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Pleiades Problem (Non-stiff)
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```math
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- \\ frac{d^2xᵢ}{dt^2} = \s um_{j≠i} mⱼ(xⱼ-xᵢ)/rᵢⱼ
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+ \f rac{d^2xᵢ}{dt^2} = \s um_{j≠i} mⱼ(xⱼ-xᵢ)/rᵢⱼ
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```
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```math
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- \\ frac{d^2yᵢ}{dt^2} = \s um_{j≠i} mⱼ(yⱼ-yᵢ)/rᵢⱼ
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+ \f rac{d^2yᵢ}{dt^2} = \s um_{j≠i} mⱼ(yⱼ-yᵢ)/rᵢⱼ
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```
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where
@@ -283,19 +283,19 @@ y₆(0) = -4
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y₇(0) = 4
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```
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- and with ``\\ frac{dxᵢ(0)}{dt}=\ \ frac{dyᵢ(0)}{dt}=0`` except for
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+ and with ``\f rac{dxᵢ(0)}{dt}=\f rac{dyᵢ(0)}{dt}=0`` except for
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```math
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- \\ frac{dx₆(0)}{dt} = 1.75
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+ \f rac{dx₆(0)}{dt} = 1.75
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```
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```math
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- \\ frac{dx₇(0)}{dt} = -1.5
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+ \f rac{dx₇(0)}{dt} = -1.5
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```
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```math
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- \\ frac{dy₄(0)}{dt} = -1.25
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+ \f rac{dy₄(0)}{dt} = -1.25
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```
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```math
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- \\ frac{dy₅(0)}{dt} = 1
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+ \f rac{dy₅(0)}{dt} = 1
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```
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From Hairer Norsett Wanner Solving Ordinary Differential Equations I - Nonstiff Problems Page 244
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