1) [chromium] › test_basic.spec.mjs:1295:1 › Symbolic result canceling ─────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "0" Received: "- F - F_{B} - F_{W} - \\frac{F l_{4} - F_{B} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}} + \\frac{F l_{1} + F l_{2} + F l_{4} + F_{B} l_{1} + F_{W} l_{1} + F_{W} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}}" 1301 | 1302 | await page.waitForSelector('.status-footer', { state: 'detached'}); > 1303 | | ^ 1304 | // check query result in cell 1 1305 | let content = await page.textContent('#result-value-0'); 1306 | expect(content).toBe('0'); at /home/runner/work/EngineeringPaper.xyz/EngineeringPaper.xyz/tests/test_basic.spec.mjs:1303:19

1) [chromium] › test_basic.spec.mjs:1295:1 › Symbolic result canceling ─────────────────────────── Retry #1 ─────────────────────────────────────────────────────────────────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "0" Received: "- F - F_{B} - F_{W} - \\frac{F l_{4} - F_{B} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}} + \\frac{F l_{1} + F l_{2} + F l_{4} + F_{B} l_{1} + F_{W} l_{1} + F_{W} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}}" 1301 | 1302 | await page.waitForSelector('.status-footer', { state: 'detached'}); > 1303 | | ^ 1304 | // check query result in cell 1 1305 | let content = await page.textContent('#result-value-0'); 1306 | expect(content).toBe('0'); at /home/runner/work/EngineeringPaper.xyz/EngineeringPaper.xyz/tests/test_basic.spec.mjs:1303:19

1) [chromium] › test_basic.spec.mjs:1295:1 › Symbolic result canceling ─────────────────────────── Retry #2 ─────────────────────────────────────────────────────────────────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "0" Received: "- F - F_{B} - F_{W} - \\frac{F l_{4} - F_{B} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}} + \\frac{F l_{1} + F l_{2} + F l_{4} + F_{B} l_{1} + F_{W} l_{1} + F_{W} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}}" 1301 | 1302 | await page.waitForSelector('.status-footer', { state: 'detached'}); > 1303 | | ^ 1304 | // check query result in cell 1 1305 | let content = await page.textContent('#result-value-0'); 1306 | expect(content).toBe('0'); at /home/runner/work/EngineeringPaper.xyz/EngineeringPaper.xyz/tests/test_basic.spec.mjs:1303:19

2) [chromium] › test_matrix_inverse.spec.mjs:120:1 › Inverse mixed symbolic units ──────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2} + k}{k} \\end{bmatrix}" Received: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2}}{k} + 1 \\end{bmatrix}" 124 | await page.setLatex(0, String.raw`\left(\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack\end{bmatrix}\times\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\ri

2) [chromium] › test_matrix_inverse.spec.mjs:120:1 › Inverse mixed symbolic units ──────────────── Retry #1 ─────────────────────────────────────────────────────────────────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2} + k}{k} \\end{bmatrix}" Received: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2}}{k} + 1 \\end{bmatrix}" 124 | await page.setLatex(0, String.raw`\left(\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack\end{bmatrix}\times\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lb

2) [chromium] › test_matrix_inverse.spec.mjs:120:1 › Inverse mixed symbolic units ──────────────── Retry #2 ─────────────────────────────────────────────────────────────────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2} + k}{k} \\end{bmatrix}" Received: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2}}{k} + 1 \\end{bmatrix}" 124 | await page.setLatex(0, String.raw`\left(\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack\end{bmatrix}\times\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lb

3) [firefox] › test_basic.spec.mjs:1295:1 › Symbolic result canceling ──────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "0" Received: "- F - F_{B} - F_{W} - \\frac{F l_{4} - F_{B} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}} + \\frac{F l_{1} + F l_{2} + F l_{4} + F_{B} l_{1} + F_{W} l_{1} + F_{W} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}}" 1301 | 1302 | await page.waitForSelector('.status-footer', { state: 'detached'}); > 1303 | | ^ 1304 | // check query result in cell 1 1305 | let content = await page.textContent('#result-value-0'); 1306 | expect(content).toBe('0'); at /home/runner/work/EngineeringPaper.xyz/EngineeringPaper.xyz/tests/test_basic.spec.mjs:1303:19

3) [firefox] › test_basic.spec.mjs:1295:1 › Symbolic result canceling ──────────────────────────── Retry #1 ─────────────────────────────────────────────────────────────────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "0" Received: "- F - F_{B} - F_{W} - \\frac{F l_{4} - F_{B} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}} + \\frac{F l_{1} + F l_{2} + F l_{4} + F_{B} l_{1} + F_{W} l_{1} + F_{W} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}}" 1301 | 1302 | await page.waitForSelector('.status-footer', { state: 'detached'}); > 1303 | | ^ 1304 | // check query result in cell 1 1305 | let content = await page.textContent('#result-value-0'); 1306 | expect(content).toBe('0'); at /home/runner/work/EngineeringPaper.xyz/EngineeringPaper.xyz/tests/test_basic.spec.mjs:1303:19

3) [firefox] › test_basic.spec.mjs:1295:1 › Symbolic result canceling ──────────────────────────── Retry #2 ─────────────────────────────────────────────────────────────────────────────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "0" Received: "- F - F_{B} - F_{W} - \\frac{F l_{4} - F_{B} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}} + \\frac{F l_{1} + F l_{2} + F l_{4} + F_{B} l_{1} + F_{W} l_{1} + F_{W} l_{2} + F_{W} l_{3}}{l_{1} + l_{2}}" 1301 | 1302 | await page.waitForSelector('.status-footer', { state: 'detached'}); > 1303 | | ^ 1304 | // check query result in cell 1 1305 | let content = await page.textContent('#result-value-0'); 1306 | expect(content).toBe('0'); at /home/runner/work/EngineeringPaper.xyz/EngineeringPaper.xyz/tests/test_basic.spec.mjs:1303:19

4) [firefox] › test_matrix_inverse.spec.mjs:120:1 › Inverse mixed symbolic units ───────────────── Error: expect(received).toBe(expected) // Object.is equality Expected: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2} + k}{k} \\end{bmatrix}" Received: "\\begin{bmatrix} 1 \\\\ \\frac{F_{2}}{k} + 1 \\end{bmatrix}" 124 | await page.setLatex(0, String.raw`\left(\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack\end{bmatrix}\times\begin{bmatrix}1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack\\ 0\left\lbrack m\right\rbrack & 1\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\right\rbrack & 0\left\lbrack m\ri