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2*sin*|x-2|-x*|sinx|=0 equation

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Numerical solution:

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The solution

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2*sin(|x - 2|) - x*|sin(x)| = 0
$$- x \left|{\sin{\left(x \right)}}\right| + 2 \sin{\left(\left|{x - 2}\right| \right)} = 0$$
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Numerical answer [src]
x1 = -53.440570941383
x2 = 3.70583538981696
x3 = 59.7211324323096
x4 = 66.0013442905737
x5 = -84.8442247525653
x6 = -78.5627179913992
x7 = 28.2118005585577
x8 = -47.0845910305458
x9 = -59.7202847112571
x10 = 72.2317457477156
x11 = 40.8860771570505
x12 = 1.31258929928456
x13 = 53.3735378894492
x14 = 2.66168455227043
x15 = 47.1631220339037
x16 = 84.8446450225787
x17 = -72.2311656200843
x18 = -66.0006500664916
x19 = -34.6087874118056
x20 = 15.8286431587888
x21 = -91.0860398813813
x22 = -97.370536412149
x23 = 147.642606830961
x24 = -9.5974092630847
x25 = 65.9462192211039
x26 = -28.208000372207
x27 = -28.3366003482731
x28 = -40.8842709824326
x29 = -2.22399301638267
x30 = -21.9050611605541
x31 = 34.5061022556878
x32 = -40.7952288319387
x33 = 22.0765444802298
x34 = -15.8167630283601
x35 = -3.53607933881203
x36 = 78.5169014692183
x37 = 9.62864975659132
x38 = 97.3708556758439
x38 = 97.3708556758439