJQdXS5s+dzml2aNHNEz8zsjY4w+/iwsPnRtQaFxdD4sDs/BIkFsA9UmIElDQh6WxnNj2B88mh9BEZGBKJX9sf8sjRnqArVDrcL00IUgK33U2Wr/OUAq+H88jwYWmRVo+/PQwbDIXA73KIR9XEYpZX3vVgZK73K57ge2f8IS8y90OaaUOLXU7+WXX+ap0YGySFjVEQhrCUJawgqnFBYFBLjw1rwNnyxNf7kurC38kTUPEmtYbmKJDIjA5smTr0UEz3d5Ea5VuGiSg8QkBHIRNJywCHeEcbB6CqXVg5pS3nSJmcZwMdhV69+//1dc1Prr5s21jEDvR4uTT3r9x2dnDMoaOvh9b1DMHEwJtfmiwPN4kdIOQSV+2Lt3bzAvEByDtI2gxjQYXFPYH7m4CHd/tEOZZrlWLPmKiF7qUpWB/+wvJIuOgICMwJ3YzlLbxGGZKbUTDmkMgQXGnH6qjYCLcM2ppelFRUX+FhtEi9gRASEtduwVqVN5CBzpjaTZvKyzJLxJDnBMkpOMaSb+aB2QQAIqROAXpLgR2gbKLcZwfMIn8A24CmbARbIyhaRyNmK5O4zTUfD6ZAp8HKj9F6YiuJTQIjQaIT/+/fffXLQKb4k0a9bMM3nkiFc/Hv9o1pF165hEtiQyyp/biooPejOv8IE/ijy9PLrOabe3k5OTW/fq1YtrQoKpzUYkugnKdVufwLVKuPqDU2/zUTDfKu1vweG0FIks+wtJoivdu3dfDEvM3dAWUL5v6RwQmTtAVgNaehDHdUEllbR8grysslz6vJhKehMWGa6ReQxWmS4vi0XGh02sPEJaYoW83LeyCPBMDuZdB+sJiQv9waqV5Mi8drCoBU5nEgpuNeZiZzNVXXiegPLJt9S6EYQFI9zKTuJDYmRN/zou+JTMgdi6BRjBBwjz0rLGsnyRmBr4/rbbbls9ePBgV72TT7n6/3bvm7R8b1HPtfsKTypWGr5OvqQR9ez06DVy84sueiuvcMiH+cVT9nr0U3DDPE3T+mHgvbJjx477T8ZDRJBCa9EFSMuptD/hmmL2xwoEhNofHB9ozeHfjXVaFkUpTs2y3sNwUQS1hYDE5ED9d74ZdVu8eDGxyAJx+dkI2P+xDdNQtBbtD/H6kLYlvFxDdy/6JxsWmY0gMVuFvACVGAm/lDG6tdxWEKgUApwaYEYuuKMbilazJK5o4LMkFW85CDyNOFo+zIXOuDSET7Tc+TIXVydAK5JMJPgRSuuI9XdpDcI4YHLKg1NQuCxTaJUhmeJTP601ZsLd8AzxeDxNnn76aa6BoOVlfrFSh20r9lz5faE+/NXd+556J6/w7k/yizquzi86Z3NRsXU6CtkrJ3nFntSfCotPyNnnufj9PYU3vLGnYMR7eYUzfy3y3Jbn0fm6iW0YDEdgOuM4DJwzlFKVu9H+XDPhZX9wKzi8PjkHvlD64wakJ3nklmt4fcJpF24h57ow9o0vwu4ekMFtIIU9QGqOB/moA9xJ4kaCmDwTqO6LFi3iYl7rNJiZLJ2vPjAvrO6CBQvmQO/Nzs6+CGr9vbEmE38VELD+OFShGMkqCEQNAf6Q8mZHY4on1KfjBswI3YeMVusAgkSqgADP0OAiWW5BXuJXjrnTxZ+MmMnMwXQeAk6EmlIAD5/i+TRf1oJUJDGEBIPkiespLjFC9n9wPQwHcR+pwsD1EZQv+ONUIy0JW2Gyq7nbozf9u8jT+eciz8AV+cUTXt5dMO+NvMKxb+4pvO/tPYX3LN1TeNe7eYW3fZBX2Gt5XtF1H+YVdlmWV9idZOTdPQW9EdcXxGcA0t77xp7CB17ZvW/qW3uLZn2zr3jUb4VFvXfo+hX5uuJUC+w6Gg+H64x6HAmyMrpHjx48BHF/ravmy0P2e6GnQxdDrVJRf7RAYu7Y4ToZf+I3GHEkfVzoC69z5brrrvsXuL8N/EeBxATcLg6Sy7YGaiSJ2wHhICn8fbkOEY+BCC2H5oHAfAOtaCoTWUSCRUBIS7BISTq7IECzP+ui4eNIaChiHsJFc3co+SRtcAiY25G5JZl+ay5O1ZBwcuqG4TTVcxop0Pj7BfUAABAASURBVLTF80hAosH1EvCWKxyc+Z3o45eKB8vRtN8X4QEJAZ6W/8SgNRx6GNJcASXxmoUncNbJOBU436Mft1fXT9uj6xm7dL3Ffx79on89epttHs9V/3j0a7d79KtJRv7T1cWIuwDEpznSnpmv66cUlSyqVRi8fkWZb8Gl9eMWuI0xYLbGfa072nD7sMu3KLETlAuo/c8y8u+P/VuYleJ6JWTziUn8JvhCEsOzxO12c0cWd6CNRB9ySozWJU59HoAA+jUQyTkN+Thtd0B6CagcAkJaKoeb5IodAhz4zLtzoDH95bqwyvCpkz/MTGc9U4LXouFFgNYWWl1IAmiFMUvnkzunbjgNxAWk/gt2P0TC1lCe0bEJbnliEqPHkIhnuMAx5Gd8cmrjMrjmScjwli8gEO9Ax0NvBqE4F+5BSUlJ9THg8Kj8q5CbA1dPDEy3QvsjnGscuHNlGPz3QPsh/GZoJpSn9V6BJ/Vm6enp1fEk3xBltoV7L8p9Hq71jBUUHXHh6yt40mx5/cEF1vu3MJdUyVwnUybxK0kWn5/os2K+OBJ99jJ0FK67wj0FSotToEYHIi0K34OAi3wDFSBhFSMgpKVijCSFvRDgDzCs+Ual+J4cwxPEx1BLmkUWv3gjhwCnZLizhE/q1rtwGsh3VgoiNkN7Q0kQOG0Cb5lCMkRSRCvFaX6p+GoH3u8lv/BKXcISsxkD1YcYpN6EcuCaA8LxLPQJhI+Djkb4w3AnQmcgfBZ0PvQVhL+TmZmZy3NHKnXzyGQqrz+qW27JRam9cB1oRxKCRQIhAHLC7yUtMjy12Fx7x6lAbhMPlEXCKoGAkJZKgCZZYocA5oS4bZmLO1mJk2FB4aJA+stUpOETPhcOMs03KIMHcNEvGnkEODXDJ3VO1XDKhnfcig90Cz6VehSfnAp6Dm55QpLDQZfvG6Ilw5p2Di642Jcv64NXpBwEKuoPTsmxP2gRK6cYifJHACR1NcgqLTJt4R4Ci1sjaFfo2/5p5bryCAhpqTx2ZeeUmEgjwEWdRd6bZGP0859m8EYpvpyIO0V4/HmSN5Bz+V6vOFFEgFM1nLLhtBCn6cAdFUkGF0FWdFYKSQ+nBf0ta1xbwCnCnkoprmuBIxIkAoH6YwTycvFzIVyRKiIAi9sG6EIov7tVLE2ymwgIaTGRENcxCGC04wDFqQDWme9deQLE5QvoeGgv6NXQEVBOJfFNuBwkmXYx8jp+5wMb4mD1mc3RBut5Irg8QEhyeIAdz93gYlkzAS01PO6eO11KvdDRTCBu0Ahst6SsqD8sScUrCEQegUB3ENISCBUJsz0CIB9jUclLob9DKTwXhE/i3HnyCgL4FM+pIyRV3ALaDx7upECUiM0ROA7146sCSEjOg98qE3HBdSskMvCKCAIJjQC3+3MHHXfrFQMJPKvRwKxIRnmKMX8jeTo0osoUnoFk5qO/zISWCJ6MzEX2zGddL2hJEhmvkJbI4CqlRgEBkBDubuA5Hpwu4joVTgPxKZwkhW8g5imqfC/JmUgbjoO7otAquQUQ4Fu5/QkmiehZiCMx3QVXRBCIEQK2uC0XTk9FTfi6Au6g46J063h+MOJ4KCPXkXG3HqfJEeR8sTbS+a2RFiQcAiAj/0FHQLtDm0MPg1aHNoG2h94NlS3OzvpmcJrCnP77DlXndmMuvuUiXFyKBIkAn5o5PUr138EVZBGSzIYI8BUk3KF0l7du/Lvg30dNXOPnTnH9HhdT82GO65NomfwAcVz7x3h4nStCWpzbd1JzQSCeEXgcjfsflE+Q3N4Mr0h5CASI4+GL3EZOpTk/QBIJchgCB6G+3C3HA+t49APfxdUUYbRE8nUV8CpOE3HxLxdWc6qVJ0VzrJ+CSJ5vBMe5woY4t/ZSc0FAEIhnBGj2juf2SdsEgVAR4HlG5qsquPOOU0QkKWWVwzOQuLuO1maO9zxiwDwZvKw8tg5nI2xdQamcICAIOBkBqbsgIAiECYHDUQ5JCxzF06O5GJ0LYXldnv6KSFotmZbTRtyggCBnipAWZ/ab1FoQEAQEAUEgsRDgDsmTvE3OgmtOB8FboXyEFHxvEhzFNWI8rJF+x6mQFsd1mVQ4HAhIGYKAICAIOAwBkhZWmbvrQn2f0T/I+DmUwnVijp0iEtLCLhQVBAQBQUAQEATsiwB3/fB1JKwhj3XgWhX6Q1Gua2F6boc+ip4AysM3OY1UkfJ9StYXlQYoKjJBQloig2slS5VsgoAgIAgIAoLAAQjwXJayiMYBicsI4HvbGEUCVI0eJ6qQFif2mtRZEBAEBAFBQBAIPwI8aqALiq1IubDXfP8bkkdPgiIt0auO3EkQCB4B2C8/hP7n1Zv9cyL8DKgZT5dPGP7J5FoQEAQEAbsjkI8Kcl0KnEoLTw9nZvwsKq6Lod9fP0HAoiD0PaQpgEZdhLREHXK5YRgR4JwqT4GkJgcol+/cYJypAZJIkCAgCAgCUUGgKjehVYPH8bMMrkk5jJ4Q9QRv+n/hmu9sg9dZIqTFWf0ltRUEBAFBQBBITAR4si2tJHwIaxIiBCQ6Z3jzfAt3E9SRIqTFkd0mlRYEBAFBIEwISDERQ2Dx4sV1w1g4tzmbi2lvRbmhnLXSGunNVzlw+ieUM16Q1T4ipMU+fSE1EQQEAUFAEIgDBJYsWVJ7wYIFowsLC3+ByxdXhqNVW1DINCiFb23uB08w6/SOQToe38+06+Hne4rgOFOEtDiz36TWgkC8IyDtEwQch8CcOXNqZWdnDy8oKPgFlX8QWlPTtOFwwyV8WeK73sIegdsfyrV7cAIKz3ahZYXrWfiCRe76cezUEFsopIUoiAoCgoAgIAgIAlVAICsrq2lycvJvuq6PQjG1oYbguunGQk+oa1CMvAE+OK3THeFLoRy/J8PlQW98n5A5XUQSczzCWY91cPkWaBKWAfAvhjpa2GhHN0AqLwhEFQG5mSAgCAgCARDIz8//DsHcmgyntOTpeoPSIVW62o7c10CHQguhZ0L/D7oLyoW63GnEaSBaeLircgPC20CnQxkPx7kipMW5fSc1FwQEAUFAELAJAr169SJhecxSHW4tfhjTQ4edkuJ+0xIeDi/PWeFBcPVQ2GDo11ASGDiG8Kj/BfC1hDaGfgB1PGFBG5SQFqLgfJUWCAKCgCAgCEQYgUWLFp20AP/mz5/fO9Ct8vLyZiB8FaaEBqWnpx/drVu3YV27diWBQHBEZBtKnQCltSUFLhfbUnmOC6eRPkNYMbQ8eQ2RzEOlH5cVykqk4KsFmMdK1BAcWRHSEll8pXRBQBAQBAQBhyOQnZ3dCFxlTnFx8fdoSldYT4aNGDHigPGT1hYQlYzu3btPbt++fR7SioQZgQNAD2v5UpggIAgIAoKAIOBQBF555ZWaICsvwXLyE5pwHdQcMxueeuqpHXEtEmUEzA6I8m3ldoKAICAICAKCgL0R6NChwy4QFu6+OaCiCL/lgMAIBUix+xEQ0rIfC/EJAoKAICAICAKlEHC5XGNKBSi1HoTl9po1a3IHj1+UXEYaASEtkUZYyhcEBAFBIC4RiJ9GYQqofXZ29k2BWtS1a9d5CF+jaVoutEu3bt1O6N69+9Nt27bdh3CRKCMgpCXKgMvtBAFBQBAQBOyBwPz589uBrOSgNq/CejIO/mrwHyDFxcWtQV6aQXm67AHxEhA9BIS0RA9ruZMgIAhEAQG5hSBQEQKwrFwK/QyWk9dAVsw1K4d4PJ6AW5l79Ojxd0VlSnx0EBDSEh2c5S6CgCAgCAgCNkEAZGUsqtICWkoQ/r9ly5YllQqUC1shIKTFVt0hlYlfBKRlgoAgYBcEYF15IEBdPkTYra1bt+Yx+PCK2BEBIS127BWpkyAgCAgCgkCVEOD6FEwBXRqokG7dur2H8M+hCtaVxZgWOhthraDhPm6ftxANIwJCWsIIphOLcnKdc5X6aa1Sn1LfUorv4ijVnCVKFTPO1FKRciEICAJxiwDIyj2wpvyCBr67ePFiHmkPb2kBWenndrtP7Nq1a6fMzMzVpWPlyq4ICGmxa89IvSpEoJlSJ5ysVEtqW6UOWPXfUSk340zVKixREggCgoBTEYBlJQVk5Q7o72jDeOjhUFVYWDiArr+CrHzVuXNnnnTrHyXXNkbApqTFxohJ1QQBQUAQEARshwAsK9NQKeqRcK3Sj8fxWwPE71wEhLQ4t++k5oKAICAICAJeBEBapnq9/s6re/bsSfcPTIjrOGykkJY47FRpkiAgCAgC8YrA4sWL6wZqW/fu3b/TNG2xNy4fJGYGro/p1q3bjXLOiheVOHCEtMRBJ0oTBAFBQBBwEAKVqmp2dvZR8+fPf7KwsPAfuCcGKqSoqGgUiMqI5OTko0Fi+nXt2vW3QOliGlZ6cV39gtdfvisU3ffaIlu+8yjv1ewGobSDaV2aq0OofSGkJVTEJL0gIAgIAoJA1BCAZeWwBQsWTIXlZAMISV/eGO7/6PorLCrfgKiM7tix4zb/uGhfz5s37xDo6QfcVy8VcpKmtKmhKAb6fqVKsMlFsjupcSjt8KYNuS1CWmzS4VINQUAQiDECcnvbIQCLSkdYVn5Fxe6CpkJN6ZWVleW/4NaMi7n75ptvpiYlJb3ldrs/RxtCtibEvAE2roCQFht3jlRNEBAEBIFERsDlcuWi/WlQf9kFa0sT/0C7XO/atWsuLEN8p1E66rnks3zP1bAsPGGopv2fXeppp3poSv9NU5qBEbB7pay6CWkpCxkJFwTsgYDUQhBIWAQw1cM1KU9bANgM/2AQgSO7d+++FH7bCaayHkKlOkFN0f4u9hzvvuqaAUntru2vK/1JM0Lc/QjomraW+FBT2nUqEyMhLfsxE58gIAgIAoJAlBHIzs5uAX0PelGgW4OgPAz9BtqrW7du9aETQGZ2B0ob6zC0oQfqcD/UKj/ioivqX3o1CwJFQkdASEvomEkOIiAqCAgCgkAVEMjKymoKq8TbmAr4DHoJNODiWhCU36BnQGdX4XZRyYo2bMGN8qGm7HS73W1Rdx/JSnK5fdMg5nRIKK5LuWw5veTxeDaF0g7/tMCuzCkhE0y6Ln6ICgKCgCAgCAgC0UAAZKU+LBJvulyuHNzvcqgpVwTcbWPGOsCFFeg9DN4XoKrbofB6OnXu3Pln+H2iXdnhR06BVFbd7a4pc+rEd5MYeFLbd/ZN71SmbeVNCVmbE2+kxdo28QsCgoAgIAjYDAFYHv7DU/X5gaoFInNzoHAnhWVmZuaifS1Q59vhfx+uSBgRENISRjClKEFAEBAEBIHyEcBUyU4M6pOsqTRN40Dfdc2aNXdbw53q7969+zpYXZ5xav2Vsm/NhbTYt2+kZoKAICAIOBaB+fPn91qwYEHbQA1ITU0laeE6j7dBWC4BkWmGgX7hqFGjPIHS2zVsyZIlte1at3itl5CWeO3ZxG2XG00/CioiCAgCMUAAROVG6E8gI8/j9tz+C6e0XHvttTuKi4uPhTXiShCXg7xkAAAQAElEQVSWD0rHln1lpxiQsnYFBQW/oq0BiZmd6hpPdRHSEk+9KW0ZAAj+hvIEzZfhijgbgV7Orn7i1B7TPRoG8e7QNWg1d/k0gks5E2GX0eOvPXr0+Mc/zCnXXDAMUpaN+taCvg7i8iBckSggIKQlCiDLLaKCwFjcZTKUb4CltaUj/PxRgSPiQAT4jhk+qfMp/EJ719+2tduJmq3zKg9pgzcysnDhwmQM4pOgJ/nfAWEBtzL7p3PKNXc/ud3ud1DfalCKho8HFi1adEDbES4SZgSEtIQZUCkuZggcEuDOxwcIkyD7I1ADVRwJpbTGx4dQLmqUaT8AEYLMR9rGXrWe0Iqg8AqmeApQIh8c4PiE61OWeDyee30hDve8+OKL1V0uFwnLEX5N6dG5c+e1fmFyGQEEhLREAFQpMioIXIe7BHr3SCHCv4MGkmkIPAyaEOLgRp6Guq+GWqU3LtZDh0JFYoTA4sWL62IqpGWg23fr1m06wn+HUp6FhaUxwjpmZmby/UEMc7ympaXRmlLPryHD0E6ZjvYDJVKXQloihayUGykEeP4Bn3Tm4AbWF6mRrHAunSZbDnqcR/8EaazSDxc86GkIXBH7IvA5qnYFtCeURAWOIezvR+EjKe0MVyRKCHCXzPz588d637icVdZtQVS6Q+thEL8V1hdr35WVxVHhaNNKWI7O0nXdsKrAnYe2PuyoRji8skJaHN6Bzqt+pWtMc+wM5P4MSkICxyfPwXcclAs3i+FS3sUHT6a8Fe4mqCnV4XkcyoGvC1yR6CJA4hHsHUlMT0BiThVZ39tyKsIWQnns91lwRSqPQHJ5WefMmVMLlpURBQUFG0FGhiEt/37qg8DcAP8BgkH9E+hfB0TEUQAsRxurVat2DgjLQzt37rwpjprmiKYIaXFENyV8JWkZ2QAUbodaZRku+JI1Th3w7a+4PECeRQh3MvhvveTAx4W6ryP+HKhIZBFoh+L5zhTiDq8hXOvgT0CNCL+PUbhmH74E1ypX42IVdCKUuzjgiISAAF/sZ51i5dRbqf5ITk5+DeWRNB4E1ycgMEzru040T4cOHXZ17979gdtuu40W3kRrfkzbK6TFC784tkSAUwDfoma0jKTDNWUjPLSqXAz3I2hFUoAED0BPhPLpHY5ProJvBVTWuwCEMAv7rD/KZB9y8OsAP4X9QZcLpc2pPlpUGFaWclqPT/d8Vw2tbdZ0g3DBqYg74IpUjEB3JOHWZBJ57nwxrZNmf5AckiQqkJMnkNZf+ELApdnZ2ZyK9Y+Lq2u0sRRZi6vGObQxQloc2nFxXu2z0b5XoZwCsD4JIkiNxgd/XLl+Bd6Q5Cek5joJPk36r3fhgEdrDq06SCZSBQTYZ9x+vhVlTIHyGo5PzEHSDOCiam7NZd9yu7oZHshdikAuBOX6JJ7Jg0tDDsUniSfXw5DY4LJqwgELUyMXQttCO2FK5Dpob+hdiBsCHY7w++HeDe2L8F7Q7tAOCL8cLr/HVatEeHM3R3FvQrkmhQtK4TXEfxy4HqH8WxmNqZ4l8HMqFY7iuSqjYH05ulu3boMQt5eB0dK5c+ceDJwvArZB9QfS3oQ+qHR/IP+hmAJag/vdF602xsF9It4E/y9rxG8oNxAEykGAR2JzsFuJNO2hVqGFhE/jIxDIrZRwKi3W9S7WaSVutaVVBz/Sx5LcVPoGCZqR0zW0qNCywoP+aGmxQrEcFxwQGU4rGnBGyH7hAV0kjrSi7Q8N7OP6JloDJvhFn4vrt6H8vjAe3oqFW1mzsrJaYYAaDF2AwW4DBqwdyMnt1m/AXQSrwxzoM9CpiHscymmrh+BOgD6J8OehWVBOg/F4+pUoay/0c+hUDII9Ue7JSEvrBoqMmpiE7gvc8UqoT2rXrv1/48aNe2vAgAF5LpfrB19EiYf9sX7ixInv4fJOtKsByMrIjh07bsN1RAVY1fDvj6SkpO26rvM7FFR/IO0s1DlQf3xm9gfPVkG6A/rj6aefTkY4p465U+hh9NuTuD4gXURBkMIDIiCkJSAsEhgDBDiNwCkADnbW23MqgJYRkghOAVjjqurnehcu4KWZ3FrWqUo9c7NSOqw9ut2elq31tIOfRI/TM9+jMlwYy7Ur8JYSHhJ3HkJ45spcuBRuEeUuL65r2cMArx4Dl+l5qBzXK+GyTOG7awYj9kwoiQIcn9B6Q2sBiUXAwebll18+BoPXIAyQH6Wmpu7GoM01UuNQQlcMdvxeqDSX9nM1Tfu2uqatrKlpn9fU1EcHu7R367pcbxzi0pbUcWmv1ta0t2tp6oNaLu3jGi5tBdJ+hTzfJ2mKliYuPCaRuguD3oso9wfcbxvu+zzcq2fNmsV43DJicg9KJhGkJRHeEklLS8sBUfkAg/PVDRo0aHveeeelgyS8iFiuVcmDa0rDFStWDARZ6QTLSkTXfuH+DYGL0R/Aalcw/QHMPwymP9I07QdLf3AHotEfxcXFa9APB/QHyNxTAMDXXvRbX6S7G2EiMUZASEuMO0Bur9oDA57jwGmEg+E35U94uPCWUwG0jOAyIsKFdH7rXc77UalLWuFurBusPjqe5vWauBbZj8AZ8HK9AwdmLoQ9BddW4boj4noEAm+BctoGzgFCksDpPg4S1kgSHD5Vc2dYfWtEAP/XCLsWygPUaOWB1yfD4eOgfQNcQ/DUfBcGx6+KiopYx4kYIC/AD+FuEI7cw5Nci45Lck1unua+p1ONlB5XpSc/0LZ68iNXVE+ecFn15Ccuq57y1MXpybNapSfNvSg9eWHr9OT5l1RPfrFN9ZRn26Qnz7g8PXkK0j6OPA91qJ4y4MpqSb1OT3WPaJCc9Gxdt+utNE3hu6X4Pe+l6/or6enpHDAX81h4o3Lh+yAeX6G48VDrd3dTmzZtsl944YVmICpcE4amI0WJDIRDS2N5/UGiX1F/oJjgBX3RH/oVSMovyBVSfwDzp4Ppj6uqJ48Ntj9ATnhGEB5aUBuvgLR8A33SeylODBGwfmFjWA25dQIiAGuG4u6dV9H2DKhVHsMFfzifhhst4VM5rTltlMra6XdTPmHByqPzaHm/qIS75GBI8zwHxDvRen9LAS0kPRB+LJQWLOu6EwQFFKYhtrTGcGGuNREHD5IObre1hgfyL0bg6VB/awHr8oLb7X7/3nvv/RSDz1SkOcOlabsOcmnLGydrj16dnnw7CMfE89OSFp+VlvTl0UlukmYkq5qku137Tkh2/9Qs1fVBq2pJL11VPWXUxWnu245Mcs1K0zSe9UH8rkXdvgCZ4qsnqnZDpWh14joUYkFiqSz/eJ7I8b1792b7LcE+rwbyxL9Lbllmf/CBYakvtsRDAhpsf5TkKOOTU3IgCJxO5AOLXfqjGsgkMbTWmlPIl8PSFNU1PNYKiH8/AkJa9mMhvuggwB0HJCVcz9DF75bmwlu+qyRWPxCYvz+GCxb5o83B1KwiT9LFk5b+CaaNLjUDE8PN5poITjNwxwkHw0BvteUTOKdBLgEmXOgJJ2ShNeYK5DKnduA1hGeJ8Ih4WilIiIzAcj5oLeB6lpnWNJgKuPjxxx8/75mZM4vc/2ydfW315NsuTU+e2SQ1+Ru3S6vqOinrrcr1H5zk3tUiLeldPP2PvrBa0l2Y4uAUKGaUtJdBXFj3cvOXEckt37AIKloJrvFLw/7gwlsSv0JM9ZC40YplJluDgfrmHTt21O/Rowen+cxw1ouLmrkOiaTeDDf7g6Qr0wwMxUU7j8eUXA7u2w7kMe+YJNeTNumPO2u6NW6jN5qD+hVCLwNhIZEzwuQjtggIaYkt/ol299vQYK5b4ToGeH2CKRhjmqgrQqw/mriMlWicruDAx6kPayX49InpKn02yAvXX1jj4sPva4UOq4U+TakueNI8mn3Dgc8XCw/7kmd9kNDxED9uHUdwlWUeSuD2dC4Ete40YhjXxLyFeBIkOGUKLSX8vl2QlpbGwdeX8L3330/q3n9A5tUjxwZaf+NLFw3PoW7Xv5jimNYwyT0Dg/c+WIGGYKpkQYj3psWL1g9aBH1ZGzRosOfEE0/ktBiJHgmfLw4Ebjju9RkG5GtAYk7p3r37rHLOHCHmxJ5Tbdb+4HuN2FfsDxJ9X/nleRYtWnQc7k1icHKqptadl+oa2jQtCQ8D5eWKThz747JqyeMbJLmf05TyoJ58ESTPqYlOBeQuFSIgpKVCiCRBGBDgQtpPUQ6JwBFwTdkODxfeNoXLlfpw7CTabqU0Whi4GJfTWMry70b4OWXEp1d440n0q5XS2R9cK8IFnClKDdctLYQ1SvGsD07hPYJwrmuBE3ahdYULYmf5lUxrDK0yTyKchAlOmfLJCy+8kNSvXz9V5+CDfda7ouLi1DdzVvY4rFvPRwc+9WyzMnNHKSIjzf1xy2pJ97qVsXi3K4gLp8UqujstXiSKXFvke2Fo9erVi2655RY1bty46qNHj/afejXKzMzM/BjWg5YgK1w8bYQF8TEGadjngfqDO5P47qGK+kOBMNHyU6uOS3u7XfWUkYcnuSO+Gwn1DkmapbnfPz89eVCSpvG73RXTWDeFVIAkjhgCQloiBq0UDARoqeBBVVynwPUKCPIJ57H5A1jW/LovodcTQ0eDyV3jwWjdUAlOkcAxJAmfGFh1hOm0RODSqaKng6iAQOqctuNAxkP3LI25FQN7PU7fwVVtEBGqNQBZKiW/IRcHcHNhLi59wik8WhgG+0L8PBj8OdCec1mrVr/88tyM2y86rQnXe/hSbd+9u8G0194Y1Lh330HPL32vgS8iBp7DXNrWk1NcHPhJEKfSIlFGNWjx4sDPtUW+HS5M265dOzV9+vSkyy7jc4JSsBTcyvNNVPj+/Yqi2B9cxMvt4Lj0Cc/OKbc/MC2Evxd1Tqqm/XJhegp/G3yZ7eZhf5yUrBn9AYvUtHL6w25Vj+v6CGmJ6+6NWeP4veJBYZwH53y4tSK0WPDpjzsVeA6GNc7mfi1bKe0UpRStK0VwTeEggkFcR9t0h70LR0d79EloyBYoz8jhQkx4fcIpIB6uhSfoP0nMuNPLFxlFD9dgkLjcgnuSyMAxpAY+uQPpG7ilFrJmZWVxyuJ+DNwFGdWSp1RPTS18/9ExC+ffN/iek+rXp+UPWUpkw59/NeszZfqjFwy+r8cf27anloRG/7NxStK6upqilas6LBILly1bRmJsVoT14mJakGTD0mWGqxo1arwHy4rq2bOnqlaNy8Z8UelJSUkk276AMHm4PZw77Ngf1nd7mf1BK90B/YG+uA9q9Idb6SRnYapOZIphfxzi1nz9MWLECP62ReZmUmpQCEgHBAVTOYkkyh8BmlE50HE9gjWOT/A8UIwWC85nW+Mc5tc4cNCKNNuv4twijbbpE2C1qOkXZ7NLHVMLOq0OXENEAskX4VnryF1AmUppsIZpj8K1iwmfZ7igTopP7Mryj2e+8OwXntdiEEeXy8UF364j3WpePZciKTOSdz6/5Z/fPTV1+pDOW4UeswAAEABJREFUHR8/7KCDaBkwwvnx+Zq17WB1mZT52HguKGZQ1LVl9ZSFKZrG7dhnb9myhX8vrAPfr4XpSEUCyWtTuYvr2t27d7epX78+iLMZbLjvejyeS7t168ZpWSMgAh/sD07hcaeYtfjTcWH2h7EbB/3BRcauem5trrU/kM7Wcl615IVJmtqMSp596qmnmv2BS5FYICCkJRaox+c9L0KzONBxvtu6QJUHh3HhrTmoIFk8iAYzucaTW7mTqNRTO1rHBZEYYOy2RVpPBpmCCV/HdJfi1MI1qKu/cBBqoZSGQVubr+z5j1YukuITUT0uBIXjEw4qq2B5eDovL+9C/MDtOjct5V1frMXzSK+eX/0xb/aDHc87d3ZqcvJuM2pvQUHthR99esvRPXuNHPVSlv8rCMxkEXPRSUVHJWmw2in16aef3oUb8f1az8A9GmrKf/Dwe0aCRqKmQApo3USwyoKV5gyQlcsyMzPfZ0CElf3xAO5hLsyF1yfsj9Xoj6fQHxe4NLW9RVoy10T5Etjdw/5okOxawnqCBEbCasWiE16DBQB/08EmlXSCQEAEeNAUt7ua5ntroqdwQYsEzffwxqNoGBS089Eyrq/wPc3jGtMp6hO45YiOaTJ9JIgEFU/QulZOYm+ULz2tOt6wihz9BNyDT7msH+fojSdfSy6a97kzpJ5SGsz9GhdVKgf84/TjdainuTAX3hKB5aFP//79tVcWLfoDbddLQgN/Zg8bunT1ExMHNm98InfB+BL9tX3HiWPmZ99/et/+fd/KyeW2b19cpD2bv/lm0/Tp0/WpU6fyYeAC6/2aN2/OdtPaxGk9X1TXrl1/AFk5FGSlB/5xuswXFyUP3x/F/uCrAkp9h9Aftxn9sXDh1or6I0p1Dek2Jye7V+KPs0jTtKuzE+BFkSGBE+XEQlqiDHic3Y5rO2hex0BXqmXmwlsO5AlyvoFGgsaBxNwijakJzf901lIg4QKkRY2AS+WUE7fo4rJcYVpqEKRFb6OUno3SOJgMgct3O8Hxycfw3aCU1gA6BurUvjK/b7AiKd/ZOrt27VJzFi5sXK/HjWOHPjubFglV1r8T6x+d9+nEx16adkefYccdcRim+Pan/OG3TRdcPfKhyZcPG8mD9fZHRMjX5v4RnTqOHPP4Rx99hHFy/03OOuss9fDDD6u77777+KysrBr7Y/b7QFb4UsP9AbHx8d1PsNYp9geJslGLkv5YhP64aUxF/WFksMVHSSXSNK2gmsv4e67m8XhivlW+pFaJ+SmkJTH7vaqtzkQBPPdhLFxYT/FZInwC5MLbA558S6Lj/VPDFIN2D1rJLdKwnsAXmjwCkuHbuhpa1oCpQUSU/wF+TMhdGxcqpVHpV3Hyjy9RPB7TJBOs7dm687/jJix5Zcgpfe7sn7X8w6Oscf7+29te+cu6554e36ftZVNrV6/+uxkPU432/ldfd6nT5bqJfaZOa2mGh9O9ZdITFxzcpcekZV9/0wnl+gjLUUcdpQYMGKD+97//qeOPJy/mTJBrKNLYXWaggsehP0wij0ultu7ceTz749Q+d95VUX8YGWzycahL+5JVgbWFO6foFY0BAkJaYgC6g2/J3Rg0oc9DG7ieAI4hxfg01xjwICpcJrJoq5XS8lXo/2gJ4btiQs8ZOAfXQZgxtKKQxNCqQusKrSxmXDy5e+bOnTt//PjxKuPMM0vtTlv3++/n9hw3edxF9w7rvnXHTivZPqD9T97R94t/sucMuezssxa4NI1rNow0/+XlHfH8O+/fcXyvPkOnLHmNU59GeFU+Hlu4pHHDm3rf/8J7H/Tdlbf3cLMst8tVlJmZqSZOnKjOO893YkCBruvPYeAsRczMPDZ098ybN28+dzadfcYZpfrjx99/b2H2x7YK+sMO7arncvEEYFblDH6IxgYBIS2xwd1pd+X6jOmoNOepr4BrFS685eMfrS7WcPFXjAAe4H2JTBJxI6wtwTzJW/P6Cint0fiyQfYZpu80rlcZrpTG9Ssqnv+53e4z6tevrx57YNgnA65pN+GQWrX4Ij5fkz/9/oerQTomX/f4xAqfmN8cM/yVt8eOHHhaw4Zcs+Ur49ctW8+459nnR7cYOAT95QsOyfPRd98fnHHXoN7DZr84YvPWbU2smc84ruEH74wZNfDaa64xCRMX3j4OsnJM9+7de3ft2nW9Nb3N/Wc0aNCgpD+ubjehbq1a3BnlqzL749hefYLqD1+mGHiOSnFx6pEvWD09BreXW3oRENLiBUKcMhHgwV1ct8L5aWsi/ojz3IybEfgrVKRqCDyK7KZ1BmRDd+O6PPFNH5SXSCmtBZQ7glTk/9njDrBEGINKuqb9MeHWW1b+lfXCsPbNz3kpJSkpz6xhXkHBwQs+/Lh3/Z43jxhVwQ6hi888ffvq6ZNmjrq+x5gj69b5wSwD5e2ZOfBObus1g4J22z04+uo29w2f/PXPG0sRp6MPrfvdQzfdMGrlE5OebXVmk+3Jmm5MUYGsnN+tW7ehICu0mAV9HzskRN2N/qjp0n6fcNstK//OeuF+9kdyJfsjlm1KcWl/4P7V58+fzwc1eEWijYCQlmgj7pz78WAoHhDFnT/WRX882AtP7oqEhcTFOS2yd005GHExLmvJraM8O4V+0dARMMz3dVwaz9Ywci8Zft9bK6aMH9jsxEZcJGqE8ePP7f82NncIvbYi5zCGlaXDMrus+e3F58b2aH3RzOppaduubJbx8mkNj9ldVvpA4f2mzzj3kK7Xj3t71eruxR6Pb4qqZrVqW2689OIZG2c/+/DQLtdyvZiRPVW5zDaEZSrKKDT6H0Z/1FLKIGC8PfvjS/bHCY24iJpBhobSH0aGKH+kedvgcrkMIhbl28vtgICQFoAgUgoBbrHkuQ98gvT/wxyLlHzCcNSTO+psV/G3ltDaYj7JA2u93EWjdm2UDeplDJJHulWpqTASjM8njXtxat8+wxoecdhqaz25Q+ja0Q9PbnPfg51AJvz7xZpUvTh44PJfX3xu0MsP/K8UAVLl/Jv+2lvHNbrltiEz31zaf8eePaX6tfXpTV7+d9G8gc8NusucIvSVVE1TfLJXpvXIF+EsD98tpo5Odh3YH5PHvTDl9j4PlNcfdmpqNZdmEC/0h/Eds1PdEqUuQloSpacrbicPrspBMlpPeCAUvD7hwls+/T+IEHOOHV6RKiKgW/LDr3G+nLuviDEe6lSpczgsaelFejqiVgSysrJ4blDtJKX+TXe79lnjTH+/dlf+sv65p8fd3vbKKbUtO4QYv+yb7zrV7Xr95F6TplzI67K0dvV09lFZ0b7wrzf8XKPFwCE3Dnhq5tiNf20pte36lAb1P14y/P6B7z4yhg8IvjxWTy13ibXInGKxxjnBn52d3QD1THdrantZ/XFH+yt/Zn/479hCPsX+OLhzj8ncWcXrWGt15bMWCWmJUWcIaYkR8ErZ6sYXoDY0SRtPRPCbwkWcXHjLA6N41ocZLm54ELA+0Xv/FrnzSE31Ft9FKZ3TcN7LUo41b6mIRL5wu90k3yrJpf1bEQ7T7uizgjuErmiakeV2uQrM9Lv37j30pfeW384dPY9mL+J7pcyokNxrRz9y5bl3D52c89P6y60Z69U5+McHu3d9+JsZU2e0b97Md46JNY3pr665jHbgyd5olxnuFLe4uNiod5KquD/MHVve/iCBN5q5a+/ew7izquFNve9/bOGSxkZgjD5quEvaARJptCtG1Ujo23p/KBMaA2m8UiQm6RYgPPBze2wLuKXmnHEtEnkEeMaLeUjYsyAufFFe5O8aB3fAIGl8jzVdD2hlCdTE10c98Nr7j44deNZxx71vjeeOngdemDs8465Bty7/6rs61rjy/Pc8/VzG4Zk3Pvzaii97FhYVGfVh+vSUlH+7XXTBs5teen7UiJ6ZfBcXg8vVJJcy2+Erp9wMNot0uVxGvV2arx0V1tDbHwO4g8qamP3BnVboj96h9Ie1jKr6k1TJ98rj8ZR6K2VVy5X8wSNwAGkJPqukjCMErE8NNHvXQ9uGQ0VigoC2C7cdBKUch4//QUWCQABPwMZg4lKaOdgHkUup8089eUfOExOee+ymG0bWP/TQUicZf/3zxtaXPThiUtsHR/tPm5Yqe/a779c/uU+/gVNeff2ebf/919Aa2fLUU179ZdbMgXPvvZvv57JGletP9ijDAgRLizH4l5vYnpFGf8AsGHJ/cAcV+4M7qqxNQ39cHEx/WPOEy1/N5TLage+ZU/sjXFDErBxXzO4sN7YrAvyRLNdkbdeKO7Be1nUpntL11+bg2nwRI0iL7m8Wt+ZFUhEvAiWDZAhP9t58hnNPl2vX/TJ75iM3XXrJkzXTq/FcDiMcT9bJS1et7nZI1+vH9502gxZII5wfv/79d9oFg+/r0XvytMd++v3PcxhmauOjjvr8pSEDh3z4+EPz69Y+yDflYcZX5Ka5Sp7sHTxIGv2BgYa/KxU194B49gd3VHFnVRn9Mc6/Pw4oJIwByV7SgiKNdsEtSyQ8QgjguxShkqVYJyFgfbkatzQ7qe7xXFeejUMyw0W5czFN5I7nxoajbebg7taDn44IdN9nB935yb8L5w265MzTF8FK4COIO/bsOfKZt5beld6hy7O9p0w7/6w7BvU54Za+z3y+Zm07azmHHnTQhnuu7TDu+5nTnshsdZGx48QaH6y/elKSeXaPI5/szf7QQpiuC4QNd1aZ/YF4a38cZfZHH/QH4iIqKd7pIdzEkf2BejtehLQ4vgvD0oCdllJ8B3BZwsQbGQQwHvoKDvC3qJFM8iRiJuLLFbkgmn6qNS+vRUsQMJ6AQ1lDUZIt8Oc7D41a/OrIYQObNGzwkTVFQVFR+uyl7/f7duPGVh59/0GAqcnJuzued+7sP+fNfvCx3jeV2lZtzR+sP1nXTetMeAbJYG8cvnRGfyRpLpN8Valk9sdr7I8GB/bH8+gPriXatGVrxNaApSvNtBgZ7apSYyRzpRAI8ENZqXIkU/wjMABN5HtxqKXM4wgXqRwCtKKYOfn+JtNvdR/EhTldNwx+U6x5zbCEd3Vdp1VKubTQ1rSUB9yVzZpu/Wr6lKeGX9ftIf8j6K35eHDd1zOmDsgeNnSpNbwqfremzO9FUlXKiVVeTKsZBMKllazNCUc9jP6YEbg/uJZo0MznW4XjPoHKsPSH72DAQOkkLHIICGmJHLbxVjKf8vkGY+rp8da4GLXH+vfnDlwHjVaw+7xx1pdUWvN6ox3rhK3immacdaM8ukoJW6Hegob36P49j6DPaHTcu7iPjzTCurJrwDVXT/h80rgXG9U7Yq83edgcmNR80yFhKzRKBblcriLeqljXI9YfZ6E/eA9TN/3zzxGmX9z4Q0B++OKvT6VFcYeA9jyaxIP/4IhUgIBxrH6x0o0n/ArSVip6xZQJs3KnTbq92Yknvn3Z2Wct2PN/2bdNuLXXykoVVkGmfI+eDMYC3qKcOm1r9I6alOEAABAASURBVAfaEHbSYkKXg/6oU6OGby3eCUfW8/nNNOFy83Uf+doTrjKlnNAQENISGl6SOpEQsFdbe6M6+O3Hp0h5CJQMkrqKGGnhzc9oeMzuzyc99uKbY4a/wutI6V6Px5juQvncBg/HcWL0ByxfEe0PWHTMabSIArTXUzL9iJs4tT9QdWeLkBZn95/UPmEQMBblzkyY5la+ocYgWaxFlrRUvnqh5SzQ3OZgb7QrtNy2SG3UG/1hki9bVKqylYDly+n9Udmm2yafyzY1kYoEi4Ckix8EOKUwCs2hGi/Gg7884UJcpqW+Vl7CBI4zBkmYpMzBxdFQ7C0qNgd7pz7ZG/1RFUvLmk2b0xd98mk96tJVqw+JZYfu8y701jTjAMhYViVh7y2kJWG7XhoeewQ0kBZtpFKG/qkq/KdtUyVpmUdIizrwn67rVR4kDyw1diFFbs0kX0a7YleTSt/ZqDf6xWxHyAWNmpN1XvdHxk+g3jh+CncxhlxGuDIUeHwWPKNd4SpXygkegfCRluDvKSkFAUFAEIgUAsZgUux9Io7UTaJVbpHHYw72Rruidd8w3seot0fzDfZhLDr6RRU7n0RGH7Qw39EV5vKkOEFAEBAEYoZArVq1NvPmxUrVpet03ePRzHYY7XJae2rUqLGJdS7SVUyndViHcGhesTJenAnLUcT6Ixz1jOcyhLTEc+9K2wSBBEOgbdu2+zCg/Kwrlba1UDcGGCdDsKu42HiZKdr0vRPbwf5AvX8x+qPYczD8jpbdusfoD03THNkfjgbfW3khLV4gxBEEBIH4QMAcUP72FBkDjJNbtVfTjDa4XK4YD5KVR9Hsjy3FJQN+5UuKfc48XRn94VQSGXsEq14DIS1Vx1BKEAQEARshYA4o/3lKBnwbVS3kquzz6MYgWVxc7FjSYvbHzuKStoQMgo0yFHhJS1JSkmP7w0ZwVqoqQloqBZtkEgQEATsgEKgO5pP9Hu+AHyiNE8IKlUoqVupQ1HVPZmZmMFvikdR+YvbHXlVipbBfDYOrEfujSNeN/ujUqVMQu/2CK1dShYaAK7TkkloQEAQEAXsjgCf7H1jDPF1vQtepuja/yKg/Bv2vndoGb72N/thdrJ/mvXaks7agpD9Q+a+gIjFCQEhLjICX28YzAlVtm95OKX2ZV5+uammJlt/lcnGQ/7dIqUM2FBYd69T2/+XRm7PuIGHv03WwcpAv6Y+CooZObcefhZ5zWfc46A82w7EqpMWxXScVj2ME6qFtrbyaAVckBAS6du2KWRWVxSy/FZYM/PQ7SYs9uuu/Yo9BWtxu92wn1d2/ruwPDPTzGf57sTLaRL+TlP2xy6OfwzonJSW9QFc0NggIaYkN7jG5q9xUEEggBOaxrf959PPoOk3XFHqaKE1Lw9TQ6s6dO//stPr71xfWL6M//i32tPSPc8I1+uM09gfquioe+gPtcKwIaXFs10nFBQFBoCwEunXr9iniNhU5dIrozyLfVIQx2KMtjhZYWz5BA0r6w4FTRH95rV5oQ1z0B9rhWLEBaXEsdlJxQUAQsDECmJKYy+qtK9Q703WK/l2sDtmlDAuRnpyc/KJT6h1EPY0Bf12R3iWItLZJ8nuB53CvxY798ZJtKpagFRHSkqAdL80WBOIdAUxJTEQbt+Z59LNW5xe1gN8Bomk5+QV36rpKAema3rFjxy0OqHRQVcRU1wQk/NfojwLn9MfqwuI7daVSUPdptu4PVDARREhLIvSytFEQSEAEMCWxFc3uCVUbizy9dnr0GvTbWVfkF7XZp6sTQVh+3rt37xA71zXUurE/0K5ezLexIPj+GJeaUritVq1fqavT07cxv79+Uz39H8ZTH01OKfSPr+z1Z3sLL9un68cj/495eXn3whWJMQJCWmLcAXJ7QUAQiBwC3bp1ewelP+NRqsbHewsH2/l9RKv2FbX8vag4E/VVGNw79+rVK59+h2up6nfv3v0VtO059scnewvvCaY/GuwrSK7z33/HUI/Ky6tbqkDvRb09eYcwnlq/sCDZG1wlJ2df0YV/FXu6sxCPx5MZj/3BtjlNhbQ4rcekvoKAIBASAvv27RuEDF/QgvHxvsJxuQXF3E6OIHvIbl2lv5NXOOCXQs8dmIZIxaB+R2Zm5mp71C78tSgoKBiAUr/I11Vj9sfK/OILcG0bMfvjt0LP7d7+uD2e+8M2wAdZESEtQQIlyQQBQcCZCNxwww17NE07HzoCg1DKrwXFfV7LK3zkc0zF5CstLVat2lysH/VBXmGvd/MKp+726M1BVn6GngNrxJOxqlM07mv2B+41kv2xsai472s26A9MIdZ/b0/BzQH6Qw54RGfZRYS02KUnpB6CgCAQMQS6du1aDB2t63oL6K8FHv2YP4o8vd7cvW/Ge3mFfdblFzWK2M0tBefresqX+cWtXt9dMGbF3sJx/3r0Nh5dT0eS56tXr34aCEsO/HEv6ItiTN2NQl/498eT7I/1RR6uI4k4DvlKpa7YW9T69T2FY1bmFz22U1eXsj9Qr+cSqT8iDnQYbyCkJYxgSlGCQBURkOwRRoCkwOVynQirC7fdvoEn/aSdHr3Vt0We0Ut2Fzz1xp7CB5btLbxxRX7RxesLPI3yij2pla0Sty5/u6/4rM/yi65euqfwjtf2FD6C8p/ZVFTcZ59SHJT/RtkTMEA2xgB+S/v27fNwnVASoD+S2R9f5xeNMfvjl6PqG8fnExhd0yo9Zvn3x6vojzf3FD6zudhzq3ex7V+4x3j2B+rVOxH7A+23vVT6C2D7lkkFBQFBQBAIgACe8gugi0AU2oG8HA3lrpAvPEq5YQk5ZXuxfvnmIk/vrwuKRr+1t2jWy7sL5lVGP9lbMHVdYfGQP4s83XfpessCXT8G1fkL91uMgbE97n8EdDAGyHUIT1hBX5TqDwAxFOrrjx01a56Ca0P+rVv32EB9wXAjAT5WnXTKrYHS+PdHIfoD/fCntz/aoi/qQYcken8AQluLkBZbd49NKifVEATiFAEMmH9Bx2GwagGtgQHsGAxkl8O9B+5zcJej6Zyy+Q7uBujv0O1Qq1VkF663IP2vcH+E8gWBXyDv6wgbB7eXx+M5d9++fTVwjwa4XycMjK8jnYgfAsDmL2D0ONTXH0fm5Ew1k7nz84n1Af2h6To4pzdVcTFmfVS5/aHr+jl+/fGWN7c4NkdASIvNO0iqJwgIAtFDAIPmbyAUS+FOhNsbbmsMoOdAT4M2gh4NrQutDtW8Wgvu4UjfEO5J0LOgLZC3PcLuhTs7MzNzBRegRq8l8XEnYPdbva+/XmO25qDff18LbA/oj9obN5IoGsmaPvvsXUhTbn+gX3KkPwy4HPfhZNLiOLClwoKAICAICAKCgCBQeQSEtFQeO8kpCAgCgoAgIAg4HAFnVV9Ii7P6S2orCAgCgoAgIAgkLAJCWhK266XhgoAgIAjYFwGpmSAQCAEhLYFQkTBBIKYIvJmv1NpPSzT3p5hWRW4uCAgCgoCNEBDSYqPOkKoIAiUIXJWm1MktS7TZCSVh8mkPBKQWgoAgEEsEhLTEEn25tyAgCAgCgoAgIAgEjYCQlqChkoSCgH0RkJoJAoKAIJAICAhpSYReljYKAoKAICAICAJxgICQljjoRPs2QWomCAgCgoAgIAiEDwEhLeHDUkoSBAQBQUAQCD8C3EE3D8VSl8INJO8gkPFUviMKlyLxiEBCkpZ47EhpkyAgCAgC8YiAptT70Ou8+kCgNiLufqiZZlmgNBIWHwgIaYmPfpRWCAKCgCAgCAgC0UQgJvcS0hIT2OWmgoAgIAgIAoKAIBAqAlEhLRm5uTPOXrlyebCqdB2WvlCbIukFAUFAEBAEEh4BASCuEYgKadF0vSn0omAViAtpAQgigoAgIAgIAoKAILAfgaiQFl3TPN5b7ob/w4oUaXWoiCAgCAgC8YKAtEMQEATCgEBUSAssLOZ91q/KyGhVkSpNE9IShs6VIgQBQUAQEAQEgXhCwCQT8dQmaYsgEE8InIzGtIdGRqRUQUAQEAQchICQFgd1Voyr2hf3b+3V1+CKRAeBdNzmVehC6KlQEUEg4RGAKb4OtBmUfx8Jj0ciASCkJZF6u2ptXYnsy736B9xIipR9IAKdEfQd9DGo/FADBJHEQQDkJBk6CPoKdBNavg36JXQ3rtdCs6A9cC0S5wgIaYnzDpbmOR6BPL8W3Ivr9dDboCKCQNwjADLSDI1cBZ0IvRp6NPQfaA6Ufx+N4XaHzkXaT6BN4BeJUwSiQlp0zbd7qHrTnJxW5amtcZbKCQLRR2ANbjkA+i/UlHrwPAX9FNoGKiIIxCUCICCd0DBaVEhEiuG/B1pfU+pQ6DnQGrg+DjoCiuSqJdyv4SG5gVck3hCICmmx7B46AQRmWXmqdD0qdYq3jqxCe45E3p5QU06CRxZ+AoQYyVG47yCoKcfAMxV6PHQK1Crn4YIvkHsJbiOoiCAQNwiAeFRDY56AUrbiowVIykToZvh9gutfoKMR0Aq6HcoxZBryp8IvYkMEqlIldm5V8geVFyQl6HNaUCC+a/gUiQYC9+EmP0MvhFJ24iMdyoWf2XBPgYpED4H7cSv2B3cMwWsIf6zpoaVlIDxNof4Loa9H2E/QUdCo/E3jPiKCQKQR+B9uQKsiHDUcxITTQfQHVMR/hIiRUEp9fNAqA0cknhCIyg+cxdJS4TktckZLVL5enP/ltMPDuJv1aeQgXJvSBZ7voY9A06AikUPgOhT9I/QhaArUlCJ4xkKtwgXRNH2b/WONG44Lrne5Ea6IIOB0BG7yNoALb5/x+itynkaCP6GUEP8OmEXU7ghEhbTYHYQEql9ztPVNaBaU00BwDKF1i0/pHAw5KBqB3g8+7WyA/1aoSHgR4Pz7OyhyDvREqCnsD5rFaR6fZwb6uYtwzXn+oXC5GBGOIcficzb0fegFUBFBwHEI4A+AFt8G3oq/AisK17N4L8t2kK4AsW9AKcejHOtDGcNEHY6AkBaHd2CQ1T8c6Z6EfgG9EmqVF3DB9RI0q3LagdMPnIbYgXBTuO5lJi5ofr0YrkjVEODuB+L5CYq5DOov+O1VNyOQC3DhlCuPI5b9xydMeH3CfmJ/PYMfbt7PFyEeZyGQoLU909LuXy3+YLxmejcSyxQ3QIgnEdIST70ZuC1DEExLCQ+Hg9cnHNAuwRVNsL/AtQoXfHIg5AJQazif3PkEPwuBDaEioSPAdSvsD3/LFafifrcUVx3+8VBavtrBLU/+QuTtUFpu3oXrE5hpTsDFBhCXYXBFBAGnIHCapaImCbEEleu1pqc1stzEEuksBIS0OKu/QqktDyP7Fhn4JM4BEF5DfsPnLdCLoB9AyxKuwueTPs9IMM2tZloSHa6deNAMELdCBMpat8KFt8STP660iHAXhLWws3FBCxin9EhAcFmmfIYYWm64G2w9WOXvmcrYAsp1MmNBXNZBuWgXyaoqkl8QiCgC1ulrrmkJ5Wb8jTPTWxeFsERmAAAQAElEQVS1m2HiOhgBIS0O7rwyqs7pHQ5yPPadA6E1GRd10oLyvDWwAn8u4vmkz8W7a+E3haZXDrDrECAnUQKEMoTWj0DrVrijjmdLsD84RWdmZxgPy5pvBnhd4k+sOY3nDSrT4RqZE2Yoxb7jVJOZkKTnJRCX96DmjjEzTlxBwE4I/GepTC2LPxgvz24x0+0xPeLGBwKOJS0Zubn9m3/7LddqxEdPVL0VdVEEp3O4LZAkA5c+mQsfF3rSMsIdKbgMWRYgB59aOL3BxW64NIQDIct/C1fnQmMqNro5rSZlrVvh9BoPxCLpC1RlkhMYSRQXRq/2S0BSY8b7RZW+vFKpa5RSJEX+JJXTgh+CuDwH5TkwSCYiCNgKAU6hmhXi35LpD8Y1F/Ay7Xp+iMYPAo4kLSAs3Jo7vGjfvp/h5+6J+OmRyrWEh5Hxj/wuv+w8MZXTBZwS4DkeftGVuuQWaA6Ez/nlvgLXnys1cblS+iHwJ7AMeBmN54+l/7qVZQjnAVhcZGudd0dwQKHFjNNDXJdk3SFEojgPOV6HMh5OYIGZ5VeoOR3I9UjWhKwH17twq7Q1XPyCQKwR4N+PWYf6pidI15reWk6Q2SWZnRFwJGkBoPyRpWWB2+IeBXFZ0zQnh0+miLKjRKxO16Lkr6AToSRycAz5A598N835cEstzMR1OIQnUvZGQRyAQVLgM6T2TqUGckoKBErnDiQjNHE+9C4gbD8oNbmjUnWsU2nmuhXu6PmwEnhwQS5PvH3WL+9VuOZC3QlwreuWcFlaQFw+gl6K0Bug1h9yTvON0pUieZFzLQCOiC0QwG+Irx4wGvr8wXj4d2Gm4/lHpl/cOEAgKqQlt1mzZiubNtWgZ4UJM+tTJ4s8Sde0eRkrV74N8sI1BAyLZ+V2wCVo4GLoGVCrPIoLWkI4NQFvRIUDcGvcgU/yvym1+GulNJJJzkFPwgCeC7X+gKj4/KejP/RX0DaeInwyXMhMHR9ct8I1KOwP67oVRIUsPDCLlhvizZ1f1gLuxgWJSB+45QqIy0tQWmoeQMJCqCmcrpqNSn8AJRk1w8UVBKKOAL6jf+OmtEzCUc3xneQrK+gvV5GOfx+nexO9iXJ2e/3ixAMCaENUSAvuE1YB+eHaDD55vliqYF2/XNe0T2B5mdn8669DnQctVZRNL2qjXrSqcJ0D1yvg0idcuMkBk0fz5/tCo+PhmgkMzK0/9rtdBq4xhaFngbxwTQ0u40n0GmgXrSDsD64/sTSuEyxgQ7jYlYf2WcKr7KVlizu/uMWZP+xmgUfA8zTA/gg/3LTo4LJswY85T98lUfE/aZQ/+stQxiwoD6oruxCJEQQiiwDJuHkH/q6Z/oAuvq/4WisehmnG32t6xI0fBBxJWgg/iMsGKM3Z/IHmDzmDTb21qLCQ6134NGmGOd3tjwbQZMr1K/D6ZAV8baGcHrNOSSAoqlKklEa8eZgTLQ7K8o87X2Cm1UdjkHfsd87SHnh1Tr/RuuH/fhOuI2qjlNZLqXH0qwj942FytJjAolVyB5gxN8CsZZylgx/wF6EgkiVxgT7xC78ZSusMpxH54kVrMm7D5pTRSJQTJ31mbZ747Y4Avpsg/sq0ULbD9/BNqHUa3NcEhHMdHddscQ0fw59Bfp59RH+kVcqPIgKO/zECcVkGbQ0LSy+l69ZD0pKB4xhMGf2EKSPO4+PSkdIetcY0i+KBb3XgN4VP2f1wcS6UO3fg2EG0NUpp3ZQKuPOFFjIM9DrPEUESJ4p+CYgXLUpPofbW3WtbcN1XKQ0EQHtPReffLtyGT6Pc5v4GTG38TiDIEGK8Hj/mY6D8WzACA33gx/1T6OWIM8+SgdcQBKsR8P2MMsCJ4BMRBKKLwGDczpwm4tqW7/Bd5CnPd8BtCx0CpcWdBIVWQiRXJOAVWmaYUNR5CDietJiQr8rImL2yWTOau/kju/89FbreCITmBUwZvQ/y4qS5ep4IybNW+MZlTrOYTaU7Dh98ip4B16aivaaUxp0ttERY55U55YAfGf0dpfQWyjH/9AaoL7cqk5CAmJSqOKfsMF2pkciUiojSBRfjtsP8G7e8/+B3T1q/aDHhwmm/qNKXYCjzoCchlNvarVOMXBvAKTBEiTgGgTioKL6P/6AZeFBQJC/74Oe0P7/L0+DnoZc8PJME/TBcc61jP+S5HLoN1yJxiEDckBazb2B1wRSEInnx35J7McjLMpCXWc1ychhvZrGbWwMVIin5Bi5PtYXjE74kj2SGc7UOOTRJ44BOguU/oNOM+xmIAH587L5FWucgDguR4pSJsvwDMVMgZhqImUarhyUq+l78UC+Anoo78xgA6/eDW0D5dPoxnkrbIL5cQRnc1s6/EU5BcSDg31S5eSRSEIgUAvg+6lDukON3m0sCuLj9JdwPDz6Kv/N8RQWthCcjnY0f5FBjkSojEHekhYiAuPwGJRvn/L7/lt+bPC7XepCXUa2WLUtiehspp3u4boVPFdZqcXqI00RdEPgd1GGiYepEw9SJooWC887W+t+BCxAC3YZbpM0tzIqLVq1TLJgCU5gC065WSrOdBQI/3Hz6JFHkSzKV5R/xX6orNQcKw4wlxs+LMv6EcrHvJXD5biO/FJW+lIyCQKUQwPdwA/RF6CjoDdAroL2hD0NpJfytUgVLJkchEJekxewBEJdPoJfpHg8PV/vRDFc6ibsavqtmzfWHXHttuHd3+G4TgocLab9A+ulQmjnhGEITJxfg8v0/rxshjv7QPlVK41khvZRS1h8YLq6bBKtLDvQqxMVY9ABbmI0qFeET0y3aKUpp/ouNlZ3+4Uf8bygJYXPUi2Z0OD7hU+mPulIPQVN9oQE8KIPfywAxEiQICAKCQPQRiGvSYsK56pxz5oK8lMzV67pvrn7Pd9/9+s+SJTyojgu9uI3UzBItl1uU5+NmHFQ4uMDrEwzixhHsT/hC4sajzUZTaAl4GK5VuKAU5EyHBcMaHAW/7xZ6Q3i5RsS/DtzFwHUrtLogiTNEU+pLKF/r0BU19rfScdqLi2y5gwjRIoKAICAI2BuBhCAtZheAuDyiNI1z9U/B2pK/4d57SWQYzQW63DbNE0e50IthkdQ0FP4IlIsmMc0A337hoXHcqcFdITv3B8ebT4PVQuNcNKwWiguOzQbCr3HxsXkdwNUxCOvoL0PfhnWmZoBEfkFGWua5xy/C71LbiIARUFNgHVJtlNJuggZz9L6y4z9NqYVQrofiKwGs62+ORH2f1pX6DHoF/FUWlNMG+gD0ZShJ0X9wefbLBLjXQYPorypXQwoQBASBOEQgoUgL+w/E5U9o37/nzbuzcMuWVQyz6C3wc01JJLfL8XyPn3Ef6yFIuFQ8k4DH8ndUStGvlFIJoNoapTRaAToopbg+xEoYEBRQONDSMkblVt1gFooyLbVxwBJLBWpjccnpxL4quluYVaT/gbjwMDxauab53Ys7ud4CociC0gLoF13xJfIdBuX2e245HYMc/C5ztxhJCh8MSMTnIPwbpPPfEYdgEUFAEBAEykcg4UiLCcfmSZO46pz7/rnexfoywRSk4bQFrSAcTHEZFuFuGT61cxdNPUuJO+DnjzmtK/8Hf4IKrSsad+KAxIQMwV1K6bQihJyxnAxnKhWzLcwqkv9AXLZCgZniWinugLLejgcBwqpkDarYDxLCvyX2nWmtIQHlFmw+CJCQcu0YLWhIqjgFtwIeGy6+VvJPEBAEbIxA5UiLjRtUiarNRR7upBgBl++KgWMInzYXwMcfWgym8FVOeGopny65Pc///Rn8UW+EYrl+BY5IkAhgvPOl5Jk8fOkft+f6AsvxWPOWk0zzrX0qJ5Gjo0BccqFcu8Ot9dxiz/bwgLpgLFdMaygAPRgers3i4YcF8HNLfgbKHgB9HvoqdCSU5IUHgG1HGvbZJOStyt8WihERBASBREJASMv+3uYPNQnEi/uDDB+3GnNhJokFd7kYgUF8cIsspxnWIS13a8DxCZ9uueh0AEK4QwiOSAgIYPzzpSax5AWmN3Q+1dNfnlrzlpcuYeIAyMtQvniT631Gw2894yUYHGhF4UsymbYT8o+Dgo/wsrQinC/Z5HfffFkjiXvpRHIlCCQIAtLM0BEQ0lIaM74GgIcXtUEwp3Lg+ISmbK53udMXUraHgyfTcqGpNdW3uOgC5dMtiRC8IpVAwDog8jCpP71lPKaUzqd+72VAx5o3YIJEDQShmAj1P9ulXDgAJok+zxdiutXI/zo95SnS8O+ML9lkspYog2u56BcVBAQBQaBcBIS0BIbHPKr9dkRbD9aqi2tuQeZLCjmHj8tScjGu+CTJXUg8hRSXhvAYe+7aOB1XPNUWjkiYENiLcniWDRzF/gFxobdMxZhZZpxEhI4A18Bwqoc5/Uk6w8pS7p4r8kbyZZ9erzixR0BqIAjYFwEhLeX3DddJcKcFj9W3pjwHF29C50G5HobbqHmOB097vRBhVuGTK8vgrg1ruPjDgwBIiEYi+Iq3uFthbWH/eC8PcPBgf0CYBFQeAX7/mZu4vk1PMIpO4/ZxLtxlcrMM+kUFAUFAECgTASEtZULji+C7V7iwkFaSxb7QEg+fELk1llNB/m+SJqnhG5h5KumWkuTyGSYEMOYdUBIPSDPXB80EcTGf/v0TBsrrn0aug0fAJBz/AFgSl+BzKrXVm9g8L8l7GdiRUEFAEBAEhLQE/x3gepROSM7596/hliV8eqTJnMfRcxqprHQSHlYENBJDviiQpXJRKcki/aKRRYBrWngH4k83FDXzpILtRONQx1DqJmkFAUHAhggIaQm9U3iWypnINgTKHRDccguvT/hDTPUFiCfsCGCMC1SmxrN3zHfljIW15YgAqcrIGyBlUEEJn8j8DeH5RqGCAeOMLwt32/kuxCMICAKCQCAEzB+cQHESVj4CXKPCM178pyF46uoHyMr36/A0UHhFwoyAdbDzL5rTRCSSPIWVfeQfX15e/7RyXTECPN2ZqSrzXTcXqxejU7ijiOWICgKCgCBQJgJCWsqEJqgI7lwxE242PV6XW6f5gz4S1/hNxmcUJXFvpXEab7q3/dfB2tLS6xcnMghwPRdLToIJi4fL0R+sNvAm5N+J1yuOICAICAJlIyCkpWxsQo3hzgkuzF3rl3EErvnDThIDr0gYEMD4WG4pDyDW3Kr+lFK61RpWUV5kFQkBAX63zeRBr0tBJ5DIH+XNuN7riiMICAKCQLkIRJm0lFuXeIjkUeY8/v9+NMZ6DDxN55wu4rQRp48QLVIFBDjglZNd24VIvs8JjmqCD1hc8FkiFeQtSSSfQSPA7eZm4mtMTxAu05p9sSSI9JJEEBAEBAElpCUyXwIenMWzWWb6Fc/3rixHGBeMHgNXpHIIWN8RVUYJWhYilkEp1kPPgsjLLKLBIADWsQrp+F4tOGoILCi16QlC+VJSJvsNH7OgIoKAIBAsAgmcTkhL5Dr/DxR9G5RrKpbCtcrNuKBZ/UG4MehC/wAADelJREFUIqEjEOz3ti+K5g4v8ywRXApRJwhhVq7bYpE18DEHxKXMVykgzgXlYY3m2SxjQXzMk3GRXUQQEAQEgbIRCPbHv+wSJKYiBD5Dgsuh10N/gprCdRZ8SSPn83uageKGEwGNB/9NCGeJUtaBCIB0cJs513QxkucTfQti0gHKHVwMU/AnQzNwwSnSwXApG/HBk6ThiMQBAtIEQSDiCAhpiTjEvhtwezSf+LlIlE//ZgSnkV7ExbuHdujQDa5IeBEgMdwU3iKltAAIdEWY+ZJRLrDleUb/gaj8Cl2NuD3QXKi5posvVswA4SlAmIggIAgIAkEhIKQlKJjCmughlEaiwpcqwuuTS+v16ze46cqVT5+1atWRvlDxVBEBjdvSB1SxEMleAQIgH1z83ArJboLyVGg4hnBbMw9jNA+P41TQQKRvD91upIj0h5QvCAgCcYOAkJbYdCWf/G/FrflyRb5kUR1+ww2fJdet21TX9T4uj2d9Rm6ueSQ9komURkCbqZSGMc9QPr2r8v9pS9T+9Dx8Tsm/8COADimCvgA9BaXTojIKLvV/cDtA+f6umoifAr+IICAICAIhIyCkJWTIwprhY5R2KfSGo/r2tZ5xUQ1hj4K4fNs0J6cz/CLxh0BctwjE5CPoSK8+BvdV6LdQ61EAcY2BNE4QEATCj4CQlvBjWpkSX1rVosUxmq7zqdSav4muaQtBXv6v2erVNLFb48QvCAgCgoAgIAgkFAJCWmzU3bnNmnHraCOQlzl+1ergKS5eDfIyoeXatb4dGX5pwnMppQgCgoAgIAgIAjZFQEiLzTpmZdOmG0BeuAX6ck3TPver3t35u3dvAHnp5xcul4KAICAICAKCQNwj4BTSEvcd4d9AkJeluRkZ5yG8n9K0LXBNORSe6SAun5+9ciXPf8GliCAgCAgCgoAgEP8ICGmxeR+DvMxI27u3kdL1iX5VPRfTSG+DvMwBeWnkFyeXgoAgIAgIAoKAHwLOvxTS4oA+/PT883etbNbsHpfHcxaq+wrUKteBvPwE8sJFvJo1QvyCgCAgCAgCgkA8ISCkxUG9mXPOOV/B8nINSAq3QX/nV/XhGTk5G5rm5NzgF55Al/pBSuknelVeSJlAPS9NdTYCUntBIFgEhLQEi1SAdMeNHr31hOnTP6QeO2bM3wGSRCQot1mzl0FeTgN54QF0PPG15D6adqyuaY80+umn1JKAwJ+wyuRC9WAVU1NOseDwKHm+b4i6OHDrJVQQEAQEAUHAqQgIaalCzx3ctu2htZo3v4ha58orD69CUZXKCvLyODIer2naTLimjFh/wgn7zAtxBQFBoLIISD5BQBCwGwJCWuzWIyHWBxaXP3MzMm7Ti4svBHl5H9f+7zQqr8SfYK1pXZEqTdPLK0TiBAFBQBAQBASBaCAgpCUaKEfhHquaN/8Y5IWvBAjlbrthrVlekYZSoKSNPAJyB0FAEBAEEhUBIS2J2vPSbkFAEBAEBAFBwGEICGlxWIfZt7pSM0FAEBAEBAFBILIICGmJLL5SuiAgCAgCgoAgIAiECYG4Jy1hwkmKEQQEAUFAEBAEBIEYIyCkJcYdEOPbn3D2ypXLy9MY109uLwgIAoKAIBB7BGxTAyEttumKmFSkhqbrF5WnDjpYDgCuLVTq+41e3YoAEUFAEBAEBIE4QkBISxx1ZiWaslvXtA/LU2ed0XJyslJNGnqVb8OuBCSSRRAQBByDgFQ04RAQ0pJwXV6qwT+tyshoVZ6WSi0XgoAgIAgIAoJADBEQ0hJD8OXWgoAgEJcISKMEAUEgQggIaYkQsFKsICAICAKCgCAgCIQXASEt4cVTShME7IuA1EwQEAQEAYcjIKTF4R0o1RcEBAFBQBAQBBIFASEtidLT9m2n1EwQEAQEAUFAEAgKASEtQcEkiQQBQUAQEAQEAUEg1ggIaSmrByRcEBAEBAFBQBAQBGyFgJAWW3VHdCqj6fpKHiiHu+VC40l2ojHrvPorXBFBQBAQBASBGCIQ7lsLaakCojV37bo7LT+/FhX+u6pQVFSz5jZrdhsPlFvZtGmfqN448jfLxi0ae7UjXBFBQBAQBASBOEJASEsVOnN569b5n55//i4q/VUoSrIKAoKAICAIRA0BuZFTERDS4tSek3oLAoKAICAICAIJhoCQlgTrcGmuICAI2BcBqZkgIAiUj4CQlvLxkVhBQBAQBAQBQUAQsAkCQlps0hFSDUHAvghIzQQBQUAQsAcCQlrs0Q9SC0FAEBAEBAFBQBCoAAEhLRUAJNH2RUBqJggIAoKAIJBYCAhpCaG/M3Jzz26ak9MqWA2haEkaXgTqoLhzofWhGlREEBAEBAFBIA4QENISQidquv60rmnLytf98UrXBd8Q8K1CUhKTO5D//6C/QbdBP4fSz1NyF8HfDuovTyNA9yqcoGQlUjEPXXhFBAFBQBAQBKKFgAyq0UJa7hMpBA5Hwe9Cp0E7QGldgeOTmvB1gr4GfRvqhooIAoKAICAI2BmBMuompKUMYAIFw8Li8Yb/pOl664pUaZqZ3ptNnDAjcDrK+x56CZTyBj56Qk+D1oA2h94GXQOlXI6PMVARQUAQEAQEAQciIKQlhE4DSTHx2p3brNnyijSEoiVp5RCYiWx1oUXQoVBOAc2B+x10D/RLKNO0gMuXQ66GOxkqIggIAoJAZRCQPDFGwByEY1wNub0gEDICmchBSwoc9RQ+HoeWJVzXchEiz4NugYoIAoKAICAIOBABIS0O7DSpskoHBhOgFC6KnURPBZqH+HyoiCAQfwhIiwSBBEFASEuCdHScNbMl2lMPStmAj5+hIoKAICAICAJxjoCQljjv4Dht3lGWdq23+MVrLwSkNoKAICAIhBUBIS0hwKnv3w10wtkrVy4vT5Wu8+yQEEqXpCEgcKQlbVVIC6eWzKJGwhOMmhYea15kFREEBAFBQBCINAJCWkJA2LJ7qAb8F5WnKFZIC0CIkPBsFrNoTg+Z/uDc/amsfTQCwcGoSVqseZFVRBAQBAQBQSDSCAhpCQFhj8tlPl3/BcIyqjxFsWZaeEXCjMB2S3k8j8VyGZLX2kcfImcwuhvpKNa8vBYVBAQBQUAQiDACQlpCANjl8ZhP13/mNms2sjxVmhbqoBZCTRI+qdW6cnQV0DD7k0W0wkcwug7pKNa8vBYVBAQBQUAQiDACQloiDLAUHxEErKTF/9j+iNxQChUEBAFBQBCIPQIVk5bY11FqIAj4I2Dd4nwBInluCxwRQUAQEAQEgXhGQEhLPPdu/LbtbzSNR/TDUXwhYh96RAUBQUAQsCsCUq/wICCkJTw4SinRR2Cw5ZYD4BdrC0AQEQQEAUEgnhEQ0hLPvRvfbfsYzVsKpTTERw70ZGhZcggiroRGQ/iW6Ttxo4FQvlk6Ca6IIGBDBKRKgoCzEBDS4qz+ktqWRoDWlq3eoFPgkrgsgDsM2g7aGUriwLA/4Z8LTYZGSkieuG36G9zgCSjfifQ23DXQs6EigoAgIAgIAlVAQEhLFcCTrDFH4FvUgFaN9+FSquOjK3Qs9DXoQiiJA8No7aiN6wxoJCQVhZKwkJxwuupYXFOHwG0EXQIVCRIBSSYICAKCQCAEhLQEQqWMMF3TcqEcmHLLSCLB0UeAi3Lb4La3Q1+AfgTdDDXPycmDfwWUp90eA/cLqCk/wsP+pMIblLDvmZ6uNUMhLoZDr4dOhW706ni4r0MbQI+DiggCgoAgIAhUEgEhLSEAt7Jp076rMjJawZXdKiHgFoWkJChP4z43QS+C8uwWfrd5ABytL+cibDR0E9QqE3FhHigHb0VixN+GT+ahC69PPPCRNL0C119o4WHYTn6ICgKCgCAgCFQOAf6wVy6n5BIEBIFgEGiLROdDSWa2wRURBAQBQUAQqCQCQloqCZydskldbIfAVajRcujn0Deg86E3Q0UEAUFAEBAEqoCAkJYqgCdZBYEyEOC0FP+2GnvjuZOJJ/d6L8URBAQBQUAQqAwC/GGtTL4g8kgSQSBhEeDC2wvR+jrQ46G/Qbntmlui4RURBAQBQUAQqAwCQloqg5rkEQSCR4DvScpCcm6JzoQrIggIAoJA8AhIylIICGkpBYdcCAJVQsDcJeRfSLE3oK7XFUcQEAQEAUGgEggIaakEaJJFEAiAAE/a5bQQz2hxW+JrwX8DlMLTcemKCgJOR0DqLwjEBAEhLTGBXW4ahwjwnJa1aNdd0L+gPLPlWbgboCdBeUrve3BFBAFBQBAQBCqJgJCWSgIn2QQBPwQ4BdQbYb2gPHWXp+/y+H76eUrugwgXiTQCUr4gIAjENQJCWuK6e6VxMUBgNu7ZHspTc6n080WNCBIRBAQBQUAQqAoCQlqqgp7kFQSCQ0BSCQKCgCAgCIQBASEtYQBRihAEBAFBQBAQBASByCMgpCXyGNv3DlIzQUAQEAQEAUHAQQgIaXFQZ0lVBQFBQBAQBASBREbAjqQlkftD2i4ICAKCgCAgCAgCZSAgpKUMYCRYEBAEBAFBQBBwLgLxWXMhLfHZr9IqQUAQEAQEAUEg7hAQ0hJ3XSoNEgQEAUHAvghIzQSBqiAgpKUq6EleQUAQEAQEAUFAEIgaAkJaoga13EgQEATsi4DUTBAQBJyAgJAWJ/SS1FEQEAQEAUFAEBAElJAW+RIIAjZGQKomCAgCgoAgsB8BIS37sRCfICAICAKCgCAgCNgYASEtNu4c+1ZNaiYICAKCgCAgCEQfASEt0cdc7igICAKCgCAgCAgClUDg/wEAAP//D0HaMwAAAAZJREFUAwBNjuWc7gcFwgAAAABJRU5ErkJggg=="
}
],
"representativeStructures": [
{
"ctab": "\n Mrv2311 04092609422D \n\n 24 25 0 0 0 0 999 V2000\n -2.9957 0.1540 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -3.7102 -0.2585 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -3.7102 -1.0836 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -2.9957 -1.4959 0.0000 N 0 0 0 0 0 0 0 0 0 0 0 0\n -2.2813 -1.0836 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -2.2813 -0.2585 0.0000 N 0 0 0 0 0 0 0 0 0 0 0 0\n -4.4246 -1.4962 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -5.1391 -1.0836 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n -4.4246 -2.3211 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n -3.7101 -1.9085 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n -2.9957 -2.3209 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -2.9957 0.9790 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\n -1.5669 -1.4962 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\n -0.7861 1.3147 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -1.5004 0.9022 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -1.5004 0.0771 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -0.7861 -0.3354 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -0.0715 0.0771 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -0.0715 0.9022 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n -2.2149 1.3147 0.0000 F 0 0 0 0 0 0 0 0 0 0 0 0\n 0.6428 1.3147 0.0000 Cl 0 0 0 0 0 0 0 0 0 0 0 0\n 0.6428 -0.3354 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\n 0.6428 -1.1603 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\n 1.3581 0.0776 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\n 1 2 1 0 0 0 0\n 2 3 2 0 0 0 0\n 3 7 1 0 0 0 0\n 7 8 1 0 0 0 0\n 7 10 1 0 0 0 0\n 7 9 1 0 0 0 0\n 3 4 1 0 0 0 0\n 4 5 1 0 0 0 0\n 4 11 1 0 0 0 0\n 1 6 1 0 0 0 0\n 5 6 1 0 0 0 0\n 1 12 2 0 0 0 0\n 5 13 2 0 0 0 0\n 14 15 2 0 0 0 0\n 16 15 1 0 0 0 0\n 16 17 2 0 0 0 0\n 17 18 1 0 0 0 0\n 18 19 2 0 0 0 0\n 19 14 1 0 0 0 0\n 6 16 1 0 0 0 0\n 15 20 1 0 0 0 0\n 19 21 1 0 0 0 0\n 18 22 1 0 0 0 0\n 22 23 2 0 0 0 0\n 24 22 1 0 0 0 0\nM END\n$$$$\n"
}
],
"alternateRenderings": [],
"clonedFrom": null,
"classificationLevel": "Restricted",
"dataPools": null,
"bypassedEnumeration": false
}