CSS Stress Page

CSS Stress Page This page illustrates how universal math style sheet handles deep nesting patterns.

Superscripts, Subscripts

2, 2³, 2^3⁴, 2^{3^4⁵}, 2^{3^{4^5⁶}}, 2^{3^{4^{5^6⁷}}}, 2^{3^{4^{5^{6^7⁸}}}}, 2^{3^{4^{5^{6^{7^8⁹}}}}} A, A_B, A_{B_C}, A_{B_{C_D}}, A_{B_{C_{D_E}}}, A_{B_{C_{D_{E_F}}}}, A_{B_{C_{D_{E_{F_G}}}}} A, A_B, A_B^C, A_{B^C_D}, A_{B^{C_D^E}}, A_{B^{C_{D^E_F}}}, A_{B^{C_{D^{E_F^G}}}}

Prescripts, subscripts and superscripts

A, BA_C, DBA_{C_E}, FDBA_{C_{E_G}}, HFDBA_{C_{E_{G_I}}} A, BA^C, DBA^{C^E}, FDBA^{C^{E^G}}, HFDBA^{C^{E^{G^I}}} A, BA^C, DBA^{C^E}, FDBA^{C^{E^G}}, HFDBA^{C^{E^{G^I}}} A, BA_C, DBA_{C_E}, FDBA_{C_{E_G}}, HFDBA_{C_{E_{G_I}}} A, BA_C, DBA_C^E, FDBA_{C_E^G}, HFDBA_{C_{E_G^I}} A, BA^C, DBA^C_E, FDBA^{C^E_G}, HFDBA^{C^{E^G_I}}

Stacked indices

A, A^B_C, A^{B^D_E}_{C^F_G}, A^{B^{D^H_I}_{E^J_K}}_{C^{F^L_M}_{G^N_O}}, A^{B^{D^{H^P_Q}_{I^R_S}}_{E^{J^T_U}_{K^V_W}}}_{C^{F^{L^X_Y}_{M^Z_A}}_{G^{N^B_C}_{O^D_E}}}

Fractions

A + B C + B C + D E + B C + D E + F G A + B C + B + D E C + B + D + F G E C B C + B + D E C + B + D + F G E C + B C + D E + F G A + B C + B + D E C + F G + B + D + H I E + J K C + F + L M G + N O

Fractions and indices

A¹₂ + B¹₂ C¹₂ + B²₂ + D¹₂ E¹₂ C²₂ + F¹₂ G¹₂ + B³₂ + D²₂ + H¹₂ I¹₂ E²₂ + J¹₂ K¹₂ C³₂ + F²₂ + L¹₂ M¹₂ G²₂ + N¹₂ O¹₂ A, A^{1 +

B
C}, A^{B^{1 +

C
D}}, A^{B^{C^{1 +

D
E}}}, A^{B^{C^{D^{1 +

E
F}}}}

Operator with Under Scripts

U, U n > m > k > 0 , U n > m > k k > 0 , U n > m m > k k > 0 , U n > m m > k k > 0 n, m, k

Operator with Under and Over Scripts

U, 2s U k=1 , 2s U m, n=1 , 2s U m=1 n=1 , 2s U k=1 m=1 n=1 , 2s U k=1 m=1 n=1 enough

Under and Over Scripts

Base, Base under , over Base , over Base under I under II , Base under I under II under III , over Base under

Multi Scripts

A, BC D A E ^F_G, HIBJKC LMD^P_Q A NOE^R_S ^{F^T_U}_{G^V_W}, HIBJKC LMD^P_Q 24A³₅ NOE^R_S ^{F^T_U}_{G^V_W}

Over and Under Scripts with Braces

over brace Expression Expression under brace over braceExpression over braceExpression under brace

Cases

F(x) = sin⁴(12x²)if x > 0 sin³(x)otherwise G(x) = 1 + x²if x > 1 1 + x⁴if x < 0 1 + x³otherwise

Matrices, Determinants and Vectors

A₁₁ A₁₂ A₁₃ A₁₄ A₂₁ A₂₂ A₂₃ A₂₄ A₃₁ A₃₂ A₃₃ A₃₄ A₄₁ A₄₂ A₄₃ A₄₄ X₁ X₂ X₃ X₄ = B₁ B₂ B₃ B₄ det A + B C + D + E F G H + I J + K L + M + N O + P Q A B C D 0 E 0 0 F G 0 0 H 0 K L M N P Q R S 0

Fences

BRACKETS BRACKET MARKERS Top Marker Bottom One

Radicals

A + B, A + B, A + B + C