interpn 0.11.2

N-dimensional interpolation/extrapolation methods, no-std and no-alloc compatible.
Documentation
1
2
<div style="height:900px; width:100%;">                        <script>window.PlotlyConfig = {MathJaxConfig: 'local'};</script>
        <script charset="utf-8" src="https://cdn.plot.ly/plotly-3.6.0.min.js" integrity="sha256-QaOVwtVY0T02VaHrr6pnoHLCwayMJp4O5n4YyaE3rJk=" crossorigin="anonymous"></script>                <div id="07c95c81-eade-43b6-86fb-d7181358917e" class="plotly-graph-div" style="height:100%; width:100%;"></div>            <script>                window.PLOTLYENV=window.PLOTLYENV || {};                                if (document.getElementById("07c95c81-eade-43b6-86fb-d7181358917e")) {                    Plotly.newPlot(                        "07c95c81-eade-43b6-86fb-d7181358917e",                        [{"coloraxis":"coloraxis","name":"Truth","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"AAAAAAAASUCE8+A111VHQDf6egwfykVAFxTOg9dcREAkQdqbAA5DQF6Bn1Sa3UFAxtQdrqTLQEC3dqpQP7A\u002fQDxqi4YWBj5AHITe\u002fc6YPEBWxKO2aGg7QOwq27DjdDpA27eE7D++OUAma6BpfUQ5QMtELiicBzlAy0QuKJwHOUAma6BpfUQ5QNy3hOw\u002fvjlA7CrbsON0OkBXxKO2aGg7QByE3v3OmDxAPWqLhhYGPkC3dqpQP7A\u002fQMfUHa6ky0BAX4GfVJrdQUAlQdqbAA5DQBgUzoPXXERAOfp6DB\u002fKRUCE8+A111VHQAAAAAAAAElAhPPgNddVR0AJ58FrrqtFQLztW0L2H0RAnAevua6yQkCpNLvR12NBQON0gIpxM0BAlpD9x\u002fdCPkDAXWy87Vs8QEVRTfLEsTpAJGugaX1EOUBfq2UiFxQ4QPURnRySIDdA5J5GWO5pNkAvUmLVK\u002fA1QNQr8JNKszVA1Cvwk0qzNUAvUmLVK\u002fA1QOWeRljuaTZA9RGdHJIgN0Bgq2UiFxQ4QCZroGl9RDlARlFN8sSxOkDAXWy87Vs8QJaQ\u002fcf3Qj5A5HSAinEzQECqNLvR12NBQJ0Hr7muskJAvu1bQvYfREAJ58FrrqtFQITz4DXXVUdAN\u002fp6DB\u002fKRUC87VtC9h9EQG709Rg+lEJATg5JkPYmQUC2dqpQP7A\u002fQCr3NMJyTz1A+p0xdYcrO0Ala6BpfUQ5QKpegZ9UmjdAinjUFg0tNkDEuJnPpvw0QFof0ckhCTRASax6BX5SM0CUX5aCu9gyQDk5JEHamzJAOTkkQdqbMkCUX5aCu9gyQEqsegV+UjNAWh\u002fRySEJNEDFuJnPpvw0QIp41BYNLTZAq16Bn1SaN0Ala6BpfUQ5QPydMXWHKztALPc0wnJPPUC4dqpQP7A\u002fQE8OSZD2JkFAcPT1GD6UQkC87VtC9h9EQDf6egwfykVAFxTOg9dcRECcB6+5rrJCQE4OSZD2JkFAXVA4D15zP0B3qlA\u002fsNU8QOsq27DjdDpAu9HXY\u002fhQOEDmnkZY7mk2QGqSJ47FvzRASqx6BX5SM0CF7D++FyIyQBpTd7iSLjFACuAg9O53MECpJnniWPwvQPTZlF+Wgi9A9NmUX5aCL0CpJnniWPwvQArgIPTudzBAG1N3uJIuMUCF7D++FyIyQEusegV+UjNAbJInjsW\u002fNEDmnkZY7mk2QLzR12P4UDhA7SrbsON0OkB4qlA\u002fsNU8QF9QOA9ecz9AUA5JkPYmQUCcB6+5rrJCQBcUzoPXXERAJEHamwAOQ0CpNLvR12NBQLZ2qlA\u002fsD9Ad6pQP7DVPECRBGlvAjg6QAWF8+A11zdA1Svwk0qzNUAA+V6IQMwzQITsP74XIjJAZAaTNdC0MEA+jbDc0wgvQGhaH9HJIS1ASHRySIK0K0Dd2qlC\u002fcAqQCiOxb86RypAKI7FvzpHKkDd2qlC\u002fcAqQEl0ckiCtCtAaVof0ckhLUA+jbDc0wgvQGUGkzXQtDBAhuw\u002fvhciMkAA+V6IQMwzQNYr8JNKszVAB4Xz4DXXN0CSBGlvAjg6QHmqUD+w1TxAunaqUD+wP0CpNLvR12NBQCRB2psADkNAXoGfVJrdQUDjdICKcTNAQCr3NMJyTz1A6yrbsON0OkAFhfPgNdc3QHkFflJpdjVASax6BX5SM0B0een5c2sxQPHZlF+Wgi9AsA07TgeoLEAmjsW\u002fOkcqQFBbNLQwYChAMHWHK+nyJkDF274lZP8lQBCP2qKhhSVAEI\u002faoqGFJUDF274lZP8lQDF1hyvp8iZAUVs0tDBgKEAmjsW\u002fOkcqQLINO04HqCxA9NmUX5aCL0B0een5c2sxQEqsegV+UjNAewV+Uml2NUAGhfPgNdc3QO0q27DjdDpALvc0wnJPPUDjdICKcTNAQF6Bn1Sa3UFAxtQdrqTLQECWkP3H90I+QPqdMXWHKztAu9HXY\u002fhQOEDVK\u002fCTSrM1QEmsegV+UjNAGVN3uJIuMUCIQMxZEY8uQJEnjsW\u002fOitAUFs0tDBgKEDG274lZP8lQPCoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLDc0wjLPSFAsNzTCMs9IUBlKbiLjbchQNHCgJESqyJA8agtGloYJEDG274lZP8lQFJbNLQwYChAlCeOxb86K0CIQMxZEY8uQBpTd7iSLjFAS6x6BX5SM0DWK\u002fCTSrM1QL3R12P4UDhA\u002fp0xdYcrO0CWkP3H90I+QMbUHa6ky0BAt3aqUD+wP0DAXWy87Vs8QCVroGl9RDlA5p5GWO5pNkAA+V6IQMwzQHR56flzazFAiEDMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAbdpwOUDEiQEZDCwNGSiBASrq89Py5HUB1hyvp8tIbQAruYuNt3xpACu5i423fGkB2hyvp8tIbQEy6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0Dd2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAB+V6IQMwzQOieRljuaTZAKWugaX1EOUDAXWy87Vs8QLd2qlA\u002fsD9APGqLhhYGPkBFUU3yxLE6QKpegZ9UmjdAapInjsW\u002fNECE7D++FyIyQPHZlF+Wgi9AkSeOxb86K0DmwWuuq2wnQPCoLRpaGCRAr9zTCMs9IUBJurz0\u002fLkdQJ5Umt3o6xlAXYhAzFkRF0CIVa\u002fATyoVQB285rrKNhRAHbzmuso2FECJVa\u002fATyoVQF+IQMxZERdAoVSa3ejrGUBKurz0\u002fLkdQLHc0wjLPSFA8qgtGloYJEDmwWuuq2wnQJMnjsW\u002fOitA9dmUX5aCL0CG7D++FyIyQGySJ47FvzRArl6Bn1SaN0BFUU3yxLE6QDxqi4YWBj5AHITe\u002fc6YPEAka6BpfUQ5QIp41BYNLTZASqx6BX5SM0BkBpM10LQwQLANO04HqCxAUFs0tDBgKECm9RGdHJIkQK\u002fc0wjLPSFA3CD07nfGHEDHIQnS3gQYQBy85rrKNhRA2++MqTtcEUALevc7Y+oOQDdHZjBZAw1AN0dmMFkDDUANevc7Y+oOQN3vjKk7XBFAH7zmuso2FEDIIQnS3gQYQOAg9O53xhxAstzTCMs9IUCm9RGdHJIkQFJbNLQwYChAtA07TgeoLEBmBpM10LQwQEysegV+UjNAjnjUFg0tNkAka6BpfUQ5QByE3v3OmDxAVsSjtmhoO0Bfq2UiFxQ4QMS4mc+m\u002fDRAhew\u002fvhciMkA+jbDc0wgvQCaOxb86RypAxtu+JWT\u002fJUAbdpwOUDEiQEm6vPT8uR1AxyEJ0t4EGECyIh61RUMTQA569ztj6g5AjeFDGUU1CUDheyECMWcFQA1JkPYmgANADUmQ9iaAA0DjeyECMWcFQJDhQxlFNQlAFHr3O2PqDkC0Ih61RUMTQMshCdLeBBhATrq89Py5HUAbdpwOUDEiQMjbviVk\u002fyVAKo7FvzpHKkBAjbDc0wgvQIfsP74XIjJAyLiZz6b8NEBfq2UiFxQ4QFbEo7ZoaDtA7CrbsON0OkD1EZ0ckiA3QFof0ckhCTRAGlN3uJIuMUBoWh\u002fRySEtQFBbNLQwYChA8KgtGloYJEBGQwsDRkogQJ5Umt3o6xlAHLzmuso2FEAOevc7Y+oOQLmusg07TgdANxb\u002f6hyZAUAXYbmnEZb7P2\u002f7lpD9x\u002fc\u002fb\u002fuWkP3H9z8cYbmnEZb7PzsW\u002f+ocmQFAvq6yDTtOB0ASevc7Y+oOQCC85rrKNhRAo1Sa3ejrGUBGQwsDRkogQPKoLRpaGCRAVFs0tDBgKEBrWh\u002fRySEtQBxTd7iSLjFAXh\u002fRySEJNED1EZ0ckiA3QOwq27DjdDpA27eE7D++OUDknkZY7mk2QEmsegV+UjNACuAg9O53MEBIdHJIgrQrQDB1hyvp8iZA0MKAkRKrIkBKurz0\u002fLkdQF2IQMxZERdA2++MqTtcEUCN4UMZRTUJQDcW\u002f+ocmQFAa\u002fuWkP3H9z8UMFJi1SvwP9aUX5aCu+g\u002f1pRfloK76D8YMFJi1SvwP3L7lpD9x\u002fc\u002fPBb\u002f6hyZAUCQ4UMZRTUJQN\u002fvjKk7XBFAYohAzFkRF0BKurz0\u002fLkdQNLCgJESqyJANHWHK+nyJkBLdHJIgrQrQAzgIPTudzBATax6BX5SM0DknkZY7mk2QNu3hOw\u002fvjlAJmugaX1EOUAvUmLVK\u002fA1QJRfloK72DJAqSZ54lj8L0Dd2qlC\u002fcAqQMXbviVk\u002fyVAZSm4i423IUB1hyvp8tIbQIhVr8BPKhVAC3r3O2PqDkDheyECMWcFQBdhuacRlvs\u002fFDBSYtUr8D95yRpoWh\u002fhP0\u002f8q3NkBtM\u002fT\u002fyrc2QG0z+CyRpoWh\u002fhPxswUmLVK\u002fA\u002fIWG5pxGW+z\u002fkeyECMWcFQBN69ztj6g5AjVWvwE8qFUB1hyvp8tIbQGcpuIuNtyFAydu+JWT\u002fJUDg2qlC\u002fcAqQK0meeJY\u002fC9AmF+WgrvYMkAvUmLVK\u002fA1QCZroGl9RDlAy0QuKJwHOUDUK\u002fCTSrM1QDk5JEHamzJA9NmUX5aCL0AojsW\u002fOkcqQBCP2qKhhSVAsNzTCMs9IUAK7mLjbd8aQB285rrKNhRAN0dmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1pRfloK76D9P\u002fKtzZAbTP2ctE7mgcK4\u002fZy0TuaBwrj9g\u002fKtzZAbTP+SUX5aCu+g\u002fefuWkP3H9z8QSZD2JoADQD9HZjBZAw1AIrzmuso2FEAK7mLjbd8aQLLc0wjLPSFAFI\u002faoqGFJUArjsW\u002fOkcqQPjZlF+Wgi9APTkkQdqbMkDUK\u002fCTSrM1QMtELiicBzlAy0QuKJwHOUDUK\u002fCTSrM1QDk5JEHamzJA9NmUX5aCL0AojsW\u002fOkcqQBCP2qKhhSVAsNzTCMs9IUAK7mLjbd8aQB285rrKNhRAN0dmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1pRfloK76D9P\u002fKtzZAbTP2ctE7mgcK4\u002fZy0TuaBwrj9g\u002fKtzZAbTP+SUX5aCu+g\u002fefuWkP3H9z8QSZD2JoADQD9HZjBZAw1AIrzmuso2FEAK7mLjbd8aQLLc0wjLPSFAFI\u002faoqGFJUArjsW\u002fOkcqQPjZlF+Wgi9APTkkQdqbMkDUK\u002fCTSrM1QMtELiicBzlAJmugaX1EOUAvUmLVK\u002fA1QJRfloK72DJAqSZ54lj8L0Dd2qlC\u002fcAqQMXbviVk\u002fyVAZSm4i423IUB2hyvp8tIbQIlVr8BPKhVADXr3O2PqDkDjeyECMWcFQBxhuacRlvs\u002fGDBSYtUr8D+CyRpoWh\u002fhP2D8q3NkBtM\u002fYPyrc2QG0z+KyRpoWh\u002fhPx8wUmLVK\u002fA\u002fJmG5pxGW+z\u002fmeyECMWcFQBV69ztj6g5AjlWvwE8qFUB2hyvp8tIbQGcpuIuNtyFAydu+JWT\u002fJUDg2qlC\u002fcAqQK0meeJY\u002fC9AmF+WgrvYMkAvUmLVK\u002fA1QCZroGl9RDlA3LeE7D++OUDlnkZY7mk2QEqsegV+UjNACuAg9O53MEBJdHJIgrQrQDF1hyvp8iZA0cKAkRKrIkBMurz0\u002fLkdQF+IQMxZERdA3e+MqTtcEUCQ4UMZRTUJQDsW\u002f+ocmQFAcvuWkP3H9z8bMFJi1SvwP+SUX5aCu+g\u002f5JRfloK76D8fMFJi1SvwP3n7lpD9x\u002fc\u002fQBb\u002f6hyZAUCT4UMZRTUJQOHvjKk7XBFAZIhAzFkRF0BMurz0\u002fLkdQNPCgJESqyJANXWHK+nyJkBMdHJIgrQrQAzgIPTudzBATqx6BX5SM0DlnkZY7mk2QNy3hOw\u002fvjlA7CrbsON0OkD1EZ0ckiA3QFof0ckhCTRAG1N3uJIuMUBpWh\u002fRySEtQFFbNLQwYChA8agtGloYJEBHQwsDRkogQKFUmt3o6xlAH7zmuso2FEAUevc7Y+oOQL6usg07TgdAPBb\u002f6hyZAUAhYbmnEZb7P3n7lpD9x\u002fc\u002fefuWkP3H9z8mYbmnEZb7P0AW\u002f+ocmQFAw66yDTtOB0AWevc7Y+oOQCO85rrKNhRAplSa3ejrGUBHQwsDRkogQPOoLRpaGCRAVVs0tDBgKEBsWh\u002fRySEtQB1Td7iSLjFAXh\u002fRySEJNED1EZ0ckiA3QOwq27DjdDpAV8SjtmhoO0Bgq2UiFxQ4QMW4mc+m\u002fDRAhew\u002fvhciMkA+jbDc0wgvQCaOxb86RypAxtu+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AyCEJ0t4EGEC0Ih61RUMTQBJ69ztj6g5AkOFDGUU1CUDkeyECMWcFQBBJkPYmgANAEEmQ9iaAA0DmeyECMWcFQJPhQxlFNQlAFnr3O2PqDkC1Ih61RUMTQMwhCdLeBBhAULq89Py5HUAcdpwOUDEiQMjbviVk\u002fyVAKo7FvzpHKkBBjbDc0wgvQIfsP74XIjJAybiZz6b8NEBgq2UiFxQ4QFfEo7ZoaDtAHITe\u002fc6YPEAma6BpfUQ5QIp41BYNLTZAS6x6BX5SM0BlBpM10LQwQLINO04HqCxAUls0tDBgKECo9RGdHJIkQLHc0wjLPSFA4CD07nfGHEDLIQnS3gQYQCC85rrKNhRA3++MqTtcEUATevc7Y+oOQD9HZjBZAw1AP0dmMFkDDUAVevc7Y+oOQOHvjKk7XBFAI7zmuso2FEDMIQnS3gQYQOQg9O53xhxAtNzTCMs9IUCo9RGdHJIkQFRbNLQwYChAtg07TgeoLEBmBpM10LQwQE2segV+UjNAjnjUFg0tNkAma6BpfUQ5QByE3v3OmDxAPWqLhhYGPkBGUU3yxLE6QKtegZ9UmjdAbJInjsW\u002fNECG7D++FyIyQPTZlF+Wgi9AlCeOxb86K0DpwWuuq2wnQPKoLRpaGCRAstzTCMs9IUBOurz0\u002fLkdQKNUmt3o6xlAYohAzFkRF0CNVa\u002fATyoVQCK85rrKNhRAIrzmuso2FECOVa\u002fATyoVQGSIQMxZERdAplSa3ejrGUBQurz0\u002fLkdQLTc0wjLPSFA9agtGloYJEDpwWuuq2wnQJYnjsW\u002fOitA+NmUX5aCL0CH7D++FyIyQG6SJ47FvzRAr16Bn1SaN0BGUU3yxLE6QD1qi4YWBj5At3aqUD+wP0DAXWy87Vs8QCVroGl9RDlA5p5GWO5pNkAA+V6IQMwzQHR56flzazFAiEDMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAbdpwOUDEiQEZDCwNGSiBASrq89Py5HUB1hyvp8tIbQAruYuNt3xpACu5i423fGkB2hyvp8tIbQEy6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0Dd2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAB+V6IQMwzQOieRljuaTZAKWugaX1EOUDAXWy87Vs8QLd2qlA\u002fsD9Ax9QdrqTLQECWkP3H90I+QPydMXWHKztAvNHXY\u002fhQOEDWK\u002fCTSrM1QEqsegV+UjNAGlN3uJIuMUCKQMxZEY8uQJMnjsW\u002fOitAUls0tDBgKEDI274lZP8lQPKoLRpaGCRA0sKAkRKrIkBnKbiLjbchQLLc0wjLPSFAstzTCMs9IUBnKbiLjbchQNPCgJESqyJA86gtGloYJEDI274lZP8lQFRbNLQwYChAlieOxb86K0CKQMxZEY8uQBtTd7iSLjFATKx6BX5SM0DYK\u002fCTSrM1QL7R12P4UDhAAJ4xdYcrO0CWkP3H90I+QMfUHa6ky0BAX4GfVJrdQUDkdICKcTNAQCz3NMJyTz1A7SrbsON0OkAHhfPgNdc3QHsFflJpdjVAS6x6BX5SM0B2een5c2sxQPXZlF+Wgi9AtA07TgeoLEAqjsW\u002fOkcqQFRbNLQwYChANHWHK+nyJkDJ274lZP8lQBSP2qKhhSVAFI\u002faoqGFJUDJ274lZP8lQDV1hyvp8iZAVVs0tDBgKEAqjsW\u002fOkcqQLYNO04HqCxA+NmUX5aCL0B2een5c2sxQEysegV+UjNAfQV+Uml2NUAIhfPgNdc3QO8q27DjdDpAMPc0wnJPPUDkdICKcTNAQF+Bn1Sa3UFAJUHamwAOQ0CqNLvR12NBQLh2qlA\u002fsD9AeKpQP7DVPECSBGlvAjg6QAaF8+A11zdA1ivwk0qzNUAB+V6IQMwzQIbsP74XIjJAZgaTNdC0MEBAjbDc0wgvQGtaH9HJIS1AS3RySIK0K0Dg2qlC\u002fcAqQCuOxb86RypAK47FvzpHKkDg2qlC\u002fcAqQEx0ckiCtCtAbFof0ckhLUBBjbDc0wgvQGYGkzXQtDBAh+w\u002fvhciMkAB+V6IQMwzQNgr8JNKszVACIXz4DXXN0CUBGlvAjg6QHqqUD+w1TxAvHaqUD+wP0CqNLvR12NBQCVB2psADkNAGBTOg9dcRECdB6+5rrJCQE8OSZD2JkFAX1A4D15zP0B5qlA\u002fsNU8QO0q27DjdDpAvdHXY\u002fhQOEDonkZY7mk2QGySJ47FvzRATKx6BX5SM0CH7D++FyIyQBxTd7iSLjFADOAg9O53MECtJnniWPwvQPjZlF+Wgi9A+NmUX5aCL0CtJnniWPwvQAzgIPTudzBAHVN3uJIuMUCH7D++FyIyQE2segV+UjNAbpInjsW\u002fNEDonkZY7mk2QL7R12P4UDhA7yrbsON0OkB6qlA\u002fsNU8QGFQOA9ecz9AUQ5JkPYmQUCdB6+5rrJCQBgUzoPXXERAOfp6DB\u002fKRUC+7VtC9h9EQHD09Rg+lEJAUA5JkPYmQUC6dqpQP7A\u002fQC73NMJyTz1A\u002fp0xdYcrO0Apa6BpfUQ5QK5egZ9UmjdAjnjUFg0tNkDIuJnPpvw0QF4f0ckhCTRATax6BX5SM0CYX5aCu9gyQD05JEHamzJAPTkkQdqbMkCYX5aCu9gyQE6segV+UjNAXh\u002fRySEJNEDJuJnPpvw0QI541BYNLTZAr16Bn1SaN0Apa6BpfUQ5QACeMXWHKztAMPc0wnJPPUC8dqpQP7A\u002fQFEOSZD2JkFAcvT1GD6UQkC+7VtC9h9EQDn6egwfykVAhPPgNddVR0AJ58FrrqtFQLztW0L2H0RAnAevua6yQkCpNLvR12NBQON0gIpxM0BAlpD9x\u002fdCPkDAXWy87Vs8QEVRTfLEsTpAJGugaX1EOUBfq2UiFxQ4QPURnRySIDdA5J5GWO5pNkAvUmLVK\u002fA1QNQr8JNKszVA1Cvwk0qzNUAvUmLVK\u002fA1QOWeRljuaTZA9RGdHJIgN0Bgq2UiFxQ4QCZroGl9RDlARlFN8sSxOkDAXWy87Vs8QJaQ\u002fcf3Qj5A5HSAinEzQECqNLvR12NBQJ0Hr7muskJAvu1bQvYfREAJ58FrrqtFQITz4DXXVUdAAAAAAAAASUCE8+A111VHQDf6egwfykVAFxTOg9dcREAkQdqbAA5DQF6Bn1Sa3UFAxtQdrqTLQEC3dqpQP7A\u002fQDxqi4YWBj5AHITe\u002fc6YPEBWxKO2aGg7QOwq27DjdDpA27eE7D++OUAma6BpfUQ5QMtELiicBzlAy0QuKJwHOUAma6BpfUQ5QNy3hOw\u002fvjlA7CrbsON0OkBXxKO2aGg7QByE3v3OmDxAPWqLhhYGPkC3dqpQP7A\u002fQMfUHa6ky0BAX4GfVJrdQUAlQdqbAA5DQBgUzoPXXERAOfp6DB\u002fKRUCE8+A111VHQAAAAAAAAElA","shape":"30, 30"},"type":"heatmap","xaxis":"x","yaxis":"y"},{"contours":{"coloring":"none","end":50,"showlabels":false,"size":10,"start":0},"line":{"color":"black"},"showlegend":false,"showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"AAAAAAAASUCE8+A111VHQDf6egwfykVAFxTOg9dcREAkQdqbAA5DQF6Bn1Sa3UFAxtQdrqTLQEC3dqpQP7A\u002fQDxqi4YWBj5AHITe\u002fc6YPEBWxKO2aGg7QOwq27DjdDpA27eE7D++OUAma6BpfUQ5QMtELiicBzlAy0QuKJwHOUAma6BpfUQ5QNy3hOw\u002fvjlA7CrbsON0OkBXxKO2aGg7QByE3v3OmDxAPWqLhhYGPkC3dqpQP7A\u002fQMfUHa6ky0BAX4GfVJrdQUAlQdqbAA5DQBgUzoPXXERAOfp6DB\u002fKRUCE8+A111VHQAAAAAAAAElAhPPgNddVR0AJ58FrrqtFQLztW0L2H0RAnAevua6yQkCpNLvR12NBQON0gIpxM0BAlpD9x\u002fdCPkDAXWy87Vs8QEVRTfLEsTpAJGugaX1EOUBfq2UiFxQ4QPURnRySIDdA5J5GWO5pNkAvUmLVK\u002fA1QNQr8JNKszVA1Cvwk0qzNUAvUmLVK\u002fA1QOWeRljuaTZA9RGdHJIgN0Bgq2UiFxQ4QCZroGl9RDlARlFN8sSxOkDAXWy87Vs8QJaQ\u002fcf3Qj5A5HSAinEzQECqNLvR12NBQJ0Hr7muskJAvu1bQvYfREAJ58FrrqtFQITz4DXXVUdAN\u002fp6DB\u002fKRUC87VtC9h9EQG709Rg+lEJATg5JkPYmQUC2dqpQP7A\u002fQCr3NMJyTz1A+p0xdYcrO0Ala6BpfUQ5QKpegZ9UmjdAinjUFg0tNkDEuJnPpvw0QFof0ckhCTRASax6BX5SM0CUX5aCu9gyQDk5JEHamzJAOTkkQdqbMkCUX5aCu9gyQEqsegV+UjNAWh\u002fRySEJNEDFuJnPpvw0QIp41BYNLTZAq16Bn1SaN0Ala6BpfUQ5QPydMXWHKztALPc0wnJPPUC4dqpQP7A\u002fQE8OSZD2JkFAcPT1GD6UQkC87VtC9h9EQDf6egwfykVAFxTOg9dcRECcB6+5rrJCQE4OSZD2JkFAXVA4D15zP0B3qlA\u002fsNU8QOsq27DjdDpAu9HXY\u002fhQOEDmnkZY7mk2QGqSJ47FvzRASqx6BX5SM0CF7D++FyIyQBpTd7iSLjFACuAg9O53MECpJnniWPwvQPTZlF+Wgi9A9NmUX5aCL0CpJnniWPwvQArgIPTudzBAG1N3uJIuMUCF7D++FyIyQEusegV+UjNAbJInjsW\u002fNEDmnkZY7mk2QLzR12P4UDhA7SrbsON0OkB4qlA\u002fsNU8QF9QOA9ecz9AUA5JkPYmQUCcB6+5rrJCQBcUzoPXXERAJEHamwAOQ0CpNLvR12NBQLZ2qlA\u002fsD9Ad6pQP7DVPECRBGlvAjg6QAWF8+A11zdA1Svwk0qzNUAA+V6IQMwzQITsP74XIjJAZAaTNdC0MEA+jbDc0wgvQGhaH9HJIS1ASHRySIK0K0Dd2qlC\u002fcAqQCiOxb86RypAKI7FvzpHKkDd2qlC\u002fcAqQEl0ckiCtCtAaVof0ckhLUA+jbDc0wgvQGUGkzXQtDBAhuw\u002fvhciMkAA+V6IQMwzQNYr8JNKszVAB4Xz4DXXN0CSBGlvAjg6QHmqUD+w1TxAunaqUD+wP0CpNLvR12NBQCRB2psADkNAXoGfVJrdQUDjdICKcTNAQCr3NMJyTz1A6yrbsON0OkAFhfPgNdc3QHkFflJpdjVASax6BX5SM0B0een5c2sxQPHZlF+Wgi9AsA07TgeoLEAmjsW\u002fOkcqQFBbNLQwYChAMHWHK+nyJkDF274lZP8lQBCP2qKhhSVAEI\u002faoqGFJUDF274lZP8lQDF1hyvp8iZAUVs0tDBgKEAmjsW\u002fOkcqQLINO04HqCxA9NmUX5aCL0B0een5c2sxQEqsegV+UjNAewV+Uml2NUAGhfPgNdc3QO0q27DjdDpALvc0wnJPPUDjdICKcTNAQF6Bn1Sa3UFAxtQdrqTLQECWkP3H90I+QPqdMXWHKztAu9HXY\u002fhQOEDVK\u002fCTSrM1QEmsegV+UjNAGVN3uJIuMUCIQMxZEY8uQJEnjsW\u002fOitAUFs0tDBgKEDG274lZP8lQPCoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLDc0wjLPSFAsNzTCMs9IUBlKbiLjbchQNHCgJESqyJA8agtGloYJEDG274lZP8lQFJbNLQwYChAlCeOxb86K0CIQMxZEY8uQBpTd7iSLjFAS6x6BX5SM0DWK\u002fCTSrM1QL3R12P4UDhA\u002fp0xdYcrO0CWkP3H90I+QMbUHa6ky0BAt3aqUD+wP0DAXWy87Vs8QCVroGl9RDlA5p5GWO5pNkAA+V6IQMwzQHR56flzazFAiEDMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAbdpwOUDEiQEZDCwNGSiBASrq89Py5HUB1hyvp8tIbQAruYuNt3xpACu5i423fGkB2hyvp8tIbQEy6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0Dd2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAB+V6IQMwzQOieRljuaTZAKWugaX1EOUDAXWy87Vs8QLd2qlA\u002fsD9APGqLhhYGPkBFUU3yxLE6QKpegZ9UmjdAapInjsW\u002fNECE7D++FyIyQPHZlF+Wgi9AkSeOxb86K0DmwWuuq2wnQPCoLRpaGCRAr9zTCMs9IUBJurz0\u002fLkdQJ5Umt3o6xlAXYhAzFkRF0CIVa\u002fATyoVQB285rrKNhRAHbzmuso2FECJVa\u002fATyoVQF+IQMxZERdAoVSa3ejrGUBKurz0\u002fLkdQLHc0wjLPSFA8qgtGloYJEDmwWuuq2wnQJMnjsW\u002fOitA9dmUX5aCL0CG7D++FyIyQGySJ47FvzRArl6Bn1SaN0BFUU3yxLE6QDxqi4YWBj5AHITe\u002fc6YPEAka6BpfUQ5QIp41BYNLTZASqx6BX5SM0BkBpM10LQwQLANO04HqCxAUFs0tDBgKECm9RGdHJIkQK\u002fc0wjLPSFA3CD07nfGHEDHIQnS3gQYQBy85rrKNhRA2++MqTtcEUALevc7Y+oOQDdHZjBZAw1AN0dmMFkDDUANevc7Y+oOQN3vjKk7XBFAH7zmuso2FEDIIQnS3gQYQOAg9O53xhxAstzTCMs9IUCm9RGdHJIkQFJbNLQwYChAtA07TgeoLEBmBpM10LQwQEysegV+UjNAjnjUFg0tNkAka6BpfUQ5QByE3v3OmDxAVsSjtmhoO0Bfq2UiFxQ4QMS4mc+m\u002fDRAhew\u002fvhciMkA+jbDc0wgvQCaOxb86RypAxtu+JWT\u002fJUAbdpwOUDEiQEm6vPT8uR1AxyEJ0t4EGECyIh61RUMTQA569ztj6g5AjeFDGUU1CUDheyECMWcFQA1JkPYmgANADUmQ9iaAA0DjeyECMWcFQJDhQxlFNQlAFHr3O2PqDkC0Ih61RUMTQMshCdLeBBhATrq89Py5HUAbdpwOUDEiQMjbviVk\u002fyVAKo7FvzpHKkBAjbDc0wgvQIfsP74XIjJAyLiZz6b8NEBfq2UiFxQ4QFbEo7ZoaDtA7CrbsON0OkD1EZ0ckiA3QFof0ckhCTRAGlN3uJIuMUBoWh\u002fRySEtQFBbNLQwYChA8KgtGloYJEBGQwsDRkogQJ5Umt3o6xlAHLzmuso2FEAOevc7Y+oOQLmusg07TgdANxb\u002f6hyZAUAXYbmnEZb7P2\u002f7lpD9x\u002fc\u002fb\u002fuWkP3H9z8cYbmnEZb7PzsW\u002f+ocmQFAvq6yDTtOB0ASevc7Y+oOQCC85rrKNhRAo1Sa3ejrGUBGQwsDRkogQPKoLRpaGCRAVFs0tDBgKEBrWh\u002fRySEtQBxTd7iSLjFAXh\u002fRySEJNED1EZ0ckiA3QOwq27DjdDpA27eE7D++OUDknkZY7mk2QEmsegV+UjNACuAg9O53MEBIdHJIgrQrQDB1hyvp8iZA0MKAkRKrIkBKurz0\u002fLkdQF2IQMxZERdA2++MqTtcEUCN4UMZRTUJQDcW\u002f+ocmQFAa\u002fuWkP3H9z8UMFJi1SvwP9aUX5aCu+g\u002f1pRfloK76D8YMFJi1SvwP3L7lpD9x\u002fc\u002fPBb\u002f6hyZAUCQ4UMZRTUJQN\u002fvjKk7XBFAYohAzFkRF0BKurz0\u002fLkdQNLCgJESqyJANHWHK+nyJkBLdHJIgrQrQAzgIPTudzBATax6BX5SM0DknkZY7mk2QNu3hOw\u002fvjlAJmugaX1EOUAvUmLVK\u002fA1QJRfloK72DJAqSZ54lj8L0Dd2qlC\u002fcAqQMXbviVk\u002fyVAZSm4i423IUB1hyvp8tIbQIhVr8BPKhVAC3r3O2PqDkDheyECMWcFQBdhuacRlvs\u002fFDBSYtUr8D95yRpoWh\u002fhP0\u002f8q3NkBtM\u002fT\u002fyrc2QG0z+CyRpoWh\u002fhPxswUmLVK\u002fA\u002fIWG5pxGW+z\u002fkeyECMWcFQBN69ztj6g5AjVWvwE8qFUB1hyvp8tIbQGcpuIuNtyFAydu+JWT\u002fJUDg2qlC\u002fcAqQK0meeJY\u002fC9AmF+WgrvYMkAvUmLVK\u002fA1QCZroGl9RDlAy0QuKJwHOUDUK\u002fCTSrM1QDk5JEHamzJA9NmUX5aCL0AojsW\u002fOkcqQBCP2qKhhSVAsNzTCMs9IUAK7mLjbd8aQB285rrKNhRAN0dmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1pRfloK76D9P\u002fKtzZAbTP2ctE7mgcK4\u002fZy0TuaBwrj9g\u002fKtzZAbTP+SUX5aCu+g\u002fefuWkP3H9z8QSZD2JoADQD9HZjBZAw1AIrzmuso2FEAK7mLjbd8aQLLc0wjLPSFAFI\u002faoqGFJUArjsW\u002fOkcqQPjZlF+Wgi9APTkkQdqbMkDUK\u002fCTSrM1QMtELiicBzlAy0QuKJwHOUDUK\u002fCTSrM1QDk5JEHamzJA9NmUX5aCL0AojsW\u002fOkcqQBCP2qKhhSVAsNzTCMs9IUAK7mLjbd8aQB285rrKNhRAN0dmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1pRfloK76D9P\u002fKtzZAbTP2ctE7mgcK4\u002fZy0TuaBwrj9g\u002fKtzZAbTP+SUX5aCu+g\u002fefuWkP3H9z8QSZD2JoADQD9HZjBZAw1AIrzmuso2FEAK7mLjbd8aQLLc0wjLPSFAFI\u002faoqGFJUArjsW\u002fOkcqQPjZlF+Wgi9APTkkQdqbMkDUK\u002fCTSrM1QMtELiicBzlAJmugaX1EOUAvUmLVK\u002fA1QJRfloK72DJAqSZ54lj8L0Dd2qlC\u002fcAqQMXbviVk\u002fyVAZSm4i423IUB2hyvp8tIbQIlVr8BPKhVADXr3O2PqDkDjeyECMWcFQBxhuacRlvs\u002fGDBSYtUr8D+CyRpoWh\u002fhP2D8q3NkBtM\u002fYPyrc2QG0z+KyRpoWh\u002fhPx8wUmLVK\u002fA\u002fJmG5pxGW+z\u002fmeyECMWcFQBV69ztj6g5AjlWvwE8qFUB2hyvp8tIbQGcpuIuNtyFAydu+JWT\u002fJUDg2qlC\u002fcAqQK0meeJY\u002fC9AmF+WgrvYMkAvUmLVK\u002fA1QCZroGl9RDlA3LeE7D++OUDlnkZY7mk2QEqsegV+UjNACuAg9O53MEBJdHJIgrQrQDF1hyvp8iZA0cKAkRKrIkBMurz0\u002fLkdQF+IQMxZERdA3e+MqTtcEUCQ4UMZRTUJQDsW\u002f+ocmQFAcvuWkP3H9z8bMFJi1SvwP+SUX5aCu+g\u002f5JRfloK76D8fMFJi1SvwP3n7lpD9x\u002fc\u002fQBb\u002f6hyZAUCT4UMZRTUJQOHvjKk7XBFAZIhAzFkRF0BMurz0\u002fLkdQNPCgJESqyJANXWHK+nyJkBMdHJIgrQrQAzgIPTudzBATqx6BX5SM0DlnkZY7mk2QNy3hOw\u002fvjlA7CrbsON0OkD1EZ0ckiA3QFof0ckhCTRAG1N3uJIuMUBpWh\u002fRySEtQFFbNLQwYChA8agtGloYJEBHQwsDRkogQKFUmt3o6xlAH7zmuso2FEAUevc7Y+oOQL6usg07TgdAPBb\u002f6hyZAUAhYbmnEZb7P3n7lpD9x\u002fc\u002fefuWkP3H9z8mYbmnEZb7P0AW\u002f+ocmQFAw66yDTtOB0AWevc7Y+oOQCO85rrKNhRAplSa3ejrGUBHQwsDRkogQPOoLRpaGCRAVVs0tDBgKEBsWh\u002fRySEtQB1Td7iSLjFAXh\u002fRySEJNED1EZ0ckiA3QOwq27DjdDpAV8SjtmhoO0Bgq2UiFxQ4QMW4mc+m\u002fDRAhew\u002fvhciMkA+jbDc0wgvQCaOxb86RypAxtu+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AyCEJ0t4EGEC0Ih61RUMTQBJ69ztj6g5AkOFDGUU1CUDkeyECMWcFQBBJkPYmgANAEEmQ9iaAA0DmeyECMWcFQJPhQxlFNQlAFnr3O2PqDkC1Ih61RUMTQMwhCdLeBBhAULq89Py5HUAcdpwOUDEiQMjbviVk\u002fyVAKo7FvzpHKkBBjbDc0wgvQIfsP74XIjJAybiZz6b8NEBgq2UiFxQ4QFfEo7ZoaDtAHITe\u002fc6YPEAma6BpfUQ5QIp41BYNLTZAS6x6BX5SM0BlBpM10LQwQLINO04HqCxAUls0tDBgKECo9RGdHJIkQLHc0wjLPSFA4CD07nfGHEDLIQnS3gQYQCC85rrKNhRA3++MqTtcEUATevc7Y+oOQD9HZjBZAw1AP0dmMFkDDUAVevc7Y+oOQOHvjKk7XBFAI7zmuso2FEDMIQnS3gQYQOQg9O53xhxAtNzTCMs9IUCo9RGdHJIkQFRbNLQwYChAtg07TgeoLEBmBpM10LQwQE2segV+UjNAjnjUFg0tNkAma6BpfUQ5QByE3v3OmDxAPWqLhhYGPkBGUU3yxLE6QKtegZ9UmjdAbJInjsW\u002fNECG7D++FyIyQPTZlF+Wgi9AlCeOxb86K0DpwWuuq2wnQPKoLRpaGCRAstzTCMs9IUBOurz0\u002fLkdQKNUmt3o6xlAYohAzFkRF0CNVa\u002fATyoVQCK85rrKNhRAIrzmuso2FECOVa\u002fATyoVQGSIQMxZERdAplSa3ejrGUBQurz0\u002fLkdQLTc0wjLPSFA9agtGloYJEDpwWuuq2wnQJYnjsW\u002fOitA+NmUX5aCL0CH7D++FyIyQG6SJ47FvzRAr16Bn1SaN0BGUU3yxLE6QD1qi4YWBj5At3aqUD+wP0DAXWy87Vs8QCVroGl9RDlA5p5GWO5pNkAA+V6IQMwzQHR56flzazFAiEDMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAbdpwOUDEiQEZDCwNGSiBASrq89Py5HUB1hyvp8tIbQAruYuNt3xpACu5i423fGkB2hyvp8tIbQEy6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0Dd2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAB+V6IQMwzQOieRljuaTZAKWugaX1EOUDAXWy87Vs8QLd2qlA\u002fsD9Ax9QdrqTLQECWkP3H90I+QPydMXWHKztAvNHXY\u002fhQOEDWK\u002fCTSrM1QEqsegV+UjNAGlN3uJIuMUCKQMxZEY8uQJMnjsW\u002fOitAUls0tDBgKEDI274lZP8lQPKoLRpaGCRA0sKAkRKrIkBnKbiLjbchQLLc0wjLPSFAstzTCMs9IUBnKbiLjbchQNPCgJESqyJA86gtGloYJEDI274lZP8lQFRbNLQwYChAlieOxb86K0CKQMxZEY8uQBtTd7iSLjFATKx6BX5SM0DYK\u002fCTSrM1QL7R12P4UDhAAJ4xdYcrO0CWkP3H90I+QMfUHa6ky0BAX4GfVJrdQUDkdICKcTNAQCz3NMJyTz1A7SrbsON0OkAHhfPgNdc3QHsFflJpdjVAS6x6BX5SM0B2een5c2sxQPXZlF+Wgi9AtA07TgeoLEAqjsW\u002fOkcqQFRbNLQwYChANHWHK+nyJkDJ274lZP8lQBSP2qKhhSVAFI\u002faoqGFJUDJ274lZP8lQDV1hyvp8iZAVVs0tDBgKEAqjsW\u002fOkcqQLYNO04HqCxA+NmUX5aCL0B2een5c2sxQEysegV+UjNAfQV+Uml2NUAIhfPgNdc3QO8q27DjdDpAMPc0wnJPPUDkdICKcTNAQF+Bn1Sa3UFAJUHamwAOQ0CqNLvR12NBQLh2qlA\u002fsD9AeKpQP7DVPECSBGlvAjg6QAaF8+A11zdA1ivwk0qzNUAB+V6IQMwzQIbsP74XIjJAZgaTNdC0MEBAjbDc0wgvQGtaH9HJIS1AS3RySIK0K0Dg2qlC\u002fcAqQCuOxb86RypAK47FvzpHKkDg2qlC\u002fcAqQEx0ckiCtCtAbFof0ckhLUBBjbDc0wgvQGYGkzXQtDBAh+w\u002fvhciMkAB+V6IQMwzQNgr8JNKszVACIXz4DXXN0CUBGlvAjg6QHqqUD+w1TxAvHaqUD+wP0CqNLvR12NBQCVB2psADkNAGBTOg9dcRECdB6+5rrJCQE8OSZD2JkFAX1A4D15zP0B5qlA\u002fsNU8QO0q27DjdDpAvdHXY\u002fhQOEDonkZY7mk2QGySJ47FvzRATKx6BX5SM0CH7D++FyIyQBxTd7iSLjFADOAg9O53MECtJnniWPwvQPjZlF+Wgi9A+NmUX5aCL0CtJnniWPwvQAzgIPTudzBAHVN3uJIuMUCH7D++FyIyQE2segV+UjNAbpInjsW\u002fNEDonkZY7mk2QL7R12P4UDhA7yrbsON0OkB6qlA\u002fsNU8QGFQOA9ecz9AUQ5JkPYmQUCdB6+5rrJCQBgUzoPXXERAOfp6DB\u002fKRUC+7VtC9h9EQHD09Rg+lEJAUA5JkPYmQUC6dqpQP7A\u002fQC73NMJyTz1A\u002fp0xdYcrO0Apa6BpfUQ5QK5egZ9UmjdAjnjUFg0tNkDIuJnPpvw0QF4f0ckhCTRATax6BX5SM0CYX5aCu9gyQD05JEHamzJAPTkkQdqbMkCYX5aCu9gyQE6segV+UjNAXh\u002fRySEJNEDJuJnPpvw0QI541BYNLTZAr16Bn1SaN0Apa6BpfUQ5QACeMXWHKztAMPc0wnJPPUC8dqpQP7A\u002fQFEOSZD2JkFAcvT1GD6UQkC+7VtC9h9EQDn6egwfykVAhPPgNddVR0AJ58FrrqtFQLztW0L2H0RAnAevua6yQkCpNLvR12NBQON0gIpxM0BAlpD9x\u002fdCPkDAXWy87Vs8QEVRTfLEsTpAJGugaX1EOUBfq2UiFxQ4QPURnRySIDdA5J5GWO5pNkAvUmLVK\u002fA1QNQr8JNKszVA1Cvwk0qzNUAvUmLVK\u002fA1QOWeRljuaTZA9RGdHJIgN0Bgq2UiFxQ4QCZroGl9RDlARlFN8sSxOkDAXWy87Vs8QJaQ\u002fcf3Qj5A5HSAinEzQECqNLvR12NBQJ0Hr7muskJAvu1bQvYfREAJ58FrrqtFQITz4DXXVUdAAAAAAAAASUCE8+A111VHQDf6egwfykVAFxTOg9dcREAkQdqbAA5DQF6Bn1Sa3UFAxtQdrqTLQEC3dqpQP7A\u002fQDxqi4YWBj5AHITe\u002fc6YPEBWxKO2aGg7QOwq27DjdDpA27eE7D++OUAma6BpfUQ5QMtELiicBzlAy0QuKJwHOUAma6BpfUQ5QNy3hOw\u002fvjlA7CrbsON0OkBXxKO2aGg7QByE3v3OmDxAPWqLhhYGPkC3dqpQP7A\u002fQMfUHa6ky0BAX4GfVJrdQUAlQdqbAA5DQBgUzoPXXERAOfp6DB\u002fKRUCE8+A111VHQAAAAAAAAElA","shape":"30, 30"},"type":"contour","xaxis":"x","yaxis":"y"},{"legendgroup":"samples","marker":{"color":"white","line":{"color":"black","width":0.5},"size":5},"mode":"markers","name":"Sampled data","showlegend":true,"x":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEA="},"y":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEA="},"type":"scatter","xaxis":"x","yaxis":"y"},{"coloraxis":"coloraxis","name":"InterpN Cubic","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"AAAAAAAASUCE8+A111VHQC76egwfykVAEhTOg9dcREAqQdqbAA5DQFuBn1Sa3UFAx9QdrqTLQEC1dqpQP7A\u002fQDxqi4YWBj5AGoTe\u002fc6YPEBWxKO2aGg7QOoq27DjdDpA3LeE7D++OUAma6BpfUQ5QMpELiicBzlAykQuKJwHOUAka6BpfUQ5QNm3hOw\u002fvjlA7yrbsON0OkBWxKO2aGg7QByE3v3OmDxAPGqLhhYGPkC1dqpQP7A\u002fQMjUHa6ky0BAXIGfVJrdQUAnQdqbAA5DQBsUzoPXXERAOvp6DB\u002fKRUCI8+A111VHQAAAAAAAAElAg\u002fPgNddVR0AG58FrrqtFQLLtW0L2H0RAmAevua6yQkCtNLvR12NBQOB0gIpxM0BAkpD9x\u002fdCPkDAXWy87Vs8QEZRTfLEsTpAJmugaX1EOUBgq2UiFxQ4QPYRnRySIDdA555GWO5pNkAvUmLVK\u002fA1QNUr8JNKszVA1Cvwk0qzNUAuUmLVK\u002fA1QOWeRljuaTZA9hGdHJIgN0Biq2UiFxQ4QCRroGl9RDlARVFN8sSxOkDAXWy87Vs8QJSQ\u002fcf3Qj5A4HSAinEzQECqNLvR12NBQJ0Hr7muskJAwe1bQvYfREAK58FrrqtFQIPz4DXXVUdAMfp6DB\u002fKRUC27VtC9h9EQGT09Rg+lEJASA5JkPYmQUC2dqpQP7A\u002fQCD3NMJyTz1A9J0xdYcrO0Aga6BpfUQ5QKVegZ9UmjdAhXjUFg0tNkDAuJnPpvw0QFYf0ckhCTRARqx6BX5SM0CRX5aCu9gyQDY5JEHamzJANTkkQdqbMkCQX5aCu9gyQEWsegV+UjNAWB\u002fRySEJNEDCuJnPpvw0QIV41BYNLTZApl6Bn1SaN0Aga6BpfUQ5QPWdMXWHKztAIPc0wnJPPUCwdqpQP7A\u002fQEwOSZD2JkFAbvT1GD6UQkC67VtC9h9EQDH6egwfykVAFxTOg9dcRECaB6+5rrJCQEkOSZD2JkFAXVA4D15zP0B9qlA\u002fsNU8QOgq27DjdDpAu9HXY\u002fhQOEDnnkZY7mk2QGySJ47FvzRASqx6BX5SM0CH7D++FyIyQBtTd7iSLjFADOAg9O53MECqJnniWPwvQPfZlF+Wgi9A9dmUX5aCL0CqJnniWPwvQArgIPTudzBAHVN3uJIuMUCH7D++FyIyQEysegV+UjNAbpInjsW\u002fNEDnnkZY7mk2QLzR12P4UDhA6CrbsON0OkB4qlA\u002fsNU8QGJQOA9ecz9AUg5JkPYmQUCeB6+5rrJCQBcUzoPXXERAJEHamwAOQ0CoNLvR12NBQK52qlA\u002fsD9AdqpQP7DVPECUBGlvAjg6QASF8+A11zdA1Cvwk0qzNUD\u002f+F6IQMwzQITsP74XIjJAZAaTNdC0MEA+jbDc0wgvQGlaH9HJIS1ASXRySIK0K0De2qlC\u002fcAqQCqOxb86RypAJ47FvzpHKkDe2qlC\u002fcAqQEh0ckiCtCtAa1of0ckhLUBAjbDc0wgvQGUGkzXQtDBAh+w\u002fvhciMkD\u002f+F6IQMwzQNUr8JNKszVAA4Xz4DXXN0CSBGlvAjg6QHuqUD+w1TxAwHaqUD+wP0CqNLvR12NBQCRB2psADkNAXoGfVJrdQUDidICKcTNAQCH3NMJyTz1A6irbsON0OkAEhfPgNdc3QHYFflJpdjVASax6BX5SM0Byeen5c2sxQO\u002fZlF+Wgi9ArQ07TgeoLEAkjsW\u002fOkcqQE5bNLQwYChAL3WHK+nyJkDD274lZP8lQA6P2qKhhSVADI\u002faoqGFJUDC274lZP8lQC51hyvp8iZAUFs0tDBgKEAljsW\u002fOkcqQLENO04HqCxA8tmUX5aCL0Byeen5c2sxQEmsegV+UjNAdgV+Uml2NUAFhfPgNdc3QO4q27DjdDpAMPc0wnJPPUDkdICKcTNAQF6Bn1Sa3UFAxtQdrqTLQECVkP3H90I+QPSdMXWHKztAvNHXY\u002fhQOEDVK\u002fCTSrM1QEesegV+UjNAGlN3uJIuMUCHQMxZEY8uQJEnjsW\u002fOitAUFs0tDBgKEDG274lZP8lQPCoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLDc0wjLPSFAr9zTCMs9IUBlKbiLjbchQNDCgJESqyJA8agtGloYJEDI274lZP8lQFNbNLQwYChAlCeOxb86K0CHQMxZEY8uQBpTd7iSLjFAR6x6BX5SM0DWK\u002fCTSrM1QL\u002fR12P4UDhAA54xdYcrO0CXkP3H90I+QMbUHa6ky0BAt3aqUD+wP0C\u002fXWy87Vs8QB9roGl9RDlA5p5GWO5pNkD\u002f+F6IQMwzQHJ56flzazFAiEDMWRGPLkDc2qlC\u002fcAqQObBa66rbCdApfURnRySJEAadpwOUDEiQEVDCwNGSiBASbq89Py5HUB0hyvp8tIbQAvuYuNt3xpACe5i423fGkB0hyvp8tIbQEq6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0Dc2qlC\u002fcAqQIhAzFkRjy5Acnnp+XNrMUAB+V6IQMwzQOmeRljuaTZALGugaX1EOUDAXWy87Vs8QLd2qlA\u002fsD9APGqLhhYGPkBGUU3yxLE6QKZegZ9UmjdAbJInjsW\u002fNECE7D++FyIyQPDZlF+Wgi9AkyeOxb86K0DmwWuuq2wnQPCoLRpaGCRAr9zTCMs9IUBIurz0\u002fLkdQJ5Umt3o6xlAXYhAzFkRF0CIVa\u002fATyoVQB685rrKNhRAHbzmuso2FECJVa\u002fATyoVQF+IQMxZERdAoVSa3ejrGUBLurz0\u002fLkdQLLc0wjLPSFA9KgtGloYJEDmwWuuq2wnQJInjsW\u002fOitA79mUX5aCL0CG7D++FyIyQG6SJ47FvzRAsV6Bn1SaN0BGUU3yxLE6QDxqi4YWBj5AHITe\u002fc6YPEAma6BpfUQ5QIV41BYNLTZATKx6BX5SM0BkBpM10LQwQK4NO04HqCxAUVs0tDBgKECm9RGdHJIkQK\u002fc0wjLPSFA3CD07nfGHEDGIQnS3gQYQBy85rrKNhRA3O+MqTtcEUAMevc7Y+oOQDlHZjBZAw1AN0dmMFkDDUAOevc7Y+oOQN3vjKk7XBFAH7zmuso2FEDJIQnS3gQYQOEg9O53xhxAstzTCMs9IUCm9RGdHJIkQFFbNLQwYChAsA07TgeoLEBmBpM10LQwQE6segV+UjNAkXjUFg0tNkAma6BpfUQ5QByE3v3OmDxAVsSjtmhoO0Bgq2UiFxQ4QMC4mc+m\u002fDRAhew\u002fvhciMkA9jbDc0wgvQCOOxb86RypAxtu+JWT\u002fJUAadpwOUDEiQEi6vPT8uR1AxiEJ0t4EGECxIh61RUMTQA169ztj6g5AjOFDGUU1CUDheyECMWcFQA1JkPYmgANADEmQ9iaAA0DjeyECMWcFQI\u002fhQxlFNQlAE3r3O2PqDkC0Ih61RUMTQMwhCdLeBBhATrq89Py5HUAadpwOUDEiQMbbviVk\u002fyVAJo7FvzpHKkBAjbDc0wgvQIjsP74XIjJAyriZz6b8NEBgq2UiFxQ4QFbEo7ZoaDtA7CrbsON0OkD1EZ0ckiA3QFMf0ckhCTRAGlN3uJIuMUBpWh\u002fRySEtQE5bNLQwYChA76gtGloYJEBFQwsDRkogQJ5Umt3o6xlAHLzmuso2FEANevc7Y+oOQLiusg07TgdANhb\u002f6hyZAUAWYbmnEZb7P2\u002f7lpD9x\u002fc\u002fbvuWkP3H9z8bYbmnEZb7PzoW\u002f+ocmQFAvq6yDTtOB0ARevc7Y+oOQCC85rrKNhRApFSa3ejrGUBFQwsDRkogQPCoLRpaGCRAUFs0tDBgKEBsWh\u002fRySEtQB1Td7iSLjFAXx\u002fRySEJNED1EZ0ckiA3QOwq27DjdDpA3LeE7D++OUDmnkZY7mk2QEWsegV+UjNAC+Ag9O53MEBJdHJIgrQrQC51hyvp8iZA0MKAkRKrIkBKurz0\u002fLkdQF6IQMxZERdA3O+MqTtcEUCM4UMZRTUJQDcW\u002f+ocmQFAbPuWkP3H9z8UMFJi1SvwP9eUX5aCu+g\u002f1pRfloK76D8XMFJi1SvwP3L7lpD9x\u002fc\u002fPRb\u002f6hyZAUCR4UMZRTUJQODvjKk7XBFAZIhAzFkRF0BKurz0\u002fLkdQNHCgJESqyJAMXWHK+nyJkBLdHJIgrQrQA7gIPTudzBAUKx6BX5SM0DmnkZY7mk2QNy3hOw\u002fvjlAJmugaX1EOUAwUmLVK\u002fA1QJBfloK72DJAqyZ54lj8L0De2qlC\u002fcAqQMTbviVk\u002fyVAZim4i423IUB0hyvp8tIbQIhVr8BPKhVADHr3O2PqDkDheyECMWcFQBZhuacRlvs\u002fFDBSYtUr8D96yRpoWh\u002fhP1H8q3NkBtM\u002fUPyrc2QG0z+CyRpoWh\u002fhPxswUmLVK\u002fA\u002fI2G5pxGW+z\u002fmeyECMWcFQBR69ztj6g5AjVWvwE8qFUB0hyvp8tIbQGYpuIuNtyFAxtu+JWT\u002fJUDg2qlC\u002fcAqQLAmeeJY\u002fC9Aml+WgrvYMkAwUmLVK\u002fA1QCZroGl9RDlAy0QuKJwHOUDWK\u002fCTSrM1QDY5JEHamzJA9tmUX5aCL0ApjsW\u002fOkcqQA6P2qKhhSVAsdzTCMs9IUAJ7mLjbd8aQB685rrKNhRAOEdmMFkDDUAMSZD2JoADQG77lpD9x\u002fc\u002f2JRfloK76D9S\u002fKtzZAbTP3YtE7mgcK4\u002fbS0TuaBwrj9h\u002fKtzZAbTP+WUX5aCu+g\u002fefuWkP3H9z8RSZD2JoADQEBHZjBZAw1AIrzmuso2FEAK7mLjbd8aQLHc0wjLPSFAEo\u002faoqGFJUArjsW\u002fOkcqQPvZlF+Wgi9APzkkQdqbMkDWK\u002fCTSrM1QMtELiicBzlAy0QuKJwHOUDWK\u002fCTSrM1QDY5JEHamzJA9dmUX5aCL0ApjsW\u002fOkcqQA6P2qKhhSVAsNzTCMs9IUAJ7mLjbd8aQB285rrKNhRAN0dmMFkDDUAMSZD2JoADQG77lpD9x\u002fc\u002f1pRfloK76D9Q\u002fKtzZAbTP3AtE7mgcK4\u002fYy0TuaBwrj9g\u002fKtzZAbTP+SUX5aCu+g\u002fePuWkP3H9z8QSZD2JoADQEBHZjBZAw1AI7zmuso2FEAK7mLjbd8aQLDc0wjLPSFAEY\u002faoqGFJUArjsW\u002fOkcqQPrZlF+Wgi9APzkkQdqbMkDWK\u002fCTSrM1QMtELiicBzlAJmugaX1EOUAxUmLVK\u002fA1QJBfloK72DJArCZ54lj8L0Df2qlC\u002fcAqQMTbviVk\u002fyVAZim4i423IUB2hyvp8tIbQIlVr8BPKhVADnr3O2PqDkDjeyECMWcFQBthuacRlvs\u002fGTBSYtUr8D+CyRpoWh\u002fhP2H8q3NkBtM\u002fX\u002fyrc2QG0z+KyRpoWh\u002fhPx8wUmLVK\u002fA\u002fJmG5pxGW+z\u002foeyECMWcFQBZ69ztj6g5AjlWvwE8qFUB2hyvp8tIbQGYpuIuNtyFAxtu+JWT\u002fJUDg2qlC\u002fcAqQLAmeeJY\u002fC9Aml+WgrvYMkAxUmLVK\u002fA1QCZroGl9RDlA3LeE7D++OUDnnkZY7mk2QESsegV+UjNAC+Ag9O53MEBKdHJIgrQrQC51hyvp8iZA0cKAkRKrIkBLurz0\u002fLkdQF6IQMxZERdA3e+MqTtcEUCQ4UMZRTUJQDoW\u002f+ocmQFAc\u002fuWkP3H9z8bMFJi1SvwP+aUX5aCu+g\u002f5JRfloK76D8eMFJi1SvwP3n7lpD9x\u002fc\u002fQRb\u002f6hyZAUCT4UMZRTUJQOLvjKk7XBFAZYhAzFkRF0BLurz0\u002fLkdQNLCgJESqyJAMnWHK+nyJkBMdHJIgrQrQA7gIPTudzBAUKx6BX5SM0DnnkZY7mk2QNy3hOw\u002fvjlA7SrbsON0OkD2EZ0ckiA3QFUf0ckhCTRAHFN3uJIuMUBqWh\u002fRySEtQFBbNLQwYChA8qgtGloYJEBHQwsDRkogQKJUmt3o6xlAH7zmuso2FEATevc7Y+oOQL6usg07TgdAPBb\u002f6hyZAUAhYbmnEZb7P3r7lpD9x\u002fc\u002fePuWkP3H9z8mYbmnEZb7P0AW\u002f+ocmQFAxK6yDTtOB0AYevc7Y+oOQCO85rrKNhRAqFSa3ejrGUBGQwsDRkogQPKoLRpaGCRAU1s0tDBgKEBtWh\u002fRySEtQB5Td7iSLjFAYR\u002fRySEJNED2EZ0ckiA3QO0q27DjdDpAV8SjtmhoO0Biq2UiFxQ4QMC4mc+m\u002fDRAhuw\u002fvhciMkA+jbDc0wgvQCWOxb86RypAyNu+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AyiEJ0t4EGECzIh61RUMTQBJ69ztj6g5AkOFDGUU1CUDleyECMWcFQBJJkPYmgANAEUmQ9iaAA0DoeyECMWcFQJThQxlFNQlAGHr3O2PqDkC2Ih61RUMTQM4hCdLeBBhAUbq89Py5HUAcdpwOUDEiQMjbviVk\u002fyVAJ47FvzpHKkBCjbDc0wgvQInsP74XIjJAzLiZz6b8NEBiq2UiFxQ4QFfEo7ZoaDtAHITe\u002fc6YPEAma6BpfUQ5QId41BYNLTZATax6BX5SM0BlBpM10LQwQLENO04HqCxAU1s0tDBgKECn9RGdHJIkQLHc0wjLPSFA4CD07nfGHEDLIQnS3gQYQCG85rrKNhRA4O+MqTtcEUAVevc7Y+oOQEJHZjBZAw1AP0dmMFkDDUAXevc7Y+oOQOLvjKk7XBFAI7zmuso2FEDOIQnS3gQYQOYg9O53xhxAtNzTCMs9IUCn9RGdHJIkQFNbNLQwYChAsg07TgeoLEBnBpM10LQwQE+segV+UjNAkXjUFg0tNkAma6BpfUQ5QByE3v3OmDxAPGqLhhYGPkBHUU3yxLE6QKhegZ9UmjdAbZInjsW\u002fNECF7D++FyIyQPLZlF+Wgi9AlCeOxb86K0DowWuuq2wnQPKoLRpaGCRAstzTCMs9IUBMurz0\u002fLkdQKRUmt3o6xlAY4hAzFkRF0CNVa\u002fATyoVQCO85rrKNhRAIrzmuso2FECOVa\u002fATyoVQGSIQMxZERdAplSa3ejrGUBQurz0\u002fLkdQLTc0wjLPSFA9qgtGloYJEDowWuuq2wnQJQnjsW\u002fOitA8tmUX5aCL0CH7D++FyIyQHCSJ47FvzRAs16Bn1SaN0BIUU3yxLE6QDxqi4YWBj5At3aqUD+wP0DAXWy87Vs8QB9roGl9RDlA5p5GWO5pNkD\u002f+F6IQMwzQHJ56flzazFAiEDMWRGPLkDc2qlC\u002fcAqQOXBa66rbCdApfURnRySJEAadpwOUDEiQEVDCwNGSiBASbq89Py5HUB0hyvp8tIbQAruYuNt3xpACe5i423fGkB0hyvp8tIbQEu6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKf1EZ0ckiRA6cFrrqtsJ0Dc2qlC\u002fcAqQIhAzFkRjy5Acnnp+XNrMUAA+V6IQMwzQOieRljuaTZALGugaX1EOUDBXWy87Vs8QLd2qlA\u002fsD9AxtQdrqTLQECVkP3H90I+QPSdMXWHKztAvNHXY\u002fhQOEDVK\u002fCTSrM1QEesegV+UjNAGlN3uJIuMUCHQMxZEY8uQJInjsW\u002fOitAUFs0tDBgKEDG274lZP8lQPGoLRpaGCRA0cKAkRKrIkBmKbiLjbchQLHc0wjLPSFAsNzTCMs9IUBmKbiLjbchQNHCgJESqyJA86gtGloYJEDI274lZP8lQFJbNLQwYChAlSeOxb86K0CHQMxZEY8uQBpTd7iSLjFASKx6BX5SM0DWK\u002fCTSrM1QL\u002fR12P4UDhAAp4xdYcrO0CXkP3H90I+QMbUHa6ky0BAXIGfVJrdQUDhdICKcTNAQCH3NMJyTz1A6SrbsON0OkAEhfPgNdc3QHUFflJpdjVASax6BX5SM0Bzeen5c2sxQPDZlF+Wgi9AsA07TgeoLEAljsW\u002fOkcqQFBbNLQwYChAMXWHK+nyJkDG274lZP8lQBGP2qKhhSVAEI\u002faoqGFJUDG274lZP8lQDB1hyvp8iZAUls0tDBgKEAnjsW\u002fOkcqQLENO04HqCxA89mUX5aCL0Bzeen5c2sxQEmsegV+UjNAdgV+Uml2NUAEhfPgNdc3QOwq27DjdDpAMPc0wnJPPUDidICKcTNAQFyBn1Sa3UFAJkHamwAOQ0CqNLvR12NBQLB2qlA\u002fsD9AeKpQP7DVPECWBGlvAjg6QAWF8+A11zdA1ivwk0qzNUAC+V6IQMwzQIbsP74XIjJAZgaTNdC0MEBBjbDc0wgvQGtaH9HJIS1ATHRySIK0K0Dg2qlC\u002fcAqQCuOxb86RypAKY7FvzpHKkDg2qlC\u002fcAqQEt0ckiCtCtAblof0ckhLUBCjbDc0wgvQGcGkzXQtDBAiOw\u002fvhciMkAC+V6IQMwzQNcr8JNKszVABYXz4DXXN0CWBGlvAjg6QH2qUD+w1TxAwnaqUD+wP0CsNLvR12NBQCZB2psADkNAGhTOg9dcRECcB6+5rrJCQEoOSZD2JkFAXlA4D15zP0B+qlA\u002fsNU8QOwq27DjdDpAvtHXY\u002fhQOEDpnkZY7mk2QG6SJ47FvzRATax6BX5SM0CI7D++FyIyQB1Td7iSLjFADuAg9O53MECvJnniWPwvQPrZlF+Wgi9A+dmUX5aCL0CuJnniWPwvQAzgIPTudzBAH1N3uJIuMUCK7D++FyIyQE6segV+UjNAb5InjsW\u002fNEDpnkZY7mk2QL7R12P4UDhA7CrbsON0OkB9qlA\u002fsNU8QGRQOA9ecz9AVA5JkPYmQUCfB6+5rrJCQBoUzoPXXERAPvp6DB\u002fKRUDA7VtC9h9EQG309Rg+lEJAUg5JkPYmQUDGdqpQP7A\u002fQDD3NMJyTz1AAp4xdYcrO0Ata6BpfUQ5QLJegZ9UmjdAkHjUFg0tNkDMuJnPpvw0QGAf0ckhCTRAUax6BX5SM0CaX5aCu9gyQEA5JEHamzJAPzkkQdqbMkCaX5aCu9gyQE+segV+UjNAYR\u002fRySEJNEDMuJnPpvw0QJJ41BYNLTZAtF6Bn1SaN0Ata6BpfUQ5QAOeMXWHKztAMPc0wnJPPUDDdqpQP7A\u002fQFYOSZD2JkFAePT1GD6UQkDE7VtC9h9EQD76egwfykVAhPPgNddVR0AH58FrrqtFQLLtW0L2H0RAmAevua6yQkCtNLvR12NBQOB0gIpxM0BAlpD9x\u002fdCPkDBXWy87Vs8QERRTfLEsTpAJWugaX1EOUBfq2UiFxQ4QPYRnRySIDdA5p5GWO5pNkAwUmLVK\u002fA1QNYr8JNKszVA1Cvwk0qzNUAvUmLVK\u002fA1QOSeRljuaTZA+BGdHJIgN0Bhq2UiFxQ4QCRroGl9RDlASFFN8sSxOkDBXWy87Vs8QJeQ\u002fcf3Qj5A4nSAinEzQECqNLvR12NBQJ0Hr7muskJAwO1bQvYfREAM58FrrqtFQITz4DXXVUdAAAAAAAAASUCD8+A111VHQC76egwfykVAExTOg9dcREApQdqbAA5DQFyBn1Sa3UFAxtQdrqTLQEC3dqpQP7A\u002fQDxqi4YWBj5AHITe\u002fc6YPEBWxKO2aGg7QOwq27DjdDpA3beE7D++OUAma6BpfUQ5QMtELiicBzlAykQuKJwHOUAka6BpfUQ5QNq3hOw\u002fvjlA7irbsON0OkBYxKO2aGg7QBqE3v3OmDxAPWqLhhYGPkC3dqpQP7A\u002fQMbUHa6ky0BAXYGfVJrdQUAlQdqbAA5DQBkUzoPXXERAPPp6DB\u002fKRUCJ8+A111VHQAAAAAAAAElA","shape":"30, 30"},"type":"heatmap","xaxis":"x2","yaxis":"y2"},{"contours":{"coloring":"none","end":50,"showlabels":false,"size":10,"start":0},"line":{"color":"black"},"showlegend":false,"showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"AAAAAAAASUCE8+A111VHQC76egwfykVAEhTOg9dcREAqQdqbAA5DQFuBn1Sa3UFAx9QdrqTLQEC1dqpQP7A\u002fQDxqi4YWBj5AGoTe\u002fc6YPEBWxKO2aGg7QOoq27DjdDpA3LeE7D++OUAma6BpfUQ5QMpELiicBzlAykQuKJwHOUAka6BpfUQ5QNm3hOw\u002fvjlA7yrbsON0OkBWxKO2aGg7QByE3v3OmDxAPGqLhhYGPkC1dqpQP7A\u002fQMjUHa6ky0BAXIGfVJrdQUAnQdqbAA5DQBsUzoPXXERAOvp6DB\u002fKRUCI8+A111VHQAAAAAAAAElAg\u002fPgNddVR0AG58FrrqtFQLLtW0L2H0RAmAevua6yQkCtNLvR12NBQOB0gIpxM0BAkpD9x\u002fdCPkDAXWy87Vs8QEZRTfLEsTpAJmugaX1EOUBgq2UiFxQ4QPYRnRySIDdA555GWO5pNkAvUmLVK\u002fA1QNUr8JNKszVA1Cvwk0qzNUAuUmLVK\u002fA1QOWeRljuaTZA9hGdHJIgN0Biq2UiFxQ4QCRroGl9RDlARVFN8sSxOkDAXWy87Vs8QJSQ\u002fcf3Qj5A4HSAinEzQECqNLvR12NBQJ0Hr7muskJAwe1bQvYfREAK58FrrqtFQIPz4DXXVUdAMfp6DB\u002fKRUC27VtC9h9EQGT09Rg+lEJASA5JkPYmQUC2dqpQP7A\u002fQCD3NMJyTz1A9J0xdYcrO0Aga6BpfUQ5QKVegZ9UmjdAhXjUFg0tNkDAuJnPpvw0QFYf0ckhCTRARqx6BX5SM0CRX5aCu9gyQDY5JEHamzJANTkkQdqbMkCQX5aCu9gyQEWsegV+UjNAWB\u002fRySEJNEDCuJnPpvw0QIV41BYNLTZApl6Bn1SaN0Aga6BpfUQ5QPWdMXWHKztAIPc0wnJPPUCwdqpQP7A\u002fQEwOSZD2JkFAbvT1GD6UQkC67VtC9h9EQDH6egwfykVAFxTOg9dcRECaB6+5rrJCQEkOSZD2JkFAXVA4D15zP0B9qlA\u002fsNU8QOgq27DjdDpAu9HXY\u002fhQOEDnnkZY7mk2QGySJ47FvzRASqx6BX5SM0CH7D++FyIyQBtTd7iSLjFADOAg9O53MECqJnniWPwvQPfZlF+Wgi9A9dmUX5aCL0CqJnniWPwvQArgIPTudzBAHVN3uJIuMUCH7D++FyIyQEysegV+UjNAbpInjsW\u002fNEDnnkZY7mk2QLzR12P4UDhA6CrbsON0OkB4qlA\u002fsNU8QGJQOA9ecz9AUg5JkPYmQUCeB6+5rrJCQBcUzoPXXERAJEHamwAOQ0CoNLvR12NBQK52qlA\u002fsD9AdqpQP7DVPECUBGlvAjg6QASF8+A11zdA1Cvwk0qzNUD\u002f+F6IQMwzQITsP74XIjJAZAaTNdC0MEA+jbDc0wgvQGlaH9HJIS1ASXRySIK0K0De2qlC\u002fcAqQCqOxb86RypAJ47FvzpHKkDe2qlC\u002fcAqQEh0ckiCtCtAa1of0ckhLUBAjbDc0wgvQGUGkzXQtDBAh+w\u002fvhciMkD\u002f+F6IQMwzQNUr8JNKszVAA4Xz4DXXN0CSBGlvAjg6QHuqUD+w1TxAwHaqUD+wP0CqNLvR12NBQCRB2psADkNAXoGfVJrdQUDidICKcTNAQCH3NMJyTz1A6irbsON0OkAEhfPgNdc3QHYFflJpdjVASax6BX5SM0Byeen5c2sxQO\u002fZlF+Wgi9ArQ07TgeoLEAkjsW\u002fOkcqQE5bNLQwYChAL3WHK+nyJkDD274lZP8lQA6P2qKhhSVADI\u002faoqGFJUDC274lZP8lQC51hyvp8iZAUFs0tDBgKEAljsW\u002fOkcqQLENO04HqCxA8tmUX5aCL0Byeen5c2sxQEmsegV+UjNAdgV+Uml2NUAFhfPgNdc3QO4q27DjdDpAMPc0wnJPPUDkdICKcTNAQF6Bn1Sa3UFAxtQdrqTLQECVkP3H90I+QPSdMXWHKztAvNHXY\u002fhQOEDVK\u002fCTSrM1QEesegV+UjNAGlN3uJIuMUCHQMxZEY8uQJEnjsW\u002fOitAUFs0tDBgKEDG274lZP8lQPCoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLDc0wjLPSFAr9zTCMs9IUBlKbiLjbchQNDCgJESqyJA8agtGloYJEDI274lZP8lQFNbNLQwYChAlCeOxb86K0CHQMxZEY8uQBpTd7iSLjFAR6x6BX5SM0DWK\u002fCTSrM1QL\u002fR12P4UDhAA54xdYcrO0CXkP3H90I+QMbUHa6ky0BAt3aqUD+wP0C\u002fXWy87Vs8QB9roGl9RDlA5p5GWO5pNkD\u002f+F6IQMwzQHJ56flzazFAiEDMWRGPLkDc2qlC\u002fcAqQObBa66rbCdApfURnRySJEAadpwOUDEiQEVDCwNGSiBASbq89Py5HUB0hyvp8tIbQAvuYuNt3xpACe5i423fGkB0hyvp8tIbQEq6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0Dc2qlC\u002fcAqQIhAzFkRjy5Acnnp+XNrMUAB+V6IQMwzQOmeRljuaTZALGugaX1EOUDAXWy87Vs8QLd2qlA\u002fsD9APGqLhhYGPkBGUU3yxLE6QKZegZ9UmjdAbJInjsW\u002fNECE7D++FyIyQPDZlF+Wgi9AkyeOxb86K0DmwWuuq2wnQPCoLRpaGCRAr9zTCMs9IUBIurz0\u002fLkdQJ5Umt3o6xlAXYhAzFkRF0CIVa\u002fATyoVQB685rrKNhRAHbzmuso2FECJVa\u002fATyoVQF+IQMxZERdAoVSa3ejrGUBLurz0\u002fLkdQLLc0wjLPSFA9KgtGloYJEDmwWuuq2wnQJInjsW\u002fOitA79mUX5aCL0CG7D++FyIyQG6SJ47FvzRAsV6Bn1SaN0BGUU3yxLE6QDxqi4YWBj5AHITe\u002fc6YPEAma6BpfUQ5QIV41BYNLTZATKx6BX5SM0BkBpM10LQwQK4NO04HqCxAUVs0tDBgKECm9RGdHJIkQK\u002fc0wjLPSFA3CD07nfGHEDGIQnS3gQYQBy85rrKNhRA3O+MqTtcEUAMevc7Y+oOQDlHZjBZAw1AN0dmMFkDDUAOevc7Y+oOQN3vjKk7XBFAH7zmuso2FEDJIQnS3gQYQOEg9O53xhxAstzTCMs9IUCm9RGdHJIkQFFbNLQwYChAsA07TgeoLEBmBpM10LQwQE6segV+UjNAkXjUFg0tNkAma6BpfUQ5QByE3v3OmDxAVsSjtmhoO0Bgq2UiFxQ4QMC4mc+m\u002fDRAhew\u002fvhciMkA9jbDc0wgvQCOOxb86RypAxtu+JWT\u002fJUAadpwOUDEiQEi6vPT8uR1AxiEJ0t4EGECxIh61RUMTQA169ztj6g5AjOFDGUU1CUDheyECMWcFQA1JkPYmgANADEmQ9iaAA0DjeyECMWcFQI\u002fhQxlFNQlAE3r3O2PqDkC0Ih61RUMTQMwhCdLeBBhATrq89Py5HUAadpwOUDEiQMbbviVk\u002fyVAJo7FvzpHKkBAjbDc0wgvQIjsP74XIjJAyriZz6b8NEBgq2UiFxQ4QFbEo7ZoaDtA7CrbsON0OkD1EZ0ckiA3QFMf0ckhCTRAGlN3uJIuMUBpWh\u002fRySEtQE5bNLQwYChA76gtGloYJEBFQwsDRkogQJ5Umt3o6xlAHLzmuso2FEANevc7Y+oOQLiusg07TgdANhb\u002f6hyZAUAWYbmnEZb7P2\u002f7lpD9x\u002fc\u002fbvuWkP3H9z8bYbmnEZb7PzoW\u002f+ocmQFAvq6yDTtOB0ARevc7Y+oOQCC85rrKNhRApFSa3ejrGUBFQwsDRkogQPCoLRpaGCRAUFs0tDBgKEBsWh\u002fRySEtQB1Td7iSLjFAXx\u002fRySEJNED1EZ0ckiA3QOwq27DjdDpA3LeE7D++OUDmnkZY7mk2QEWsegV+UjNAC+Ag9O53MEBJdHJIgrQrQC51hyvp8iZA0MKAkRKrIkBKurz0\u002fLkdQF6IQMxZERdA3O+MqTtcEUCM4UMZRTUJQDcW\u002f+ocmQFAbPuWkP3H9z8UMFJi1SvwP9eUX5aCu+g\u002f1pRfloK76D8XMFJi1SvwP3L7lpD9x\u002fc\u002fPRb\u002f6hyZAUCR4UMZRTUJQODvjKk7XBFAZIhAzFkRF0BKurz0\u002fLkdQNHCgJESqyJAMXWHK+nyJkBLdHJIgrQrQA7gIPTudzBAUKx6BX5SM0DmnkZY7mk2QNy3hOw\u002fvjlAJmugaX1EOUAwUmLVK\u002fA1QJBfloK72DJAqyZ54lj8L0De2qlC\u002fcAqQMTbviVk\u002fyVAZim4i423IUB0hyvp8tIbQIhVr8BPKhVADHr3O2PqDkDheyECMWcFQBZhuacRlvs\u002fFDBSYtUr8D96yRpoWh\u002fhP1H8q3NkBtM\u002fUPyrc2QG0z+CyRpoWh\u002fhPxswUmLVK\u002fA\u002fI2G5pxGW+z\u002fmeyECMWcFQBR69ztj6g5AjVWvwE8qFUB0hyvp8tIbQGYpuIuNtyFAxtu+JWT\u002fJUDg2qlC\u002fcAqQLAmeeJY\u002fC9Aml+WgrvYMkAwUmLVK\u002fA1QCZroGl9RDlAy0QuKJwHOUDWK\u002fCTSrM1QDY5JEHamzJA9tmUX5aCL0ApjsW\u002fOkcqQA6P2qKhhSVAsdzTCMs9IUAJ7mLjbd8aQB685rrKNhRAOEdmMFkDDUAMSZD2JoADQG77lpD9x\u002fc\u002f2JRfloK76D9S\u002fKtzZAbTP3YtE7mgcK4\u002fbS0TuaBwrj9h\u002fKtzZAbTP+WUX5aCu+g\u002fefuWkP3H9z8RSZD2JoADQEBHZjBZAw1AIrzmuso2FEAK7mLjbd8aQLHc0wjLPSFAEo\u002faoqGFJUArjsW\u002fOkcqQPvZlF+Wgi9APzkkQdqbMkDWK\u002fCTSrM1QMtELiicBzlAy0QuKJwHOUDWK\u002fCTSrM1QDY5JEHamzJA9dmUX5aCL0ApjsW\u002fOkcqQA6P2qKhhSVAsNzTCMs9IUAJ7mLjbd8aQB285rrKNhRAN0dmMFkDDUAMSZD2JoADQG77lpD9x\u002fc\u002f1pRfloK76D9Q\u002fKtzZAbTP3AtE7mgcK4\u002fYy0TuaBwrj9g\u002fKtzZAbTP+SUX5aCu+g\u002fePuWkP3H9z8QSZD2JoADQEBHZjBZAw1AI7zmuso2FEAK7mLjbd8aQLDc0wjLPSFAEY\u002faoqGFJUArjsW\u002fOkcqQPrZlF+Wgi9APzkkQdqbMkDWK\u002fCTSrM1QMtELiicBzlAJmugaX1EOUAxUmLVK\u002fA1QJBfloK72DJArCZ54lj8L0Df2qlC\u002fcAqQMTbviVk\u002fyVAZim4i423IUB2hyvp8tIbQIlVr8BPKhVADnr3O2PqDkDjeyECMWcFQBthuacRlvs\u002fGTBSYtUr8D+CyRpoWh\u002fhP2H8q3NkBtM\u002fX\u002fyrc2QG0z+KyRpoWh\u002fhPx8wUmLVK\u002fA\u002fJmG5pxGW+z\u002foeyECMWcFQBZ69ztj6g5AjlWvwE8qFUB2hyvp8tIbQGYpuIuNtyFAxtu+JWT\u002fJUDg2qlC\u002fcAqQLAmeeJY\u002fC9Aml+WgrvYMkAxUmLVK\u002fA1QCZroGl9RDlA3LeE7D++OUDnnkZY7mk2QESsegV+UjNAC+Ag9O53MEBKdHJIgrQrQC51hyvp8iZA0cKAkRKrIkBLurz0\u002fLkdQF6IQMxZERdA3e+MqTtcEUCQ4UMZRTUJQDoW\u002f+ocmQFAc\u002fuWkP3H9z8bMFJi1SvwP+aUX5aCu+g\u002f5JRfloK76D8eMFJi1SvwP3n7lpD9x\u002fc\u002fQRb\u002f6hyZAUCT4UMZRTUJQOLvjKk7XBFAZYhAzFkRF0BLurz0\u002fLkdQNLCgJESqyJAMnWHK+nyJkBMdHJIgrQrQA7gIPTudzBAUKx6BX5SM0DnnkZY7mk2QNy3hOw\u002fvjlA7SrbsON0OkD2EZ0ckiA3QFUf0ckhCTRAHFN3uJIuMUBqWh\u002fRySEtQFBbNLQwYChA8qgtGloYJEBHQwsDRkogQKJUmt3o6xlAH7zmuso2FEATevc7Y+oOQL6usg07TgdAPBb\u002f6hyZAUAhYbmnEZb7P3r7lpD9x\u002fc\u002fePuWkP3H9z8mYbmnEZb7P0AW\u002f+ocmQFAxK6yDTtOB0AYevc7Y+oOQCO85rrKNhRAqFSa3ejrGUBGQwsDRkogQPKoLRpaGCRAU1s0tDBgKEBtWh\u002fRySEtQB5Td7iSLjFAYR\u002fRySEJNED2EZ0ckiA3QO0q27DjdDpAV8SjtmhoO0Biq2UiFxQ4QMC4mc+m\u002fDRAhuw\u002fvhciMkA+jbDc0wgvQCWOxb86RypAyNu+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AyiEJ0t4EGECzIh61RUMTQBJ69ztj6g5AkOFDGUU1CUDleyECMWcFQBJJkPYmgANAEUmQ9iaAA0DoeyECMWcFQJThQxlFNQlAGHr3O2PqDkC2Ih61RUMTQM4hCdLeBBhAUbq89Py5HUAcdpwOUDEiQMjbviVk\u002fyVAJ47FvzpHKkBCjbDc0wgvQInsP74XIjJAzLiZz6b8NEBiq2UiFxQ4QFfEo7ZoaDtAHITe\u002fc6YPEAma6BpfUQ5QId41BYNLTZATax6BX5SM0BlBpM10LQwQLENO04HqCxAU1s0tDBgKECn9RGdHJIkQLHc0wjLPSFA4CD07nfGHEDLIQnS3gQYQCG85rrKNhRA4O+MqTtcEUAVevc7Y+oOQEJHZjBZAw1AP0dmMFkDDUAXevc7Y+oOQOLvjKk7XBFAI7zmuso2FEDOIQnS3gQYQOYg9O53xhxAtNzTCMs9IUCn9RGdHJIkQFNbNLQwYChAsg07TgeoLEBnBpM10LQwQE+segV+UjNAkXjUFg0tNkAma6BpfUQ5QByE3v3OmDxAPGqLhhYGPkBHUU3yxLE6QKhegZ9UmjdAbZInjsW\u002fNECF7D++FyIyQPLZlF+Wgi9AlCeOxb86K0DowWuuq2wnQPKoLRpaGCRAstzTCMs9IUBMurz0\u002fLkdQKRUmt3o6xlAY4hAzFkRF0CNVa\u002fATyoVQCO85rrKNhRAIrzmuso2FECOVa\u002fATyoVQGSIQMxZERdAplSa3ejrGUBQurz0\u002fLkdQLTc0wjLPSFA9qgtGloYJEDowWuuq2wnQJQnjsW\u002fOitA8tmUX5aCL0CH7D++FyIyQHCSJ47FvzRAs16Bn1SaN0BIUU3yxLE6QDxqi4YWBj5At3aqUD+wP0DAXWy87Vs8QB9roGl9RDlA5p5GWO5pNkD\u002f+F6IQMwzQHJ56flzazFAiEDMWRGPLkDc2qlC\u002fcAqQOXBa66rbCdApfURnRySJEAadpwOUDEiQEVDCwNGSiBASbq89Py5HUB0hyvp8tIbQAruYuNt3xpACe5i423fGkB0hyvp8tIbQEu6vPT8uR1AR0MLA0ZKIEAcdpwOUDEiQKf1EZ0ckiRA6cFrrqtsJ0Dc2qlC\u002fcAqQIhAzFkRjy5Acnnp+XNrMUAA+V6IQMwzQOieRljuaTZALGugaX1EOUDBXWy87Vs8QLd2qlA\u002fsD9AxtQdrqTLQECVkP3H90I+QPSdMXWHKztAvNHXY\u002fhQOEDVK\u002fCTSrM1QEesegV+UjNAGlN3uJIuMUCHQMxZEY8uQJInjsW\u002fOitAUFs0tDBgKEDG274lZP8lQPGoLRpaGCRA0cKAkRKrIkBmKbiLjbchQLHc0wjLPSFAsNzTCMs9IUBmKbiLjbchQNHCgJESqyJA86gtGloYJEDI274lZP8lQFJbNLQwYChAlSeOxb86K0CHQMxZEY8uQBpTd7iSLjFASKx6BX5SM0DWK\u002fCTSrM1QL\u002fR12P4UDhAAp4xdYcrO0CXkP3H90I+QMbUHa6ky0BAXIGfVJrdQUDhdICKcTNAQCH3NMJyTz1A6SrbsON0OkAEhfPgNdc3QHUFflJpdjVASax6BX5SM0Bzeen5c2sxQPDZlF+Wgi9AsA07TgeoLEAljsW\u002fOkcqQFBbNLQwYChAMXWHK+nyJkDG274lZP8lQBGP2qKhhSVAEI\u002faoqGFJUDG274lZP8lQDB1hyvp8iZAUls0tDBgKEAnjsW\u002fOkcqQLENO04HqCxA89mUX5aCL0Bzeen5c2sxQEmsegV+UjNAdgV+Uml2NUAEhfPgNdc3QOwq27DjdDpAMPc0wnJPPUDidICKcTNAQFyBn1Sa3UFAJkHamwAOQ0CqNLvR12NBQLB2qlA\u002fsD9AeKpQP7DVPECWBGlvAjg6QAWF8+A11zdA1ivwk0qzNUAC+V6IQMwzQIbsP74XIjJAZgaTNdC0MEBBjbDc0wgvQGtaH9HJIS1ATHRySIK0K0Dg2qlC\u002fcAqQCuOxb86RypAKY7FvzpHKkDg2qlC\u002fcAqQEt0ckiCtCtAblof0ckhLUBCjbDc0wgvQGcGkzXQtDBAiOw\u002fvhciMkAC+V6IQMwzQNcr8JNKszVABYXz4DXXN0CWBGlvAjg6QH2qUD+w1TxAwnaqUD+wP0CsNLvR12NBQCZB2psADkNAGhTOg9dcRECcB6+5rrJCQEoOSZD2JkFAXlA4D15zP0B+qlA\u002fsNU8QOwq27DjdDpAvtHXY\u002fhQOEDpnkZY7mk2QG6SJ47FvzRATax6BX5SM0CI7D++FyIyQB1Td7iSLjFADuAg9O53MECvJnniWPwvQPrZlF+Wgi9A+dmUX5aCL0CuJnniWPwvQAzgIPTudzBAH1N3uJIuMUCK7D++FyIyQE6segV+UjNAb5InjsW\u002fNEDpnkZY7mk2QL7R12P4UDhA7CrbsON0OkB9qlA\u002fsNU8QGRQOA9ecz9AVA5JkPYmQUCfB6+5rrJCQBoUzoPXXERAPvp6DB\u002fKRUDA7VtC9h9EQG309Rg+lEJAUg5JkPYmQUDGdqpQP7A\u002fQDD3NMJyTz1AAp4xdYcrO0Ata6BpfUQ5QLJegZ9UmjdAkHjUFg0tNkDMuJnPpvw0QGAf0ckhCTRAUax6BX5SM0CaX5aCu9gyQEA5JEHamzJAPzkkQdqbMkCaX5aCu9gyQE+segV+UjNAYR\u002fRySEJNEDMuJnPpvw0QJJ41BYNLTZAtF6Bn1SaN0Ata6BpfUQ5QAOeMXWHKztAMPc0wnJPPUDDdqpQP7A\u002fQFYOSZD2JkFAePT1GD6UQkDE7VtC9h9EQD76egwfykVAhPPgNddVR0AH58FrrqtFQLLtW0L2H0RAmAevua6yQkCtNLvR12NBQOB0gIpxM0BAlpD9x\u002fdCPkDBXWy87Vs8QERRTfLEsTpAJWugaX1EOUBfq2UiFxQ4QPYRnRySIDdA5p5GWO5pNkAwUmLVK\u002fA1QNYr8JNKszVA1Cvwk0qzNUAvUmLVK\u002fA1QOSeRljuaTZA+BGdHJIgN0Bhq2UiFxQ4QCRroGl9RDlASFFN8sSxOkDBXWy87Vs8QJeQ\u002fcf3Qj5A4nSAinEzQECqNLvR12NBQJ0Hr7muskJAwO1bQvYfREAM58FrrqtFQITz4DXXVUdAAAAAAAAASUCD8+A111VHQC76egwfykVAExTOg9dcREApQdqbAA5DQFyBn1Sa3UFAxtQdrqTLQEC3dqpQP7A\u002fQDxqi4YWBj5AHITe\u002fc6YPEBWxKO2aGg7QOwq27DjdDpA3beE7D++OUAma6BpfUQ5QMtELiicBzlAykQuKJwHOUAka6BpfUQ5QNq3hOw\u002fvjlA7irbsON0OkBYxKO2aGg7QBqE3v3OmDxAPWqLhhYGPkC3dqpQP7A\u002fQMbUHa6ky0BAXYGfVJrdQUAlQdqbAA5DQBkUzoPXXERAPPp6DB\u002fKRUCJ8+A111VHQAAAAAAAAElA","shape":"30, 30"},"type":"contour","xaxis":"x2","yaxis":"y2"},{"legendgroup":"samples","marker":{"color":"white","line":{"color":"black","width":0.5},"size":5},"mode":"markers","name":"Sampled data","showlegend":false,"x":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEA="},"y":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEA="},"type":"scatter","xaxis":"x2","yaxis":"y2"},{"coloraxis":"coloraxis","name":"InterpN B-Spline","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"CgAAAAAASUCI8+A111VHQED6egwfykVAGBTOg9dcREAiQdqbAA5DQGKBn1Sa3UFAyNQdrqTLQEC9dqpQP7A\u002fQDxqi4YWBj5AJITe\u002fc6YPEBexKO2aGg7QPIq27DjdDpA3reE7D++OUAra6BpfUQ5QM5ELiicBzlA0EQuKJwHOUAsa6BpfUQ5QOS3hOw\u002fvjlA9CrbsON0OkBcxKO2aGg7QCKE3v3OmDxAQ2qLhhYGPkC9dqpQP7A\u002fQMjUHa6ky0BAZYGfVJrdQUApQdqbAA5DQCIUzoPXXERAOvp6DB\u002fKRUCO8+A111VHQA4AAAAAAElAhvPgNddVR0AD58FrrqtFQLztW0L2H0RAlgevua6yQkCkNLvR12NBQOJ0gIpxM0BAlJD9x\u002fdCPkDCXWy87Vs8QEFRTfLEsTpAJmugaX1EOUBkq2UiFxQ4QPgRnRySIDdA5p5GWO5pNkAyUmLVK\u002fA1QNYr8JNKszVA1yvwk0qzNUAzUmLVK\u002fA1QOmeRljuaTZA+BGdHJIgN0Bjq2UiFxQ4QChroGl9RDlARVFN8sSxOkC\u002fXWy87Vs8QJSQ\u002fcf3Qj5A5XSAinEzQECqNLvR12NBQKAHr7muskJAuO1bQvYfREAJ58FrrqtFQIjz4DXXVUdAOvp6DB\u002fKRUC57VtC9h9EQG709Rg+lEJASw5JkPYmQUCudqpQP7A\u002fQCr3NMJyTz1A+p0xdYcrO0Aka6BpfUQ5QKZegZ9UmjdAjHjUFg0tNkDHuJnPpvw0QFwf0ckhCTRASKx6BX5SM0CWX5aCu9gyQDs5JEHamzJAOzkkQdqbMkCWX5aCu9gyQEysegV+UjNAXB\u002fRySEJNEDHuJnPpvw0QIx41BYNLTZAql6Bn1SaN0Aka6BpfUQ5QPydMXWHKztAMPc0wnJPPUC4dqpQP7A\u002fQFMOSZD2JkFAbfT1GD6UQkC+7VtC9h9EQD36egwfykVAGhTOg9dcRECYB6+5rrJCQE4OSZD2JkFAWFA4D15zP0BvqlA\u002fsNU8QOsq27DjdDpAutHXY\u002fhQOEDlnkZY7mk2QGmSJ47FvzRATKx6BX5SM0CG7D++FyIyQBxTd7iSLjFAC+Ag9O53MECsJnniWPwvQPXZlF+Wgi9A9tmUX5aCL0CtJnniWPwvQA3gIPTudzBAHFN3uJIuMUCF7D++FyIyQEysegV+UjNAbJInjsW\u002fNEDmnkZY7mk2QLzR12P4UDhA7yrbsON0OkB2qlA\u002fsNU8QGRQOA9ecz9ATg5JkPYmQUCdB6+5rrJCQB0UzoPXXERAJkHamwAOQ0CmNLvR12NBQLR2qlA\u002fsD9AcKpQP7DVPECKBGlvAjg6QAOF8+A11zdA0yvwk0qzNUAA+V6IQMwzQILsP74XIjJAZAaTNdC0MEA\u002fjbDc0wgvQGpaH9HJIS1AR3RySIK0K0Df2qlC\u002fcAqQCeOxb86RypAKI7FvzpHKkDf2qlC\u002fcAqQEt0ckiCtCtAa1of0ckhLUA+jbDc0wgvQGYGkzXQtDBAhOw\u002fvhciMkD\u002f+F6IQMwzQNUr8JNKszVACYXz4DXXN0CQBGlvAjg6QHyqUD+w1TxAuHaqUD+wP0CqNLvR12NBQChB2psADkNAYYGfVJrdQUDidICKcTNAQCr3NMJyTz1A6SrbsON0OkABhfPgNdc3QHoFflJpdjVASKx6BX5SM0B0een5c2sxQO\u002fZlF+Wgi9Asg07TgeoLEAojsW\u002fOkcqQFJbNLQwYChAMXWHK+nyJkDH274lZP8lQBGP2qKhhSVAEY\u002faoqGFJUDH274lZP8lQDR1hyvp8iZAU1s0tDBgKEAnjsW\u002fOkcqQLQNO04HqCxA89mUX5aCL0B0een5c2sxQEqsegV+UjNAfAV+Uml2NUAHhfPgNdc3QPMq27DjdDpALvc0wnJPPUDldICKcTNAQGOBn1Sa3UFAyNQdrqTLQECQkP3H90I+QPmdMXWHKztAuNHXY\u002fhQOEDSK\u002fCTSrM1QEmsegV+UjNAF1N3uJIuMUCGQMxZEY8uQI8njsW\u002fOitAUFs0tDBgKEDG274lZP8lQPGoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLDc0wjLPSFAsNzTCMs9IUBlKbiLjbchQNLCgJESqyJA8qgtGloYJEDG274lZP8lQFJbNLQwYChAkieOxb86K0CHQMxZEY8uQBpTd7iSLjFATKx6BX5SM0DWK\u002fCTSrM1QMDR12P4UDhA\u002fp0xdYcrO0CXkP3H90I+QMnUHa6ky0BAvHaqUD+wP0C\u002fXWy87Vs8QCRroGl9RDlA5Z5GWO5pNkD++F6IQMwzQHR56flzazFAh0DMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAcdpwOUDEiQEdDCwNGSiBAS7q89Py5HUB2hyvp8tIbQAruYuNt3xpAC+5i423fGkB2hyvp8tIbQE66vPT8uR1ASEMLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0De2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAA+V6IQMwzQOqeRljuaTZAKmugaX1EOUDDXWy87Vs8QL12qlA\u002fsD9AQGqLhhYGPkBEUU3yxLE6QKlegZ9UmjdAapInjsW\u002fNECD7D++FyIyQPLZlF+Wgi9AkCeOxb86K0DmwWuuq2wnQO+oLRpaGCRArtzTCMs9IUBIurz0\u002fLkdQJ1Umt3o6xlAXIhAzFkRF0CHVa\u002fATyoVQB285rrKNhRAHbzmuso2FECHVa\u002fATyoVQF+IQMxZERdAoFSa3ejrGUBJurz0\u002fLkdQLDc0wjLPSFA8agtGloYJEDmwWuuq2wnQJMnjsW\u002fOitA9dmUX5aCL0CF7D++FyIyQG2SJ47FvzRArl6Bn1SaN0BFUU3yxLE6QEBqi4YWBj5AIYTe\u002fc6YPEAla6BpfUQ5QIl41BYNLTZAS6x6BX5SM0BkBpM10LQwQLINO04HqCxAUFs0tDBgKECl9RGdHJIkQK7c0wjLPSFA2yD07nfGHEDGIQnS3gQYQBu85rrKNhRA2++MqTtcEUAMevc7Y+oOQDZHZjBZAw1ANUdmMFkDDUAMevc7Y+oOQNzvjKk7XBFAHrzmuso2FEDGIQnS3gQYQN8g9O53xhxAsdzTCMs9IUCm9RGdHJIkQFFbNLQwYChAtA07TgeoLEBlBpM10LQwQE2segV+UjNAjXjUFg0tNkAka6BpfUQ5QB6E3v3OmDxAXsSjtmhoO0Biq2UiFxQ4QMa4mc+m\u002fDRAhuw\u002fvhciMkBAjbDc0wgvQCiOxb86RypAx9u+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AxyEJ0t4EGECyIh61RUMTQA969ztj6g5AjuFDGUU1CUDieyECMWcFQAxJkPYmgANADEmQ9iaAA0DieyECMWcFQJDhQxlFNQlAE3r3O2PqDkCzIh61RUMTQMshCdLeBBhATbq89Py5HUAbdpwOUDEiQMfbviVk\u002fyVAKo7FvzpHKkBAjbDc0wgvQIjsP74XIjJAyLiZz6b8NEBeq2UiFxQ4QFjEo7ZoaDtA9CrbsON0OkD4EZ0ckiA3QFwf0ckhCTRAHFN3uJIuMUBqWh\u002fRySEtQFRbNLQwYChA8qgtGloYJEBHQwsDRkogQJ9Umt3o6xlAHbzmuso2FEAQevc7Y+oOQLqusg07TgdAOBb\u002f6hyZAUAYYbmnEZb7P2\u002f7lpD9x\u002fc\u002fbvuWkP3H9z8bYbmnEZb7PzwW\u002f+ocmQFAv66yDTtOB0ARevc7Y+oOQCC85rrKNhRAolSa3ejrGUBGQwsDRkogQPKoLRpaGCRAVFs0tDBgKEBrWh\u002fRySEtQB1Td7iSLjFAXR\u002fRySEJNED0EZ0ckiA3QOwq27DjdDpA4reE7D++OUDonkZY7mk2QEusegV+UjNAC+Ag9O53MEBJdHJIgrQrQDJ1hyvp8iZA0cKAkRKrIkBNurz0\u002fLkdQF6IQMxZERdA3O+MqTtcEUCO4UMZRTUJQDcW\u002f+ocmQFAa\u002fuWkP3H9z8UMFJi1SvwP9SUX5aCu+g\u002f1pRfloK76D8YMFJi1SvwP3P7lpD9x\u002fc\u002fPBb\u002f6hyZAUCP4UMZRTUJQN\u002fvjKk7XBFAYohAzFkRF0BKurz0\u002fLkdQNHCgJESqyJAM3WHK+nyJkBKdHJIgrQrQAzgIPTudzBATKx6BX5SM0DjnkZY7mk2QNy3hOw\u002fvjlAK2ugaX1EOUAyUmLVK\u002fA1QJZfloK72DJArCZ54lj8L0Dd2qlC\u002fcAqQMjbviVk\u002fyVAZim4i423IUB3hyvp8tIbQIhVr8BPKhVADHr3O2PqDkDieyECMWcFQBlhuacRlvs\u002fFDBSYtUr8D96yRpoWh\u002fhP078q3NkBtM\u002fUvyrc2QG0z+CyRpoWh\u002fhPxwwUmLVK\u002fA\u002fImG5pxGW+z\u002fkeyECMWcFQBN69ztj6g5AjFWvwE8qFUB2hyvp8tIbQGcpuIuNtyFAydu+JWT\u002fJUDi2qlC\u002fcAqQLAmeeJY\u002fC9AmF+WgrvYMkAwUmLVK\u002fA1QClroGl9RDlAz0QuKJwHOUDVK\u002fCTSrM1QDk5JEHamzJA9NmUX5aCL0AnjsW\u002fOkcqQBGP2qKhhSVAsNzTCMs9IUAL7mLjbd8aQB285rrKNhRANkdmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1ZRfloK76D9P\u002fKtzZAbTP1QtE7mgcK4\u002faC0TuaBwrj9h\u002fKtzZAbTP+aUX5aCu+g\u002fePuWkP3H9z8QSZD2JoADQD5HZjBZAw1AIbzmuso2FEAM7mLjbd8aQLLc0wjLPSFAFI\u002faoqGFJUAsjsW\u002fOkcqQPzZlF+Wgi9APjkkQdqbMkDWK\u002fCTSrM1QM9ELiicBzlAz0QuKJwHOUDVK\u002fCTSrM1QDk5JEHamzJA9dmUX5aCL0AmjsW\u002fOkcqQBCP2qKhhSVAsNzTCMs9IUAM7mLjbd8aQB285rrKNhRANkdmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1pRfloK76D9P\u002fKtzZAbTP1wtE7mgcK4\u002fcC0TuaBwrj9i\u002fKtzZAbTP+aUX5aCu+g\u002fefuWkP3H9z8QSZD2JoADQD5HZjBZAw1AIrzmuso2FEAM7mLjbd8aQLLc0wjLPSFAFY\u002faoqGFJUAtjsW\u002fOkcqQPzZlF+Wgi9APzkkQdqbMkDXK\u002fCTSrM1QNBELiicBzlAKWugaX1EOUAwUmLVK\u002fA1QJRfloK72DJAqiZ54lj8L0Dc2qlC\u002fcAqQMbbviVk\u002fyVAZim4i423IUB3hyvp8tIbQIhVr8BPKhVADHr3O2PqDkDjeyECMWcFQBxhuacRlvs\u002fGDBSYtUr8D+ByRpoWh\u002fhP178q3NkBtM\u002fYPyrc2QG0z+LyRpoWh\u002fhPyAwUmLVK\u002fA\u002fJmG5pxGW+z\u002fmeyECMWcFQBV69ztj6g5AjlWvwE8qFUB3hyvp8tIbQGgpuIuNtyFAytu+JWT\u002fJUDi2qlC\u002fcAqQLImeeJY\u002fC9AmV+WgrvYMkAyUmLVK\u002fA1QCproGl9RDlA4LeE7D++OUDonkZY7mk2QEusegV+UjNADOAg9O53MEBJdHJIgrQrQDN1hyvp8iZA0sKAkRKrIkBPurz0\u002fLkdQGCIQMxZERdA3u+MqTtcEUCS4UMZRTUJQDwW\u002f+ocmQFAc\u002fuWkP3H9z8cMFJi1SvwP+OUX5aCu+g\u002f5ZRfloK76D8gMFJi1SvwP3v7lpD9x\u002fc\u002fQBb\u002f6hyZAUCU4UMZRTUJQOLvjKk7XBFAZYhAzFkRF0BPurz0\u002fLkdQNTCgJESqyJANnWHK+nyJkBNdHJIgrQrQA\u002fgIPTudzBATqx6BX5SM0DmnkZY7mk2QN+3hOw\u002fvjlA7yrbsON0OkD2EZ0ckiA3QFof0ckhCTRAG1N3uJIuMUBoWh\u002fRySEtQFJbNLQwYChA8qgtGloYJEBIQwsDRkogQKBUmt3o6xlAH7zmuso2FEATevc7Y+oOQL6usg07TgdAPRb\u002f6hyZAUAhYbmnEZb7P3j7lpD9x\u002fc\u002fePuWkP3H9z8kYbmnEZb7P0AW\u002f+ocmQFAwq6yDTtOB0AVevc7Y+oOQCK85rrKNhRAplSa3ejrGUBHQwsDRkogQPOoLRpaGCRAVls0tDBgKEBsWh\u002fRySEtQB5Td7iSLjFAXB\u002fRySEJNED0EZ0ckiA3QO4q27DjdDpAWcSjtmhoO0Bgq2UiFxQ4QMS4mc+m\u002fDRAhew\u002fvhciMkA9jbDc0wgvQCiOxb86RypAxtu+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AyCEJ0t4EGECzIh61RUMTQBJ69ztj6g5AkOFDGUU1CUDmeyECMWcFQBBJkPYmgANAEEmQ9iaAA0DneyECMWcFQJThQxlFNQlAFXr3O2PqDkC0Ih61RUMTQMwhCdLeBBhAULq89Py5HUAcdpwOUDEiQMjbviVk\u002fyVAKo7FvzpHKkBAjbDc0wgvQIjsP74XIjJAxriZz6b8NEBdq2UiFxQ4QFbEo7ZoaDtAIITe\u002fc6YPEAla6BpfUQ5QIl41BYNLTZASqx6BX5SM0BkBpM10LQwQLMNO04HqCxAUls0tDBgKECo9RGdHJIkQLDc0wjLPSFA4CD07nfGHEDLIQnS3gQYQCK85rrKNhRA4O+MqTtcEUAVevc7Y+oOQD5HZjBZAw1AP0dmMFkDDUAVevc7Y+oOQOLvjKk7XBFAIrzmuso2FEDMIQnS3gQYQOQg9O53xhxAtNzTCMs9IUCo9RGdHJIkQFRbNLQwYChAtg07TgeoLEBmBpM10LQwQE2segV+UjNAjHjUFg0tNkAka6BpfUQ5QB6E3v3OmDxAP2qLhhYGPkBDUU3yxLE6QKhegZ9UmjdAapInjsW\u002fNECE7D++FyIyQPPZlF+Wgi9AkieOxb86K0DpwWuuq2wnQPGoLRpaGCRAsdzTCMs9IUBOurz0\u002fLkdQKRUmt3o6xlAY4hAzFkRF0CNVa\u002fATyoVQCK85rrKNhRAI7zmuso2FECNVa\u002fATyoVQGWIQMxZERdApVSa3ejrGUBOurz0\u002fLkdQLPc0wjLPSFA9agtGloYJEDpwWuuq2wnQJQnjsW\u002fOitA9tmUX5aCL0CG7D++FyIyQG2SJ47FvzRArF6Bn1SaN0BDUU3yxLE6QD5qi4YWBj5AunaqUD+wP0C8XWy87Vs8QCFroGl9RDlA455GWO5pNkD9+F6IQMwzQHN56flzazFAh0DMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAcdpwOUDEiQEhDCwNGSiBATLq89Py5HUB2hyvp8tIbQAruYuNt3xpADe5i423fGkB2hyvp8tIbQE+6vPT8uR1ASEMLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6sFrrqtsJ0Dd2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAB+V6IQMwzQOmeRljuaTZAKGugaX1EOUC+XWy87Vs8QLp2qlA\u002fsD9AyNQdrqTLQECSkP3H90I+QPedMXWHKztAutHXY\u002fhQOEDTK\u002fCTSrM1QEmsegV+UjNAGVN3uJIuMUCJQMxZEY8uQJEnjsW\u002fOitAUVs0tDBgKEDH274lZP8lQPSoLRpaGCRA08KAkRKrIkBnKbiLjbchQLLc0wjLPSFAs9zTCMs9IUBoKbiLjbchQNXCgJESqyJA9KgtGloYJEDH274lZP8lQFVbNLQwYChAlieOxb86K0CKQMxZEY8uQBtTd7iSLjFATKx6BX5SM0DXK\u002fCTSrM1QMDR12P4UDhA\u002f50xdYcrO0CWkP3H90I+QMnUHa6ky0BAYIGfVJrdQUDhdICKcTNAQCj3NMJyTz1A6irbsON0OkAEhfPgNdc3QHoFflJpdjVASqx6BX5SM0B1een5c2sxQPTZlF+Wgi9AtA07TgeoLEAqjsW\u002fOkcqQFdbNLQwYChANXWHK+nyJkDK274lZP8lQBSP2qKhhSVAFo\u002faoqGFJUDL274lZP8lQDh1hyvp8iZAV1s0tDBgKEAqjsW\u002fOkcqQLgNO04HqCxA+NmUX5aCL0B2een5c2sxQE2segV+UjNAfgV+Uml2NUAJhfPgNdc3QPEq27DjdDpAMvc0wnJPPUDldICKcTNAQGOBn1Sa3UFAJkHamwAOQ0CmNLvR12NBQLR2qlA\u002fsD9AdqpQP7DVPECOBGlvAjg6QASF8+A11zdA1Svwk0qzNUAB+V6IQMwzQIXsP74XIjJAZQaTNdC0MEBBjbDc0wgvQG1aH9HJIS1ATHRySIK0K0Dh2qlC\u002fcAqQCuOxb86RypALo7FvzpHKkDi2qlC\u002fcAqQFF0ckiCtCtAblof0ckhLUBCjbDc0wgvQGgGkzXQtDBAh+w\u002fvhciMkAC+V6IQMwzQNcr8JNKszVACYXz4DXXN0CUBGlvAjg6QH6qUD+w1TxAwnaqUD+wP0CsNLvR12NBQCpB2psADkNAGxTOg9dcRECaB6+5rrJCQFAOSZD2JkFAXlA4D15zP0B3qlA\u002fsNU8QO0q27DjdDpAvdHXY\u002fhQOEDqnkZY7mk2QG2SJ47FvzRATKx6BX5SM0CJ7D++FyIyQB9Td7iSLjFADuAg9O53MECxJnniWPwvQPrZlF+Wgi9A\u002fdmUX5aCL0CyJnniWPwvQBHgIPTudzBAH1N3uJIuMUCJ7D++FyIyQFCsegV+UjNAcJInjsW\u002fNEDqnkZY7mk2QMLR12P4UDhA8yrbsON0OkB9qlA\u002fsNU8QGpQOA9ecz9AWA5JkPYmQUCiB6+5rrJCQCEUzoPXXERAOvp6DB\u002fKRUC47VtC9h9EQG\u002f09Rg+lEJATw5JkPYmQUCydqpQP7A\u002fQCj3NMJyTz1A+p0xdYcrO0Aoa6BpfUQ5QKxegZ9UmjdAjXjUFg0tNkDIuJnPpvw0QF4f0ckhCTRAT6x6BX5SM0CZX5aCu9gyQD05JEHamzJAQDkkQdqbMkCaX5aCu9gyQFOsegV+UjNAYB\u002fRySEJNEDJuJnPpvw0QJB41BYNLTZAsF6Bn1SaN0Aoa6BpfUQ5QP6dMXWHKztAMvc0wnJPPUC8dqpQP7A\u002fQFQOSZD2JkFAePT1GD6UQkDD7VtC9h9EQEP6egwfykVAhfPgNddVR0AD58FrrqtFQLvtW0L2H0RAmQevua6yQkCkNLvR12NBQN90gIpxM0BAlJD9x\u002fdCPkDAXWy87Vs8QENRTfLEsTpAI2ugaX1EOUBgq2UiFxQ4QPgRnRySIDdA5p5GWO5pNkAwUmLVK\u002fA1QNUr8JNKszVA2Cvwk0qzNUAxUmLVK\u002fA1QOqeRljuaTZA+RGdHJIgN0Bhq2UiFxQ4QClroGl9RDlARlFN8sSxOkDBXWy87Vs8QJaQ\u002fcf3Qj5A5nSAinEzQECqNLvR12NBQKEHr7muskJAxO1bQvYfREAO58FrrqtFQI\u002fz4DXXVUdACQAAAAAASUCG8+A111VHQD76egwfykVAGhTOg9dcREAmQdqbAA5DQGCBn1Sa3UFAyNQdrqTLQEC9dqpQP7A\u002fQD9qi4YWBj5AHoTe\u002fc6YPEBaxKO2aGg7QPEq27DjdDpA37eE7D++OUAqa6BpfUQ5QM1ELiicBzlA0EQuKJwHOUAra6BpfUQ5QOS3hOw\u002fvjlA8yrbsON0OkBaxKO2aGg7QCSE3v3OmDxAQmqLhhYGPkC\u002fdqpQP7A\u002fQMrUHa6ky0BAZoGfVJrdQUAsQdqbAA5DQCUUzoPXXERATfp6DB\u002fKRUCW8+A111VHQBcAAAAAAElA","shape":"30, 30"},"type":"heatmap","xaxis":"x3","yaxis":"y3"},{"contours":{"coloring":"none","end":50,"showlabels":false,"size":10,"start":0},"line":{"color":"black"},"showlegend":false,"showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"CgAAAAAASUCI8+A111VHQED6egwfykVAGBTOg9dcREAiQdqbAA5DQGKBn1Sa3UFAyNQdrqTLQEC9dqpQP7A\u002fQDxqi4YWBj5AJITe\u002fc6YPEBexKO2aGg7QPIq27DjdDpA3reE7D++OUAra6BpfUQ5QM5ELiicBzlA0EQuKJwHOUAsa6BpfUQ5QOS3hOw\u002fvjlA9CrbsON0OkBcxKO2aGg7QCKE3v3OmDxAQ2qLhhYGPkC9dqpQP7A\u002fQMjUHa6ky0BAZYGfVJrdQUApQdqbAA5DQCIUzoPXXERAOvp6DB\u002fKRUCO8+A111VHQA4AAAAAAElAhvPgNddVR0AD58FrrqtFQLztW0L2H0RAlgevua6yQkCkNLvR12NBQOJ0gIpxM0BAlJD9x\u002fdCPkDCXWy87Vs8QEFRTfLEsTpAJmugaX1EOUBkq2UiFxQ4QPgRnRySIDdA5p5GWO5pNkAyUmLVK\u002fA1QNYr8JNKszVA1yvwk0qzNUAzUmLVK\u002fA1QOmeRljuaTZA+BGdHJIgN0Bjq2UiFxQ4QChroGl9RDlARVFN8sSxOkC\u002fXWy87Vs8QJSQ\u002fcf3Qj5A5XSAinEzQECqNLvR12NBQKAHr7muskJAuO1bQvYfREAJ58FrrqtFQIjz4DXXVUdAOvp6DB\u002fKRUC57VtC9h9EQG709Rg+lEJASw5JkPYmQUCudqpQP7A\u002fQCr3NMJyTz1A+p0xdYcrO0Aka6BpfUQ5QKZegZ9UmjdAjHjUFg0tNkDHuJnPpvw0QFwf0ckhCTRASKx6BX5SM0CWX5aCu9gyQDs5JEHamzJAOzkkQdqbMkCWX5aCu9gyQEysegV+UjNAXB\u002fRySEJNEDHuJnPpvw0QIx41BYNLTZAql6Bn1SaN0Aka6BpfUQ5QPydMXWHKztAMPc0wnJPPUC4dqpQP7A\u002fQFMOSZD2JkFAbfT1GD6UQkC+7VtC9h9EQD36egwfykVAGhTOg9dcRECYB6+5rrJCQE4OSZD2JkFAWFA4D15zP0BvqlA\u002fsNU8QOsq27DjdDpAutHXY\u002fhQOEDlnkZY7mk2QGmSJ47FvzRATKx6BX5SM0CG7D++FyIyQBxTd7iSLjFAC+Ag9O53MECsJnniWPwvQPXZlF+Wgi9A9tmUX5aCL0CtJnniWPwvQA3gIPTudzBAHFN3uJIuMUCF7D++FyIyQEysegV+UjNAbJInjsW\u002fNEDmnkZY7mk2QLzR12P4UDhA7yrbsON0OkB2qlA\u002fsNU8QGRQOA9ecz9ATg5JkPYmQUCdB6+5rrJCQB0UzoPXXERAJkHamwAOQ0CmNLvR12NBQLR2qlA\u002fsD9AcKpQP7DVPECKBGlvAjg6QAOF8+A11zdA0yvwk0qzNUAA+V6IQMwzQILsP74XIjJAZAaTNdC0MEA\u002fjbDc0wgvQGpaH9HJIS1AR3RySIK0K0Df2qlC\u002fcAqQCeOxb86RypAKI7FvzpHKkDf2qlC\u002fcAqQEt0ckiCtCtAa1of0ckhLUA+jbDc0wgvQGYGkzXQtDBAhOw\u002fvhciMkD\u002f+F6IQMwzQNUr8JNKszVACYXz4DXXN0CQBGlvAjg6QHyqUD+w1TxAuHaqUD+wP0CqNLvR12NBQChB2psADkNAYYGfVJrdQUDidICKcTNAQCr3NMJyTz1A6SrbsON0OkABhfPgNdc3QHoFflJpdjVASKx6BX5SM0B0een5c2sxQO\u002fZlF+Wgi9Asg07TgeoLEAojsW\u002fOkcqQFJbNLQwYChAMXWHK+nyJkDH274lZP8lQBGP2qKhhSVAEY\u002faoqGFJUDH274lZP8lQDR1hyvp8iZAU1s0tDBgKEAnjsW\u002fOkcqQLQNO04HqCxA89mUX5aCL0B0een5c2sxQEqsegV+UjNAfAV+Uml2NUAHhfPgNdc3QPMq27DjdDpALvc0wnJPPUDldICKcTNAQGOBn1Sa3UFAyNQdrqTLQECQkP3H90I+QPmdMXWHKztAuNHXY\u002fhQOEDSK\u002fCTSrM1QEmsegV+UjNAF1N3uJIuMUCGQMxZEY8uQI8njsW\u002fOitAUFs0tDBgKEDG274lZP8lQPGoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLDc0wjLPSFAsNzTCMs9IUBlKbiLjbchQNLCgJESqyJA8qgtGloYJEDG274lZP8lQFJbNLQwYChAkieOxb86K0CHQMxZEY8uQBpTd7iSLjFATKx6BX5SM0DWK\u002fCTSrM1QMDR12P4UDhA\u002fp0xdYcrO0CXkP3H90I+QMnUHa6ky0BAvHaqUD+wP0C\u002fXWy87Vs8QCRroGl9RDlA5Z5GWO5pNkD++F6IQMwzQHR56flzazFAh0DMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAcdpwOUDEiQEdDCwNGSiBAS7q89Py5HUB2hyvp8tIbQAruYuNt3xpAC+5i423fGkB2hyvp8tIbQE66vPT8uR1ASEMLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6cFrrqtsJ0De2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAA+V6IQMwzQOqeRljuaTZAKmugaX1EOUDDXWy87Vs8QL12qlA\u002fsD9AQGqLhhYGPkBEUU3yxLE6QKlegZ9UmjdAapInjsW\u002fNECD7D++FyIyQPLZlF+Wgi9AkCeOxb86K0DmwWuuq2wnQO+oLRpaGCRArtzTCMs9IUBIurz0\u002fLkdQJ1Umt3o6xlAXIhAzFkRF0CHVa\u002fATyoVQB285rrKNhRAHbzmuso2FECHVa\u002fATyoVQF+IQMxZERdAoFSa3ejrGUBJurz0\u002fLkdQLDc0wjLPSFA8agtGloYJEDmwWuuq2wnQJMnjsW\u002fOitA9dmUX5aCL0CF7D++FyIyQG2SJ47FvzRArl6Bn1SaN0BFUU3yxLE6QEBqi4YWBj5AIYTe\u002fc6YPEAla6BpfUQ5QIl41BYNLTZAS6x6BX5SM0BkBpM10LQwQLINO04HqCxAUFs0tDBgKECl9RGdHJIkQK7c0wjLPSFA2yD07nfGHEDGIQnS3gQYQBu85rrKNhRA2++MqTtcEUAMevc7Y+oOQDZHZjBZAw1ANUdmMFkDDUAMevc7Y+oOQNzvjKk7XBFAHrzmuso2FEDGIQnS3gQYQN8g9O53xhxAsdzTCMs9IUCm9RGdHJIkQFFbNLQwYChAtA07TgeoLEBlBpM10LQwQE2segV+UjNAjXjUFg0tNkAka6BpfUQ5QB6E3v3OmDxAXsSjtmhoO0Biq2UiFxQ4QMa4mc+m\u002fDRAhuw\u002fvhciMkBAjbDc0wgvQCiOxb86RypAx9u+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AxyEJ0t4EGECyIh61RUMTQA969ztj6g5AjuFDGUU1CUDieyECMWcFQAxJkPYmgANADEmQ9iaAA0DieyECMWcFQJDhQxlFNQlAE3r3O2PqDkCzIh61RUMTQMshCdLeBBhATbq89Py5HUAbdpwOUDEiQMfbviVk\u002fyVAKo7FvzpHKkBAjbDc0wgvQIjsP74XIjJAyLiZz6b8NEBeq2UiFxQ4QFjEo7ZoaDtA9CrbsON0OkD4EZ0ckiA3QFwf0ckhCTRAHFN3uJIuMUBqWh\u002fRySEtQFRbNLQwYChA8qgtGloYJEBHQwsDRkogQJ9Umt3o6xlAHbzmuso2FEAQevc7Y+oOQLqusg07TgdAOBb\u002f6hyZAUAYYbmnEZb7P2\u002f7lpD9x\u002fc\u002fbvuWkP3H9z8bYbmnEZb7PzwW\u002f+ocmQFAv66yDTtOB0ARevc7Y+oOQCC85rrKNhRAolSa3ejrGUBGQwsDRkogQPKoLRpaGCRAVFs0tDBgKEBrWh\u002fRySEtQB1Td7iSLjFAXR\u002fRySEJNED0EZ0ckiA3QOwq27DjdDpA4reE7D++OUDonkZY7mk2QEusegV+UjNAC+Ag9O53MEBJdHJIgrQrQDJ1hyvp8iZA0cKAkRKrIkBNurz0\u002fLkdQF6IQMxZERdA3O+MqTtcEUCO4UMZRTUJQDcW\u002f+ocmQFAa\u002fuWkP3H9z8UMFJi1SvwP9SUX5aCu+g\u002f1pRfloK76D8YMFJi1SvwP3P7lpD9x\u002fc\u002fPBb\u002f6hyZAUCP4UMZRTUJQN\u002fvjKk7XBFAYohAzFkRF0BKurz0\u002fLkdQNHCgJESqyJAM3WHK+nyJkBKdHJIgrQrQAzgIPTudzBATKx6BX5SM0DjnkZY7mk2QNy3hOw\u002fvjlAK2ugaX1EOUAyUmLVK\u002fA1QJZfloK72DJArCZ54lj8L0Dd2qlC\u002fcAqQMjbviVk\u002fyVAZim4i423IUB3hyvp8tIbQIhVr8BPKhVADHr3O2PqDkDieyECMWcFQBlhuacRlvs\u002fFDBSYtUr8D96yRpoWh\u002fhP078q3NkBtM\u002fUvyrc2QG0z+CyRpoWh\u002fhPxwwUmLVK\u002fA\u002fImG5pxGW+z\u002fkeyECMWcFQBN69ztj6g5AjFWvwE8qFUB2hyvp8tIbQGcpuIuNtyFAydu+JWT\u002fJUDi2qlC\u002fcAqQLAmeeJY\u002fC9AmF+WgrvYMkAwUmLVK\u002fA1QClroGl9RDlAz0QuKJwHOUDVK\u002fCTSrM1QDk5JEHamzJA9NmUX5aCL0AnjsW\u002fOkcqQBGP2qKhhSVAsNzTCMs9IUAL7mLjbd8aQB285rrKNhRANkdmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1ZRfloK76D9P\u002fKtzZAbTP1QtE7mgcK4\u002faC0TuaBwrj9h\u002fKtzZAbTP+aUX5aCu+g\u002fePuWkP3H9z8QSZD2JoADQD5HZjBZAw1AIbzmuso2FEAM7mLjbd8aQLLc0wjLPSFAFI\u002faoqGFJUAsjsW\u002fOkcqQPzZlF+Wgi9APjkkQdqbMkDWK\u002fCTSrM1QM9ELiicBzlAz0QuKJwHOUDVK\u002fCTSrM1QDk5JEHamzJA9dmUX5aCL0AmjsW\u002fOkcqQBCP2qKhhSVAsNzTCMs9IUAM7mLjbd8aQB285rrKNhRANkdmMFkDDUANSZD2JoADQG\u002f7lpD9x\u002fc\u002f1pRfloK76D9P\u002fKtzZAbTP1wtE7mgcK4\u002fcC0TuaBwrj9i\u002fKtzZAbTP+aUX5aCu+g\u002fefuWkP3H9z8QSZD2JoADQD5HZjBZAw1AIrzmuso2FEAM7mLjbd8aQLLc0wjLPSFAFY\u002faoqGFJUAtjsW\u002fOkcqQPzZlF+Wgi9APzkkQdqbMkDXK\u002fCTSrM1QNBELiicBzlAKWugaX1EOUAwUmLVK\u002fA1QJRfloK72DJAqiZ54lj8L0Dc2qlC\u002fcAqQMbbviVk\u002fyVAZim4i423IUB3hyvp8tIbQIhVr8BPKhVADHr3O2PqDkDjeyECMWcFQBxhuacRlvs\u002fGDBSYtUr8D+ByRpoWh\u002fhP178q3NkBtM\u002fYPyrc2QG0z+LyRpoWh\u002fhPyAwUmLVK\u002fA\u002fJmG5pxGW+z\u002fmeyECMWcFQBV69ztj6g5AjlWvwE8qFUB3hyvp8tIbQGgpuIuNtyFAytu+JWT\u002fJUDi2qlC\u002fcAqQLImeeJY\u002fC9AmV+WgrvYMkAyUmLVK\u002fA1QCproGl9RDlA4LeE7D++OUDonkZY7mk2QEusegV+UjNADOAg9O53MEBJdHJIgrQrQDN1hyvp8iZA0sKAkRKrIkBPurz0\u002fLkdQGCIQMxZERdA3u+MqTtcEUCS4UMZRTUJQDwW\u002f+ocmQFAc\u002fuWkP3H9z8cMFJi1SvwP+OUX5aCu+g\u002f5ZRfloK76D8gMFJi1SvwP3v7lpD9x\u002fc\u002fQBb\u002f6hyZAUCU4UMZRTUJQOLvjKk7XBFAZYhAzFkRF0BPurz0\u002fLkdQNTCgJESqyJANnWHK+nyJkBNdHJIgrQrQA\u002fgIPTudzBATqx6BX5SM0DmnkZY7mk2QN+3hOw\u002fvjlA7yrbsON0OkD2EZ0ckiA3QFof0ckhCTRAG1N3uJIuMUBoWh\u002fRySEtQFJbNLQwYChA8qgtGloYJEBIQwsDRkogQKBUmt3o6xlAH7zmuso2FEATevc7Y+oOQL6usg07TgdAPRb\u002f6hyZAUAhYbmnEZb7P3j7lpD9x\u002fc\u002fePuWkP3H9z8kYbmnEZb7P0AW\u002f+ocmQFAwq6yDTtOB0AVevc7Y+oOQCK85rrKNhRAplSa3ejrGUBHQwsDRkogQPOoLRpaGCRAVls0tDBgKEBsWh\u002fRySEtQB5Td7iSLjFAXB\u002fRySEJNED0EZ0ckiA3QO4q27DjdDpAWcSjtmhoO0Bgq2UiFxQ4QMS4mc+m\u002fDRAhew\u002fvhciMkA9jbDc0wgvQCiOxb86RypAxtu+JWT\u002fJUAcdpwOUDEiQEq6vPT8uR1AyCEJ0t4EGECzIh61RUMTQBJ69ztj6g5AkOFDGUU1CUDmeyECMWcFQBBJkPYmgANAEEmQ9iaAA0DneyECMWcFQJThQxlFNQlAFXr3O2PqDkC0Ih61RUMTQMwhCdLeBBhAULq89Py5HUAcdpwOUDEiQMjbviVk\u002fyVAKo7FvzpHKkBAjbDc0wgvQIjsP74XIjJAxriZz6b8NEBdq2UiFxQ4QFbEo7ZoaDtAIITe\u002fc6YPEAla6BpfUQ5QIl41BYNLTZASqx6BX5SM0BkBpM10LQwQLMNO04HqCxAUls0tDBgKECo9RGdHJIkQLDc0wjLPSFA4CD07nfGHEDLIQnS3gQYQCK85rrKNhRA4O+MqTtcEUAVevc7Y+oOQD5HZjBZAw1AP0dmMFkDDUAVevc7Y+oOQOLvjKk7XBFAIrzmuso2FEDMIQnS3gQYQOQg9O53xhxAtNzTCMs9IUCo9RGdHJIkQFRbNLQwYChAtg07TgeoLEBmBpM10LQwQE2segV+UjNAjHjUFg0tNkAka6BpfUQ5QB6E3v3OmDxAP2qLhhYGPkBDUU3yxLE6QKhegZ9UmjdAapInjsW\u002fNECE7D++FyIyQPPZlF+Wgi9AkieOxb86K0DpwWuuq2wnQPGoLRpaGCRAsdzTCMs9IUBOurz0\u002fLkdQKRUmt3o6xlAY4hAzFkRF0CNVa\u002fATyoVQCK85rrKNhRAI7zmuso2FECNVa\u002fATyoVQGWIQMxZERdApVSa3ejrGUBOurz0\u002fLkdQLPc0wjLPSFA9agtGloYJEDpwWuuq2wnQJQnjsW\u002fOitA9tmUX5aCL0CG7D++FyIyQG2SJ47FvzRArF6Bn1SaN0BDUU3yxLE6QD5qi4YWBj5AunaqUD+wP0C8XWy87Vs8QCFroGl9RDlA455GWO5pNkD9+F6IQMwzQHN56flzazFAh0DMWRGPLkDd2qlC\u002fcAqQObBa66rbCdApvURnRySJEAcdpwOUDEiQEhDCwNGSiBATLq89Py5HUB2hyvp8tIbQAruYuNt3xpADe5i423fGkB2hyvp8tIbQE+6vPT8uR1ASEMLA0ZKIEAcdpwOUDEiQKj1EZ0ckiRA6sFrrqtsJ0Dd2qlC\u002fcAqQIpAzFkRjy5Adnnp+XNrMUAB+V6IQMwzQOmeRljuaTZAKGugaX1EOUC+XWy87Vs8QLp2qlA\u002fsD9AyNQdrqTLQECSkP3H90I+QPedMXWHKztAutHXY\u002fhQOEDTK\u002fCTSrM1QEmsegV+UjNAGVN3uJIuMUCJQMxZEY8uQJEnjsW\u002fOitAUVs0tDBgKEDH274lZP8lQPSoLRpaGCRA08KAkRKrIkBnKbiLjbchQLLc0wjLPSFAs9zTCMs9IUBoKbiLjbchQNXCgJESqyJA9KgtGloYJEDH274lZP8lQFVbNLQwYChAlieOxb86K0CKQMxZEY8uQBtTd7iSLjFATKx6BX5SM0DXK\u002fCTSrM1QMDR12P4UDhA\u002f50xdYcrO0CWkP3H90I+QMnUHa6ky0BAYIGfVJrdQUDhdICKcTNAQCj3NMJyTz1A6irbsON0OkAEhfPgNdc3QHoFflJpdjVASqx6BX5SM0B1een5c2sxQPTZlF+Wgi9AtA07TgeoLEAqjsW\u002fOkcqQFdbNLQwYChANXWHK+nyJkDK274lZP8lQBSP2qKhhSVAFo\u002faoqGFJUDL274lZP8lQDh1hyvp8iZAV1s0tDBgKEAqjsW\u002fOkcqQLgNO04HqCxA+NmUX5aCL0B2een5c2sxQE2segV+UjNAfgV+Uml2NUAJhfPgNdc3QPEq27DjdDpAMvc0wnJPPUDldICKcTNAQGOBn1Sa3UFAJkHamwAOQ0CmNLvR12NBQLR2qlA\u002fsD9AdqpQP7DVPECOBGlvAjg6QASF8+A11zdA1Svwk0qzNUAB+V6IQMwzQIXsP74XIjJAZQaTNdC0MEBBjbDc0wgvQG1aH9HJIS1ATHRySIK0K0Dh2qlC\u002fcAqQCuOxb86RypALo7FvzpHKkDi2qlC\u002fcAqQFF0ckiCtCtAblof0ckhLUBCjbDc0wgvQGgGkzXQtDBAh+w\u002fvhciMkAC+V6IQMwzQNcr8JNKszVACYXz4DXXN0CUBGlvAjg6QH6qUD+w1TxAwnaqUD+wP0CsNLvR12NBQCpB2psADkNAGxTOg9dcRECaB6+5rrJCQFAOSZD2JkFAXlA4D15zP0B3qlA\u002fsNU8QO0q27DjdDpAvdHXY\u002fhQOEDqnkZY7mk2QG2SJ47FvzRATKx6BX5SM0CJ7D++FyIyQB9Td7iSLjFADuAg9O53MECxJnniWPwvQPrZlF+Wgi9A\u002fdmUX5aCL0CyJnniWPwvQBHgIPTudzBAH1N3uJIuMUCJ7D++FyIyQFCsegV+UjNAcJInjsW\u002fNEDqnkZY7mk2QMLR12P4UDhA8yrbsON0OkB9qlA\u002fsNU8QGpQOA9ecz9AWA5JkPYmQUCiB6+5rrJCQCEUzoPXXERAOvp6DB\u002fKRUC47VtC9h9EQG\u002f09Rg+lEJATw5JkPYmQUCydqpQP7A\u002fQCj3NMJyTz1A+p0xdYcrO0Aoa6BpfUQ5QKxegZ9UmjdAjXjUFg0tNkDIuJnPpvw0QF4f0ckhCTRAT6x6BX5SM0CZX5aCu9gyQD05JEHamzJAQDkkQdqbMkCaX5aCu9gyQFOsegV+UjNAYB\u002fRySEJNEDJuJnPpvw0QJB41BYNLTZAsF6Bn1SaN0Aoa6BpfUQ5QP6dMXWHKztAMvc0wnJPPUC8dqpQP7A\u002fQFQOSZD2JkFAePT1GD6UQkDD7VtC9h9EQEP6egwfykVAhfPgNddVR0AD58FrrqtFQLvtW0L2H0RAmQevua6yQkCkNLvR12NBQN90gIpxM0BAlJD9x\u002fdCPkDAXWy87Vs8QENRTfLEsTpAI2ugaX1EOUBgq2UiFxQ4QPgRnRySIDdA5p5GWO5pNkAwUmLVK\u002fA1QNUr8JNKszVA2Cvwk0qzNUAxUmLVK\u002fA1QOqeRljuaTZA+RGdHJIgN0Bhq2UiFxQ4QClroGl9RDlARlFN8sSxOkDBXWy87Vs8QJaQ\u002fcf3Qj5A5nSAinEzQECqNLvR12NBQKEHr7muskJAxO1bQvYfREAO58FrrqtFQI\u002fz4DXXVUdACQAAAAAASUCG8+A111VHQD76egwfykVAGhTOg9dcREAmQdqbAA5DQGCBn1Sa3UFAyNQdrqTLQEC9dqpQP7A\u002fQD9qi4YWBj5AHoTe\u002fc6YPEBaxKO2aGg7QPEq27DjdDpA37eE7D++OUAqa6BpfUQ5QM1ELiicBzlA0EQuKJwHOUAra6BpfUQ5QOS3hOw\u002fvjlA8yrbsON0OkBaxKO2aGg7QCSE3v3OmDxAQmqLhhYGPkC\u002fdqpQP7A\u002fQMrUHa6ky0BAZoGfVJrdQUAsQdqbAA5DQCUUzoPXXERATfp6DB\u002fKRUCW8+A111VHQBcAAAAAAElA","shape":"30, 30"},"type":"contour","xaxis":"x3","yaxis":"y3"},{"legendgroup":"samples","marker":{"color":"white","line":{"color":"black","width":0.5},"size":5},"mode":"markers","name":"Sampled data","showlegend":false,"x":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEA="},"y":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEA="},"type":"scatter","xaxis":"x3","yaxis":"y3"},{"coloraxis":"coloraxis","name":"Scipy","showscale":true,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"HwAAAAAASUCY8+A111VHQEv6egwfykVAIBTOg9dcREAjQdqbAA5DQFyBn1Sa3UFAxNQdrqTLQECxdqpQP7A\u002fQDxqi4YWBj5AGoTe\u002fc6YPEBWxKO2aGg7QPEq27DjdDpA5reE7D++OUAwa6BpfUQ5QNtELiicBzlA30QuKJwHOUA4a6BpfUQ5QO23hOw\u002fvjlA+SrbsON0OkBjxKO2aGg7QCCE3v3OmDxAQ2qLhhYGPkC3dqpQP7A\u002fQMbUHa6ky0BAXYGfVJrdQUAhQdqbAA5DQAsUzoPXXERAMfp6DB\u002fKRUCI8+A111VHQAoAAAAAAElAjPPgNddVR0Ac58FrrqtFQMLtW0L2H0RAngevua6yQkCkNLvR12NBQOV0gIpxM0BAkZD9x\u002fdCPkC3XWy87Vs8QEFRTfLEsTpAJGugaX1EOUBgq2UiFxQ4QPoRnRySIDdA6J5GWO5pNkA2UmLVK\u002fA1QN8r8JNKszVA3yvwk0qzNUA6UmLVK\u002fA1QO+eRljuaTZA\u002fhGdHJIgN0Bnq2UiFxQ4QClroGl9RDlASVFN8sSxOkC7XWy87Vs8QJKQ\u002fcf3Qj5A4XSAinEzQECjNLvR12NBQJoHr7muskJAu+1bQvYfREAX58FrrqtFQIDz4DXXVUdATPp6DB\u002fKRUC77VtC9h9EQGL09Rg+lEJAVA5JkPYmQUC5dqpQP7A\u002fQCn3NMJyTz1A950xdYcrO0Aea6BpfUQ5QKZegZ9UmjdAiXjUFg0tNkDDuJnPpvw0QFof0ckhCTRAT6x6BX5SM0CZX5aCu9gyQEA5JEHamzJAQDkkQdqbMkCeX5aCu9gyQFGsegV+UjNAYB\u002fRySEJNEDIuJnPpvw0QI141BYNLTZAqV6Bn1SaN0Afa6BpfUQ5QPidMXWHKztAJ\u002fc0wnJPPUC2dqpQP7A\u002fQE4OSZD2JkFAcfT1GD6UQkC57VtC9h9EQD36egwfykVAIRTOg9dcRECeB6+5rrJCQFYOSZD2JkFAVlA4D15zP0B5qlA\u002fsNU8QOYq27DjdDpAvNHXY\u002fhQOEDinkZY7mk2QGmSJ47FvzRAS6x6BX5SM0CE7D++FyIyQBxTd7iSLjFADuAg9O53MECzJnniWPwvQP\u002fZlF+Wgi9AAdqUX5aCL0C0JnniWPwvQA\u002fgIPTudzBAHlN3uJIuMUCI7D++FyIyQE2segV+UjNAbZInjsW\u002fNEDlnkZY7mk2QLnR12P4UDhA6CrbsON0OkBzqlA\u002fsNU8QFlQOA9ecz9ATg5JkPYmQUCaB6+5rrJCQBUUzoPXXERAJUHamwAOQ0ClNLvR12NBQLl2qlA\u002fsD9Ae6pQP7DVPECNBGlvAjg6QAKF8+A11zdA1Cvwk0qzNUD8+F6IQMwzQIPsP74XIjJAYwaTNdC0MEA4jbDc0wgvQGtaH9HJIS1AS3RySIK0K0Di2qlC\u002fcAqQC6Oxb86RypALo7FvzpHKkDj2qlC\u002fcAqQEx0ckiCtCtAbVof0ckhLUA9jbDc0wgvQGUGkzXQtDBAhuw\u002fvhciMkD9+F6IQMwzQNQr8JNKszVAAoXz4DXXN0CKBGlvAjg6QHKqUD+w1TxAu3aqUD+wP0CfNLvR12NBQBxB2psADkNAW4GfVJrdQUDidICKcTNAQCr3NMJyTz1A6CrbsON0OkAEhfPgNdc3QHMFflJpdjVAR6x6BX5SM0B0een5c2sxQPDZlF+Wgi9Arw07TgeoLEAkjsW\u002fOkcqQFBbNLQwYChAMXWHK+nyJkDI274lZP8lQBOP2qKhhSVAEo\u002faoqGFJUDI274lZP8lQDN1hyvp8iZAUls0tDBgKEAljsW\u002fOkcqQLINO04HqCxA8tmUX5aCL0Byeen5c2sxQEisegV+UjNAdwV+Uml2NUAChfPgNdc3QOkq27DjdDpAJ\u002fc0wnJPPUDjdICKcTNAQFmBn1Sa3UFAydQdrqTLQECPkP3H90I+QP2dMXWHKztAvdHXY\u002fhQOEDWK\u002fCTSrM1QEesegV+UjNAGVN3uJIuMUCHQMxZEY8uQJEnjsW\u002fOitATls0tDBgKEDD274lZP8lQPCoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLPc0wjLPSFAstzTCMs9IUBnKbiLjbchQNDCgJESqyJA8KgtGloYJEDF274lZP8lQFBbNLQwYChAkieOxb86K0CGQMxZEY8uQBlTd7iSLjFASax6BX5SM0DUK\u002fCTSrM1QLrR12P4UDhA+J0xdYcrO0CSkP3H90I+QMfUHa6ky0BAu3aqUD+wP0C5XWy87Vs8QB9roGl9RDlA455GWO5pNkD7+F6IQMwzQHJ56flzazFAh0DMWRGPLkDc2qlC\u002fcAqQOXBa66rbCdAo\u002fURnRySJEAadpwOUDEiQEVDCwNGSiBATLq89Py5HUB2hyvp8tIbQA3uYuNt3xpADe5i423fGkB2hyvp8tIbQEy6vPT8uR1ARUMLA0ZKIEAbdpwOUDEiQKX1EZ0ckiRA5cFrrqtsJ0Db2qlC\u002fcAqQIdAzFkRjy5AdHnp+XNrMUD\u002f+F6IQMwzQOWeRljuaTZAJ2ugaX1EOUC\u002fXWy87Vs8QLd2qlA\u002fsD9APWqLhhYGPkA+UU3yxLE6QKdegZ9UmjdAaJInjsW\u002fNECC7D++FyIyQPDZlF+Wgi9AkCeOxb86K0DkwWuuq2wnQO+oLRpaGCRArdzTCMs9IUBGurz0\u002fLkdQJ5Umt3o6xlAXohAzFkRF0CIVa\u002fATyoVQCC85rrKNhRAH7zmuso2FECJVa\u002fATyoVQGCIQMxZERdAnVSa3ejrGUBHurz0\u002fLkdQK\u002fc0wjLPSFA8KgtGloYJEDlwWuuq2wnQJAnjsW\u002fOitA8dmUX5aCL0CG7D++FyIyQGySJ47FvzRAsF6Bn1SaN0BDUU3yxLE6QD9qi4YWBj5AGITe\u002fc6YPEAha6BpfUQ5QIh41BYNLTZATKx6BX5SM0BkBpM10LQwQLENO04HqCxATls0tDBgKECj9RGdHJIkQK7c0wjLPSFA2SD07nfGHEDFIQnS3gQYQB285rrKNhRA3e+MqTtcEUARevc7Y+oOQDxHZjBZAw1AO0dmMFkDDUAQevc7Y+oOQN3vjKk7XBFAHLzmuso2FEDFIQnS3gQYQNwg9O53xhxArtzTCMs9IUCj9RGdHJIkQFBbNLQwYChAsg07TgeoLEBmBpM10LQwQEysegV+UjNAjnjUFg0tNkAoa6BpfUQ5QCiE3v3OmDxAXsSjtmhoO0Bgq2UiFxQ4QMS4mc+m\u002fDRAhuw\u002fvhciMkA4jbDc0wgvQCOOxb86RypAwtu+JWT\u002fJUAbdpwOUDEiQEa6vPT8uR1AxSEJ0t4EGECwIh61RUMTQBF69ztj6g5AkuFDGUU1CUDneyECMWcFQBVJkPYmgANAFEmQ9iaAA0DpeyECMWcFQJPhQxlFNQlAE3r3O2PqDkCxIh61RUMTQMchCdLeBBhASLq89Py5HUAYdpwOUDEiQMXbviVk\u002fyVAKI7FvzpHKkBBjbDc0wgvQIbsP74XIjJAybiZz6b8NEBkq2UiFxQ4QGLEo7ZoaDtA8CrbsON0OkD6EZ0ckiA3QF0f0ckhCTRAHFN3uJIuMUBpWh\u002fRySEtQFBbNLQwYChA8KgtGloYJEBFQwsDRkogQJ1Umt3o6xlAHbzmuso2FEAQevc7Y+oOQL6usg07TgdAPxb\u002f6hyZAUAsYbmnEZb7P4f7lpD9x\u002fc\u002fh\u002fuWkP3H9z8zYbmnEZb7P0QW\u002f+ocmQFAw66yDTtOB0ASevc7Y+oOQB685rrKNhRAolSa3ejrGUBFQwsDRkogQPKoLRpaGCRAVFs0tDBgKEBwWh\u002fRySEtQB9Td7iSLjFAZB\u002fRySEJNEAAEp0ckiA3QPgq27DjdDpA5reE7D++OUDpnkZY7mk2QE+segV+UjNADOAg9O53MEBLdHJIgrQrQDF1hyvp8iZAz8KAkRKrIkBLurz0\u002fLkdQF+IQMxZERdA3e+MqTtcEUCR4UMZRTUJQD8W\u002f+ocmQFAgvuWkP3H9z8vMFJi1SvwPxOVX5aCu+g\u002fFZVfloK76D81MFJi1SvwP4v7lpD9x\u002fc\u002fRRb\u002f6hyZAUCV4UMZRTUJQODvjKk7XBFAYohAzFkRF0BKurz0\u002fLkdQNLCgJESqyJANXWHK+nyJkBQdHJIgrQrQA\u002fgIPTudzBAVax6BX5SM0DvnkZY7mk2QOy3hOw\u002fvjlALmugaX1EOUA6UmLVK\u002fA1QJpfloK72DJAtCZ54lj8L0Di2qlC\u002fcAqQMfbviVk\u002fyVAZSm4i423IUB0hyvp8tIbQIhVr8BPKhVAD3r3O2PqDkDoeyECMWcFQC1huacRlvs\u002fLzBSYtUr8D+7yRpoWh\u002fhP978q3NkBtM\u002f4Pyrc2QG0z\u002fEyRpoWh\u002fhPzcwUmLVK\u002fA\u002fN2G5pxGW+z\u002fqeyECMWcFQBd69ztj6g5AjVWvwE8qFUB1hyvp8tIbQGcpuIuNtyFAzNu+JWT\u002fJUDm2qlC\u002fcAqQLQmeeJY\u002fC9An1+WgrvYMkA4UmLVK\u002fA1QDZroGl9RDlA2EQuKJwHOUDeK\u002fCTSrM1QEA5JEHamzJAAtqUX5aCL0AsjsW\u002fOkcqQBKP2qKhhSVAs9zTCMs9IUAO7mLjbd8aQB+85rrKNhRAPEdmMFkDDUAUSZD2JoADQIb7lpD9x\u002fc\u002fFJVfloK76D\u002fh\u002fKtzZAbTP1UyE7mgcK4\u002fXTITuaBwrj\u002fx\u002fKtzZAbTPyGVX5aCu+g\u002fkfuWkP3H9z8XSZD2JoADQERHZjBZAw1AJLzmuso2FEAN7mLjbd8aQLPc0wjLPSFAF4\u002faoqGFJUAxjsW\u002fOkcqQADalF+Wgi9ARDkkQdqbMkDeK\u002fCTSrM1QNxELiicBzlA3kQuKJwHOUDfK\u002fCTSrM1QEA5JEHamzJAAtqUX5aCL0ArjsW\u002fOkcqQBKP2qKhhSVAs9zTCMs9IUAN7mLjbd8aQB+85rrKNhRAPEdmMFkDDUAUSZD2JoADQIj7lpD9x\u002fc\u002fFJVfloK76D\u002fg\u002fKtzZAbTP10yE7mgcK4\u002fXjITuaBwrj\u002fy\u002fKtzZAbTPyCVX5aCu+g\u002fkfuWkP3H9z8XSZD2JoADQENHZjBZAw1AJLzmuso2FEAM7mLjbd8aQLPc0wjLPSFAF4\u002faoqGFJUAxjsW\u002fOkcqQADalF+Wgi9AQzkkQdqbMkDcK\u002fCTSrM1QN5ELiicBzlAOWugaX1EOUA7UmLVK\u002fA1QJ1floK72DJAtSZ54lj8L0Dm2qlC\u002fcAqQMnbviVk\u002fyVAZim4i423IUB2hyvp8tIbQIdVr8BPKhVAD3r3O2PqDkDoeyECMWcFQDFhuacRlvs\u002fNTBSYtUr8D\u002fDyRpoWh\u002fhP\u002fP8q3NkBtM\u002f8vyrc2QG0z\u002fMyRpoWh\u002fhPzowUmLVK\u002fA\u002fO2G5pxGW+z\u002fseyECMWcFQBh69ztj6g5AjlWvwE8qFUB2hyvp8tIbQGkpuIuNtyFAy9u+JWT\u002fJUDl2qlC\u002fcAqQLYmeeJY\u002fC9Anl+WgrvYMkA5UmLVK\u002fA1QDRroGl9RDlA6beE7D++OUDtnkZY7mk2QFCsegV+UjNAD+Ag9O53MEBNdHJIgrQrQDR1hyvp8iZA0MKAkRKrIkBNurz0\u002fLkdQF+IQMxZERdA3e+MqTtcEUCS4UMZRTUJQEQW\u002f+ocmQFAifuWkP3H9z83MFJi1SvwPyGVX5aCu+g\u002fIZVfloK76D87MFJi1SvwP4\u002f7lpD9x\u002fc\u002fRxb\u002f6hyZAUCY4UMZRTUJQOHvjKk7XBFAY4hAzFkRF0BNurz0\u002fLkdQNPCgJESqyJANXWHK+nyJkBOdHJIgrQrQA\u002fgIPTudzBAU6x6BX5SM0DtnkZY7mk2QOq3hOw\u002fvjlA9CrbsON0OkD7EZ0ckiA3QF0f0ckhCTRAHlN3uJIuMUBrWh\u002fRySEtQFJbNLQwYChA8KgtGloYJEBGQwsDRkogQJ5Umt3o6xlAHbzmuso2FEAVevc7Y+oOQMKusg07TgdARRb\u002f6hyZAUA1YbmnEZb7P5H7lpD9x\u002fc\u002fkfuWkP3H9z89YbmnEZb7P0gW\u002f+ocmQFAx66yDTtOB0AYevc7Y+oOQCG85rrKNhRAo1Sa3ejrGUBGQwsDRkogQPKoLRpaGCRAVVs0tDBgKEBwWh\u002fRySEtQB5Td7iSLjFAYh\u002fRySEJNED+EZ0ckiA3QPcq27DjdDpAWsSjtmhoO0Bfq2UiFxQ4QMW4mc+m\u002fDRAhew\u002fvhciMkA7jbDc0wgvQCSOxb86RypAw9u+JWT\u002fJUAbdpwOUDEiQEa6vPT8uR1AxiEJ0t4EGECxIh61RUMTQBN69ztj6g5AlOFDGUU1CUDqeyECMWcFQBdJkPYmgANAF0mQ9iaAA0DteyECMWcFQJfhQxlFNQlAGHr3O2PqDkCzIh61RUMTQMohCdLeBBhASrq89Py5HUAadpwOUDEiQMbbviVk\u002fyVAKY7FvzpHKkBCjbDc0wgvQIjsP74XIjJAzriZz6b8NEBnq2UiFxQ4QGLEo7ZoaDtAGITe\u002fc6YPEAka6BpfUQ5QId41BYNLTZATax6BX5SM0BjBpM10LQwQLANO04HqCxAT1s0tDBgKECm9RGdHJIkQK\u002fc0wjLPSFA3SD07nfGHEDIIQnS3gQYQCC85rrKNhRA3++MqTtcEUAWevc7Y+oOQEJHZjBZAw1AREdmMFkDDUAYevc7Y+oOQOLvjKk7XBFAIrzmuso2FEDKIQnS3gQYQN8g9O53xhxAsdzTCMs9IUCk9RGdHJIkQFFbNLQwYChAtA07TgeoLEBmBpM10LQwQE2segV+UjNAkHjUFg0tNkAsa6BpfUQ5QCiE3v3OmDxAPmqLhhYGPkBDUU3yxLE6QKdegZ9UmjdAaZInjsW\u002fNECF7D++FyIyQPHZlF+Wgi9AlSeOxb86K0DlwWuuq2wnQPGoLRpaGCRAr9zTCMs9IUBKurz0\u002fLkdQKJUmt3o6xlAYYhAzFkRF0CNVa\u002fATyoVQCO85rrKNhRAJLzmuso2FECOVa\u002fATyoVQGSIQMxZERdAo1Sa3ejrGUBMurz0\u002fLkdQLHc0wjLPSFA8qgtGloYJEDlwWuuq2wnQJInjsW\u002fOitA9NmUX5aCL0CG7D++FyIyQG2SJ47FvzRArV6Bn1SaN0BLUU3yxLE6QEpqi4YWBj5AtXaqUD+wP0C6XWy87Vs8QBxroGl9RDlA4p5GWO5pNkD8+F6IQMwzQHJ56flzazFAh0DMWRGPLkDb2qlC\u002fcAqQOXBa66rbCdApPURnRySJEAadpwOUDEiQERDCwNGSiBASrq89Py5HUB0hyvp8tIbQA7uYuNt3xpADu5i423fGkB2hyvp8tIbQE26vPT8uR1ARUMLA0ZKIEAadpwOUDEiQKT1EZ0ckiRA5sFrrqtsJ0Da2qlC\u002fcAqQIZAzFkRjy5AdHnp+XNrMUAA+V6IQMwzQOaeRljuaTZAJ2ugaX1EOUC8XWy87Vs8QL52qlA\u002fsD9AxdQdrqTLQECTkP3H90I+QPidMXWHKztAu9HXY\u002fhQOEDSK\u002fCTSrM1QEisegV+UjNAGlN3uJIuMUCHQMxZEY8uQJAnjsW\u002fOitAT1s0tDBgKEDF274lZP8lQPKoLRpaGCRA0sKAkRKrIkBnKbiLjbchQLPc0wjLPSFAs9zTCMs9IUBpKbiLjbchQNLCgJESqyJA8agtGloYJEDG274lZP8lQFFbNLQwYChAkCeOxb86K0CGQMxZEY8uQBlTd7iSLjFASax6BX5SM0DVK\u002fCTSrM1QLnR12P4UDhA+p0xdYcrO0CQkP3H90I+QMbUHa6ky0BAXYGfVJrdQUDjdICKcTNAQC33NMJyTz1A5SrbsON0OkAChfPgNdc3QHYFflJpdjVASax6BX5SM0Bzeen5c2sxQPHZlF+Wgi9AsQ07TgeoLEAmjsW\u002fOkcqQFRbNLQwYChANnWHK+nyJkDM274lZP8lQBeP2qKhhSVAF4\u002faoqGFJUDK274lZP8lQDV1hyvp8iZAVVs0tDBgKEAojsW\u002fOkcqQLMNO04HqCxA9NmUX5aCL0B0een5c2sxQEmsegV+UjNAegV+Uml2NUAAhfPgNdc3QOgq27DjdDpAKPc0wnJPPUDgdICKcTNAQFiBn1Sa3UFAL0HamwAOQ0CtNLvR12NBQMJ2qlA\u002fsD9AfqpQP7DVPECNBGlvAjg6QAOF8+A11zdA1Cvwk0qzNUD\u002f+F6IQMwzQIbsP74XIjJAZQaTNdC0MEBAjbDc0wgvQG5aH9HJIS1AUXRySIK0K0Dn2qlC\u002fcAqQDOOxb86RypAMY7FvzpHKkDm2qlC\u002fcAqQE50ckiCtCtAb1of0ckhLUBCjbDc0wgvQGUGkzXQtDBAhuw\u002fvhciMkAA+V6IQMwzQNUr8JNKszVAAoXz4DXXN0CMBGlvAjg6QHCqUD+w1TxAsHaqUD+wP0CgNLvR12NBQCBB2psADkNAHRTOg9dcRECnB6+5rrJCQFcOSZD2JkFAZVA4D15zP0B5qlA\u002fsNU8QO0q27DjdDpAvNHXY\u002fhQOEDjnkZY7mk2QGqSJ47FvzRASqx6BX5SM0CG7D++FyIyQB5Td7iSLjFAEOAg9O53MEC1JnniWPwvQALalF+Wgi9AAdqUX5aCL0C2JnniWPwvQA\u002fgIPTudzBAG1N3uJIuMUCI7D++FyIyQE2segV+UjNAbJInjsW\u002fNEDlnkZY7mk2QLrR12P4UDhA6CrbsON0OkBwqlA\u002fsNU8QFBQOA9ecz9ASA5JkPYmQUCQB6+5rrJCQAAUzoPXXERAUfp6DB\u002fKRUDQ7VtC9h9EQH\u002f09Rg+lEJAWA5JkPYmQUC\u002fdqpQP7A\u002fQCz3NMJyTz1A950xdYcrO0Aja6BpfUQ5QKpegZ9UmjdAjHjUFg0tNkDHuJnPpvw0QGIf0ckhCTRAVax6BX5SM0CgX5aCu9gyQEU5JEHamzJARTkkQdqbMkCeX5aCu9gyQFKsegV+UjNAYR\u002fRySEJNEDLuJnPpvw0QI541BYNLTZArF6Bn1SaN0Ama6BpfUQ5QPidMXWHKztAKPc0wnJPPUCwdqpQP7A\u002fQEQOSZD2JkFAaPT1GD6UQkCo7VtC9h9EQBD6egwfykVAsvPgNddVR0A058FrrqtFQMvtW0L2H0RAsQevua6yQkCrNLvR12NBQOV0gIpxM0BAkZD9x\u002fdCPkC4XWy87Vs8QD1RTfLEsTpAJGugaX1EOUBiq2UiFxQ4QP4RnRySIDdA7Z5GWO5pNkA7UmLVK\u002fA1QOEr8JNKszVA3yvwk0qzNUA3UmLVK\u002fA1QO2eRljuaTZA+hGdHJIgN0Bkq2UiFxQ4QCZroGl9RDlAR1FN8sSxOkC9XWy87Vs8QJCQ\u002fcf3Qj5A4HSAinEzQECgNLvR12NBQJAHr7muskJAqO1bQvYfREDw5sFrrqtFQGDz4DXXVUdAXgAAAAAASUDA8+A111VHQFj6egwfykVAMxTOg9dcREAtQdqbAA5DQF6Bn1Sa3UFAxdQdrqTLQECydqpQP7A\u002fQDZqi4YWBj5AHYTe\u002fc6YPEBaxKO2aGg7QPYq27DjdDpA7LeE7D++OUA2a6BpfUQ5QN5ELiicBzlA30QuKJwHOUA0a6BpfUQ5QOi3hOw\u002fvjlA8irbsON0OkBcxKO2aGg7QCGE3v3OmDxAQ2qLhhYGPkC6dqpQP7A\u002fQMjUHa6ky0BAXIGfVJrdQUAgQdqbAA5DQAAUzoPXXERAEPp6DB\u002fKRUBg8+A111VHQOD\u002f\u002f\u002f\u002f\u002f\u002f0hA","shape":"30, 30"},"type":"heatmap","xaxis":"x4","yaxis":"y4"},{"contours":{"coloring":"none","end":50,"showlabels":false,"size":10,"start":0},"line":{"color":"black"},"showlegend":false,"showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"HwAAAAAASUCY8+A111VHQEv6egwfykVAIBTOg9dcREAjQdqbAA5DQFyBn1Sa3UFAxNQdrqTLQECxdqpQP7A\u002fQDxqi4YWBj5AGoTe\u002fc6YPEBWxKO2aGg7QPEq27DjdDpA5reE7D++OUAwa6BpfUQ5QNtELiicBzlA30QuKJwHOUA4a6BpfUQ5QO23hOw\u002fvjlA+SrbsON0OkBjxKO2aGg7QCCE3v3OmDxAQ2qLhhYGPkC3dqpQP7A\u002fQMbUHa6ky0BAXYGfVJrdQUAhQdqbAA5DQAsUzoPXXERAMfp6DB\u002fKRUCI8+A111VHQAoAAAAAAElAjPPgNddVR0Ac58FrrqtFQMLtW0L2H0RAngevua6yQkCkNLvR12NBQOV0gIpxM0BAkZD9x\u002fdCPkC3XWy87Vs8QEFRTfLEsTpAJGugaX1EOUBgq2UiFxQ4QPoRnRySIDdA6J5GWO5pNkA2UmLVK\u002fA1QN8r8JNKszVA3yvwk0qzNUA6UmLVK\u002fA1QO+eRljuaTZA\u002fhGdHJIgN0Bnq2UiFxQ4QClroGl9RDlASVFN8sSxOkC7XWy87Vs8QJKQ\u002fcf3Qj5A4XSAinEzQECjNLvR12NBQJoHr7muskJAu+1bQvYfREAX58FrrqtFQIDz4DXXVUdATPp6DB\u002fKRUC77VtC9h9EQGL09Rg+lEJAVA5JkPYmQUC5dqpQP7A\u002fQCn3NMJyTz1A950xdYcrO0Aea6BpfUQ5QKZegZ9UmjdAiXjUFg0tNkDDuJnPpvw0QFof0ckhCTRAT6x6BX5SM0CZX5aCu9gyQEA5JEHamzJAQDkkQdqbMkCeX5aCu9gyQFGsegV+UjNAYB\u002fRySEJNEDIuJnPpvw0QI141BYNLTZAqV6Bn1SaN0Afa6BpfUQ5QPidMXWHKztAJ\u002fc0wnJPPUC2dqpQP7A\u002fQE4OSZD2JkFAcfT1GD6UQkC57VtC9h9EQD36egwfykVAIRTOg9dcRECeB6+5rrJCQFYOSZD2JkFAVlA4D15zP0B5qlA\u002fsNU8QOYq27DjdDpAvNHXY\u002fhQOEDinkZY7mk2QGmSJ47FvzRAS6x6BX5SM0CE7D++FyIyQBxTd7iSLjFADuAg9O53MECzJnniWPwvQP\u002fZlF+Wgi9AAdqUX5aCL0C0JnniWPwvQA\u002fgIPTudzBAHlN3uJIuMUCI7D++FyIyQE2segV+UjNAbZInjsW\u002fNEDlnkZY7mk2QLnR12P4UDhA6CrbsON0OkBzqlA\u002fsNU8QFlQOA9ecz9ATg5JkPYmQUCaB6+5rrJCQBUUzoPXXERAJUHamwAOQ0ClNLvR12NBQLl2qlA\u002fsD9Ae6pQP7DVPECNBGlvAjg6QAKF8+A11zdA1Cvwk0qzNUD8+F6IQMwzQIPsP74XIjJAYwaTNdC0MEA4jbDc0wgvQGtaH9HJIS1AS3RySIK0K0Di2qlC\u002fcAqQC6Oxb86RypALo7FvzpHKkDj2qlC\u002fcAqQEx0ckiCtCtAbVof0ckhLUA9jbDc0wgvQGUGkzXQtDBAhuw\u002fvhciMkD9+F6IQMwzQNQr8JNKszVAAoXz4DXXN0CKBGlvAjg6QHKqUD+w1TxAu3aqUD+wP0CfNLvR12NBQBxB2psADkNAW4GfVJrdQUDidICKcTNAQCr3NMJyTz1A6CrbsON0OkAEhfPgNdc3QHMFflJpdjVAR6x6BX5SM0B0een5c2sxQPDZlF+Wgi9Arw07TgeoLEAkjsW\u002fOkcqQFBbNLQwYChAMXWHK+nyJkDI274lZP8lQBOP2qKhhSVAEo\u002faoqGFJUDI274lZP8lQDN1hyvp8iZAUls0tDBgKEAljsW\u002fOkcqQLINO04HqCxA8tmUX5aCL0Byeen5c2sxQEisegV+UjNAdwV+Uml2NUAChfPgNdc3QOkq27DjdDpAJ\u002fc0wnJPPUDjdICKcTNAQFmBn1Sa3UFAydQdrqTLQECPkP3H90I+QP2dMXWHKztAvdHXY\u002fhQOEDWK\u002fCTSrM1QEesegV+UjNAGVN3uJIuMUCHQMxZEY8uQJEnjsW\u002fOitATls0tDBgKEDD274lZP8lQPCoLRpaGCRA0MKAkRKrIkBlKbiLjbchQLPc0wjLPSFAstzTCMs9IUBnKbiLjbchQNDCgJESqyJA8KgtGloYJEDF274lZP8lQFBbNLQwYChAkieOxb86K0CGQMxZEY8uQBlTd7iSLjFASax6BX5SM0DUK\u002fCTSrM1QLrR12P4UDhA+J0xdYcrO0CSkP3H90I+QMfUHa6ky0BAu3aqUD+wP0C5XWy87Vs8QB9roGl9RDlA455GWO5pNkD7+F6IQMwzQHJ56flzazFAh0DMWRGPLkDc2qlC\u002fcAqQOXBa66rbCdAo\u002fURnRySJEAadpwOUDEiQEVDCwNGSiBATLq89Py5HUB2hyvp8tIbQA3uYuNt3xpADe5i423fGkB2hyvp8tIbQEy6vPT8uR1ARUMLA0ZKIEAbdpwOUDEiQKX1EZ0ckiRA5cFrrqtsJ0Db2qlC\u002fcAqQIdAzFkRjy5AdHnp+XNrMUD\u002f+F6IQMwzQOWeRljuaTZAJ2ugaX1EOUC\u002fXWy87Vs8QLd2qlA\u002fsD9APWqLhhYGPkA+UU3yxLE6QKdegZ9UmjdAaJInjsW\u002fNECC7D++FyIyQPDZlF+Wgi9AkCeOxb86K0DkwWuuq2wnQO+oLRpaGCRArdzTCMs9IUBGurz0\u002fLkdQJ5Umt3o6xlAXohAzFkRF0CIVa\u002fATyoVQCC85rrKNhRAH7zmuso2FECJVa\u002fATyoVQGCIQMxZERdAnVSa3ejrGUBHurz0\u002fLkdQK\u002fc0wjLPSFA8KgtGloYJEDlwWuuq2wnQJAnjsW\u002fOitA8dmUX5aCL0CG7D++FyIyQGySJ47FvzRAsF6Bn1SaN0BDUU3yxLE6QD9qi4YWBj5AGITe\u002fc6YPEAha6BpfUQ5QIh41BYNLTZATKx6BX5SM0BkBpM10LQwQLENO04HqCxATls0tDBgKECj9RGdHJIkQK7c0wjLPSFA2SD07nfGHEDFIQnS3gQYQB285rrKNhRA3e+MqTtcEUARevc7Y+oOQDxHZjBZAw1AO0dmMFkDDUAQevc7Y+oOQN3vjKk7XBFAHLzmuso2FEDFIQnS3gQYQNwg9O53xhxArtzTCMs9IUCj9RGdHJIkQFBbNLQwYChAsg07TgeoLEBmBpM10LQwQEysegV+UjNAjnjUFg0tNkAoa6BpfUQ5QCiE3v3OmDxAXsSjtmhoO0Bgq2UiFxQ4QMS4mc+m\u002fDRAhuw\u002fvhciMkA4jbDc0wgvQCOOxb86RypAwtu+JWT\u002fJUAbdpwOUDEiQEa6vPT8uR1AxSEJ0t4EGECwIh61RUMTQBF69ztj6g5AkuFDGUU1CUDneyECMWcFQBVJkPYmgANAFEmQ9iaAA0DpeyECMWcFQJPhQxlFNQlAE3r3O2PqDkCxIh61RUMTQMchCdLeBBhASLq89Py5HUAYdpwOUDEiQMXbviVk\u002fyVAKI7FvzpHKkBBjbDc0wgvQIbsP74XIjJAybiZz6b8NEBkq2UiFxQ4QGLEo7ZoaDtA8CrbsON0OkD6EZ0ckiA3QF0f0ckhCTRAHFN3uJIuMUBpWh\u002fRySEtQFBbNLQwYChA8KgtGloYJEBFQwsDRkogQJ1Umt3o6xlAHbzmuso2FEAQevc7Y+oOQL6usg07TgdAPxb\u002f6hyZAUAsYbmnEZb7P4f7lpD9x\u002fc\u002fh\u002fuWkP3H9z8zYbmnEZb7P0QW\u002f+ocmQFAw66yDTtOB0ASevc7Y+oOQB685rrKNhRAolSa3ejrGUBFQwsDRkogQPKoLRpaGCRAVFs0tDBgKEBwWh\u002fRySEtQB9Td7iSLjFAZB\u002fRySEJNEAAEp0ckiA3QPgq27DjdDpA5reE7D++OUDpnkZY7mk2QE+segV+UjNADOAg9O53MEBLdHJIgrQrQDF1hyvp8iZAz8KAkRKrIkBLurz0\u002fLkdQF+IQMxZERdA3e+MqTtcEUCR4UMZRTUJQD8W\u002f+ocmQFAgvuWkP3H9z8vMFJi1SvwPxOVX5aCu+g\u002fFZVfloK76D81MFJi1SvwP4v7lpD9x\u002fc\u002fRRb\u002f6hyZAUCV4UMZRTUJQODvjKk7XBFAYohAzFkRF0BKurz0\u002fLkdQNLCgJESqyJANXWHK+nyJkBQdHJIgrQrQA\u002fgIPTudzBAVax6BX5SM0DvnkZY7mk2QOy3hOw\u002fvjlALmugaX1EOUA6UmLVK\u002fA1QJpfloK72DJAtCZ54lj8L0Di2qlC\u002fcAqQMfbviVk\u002fyVAZSm4i423IUB0hyvp8tIbQIhVr8BPKhVAD3r3O2PqDkDoeyECMWcFQC1huacRlvs\u002fLzBSYtUr8D+7yRpoWh\u002fhP978q3NkBtM\u002f4Pyrc2QG0z\u002fEyRpoWh\u002fhPzcwUmLVK\u002fA\u002fN2G5pxGW+z\u002fqeyECMWcFQBd69ztj6g5AjVWvwE8qFUB1hyvp8tIbQGcpuIuNtyFAzNu+JWT\u002fJUDm2qlC\u002fcAqQLQmeeJY\u002fC9An1+WgrvYMkA4UmLVK\u002fA1QDZroGl9RDlA2EQuKJwHOUDeK\u002fCTSrM1QEA5JEHamzJAAtqUX5aCL0AsjsW\u002fOkcqQBKP2qKhhSVAs9zTCMs9IUAO7mLjbd8aQB+85rrKNhRAPEdmMFkDDUAUSZD2JoADQIb7lpD9x\u002fc\u002fFJVfloK76D\u002fh\u002fKtzZAbTP1UyE7mgcK4\u002fXTITuaBwrj\u002fx\u002fKtzZAbTPyGVX5aCu+g\u002fkfuWkP3H9z8XSZD2JoADQERHZjBZAw1AJLzmuso2FEAN7mLjbd8aQLPc0wjLPSFAF4\u002faoqGFJUAxjsW\u002fOkcqQADalF+Wgi9ARDkkQdqbMkDeK\u002fCTSrM1QNxELiicBzlA3kQuKJwHOUDfK\u002fCTSrM1QEA5JEHamzJAAtqUX5aCL0ArjsW\u002fOkcqQBKP2qKhhSVAs9zTCMs9IUAN7mLjbd8aQB+85rrKNhRAPEdmMFkDDUAUSZD2JoADQIj7lpD9x\u002fc\u002fFJVfloK76D\u002fg\u002fKtzZAbTP10yE7mgcK4\u002fXjITuaBwrj\u002fy\u002fKtzZAbTPyCVX5aCu+g\u002fkfuWkP3H9z8XSZD2JoADQENHZjBZAw1AJLzmuso2FEAM7mLjbd8aQLPc0wjLPSFAF4\u002faoqGFJUAxjsW\u002fOkcqQADalF+Wgi9AQzkkQdqbMkDcK\u002fCTSrM1QN5ELiicBzlAOWugaX1EOUA7UmLVK\u002fA1QJ1floK72DJAtSZ54lj8L0Dm2qlC\u002fcAqQMnbviVk\u002fyVAZim4i423IUB2hyvp8tIbQIdVr8BPKhVAD3r3O2PqDkDoeyECMWcFQDFhuacRlvs\u002fNTBSYtUr8D\u002fDyRpoWh\u002fhP\u002fP8q3NkBtM\u002f8vyrc2QG0z\u002fMyRpoWh\u002fhPzowUmLVK\u002fA\u002fO2G5pxGW+z\u002fseyECMWcFQBh69ztj6g5AjlWvwE8qFUB2hyvp8tIbQGkpuIuNtyFAy9u+JWT\u002fJUDl2qlC\u002fcAqQLYmeeJY\u002fC9Anl+WgrvYMkA5UmLVK\u002fA1QDRroGl9RDlA6beE7D++OUDtnkZY7mk2QFCsegV+UjNAD+Ag9O53MEBNdHJIgrQrQDR1hyvp8iZA0MKAkRKrIkBNurz0\u002fLkdQF+IQMxZERdA3e+MqTtcEUCS4UMZRTUJQEQW\u002f+ocmQFAifuWkP3H9z83MFJi1SvwPyGVX5aCu+g\u002fIZVfloK76D87MFJi1SvwP4\u002f7lpD9x\u002fc\u002fRxb\u002f6hyZAUCY4UMZRTUJQOHvjKk7XBFAY4hAzFkRF0BNurz0\u002fLkdQNPCgJESqyJANXWHK+nyJkBOdHJIgrQrQA\u002fgIPTudzBAU6x6BX5SM0DtnkZY7mk2QOq3hOw\u002fvjlA9CrbsON0OkD7EZ0ckiA3QF0f0ckhCTRAHlN3uJIuMUBrWh\u002fRySEtQFJbNLQwYChA8KgtGloYJEBGQwsDRkogQJ5Umt3o6xlAHbzmuso2FEAVevc7Y+oOQMKusg07TgdARRb\u002f6hyZAUA1YbmnEZb7P5H7lpD9x\u002fc\u002fkfuWkP3H9z89YbmnEZb7P0gW\u002f+ocmQFAx66yDTtOB0AYevc7Y+oOQCG85rrKNhRAo1Sa3ejrGUBGQwsDRkogQPKoLRpaGCRAVVs0tDBgKEBwWh\u002fRySEtQB5Td7iSLjFAYh\u002fRySEJNED+EZ0ckiA3QPcq27DjdDpAWsSjtmhoO0Bfq2UiFxQ4QMW4mc+m\u002fDRAhew\u002fvhciMkA7jbDc0wgvQCSOxb86RypAw9u+JWT\u002fJUAbdpwOUDEiQEa6vPT8uR1AxiEJ0t4EGECxIh61RUMTQBN69ztj6g5AlOFDGUU1CUDqeyECMWcFQBdJkPYmgANAF0mQ9iaAA0DteyECMWcFQJfhQxlFNQlAGHr3O2PqDkCzIh61RUMTQMohCdLeBBhASrq89Py5HUAadpwOUDEiQMbbviVk\u002fyVAKY7FvzpHKkBCjbDc0wgvQIjsP74XIjJAzriZz6b8NEBnq2UiFxQ4QGLEo7ZoaDtAGITe\u002fc6YPEAka6BpfUQ5QId41BYNLTZATax6BX5SM0BjBpM10LQwQLANO04HqCxAT1s0tDBgKECm9RGdHJIkQK\u002fc0wjLPSFA3SD07nfGHEDIIQnS3gQYQCC85rrKNhRA3++MqTtcEUAWevc7Y+oOQEJHZjBZAw1AREdmMFkDDUAYevc7Y+oOQOLvjKk7XBFAIrzmuso2FEDKIQnS3gQYQN8g9O53xhxAsdzTCMs9IUCk9RGdHJIkQFFbNLQwYChAtA07TgeoLEBmBpM10LQwQE2segV+UjNAkHjUFg0tNkAsa6BpfUQ5QCiE3v3OmDxAPmqLhhYGPkBDUU3yxLE6QKdegZ9UmjdAaZInjsW\u002fNECF7D++FyIyQPHZlF+Wgi9AlSeOxb86K0DlwWuuq2wnQPGoLRpaGCRAr9zTCMs9IUBKurz0\u002fLkdQKJUmt3o6xlAYYhAzFkRF0CNVa\u002fATyoVQCO85rrKNhRAJLzmuso2FECOVa\u002fATyoVQGSIQMxZERdAo1Sa3ejrGUBMurz0\u002fLkdQLHc0wjLPSFA8qgtGloYJEDlwWuuq2wnQJInjsW\u002fOitA9NmUX5aCL0CG7D++FyIyQG2SJ47FvzRArV6Bn1SaN0BLUU3yxLE6QEpqi4YWBj5AtXaqUD+wP0C6XWy87Vs8QBxroGl9RDlA4p5GWO5pNkD8+F6IQMwzQHJ56flzazFAh0DMWRGPLkDb2qlC\u002fcAqQOXBa66rbCdApPURnRySJEAadpwOUDEiQERDCwNGSiBASrq89Py5HUB0hyvp8tIbQA7uYuNt3xpADu5i423fGkB2hyvp8tIbQE26vPT8uR1ARUMLA0ZKIEAadpwOUDEiQKT1EZ0ckiRA5sFrrqtsJ0Da2qlC\u002fcAqQIZAzFkRjy5AdHnp+XNrMUAA+V6IQMwzQOaeRljuaTZAJ2ugaX1EOUC8XWy87Vs8QL52qlA\u002fsD9AxdQdrqTLQECTkP3H90I+QPidMXWHKztAu9HXY\u002fhQOEDSK\u002fCTSrM1QEisegV+UjNAGlN3uJIuMUCHQMxZEY8uQJAnjsW\u002fOitAT1s0tDBgKEDF274lZP8lQPKoLRpaGCRA0sKAkRKrIkBnKbiLjbchQLPc0wjLPSFAs9zTCMs9IUBpKbiLjbchQNLCgJESqyJA8agtGloYJEDG274lZP8lQFFbNLQwYChAkCeOxb86K0CGQMxZEY8uQBlTd7iSLjFASax6BX5SM0DVK\u002fCTSrM1QLnR12P4UDhA+p0xdYcrO0CQkP3H90I+QMbUHa6ky0BAXYGfVJrdQUDjdICKcTNAQC33NMJyTz1A5SrbsON0OkAChfPgNdc3QHYFflJpdjVASax6BX5SM0Bzeen5c2sxQPHZlF+Wgi9AsQ07TgeoLEAmjsW\u002fOkcqQFRbNLQwYChANnWHK+nyJkDM274lZP8lQBeP2qKhhSVAF4\u002faoqGFJUDK274lZP8lQDV1hyvp8iZAVVs0tDBgKEAojsW\u002fOkcqQLMNO04HqCxA9NmUX5aCL0B0een5c2sxQEmsegV+UjNAegV+Uml2NUAAhfPgNdc3QOgq27DjdDpAKPc0wnJPPUDgdICKcTNAQFiBn1Sa3UFAL0HamwAOQ0CtNLvR12NBQMJ2qlA\u002fsD9AfqpQP7DVPECNBGlvAjg6QAOF8+A11zdA1Cvwk0qzNUD\u002f+F6IQMwzQIbsP74XIjJAZQaTNdC0MEBAjbDc0wgvQG5aH9HJIS1AUXRySIK0K0Dn2qlC\u002fcAqQDOOxb86RypAMY7FvzpHKkDm2qlC\u002fcAqQE50ckiCtCtAb1of0ckhLUBCjbDc0wgvQGUGkzXQtDBAhuw\u002fvhciMkAA+V6IQMwzQNUr8JNKszVAAoXz4DXXN0CMBGlvAjg6QHCqUD+w1TxAsHaqUD+wP0CgNLvR12NBQCBB2psADkNAHRTOg9dcRECnB6+5rrJCQFcOSZD2JkFAZVA4D15zP0B5qlA\u002fsNU8QO0q27DjdDpAvNHXY\u002fhQOEDjnkZY7mk2QGqSJ47FvzRASqx6BX5SM0CG7D++FyIyQB5Td7iSLjFAEOAg9O53MEC1JnniWPwvQALalF+Wgi9AAdqUX5aCL0C2JnniWPwvQA\u002fgIPTudzBAG1N3uJIuMUCI7D++FyIyQE2segV+UjNAbJInjsW\u002fNEDlnkZY7mk2QLrR12P4UDhA6CrbsON0OkBwqlA\u002fsNU8QFBQOA9ecz9ASA5JkPYmQUCQB6+5rrJCQAAUzoPXXERAUfp6DB\u002fKRUDQ7VtC9h9EQH\u002f09Rg+lEJAWA5JkPYmQUC\u002fdqpQP7A\u002fQCz3NMJyTz1A950xdYcrO0Aja6BpfUQ5QKpegZ9UmjdAjHjUFg0tNkDHuJnPpvw0QGIf0ckhCTRAVax6BX5SM0CgX5aCu9gyQEU5JEHamzJARTkkQdqbMkCeX5aCu9gyQFKsegV+UjNAYR\u002fRySEJNEDLuJnPpvw0QI541BYNLTZArF6Bn1SaN0Ama6BpfUQ5QPidMXWHKztAKPc0wnJPPUCwdqpQP7A\u002fQEQOSZD2JkFAaPT1GD6UQkCo7VtC9h9EQBD6egwfykVAsvPgNddVR0A058FrrqtFQMvtW0L2H0RAsQevua6yQkCrNLvR12NBQOV0gIpxM0BAkZD9x\u002fdCPkC4XWy87Vs8QD1RTfLEsTpAJGugaX1EOUBiq2UiFxQ4QP4RnRySIDdA7Z5GWO5pNkA7UmLVK\u002fA1QOEr8JNKszVA3yvwk0qzNUA3UmLVK\u002fA1QO2eRljuaTZA+hGdHJIgN0Bkq2UiFxQ4QCZroGl9RDlAR1FN8sSxOkC9XWy87Vs8QJCQ\u002fcf3Qj5A4HSAinEzQECgNLvR12NBQJAHr7muskJAqO1bQvYfREDw5sFrrqtFQGDz4DXXVUdAXgAAAAAASUDA8+A111VHQFj6egwfykVAMxTOg9dcREAtQdqbAA5DQF6Bn1Sa3UFAxdQdrqTLQECydqpQP7A\u002fQDZqi4YWBj5AHYTe\u002fc6YPEBaxKO2aGg7QPYq27DjdDpA7LeE7D++OUA2a6BpfUQ5QN5ELiicBzlA30QuKJwHOUA0a6BpfUQ5QOi3hOw\u002fvjlA8irbsON0OkBcxKO2aGg7QCGE3v3OmDxAQ2qLhhYGPkC6dqpQP7A\u002fQMjUHa6ky0BAXIGfVJrdQUAgQdqbAA5DQAAUzoPXXERAEPp6DB\u002fKRUBg8+A111VHQOD\u002f\u002f\u002f\u002f\u002f\u002f0hA","shape":"30, 30"},"type":"contour","xaxis":"x4","yaxis":"y4"},{"legendgroup":"samples","marker":{"color":"white","line":{"color":"black","width":0.5},"size":5},"mode":"markers","name":"Sampled data","showlegend":false,"x":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAIwAAAAAAAAAjAAAAAAAAACMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAADAAAAAAAAAAMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAA8L8AAAAAAADwvwAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAPA\u002fAAAAAAAA8D8AAAAAAADwPwAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAAAEAAAAAAAAAAQAAAAAAAAABAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEAAAAAAAAAIQAAAAAAAAAhAAAAAAAAACEA="},"y":{"dtype":"f8","bdata":"AAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEAAAAAAAAAIwAAAAAAAAADAAAAAAAAA8L8AAAAAAAAAAAAAAAAAAPA\u002fAAAAAAAAAEAAAAAAAAAIQAAAAAAAAAjAAAAAAAAAAMAAAAAAAADwvwAAAAAAAAAAAAAAAAAA8D8AAAAAAAAAQAAAAAAAAAhAAAAAAAAACMAAAAAAAAAAwAAAAAAAAPC\u002fAAAAAAAAAAAAAAAAAADwPwAAAAAAAABAAAAAAAAACEA="},"type":"scatter","xaxis":"x4","yaxis":"y4"},{"coloraxis":"coloraxis2","name":"Error, InterpN Cubic","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"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","shape":"30, 30"},"type":"heatmap","xaxis":"x6","yaxis":"y6"},{"coloraxis":"coloraxis2","name":"Error, InterpN B-Spline","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"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","shape":"30, 30"},"type":"heatmap","xaxis":"x7","yaxis":"y7"},{"coloraxis":"coloraxis2","name":"Error, Scipy","showscale":true,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"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\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\u002fzwAAAAAAEACPQAAAAAAuAM9AAAAAADYAz0AAAAAACACPQAAAAAAgP48AAAAAAAA+DwAAAAAAADsPAAAAAAAAOQ8AAAAAAAA4DwAAAAAAADoPAAAAAAAAOA8AAAAAAAA+DwAAAAAAAAIPQAAAAAAABA9AAAAAAAAHD0AAAAAAAAkPQAAAAAAADE9AAAAAAAAMz0AAAAAAAAmPQAAAAAAABw9AAAAAAAAHD0AAAAAAAD4PAAAAAAAAPA8AAAAAAAA+DwAAAAAAADoPAAAAAAAAOA8AAAAAAAA5DwAAAAAAADsPAAAAAAAAPk8AAAAAAAA\u002fzwAAAAAACACPQAAAAAA2AM9AAAAAADcAz0AAAAAAEACPQAAAAAAAP48AAAAAAAA+DwAAAAAAADsPAAAAAAAAOA8AAAAAAAA4DwAAAAAAADgPAAAAAAAAOA8AAAAAAAA+DwAAAAAAAAIPQAAAAAAABA9AAAAAAAAGD0AAAAAAAAgPQAAAAAAADM9AAAAAAAAMz0AAAAAAAAoPQAAAAAAACI9AAAAAAAAGD0AAAAAAAASPQAAAAAAAAA9AAAAAAAA4DwAAAAAAAAAAAAAAAAAAOC8AAAAAAAA0DwAAAAAAADkPAAAAAAAAPU8AAAAAAAA\u002fTwAAAAAAEAAPQAAAAAAYAI9AAAAAABAAj0AAAAAAIAAPQAAAAAAAPs8AAAAAAAA9TwAAAAAAADoPAAAAAAAANg8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAPA8AAAAAAAA8DwAAAAAAAAEPQAAAAAAABI9AAAAAAAAGD0AAAAAAAAkPQAAAAAAACw9AAAAAAAAKj0AAAAAAAAgPQAAAAAAABg9AAAAAAAAFD0AAAAAAAAAPQAAAAAAAPg8AAAAAAAA4LwAAAAAAADQPAAAAAAAAAAAAAAAAAAAAAAAAAAAAADQPAAAAAAAAPI8AAAAAAAA9zwAAAAAAAD8PAAAAAAAgP48AAAAAACA\u002fjwAAAAAAAD8PAAAAAAAAPY8AAAAAAAA7DwAAAAAAADkPAAAAAAAAAAAAAAAAAAA0LwAAAAAAADQPAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwPAAAAAAAAAg9AAAAAAAAFD0AAAAAAAAgPQAAAAAAACw9AAAAAAAAID0AAAAAAAAYPQAAAAAAAAg9AAAAAAAACD0AAAAAAADwPAAAAAAAAOA8AAAAAAAA4LwAAAAAAADgvAAAAAAAAOi8AAAAAAAA4LwAAAAAAADAPAAAAAAAAOA8AAAAAAAA8jwAAAAAAAD0PAAAAAAAAPg8AAAAAAAA+DwAAAAAAAD3PAAAAAAAAPA8AAAAAAAA4DwAAAAAAADQPAAAAAAAAOC8AAAAAAAA6LwAAAAAAADgvAAAAAAAAOC8AAAAAAAAAAAAAAAAAAAAPQAAAAAAAPA8AAAAAAAAED0AAAAAAAAiPQAAAAAAACY9AAAAAAAACD0AAAAAAADwvAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4vAAAAAAAAPC8AAAAAAAA+LwAAAAAAADgvAAAAAAAAPC8AAAAAAAA4LwAAAAAAADovAAAAAAAAMA8AAAAAAAA4DwAAAAAAADoPAAAAAAAAOw8AAAAAAAA7DwAAAAAAADsPAAAAAAAAOA8AAAAAAAA0DwAAAAAAADgvAAAAAAAAOC8AAAAAAAA+LwAAAAAAADwvAAAAAAAAPC8AAAAAAAA4LwAAAAAAADgPAAAAAAAAPA8AAAAAAAAFD0AAAAAAAAcPQAAAAAAACY9AAAAAAAAEL0AAAAAAAAAvQAAAAAAAAi9AAAAAAAAAD0AAAAAAAAAvQAAAAAAAPC8AAAAAAAA+LwAAAAAAADwvAAAAAAAAPC8AAAAAAAA6LwAAAAAAADovAAAAAAAAAAAAAAAAAAAAAAAAAAAAADYPAAAAAAAANg8AAAAAAAA5DwAAAAAAADYPAAAAAAAANA8AAAAAAAA0LwAAAAAAADgvAAAAAAAAPS8AAAAAAAA+LwAAAAAAAAAvQAAAAAAAPi8AAAAAAAA8LwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD0AAAAAAAAYPQAAAAAAACg9AAAAAAAA8DwAAAAAAAAIvQAAAAAAABC9AAAAAAAACL0AAAAAAADwvAAAAAAAAPi8AAAAAAAA4DwAAAAAAAAAvQAAAAAAAOC8AAAAAAAA+LwAAAAAAADwvAAAAAAAANC8AAAAAAAA0LwAAAAAAAAAAAAAAAAAANA8AAAAAAAA4DwAAAAAAAAAAAAAAAAAAAAAAAAAAAAA6LwAAAAAAADwvAAAAAAAAPi8AAAAAAAA+LwAAAAAAAAAvQAAAAAAAAC9AAAAAAAAAL0AAAAAAADwvAAAAAAAAPC8AAAAAAAAAL0AAAAAAAAUPQAAAAAAACo9AAAAAAAAAL0AAAAAAAAYvQAAAAAAACK9AAAAAAAAEL0AAAAAAAAQvQAAAAAAAAC9AAAAAAAA4LwAAAAAAADwvAAAAAAAAOC8AAAAAAAA8LwAAAAAAADgvAAAAAAAAPC8AAAAAAAAAAAAAAAAAADQvAAAAAAAAPA8AAAAAAAA8DwAAAAAAAAAAAAAAAAAANA8AAAAAAAA8LwAAAAAAADwvAAAAAAAAAC9AAAAAAAA+LwAAAAAAAD4vAAAAAAAAAC9AAAAAAAAAL0AAAAAAADwvAAAAAAAAAC9AAAAAAAAAL0AAAAAAAAQvQAAAAAAABw9AAAAAAAAEL0AAAAAAAAIvQAAAAAAABC9AAAAAAAA8LwAAAAAAAAQvQAAAAAAAAC9AAAAAAAAAAAAAAAAAAD4vAAAAAAAAPi8AAAAAAAA+LwAAAAAAAD4vAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOA8AAAAAAAA4DwAAAAAAADwPAAAAAAAAOC8AAAAAAAA8LwAAAAAAADwvAAAAAAAAPi8AAAAAAAACL0AAAAAAAAAvQAAAAAAAAC9AAAAAAAACL0AAAAAAAAIvQAAAAAAABS9AAAAAAAAGL0AAAAAAAAYvQAAAAAAAAC9AAAAAAAAEL0AAAAAAAAAvQAAAAAAAPA8AAAAAAAAIL0AAAAAAAAUvQAAAAAAABS9AAAAAAAAAL0AAAAAAAAIvQAAAAAAAAC9AAAAAAAA+LwAAAAAAAAAvQAAAAAAAAAAAAAAAAAA8DwAAAAAAAD4PAAAAAAAAPg8AAAAAAAA+DwAAAAAAADgPAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwvAAAAAAAAPi8AAAAAAAAAL0AAAAAAAAAvQAAAAAAAAi9AAAAAAAACL0AAAAAAAAgvQAAAAAAABy9AAAAAAAAIL0AAAAAAAAgvQAAAAAAACy9AAAAAAAAND0AAAAAAAAYPQAAAAAAACQ9AAAAAAAAGD0AAAAAAAAUvQAAAAAAAAi9AAAAAAAAAL0AAAAAAAAAvQAAAAAAAAAAAAAAAAAA8LwAAAAAAAAAAAAAAAAAAPg8AAAAAAAACD0AAAAAAAAMPQAAAAAAABA9AAAAAAAACD0AAAAAAAAIPQAAAAAAAPA8AAAAAAAA+DwAAAAAAADgPAAAAAAAAPC8AAAAAAAA8LwAAAAAAADwvAAAAAAAAAi9AAAAAAAAGL0AAAAAAAAgvQAAAAAAACS9AAAAAAAAKL0AAAAAAAA0vQAAAAAAACS9AAAAAAAAJD0AAAAAAAA0PQAAAAAAADA9AAAAAAAAGD0AAAAAAAAAAAAAAAAAAAAAAAAAAAAA8LwAAAAAAAAUvQAAAAAAAAC9AAAAAAAAAL0AAAAAAADwvAAAAAAAAAA9AAAAAAAAED0AAAAAAAAQPQAAAAAAABQ9AAAAAAAAEj0AAAAAAAASPQAAAAAAAAg9AAAAAAAAAL0AAAAAAADwPAAAAAAAAAAAAAAAAAAAAL0AAAAAAAAIvQAAAAAAABC9AAAAAAAAHL0AAAAAAAAkvQAAAAAAADG9AAAAAAAAMr0AAAAAAAA6vQAAAAAAAEi9AAAAAAAASD0AAAAAAABCPQAAAAAAAD49AAAAAAAAMD0AAAAAAAAUPQAAAAAAAAC9AAAAAAAAHL0AAAAAAAAYvQAAAAAAABC9AAAAAAAAAL0AAAAAAADwvAAAAAAAABA9AAAAAAAAID0AAAAAAAAgPQAAAAAAACA9AAAAAAAAID0AAAAAAAAYPQAAAAAAABA9AAAAAAAACD0AAAAAAAAAPQAAAAAAAAAAAAAAAAAACL0AAAAAAAAIvQAAAAAAACC9AAAAAAAAIL0AAAAAAAAovQAAAAAAADq9AAAAAAAANL0AAAAAAABGvQAAAAAAgFS9AAAAAAAAVz0AAAAAAIBVPQAAAAAAAD49AAAAAAAART0AAAAAAAAQPQAAAAAAABA9AAAAAAAAFL0AAAAAAAAgvQAAAAAAACC9AAAAAAAAAAAAAAAAAAAIPQAAAAAAACI9AAAAAAAAIj0AAAAAAAAoPQAAAAAAACo9AAAAAAAAJj0AAAAAAAAgPQAAAAAAACA9AAAAAAAAFD0AAAAAAAAQPQAAAAAAAAAAAAAAAAAA8DwAAAAAAAAIvQAAAAAAABi9AAAAAAAAIL0AAAAAAAA0vQAAAAAAADq9AAAAAAAARr0AAAAAAABJvQAAAAAAAFK9AAAAAACAZz0AAAAAAABePQAAAAAAgFA9AAAAAAAATD0AAAAAAAAyPQAAAAAAAAAAAAAAAAAAAL0AAAAAAAAUvQAAAAAAABi9AAAAAAAA8DwAAAAAAAAQPQAAAAAAACQ9AAAAAAAAMT0AAAAAAAAwPQAAAAAAADM9AAAAAAAAND0AAAAAAAAsPQAAAAAAACg9AAAAAAAAGD0AAAAAAAAUPQAAAAAAABQ9AAAAAAAAGD0AAAAAAAAIPQAAAAAAAAA9AAAAAAAAGL0AAAAAAAAkvQAAAAAAAEi9AAAAAACAVL0AAAAAAABSvQAAAAAAAFC9","shape":"30, 30"},"type":"heatmap","xaxis":"x8","yaxis":"y8"},{"coloraxis":"coloraxis3","name":"Gradient Norm, Truth","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"wAofAMZILEAFX9p8jFMrQMMboyDhZypA3H7Tl8yGKUAaJGB5cLEoQAQxso4G6SdAvdNkod4uJ0DGp41bWoQmQMbvLc3m6iVAIzPuR\u002fNjJUBajdOB5fAkQOCoe1MLkyRArPEJ54pLJEDJNImzUhskQON2AQgLAyRA43YBCAsDJEDJNImzUhskQKzxCeeKSyRA4Kh7UwuTJEBajdOB5fAkQCMz7kfzYyVAxu8tzebqJUDGp41bWoQmQL7TZKHeLidABDGyjgbpJ0AbJGB5cLEoQN1+05fMhilAxBujIOFnKkAFX9p8jFMrQMAKHwDGSCxABV\u002fafIxTK0CgUKHlaFUqQLoZCxiHYClANG5FH\u002f11KEBD8F+E\u002f5YnQEoHdZ3hxCZAS8ryQRQBJkDTWO09Ik0lQFHsKNSpqiRAyDSJs1IbJEBn91kKwKAjQA7wdOV+PCNA8lNVyPHvIkBi3ZpIO7wiQJwxYzcqoiJAnDFjNyqiIkBi3ZpIO7wiQPNTVcjx7yJADvB05X48I0Bo91kKwKAjQMk0ibNSGyRAUewo1KmqJEDTWO09Ik0lQEvK8kEUASZASgd1neHEJkBD8F+E\u002f5YnQDRuRR\u002f9dShAuxkLGIdgKUCgUKHlaFUqQAVf2nyMUytAwxujIOFnKkC6GQsYh2ApQIGWI8sLYihA0jcBTZBtJ0DGp41bWoQmQOkcxSrWpyVAX61mkZbZJEDJNImzUhskQLfy+h7gbiNARoiJRyjWIkBn74WOGFMiQMoZ\u002fKGM5yFAWCkqFDSVIUBIXIh1dV0hQE6mNp5SQSFATqY2nlJBIUBIXIh1dV0hQFkpKhQ0lSFAyhn8oYznIUBo74WOGFMiQEaIiUco1iJAt\u002fL6HuBuI0DJNImzUhskQF+tZpGW2SRA6hzFKtanJUDHp41bWoQmQNI3AU2QbSdAg5YjywtiKEC6GQsYh2ApQMMboyDhZypA3H7Tl8yGKUA0bkUf\u002fXUoQNI3AU2QbSdAY9ylsK5uJkAoqEMVrHolQN+oe1MLkyRA0mOjtYC5I0DzU1XI8e8iQEYH2RZxOCJAWSkqFDSVIUADsBCEgQghQAeuLGGXlCBAVCmjt4g7IECgB+RjLP4fQJxP6UUNwR9AnE\u002fpRQ3BH0CgB+RjLP4fQFQpo7eIOyBAB64sYZeUIEADsBCEgQghQFkpKhQ0lSFARwfZFnE4IkDzU1XI8e8iQNJjo7WAuSNA4Kh7UwuTJEAoqEMVrHolQGTcpbCubiZA0zcBTZBtJ0A0bkUf\u002fXUoQNx+05fMhilAGiRgeXCxKEBD8F+E\u002f5YnQManjVtahCZAKKhDFax6JUBEIiiWUXskQHeISQDghyNAnDFjNyqiIkB0YlMdRMwhQAKwEISBCCFAG9x2LG5ZIEDd3LScd4MfQKHyiyxHiB5ARZoHsnTGHUDP512NdEIdQKraNiuT\u002fxxAqto2K5P\u002fHEDP512NdEIdQEaaB7J0xh1AovKLLEeIHkDd3LScd4MfQBvcdixuWSBAA7AQhIEIIUB0YlMdRMwhQJ0xYzcqoiJAeIhJAOCHI0BFIiiWUXskQCioQxWseiVAx6eNW1qEJkBD8F+E\u002f5YnQBokYHlwsShABDGyjgbpJ0BKB3Wd4cQmQOkcxSrWpyVA36h7UwuTJEB3iEkA4IcjQCVoqnv0hyJAWCkqFDSVIUCMcRhe3bEgQJpP6UUNwR9AaSjwhjVIHkCo2jYrk\u002f8cQHP328XM7RtASxnFzGEZG0CrfMmXFIgaQIgTWlRAPhpAiBNaVEA+GkCrfMmXFIgaQEwZxcxhGRtAdPfbxcztG0Co2jYrk\u002f8cQGoo8IY1SB5AnE\u002fpRQ3BH0CMcRhe3bEgQFkpKhQ0lSFAJWiqe\u002fSHIkB4iEkA4IcjQOCoe1MLkyRA6hzFKtanJUBKB3Wd4cQmQAQxso4G6SdAvdNkod4uJ0BLyvJBFAEmQF+tZpGW2SRA0mOjtYC5I0CcMWM3KqIiQFgpKhQ0lSFABq4sYZeUIECdgOeraEUfQLa79mi+hB1Ac\u002ffbxcztG0CrfMmXFIgaQJFzYli6WxlANR\u002fEUAJxGEBjBKG2gs8XQKqffpIifRdAqp9+kiJ9F0BjBKG2gs8XQDUfxFACcRhAkXNiWLpbGUCrfMmXFIgaQHX328XM7RtAuLv2aL6EHUCdgOeraEUfQAeuLGGXlCBAWSkqFDSVIUCdMWM3KqIiQNNjo7WAuSNAYK1mkZbZJEBLyvJBFAEmQL3TZKHeLidAxqeNW1qEJkDTWO09Ik0lQMk0ibNSGyRA81NVyPHvIkB0YlMdRMwhQIxxGF7dsSBAnYDnq2hFH0DP512NdEIdQJ3MOkDnYBtAbKYqkxqoGUBYPz6kySAYQEP3Bu\u002fm1BZAc\u002fZjRA7PFUCeMcyxcRkVQIEn3wxPvBRAgSffDE+8FECeMcyxcRkVQHT2Y0QOzxVARPcG7+bUFkBYPz6kySAYQG2mKpMaqBlAnsw6QOdgG0DP512NdEIdQJ6A56toRR9AjXEYXt2xIEB1YlMdRMwhQPRTVcjx7yJAyjSJs1IbJEDTWO09Ik0lQManjVtahCZAxu8tzebqJUBR7CjUqaokQLfy+h7gbiNARgfZFnE4IkACsBCEgQghQJpP6UUNwR9Atrv2aL6EHUCdzDpA52AbQJFzYli6WxlAqp9+kiJ9F0Bz9mNEDs8VQDw\u002fJouCXRRAINs3dCk2E0ALv3zS\u002fGYSQC6N3Nvn+xFALo3c2+f7EUAMv3zS\u002fGYSQCHbN3QpNhNAPj8mi4JdFEBz9mNEDs8VQKuffpIifRdAknNiWLpbGUCdzDpA52AbQLe79mi+hB1AnE\u002fpRQ3BH0ADsBCEgQghQEcH2RZxOCJAuPL6HuBuI0BR7CjUqaokQMbvLc3m6iVAIzPuR\u002fNjJUDINImzUhskQEaIiUco1iJAWSkqFDSVIUAb3HYsblkgQGko8IY1SB5Ac\u002ffbxcztG0BspiqTGqgZQKqffpIifRdAUv9mIwB1FUAiHWD9ipoTQC6N3Nvn+xFAoebgsJCqEECslSpb\u002f3MPQKgoXmRPeA5AqCheZE94DkCtlSpb\u002f3MPQKLm4LCQqhBAL43c2+f7EUAiHWD9ipoTQFT\u002fZiMAdRVArJ9+kiJ9F0BspiqTGqgZQHX328XM7RtAbCjwhjVIHkAc3HYsblkgQFopKhQ0lSFASIiJRyjWIkDINImzUhskQCMz7kfzYyVAWo3TgeXwJEBn91kKwKAjQGfvhY4YUyJAA7AQhIEIIUDd3LScd4MfQKjaNiuT\u002fxxAq3zJlxSIGkBYPz6kySAYQHP2Y0QOzxVAIh1g\u002fYqaE0AVi2vuRY4RQK2VKlv\u002fcw9Aw8uRUthmDECJ9He4qisKQNjRI7b5+ghA2NEjtvn6CECK9He4qisKQMTLkVLYZgxAsJUqW\u002f9zD0AWi2vuRY4RQCMdYP2KmhNAdPZjRA7PFUBYPz6kySAYQK18yZcUiBpAq9o2K5P\u002fHEDe3LScd4MfQASwEISBCCFAae+FjhhTIkBn91kKwKAjQFqN04Hl8CRA4Kh7UwuTJEAO8HTlfjwjQMoZ\u002fKGM5yFAB64sYZeUIECh8ossR4geQHP328XM7RtAkXNiWLpbGUBD9wbv5tQWQDw\u002fJouCXRRALo3c2+f7EUCtlSpb\u002f3MPQLAt4HIXTwtA7y1vfAW7B0CS6M29TwIFQDVF6QijgQNANUXpCKOBA0CU6M29TwIFQPItb3wFuwdAsy3gchdPC0CvlSpb\u002f3MPQC+N3Nvn+xFAPj8mi4JdFEBD9wbv5tQWQJJzYli6WxlAdvfbxcztG0Cj8ossR4geQAeuLGGXlCBAzBn8oYznIUAO8HTlfjwjQOCoe1MLkyRArPEJ54pLJEDyU1XI8e8iQFgpKhQ0lSFAVCmjt4g7IEBFmgeydMYdQEsZxcxhGRtANR\u002fEUAJxGEBz9mNEDs8VQCDbN3QpNhNAoebgsJCqEEDDy5FS2GYMQO8tb3wFuwdAM0XpCKOBA0A4KtTC2xUAQCVCEO3sIfw\u002fJUIQ7ewh\u002fD86KtTC2xUAQDZF6QijgQNA8i1vfAW7B0DEy5FS2GYMQKPm4LCQqhBAIts3dCk2E0Bz9mNEDs8VQDYfxFACcRhAThnFzGEZG0BHmgeydMYdQFUpo7eIOyBAWikqFDSVIUDyU1XI8e8iQKzxCeeKSyRAyTSJs1IbJEBi3ZpIO7wiQEhciHV1XSFAoAfkYyz+H0DP512NdEIdQKt8yZcUiBpAYwShtoLPF0CeMcyxcRkVQAu\u002ffNL8ZhJArJUqW\u002f9zD0CJ9He4qisKQJLozb1PAgVAOCrUwtsVAEBsueQ9XWj3P1j4T9BxcvE\u002fWPhP0HFy8T9yueQ9XWj3Pzwq1MLbFQBAlujNvU8CBUCK9He4qisKQLCVKlv\u002fcw9ADr980vxmEkCeMcyxcRkVQGQEobaCzxdArXzJlxSIGkDR512NdEIdQKIH5GMs\u002fh9ASlyIdXVdIUBi3ZpIO7wiQMk0ibNSGyRA43YBCAsDJECcMWM3KqIiQE6mNp5SQSFAnE\u002fpRQ3BH0Cq2jYrk\u002f8cQIgTWlRAPhpAqp9+kiJ9F0CBJ98MT7wUQC6N3Nvn+xFAqCheZE94DkDY0SO2+foIQDVF6QijgQNAJUIQ7ewh\u002fD9Y+E\u002fQcXLxP\u002fSh26fRNd8\u002f9KHbp9E13z9g+E\u002fQcXLxPy1CEO3sIfw\u002fOUXpCKOBA0Da0SO2+foIQKwoXmRPeA5AMI3c2+f7EUCBJ98MT7wUQKyffpIifRdAixNaVEA+GkCr2jYrk\u002f8cQJ5P6UUNwR9AUKY2nlJBIUCcMWM3KqIiQON2AQgLAyRA43YBCAsDJECcMWM3KqIiQE6mNp5SQSFAnE\u002fpRQ3BH0Cq2jYrk\u002f8cQIgTWlRAPhpAqp9+kiJ9F0CBJ98MT7wUQC6N3Nvn+xFAqCheZE94DkDY0SO2+foIQDVF6QijgQNAJUIQ7ewh\u002fD9Y+E\u002fQcXLxP\u002fSh26fRNd8\u002f9KHbp9E13z9g+E\u002fQcXLxPy1CEO3sIfw\u002fOUXpCKOBA0Da0SO2+foIQKwoXmRPeA5AMI3c2+f7EUCBJ98MT7wUQKyffpIifRdAixNaVEA+GkCr2jYrk\u002f8cQJ5P6UUNwR9AUKY2nlJBIUCcMWM3KqIiQON2AQgLAyRAyTSJs1IbJEBi3ZpIO7wiQEhciHV1XSFAoAfkYyz+H0DP512NdEIdQKt8yZcUiBpAYwShtoLPF0CeMcyxcRkVQAy\u002ffNL8ZhJArZUqW\u002f9zD0CK9He4qisKQJTozb1PAgVAOirUwtsVAEByueQ9XWj3P2D4T9BxcvE\u002fYPhP0HFy8T93ueQ9XWj3Pz4q1MLbFQBAmOjNvU8CBUCM9He4qisKQLGVKlv\u002fcw9ADr980vxmEkCeMcyxcRkVQGQEobaCzxdArXzJlxSIGkDR512NdEIdQKIH5GMs\u002fh9ASlyIdXVdIUBi3ZpIO7wiQMk0ibNSGyRArPEJ54pLJEDzU1XI8e8iQFkpKhQ0lSFAVCmjt4g7IEBGmgeydMYdQEwZxcxhGRtANR\u002fEUAJxGEB09mNEDs8VQCHbN3QpNhNAoubgsJCqEEDEy5FS2GYMQPItb3wFuwdANkXpCKOBA0A8KtTC2xUAQC1CEO3sIfw\u002fLUIQ7ewh\u002fD8+KtTC2xUAQDlF6QijgQNA9S1vfAW7B0DGy5FS2GYMQKTm4LCQqhBAI9s3dCk2E0B09mNEDs8VQDcfxFACcRhAThnFzGEZG0BHmgeydMYdQFUpo7eIOyBAWykqFDSVIUDzU1XI8e8iQKzxCeeKSyRA4Kh7UwuTJEAO8HTlfjwjQMoZ\u002fKGM5yFAB64sYZeUIECi8ossR4geQHT328XM7RtAkXNiWLpbGUBE9wbv5tQWQD4\u002fJouCXRRAL43c2+f7EUCwlSpb\u002f3MPQLMt4HIXTwtA8i1vfAW7B0CW6M29TwIFQDlF6QijgQNAOUXpCKOBA0CY6M29TwIFQPUtb3wFuwdAti3gchdPC0CxlSpb\u002f3MPQDGN3Nvn+xFAQD8mi4JdFEBE9wbv5tQWQJNzYli6WxlAdvfbxcztG0Cj8ossR4geQAiuLGGXlCBAzBn8oYznIUAO8HTlfjwjQOCoe1MLkyRAWo3TgeXwJEBo91kKwKAjQGjvhY4YUyJAA7AQhIEIIUDd3LScd4MfQKjaNiuT\u002fxxAq3zJlxSIGkBYPz6kySAYQHP2Y0QOzxVAIh1g\u002fYqaE0AWi2vuRY4RQK+VKlv\u002fcw9AxMuRUthmDECK9He4qisKQNrRI7b5+ghA2tEjtvn6CECM9He4qisKQMbLkVLYZgxAsZUqW\u002f9zD0AXi2vuRY4RQCQdYP2KmhNAdfZjRA7PFUBYPz6kySAYQK18yZcUiBpAq9o2K5P\u002fHEDf3LScd4MfQASwEISBCCFAau+FjhhTIkBo91kKwKAjQFqN04Hl8CRAIzPuR\u002fNjJUDJNImzUhskQEaIiUco1iJAWSkqFDSVIUAb3HYsblkgQGoo8IY1SB5AdffbxcztG0BtpiqTGqgZQKuffpIifRdAVP9mIwB1FUAjHWD9ipoTQC+N3Nvn+xFAo+bgsJCqEECwlSpb\u002f3MPQKwoXmRPeA5ArCheZE94DkCxlSpb\u002f3MPQKTm4LCQqhBAMY3c2+f7EUAkHWD9ipoTQFX\u002fZiMAdRVArZ9+kiJ9F0BtpiqTGqgZQHb328XM7RtAbSjwhjVIHkAc3HYsblkgQFopKhQ0lSFASIiJRyjWIkDJNImzUhskQCMz7kfzYyVAxu8tzebqJUBR7CjUqaokQLfy+h7gbiNARwfZFnE4IkADsBCEgQghQJxP6UUNwR9AuLv2aL6EHUCezDpA52AbQJJzYli6WxlArJ9+kiJ9F0B09mNEDs8VQD4\u002fJouCXRRAIts3dCk2E0AOv3zS\u002fGYSQDCN3Nvn+xFAMI3c2+f7EUAOv3zS\u002fGYSQCPbN3QpNhNAQD8mi4JdFEB19mNEDs8VQK2ffpIifRdAlHNiWLpbGUCezDpA52AbQLm79mi+hB1Ank\u002fpRQ3BH0AEsBCEgQghQEgH2RZxOCJAufL6HuBuI0BR7CjUqaokQMbvLc3m6iVAxqeNW1qEJkDTWO09Ik0lQMk0ibNSGyRA81NVyPHvIkB0YlMdRMwhQIxxGF7dsSBAnYDnq2hFH0DP512NdEIdQJ3MOkDnYBtAbKYqkxqoGUBYPz6kySAYQEP3Bu\u002fm1BZAc\u002fZjRA7PFUCeMcyxcRkVQIEn3wxPvBRAgSffDE+8FECeMcyxcRkVQHT2Y0QOzxVARPcG7+bUFkBYPz6kySAYQG2mKpMaqBlAnsw6QOdgG0DP512NdEIdQJ6A56toRR9AjXEYXt2xIEB1YlMdRMwhQPRTVcjx7yJAyjSJs1IbJEDTWO09Ik0lQManjVtahCZAvtNkod4uJ0BLyvJBFAEmQF+tZpGW2SRA0mOjtYC5I0CdMWM3KqIiQFkpKhQ0lSFAB64sYZeUIECegOeraEUfQLe79mi+hB1AdffbxcztG0CtfMmXFIgaQJJzYli6WxlANh\u002fEUAJxGEBkBKG2gs8XQKyffpIifRdArJ9+kiJ9F0BkBKG2gs8XQDcfxFACcRhAk3NiWLpbGUCtfMmXFIgaQHb328XM7RtAubv2aL6EHUCegOeraEUfQAeuLGGXlCBAWikqFDSVIUCeMWM3KqIiQNNjo7WAuSNAYa1mkZbZJEBLyvJBFAEmQL7TZKHeLidABDGyjgbpJ0BKB3Wd4cQmQOocxSrWpyVA4Kh7UwuTJEB4iEkA4IcjQCVoqnv0hyJAWSkqFDSVIUCNcRhe3bEgQJxP6UUNwR9AbCjwhjVIHkCr2jYrk\u002f8cQHb328XM7RtAThnFzGEZG0CtfMmXFIgaQIsTWlRAPhpAixNaVEA+GkCtfMmXFIgaQE4ZxcxhGRtAdvfbxcztG0Cr2jYrk\u002f8cQG0o8IY1SB5Ank\u002fpRQ3BH0CNcRhe3bEgQFopKhQ0lSFAJmiqe\u002fSHIkB4iEkA4IcjQOGoe1MLkyRA6xzFKtanJUBKB3Wd4cQmQAQxso4G6SdAGyRgeXCxKEBD8F+E\u002f5YnQMenjVtahCZAKKhDFax6JUBFIiiWUXskQHiISQDghyNAnTFjNyqiIkB1YlMdRMwhQAOwEISBCCFAHNx2LG5ZIEDe3LScd4MfQKPyiyxHiB5AR5oHsnTGHUDR512NdEIdQKvaNiuT\u002fxxAq9o2K5P\u002fHEDR512NdEIdQEeaB7J0xh1Ao\u002fKLLEeIHkDf3LScd4MfQBzcdixuWSBABLAQhIEIIUB1YlMdRMwhQJ4xYzcqoiJAeIhJAOCHI0BFIiiWUXskQCmoQxWseiVAyKeNW1qEJkBD8F+E\u002f5YnQBskYHlwsShA3X7Tl8yGKUA0bkUf\u002fXUoQNI3AU2QbSdAZNylsK5uJkAoqEMVrHolQOCoe1MLkyRA02OjtYC5I0D0U1XI8e8iQEcH2RZxOCJAWikqFDSVIUAEsBCEgQghQAeuLGGXlCBAVSmjt4g7IECiB+RjLP4fQJ5P6UUNwR9Ank\u002fpRQ3BH0CiB+RjLP4fQFUpo7eIOyBACK4sYZeUIEAEsBCEgQghQFopKhQ0lSFASAfZFnE4IkD0U1XI8e8iQNNjo7WAuSNA4ah7UwuTJEApqEMVrHolQGXcpbCubiZA1DcBTZBtJ0A0bkUf\u002fXUoQN1+05fMhilAxBujIOFnKkC7GQsYh2ApQIOWI8sLYihA0zcBTZBtJ0DHp41bWoQmQOocxSrWpyVAYK1mkZbZJEDKNImzUhskQLjy+h7gbiNASIiJRyjWIkBp74WOGFMiQMwZ\u002fKGM5yFAWikqFDSVIUBKXIh1dV0hQFCmNp5SQSFAUKY2nlJBIUBKXIh1dV0hQFspKhQ0lSFAzBn8oYznIUBq74WOGFMiQEiIiUco1iJAufL6HuBuI0DKNImzUhskQGGtZpGW2SRA6xzFKtanJUDIp41bWoQmQNQ3AU2QbSdAhJYjywtiKEC7GQsYh2ApQMQboyDhZypABV\u002fafIxTK0CgUKHlaFUqQLoZCxiHYClANG5FH\u002f11KEBD8F+E\u002f5YnQEoHdZ3hxCZAS8ryQRQBJkDTWO09Ik0lQFHsKNSpqiRAyDSJs1IbJEBn91kKwKAjQA7wdOV+PCNA8lNVyPHvIkBi3ZpIO7wiQJwxYzcqoiJAnDFjNyqiIkBi3ZpIO7wiQPNTVcjx7yJADvB05X48I0Bo91kKwKAjQMk0ibNSGyRAUewo1KmqJEDTWO09Ik0lQEvK8kEUASZASgd1neHEJkBD8F+E\u002f5YnQDRuRR\u002f9dShAuxkLGIdgKUCgUKHlaFUqQAVf2nyMUytAwAofAMZILEAFX9p8jFMrQMMboyDhZypA3H7Tl8yGKUAaJGB5cLEoQAQxso4G6SdAvdNkod4uJ0DGp41bWoQmQMbvLc3m6iVAIzPuR\u002fNjJUBajdOB5fAkQOCoe1MLkyRArPEJ54pLJEDJNImzUhskQON2AQgLAyRA43YBCAsDJEDJNImzUhskQKzxCeeKSyRA4Kh7UwuTJEBajdOB5fAkQCMz7kfzYyVAxu8tzebqJUDGp41bWoQmQL7TZKHeLidABDGyjgbpJ0AbJGB5cLEoQN1+05fMhilAxBujIOFnKkAFX9p8jFMrQMAKHwDGSCxA","shape":"30, 30"},"type":"heatmap","xaxis":"x9","yaxis":"y9"},{"coloraxis":"coloraxis3","name":"Gradient Norm, InterpN Cubic","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"wAofAMZILEAEX9p8jFMrQKMboyDhZypA1H7Tl8yGKUAsJGB5cLEoQPowso4G6SdAvNNkod4uJ0DHp41bWoQmQMbvLc3m6iVAIjPuR\u002fNjJUBbjdOB5fAkQN+oe1MLkyRArfEJ54pLJEDHNImzUhskQON2AQgLAyRA4XYBCAsDJEDENImzUhskQKrxCeeKSyRA4ah7UwuTJEBbjdOB5fAkQCEz7kfzYyVAx+8tzebqJUDHp41bWoQmQL7TZKHeLidA\u002fzCyjgbpJ0AhJGB5cLEoQOR+05fMhilAtxujIOFnKkD9Xtp8jFMrQMAKHwDGSCxA+l7afIxTK0CYUKHlaFUqQJUZCxiHYClAJm5FH\u002f11KEBJ8F+E\u002f5YnQDcHdZ3hxCZAQMryQRQBJkDLWO09Ik0lQEjsKNSpqiRAvjSJs1IbJEBe91kKwKAjQAHwdOV+PCNA61NVyPHvIkBY3ZpIO7wiQJExYzcqoiJAkTFjNyqiIkBW3ZpIO7wiQOhTVcjx7yJABfB05X48I0Bg91kKwKAjQLw0ibNSGyRARuwo1KmqJEDKWO09Ik0lQELK8kEUASZAOwd1neHEJkA98F+E\u002f5YnQDVuRR\u002f9dShApRkLGIdgKUCNUKHlaFUqQPpe2nyMUytAuBujIOFnKkCtGQsYh2ApQGGWI8sLYihAyjcBTZBtJ0DJp41bWoQmQNUcxSrWpyVAUa1mkZbZJEC\u002fNImzUhskQK7y+h7gbiNAOoiJRyjWIkBf74WOGFMiQL8Z\u002fKGM5yFAUCkqFDSVIUA+XIh1dV0hQEOmNp5SQSFAQ6Y2nlJBIUA8XIh1dV0hQE8pKhQ0lSFAwRn8oYznIUBd74WOGFMiQDmIiUco1iJArfL6HuBuI0C\u002fNImzUhskQFOtZpGW2SRA2RzFKtanJUDAp41bWoQmQM43AU2QbSdAbpYjywtiKECnGQsYh2ApQLgboyDhZypA6n7Tl8yGKUA9bkUf\u002fXUoQMo3AU2QbSdActylsK5uJkA+qEMVrHolQOOoe1MLkyRA3GOjtYC5I0D\u002fU1XI8e8iQFIH2RZxOCJAYykqFDSVIUAPsBCEgQghQBGuLGGXlCBAXimjt4g7IEC0B+RjLP4fQKxP6UUNwR9ArE\u002fpRQ3BH0CxB+RjLP4fQFwpo7eIOyBAEa4sYZeUIEAOsBCEgQghQGApKhQ0lSFAUgfZFnE4IkD+U1XI8e8iQN1jo7WAuSNA5ah7UwuTJEA2qEMVrHolQHbcpbCubiZA0DcBTZBtJ0A5bkUf\u002fXUoQOp+05fMhilAIyRgeXCxKEBD8F+E\u002f5YnQMCnjVtahCZANqhDFax6JUBXIiiWUXskQHmISQDghyNAozFjNyqiIkB5YlMdRMwhQAiwEISBCCFAINx2LG5ZIEDq3LScd4MfQKzyiyxHiB5ATpoHsnTGHUDX512NdEIdQLHaNiuT\u002fxxAsNo2K5P\u002fHEDU512NdEIdQEyaB7J0xh1ArvKLLEeIHkDp3LScd4MfQCDcdixuWSBAB7AQhIEIIUB6YlMdRMwhQKQxYzcqoiJAe4hJAOCHI0BPIiiWUXskQDSoQxWseiVAxqeNW1qEJkBB8F+E\u002f5YnQCMkYHlwsShAAjGyjgbpJ0A\u002fB3Wd4cQmQNgcxSrWpyVA56h7UwuTJEB\u002fiEkA4IcjQCJoqnv0hyJAVykqFDSVIUCLcRhe3bEgQJlP6UUNwR9AZyjwhjVIHkCq2jYrk\u002f8cQHL328XM7RtAShnFzGEZG0CpfMmXFIgaQIcTWlRAPhpAhhNaVEA+GkCnfMmXFIgaQEgZxcxhGRtAdvfbxcztG0Co2jYrk\u002f8cQGco8IY1SB5AmE\u002fpRQ3BH0CLcRhe3bEgQFgpKhQ0lSFAImiqe\u002fSHIkB5iEkA4IcjQOGoe1MLkyRA3hzFKtanJUA\u002fB3Wd4cQmQAIxso4G6SdAvdNkod4uJ0BAyvJBFAEmQFOtZpGW2SRA22OjtYC5I0CkMWM3KqIiQFYpKhQ0lSFABa4sYZeUIECagOeraEUfQLW79mi+hB1AcffbxcztG0CsfMmXFIgaQI5zYli6WxlANB\u002fEUAJxGEBiBKG2gs8XQKqffpIifRdAqp9+kiJ9F0BgBKG2gs8XQDMfxFACcRhAkXNiWLpbGUCqfMmXFIgaQHT328XM7RtAtrv2aL6EHUCbgOeraEUfQAWuLGGXlCBAVSkqFDSVIUCfMWM3KqIiQNVjo7WAuSNAVa1mkZbZJEBCyvJBFAEmQL3TZKHeLidAxKeNW1qEJkDHWO09Ik0lQL40ibNSGyRA\u002fVNVyPHvIkB6YlMdRMwhQIlxGF7dsSBAnIDnq2hFH0DO512NdEIdQJvMOkDnYBtAaaYqkxqoGUBYPz6kySAYQEH3Bu\u002fm1BZAc\u002fZjRA7PFUCdMcyxcRkVQIAn3wxPvBRAfyffDE+8FECcMcyxcRkVQHL2Y0QOzxVAQvcG7+bUFkBXPz6kySAYQGumKpMaqBlAnsw6QOdgG0DO512NdEIdQJyA56toRR9AiHEYXt2xIEB2YlMdRMwhQPRTVcjx7yJAvjSJs1IbJEDKWO09Ik0lQMSnjVtahCZAxu8tzebqJUBF7CjUqaokQK7y+h7gbiNAUQfZFnE4IkAIsBCEgQghQJlP6UUNwR9At7v2aL6EHUCczDpA52AbQJFzYli6WxlAqZ9+kiJ9F0B09mNEDs8VQDw\u002fJouCXRRAINs3dCk2E0ALv3zS\u002fGYSQC6N3Nvn+xFALY3c2+f7EUALv3zS\u002fGYSQCDbN3QpNhNAPT8mi4JdFEBz9mNEDs8VQKqffpIifRdAk3NiWLpbGUCdzDpA52AbQLa79mi+hB1Alk\u002fpRQ3BH0AGsBCEgQghQEcH2RZxOCJArfL6HuBuI0BH7CjUqaokQMbvLc3m6iVAIjPuR\u002fNjJUC\u002fNImzUhskQD6IiUco1iJAZSkqFDSVIUAf3HYsblkgQGko8IY1SB5AdPfbxcztG0BppiqTGqgZQKqffpIifRdAUf9mIwB1FUAiHWD9ipoTQC6N3Nvn+xFAoebgsJCqEECslSpb\u002f3MPQKgoXmRPeA5ApyheZE94DkCslSpb\u002f3MPQKLm4LCQqhBALo3c2+f7EUAjHWD9ipoTQFP\u002fZiMAdRVArJ9+kiJ9F0BrpiqTGqgZQHP328XM7RtAZSjwhjVIHkAe3HYsblkgQFopKhQ0lSFAPYiJRyjWIkDANImzUhskQCIz7kfzYyVAWo3TgeXwJEBc91kKwKAjQGDvhY4YUyJADrAQhIEIIUDl3LScd4MfQKjaNiuT\u002fxxAq3zJlxSIGkBWPz6kySAYQHP2Y0QOzxVAIB1g\u002fYqaE0AVi2vuRY4RQK2VKlv\u002fcw9AwcuRUthmDECK9He4qisKQNrRI7b5+ghA1tEjtvn6CECM9He4qisKQMTLkVLYZgxAr5UqW\u002f9zD0AWi2vuRY4RQCQdYP2KmhNAdfZjRA7PFUBWPz6kySAYQKp8yZcUiBpAoto2K5P\u002fHEDj3LScd4MfQAOwEISBCCFAX++FjhhTIkBe91kKwKAjQFqN04Hl8CRA36h7UwuTJEAD8HTlfjwjQMAZ\u002fKGM5yFAEa4sYZeUIECp8ossR4geQHD328XM7RtAj3NiWLpbGUBB9wbv5tQWQDw\u002fJouCXRRALY3c2+f7EUCrlSpb\u002f3MPQK4t4HIXTwtA7i1vfAW7B0CT6M29TwIFQDNF6QijgQNAM0XpCKOBA0CU6M29TwIFQPEtb3wFuwdAry3gchdPC0CvlSpb\u002f3MPQC+N3Nvn+xFAPj8mi4JdFEBA9wbv5tQWQI5zYli6WxlAb\u002ffbxcztG0Cn8ossR4geQAeuLGGXlCBAwRn8oYznIUAE8HTlfjwjQN+oe1MLkyRArPEJ54pLJEDpU1XI8e8iQE4pKhQ0lSFAXSmjt4g7IEBOmgeydMYdQEcZxcxhGRtAMh\u002fEUAJxGEBy9mNEDs8VQCDbN3QpNhNAoebgsJCqEEDCy5FS2GYMQO4tb3wFuwdAM0XpCKOBA0A4KtTC2xUAQCVCEO3sIfw\u002fJEIQ7ewh\u002fD86KtTC2xUAQDZF6QijgQNA8C1vfAW7B0DGy5FS2GYMQKPm4LCQqhBAJNs3dCk2E0Bx9mNEDs8VQDMfxFACcRhARxnFzGEZG0BMmgeydMYdQFUpo7eIOyBAUCkqFDSVIUDpU1XI8e8iQKzxCeeKSyRAyTSJs1IbJEBY3ZpIO7wiQD5ciHV1XSFAswfkYyz+H0DX512NdEIdQKh8yZcUiBpAYQShtoLPF0CdMcyxcRkVQAu\u002ffNL8ZhJArJUqW\u002f9zD0CJ9He4qisKQJHozb1PAgVAOSrUwtsVAEBsueQ9XWj3P1n4T9BxcvE\u002fV\u002fhP0HFy8T9yueQ9XWj3Pzwq1MLbFQBAlejNvU8CBUCM9He4qisKQK+VKlv\u002fcw9AEL980vxmEkCbMcyxcRkVQGIEobaCzxdAqHzJlxSIGkDW512NdEIdQKIH5GMs\u002fh9AQVyIdXVdIUBY3ZpIO7wiQMk0ibNSGyRA5XYBCAsDJECTMWM3KqIiQESmNp5SQSFAr0\u002fpRQ3BH0Cw2jYrk\u002f8cQIYTWlRAPhpAqp9+kiJ9F0CBJ98MT7wUQC6N3Nvn+xFAqCheZE94DkDa0SO2+foIQDNF6QijgQNAJUIQ7ewh\u002fD9X+E\u002fQcXLxP+2h26fRNd8\u002f7aHbp9E13z9f+E\u002fQcXLxPy9CEO3sIfw\u002fOEXpCKOBA0Dc0SO2+foIQKwoXmRPeA5AMY3c2+f7EUCBJ98MT7wUQKqffpIifRdAhhNaVEA+GkCw2jYrk\u002f8cQJ5P6UUNwR9AR6Y2nlJBIUCTMWM3KqIiQOV2AQgLAyRA43YBCAsDJECSMWM3KqIiQESmNp5SQSFAr0\u002fpRQ3BH0Cw2jYrk\u002f8cQIYTWlRAPhpAqp9+kiJ9F0CBJ98MT7wUQC6N3Nvn+xFApyheZE94DkDZ0SO2+foIQDNF6QijgQNAJUIQ7ewh\u002fD9X+E\u002fQcXLxP++h26fRNd8\u002f76Hbp9E13z9f+E\u002fQcXLxPy5CEO3sIfw\u002fOEXpCKOBA0Db0SO2+foIQKsoXmRPeA5AMY3c2+f7EUCBJ98MT7wUQKqffpIifRdAhhNaVEA+GkCw2jYrk\u002f8cQJ5P6UUNwR9AR6Y2nlJBIUCSMWM3KqIiQON2AQgLAyRAyTSJs1IbJEBY3ZpIO7wiQD5ciHV1XSFAswfkYyz+H0DY512NdEIdQKh8yZcUiBpAYQShtoLPF0CeMcyxcRkVQAy\u002ffNL8ZhJArZUqW\u002f9zD0CK9He4qisKQJLozb1PAgVAOyrUwtsVAEBxueQ9XWj3P2D4T9BxcvE\u002fXvhP0HFy8T92ueQ9XWj3Pz4q1MLbFQBAlujNvU8CBUCO9He4qisKQLCVKlv\u002fcw9AD7980vxmEkCdMcyxcRkVQGIEobaCzxdAqXzJlxSIGkDW512NdEIdQKIH5GMs\u002fh9AQVyIdXVdIUBY3ZpIO7wiQMk0ibNSGyRArPEJ54pLJEDoU1XI8e8iQE4pKhQ0lSFAXSmjt4g7IEBPmgeydMYdQEgZxcxhGRtANB\u002fEUAJxGEBz9mNEDs8VQCHbN3QpNhNAoubgsJCqEEDEy5FS2GYMQPAtb3wFuwdANkXpCKOBA0A8KtTC2xUAQC9CEO3sIfw\u002fLUIQ7ewh\u002fD8+KtTC2xUAQDlF6QijgQNA9C1vfAW7B0DIy5FS2GYMQKTm4LCQqhBAJds3dCk2E0By9mNEDs8VQDQfxFACcRhASBnFzGEZG0BNmgeydMYdQFQpo7eIOyBAUCkqFDSVIUDoU1XI8e8iQKzxCeeKSyRA4Kh7UwuTJEAE8HTlfjwjQMEZ\u002fKGM5yFAEq4sYZeUIECq8ossR4geQHL328XM7RtAkXNiWLpbGUBE9wbv5tQWQDw\u002fJouCXRRAL43c2+f7EUCvlSpb\u002f3MPQLIt4HIXTwtA8S1vfAW7B0CW6M29TwIFQDhF6QijgQNAOEXpCKOBA0CY6M29TwIFQPUtb3wFuwdAsi3gchdPC0CxlSpb\u002f3MPQDGN3Nvn+xFAQD8mi4JdFEBD9wbv5tQWQJBzYli6WxlAcPfbxcztG0Cq8ossR4geQAiuLGGXlCBAwhn8oYznIUAE8HTlfjwjQOCoe1MLkyRAWY3TgeXwJEBd91kKwKAjQGHvhY4YUyJAELAQhIEIIUDl3LScd4MfQKjaNiuT\u002fxxArXzJlxSIGkBYPz6kySAYQHP2Y0QOzxVAIR1g\u002fYqaE0AWi2vuRY4RQLCVKlv\u002fcw9Aw8uRUthmDECM9He4qisKQNzRI7b5+ghA2NEjtvn6CECM9He4qisKQMfLkVLYZgxAsJUqW\u002f9zD0AYi2vuRY4RQCUdYP2KmhNAdfZjRA7PFUBYPz6kySAYQKt8yZcUiBpApdo2K5P\u002fHEDl3LScd4MfQAWwEISBCCFAX++FjhhTIkBe91kKwKAjQFmN04Hl8CRAIzPuR\u002fNjJUC9NImzUhskQD6IiUco1iJAZikqFDSVIUAg3HYsblkgQGko8IY1SB5AdffbxcztG0BspiqTGqgZQKqffpIifRdAVP9mIwB1FUAkHWD9ipoTQDCN3Nvn+xFApObgsJCqEECwlSpb\u002f3MPQK0oXmRPeA5AqyheZE94DkCxlSpb\u002f3MPQKTm4LCQqhBAMI3c2+f7EUAkHWD9ipoTQFX\u002fZiMAdRVArp9+kiJ9F0BtpiqTGqgZQHP328XM7RtAZijwhjVIHkAe3HYsblkgQFspKhQ0lSFAPoiJRyjWIkDANImzUhskQCMz7kfzYyVAxu8tzebqJUBG7CjUqaokQK\u002fy+h7gbiNAUgfZFnE4IkAIsBCEgQghQJxP6UUNwR9AuLv2aL6EHUCezDpA52AbQJNzYli6WxlAq59+kiJ9F0B19mNEDs8VQEA\u002fJouCXRRAI9s3dCk2E0AOv3zS\u002fGYSQDCN3Nvn+xFAL43c2+f7EUAOv3zS\u002fGYSQCPbN3QpNhNAQD8mi4JdFEB39mNEDs8VQK2ffpIifRdAlnNiWLpbGUCezDpA52AbQLe79mi+hB1AmE\u002fpRQ3BH0AGsBCEgQghQEgH2RZxOCJArvL6HuBuI0BJ7CjUqaokQMbvLc3m6iVAxaeNW1qEJkDHWO09Ik0lQL40ibNSGyRA\u002fVNVyPHvIkB6YlMdRMwhQIlxGF7dsSBAmoDnq2hFH0DM512NdEIdQJzMOkDnYBtAaqYqkxqoGUBYPz6kySAYQEH3Bu\u002fm1BZAc\u002fZjRA7PFUCdMcyxcRkVQIEn3wxPvBRAgCffDE+8FECcMcyxcRkVQHL2Y0QOzxVAQ\u002fcG7+bUFkBXPz6kySAYQGqmKpMaqBlAncw6QOdgG0DO512NdEIdQJuA56toRR9AiXEYXt2xIEB2YlMdRMwhQPRTVcjx7yJAvTSJs1IbJEDJWO09Ik0lQMWnjVtahCZAu9Nkod4uJ0BAyvJBFAEmQFKtZpGW2SRA2WOjtYC5I0CjMWM3KqIiQFUpKhQ0lSFABq4sYZeUIECbgOeraEUfQLa79mi+hB1AcvfbxcztG0CrfMmXFIgaQJFzYli6WxlANB\u002fEUAJxGEBhBKG2gs8XQKiffpIifRdAqJ9+kiJ9F0BgBKG2gs8XQDMfxFACcRhAkXNiWLpbGUCrfMmXFIgaQHH328XM7RtAtrv2aL6EHUCbgOeraEUfQAauLGGXlCBAVSkqFDSVIUCeMWM3KqIiQNJjo7WAuSNAVa1mkZbZJEBByvJBFAEmQLvTZKHeLidAAjGyjgbpJ0A7B3Wd4cQmQNkcxSrWpyVA5Kh7UwuTJEB+iEkA4IcjQCBoqnv0hyJAVCkqFDSVIUCKcRhe3bEgQJZP6UUNwR9AZCjwhjVIHkCm2jYrk\u002f8cQHH328XM7RtAShnFzGEZG0CnfMmXFIgaQIYTWlRAPhpAhRNaVEA+GkClfMmXFIgaQEgZxcxhGRtAcffbxcztG0Co2jYrk\u002f8cQGQo8IY1SB5Al0\u002fpRQ3BH0CKcRhe3bEgQFUpKhQ0lSFAH2iqe\u002fSHIkB4iEkA4IcjQOCoe1MLkyRA2RzFKtanJUA8B3Wd4cQmQAIxso4G6SdAHiRgeXCxKEA88F+E\u002f5YnQLmnjVtahCZAMKhDFax6JUBTIiiWUXskQHaISQDghyNAnzFjNyqiIkB4YlMdRMwhQAawEISBCCFAHtx2LG5ZIEDl3LScd4MfQKnyiyxHiB5ATpoHsnTGHUDV512NdEIdQK\u002faNiuT\u002fxxArdo2K5P\u002fHEDU512NdEIdQEuaB7J0xh1AqPKLLEeIHkDn3LScd4MfQB7cdixuWSBABrAQhIEIIUB5YlMdRMwhQKExYzcqoiJAd4hJAOCHI0BJIiiWUXskQC+oQxWseiVAwKeNW1qEJkA78F+E\u002f5YnQB4kYHlwsShA3X7Tl8yGKUAvbkUf\u002fXUoQME3AU2QbSdAZNylsK5uJkA1qEMVrHolQNyoe1MLkyRA1GOjtYC5I0D2U1XI8e8iQEcH2RZxOCJAWCkqFDSVIUAFsBCEgQghQAeuLGGXlCBAVimjt4g7IEChB+RjLP4fQJ1P6UUNwR9AnE\u002fpRQ3BH0CeB+RjLP4fQFQpo7eIOyBAB64sYZeUIEAFsBCEgQghQFkpKhQ0lSFARgfZFnE4IkD2U1XI8e8iQNZjo7WAuSNA3ah7UwuTJEAsqEMVrHolQGjcpbCubiZAyTcBTZBtJ0AsbkUf\u002fXUoQN1+05fMhilArRujIOFnKkCfGQsYh2ApQFuWI8sLYihAxjcBTZBtJ0DJp41bWoQmQNMcxSrWpyVAUq1mkZbZJEC9NImzUhskQK3y+h7gbiNAPIiJRyjWIkBg74WOGFMiQMAZ\u002fKGM5yFAUikqFDSVIUBAXIh1dV0hQEemNp5SQSFARaY2nlJBIUA\u002fXIh1dV0hQFApKhQ0lSFAxBn8oYznIUBh74WOGFMiQDyIiUco1iJAq\u002fL6HuBuI0C8NImzUhskQFStZpGW2SRA2xzFKtanJUC7p41bWoQmQMw3AU2QbSdAZZYjywtiKECdGQsYh2ApQK0boyDhZypA\u002fF7afIxTK0CaUKHlaFUqQJYZCxiHYClAJ25FH\u002f11KEBK8F+E\u002f5YnQDwHdZ3hxCZAPcryQRQBJkDLWO09Ik0lQEnsKNSpqiRAvDSJs1IbJEBf91kKwKAjQAPwdOV+PCNA6lNVyPHvIkBX3ZpIO7wiQJIxYzcqoiJAkDFjNyqiIkBW3ZpIO7wiQOdTVcjx7yJABPB05X48I0Bf91kKwKAjQL40ibNSGyRAR+wo1KmqJEDLWO09Ik0lQD\u002fK8kEUASZAPQd1neHEJkA78F+E\u002f5YnQDVuRR\u002f9dShAohkLGIdgKUCSUKHlaFUqQPxe2nyMUytAwAofAMZILED+Xtp8jFMrQJ0boyDhZypA1n7Tl8yGKUAsJGB5cLEoQPowso4G6SdAudNkod4uJ0DMp41bWoQmQMbvLc3m6iVAJDPuR\u002fNjJUBdjdOB5fAkQOGoe1MLkyRArfEJ54pLJEDJNImzUhskQON2AQgLAyRA4XYBCAsDJEDENImzUhskQKzxCeeKSyRA36h7UwuTJEBdjdOB5fAkQCIz7kfzYyVAx+8tzebqJUDMp41bWoQmQLvTZKHeLidA\u002fTCyjgbpJ0AeJGB5cLEoQON+05fMhilAsxujIOFnKkD0Xtp8jFMrQMAKHwDGSCxA","shape":"30, 30"},"type":"heatmap","xaxis":"x10","yaxis":"y10"},{"coloraxis":"coloraxis3","name":"Gradient Norm, InterpN B-Spline","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"tgofAMZILED4Xtp8jFMrQNUboyDhZypA0n7Tl8yGKUARJGB5cLEoQAgxso4G6SdAudNkod4uJ0DJp41bWoQmQMXvLc3m6iVAJjPuR\u002fNjJUBhjdOB5fAkQOSoe1MLkyRAq\u002fEJ54pLJEDONImzUhskQOV2AQgLAyRA53YBCAsDJEDQNImzUhskQLPxCeeKSyRA5qh7UwuTJEBfjdOB5fAkQCYz7kfzYyVAx+8tzebqJUDIp41bWoQmQL3TZKHeLidAEDGyjgbpJ0AVJGB5cLEoQN5+05fMhilAwRujIOFnKkAIX9p8jFMrQL8KHwDGSCxA7l7afIxTK0CNUKHlaFUqQMAZCxiHYClAHm5FH\u002f11KEAw8F+E\u002f5YnQEUHdZ3hxCZAQ8ryQRQBJkDNWO09Ik0lQEjsKNSpqiRAyTSJs1IbJEBq91kKwKAjQBDwdOV+PCNA8VNVyPHvIkBj3ZpIO7wiQJsxYzcqoiJAnDFjNyqiIkBl3ZpIO7wiQPdTVcjx7yJAEfB05X48I0Bp91kKwKAjQMY0ibNSGyRATuwo1KmqJEDOWO09Ik0lQETK8kEUASZATAd1neHEJkA18F+E\u002f5YnQC1uRR\u002f9dShAshkLGIdgKUCWUKHlaFUqQPle2nyMUytAwRujIOFnKkCyGQsYh2ApQJKWI8sLYihAzjcBTZBtJ0DAp41bWoQmQO0cxSrWpyVAYK1mkZbZJEDMNImzUhskQLfy+h7gbiNATYiJRyjWIkBx74WOGFMiQNIZ\u002fKGM5yFAXykqFDSVIUBQXIh1dV0hQFWmNp5SQSFAVqY2nlJBIUBRXIh1dV0hQGMpKhQ0lSFA1Bn8oYznIUBw74WOGFMiQEyIiUco1iJAvPL6HuBuI0DPNImzUhskQGGtZpGW2SRA9RzFKtanJUDEp41bWoQmQNw3AU2QbSdAh5YjywtiKEDBGQsYh2ApQMoboyDhZypA037Tl8yGKUAjbkUf\u002fXUoQN43AU2QbSdAWdylsK5uJkAdqEMVrHolQN+oe1MLkyRAzWOjtYC5I0DyU1XI8e8iQEQH2RZxOCJAWykqFDSVIUAFsBCEgQghQAmuLGGXlCBAVSmjt4g7IECmB+RjLP4fQKBP6UUNwR9Aok\u002fpRQ3BH0CoB+RjLP4fQFgpo7eIOyBACq4sYZeUIEAFsBCEgQghQFspKhQ0lSFARgfZFnE4IkDxU1XI8e8iQNFjo7WAuSNA5Kh7UwuTJEAkqEMVrHolQGbcpbCubiZA1DcBTZBtJ0A0bkUf\u002fXUoQNh+05fMhilAESRgeXCxKEA18F+E\u002f5YnQMynjVtahCZAHqhDFax6JUA7IiiWUXskQHeISQDghyNAmjFjNyqiIkByYlMdRMwhQP6vEISBCCFAG9x2LG5ZIEDg3LScd4MfQKfyiyxHiB5AR5oHsnTGHUDU512NdEIdQKzaNiuT\u002fxxAr9o2K5P\u002fHEDV512NdEIdQE2aB7J0xh1AqPKLLEeIHkDg3LScd4MfQBzcdixuWSBAA7AQhIEIIUBxYlMdRMwhQJwxYzcqoiJAe4hJAOCHI0BBIiiWUXskQCmoQxWseiVAyKeNW1qEJkBF8F+E\u002f5YnQBgkYHlwsShAADGyjgbpJ0BAB3Wd4cQmQPAcxSrWpyVA2Kh7UwuTJEBviEkA4IcjQCVoqnv0hyJAVSkqFDSVIUCLcRhe3bEgQJdP6UUNwR9AbCjwhjVIHkCs2jYrk\u002f8cQHn328XM7RtATRnFzGEZG0CwfMmXFIgaQIsTWlRAPhpAjRNaVEA+GkCxfMmXFIgaQFQZxcxhGRtAevfbxcztG0Cs2jYrk\u002f8cQG4o8IY1SB5AnE\u002fpRQ3BH0CLcRhe3bEgQFkpKhQ0lSFAJ2iqe\u002fSHIkB1iEkA4IcjQOSoe1MLkyRA7BzFKtanJUBPB3Wd4cQmQAYxso4G6SdAuNNkod4uJ0A+yvJBFAEmQGOtZpGW2SRAy2OjtYC5I0CWMWM3KqIiQFYpKhQ0lSFAA64sYZeUIECZgOeraEUfQLO79mi+hB1AdPfbxcztG0CtfMmXFIgaQJRzYli6WxlANR\u002fEUAJxGEBnBKG2gs8XQKyffpIifRdArJ9+kiJ9F0BnBKG2gs8XQDofxFACcRhAlXNiWLpbGUCufMmXFIgaQHX328XM7RtAt7v2aL6EHUCcgOeraEUfQAauLGGXlCBAWikqFDSVIUCcMWM3KqIiQNRjo7WAuSNAYq1mkZbZJEBPyvJBFAEmQL\u002fTZKHeLidAxKeNW1qEJkDJWO09Ik0lQMw0ibNSGyRA71NVyPHvIkBvYlMdRMwhQIpxGF7dsSBAmIDnq2hFH0DO512NdEIdQJrMOkDnYBtAa6YqkxqoGUBaPz6kySAYQEX3Bu\u002fm1BZAc\u002fZjRA7PFUCgMcyxcRkVQIEn3wxPvBRAgSffDE+8FECgMcyxcRkVQHb2Y0QOzxVAR\u002fcG7+bUFkBaPz6kySAYQG2mKpMaqBlAnsw6QOdgG0DO512NdEIdQJyA56toRR9AjXEYXt2xIEB1YlMdRMwhQPZTVcjx7yJAzDSJs1IbJEDWWO09Ik0lQMmnjVtahCZAxe8tzebqJUBK7CjUqaokQLry+h7gbiNARAfZFnE4IkD\u002frxCEgQghQJlP6UUNwR9Atbv2aL6EHUCczDpA52AbQI9zYli6WxlAqp9+kiJ9F0B09mNEDs8VQD4\u002fJouCXRRAIds3dCk2E0AOv3zS\u002fGYSQC6N3Nvn+xFAL43c2+f7EUAOv3zS\u002fGYSQCPbN3QpNhNAPz8mi4JdFEBz9mNEDs8VQKyffpIifRdAkXNiWLpbGUCezDpA52AbQLe79mi+hB1AnU\u002fpRQ3BH0ADsBCEgQghQEgH2RZxOCJAuvL6HuBuI0BT7CjUqaokQMjvLc3m6iVAIjPuR\u002fNjJUDDNImzUhskQEiIiUco1iJAVykqFDSVIUAY3HYsblkgQGco8IY1SB5AcffbxcztG0BqpiqTGqgZQKmffpIifRdAUP9mIwB1FUAhHWD9ipoTQC2N3Nvn+xFAoebgsJCqEECtlSpb\u002f3MPQKYoXmRPeA5ApiheZE94DkCtlSpb\u002f3MPQKLm4LCQqhBALo3c2+f7EUAiHWD9ipoTQFP\u002fZiMAdRVAqp9+kiJ9F0BqpiqTGqgZQHL328XM7RtAaSjwhjVIHkAb3HYsblkgQFopKhQ0lSFASIiJRyjWIkDJNImzUhskQCQz7kfzYyVAXI3TgeXwJEBl91kKwKAjQGvvhY4YUyJABLAQhIEIIUDd3LScd4MfQKjaNiuT\u002fxxAq3zJlxSIGkBYPz6kySAYQHT2Y0QOzxVAIB1g\u002fYqaE0AUi2vuRY4RQKyVKlv\u002fcw9Aw8uRUthmDECJ9He4qisKQNjRI7b5+ghA1tEjtvn6CECI9He4qisKQMPLkVLYZgxAr5UqW\u002f9zD0AUi2vuRY4RQCIdYP2KmhNAdPZjRA7PFUBWPz6kySAYQKl8yZcUiBpAqNo2K5P\u002fHEDe3LScd4MfQAOwEISBCCFAae+FjhhTIkBm91kKwKAjQFqN04Hl8CRA46h7UwuTJEAO8HTlfjwjQNEZ\u002fKGM5yFACa4sYZeUIECl8ossR4geQHn328XM7RtAlHNiWLpbGUBF9wbv5tQWQD8\u002fJouCXRRALY3c2+f7EUCslSpb\u002f3MPQK8t4HIXTwtA7y1vfAW7B0CS6M29TwIFQDRF6QijgQNANEXpCKOBA0CT6M29TwIFQPEtb3wFuwdAsi3gchdPC0CulSpb\u002f3MPQC+N3Nvn+xFAPT8mi4JdFEBB9wbv5tQWQI9zYli6WxlAcvfbxcztG0Ci8ossR4geQAauLGGXlCBAzBn8oYznIUAJ8HTlfjwjQN6oe1MLkyRAsfEJ54pLJED0U1XI8e8iQGApKhQ0lSFAVymjt4g7IEBJmgeydMYdQFAZxcxhGRtAOR\u002fEUAJxGEB29mNEDs8VQCLbN3QpNhNAoubgsJCqEEDCy5FS2GYMQO4tb3wFuwdAM0XpCKOBA0A4KtTC2xUAQCRCEO3sIfw\u002fI0IQ7ewh\u002fD85KtTC2xUAQDZF6QijgQNA8i1vfAW7B0DDy5FS2GYMQKPm4LCQqhBAIds3dCk2E0Bx9mNEDs8VQDIfxFACcRhASBnFzGEZG0BFmgeydMYdQFMpo7eIOyBAWSkqFDSVIUDtU1XI8e8iQKnxCeeKSyRAzjSJs1IbJEBj3ZpIO7wiQFBciHV1XSFApAfkYyz+H0DS512NdEIdQK58yZcUiBpAZwShtoLPF0CgMcyxcRkVQA6\u002ffNL8ZhJArZUqW\u002f9zD0CK9He4qisKQJLozb1PAgVAOSrUwtsVAEBrueQ9XWj3P1j4T9BxcvE\u002fWPhP0HFy8T9yueQ9XWj3Pzwq1MLbFQBAlujNvU8CBUCK9He4qisKQLCVKlv\u002fcw9ADb980vxmEkCdMcyxcRkVQGIEobaCzxdAq3zJlxSIGkDS512NdEIdQKMH5GMs\u002fh9ASlyIdXVdIUBf3ZpIO7wiQMk0ibNSGyRA5XYBCAsDJECcMWM3KqIiQFSmNp5SQSFAnk\u002fpRQ3BH0Cq2jYrk\u002f8cQIgTWlRAPhpArJ9+kiJ9F0CCJ98MT7wUQC+N3Nvn+xFApyheZE94DkDZ0SO2+foIQDVF6QijgQNAJ0IQ7ewh\u002fD9Y+E\u002fQcXLxP\u002fSh26fRNd8\u002f96Hbp9E13z9g+E\u002fQcXLxPy1CEO3sIfw\u002fOUXpCKOBA0Da0SO2+foIQK0oXmRPeA5AMY3c2+f7EUCBJ98MT7wUQKuffpIifRdAihNaVEA+GkCu2jYrk\u002f8cQKFP6UUNwR9AUaY2nlJBIUCbMWM3KqIiQOV2AQgLAyRA43YBCAsDJECbMWM3KqIiQFKmNp5SQSFAnk\u002fpRQ3BH0Cq2jYrk\u002f8cQIgTWlRAPhpArJ9+kiJ9F0CCJ98MT7wUQC+N3Nvn+xFApyheZE94DkDY0SO2+foIQDRF6QijgQNAJUIQ7ewh\u002fD9Y+E\u002fQcXLxP\u002fKh26fRNd8\u002f9aHbp9E13z9g+E\u002fQcXLxPy5CEO3sIfw\u002fOEXpCKOBA0Da0SO2+foIQK4oXmRPeA5AMY3c2+f7EUCCJ98MT7wUQKyffpIifRdAixNaVEA+GkCv2jYrk\u002f8cQKJP6UUNwR9AUaY2nlJBIUCbMWM3KqIiQOd2AQgLAyRAyjSJs1IbJEBh3ZpIO7wiQE9ciHV1XSFAogfkYyz+H0DQ512NdEIdQKt8yZcUiBpAZQShtoLPF0CgMcyxcRkVQA2\u002ffNL8ZhJArZUqW\u002f9zD0CM9He4qisKQJTozb1PAgVAOyrUwtsVAEByueQ9XWj3P2D4T9BxcvE\u002fYPhP0HFy8T93ueQ9XWj3Pz4q1MLbFQBAmOjNvU8CBUCM9He4qisKQLKVKlv\u002fcw9ADr980vxmEkCeMcyxcRkVQGQEobaCzxdArXzJlxSIGkDS512NdEIdQKQH5GMs\u002fh9AS1yIdXVdIUBg3ZpIO7wiQMs0ibNSGyRArPEJ54pLJEDyU1XI8e8iQF8pKhQ0lSFAVimjt4g7IEBGmgeydMYdQE4ZxcxhGRtAOR\u002fEUAJxGEB19mNEDs8VQCPbN3QpNhNAo+bgsJCqEEDHy5FS2GYMQPMtb3wFuwdAN0XpCKOBA0A8KtTC2xUAQC1CEO3sIfw\u002fLUIQ7ewh\u002fD89KtTC2xUAQDpF6QijgQNA9i1vfAW7B0DHy5FS2GYMQKXm4LCQqhBAJNs3dCk2E0Bz9mNEDs8VQDUfxFACcRhATRnFzGEZG0BImgeydMYdQFUpo7eIOyBAWikqFDSVIUDuU1XI8e8iQKzxCeeKSyRA36h7UwuTJEAJ8HTlfjwjQM4Z\u002fKGM5yFAB64sYZeUIECh8ossR4geQHX328XM7RtAkXNiWLpbGUBD9wbv5tQWQD4\u002fJouCXRRAL43c2+f7EUCylSpb\u002f3MPQLQt4HIXTwtA9C1vfAW7B0CX6M29TwIFQDlF6QijgQNAOEXpCKOBA0CX6M29TwIFQPUtb3wFuwdAtS3gchdPC0CxlSpb\u002f3MPQDCN3Nvn+xFAQD8mi4JdFEBC9wbv5tQWQJFzYli6WxlAcvfbxcztG0Ch8ossR4geQAauLGGXlCBAyhn8oYznIUAI8HTlfjwjQN6oe1MLkyRAWI3TgeXwJEBg91kKwKAjQGnvhY4YUyJAAbAQhIEIIUDZ3LScd4MfQKbaNiuT\u002fxxAqXzJlxSIGkBXPz6kySAYQHP2Y0QOzxVAIR1g\u002fYqaE0AVi2vuRY4RQLCVKlv\u002fcw9AxsuRUthmDECM9He4qisKQNrRI7b5+ghA2tEjtvn6CECL9He4qisKQMfLkVLYZgxAr5UqW\u002f9zD0AVi2vuRY4RQCQdYP2KmhNAc\u002fZjRA7PFUBWPz6kySAYQKl8yZcUiBpApdo2K5P\u002fHEDa3LScd4MfQACwEISBCCFAZ++FjhhTIkBf91kKwKAjQFeN04Hl8CRAITPuR\u002fNjJUDANImzUhskQEaIiUco1iJAVikqFDSVIUAX3HYsblkgQGco8IY1SB5AcPfbxcztG0BqpiqTGqgZQKqffpIifRdAUv9mIwB1FUAjHWD9ipoTQDCN3Nvn+xFApebgsJCqEECylSpb\u002f3MPQKwoXmRPeA5AriheZE94DkCylSpb\u002f3MPQKbm4LCQqhBAMY3c2+f7EUAkHWD9ipoTQFX\u002fZiMAdRVArZ9+kiJ9F0BrpiqTGqgZQHP328XM7RtAZyjwhjVIHkAa3HYsblkgQFgpKhQ0lSFARIiJRyjWIkDBNImzUhskQCIz7kfzYyVAwe8tzebqJUBH7CjUqaokQLfy+h7gbiNAQQfZFnE4IkD+rxCEgQghQJVP6UUNwR9Asrv2aL6EHUCazDpA52AbQJFzYli6WxlAqZ9+kiJ9F0B09mNEDs8VQD8\u002fJouCXRRAI9s3dCk2E0AOv3zS\u002fGYSQDGN3Nvn+xFAMY3c2+f7EUAOv3zS\u002fGYSQCXbN3QpNhNAQD8mi4JdFEB29mNEDs8VQK2ffpIifRdAk3NiWLpbGUCdzDpA52AbQLa79mi+hB1AmE\u002fpRQ3BH0ACsBCEgQghQEYH2RZxOCJAt\u002fL6HuBuI0BL7CjUqaokQMbvLc3m6iVAwaeNW1qEJkDGWO09Ik0lQMk0ibNSGyRA7VNVyPHvIkBuYlMdRMwhQIdxGF7dsSBAloDnq2hFH0DK512NdEIdQJrMOkDnYBtAaKYqkxqoGUBWPz6kySAYQEP3Bu\u002fm1BZAc\u002fZjRA7PFUCeMcyxcRkVQIEn3wxPvBRAgyffDE+8FECeMcyxcRkVQHf2Y0QOzxVARfcG7+bUFkBXPz6kySAYQG2mKpMaqBlAnMw6QOdgG0DM512NdEIdQJqA56toRR9Ai3EYXt2xIEBzYlMdRMwhQPVTVcjx7yJAyzSJs1IbJEDQWO09Ik0lQMqnjVtahCZAtdNkod4uJ0A9yvJBFAEmQGCtZpGW2SRAzGOjtYC5I0CWMWM3KqIiQFUpKhQ0lSFAAq4sYZeUIECYgOeraEUfQLW79mi+hB1AcffbxcztG0CqfMmXFIgaQJJzYli6WxlANh\u002fEUAJxGEBkBKG2gs8XQKqffpIifRdArJ9+kiJ9F0BlBKG2gs8XQDsfxFACcRhAlXNiWLpbGUCtfMmXFIgaQHX328XM7RtAt7v2aL6EHUCbgOeraEUfQAWuLGGXlCBAWikqFDSVIUCfMWM3KqIiQNZjo7WAuSNAZK1mkZbZJEBOyvJBFAEmQMbTZKHeLidA+jCyjgbpJ0A6B3Wd4cQmQO0cxSrWpyVA2qh7UwuTJEBwiEkA4IcjQB9oqnv0hyJAUykqFDSVIUCJcRhe3bEgQJdP6UUNwR9AZSjwhjVIHkCn2jYrk\u002f8cQHb328XM7RtATRnFzGEZG0CrfMmXFIgaQIgTWlRAPhpAixNaVEA+GkCrfMmXFIgaQFUZxcxhGRtAevfbxcztG0Co2jYrk\u002f8cQG4o8IY1SB5Amk\u002fpRQ3BH0CLcRhe3bEgQFgpKhQ0lSFAKGiqe\u002fSHIkB7iEkA4IcjQOioe1MLkyRA9BzFKtanJUBUB3Wd4cQmQBIxso4G6SdAECRgeXCxKEA18F+E\u002f5YnQMynjVtahCZAIqhDFax6JUA7IiiWUXskQHSISQDghyNAlTFjNyqiIkBzYlMdRMwhQAKwEISBCCFAG9x2LG5ZIEDc3LScd4MfQKPyiyxHiB5ASZoHsnTGHUDT512NdEIdQKvaNiuT\u002fxxAsNo2K5P\u002fHEDV512NdEIdQFCaB7J0xh1Ap\u002fKLLEeIHkDe3LScd4MfQB3cdixuWSBABLAQhIEIIUB1YlMdRMwhQJwxYzcqoiJAfYhJAOCHI0BLIiiWUXskQDaoQxWseiVA16eNW1qEJkBU8F+E\u002f5YnQC4kYHlwsShA037Tl8yGKUArbkUf\u002fXUoQNw3AU2QbSdAYNylsK5uJkAhqEMVrHolQNyoe1MLkyRAzGOjtYC5I0DxU1XI8e8iQEcH2RZxOCJAVykqFDSVIUADsBCEgQghQAiuLGGXlCBAVimjt4g7IECjB+RjLP4fQJ5P6UUNwR9Ao0\u002fpRQ3BH0CmB+RjLP4fQFspo7eIOyBAC64sYZeUIEAEsBCEgQghQFwpKhQ0lSFASQfZFnE4IkDzU1XI8e8iQNNjo7WAuSNA6qh7UwuTJEAzqEMVrHolQHjcpbCubiZA6DcBTZBtJ0BObkUf\u002fXUoQPh+05fMhilAsxujIOFnKkCpGQsYh2ApQI+WI8sLYihAzjcBTZBtJ0C6p41bWoQmQOgcxSrWpyVAWa1mkZbZJEDINImzUhskQLTy+h7gbiNARoiJRyjWIkBo74WOGFMiQM0Z\u002fKGM5yFAWykqFDSVIUBKXIh1dV0hQFCmNp5SQSFAU6Y2nlJBIUBLXIh1dV0hQGEpKhQ0lSFA0Bn8oYznIUBr74WOGFMiQEmIiUco1iJAuPL6HuBuI0DLNImzUhskQF+tZpGW2SRA+BzFKtanJUDRp41bWoQmQO43AU2QbSdAmZYjywtiKEDaGQsYh2ApQOkboyDhZypA8F7afIxTK0CNUKHlaFUqQMYZCxiHYClALG5FH\u002f11KEA18F+E\u002f5YnQEYHdZ3hxCZAQcryQRQBJkDOWO09Ik0lQEzsKNSpqiRAxDSJs1IbJEBm91kKwKAjQAzwdOV+PCNA8lNVyPHvIkBg3ZpIO7wiQJoxYzcqoiJAnjFjNyqiIkBi3ZpIO7wiQPdTVcjx7yJAEPB05X48I0Bo91kKwKAjQMc0ibNSGyRAT+wo1KmqJEDSWO09Ik0lQEfK8kEUASZAWQd1neHEJkBU8F+E\u002f5YnQFFuRR\u002f9dShA1hkLGIdgKUDOUKHlaFUqQDJf2nyMUytAsAofAMZILED5Xtp8jFMrQOIboyDhZypA3H7Tl8yGKUASJGB5cLEoQAYxso4G6SdAudNkod4uJ0DGp41bWoQmQMPvLc3m6iVAITPuR\u002fNjJUBajdOB5fAkQOGoe1MLkyRArfEJ54pLJEDMNImzUhskQON2AQgLAyRA6HYBCAsDJEDONImzUhskQLXxCeeKSyRA5qh7UwuTJEBbjdOB5fAkQCUz7kfzYyVAx+8tzebqJUDJp41bWoQmQMHTZKHeLidAGTGyjgbpJ0AxJGB5cLEoQAh\u002f05fMhilA6RujIOFnKkBBX9p8jFMrQP0KHwDGSCxA","shape":"30, 30"},"type":"heatmap","xaxis":"x11","yaxis":"y11"},{"coloraxis":"coloraxis3","name":"Gradient Norm, Scipy","showscale":true,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"iAofAMZILEAcX9p8jFMrQA4coyDhZypA6n7Tl8yGKUAqJGB5cLEoQAsxso4G6SdAwNNkod4uJ0DEp41bWoQmQL7vLc3m6iVAHDPuR\u002fNjJUBajdOB5fAkQOmoe1MLkyRAt\u002fEJ54pLJEDeNImzUhskQAF3AQgLAyRABHcBCAsDJEDqNImzUhskQM3xCeeKSyRA+ah7UwuTJEBsjdOB5fAkQCoz7kfzYyVAyu8tzebqJUDFp41bWoQmQLvTZKHeLidADjGyjgbpJ0AOJGB5cLEoQNt+05fMhilAFByjIOFnKkDNXtp8jFMrQJkKHwDGSCxAEl\u002fafIxTK0D3UKHlaFUqQBEaCxiHYClAU25FH\u002f11KEBL8F+E\u002f5YnQEgHdZ3hxCZAQsryQRQBJkDDWO09Ik0lQErsKNSpqiRAxTSJs1IbJEBk91kKwKAjQBLwdOV+PCNA\u002f1NVyPHvIkBu3ZpIO7wiQLMxYzcqoiJAtDFjNyqiIkB73ZpIO7wiQAhUVcjx7yJAIPB05X48I0Bz91kKwKAjQM40ibNSGyRAUewo1KmqJEDBWO09Ik0lQDHK8kEUASZATAd1neHEJkBG8F+E\u002f5YnQDxuRR\u002f9dShAtRkLGIdgKUDeUKHlaFUqQNRe2nyMUytAGRyjIOFnKkAmGgsYh2ApQJCWI8sLYihA9DcBTZBtJ0DOp41bWoQmQO4cxSrWpyVAX61mkZbZJEDGNImzUhskQLHy+h7gbiNARoiJRyjWIkBr74WOGFMiQM0Z\u002fKGM5yFAYykqFDSVIUBUXIh1dV0hQF+mNp5SQSFAZKY2nlJBIUBhXIh1dV0hQG0pKhQ0lSFA3Bn8oYznIUB174WOGFMiQE+IiUco1iJAuPL6HuBuI0DKNImzUhskQFmtZpGW2SRA3hzFKtanJUDKp41bWoQmQMI3AU2QbSdAX5YjywtiKED8GQsYh2ApQNoboyDhZypA+X7Tl8yGKUBVbkUf\u002fXUoQPA3AU2QbSdAY9ylsK5uJkAzqEMVrHolQNuoe1MLkyRA1WOjtYC5I0DxU1XI8e8iQEEH2RZxOCJAWCkqFDSVIUABsBCEgQghQAmuLGGXlCBAWimjt4g7IEC1B+RjLP4fQLdP6UUNwR9AuE\u002fpRQ3BH0DEB+RjLP4fQGMpo7eIOyBAE64sYZeUIEAMsBCEgQghQFwpKhQ0lSFASQfZFnE4IkDxU1XI8e8iQNFjo7WAuSNAzah7UwuTJEAMqEMVrHolQFrcpbCubiZAwTcBTZBtJ0BCbkUf\u002fXUoQMd+05fMhilAHyRgeXCxKEBP8F+E\u002f5YnQMKnjVtahCZANKhDFax6JUBQIiiWUXskQHmISQDghyNAmTFjNyqiIkBwYlMdRMwhQP6vEISBCCFAGdx2LG5ZIEDc3LScd4MfQKPyiyxHiB5ASZoHsnTGHUDX512NdEIdQLvaNiuT\u002fxxAvto2K5P\u002fHEDh512NdEIdQFiaB7J0xh1Ar\u002fKLLEeIHkDj3LScd4MfQB3cdixuWSBAArAQhIEIIUBxYlMdRMwhQJcxYzcqoiJAc4hJAOCHI0A7IiiWUXskQCyoQxWseiVAuqeNW1qEJkA38F+E\u002f5YnQBkkYHlwsShADjGyjgbpJ0BFB3Wd4cQmQOocxSrWpyVA3Kh7UwuTJEB8iEkA4IcjQCNoqnv0hyJAVSkqFDSVIUCKcRhe3bEgQJxP6UUNwR9AZijwhjVIHkCm2jYrk\u002f8cQHn328XM7RtAURnFzGEZG0CzfMmXFIgaQJYTWlRAPhpAlhNaVEA+GkC6fMmXFIgaQFgZxcxhGRtAfffbxcztG0Cs2jYrk\u002f8cQG0o8IY1SB5An0\u002fpRQ3BH0CMcRhe3bEgQFMpKhQ0lSFAJWiqe\u002fSHIkB1iEkA4IcjQNOoe1MLkyRA3hzFKtanJUBBB3Wd4cQmQAAxso4G6SdAwtNkod4uJ0A+yvJBFAEmQFytZpGW2SRA02OjtYC5I0CWMWM3KqIiQFgpKhQ0lSFAB64sYZeUIECegOeraEUfQLC79mi+hB1Ac\u002ffbxcztG0CnfMmXFIgaQJNzYli6WxlAOB\u002fEUAJxGEBnBKG2gs8XQLKffpIifRdAs59+kiJ9F0BqBKG2gs8XQDsfxFACcRhAlXNiWLpbGUCwfMmXFIgaQHX328XM7RtAtrv2aL6EHUCegOeraEUfQASuLGGXlCBAWykqFDSVIUCZMWM3KqIiQNZjo7WAuSNAY61mkZbZJEBByvJBFAEmQMDTZKHeLidAx6eNW1qEJkDEWO09Ik0lQMg0ibNSGyRA8FNVyPHvIkBvYlMdRMwhQIpxGF7dsSBAmoDnq2hFH0DK512NdEIdQJ7MOkDnYBtAaaYqkxqoGUBVPz6kySAYQEH3Bu\u002fm1BZAc\u002fZjRA7PFUCeMcyxcRkVQIQn3wxPvBRAhSffDE+8FEChMcyxcRkVQHP2Y0QOzxVAQvcG7+bUFkBXPz6kySAYQGumKpMaqBlAncw6QOdgG0DP512NdEIdQJyA56toRR9AiXEYXt2xIEB0YlMdRMwhQO9TVcjx7yJAxjSJs1IbJEDAWO09Ik0lQL2njVtahCZAwO8tzebqJUBL7CjUqaokQLHy+h7gbiNARQfZFnE4IkD\u002frxCEgQghQJlP6UUNwR9Asrv2aL6EHUCfzDpA52AbQI9zYli6WxlAqJ9+kiJ9F0Bv9mNEDs8VQDk\u002fJouCXRRAHts3dCk2E0AKv3zS\u002fGYSQC2N3Nvn+xFALo3c2+f7EUAJv3zS\u002fGYSQBzbN3QpNhNAOj8mi4JdFEBv9mNEDs8VQKiffpIifRdAkHNiWLpbGUCezDpA52AbQLe79mi+hB1AoE\u002fpRQ3BH0AFsBCEgQghQEgH2RZxOCJAuPL6HuBuI0BP7CjUqaokQMLvLc3m6iVAHDPuR\u002fNjJUDJNImzUhskQEmIiUco1iJAWCkqFDSVIUAa3HYsblkgQGgo8IY1SB5AdPfbxcztG0BrpiqTGqgZQKiffpIifRdATv9mIwB1FUAeHWD9ipoTQCmN3Nvn+xFAnubgsJCqEECklSpb\u002f3MPQKIoXmRPeA5AoSheZE94DkCklSpb\u002f3MPQJzm4LCQqhBAKY3c2+f7EUAdHWD9ipoTQFD\u002fZiMAdRVAqZ9+kiJ9F0BrpiqTGqgZQHb328XM7RtAcCjwhjVIHkAg3HYsblkgQGApKhQ0lSFAR4iJRyjWIkDTNImzUhskQCMz7kfzYyVAWY3TgeXwJEBo91kKwKAjQG\u002fvhY4YUyJAA7AQhIEIIUDc3LScd4MfQKPaNiuT\u002fxxAqnzJlxSIGkBWPz6kySAYQG\u002f2Y0QOzxVAHh1g\u002fYqaE0APi2vuRY4RQKOVKlv\u002fcw9AuMuRUthmDEB89He4qisKQM3RI7b5+ghAzdEjtvn6CEB89He4qisKQLbLkVLYZgxAn5UqW\u002f9zD0AOi2vuRY4RQB0dYP2KmhNAcPZjRA7PFUBWPz6kySAYQK58yZcUiBpAsto2K5P\u002fHEDo3LScd4MfQAiwEISBCCFAd++FjhhTIkBz91kKwKAjQGaN04Hl8CRA6ah7UwuTJEAT8HTlfjwjQM8Z\u002fKGM5yFAC64sYZeUIECm8ossR4geQHn328XM7RtAk3NiWLpbGUBA9wbv5tQWQDo\u002fJouCXRRAKo3c2+f7EUChlSpb\u002f3MPQKUt4HIXTwtA5S1vfAW7B0CI6M29TwIFQChF6QijgQNAKkXpCKOBA0CI6M29TwIFQOQtb3wFuwdAoS3gchdPC0CglSpb\u002f3MPQCqN3Nvn+xFAOj8mi4JdFEBD9wbv5tQWQJRzYli6WxlAgPfbxcztG0C08ossR4geQBCuLGGXlCBA2xn8oYznIUAd8HTlfjwjQPqoe1MLkyRAv\u002fEJ54pLJED8U1XI8e8iQGcpKhQ0lSFAWSmjt4g7IEBKmgeydMYdQFIZxcxhGRtANR\u002fEUAJxGEB09mNEDs8VQB7bN3QpNhNAnebgsJCqEEC2y5FS2GYMQOYtb3wFuwdAKEXpCKOBA0AtKtTC2xUAQBNCEO3sIfw\u002fE0IQ7ewh\u002fD8wKtTC2xUAQCpF6QijgQNA5S1vfAW7B0C3y5FS2GYMQJ7m4LCQqhBAHts3dCk2E0Bz9mNEDs8VQD0fxFACcRhAWhnFzGEZG0BcmgeydMYdQGEpo7eIOyBAbSkqFDSVIUALVFXI8e8iQMnxCeeKSyRA4TSJs1IbJEBv3ZpIO7wiQFdciHV1XSFAtwfkYyz+H0Db512NdEIdQLN8yZcUiBpAaQShtoLPF0CgMcyxcRkVQAm\u002ffNL8ZhJApJUqW\u002f9zD0B+9He4qisKQIfozb1PAgVALSrUwtsVAEBaueQ9XWj3P0n4T9BxcvE\u002fSvhP0HFy8T9hueQ9XWj3PzEq1MLbFQBAi+jNvU8CBUB+9He4qisKQKSVKlv\u002fcw9AC7980vxmEkCeMcyxcRkVQGkEobaCzxdAt3zJlxSIGkDh512NdEIdQL4H5GMs\u002fh9AXFyIdXVdIUB73ZpIO7wiQOI0ibNSGyRAAHcBCAsDJECvMWM3KqIiQGSmNp5SQSFAu0\u002fpRQ3BH0C92jYrk\u002f8cQJkTWlRAPhpAr59+kiJ9F0CGJ98MT7wUQC6N3Nvn+xFAoSheZE94DkDO0SO2+foIQCpF6QijgQNAFEIQ7ewh\u002fD9J+E\u002fQcXLxP9ah26fRNd8\u002f2qHbp9E13z9S+E\u002fQcXLxPxtCEO3sIfw\u002fLUXpCKOBA0DQ0SO2+foIQKMoXmRPeA5AL43c2+f7EUCEJ98MT7wUQLKffpIifRdAmBNaVEA+GkC\u002f2jYrk\u002f8cQLhP6UUNwR9AX6Y2nlJBIUC0MWM3KqIiQAJ3AQgLAyRABXcBCAsDJECzMWM3KqIiQGKmNp5SQSFAvE\u002fpRQ3BH0C82jYrk\u002f8cQJgTWlRAPhpAsZ9+kiJ9F0CEJ98MT7wUQC+N3Nvn+xFAoiheZE94DkDM0SO2+foIQChF6QijgQNAE0IQ7ewh\u002fD9K+E\u002fQcXLxP9qh26fRNd8\u002f2aHbp9E13z9R+E\u002fQcXLxPxpCEO3sIfw\u002fLUXpCKOBA0DQ0SO2+foIQKMoXmRPeA5AL43c2+f7EUCDJ98MT7wUQLCffpIifRdAlhNaVEA+GkDA2jYrk\u002f8cQLdP6UUNwR9AYqY2nlJBIUCyMWM3KqIiQPt2AQgLAyRA6TSJs1IbJEB73ZpIO7wiQF1ciHV1XSFAwQfkYyz+H0Dj512NdEIdQLd8yZcUiBpAaAShtoLPF0CfMcyxcRkVQAq\u002ffNL8ZhJAo5UqW\u002f9zD0B89He4qisKQIjozb1PAgVALyrUwtsVAEBhueQ9XWj3P1L4T9BxcvE\u002fUfhP0HFy8T9lueQ9XWj3PzIq1MLbFQBAi+jNvU8CBUCB9He4qisKQKeVKlv\u002fcw9AC7980vxmEkCgMcyxcRkVQGkEobaCzxdAuXzJlxSIGkDk512NdEIdQL0H5GMs\u002fh9AWFyIdXVdIUBy3ZpIO7wiQOM0ibNSGyRAyvEJ54pLJEAHVFXI8e8iQGkpKhQ0lSFAYCmjt4g7IEBQmgeydMYdQFcZxcxhGRtAOR\u002fEUAJxGEBz9mNEDs8VQBzbN3QpNhNAnebgsJCqEEC1y5FS2GYMQOQtb3wFuwdAKkXpCKOBA0AwKtTC2xUAQBpCEO3sIfw\u002fGEIQ7ewh\u002fD8yKtTC2xUAQCxF6QijgQNA5i1vfAW7B0C4y5FS2GYMQJ\u002fm4LCQqhBAH9s3dCk2E0Bz9mNEDs8VQD0fxFACcRhAWxnFzGEZG0BYmgeydMYdQF8po7eIOyBAaCkqFDSVIUADVFXI8e8iQM\u002fxCeeKSyRA9Kh7UwuTJEAY8HTlfjwjQNgZ\u002fKGM5yFAEa4sYZeUIECp8ossR4geQHv328XM7RtAlHNiWLpbGUBB9wbv5tQWQDw\u002fJouCXRRAKY3c2+f7EUCilSpb\u002f3MPQKQt4HIXTwtA5i1vfAW7B0CJ6M29TwIFQCxF6QijgQNALUXpCKOBA0CM6M29TwIFQOgtb3wFuwdApS3gchdPC0CilSpb\u002f3MPQCqN3Nvn+xFAPD8mi4JdFEBC9wbv5tQWQJdzYli6WxlAfvfbxcztG0Cz8ossR4geQBOuLGGXlCBA3Bn8oYznIUAj8HTlfjwjQPaoe1MLkyRAWI3TgeXwJEBl91kKwKAjQG7vhY4YUyJABrAQhIEIIUDc3LScd4MfQKraNiuT\u002fxxAqnzJlxSIGkBXPz6kySAYQG\u002f2Y0QOzxVAHx1g\u002fYqaE0AQi2vuRY4RQKOVKlv\u002fcw9At8uRUthmDEB+9He4qisKQM3RI7b5+ghA0NEjtvn6CECB9He4qisKQLvLkVLYZgxAo5UqW\u002f9zD0AQi2vuRY4RQB4dYP2KmhNAcPZjRA7PFUBXPz6kySAYQK98yZcUiBpAsdo2K5P\u002fHEDq3LScd4MfQAywEISBCCFAeO+FjhhTIkB191kKwKAjQHGN04Hl8CRAITPuR\u002fNjJUDANImzUhskQEGIiUco1iJAUykqFDSVIUAY3HYsblkgQGgo8IY1SB5AdffbxcztG0BspiqTGqgZQKmffpIifRdAUf9mIwB1FUAeHWD9ipoTQCuN3Nvn+xFAnebgsJCqEECllSpb\u002f3MPQKIoXmRPeA5ApSheZE94DkColSpb\u002f3MPQJ\u002fm4LCQqhBAKo3c2+f7EUAdHWD9ipoTQFD\u002fZiMAdRVAqJ9+kiJ9F0BrpiqTGqgZQHb328XM7RtAcCjwhjVIHkAi3HYsblkgQGApKhQ0lSFAVIiJRyjWIkDRNImzUhskQDkz7kfzYyVAtu8tzebqJUBC7CjUqaokQLTy+h7gbiNAQwfZFnE4IkD8rxCEgQghQJpP6UUNwR9Asrv2aL6EHUCazDpA52AbQJJzYli6WxlAqp9+kiJ9F0By9mNEDs8VQDw\u002fJouCXRRAHts3dCk2E0AMv3zS\u002fGYSQC+N3Nvn+xFAL43c2+f7EUALv3zS\u002fGYSQB\u002fbN3QpNhNAOz8mi4JdFEBw9mNEDs8VQKmffpIifRdAknNiWLpbGUCdzDpA52AbQLm79mi+hB1AoU\u002fpRQ3BH0AGsBCEgQghQEwH2RZxOCJAvvL6HuBuI0BX7CjUqaokQNjvLc3m6iVAwaeNW1qEJkDHWO09Ik0lQMw0ibNSGyRA7lNVyPHvIkBuYlMdRMwhQIlxGF7dsSBAmYDnq2hFH0DM512NdEIdQJ7MOkDnYBtAa6YqkxqoGUBWPz6kySAYQEL3Bu\u002fm1BZAdPZjRA7PFUCfMcyxcRkVQIUn3wxPvBRAhSffDE+8FECgMcyxcRkVQHL2Y0QOzxVAQfcG7+bUFkBWPz6kySAYQGumKpMaqBlAnMw6QOdgG0DP512NdEIdQJuA56toRR9Ai3EYXt2xIEB3YlMdRMwhQPBTVcjx7yJAyjSJs1IbJEDKWO09Ik0lQMWnjVtahCZAw9Nkod4uJ0A4yvJBFAEmQFmtZpGW2SRA1WOjtYC5I0CYMWM3KqIiQFUpKhQ0lSFABK4sYZeUIECWgOeraEUfQLK79mi+hB1Ac\u002ffbxcztG0CrfMmXFIgaQJRzYli6WxlAPR\u002fEUAJxGEBrBKG2gs8XQLOffpIifRdAsZ9+kiJ9F0BpBKG2gs8XQDkfxFACcRhAlHNiWLpbGUCufMmXFIgaQHX328XM7RtAubv2aL6EHUCbgOeraEUfQAeuLGGXlCBAVikqFDSVIUCYMWM3KqIiQMdjo7WAuSNAVa1mkZbZJEAhyvJBFAEmQKbTZKHeLidAMzGyjgbpJ0BvB3Wd4cQmQPccxSrWpyVA2ah7UwuTJEB4iEkA4IcjQCxoqnv0hyJAWykqFDSVIUCIcRhe3bEgQJhP6UUNwR9AayjwhjVIHkCs2jYrk\u002f8cQH7328XM7RtAWxnFzGEZG0C6fMmXFIgaQJsTWlRAPhpAmRNaVEA+GkC5fMmXFIgaQFcZxcxhGRtAe\u002ffbxcztG0Cw2jYrk\u002f8cQGwo8IY1SB5AoU\u002fpRQ3BH0CMcRhe3bEgQFYpKhQ0lSFAKWiqe\u002fSHIkBwiEkA4IcjQNSoe1MLkyRA0xzFKtanJUA1B3Wd4cQmQNswso4G6SdAaSRgeXCxKECc8F+E\u002f5YnQPmnjVtahCZAMKhDFax6JUBNIiiWUXskQIGISQDghyNAmTFjNyqiIkByYlMdRMwhQP+vEISBCCFAG9x2LG5ZIEDe3LScd4MfQK7yiyxHiB5AW5oHsnTGHUDm512NdEIdQMPaNiuT\u002fxxAwdo2K5P\u002fHEDi512NdEIdQFGaB7J0xh1ArfKLLEeIHkDl3LScd4MfQB\u002fcdixuWSBABbAQhIEIIUB2YlMdRMwhQJ4xYzcqoiJAa4hJAOCHI0BJIiiWUXskQAOoQxWseiVAjqeNW1qEJkAb8F+E\u002f5YnQNQjYHlwsShAkn\u002fTl8yGKUCtbkUf\u002fXUoQBY4AU2QbSdAnNylsK5uJkBYqEMVrHolQOioe1MLkyRA22OjtYC5I0DtU1XI8e8iQEIH2RZxOCJAVikqFDSVIUADsBCEgQghQA6uLGGXlCBAYSmjt4g7IEDCB+RjLP4fQLxP6UUNwR9AuE\u002fpRQ3BH0C6B+RjLP4fQFwpo7eIOyBADa4sYZeUIEAGsBCEgQghQFspKhQ0lSFASQfZFnE4IkDsU1XI8e8iQMljo7WAuSNA1Kh7UwuTJEAJqEMVrHolQCncpbCubiZAfTcBTZBtJ0AHbkUf\u002fXUoQKp+05fMhilA3xyjIOFnKkBRGgsYh2ApQNGWI8sLYihAKDgBTZBtJ0Drp41bWoQmQPocxSrWpyVAZq1mkZbZJEDDNImzUhskQLHy+h7gbiNAQYiJRyjWIkBp74WOGFMiQNYZ\u002fKGM5yFAaykqFDSVIUBgXIh1dV0hQGSmNp5SQSFAZKY2nlJBIUBXXIh1dV0hQGMpKhQ0lSFA1hn8oYznIUBw74WOGFMiQEyIiUco1iJAvfL6HuBuI0DLNImzUhskQFqtZpGW2SRA0xzFKtanJUCOp41bWoQmQHE3AU2QbSdAEJYjywtiKEArGQsYh2ApQGIboyDhZypA+V\u002fafIxTK0DSUaHlaFUqQHcaCxiHYClArG5FH\u002f11KEB38F+E\u002f5YnQFoHdZ3hxCZARcryQRQBJkC+WO09Ik0lQETsKNSpqiRAvTSJs1IbJEBo91kKwKAjQBbwdOV+PCNACFRVyPHvIkB53ZpIO7wiQLkxYzcqoiJAtTFjNyqiIkBy3ZpIO7wiQP1TVcjx7yJAFvB05X48I0Bw91kKwKAjQM80ibNSGyRAU+wo1KmqJEDHWO09Ik0lQCHK8kEUASZANQd1neHEJkAb8F+E\u002f5YnQO5tRR\u002f9dShALBkLGIdgKUD3T6HlaFUqQOdd2nyMUytA\u002fwsfAMZILEABYNp8jFMrQIYcoyDhZypAXH\u002fTl8yGKUBjJGB5cLEoQCwxso4G6SdAytNkod4uJ0DFp41bWoQmQLbvLc3m6iVAGjPuR\u002fNjJUBajdOB5fAkQPCoe1MLkyRAx\u002fEJ54pLJEDpNImzUhskQAR3AQgLAyRAAXcBCAsDJEDhNImzUhskQMDxCeeKSyRA7qh7UwuTJEBojdOB5fAkQDIz7kfzYyVAze8tzebqJUDFp41bWoQmQK7TZKHeLidA6TCyjgbpJ0DUI2B5cLEoQJZ+05fMhilAYhujIOFnKkAVXtp8jFMrQIMJHwDGSCxA","shape":"30, 30"},"type":"heatmap","xaxis":"x12","yaxis":"y12"},{"coloraxis":"coloraxis4","name":"Gradient Error Norm, InterpN Cubic","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"AAAAAAAAAAAAAAAAAAAUPQ+rqFG2ZjA9iuMHGhe9GD1s0OgyGrEhPQAAAAAAACE9B+2vZg9+8DwAAAAAAADwPAAAAAAAAAAAAAAAAAAA+DzS8X2CVVwGPQAAAAAAAOg8U1vaOlhMCT0H7a9mD37wPKMUrqiHFuE8oxSuqIcW8TzFQmw\u002fV4cOPaj0l5t34\u002fE8qPSXm3fjAT3NO39mnqDmPAAAAAAAAPg881lhRCvY\u002fDwAAAAAAADgPAAAAAAAAAAAAAAAAAAAFD0AAAAAAAAUPQAAAAAAABg9AAAAAAAAJj3gETxtzmgnPQAAAAAAAAAA0LphP+AfID0AAAAAAAAYPQaapK4fHjI952+7jZ+PJj0AAAAAAAAWPQUOEeiwxCI9JjV34ksVGD042LwKGwcSPQAAAAAAABI989mopGiKFT2aA+cMOBYXPWpaV08+IRg9TgE3+mM0ET3HRmBlZgAUPQ92LJNFAxY9miRfQf0KFj1QPbjvLUwaPUQ6na\u002fQBRY9QeewNxlFET0AAAAAAAAQPSkD7C9DEhw96xKyu7LNFj0r5YrGjz8SPb3sgZNHORQ9qDKj9kMEHj03+c\u002fab+EUPQAAAAAAABQ9TCiV4wFaKD053GOzv1QoPdC6YT\u002fgHyA9zTt\u002fZp6gFj387mNpM9UaPRCzXclgRzA9PjkVjFfDID0AAAAAAAAGPcEIkU6PhiM9zN6z85rcHD32LxJfZWUUPZoukCFocBI9BOcVOz8kFj3GRlduOywSPfYvEl9lZRQ9TgE3+mM0ET2PSpVgZQYUPQ92LJNFAxY9YVY03FsHFj2j9osairgZPY9KlWBlBhQ9Bpqkrh8eEj2gq30Lz00UPYYbM+r0Yho9YlZjfZ2yEz1J6FtAk50UPVNb2jpYTBk9uZPha7CkID3wKSNMiRkUPaMUrqiHFhE9iuMHGhe9KD3S8X2CVVwmPc07f2aeoBY9SBSkhHIUKT3vPFnYH9clPZZgR7OAYiI9tvF6Jcc0HT3I\u002f18IIzEoPe8NSfHzMxs9WKQ1Mh4FGT1RZpnLqRMaPSM7tja9BBs9QDH1yeqDGD1AMfXJ6oMYPV8C8WOyDRU96xKyu7LNFj3HRmBlZgAUPTC24PUfARA9hz7vsR8DED0Mq0iiPSMTPQAAAAAAABE952+7jZ+PFj3GmdpLVQEYPfRlWIjoEBE9NfRGKYkqGz0AAAAAAAAaPbvxqODvEhs95BDkc1cPGT29ICrES84ePU1tnYzD7CM9Izu2Nr0EKz30ZViI6BAxPUgUpIRyFCk9AAAAAAAAHj13A0lzIKIVPbz9ULVV2xs9xUJsP1eHHj0l1DeI8ecjPcVCbD9Xhw49KZpo3YUHET0AAAAAAAAIPQAAAAAAAAw994BBcbmiDD0AAAAAAAAKPU\u002fcwr1UBQg94BE8bc5oBz1g\u002fwPg\u002fwEAPTC24PUfAQA98RxIqSMH\u002fDz9icOVL2n9PCkD7C9DEvw894BBcbmiDD0AAAAAAAAKPUQ6na\u002fQBQY9Odxjs79UCD053GOzv1QIPQAAAAAAABM994BBcbmiDD3rErK7ss0WPe8NSfHzMxs9JvkBIUPCKD3Z1gfj66smPQAAAAAAAB49AAAAAAAA+Dx3A0lzIKIVPdls38x2+CA9vaY1QuN1HD12o357zicQPVNb2jpYTPk8AAAAAAAA6DwAAAAAAADQPM07f2aeoNY8AP+fmcyc6TwH7a9mD37wPAAAAAAAAOA8AAAAAAAA6jzQumE\u002f4B\u002fgPHBg\u002fwD+B+A8T9zCvVQF6DwAAAAAAAD0PAAAAAAAAPA881lhRCvY7DwAAAAAAAAAANC6YT\u002fgH\u002fA8B+2vZg9+8DzNO39mnqDWPM07f2aeoNY8\u002fO5jaTPV+jz87mNpM9X6PNls38x2+AA9KZpo3YUHIT3ACh8AxkgcPQAAAAAAAPg8AAAAAAAA6DzS8X2CVVwWPU7XepFFbhc9zN6z85rcHD0n8pBJbp8PPQAAAAAAAPQ8AAAAAAAA6DzNO39mnqDmPAAAAAAAAOA8zTt\u002fZp6g5jxTW9o6WEzpPAAAAAAAAOg8AAAAAAAA3DwAAAAAAADQPAAAAAAAANA8AAAAAAAA0Dy5ZShr7sjrPCY1d+JLFeg8AAAAAAAA4DwH7a9mD37gPAAAAAAAANA8AAAAAAAA6Dyo9Jebd+PhPFNb2jpYTOk8aHROF7I9\u002fzwAAAAAAAD4PAAAAAAAAPQ86L408k0mHj2K4wcaF70YPQAAAAAAAOg889mopGiK9Tw4mBJf0C8YPXcDSXMgohU950VYMpyoGz1TW9o6WEwJPQD\u002fn5nMnPk8AAAAAAAA0Dyo9Jebd+PhPKj0l5t34+E8AP+fmcyc6Tyo9Jebd+PhPAAAAAAAAOA8AAAAAAAA1DwH7a9mD37QPGD\u002fA+D\u002fAeA8AAAAAAAA6DxBh2LGMt7iPAftr2YPfuA8qPSXm3fj4Tyo9Jebd+PRPKj0l5t34+E8AAAAAAAAAACo9Jebd+PhPAAAAAAAAOA82WzfzHb4AD2o9Jebd+PxPM07f2aeoOY8vVR60LIxID1AMfXJ6oMYPfPZqKRoivU8AAAAAAAAAAA4mBJf0C8YPT45FYxXwxA9NfRGKYkqGz053GOzv1QIPaj0l5t34+E8qPSXm3fj4TwAAAAAAADgPAAAAAAAAAAAAAAAAAAA0DzzWWFEK9jcPAAAAAAAAAAAAAAAAAAAsDwAAAAAAAAAAAAAAAAAAJA8cGD\u002fAP4H0DwH7a9mD37QPAAAAAAAANA8AAAAAAAA0DwAAAAAAAAAAAAAAAAAANA8AAAAAAAA0DwAAAAAAADQPKj0l5t34+E8AP+fmcyc+Tzz2aikaIr1PKj0l5t34+E8BWwrhAYpHD1EOp2v0AUWPQAAAAAAAAAAAAAAAAAA8DwAAAAAAAAWPdC6YT\u002fgHxA9AAAAAAAAGj3S8X2CVVwGPQAAAAAAANA8qPSXm3fj4Tyo9Jebd+PhPAAAAAAAAAAAqPSXm3fj0TzNO39mnqDWPAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0LphP+AfwDwAAAAAAADAPAAAAAAAAMA8qPSXm3fj0TwAAAAAAADAPAAAAAAAAMA8AAAAAAAA0DwAAAAAAADQPAAAAAAAAOA8AP+fmcyc+TwAAAAAAAD0PAAAAAAAAAAA3jTa\u002fk5OGj0AAAAAAAASPQAAAAAAAPA8AAAAAAAA6Dw4mBJf0C8YPVZU22QuUBM9iS\u002fnTKgKGD3S8X2CVVwGPfNZYUQr2Ow881lhRCvY7Dyo9Jebd+PhPAAAAAAAANA8zTt\u002fZp6g1jwAAAAAAAAAAKj0l5t349E8AAAAAAAA0DwAAAAAAADAPNC6YT\u002fgH9A8B+2vZg9+0DwAAAAAAADQPAAAAAAAAAAAAAAAAAAA0DwAAAAAAAAAAAAAAAAAANA8AAAAAAAA0Dyo9Jebd+PhPFNb2jpYTOk8mi6QIWhwAj32LxJfZWX0PAAAAAAAANA8AAAAAAAAGT297IGTRzkUPQAAAAAAAOg8AAAAAAAA4DxIqiqPORcWPfApI0yJGRQ9daY8b1MYFT2io7MN5VIHPQAAAAAAAPA8AAAAAAAA4Dyo9Jebd+PhPAAAAAAAANA8zTt\u002fZp6g1jxTW9o6WEzZPM07f2aeoNY8AAAAAAAA0DwAAAAAAACwPKj0l5t348E8qPSXm3fj0TwAAAAAAACwPKj0l5t349E881lhRCvY3DzNO39mnqDGPAAAAAAAAMA8AAAAAAAA0DxTW9o6WEzpPPNZYUQr2Ow881lhRCvY\u002fDzz2aikaIr1PAAAAAAAAOA8SKoqjzkXFj3wKSNMiRkUPQAAAAAAAOA8AAAAAAAA4Dx+xCMsQvkSPfPZqKRoihU98CkjTIkZFD32LxJfZWUEPaj0l5t34\u002fE8qPSXm3fj4TzNO39mnqDWPAAAAAAAANA8AAAAAAAAwDwAAAAAAADAPAftr2YPftA8AAAAAAAAsDwAAAAAAACwPAAAAAAAALA8qPSXm3fjwTwAAAAAAACwPM07f2aeoMY8AAAAAAAA2DwH7a9mD37QPAAAAAAAAMA8qPSXm3fj4TzNO39mnqDmPFNb2jpYTOk8U1vaOlhM+TxTW9o6WEz5PAAAAAAAANA88CkjTIkZFD1+xCMsQvkSPQAAAAAAAOA8AAAAAAAA4DzwKSNMiRkUPdLxfYJVXBY98CkjTIkZFD0H7a9mD34APfNZYUQr2Ow8qPSXm3fj4Tyo9Jebd+PhPAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANA8AAAAAAAAwDwAAAAAAACwPM07f2aeoLY8AAAAAAAAuDwAAAAAAAAAAAAAAAAAAMA8B+2vZg9+0DwAAAAAAADQPAAAAAAAANA8zTt\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\u002fZp6gtjwAAAAAAADCPKj0l5t348E8zTt\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\u002fZp6g1jwAAAAAAADQPAAAAAAAAAAAAAAAAAAAwDwAAAAAAAAAAFNb2jpYTNk8AAAAAAAAAADNO39mnqC2PKj0l5t348E8AAAAAAAAvDzNO39mnqC2PAAAAAAAAMA8\u002fO5jaTPV2jwH7a9mD37QPAAAAAAAAAAAqPSXm3fj4Tyo9Jebd+PhPKj0l5t34+E8AAAAAAAA+DwAAAAAAAD4PAAAAAAAANA88CkjTIkZFD0AAAAAAAAWPQAAAAAAAAAAAAAAAAAAAAD2LxJfZWUUPQAAAAAAABI9k1uYqadgFT2io7MN5VIHPQAAAAAAAOg8AAAAAAAA0DwAAAAAAAAAAAAAAAAAAOA8AAAAAAAAAABTW9o6WEzZPM07f2aeoMY8AAAAAAAA0DwAAAAAAACwPAAAAAAAAKg8NtDSeKJCxTwAAAAAAACwPM07f2aeoMY82WzfzHb44DzzWWFEK9jcPAAAAAAAAAAAAAAAAAAA0DwAAAAAAADQPM07f2aeoOY8aHROF7I9\u002fzzp+3Yg1R79PAAAAAAAAAAA9i8SX2VlFD32LxJfZWUUPQAAAAAAAAAAAAAAAAAA+DxIqiqPORcWPaMUrqiHFhE9AAAAAAAAGj3kEORzVw8JPc07f2aeoOY8B+2vZg9+8DwAAAAAAADQPAAAAAAAAAAAqPSXm3fj0TwAAAAAAADAPAAAAAAAAMA8B+2vZg9+0Dyo9Jebd+PBPHBg\u002fwD+B9A8ELNdyWBH0DwAAAAAAAAAAAAAAAAAALA8qPSXm3fj0TzNO39mnqDWPAAAAAAAAOA8zTt\u002fZp6g1jwAAAAAAADQPAAAAAAAAOA8zTt\u002fZp6g9jzp+3Yg1R79PKj0l5t34+E8SKoqjzkXFj3wKSNMiRkUPQAAAAAAAPg8AAAAAAAA4DwmNXfiSxUYPQAAAAAAABA9L+dfrnBLGz1TW9o6WEwJPaj0l5t34+E8zTt\u002fZp6g1jyo9Jebd+PhPAAAAAAAANA8qPSXm3fj0TwAAAAAAADQPM07f2aeoMY8AAAAAAAAsDwAAAAAAAAAAAAAAAAAAMA80LphP+AfwDwAAAAAAACwPKj0l5t348E8AAAAAAAAwDwAAAAAAAAAAAAAAAAAAAAAzTt\u002fZp6g1jzNO39mnqDWPKj0l5t34+E8AP+fmcyc+TwAAAAAAAD0PAAAAAAAAOA8iuMHGhe9GD3wKSNMiRkUPQAAAAAAAOA8AAAAAAAAAAAmNXfiSxUYPaMUrqiHFhE9iowgUZ4nHT053GOzv1QIPQAAAAAAAAAAzTt\u002fZp6g1jwAAAAAAADQPAAAAAAAANA8AAAAAAAA0DwAAAAAAADYPKj0l5t349E8B+2vZg9+0DwAAAAAAADQPAAAAAAAAJA80LphP+Af0DwAAAAAAAAAAAAAAAAAAAAAqPSXm3fj0TwAAAAAAADgPAAAAAAAANA8qPSXm3fj4TwAAAAAAAAAAAAAAAAAAOA8zTt\u002fZp6g9jwAAAAAAAD0PAAAAAAAAOA8SaiKjWNxHD32LxJfZWUUPQAAAAAAAAAAqPSXm3fj8TxAMfXJ6oMYPYiAdtVclxQ9VFMV\u002fIR1Gz0AAAAAAAAKPfPZqKRoivU8zTt\u002fZp6g5jzzWWFEK9jsPM07f2aeoNY881lhRCvY3DzNO39mnqDWPAAAAAAAAOA8AAAAAAAA0DwH7a9mD37QPHBg\u002fwD+B9A8AAAAAAAA4DxBh2LGMt7iPAftr2YPfuA8AAAAAAAA4Dyo9Jebd+PRPFNb2jpYTOk8AAAAAAAA4Dyo9Jebd+PhPFNb2jpYTOk881lhRCvY\u002fDyo9Jebd+PxPPNZYUQr2Ow8cGD\u002fAP4HID053GOzv1QYPaj0l5t34\u002fE8AP+fmcyc+TzgETxtzmgXPQAAAAAAABk994BBcbmiHD0AAAAAAAAKPcAKHwDGSPw8qPSXm3fj4TzzWWFEK9jsPM07f2aeoNY8AP+fmcyc6TwA\u002f5+ZzJzpPM07f2aeoNY8zTt\u002fZp6g5jwmNXfiSxXoPE\u002fcwr1UBeg8\u002fw8A\u002fn8A8Dyo9Jebd+PxPDncY7O\u002fVOg889mopGiK5TzNO39mnqDWPPApI0yJGfQ8qPSXm3fj4TzNO39mnqDmPKj0l5t34+E8U1SvmYrMAz0AAAAAAAD0PPzuY2kz1fo8vVR60LIxID18huJDKSwaPQD\u002fn5nMnPk8U1vaOlhM+TwAAAAAAAAePbmT4WuwpCA9o\u002fhXE8qNGT1RZpnLqRMKPaKjsw3lUgc9N\u002fnP2m\u002fhBD0AAAAAAAD0PPzuY2kz1fo8AAAAAAAA\u002fjxTW9o6WEz5PPPZqKRoivU8AAAAAAAA9Dw4mBJf0C\u002f4PI9KlWBlBvQ81+Z241MI+Dwm7ElQEU7\u002fPDncY7O\u002fVPg8zTt\u002fZp6g9jwAAAAAAADkPD45FYxXwwA9\u002fO5jaTPV+jwAAAAAAAD0PKj0l5t34wE9L6TjXG27DT1TW9o6WEz5PPYvEl9lZfQ8veyBk0c5JD3QumE\u002f4B8gPVNb2jpYTPk8B+2vZg9+AD3zWWFEK9gMPfzuY2kz1Ro96ft2INUeHT2R7dZcohEdPcAKHwDGSPw8B+2vZg9+8DzACh8Axkj8PKj0l5t34\u002fE8U1vaOlhM+TzvDUnx8zP7PAAAAAAAAPg8qPSXm3fjAT3QumE\u002f4B\u002fwPAAAAAAAAPA8cGD\u002fAP4H4DwAAAAAAAD0PAftr2YPfvA8oqOzDeVS9zzQumE\u002f4B8APQftr2YPfvA8AAAAAAAA+DxwxJ05jXb+PAAAAAAAAAA99i8SX2Vl9DwH7a9mD34APaKjsw3lUgc9NSCJps3JIj3p+3Yg1R4dPQftr2YPfgA9AAAAAAAAAADNO39mnqAGPTjYvAobByI92WzfzHb4ID0A\u002f5+ZzJwZPdLxfYJVXAY9AAAAAAAA6DzzWWFEK9jsPAAAAAAAAAAA0LphP+Af8DwAAAAAAAD4PAAAAAAAAOA881lhRCvY\u002fDwH7a9mD37QPAftr2YPftA8B+2vZg9+4DwJYm7fNvH5PKj0l5t34+E8B+2vZg9+8DwAAAAAAADkPAAAAAAAAOA8qPSXm3fj4TzzWWFEK9jsPKj0l5t34\u002fE8mi6QIWhwAj3S8X2CVVwGPe8NSfHzMws9L3Zv8p5qIz2jFK6ohxYhPQAAAAAAAAAALIn1EfYlNT27kVR\u002fFwY1PegPfzPNIjY92IM5nzTHMT0NIsmHKZ0hPfS71ra+fik9oKt9C89NJD2aLpAhaHAiPcAKHwDGSBw9JjV34ksVGD290ToMmGYaPU\u002fcwr1UBRg9oxSuqIcWET3wKSNMiRkUPRSjsHEcABI9x0ZgZWYAFD2aA+cMOBYXPYcEo79gHRY9ELNdyWBHED03+c\u002fab+EUPQVsK4QGKRw9cGD\u002fAP4HID0r5YrGjz8iPSvlisaPPyI9Xp6fhd8aIz31HgV9y6EpPbBVlsYK0yg90LphP+AfMD163OJJCFkwPSyJ9RH2JTU9Odxjs79UGD0H7a9mD34QPdU\u002fgE7zzTE96xKyu7LNJj2aLpAhaHASPfNZYUQr2Bw9W3n3RvdDHj042LwKGwcSPdC6YT\u002fgHxA9AAAAAAAAGT3g05MYnQcVPRTaulgfNBY9DKtIoj0jEz3U4IAWXQAWPQLguDWfBRQ9HCEFzwENGD1a9EJfgoEaPcaZ2ktVARg9VlTbZC5QEz01fvoFxwESPQAAAAAAABg9YlZjfZ2yEz0AAAAAAAASPS6htKb1eRo9tLg9aUHoGj053GOzv1QYPQAAAAAAABQ9\u002fO5jaTPVKj053GOzv1QoPTncY7O\u002fVBg9AAAAAAAAAACjFK6ohxYhPV6en4XfGjM9AAAAAAAAGj1s0OgyGrEhPVt590b3Qx4994BBcbmiDD2io7MN5VIHPQAAAAAAAAAA81lhRCvY\u002fDzS8X2CVVwGPQAAAAAAAPQ8U1vaOlhMCT0AAAAAAADQPAAAAAAAAMg8oxSuqIcW8TzFQmw\u002fV4cOPQAAAAAAAOA8AAAAAAAAAD1TW9o6WEz5PAAAAAAAAPA881lhRCvY\u002fDz2LxJfZWUEPfYvEl9lZQQ9qPSXm3fjET0H7a9mD34QPTncY7O\u002fVBg90vF9glVcJj3S8X2CVVwmPQAAAAAAAAAA","shape":"30, 30"},"type":"heatmap","xaxis":"x14","yaxis":"y14"},{"coloraxis":"coloraxis4","name":"Gradient Error Norm, InterpN B-Spline","showscale":false,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"AAAAAAAAHD0H7a9mD34gPWJWY32dsiM9JjV34ksVGD0mNXfiSxUYPQAAAAAAABA9YlZjfZ2yAz2o9Jebd+MBPQAAAAAAAAQ9AAAAAAAA+DyjFK6ohxYRPc07f2aeoAY9YlZjfZ2yAz03+c\u002fab+EEPc07f2aeoPY84sqTKUxN\u002fDzzmLPK6p4QPb3ROgyYZgo9AP+fmcycCT2K4wcaF70IPVNb2jpYTPk8AAAAAAAA4DwAAAAAAAAAPfNZYUQr2Pw8\u002fO5jaTPVGj2zpzOgYAwfPc07f2aeoBY9tLg9aUHoKj2o9Jebd+MRPQD\u002fn5nMnBk9Z7+r+rE\u002fKj3z2aikaIolPQD\u002fn5nMnAk9qv7J7wzFJz2aLpAhaHAiPfPZqKRoigU9SehbQJOdFD1wxJ05jXYOPT45FYxXwxA9qPSXm3fjAT0Pq6hRtmYQPaMUrqiHFvE8zTt\u002fZp6g9jwH7a9mD37gPAAAAAAAAPE8AAAAAAAA2zwAAAAAAAABPXBg\u002fwD+BwA9AAAAAAAA+jx3A0lzIKIFPdLxfYJVXAY9qPSXm3fjAT0AAAAAAAAEPSbsSVARTg89qPSXm3fj8TyaLpAhaHAiPcAKHwDGSBw9dvjRsITuJT2K4wcaF70YPQAAAAAAACI9zTt\u002fZp6gJj1iVmN9nbIjPaj0l5t34yE9AAAAAAAABD3p+3Yg1R4NPfYvEl9lZQQ9NtDSeKJCFT3zWWFEK9gMPfNZYUQr2Ow8pfRh8YowFT0AAAAAAAAaPXBg\u002fwD+BxA9AAAAAAAACT1g\u002fwPg\u002fwEQPUmoio1jcQw9JGPlzRwKED0Hn\u002f2kZuUSPRVhDmMTDRY9j0qVYGUGFD3MmdmSKVwVPTz4gT+sqxE9U1vaOlhMCT053GOzv1QIPaj0l5t34wE9iuMHGhe9GD3EwEs7gK4dPfPZqKRoiiU9mi6QIWhwEj0AAAAAAAAYPfPZqKRoiiU9UWaZy6kTGj25ukbKK34hPSY1d+JLFRg9daY8b1MYFT020NJ4okIVPQAAAAAAANA8UWaZy6kTCj1iVmN9nbIDPQftr2YPfvA8ELNdyWBHAD12+NGwhO4FPTncY7O\u002fVPg8JjV34ksV6DwAAAAAAAD4PEHnsDcZRfE8T9zCvVQF+Dw8+IE\u002frKsBPTjYvAobBwI994BBcbmi\u002fDwAAAAAAAD+PNls38x2+AA9AAAAAAAA4DwAAAAAAADwPFNb2jpYTOk8oxSuqIcWAT0H7a9mD34QPXWmPG9TGBU9NtDSeKJCFT2o9Jebd+PxPMAKHwDGSAw9SKoqjzkXFj28\u002fVC1VdsbPVNb2jpYTAk9YlZjfZ2yEz2\u002fjysJiVsSPQAAAAAAAOA8mi6QIWhwAj0AAAAAAAD8PKMUrqiHFgE97w1J8fMz+zzZbN\u002fMdvgAPQAAAAAAAPg8qPSXm3fj4TyPSpVgZQb0PPqbRvvzdek8j0qVYGUG9DwAAAAAAAD6PHBg\u002fwD+BwA9Odxjs79U+DwAAAAAAAD0PJoukCFocPI8zTt\u002fZp6g5jxTW9o6WEz5PFNb2jpYTOk8AAAAAAAA\u002fDwAAAAAAAAIPQAAAAAAABQ92WzfzHb4ED2o9Jebd+PxPKKjsw3lUgc99i8SX2VlBD1+xCMsQvkSPfzuY2kz1Qo9oxSuqIcWET3QumE\u002f4B8QPc07f2aeoOY86ft2INUe\u002fTzz2aikaIr1PAftr2YPfvA8NtDSeKJC9TzzWWFEK9j8PAAAAAAAAPg8AAAAAAAA1DwAAAAAAAD0PAftr2YPfuA8BSMqPk0o8Dw53GOzv1T4PAAAAAAAAAA9Odxjs79U+Dyo9Jebd+PxPKMUrqiHFvE8AAAAAAAAAACo9Jebd+PhPAAAAAAAANA8AAAAAAAA8DxTW9o6WEz5PAftr2YPfhA9zTt\u002fZp6gBj3z2aikaIoFPen7diDVHg09RsNcqMFpCD18huJDKSwaPTncY7O\u002fVAg9J\u002fKQSW6fDz33gEFxuaIMPdls38x2+PA881lhRCvY\u002fDyo9Jebd+PxPFNb2jpYTOk8AAAAAAAA9Dw20NJ4okL1PFNb2jpYTOk8AAAAAAAAAAAAAAAAAADwPNC6YT\u002fgH9A8qHkMCdl24TxwYP8A\u002fgfwPPYvEl9lZfQ8AAAAAAAA8DzzWWFEK9jsPKj0l5t34+E8AAAAAAAA0DwAAAAAAADQPM07f2aeoNY8U1vaOlhM6TxTW9o6WEzpPAftr2YPfgA9\u002fO5jaTPV+jyaLpAhaHACPVNb2jpYTAk9U1vaOlhM+Tx3A0lzIKIVPbllKGvuyAs9JjV34ksVCD33gEFxuaIMPfYvEl9lZfQ8oqOzDeVS9zzNO39mnqDWPAftr2YPfvA889mopGiK5Tz87mNpM9XqPFNb2jpYTOk8AAAAAAAAsDwAAAAAAADgPAAAAAAAAKg8AAAAAAAAzjzQumE\u002f4B\u002fgPIrjBxoXveg8AAAAAAAA6DwAAAAAAADgPKj0l5t349E8AAAAAAAAAAAAAAAAAADgPKj0l5t34+E881lhRCvY7DwAAAAAAAAAAAAAAAAAAPg8\u002fO5jaTPV+jzS8X2CVVwGPcAKHwDGSAw9AAAAAAAA+Dyo9Jebd+MRPRCzXclgRxA9AAAAAAAABD3S8X2CVVwGPQAAAAAAAOA8AAAAAAAA4Dyo9Jebd+PhPFNb2jpYTOk8AP+fmcyc6TwAAAAAAADkPKj0l5t34+E8qPSXm3fj0TwAAAAAAADgPAAAAAAAALA8dvjRsITu1TyjFK6ohxbhPFNb2jpYTOk8B+2vZg9+4DwAAAAAAAAAAAAAAAAAANA8AAAAAAAA0Dyo9Jebd+PhPM07f2aeoOY8oqOzDeVS9zwAAAAAAAAAAOn7diDVHv08AAAAAAAA+DzeNNr+Tk4KPdLxfYJVXBY9B+2vZg9+ED32LxJfZWUUPesSsruyzRY9iuMHGhe9CD0AAAAAAAAEPTncY7O\u002fVPg8Odxjs79U+DwAAAAAAADoPNC6YT\u002fgH\u002fA8qPSXm3fj4TzNO39mnqDGPM07f2aeoNY8AAAAAAAAwDwAAAAAAADAPAftr2YPftA8AAAAAAAA1DwAAAAAAADAPAAAAAAAAMg8U1vaOlhM2TwAAAAAAADQPAAAAAAAAMA8AAAAAAAA2DwAAAAAAADgPFNb2jpYTOk8AAAAAAAA9DwAAAAAAADgPKj0l5t34\u002fE8AAAAAAAA+Dzz2aikaIoFPen7diDVHg09JjV34ksVCD0AAAAAAAAKPZO3fEuuhBQ9mi6QIWhwAj1wxJ05jXb+PKKjsw3lUvc8oqOzDeVS9zzNO39mnqDmPPNZYUQr2Ow8AAAAAAAA5DwAAAAAAADQPAAAAAAAANA8AAAAAAAAAAAAAAAAAAAAAAAAAAAAALA8qHkMCdl20TwH7a9mD37QPM07f2aeoMY8AAAAAAAAwDwAAAAAAADgPAAAAAAAAOA8AAAAAAAA0DwAAAAAAADgPAAAAAAAAPA8AAAAAAAA9DwAAAAAAADQPPNZYUQr2Ow889mopGiK9TyaLpAhaHACPeARPG3OaAc9B+2vZg9+AD0H7a9mD34APaMUrqiHFhE96ft2INUe\u002fTyo9Jebd+PxPAAAAAAAAPQ8oqOzDeVS9zxTW9o6WEzpPFNb2jpYTOk8AAAAAAAA2DwAAAAAAADQPAAAAAAAANA8AAAAAAAAAAAAAAAAAAAAANC6YT\u002fgH8A8B+2vZg9+wDyo9Jebd+PBPAAAAAAAAMA8AAAAAAAA0DwAAAAAAADQPAAAAAAAANA8qPSXm3fj0TwAAAAAAADgPAAAAAAAAOg8B+2vZg9+8DwAAAAAAADgPPNZYUQr2Ow8AAAAAAAA4DwH7a9mD34APaj0l5t34\u002fE8qPSXm3fjET1TW9o6WEz5PNC6YT\u002fgHxA981lhRCvY\u002fDyio7MN5VL3PM07f2aeoPY8qPSXm3fj8Tyo9Jebd+PhPKj0l5t34+E8AAAAAAAAwDwAAAAAAACwPAAAAAAAAMA8AAAAAAAAsDwAAAAAAAAAAAftr2YPfrA80LphP+AfwDyo9Jebd+PBPAAAAAAAAAAAAAAAAAAAsDwAAAAAAADQPAAAAAAAAMA8qPSXm3fj0TwAAAAAAADkPPNZYUQr2Ow8AAAAAAAA9DwAAAAAAAD8PAftr2YPfgA9AAAAAAAACD3QumE\u002f4B8QPQftr2YPfhA96xKyu7LNFj0AAAAAAAAMPVNUr5mKzBM981lhRCvY\u002fDwH7a9mD34APfPZqKRoivU82WzfzHb48DzNO39mnqDmPAAAAAAAAOQ8qPSXm3fj0TwAAAAAAADAPAAAAAAAAAAAAAAAAAAAwDwAAAAAAACwPAAAAAAAAKA8AAAAAAAAoDzNO39mnqC2PAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwPAAAAAAAAAAAAAAAAAAAwDwAAAAAAADQPAftr2YPfvA89i8SX2Vl9DxTW9o6WEz5PAftr2YPfgA90LphP+AfED3S8X2CVVwWPUiqKo85FxY90LphP+AfED0H7a9mD34APfNZYUQr2Aw9qPSXm3fj8TwAAAAAAAD4PAAAAAAAAPA881lhRCvY7DwAAAAAAADgPKj0l5t349E8zTt\u002fZp6gxjyo9Jebd+PBPAAAAAAAAAAAqPSXm3fjsTwAAAAAAACgPKj0l5t346E8qPSXm3fjoTwAAAAAAACgPAAAAAAAAKA8AAAAAAAAwDwAAAAAAACwPAAAAAAAAMA8qPSXm3fj0TwAAAAAAADQPAAAAAAAAOg8AAAAAAAA6Dz87mNpM9X6PKj0l5t34wE989mopGiKBT3ACh8AxkgMPQftr2YPfhA9AAAAAAAAAD3NO39mnqDmPPYvEl9lZQQ9zTt\u002fZp6g5jwAAAAAAADgPAAAAAAAANA8AAAAAAAA0DwAAAAAAADQPKj0l5t349E8zTt\u002fZp6gxjwAAAAAAAAAAAAAAAAAALA8AAAAAAAAoDwAAAAAAACQPM07f2aeoKY8zTt\u002fZp6gpjwAAAAAAACQPAAAAAAAALA8AAAAAAAAsDwAAAAAAAAAAKj0l5t349E8qPSXm3fj0TwAAAAAAADQPAAAAAAAANA8zTt\u002fZp6g1jyo9Jebd+PxPAAAAAAAAPA8zTt\u002fZp6g9jzNO39mnqDmPPNZYUQr2Pw8AAAAAAAA8DzNO39mnqD2PPNZYUQr2Aw9qPSXm3fj8TwAAAAAAADwPAAAAAAAAOg8qPSXm3fj4Tyo9Jebd+PhPKj0l5t349E8AAAAAAAAAADNO39mnqDGPAAAAAAAALA8zTt\u002fZp6gtjwAAAAAAAAAAAAAAAAAAKA8AAAAAAAAqDwAAAAAAAAAAKj0l5t348E8AAAAAAAAAAAAAAAAAACwPAAAAAAAAMA8AAAAAAAA0DwAAAAAAADQPAAAAAAAAOA8AAAAAAAA4Dyo9Jebd+PxPAAAAAAAAPQ889mopGiKBT1TW9o6WEwJPVNb2jpYTAk9AAAAAAAA4DzNO39mnqDmPDncY7O\u002fVAg9AAAAAAAA8Dyo9Jebd+PhPM07f2aeoOY8U1vaOlhM6TwAAAAAAADQPAAAAAAAAOA8AAAAAAAAwDwAAAAAAADYPM07f2aeoMY8qPSXm3fjwTwAAAAAAACwPAAAAAAAAAAAAAAAAAAAoDzNO39mnqC2PKj0l5t348E8qPSXm3fj0TzNO39mnqDGPKj0l5t349E8AAAAAAAA0DwAAAAAAADQPAAAAAAAAOg8AAAAAAAA6DxTW9o6WEz5PAftr2YPfgA9wAofAMZIDD2jFK6ohxYRPfYvEl9lZRQ9AAAAAAAA4Dyio7MN5VIHPQD\u002fn5nMnAk9qPSXm3fj8TwAAAAAAADQPAAAAAAAANA8AAAAAAAA4DwAAAAAAADQPAAAAAAAANA8qPSXm3fj0Tyo9Jebd+PRPAAAAAAAANA8AAAAAAAA0DwAAAAAAADAPAAAAAAAAJA8AAAAAAAAsDwAAAAAAADAPAAAAAAAAAAAqPSXm3fj0TwAAAAAAADAPAAAAAAAANA8AAAAAAAAwDyo9Jebd+PhPAAAAAAAAOA8qPSXm3fj8Tyo9Jebd+PxPPzuY2kz1fo89i8SX2VlBD1odE4Xsj0PPTncY7O\u002fVAg9qPSXm3fj8TyIgHbVXJcUPdC6YT\u002fgHxA9AAAAAAAAAD1TW9o6WEz5PM07f2aeoOY8B+2vZg9+8DwAAAAAAADoPAAAAAAAANA8qPSXm3fj0TwAAAAAAADQPAAAAAAAAMA8AAAAAAAA0Dyo9Jebd+PBPAAAAAAAALA8AAAAAAAAxDzNO39mnqDGPAAAAAAAAMA8U1vaOlhM2TwAAAAAAADgPAAAAAAAAMA8AAAAAAAA4DzNO39mnqDmPAftr2YPfvA8U1vaOlhM+TzNO39mnqD2PGh0TheyPf88qPSXm3fjAT1TVK+ZiswTPfNZYUQr2Pw8zTt\u002fZp6g9jx3A0lzIKIVPXDEnTmNdg49N\u002fnP2m\u002fhBD2o9Jebd+MBPaj0l5t34\u002fE889mopGiK9TzNO39mnqDmPAAAAAAAANA8zTt\u002fZp6g1jwAAAAAAAAAAKj0l5t349E8B+2vZg9+0DwH7a9mD37QPAAAAAAAALw8NtDSeKJC1TzNO39mnqDGPAAAAAAAAOA8qPSXm3fj0Tyo9Jebd+PRPAAAAAAAAMA8AAAAAAAAAACo9Jebd+PhPAftr2YPfvA889mopGiK9Tyo9Jebd+PxPKj0l5t34\u002fE8U1vaOlhM+TzQumE\u002f4B8QPaj0l5t34\u002fE8QYdixjLeAj1FhStTYVgXPfPZqKRoigU9oqOzDeVSBz020NJ4okIFPfNZYUQr2Pw8zTt\u002fZp6g9jzZbN\u002fMdvjwPM07f2aeoNY8qPSXm3fj4TwAAAAAAADQPM07f2aeoNY8B+2vZg9+0DwAAAAAAACwPAAAAAAAAMQ8NtDSeKJC1TwAAAAAAACwPCY1d+JLFeg8AAAAAAAAwDwAAAAAAADQPKj0l5t349E8qPSXm3fj4TwAAAAAAADoPAAAAAAAAPA8AAAAAAAA\u002fDwH7a9mD37wPAAAAAAAAPA8NtDSeKJCBT3ACh8AxkgMPaKjsw3lUgc9RsNcqMFpCD20uD1pQegaPdC6YT\u002fgHwA9AP+fmcycCT3NO39mnqAGPUGHYsYy3gI9aHROF7I9\u002fzwAAAAAAAD0PFNb2jpYTOk8aHROF7I97zyo9Jebd+PhPPNZYUQr2Nw8AAAAAAAAwDwAAAAAAADAPEnoW0CTndQ8qPSXm3fj0TwAAAAAAACwPDncY7O\u002fVOg8zTt\u002fZp6g1jwH7a9mD37gPM07f2aeoNY8qPSXm3fj4TwAAAAAAADwPAftr2YPfvA89i8SX2Vl9DzNO39mnqDmPAftr2YPfvA8\u002fO5jaTPVCj1odE4Xsj0PPQAAAAAAABA9oxSuqIcWET25ZShr7sgbPdls38x2+AA9tLg9aUHoCj0A\u002f5+ZzJwJPdC6YT\u002fgHwA9AAAAAAAABD2io7MN5VL3PM07f2aeoOY8aHROF7I97zyo9Jebd+PhPPNZYUQr2Nw8AAAAAAAA1DwAAAAAAADQPKj0l5t34+E8oxSuqIcW0TwA\u002f5+ZzJzZPD45FYxXw\u002fA8qPSXm3fj4TwAAAAAAAAAAKj0l5t34+E8AAAAAAAA4DwAAAAAAADwPAAAAAAAAPQ8AAAAAAAA9Dyo9Jebd+PhPM07f2aeoPY8mi6QIWhwEj03+c\u002fab+EUPUWFK1NhWBc96xKyu7LNFj0Qs13JYEcgPQftr2YPfgA9UWaZy6kTCj1odE4Xsj0PPe8NSfHzMws9UWaZy6kTCj3p+3Yg1R79PKKjsw3lUvc8\u002fO5jaTPV+jzNO39mnqDmPPPZqKRoiuU8qPSXm3fj4TwAAAAAAADkPL+PKwmJW+I8xMBLO4Cu3TzzWWFEK9jsPAAAAAAAAPo8U1vaOlhM6Tyo9Jebd+PhPDbQ0niiQvU881lhRCvY7DwAAAAAAADwPFNb2jpYTOk8B+2vZg9+8Dw53GOzv1T4PAAAAAAAAA49r18QOQwRHj2vXxA5DBEePaMUrqiHFiE9AAAAAAAAHD33gEFxuaIcPQAAAAAAAAQ9wAofAMZIDD1A\u002fzdzmTUTPXDEnTmNdv48qPSXm3fjET3QumE\u002f4B8APVNb2jpYTOk8AAAAAAAA6DxTW9o6WEzpPOn7diDVHu08AP+fmcyc6TwA\u002f5+ZzJzpPAAAAAAAANM8xKGrc43a9zwh\u002fDBu4nj2PKh5DAnZdgE9AAAAAAAA8DwAAAAAAADgPMAKHwDGSPw881lhRCvY7DzZbN\u002fMdvjwPAAAAAAAAOg8mi6QIWhwAj2io7MN5VIHPQD\u002fn5nMnBk9AAAAAAAAJz1WVNtkLlAjPYiAdtVclyQ9B+2vZg9+ID3S8X2CVVwWPdLxfYJVXBY9AAAAAAAABD3zWWFEK9gMPfApI0yJGQQ9mi6QIWhwEj0H7a9mD34APQAAAAAAAAAAoxSuqIcW8TwAAAAAAADgPAD\u002fn5nMnOk8mi6QIWhw8jzvDUnx8zPrPAAAAAAAANo8ck38PjVd\u002fTx2o357zicAPRIp+3e\u002flQc9U1vaOlhM+TzNO39mnqDmPAAAAAAAAAQ9AAAAAAAA6DzNO39mnqDWPAAAAAAAAAAAmi6QIWhwEj3gETxtzmgXPYQpOk\u002fYJyQ96xKyu7LNJj1LPuqahqAqPT8qmCLjbCw9JjV34ksVKD2o9Jebd+MhPQD\u002fn5nMnBk9AAAAAAAAEj20uD1pQegaPQAAAAAAAPg8mgPnDDgWFz0AAAAAAAAIPaj0l5t34wE9AAAAAAAA8jwAAAAAAAD2PAD\u002fn5nMnPk8AAAAAAAA7jwAAAAAAADwPAAAAAAAANQ80EggZLxnAz0vdm\u002fynmoDPc0toEFHCgw9AAAAAAAAAD0mNXfiSxX4PL3ROgyYZgo9AAAAAAAA4DzNO39mnqD2PAAAAAAAAPA8AP+fmcycGT053GOzv1QYPb3ROgyYZio9QDH1yeqDKD25k+FrsKQwPTrwY\u002fYbuTM9AAAAAAAALj3z2aikaIolPe8NSfHzMxs99i8SX2VlFD3zWWFEK9gcPfYvEl9lZQQ9KZpo3YUHIT3p+3Yg1R4NPZoukCFocAI9qPSXm3fjAT0AAAAAAAD0PAAAAAAAAPw8qPSXm3fj8TxFhStTYVj3PMFhu58+6\u002fA8x0s1MDlBBT2wVZbGCtMIPXcDSXMgogU9U1vaOlhM+Tzp+3Yg1R79PFt590b3Qw49AAAAAAAA\u002fDwAAAAAAADgPKMUrqiHFgE9L6TjXG27HT2o9Jebd+MhPXajfnvOJzA9L6TjXG27LT3rErK7ss02PQAAAAAAgDY9mi6QIWhwIj387mNpM9UaPWh0TheyPS8981lhRCvY\u002fDwH7a9mD34QPeARPG3OaBc9RYUrU2FYFz0AAAAAAADwPKj0l5t34wE981lhRCvY\u002fDwAAAAAAADQPKj0l5t34\u002fE8AAAAAAAAAz2o9Jebd+MBPQAAAAAAAOQ8TqwyJH9zED2mYqS\u002f2nITPYQpOk\u002fYJxQ9AAAAAAAACj0AAAAAAAD0PAD\u002fn5nMnAk9AAAAAAAA+DzNO39mnqD2PAAAAAAAAAg97w1J8fMzKz3zmLPK6p4wPWxOeQCFKjg9QYdixjLeMj0AAAAAAAA+Pavg8VR8Yj89","shape":"30, 30"},"type":"heatmap","xaxis":"x15","yaxis":"y15"},{"coloraxis":"coloraxis4","name":"Gradient Error Norm, Scipy","showscale":true,"x":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"y":{"dtype":"f8","bdata":"AAAAAAAAFMBY7mmE5Z4SwLDc0wjLPRHAEpZ7GmG5D8DCck8jLPcMwHJPIyz3NArAIyz3NMJyB8DUCMs9jbAEwITlnkZY7gHAaITlnkZY\u002fr\u002fKPY2w3NP4vyz3NMJyT\u002fO\u002fGGG5pxGW67\u002fY0wjLPY3gv4AaYbmnEca\u002fgBphuacRxj\u002fg0wjLPY3gPyBhuacRlus\u002fMPc0wnJP8z\u002fMPY2w3NP4P2yE5Z5GWP4\u002fhuWeRljuAUDUCMs9jbAEQCQs9zTCcgdAdE8jLPc0CkDEck8jLPcMQBSWexphuQ9AstzTCMs9EUBY7mmE5Z4SQAAAAAAAABRA"},"z":{"dtype":"f8","bdata":"+z9ZqaPXPj1EOp2v0AUmPeX\u002f1dHO+0Q9+JHlZjGnHD1GfgxonHQmPUiqKo85FxY9AAAAAAAAAj020NJ4okIVPQAAAAAAgCE9eIy7YtLGIj21qM12eAAhPeFzzC5vNSg9YBPHgNpmKT3rJ+gO4SwwPeEwAyGCaS89pPYTOVtKMD2Efire7IowPaMadBaMmjI9g+IOAusZMD0Y+uLIEBYwPWp41z5dNyY94rUOnxY4JT3p+3Yg1R4NPc07f2aeoBY9O3sql50lLD3A8+5pWfogPedFWDKcqCs9hCk6T9gnRD0uobSm9XlKPT3zCo\u002fmHzQ9CX7Fe255Mz1INRxcledFPdTggBZdAEY9fyerW85xMT0sMqHFOc01PaKjsw3lUgc9mi6QIWhwEj0pmmjdhQchPZNbmKmnYBU9pJSoX0yGID0lPq3Ys34iPf+JOXpoQic9RWdNBKMgKT3wHl2xjR4mPZ1lS8y7sig9WMGCvg0\u002fJz1nv6v6sT8qPcj\u002fXwgjMSg9wMjQPU8pLD39w\u002f+DtBglPXJdSjRFMyI9lAEVPOyLHT2JL+dMqAooPR3A4gWQBTc9RYUrU2FYFz1umlmsAsEnPU1tnYzD7CM9Wlo7CoYBNT2oPo5Vx8M\u002fPSmaaN2FB0E9XWsZzH6NRj3LG8Ze9RdLPSvlisaPPyI9vJanWr5VMT3iypMpTE0sPQAAAAAAAAg981lhRCvY7Dzp+3Yg1R79PCY1d+JLFQg9sPOW81hxET3GXToTm6MVPVn\u002faNHJ2x49sxlwXeEIIj0sSSsCJEYhPfjLbg6ykyI9U7fpJ+NBJj38FM54gQ0pPesSsruyzSY9HHE3\u002fIx6Jz1iVmN9nbIjPcVCbD9Xhx49q+DxVHxiHz2aLpAhaHASPfzuY2kz1Qo9bE55AIUqGD2IgHbVXJckPWz0K5\u002frHyk9CIkYB8IUND38F2TbzaFAPVt590b3Qy49oXYKsTWwMD2NzwB8xa8zPeaAnF2+ETI9AAAAAAAAAAAAAAAAAIAhPZoukCFocAI90LphP+AfAD3zWWFEK9j8PGxOeQCFKgg9L6TjXG27DT2xYalHO50NPTrwY\u002fYbuRM9bPQrn+sfGT1zka7UPJAfPSEH9EPefB49Se0v\u002f4gbHT1C33\u002fWCbQiPS56Wi\u002fGBSI9+Njiu0qUHz2KjCBRnicdPVNUr5mKzBM92WzfzHb4ED053GOzv1QIPfzuY2kz1fo8Fp3bQj0xJj0ghcrAk+YsPQAAAAAAAB49xpnaS1UBKD3eNNr+Tk4qPfffiPPphjI9bppZrALBJz25ukbKK34xPcyyqXknuiw9X5qCHNjKHD0m+QEhQ8IYPeARPG3OaAc9mi6QIWhwAj2aLpAhaHACPZoukCFocAI9AAAAAAAA\u002fDyzpzOgYAz\u002fPDiYEl\u002fQLwg9AAAAAAAAET3MjflN4MwQPSnneJVc2hM98\u002fqf9s5MFT1J6FtAk50UPYHIf32vpxY9yeA+IUI8Ez0AAAAAAAAEPSY1d+JLFQg994BBcbmiDD2jFK6ohxYBPen7diDVHg09JjV34ksVCD2R7dZcohEdPaMUrqiHFgE981lhRCvYHD0WndtCPTE2PUNSFBxn7CE92V1c7k6HIT1LPuqahqAaPc07f2aeoAY98CkjTIkZBD0r5YrGjz8SPQftr2YPfvA86ft2INUe\u002fTwH7a9mD37wPM07f2aeoPY8JPjZcFscAj0AAAAAAAD4PHb40bCE7gU9tjlwTgNuDD0mNXfiSxUIPen7diDVHg093jTa\u002fk5OCj3bS9YitpQSPc842kJ7HhE981lhRCvYDD2Tt3xLroQEPRCzXclgRwA9TgE3+mM0AT1odE4Xsj3\u002fPPeAQXG5ogw9\u002fO5jaTPV+jyK4wcaF70IPbS4PWlB6Bo90h+Gc32DGz053GOzv1QYPd4yCLuwxyM9\u002fO5jaTPV+jy0uD1pQegaPbllKGvuyAs989mopGiK9TwpmmjdhQcRPfzuY2kz1fo8AAAAAAAA6DwAAAAAAADQPPzuY2kz1fo889mopGiK5Tx3A0lzIKL1PAAAAAAAAPQ8YP8D4P8BAD0Qs13JYEcAPZJbvmewsAA9WJLYau+FAD0AAAAAAAAEPaZipL\u002facgM9ELNdyWBHAD0AAAAAAAD6PM07f2aeoOY8qPSXm3fj4TzzWWFEK9jsPOn7diDVHv0889mopGiK9Tx+xCMsQvkCPfzuY2kz1fo8U1SvmYrMEz3vDUnx8zMbPQAAAAAAAA49SehbQJOdFD0E+B+W4dMfPeARPG3OaAc9AP+fmcyc+Tzz2aikaIoFPQAAAAAAAPQ881lhRCvY7DwAAAAAAAD0PKj0l5t34+E8AAAAAAAA7Dzp+3Yg1R7tPAAAAAAAAPA8Z7+r+rE\u002f+jzz2aikaIrlPO8siT3Dl+U8AAAAAAAA7jy\u002fkqvpkQT8PD\u002fsRf5mUfk80vF9glVc9jyaLpAhaHDyPFNb2jpYTOk8AAAAAAAA4DwAAAAAAAAAAPPZqKRoivU88CkjTIkZBD0AAAAAAADoPHWmPG9TGBU9daY8b1MYFT07eyqXnSUsPdC6YT\u002fgHyA9UWaZy6kTGj0mNXfiSxUYPeQQ5HNXDwk994BBcbmiDD387mNpM9X6PPYvEl9lZfQ8qPSXm3fj8TwAAAAAAADgPM07f2aeoNY8AAAAAAAA5DzzWWFEK9jsPPNZYUQr2Ow8B+2vZg9+8DxTW9o6WEzpPKvg8VR8Yt88AAAAAAAA3Tw1IImmzcnyPKKjsw3lUvc8YlZjfZ2y8zzZbN\u002fMdvjwPFNb2jpYTOk8qPSXm3fj4TwAAAAAAADQPPNZYUQr2Ow8dwNJcyCiBT3ACh8AxkgMPWh0TheyPQ89AAAAAAAAGj1WVNtkLlAjPXW4DoFkris9mTj0jqLHID1wENPNAu0aPcvEp0U5thc9aA3t0ZqOET2oeQwJ2XYBPdLxfYJVXPY8AAAAAAAA9DwAAAAAAADgPKj0l5t34+E8aHROF7I97zxodE4Xsj3vPJoukCFocPI8L6TjXG277Txenp+F3xrzPIrjBxoXveg8nlfBjU2J6zw20NJ4okL1PMAKHwDGSPw8RsNcqMFp+DzNO39mnqD2PE4BN\u002fpjNPE8qPSXm3fj4Tzz2aikaIrlPLS4PWlB6Po8iIB21VyXBD0m7ElQEU4PPSM7tja9BBs9Q1IUHGfsIT0AAAAAAAAkPfOYs8rqnjA9wQatU\u002fqPJj1oDe3Rmo4hPfjc0spmHCA9a4jUjE1WEj2zpzOgYAz\u002fPHajfnvOJwA9AAAAAAAA6DxTW9o6WEzpPPNZYUQr2Ow8wAofAMZI7DwmNXfiSxX4PDbQ0niiQvU8dvjRsITu9TwA\u002f5+ZzJz5PPYvEl9lZfQ8I2c1LXat9DziypMpTE38PP2Jw5Uvaf08bNDoMhqxAT058u7M2Rz\u002fPCY1d+JLFfg8qPSXm3fj8TwAAAAAAADwPM07f2aeoPY8uWUoa+7ICz1OATf6YzQRPXyG4kMpLBo9S0xe0LLWJD3ycwFPPbQjPQDjr17Tzyk9hPGRxsQCKj068GP2G7kjPSfykElunx89dvjRsITuFT290ToMmGYKPXb40bCE7gU9zTt\u002fZp6g9jwH7a9mD37wPPNZYUQr2Ow80LphP+Af8DwA\u002f5+ZzJz5POsSsruyzfY8NtDSeKJC9Tx1pjxvUxj1PJiMDC4Ra\u002fg8bfkF1yhD9DzkEORzVw\u002f5PGe\u002fq\u002fqxP\u002fo8bNDoMhqxAT0Pq6hRtmYAPQD\u002fn5nMnPk889mopGiK9Tzz2aikaIr1PAD\u002fn5nMnPk8vP1QtVXbCz2l9GHxijAVPf+JOXpoQhc9PfMKj+YfJD20g9QBWvQlPcJZDMlMXS49N+OozZWmKz2y6rbP2tAmPXcDSXMgoiU9slT2dFAzGT0OA9hB35sLPSY1d+JLFQg9BWwrhAYp\u002fDxJ6FtAk530PLOnM6BgDO88QP83c5k18zwAAAAAAAD5PNBaDtIDz\u002fQ8zTt\u002fZp6g9jzrErK7ss32PAef\u002faRm5fI8dGcVPIJK8jwAAAAAAAD0PCb5ASFDwvg87w1J8fMz+zwAAAAAAAD9PAD\u002fn5nMnPk8IfwwbuJ49jxnv6v6sT\u002f6PBTaulgfNAY9KYkX7gVFDj3pDkVrmB0YPUjTPKDvaR49dufYmVqEJj3kiLzWrdQqPXCBPJG2dC49CN0KvX8QLz1eUSn1SWQmPfjdcYb7xiM91w8xHkNXHz0vdrgpTpoSPU7XepFFbgc91T+ATvPNAT3QWg7SA8\u002f0PPNZYUQr2Ow8mi6QIWhw8jwU2rpYHzT2PKKjsw3lUvc8dwNJcyCi9Txs0OgyGrHxPHDEnTmNdu486ft2INUe7TwQs13JYEfwPOv7EpiNePU8FKHNA0\u002fT9jxLPuqahqD6PAD\u002fn5nMnPk8k1uYqadg9Tz2LxJfZWX0PBrhIK\u002flUwE9dCL16GMPCz098wqP5h8UPSOG+PdB9B09Pr8qodvZIz1gE8eA2mYpPUOEBxdLkyo9ewGSn5yiLj0hsKQQbAUkPU5v42VQVSY92WJESt3WID138q2B3NwUPdeFb9PQThE9BOcVOz8k9jy6183ofTzyPAAAAAAAANY8U1vaOlhM6Tyo6oVT0Y3yPEnoW0CTnfQ8coAx9hje8TxwxJ05jXbuPKdZBZnAet48Axe3Gbze2jzvDUnx8zPrPGuI1IxNVvI8Odxjs79U+DyaLpAhaHDyPMFhu58+6\u002fA8AP+fmcyc2TwmNXfiSxXoPFNb2jpYTPk894BBcbmiDD2PSpVgZQYUPVFmmcupExo9cGD\u002fAP4HID0AAAAAAAAoPVt590b3Qy4914fzK66sMD3dA8dBkg0nPc3mW\u002fYXCCQ9RDZ9gCaSID3R9Lt3oBcTPX688w3dNw49ld1XBlaR\u002fTxlRtrVVznpPPnXyFB0AeY8Q4QHF0uT6jzrErK7ss32PJiMDC4Ra\u002fg8mi6QIWhw8jxYFosIAkPtPHyG4kMpLNo850VYMpyo2zwvpONcbbvtPD6\u002fKqHb2fM87NZch+rM+DwuRIn83w3zPKMUrqiHFvE881lhRCvY3DyEKTpP2CfkPL0s4PW1lvY8iuMHGhe9CD1fAvFjsg0VPdRq3+r8mRo9lwGAXE0XIj38\u002fPzYIGgmPYc0P91zPCg9VD9KFvzdMD2\u002fKogar5grPYFOKGaiEiU9qHIRD0l+IT0ju6oFkkwWPcVCbD9Xhw49GuEgr+VTAT3gETxtzmj3PJoukCFocPI8dvjRsITu9TziypMpTE38PKP4VxPKjfk8HcDiBZAF9zwQs13JYEfwPNIfhnN9g+s8HqQwZ23n7Txs0OgyGrHxPB3A4gWQBfc8o\u002fhXE8qN+TxO13qRRW73PEWFK1NhWPc8mi6QIWhw8jz87mNpM9X6PNls38x2+AA9sttd45aHDT3nUZxqEr4UPf2Jw5UvaR09J\u002fKQSW6fHz0GmqSuHx4iPXyG4kMpLCo93qlzHKC8ND39icOVL2ktPev7EpiNeCU9r+JrdtgvID0I3Qq9fxAPPTLECbb36A89zI35TeDMAD32LxJfZWX0PHcDSXMgovU8JjV34ksV+Dwn8pBJbp\u002f\u002fPLS4PWlB6Po8RYUrU2FY9zzEoatzjdr3PFey2xqapfM8I2c1LXat9DzrErK7ss32PCb5ASFDwvg881lhRCvY\u002fDyR7dZcohH9PEWFK1NhWPc8k1uYqadg9Tw\u002f7EX+ZlH5PDbQ0niiQgU9qtmx042NED12+NGwhO4VPeQQ5HNXDxk9s6czoGAMHz1iVmN9nbIjPST42XBbHDI9hCk6T9gnND1fcnpcgnAuPRwVbkSgpiY9jyOMghenID3ybfd0dNkTPWe\u002fq\u002fqxPwo9wAofAMZI\u002fDyaLpAhaHDyPAAAAAAAAOQ8JjV34ksV+Dw\u002fKpgi42z8PC+k41xtu\u002f08Z7+r+rE\u002f+jwv51+ucEv7PLMtTJ9Y3fg8gE+N+JZf+DzEoatzjdr3PCNLTRETlvs8KZpo3YUHAT058u7M2Rz\u002fPMAKHwDGSPw8mi6QIWhw8jwAAAAAAAD2PNU\u002fgE7zzQE9Sz7qmoagCj1+xCMsQvkSPbz9ULVV2xs98OR3F\u002fBiIj1TYnk9hoknPYBPjfiWXyg92Rxc1QVfMD0Awss5\u002ffMpPdBIIGS8ZyM99YFS95XOGT03+c\u002fab+EEPQAAAAAAAAE9U1vaOlhM6TwAAAAAAADkPPNZYUQr2Ow8AP+fmcyc6TwmNXfiSxX4PEYjTzOydPk8GEkPYonN+zyj+FcTyo35PPsrvNxEn\u002fg8bfkF1yhD9Dyio7MN5VL3POwGFnjo1vg8J\u002fKQSW6f\u002fzxRZpnLqRP6PCY1d+JLFfg8mi6QIWhw8jzp+3Yg1R7tPLS4PWlB6Po8PfMKj+YfBD1wxJ05jXYOPUnoW0CTnRQ9YlZjfZ2yIz2jFK6ohxYhPdCF0lDqLSk9vDItjNQqKz0AAAAAAAAnPQAAAAAAABs9mi6QIWhwEj0I3Qq9fxAPPQAAAAAAAPQ8AP+fmcyc6Tyo9Jebd+PhPKj0l5t34+E8AAAAAAAA5DzNO39mnqD2PAAAAAAAAPQ8JjV34ksV+DxO13qRRW73PGJWY32dsvM8AAAAAAAA7DwAAAAAAAD0PHb40bCE7vU87w1J8fMz+zzvDUnx8zP7PIiAdtVcl\u002fQ82WzfzHb48DxTW9o6WEzpPAD\u002fn5nMnOk8TgE3+mM0AT1iVmN9nbITPTUgiabNyRI9yeA+IUI8Iz0pmmjdhQchPZlYeoQl9ik9L3Zv8p5qIz3VP4BO880hPV6en4XfGhM9qPSXm3fjAT1odE4Xsj0PPQAAAAAAAOg889mopGiK9TzZbN\u002fMdvjwPM07f2aeoNY8zTt\u002fZp6g1jzNO39mnqDmPKj0l5t34+E8SehbQJOd9DwAAAAAAADzPPNZYUQr2Nw8AAAAAAAA1DzzWWFEK9jsPEnoW0CTnfQ8YlZjfZ2y8zzz2aikaIr1PPNZYUQr2Ow8AAAAAAAA4DxTW9o6WEzpPKj0l5t34+E8AAAAAAAABD2io7MN5VIHPUGHYsYy3hI9RsNcqMFpGD0Qs13JYEcgPb3ROgyYZio9AAAAAAAACD3kEORzVw8ZPWh0TheyPf88N\u002fnP2m\u002fhBD1TW9o6WEwJPaKjsw3lUvc82WzfzHb48DzzWWFEK9jsPAAAAAAAANA8qPSXm3fj0TwAAAAAAADoPDncY7O\u002fVPg84BE8bc5o9zzgETxtzmj3PAAAAAAAAO48dCL16GMP6zzQWg7SA8\u002f0PAAAAAAAAPM8AAAAAAAA+jwAAAAAAADyPAAAAAAAAOg8AAAAAAAA8DwAAAAAAADQPAAAAAAAAPA8\u002fO5jaTPVCj2o9Jebd+PxPOn7diDVHh09iIB21VyXJD3eNNr+Tk4qPfPZqKRoihU9Rwg3J3xjNj2ZWHqEJfYpPS\u002fnX65wSxs9iuMHGhe9CD03+c\u002fab+EEPX7EIyxC+QI9oqOzDeVS9zzQumE\u002f4B8APfPZqKRoivU84BE8bc5o9zwAAAAAAADoPAD\u002fn5nMnPk8dwNJcyCiBT1J6FtAk50EPT45FYxXwwA9\u002fO5jaTPV+jxodE4Xsj3\u002fPE4BN\u002fpjNAE97w1J8fMz+zzNO39mnqD2PAAAAAAAAOA8qPSXm3fj4TwAAAAAAADwPAAAAAAAAAAAAAAAAAAACD1TW9o6WEwJPST42XBbHCI9JPjZcFscIj3zmLPK6p5APah5DAnZdjE92pxuNnIhRj3lhnQ0BX84PcAKHwDGSCw9EEgXgJQ2FT1TVK+ZiswDPQD\u002fn5nMnAk9U1vaOlhM6TyIgHbVXJcEPTncY7O\u002fVPg8qPSXm3fj8Tx3A0lzIKIFPbllKGvuyAs9v48rCYlbEj0AAAAAAEAQPfvvZ8Q+QxE9kr8+A1EuDz0I3Qq9fxAPPe8NSfHzMws9NtDSeKJCBT2o9Jebd+MBPfzuY2kz1fo80LphP+AfAD2o9Jebd+MBPQAAAAAAAAg9zTt\u002fZp6g9jz2LxJfZWUUPST42XBbHCI9vP1QtVXbKz3vDUnx8zMrPUnoW0CTnTQ9CsKs8IILRT3R0loosEVIPfxHse8Yuzs9u\u002fGo4O8SGz29ICrES84ePTjYvAobBxI9wAofAMZI\u002fDyio7MN5VIHPX7EIyxC+QI9fsQjLEL5Aj0vpONcbbsNPdnWB+PrqxY9Cuf2hS8tGz0JYm7fNvEZPSY1d+JLFRg9iMBNmqelFj2IgHbVXJcUPZO3fEuuhBQ9vdE6DJhmCj0vdm\u002fynmoDPQftr2YPfgA92WzfzHb4AD0AAAAAAADwPM07f2aeoPY8wAofAMZIHD1TW9o6WEwJPcngPiFCPDM9MUg7uYA7Pj3QWg7SA880PbBVlsYK00g9UXzd5WycWD0poMDyTuxQPVJCIvDdKEE9BS0NK9buOz2iX8n\u002fnBk4PVikNTIeBRk9v5Kr6ZEEHD3vDUnx8zMLPfeAQXG5ogw9VFMV\u002fIR1Gz1MKJXjAVoYPUjTPKDvaR49mTj0jqLHID2mRLLWzcohPa9fEDkMER49Oq7rGWgMHj0I3Qq9fxAfPesSsruyzRY9h0ruDjEuFD3rErK7ss0GPTbQ0niiQgU9AAAAAAAABD0AAAAAAAAcPaKjsw3lUhc9JPjZcFscIj0n8pBJbp8vPXz+hubPsj09D93htr1TRj04mBJf0C84Pb3ROgyYZjo9mgFJxyrEYT0SSj2bh5JTPfaUVGlY6EM96IwdpaJHRj11kkU+UU8yPah5DAnZdiE9U1vaOlhMCT0AAAAAAAAOPX7EIyxC+RI9HLMoneqYJD2mYqS\u002f2nIjPUWFK1NhWCc9z9XaCg3sJz27UwuvRkUoPQAAAAAAACU9HdhBdd+xJT3BCJFOj4YjPTny7szZHB89uWUoa+7IGz2IgHbVXJcUPU4BN\u002fpjNBE9\u002fO5jaTPVCj2io7MN5VIXPfYvEl9lZRQ9vP1QtVXbKz0xSDu5gDs+PToJhCUDykg9ngRT88r9TD2dY4RL6SpSPWYF2Tr9mU09W\u002fi62dRnXj1T5NZIuxdjPSrGuN1n9Fc9r\u002fnaJn2kTz3h47G+wxk\u002fPb+Sq+mRBCw9Z\u002fDwdcSYGD1vfnDi1JElPVey2xqapSM9UWaZy6kTKj0A3\u002fwhGiYvPavg8VR8Yi89nCeLS\u002fd5Lz10IvXoYw8rPSkD7C9DEiw9kVT7mBTeKz2YjAwuEWsoPesSsruyzSY9GuEgr+VTIT03+c\u002fab+EUPUGHYsYy3hI9mi6QIWhwEj2aLpAhaHAiPfOYs8rqnkA97w1J8fMzKz3QWg7SA880PQAAAAAAgEE9muK0xXEAUj20g9QBWvRVPdxn2en4D2I9R+OWHZn7Yz05iIF9MjtgPflXVW1lf1o9J1rXzO1EUj2kTvMqyHtCPSvh3QbZzDo9Q7wGRfOFJT3zWWFEK9gcPd2Nrek4hSg9JPjZcFscMj16NxJC1Ck0PW5sdg4wmjM91DMJ2VkdMj3tyGScvDoyPRCzXclgRzA9d3BhSrJSMD0Wl4ovR1sxPWh0TheyPS89Pr8qodvZIz01IImmzckiPa9fEDkMER49ELNdyWBHID3z2aikaIoVPWJWY32dsiM9xUJsP1eHLj2wVZbGCtNIPYQpOk\u002fYJ0Q9ZgXZOv2ZTT2r4PFUfGJfPQAAAAAAAGQ9","shape":"30, 30"},"type":"heatmap","xaxis":"x16","yaxis":"y16"}],                        {"template":{"data":{"histogram2dcontour":[{"type":"histogram2dcontour","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0.0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1.0,"#f0f921"]]}],"choropleth":[{"type":"choropleth","colorbar":{"outlinewidth":0,"ticks":""}}],"histogram2d":[{"type":"histogram2d","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0.0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1.0,"#f0f921"]]}],"heatmap":[{"type":"heatmap","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0.0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1.0,"#f0f921"]]}],"contourcarpet":[{"type":"contourcarpet","colorbar":{"outlinewidth":0,"ticks":""}}],"contour":[{"type":"contour","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0.0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1.0,"#f0f921"]]}],"surface":[{"type":"surface","colorbar":{"outlinewidth":0,"ticks":""},"colorscale":[[0.0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1.0,"#f0f921"]]}],"mesh3d":[{"type":"mesh3d","colorbar":{"outlinewidth":0,"ticks":""}}],"scatter":[{"fillpattern":{"fillmode":"overlay","size":10,"solidity":0.2},"type":"scatter"}],"parcoords":[{"type":"parcoords","line":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterpolargl":[{"type":"scatterpolargl","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"bar":[{"error_x":{"color":"#2a3f5f"},"error_y":{"color":"#2a3f5f"},"marker":{"line":{"color":"#E5ECF6","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"bar"}],"scattergeo":[{"type":"scattergeo","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterpolar":[{"type":"scatterpolar","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"histogram":[{"marker":{"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"histogram"}],"scattergl":[{"type":"scattergl","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatter3d":[{"type":"scatter3d","line":{"colorbar":{"outlinewidth":0,"ticks":""}},"marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scattermap":[{"type":"scattermap","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scattermapbox":[{"type":"scattermapbox","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scatterternary":[{"type":"scatterternary","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"scattercarpet":[{"type":"scattercarpet","marker":{"colorbar":{"outlinewidth":0,"ticks":""}}}],"carpet":[{"aaxis":{"endlinecolor":"#2a3f5f","gridcolor":"white","linecolor":"white","minorgridcolor":"white","startlinecolor":"#2a3f5f"},"baxis":{"endlinecolor":"#2a3f5f","gridcolor":"white","linecolor":"white","minorgridcolor":"white","startlinecolor":"#2a3f5f"},"type":"carpet"}],"table":[{"cells":{"fill":{"color":"#EBF0F8"},"line":{"color":"white"}},"header":{"fill":{"color":"#C8D4E3"},"line":{"color":"white"}},"type":"table"}],"barpolar":[{"marker":{"line":{"color":"#E5ECF6","width":0.5},"pattern":{"fillmode":"overlay","size":10,"solidity":0.2}},"type":"barpolar"}],"pie":[{"automargin":true,"type":"pie"}]},"layout":{"autotypenumbers":"strict","colorway":["#636efa","#EF553B","#00cc96","#ab63fa","#FFA15A","#19d3f3","#FF6692","#B6E880","#FF97FF","#FECB52"],"font":{"color":"#2a3f5f"},"hovermode":"closest","hoverlabel":{"align":"left"},"paper_bgcolor":"white","plot_bgcolor":"#E5ECF6","polar":{"bgcolor":"#E5ECF6","angularaxis":{"gridcolor":"white","linecolor":"white","ticks":""},"radialaxis":{"gridcolor":"white","linecolor":"white","ticks":""}},"ternary":{"bgcolor":"#E5ECF6","aaxis":{"gridcolor":"white","linecolor":"white","ticks":""},"baxis":{"gridcolor":"white","linecolor":"white","ticks":""},"caxis":{"gridcolor":"white","linecolor":"white","ticks":""}},"coloraxis":{"colorbar":{"outlinewidth":0,"ticks":""}},"colorscale":{"sequential":[[0.0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1.0,"#f0f921"]],"sequentialminus":[[0.0,"#0d0887"],[0.1111111111111111,"#46039f"],[0.2222222222222222,"#7201a8"],[0.3333333333333333,"#9c179e"],[0.4444444444444444,"#bd3786"],[0.5555555555555556,"#d8576b"],[0.6666666666666666,"#ed7953"],[0.7777777777777778,"#fb9f3a"],[0.8888888888888888,"#fdca26"],[1.0,"#f0f921"]],"diverging":[[0,"#8e0152"],[0.1,"#c51b7d"],[0.2,"#de77ae"],[0.3,"#f1b6da"],[0.4,"#fde0ef"],[0.5,"#f7f7f7"],[0.6,"#e6f5d0"],[0.7,"#b8e186"],[0.8,"#7fbc41"],[0.9,"#4d9221"],[1,"#276419"]]},"xaxis":{"gridcolor":"white","linecolor":"white","ticks":"","title":{"standoff":15},"zerolinecolor":"white","automargin":true,"zerolinewidth":2},"yaxis":{"gridcolor":"white","linecolor":"white","ticks":"","title":{"standoff":15},"zerolinecolor":"white","automargin":true,"zerolinewidth":2},"scene":{"xaxis":{"backgroundcolor":"#E5ECF6","gridcolor":"white","linecolor":"white","showbackground":true,"ticks":"","zerolinecolor":"white","gridwidth":2},"yaxis":{"backgroundcolor":"#E5ECF6","gridcolor":"white","linecolor":"white","showbackground":true,"ticks":"","zerolinecolor":"white","gridwidth":2},"zaxis":{"backgroundcolor":"#E5ECF6","gridcolor":"white","linecolor":"white","showbackground":true,"ticks":"","zerolinecolor":"white","gridwidth":2}},"shapedefaults":{"line":{"color":"#2a3f5f"}},"annotationdefaults":{"arrowcolor":"#2a3f5f","arrowhead":0,"arrowwidth":1},"geo":{"bgcolor":"white","landcolor":"#E5ECF6","subunitcolor":"white","showland":true,"showlakes":true,"lakecolor":"white"},"title":{"x":0.05},"mapbox":{"style":"light"}}},"xaxis":{"anchor":"y","domain":[0.0,0.20500000000000002],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis":{"anchor":"x","domain":[0.8175,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x","scaleratio":1},"xaxis2":{"anchor":"y2","domain":[0.265,0.47000000000000003],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis2":{"anchor":"x2","domain":[0.8175,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x2","scaleratio":1},"xaxis3":{"anchor":"y3","domain":[0.53,0.7350000000000001],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis3":{"anchor":"x3","domain":[0.8175,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x3","scaleratio":1},"xaxis4":{"anchor":"y4","domain":[0.7949999999999999,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis4":{"anchor":"x4","domain":[0.8175,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x4","scaleratio":1},"xaxis5":{"anchor":"y5","domain":[0.0,0.20500000000000002],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis5":{"anchor":"x5","domain":[0.5449999999999999,0.7274999999999999],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"xaxis6":{"anchor":"y6","domain":[0.265,0.47000000000000003],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis6":{"anchor":"x6","domain":[0.5449999999999999,0.7274999999999999],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x6","scaleratio":1},"xaxis7":{"anchor":"y7","domain":[0.53,0.7350000000000001],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis7":{"anchor":"x7","domain":[0.5449999999999999,0.7274999999999999],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x7","scaleratio":1},"xaxis8":{"anchor":"y8","domain":[0.7949999999999999,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis8":{"anchor":"x8","domain":[0.5449999999999999,0.7274999999999999],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x8","scaleratio":1},"xaxis9":{"anchor":"y9","domain":[0.0,0.20500000000000002],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis9":{"anchor":"x9","domain":[0.27249999999999996,0.45499999999999996],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x9","scaleratio":1},"xaxis10":{"anchor":"y10","domain":[0.265,0.47000000000000003],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis10":{"anchor":"x10","domain":[0.27249999999999996,0.45499999999999996],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x10","scaleratio":1},"xaxis11":{"anchor":"y11","domain":[0.53,0.7350000000000001],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis11":{"anchor":"x11","domain":[0.27249999999999996,0.45499999999999996],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x11","scaleratio":1},"xaxis12":{"anchor":"y12","domain":[0.7949999999999999,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis12":{"anchor":"x12","domain":[0.27249999999999996,0.45499999999999996],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x12","scaleratio":1},"xaxis13":{"anchor":"y13","domain":[0.0,0.20500000000000002],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis13":{"anchor":"x13","domain":[0.0,0.1825],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"xaxis14":{"anchor":"y14","domain":[0.265,0.47000000000000003],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis14":{"anchor":"x14","domain":[0.0,0.1825],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x14","scaleratio":1},"xaxis15":{"anchor":"y15","domain":[0.53,0.7350000000000001],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis15":{"anchor":"x15","domain":[0.0,0.1825],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x15","scaleratio":1},"xaxis16":{"anchor":"y16","domain":[0.7949999999999999,1.0],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false},"yaxis16":{"anchor":"x16","domain":[0.0,0.1825],"title":{"text":""},"showticklabels":false,"showgrid":false,"zeroline":false,"showline":false,"scaleanchor":"x16","scaleratio":1},"annotations":[{"font":{"size":16},"showarrow":false,"text":"Truth","x":0.10250000000000001,"xanchor":"center","xref":"paper","y":1.0,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"InterpN Cubic","x":0.36750000000000005,"xanchor":"center","xref":"paper","y":1.0,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"InterpN B-Spline","x":0.6325000000000001,"xanchor":"center","xref":"paper","y":1.0,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Scipy","x":0.8975,"xanchor":"center","xref":"paper","y":1.0,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Error, InterpN Cubic","x":0.36750000000000005,"xanchor":"center","xref":"paper","y":0.7274999999999999,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Error, InterpN B-Spline","x":0.6325000000000001,"xanchor":"center","xref":"paper","y":0.7274999999999999,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Error, Scipy","x":0.8975,"xanchor":"center","xref":"paper","y":0.7274999999999999,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Gradient Norm, Truth","x":0.10250000000000001,"xanchor":"center","xref":"paper","y":0.45499999999999996,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Gradient Norm, InterpN Cubic","x":0.36750000000000005,"xanchor":"center","xref":"paper","y":0.45499999999999996,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Gradient Norm, InterpN B-Spline","x":0.6325000000000001,"xanchor":"center","xref":"paper","y":0.45499999999999996,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Gradient Norm, Scipy","x":0.8975,"xanchor":"center","xref":"paper","y":0.45499999999999996,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Gradient Error Norm, InterpN Cubic","x":0.36750000000000005,"xanchor":"center","xref":"paper","y":0.1825,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Gradient Error Norm, InterpN B-Spline","x":0.6325000000000001,"xanchor":"center","xref":"paper","y":0.1825,"yanchor":"bottom","yref":"paper"},{"font":{"size":16},"showarrow":false,"text":"Gradient Error Norm, Scipy","x":0.8975,"xanchor":"center","xref":"paper","y":0.1825,"yanchor":"bottom","yref":"paper"}],"shapes":[{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x","y0":-3.0,"y1":3.0,"yref":"y"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x2","y0":-3.0,"y1":3.0,"yref":"y2"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x3","y0":-3.0,"y1":3.0,"yref":"y3"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x4","y0":-3.0,"y1":3.0,"yref":"y4"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x6","y0":-3.0,"y1":3.0,"yref":"y6"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x7","y0":-3.0,"y1":3.0,"yref":"y7"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x8","y0":-3.0,"y1":3.0,"yref":"y8"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x14","y0":-3.0,"y1":3.0,"yref":"y14"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x15","y0":-3.0,"y1":3.0,"yref":"y15"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x16","y0":-3.0,"y1":3.0,"yref":"y16"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x9","y0":-3.0,"y1":3.0,"yref":"y9"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x10","y0":-3.0,"y1":3.0,"yref":"y10"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x11","y0":-3.0,"y1":3.0,"yref":"y11"},{"line":{"color":"white"},"type":"rect","x0":-3.0,"x1":3.0,"xref":"x12","y0":-3.0,"y1":3.0,"yref":"y12"}],"title":{"text":"Quadratic Test Function w\u002f Cubic Interpolant\u003cbr\u003eRegular Grid","y":0.97,"yanchor":"top"},"margin":{"t":80,"l":60,"r":40,"b":80},"legend":{"orientation":"h","yanchor":"bottom","y":-0.18,"x":0.0,"xanchor":"left"},"coloraxis":{"colorbar":{"len":0.18,"x":1.05,"y":0.88},"colorscale":[[0.0,"#ffffff"],[1.0,"#000000"]]},"coloraxis2":{"colorscale":[[0.0,"#000000"],[0.5,"#ffffff"],[1.0,"#000000"]],"cmid":0.0,"colorbar":{"len":0.18,"x":1.05,"y":0.63}},"coloraxis3":{"colorscale":[[0.0,"#ffffff"],[1.0,"#000000"]],"colorbar":{"len":0.18,"x":1.05,"y":0.37}},"coloraxis4":{"colorscale":[[0.0,"#ffffff"],[1.0,"#000000"]],"colorbar":{"len":0.18,"x":1.05,"y":0.12}},"font":{"color":"black"},"height":900,"plot_bgcolor":"rgba(0,0,0,0)","paper_bgcolor":"rgba(0,0,0,0)"},                        {"responsive": true}                    )                };            </script>        </div>