Codeception is very nice and powerful tool for defining acceptance tests.Internally it uses Mink library to interact with browser.Whereas it can also run tests in headless browser mode as well.
To define our acceptance test we have to add tests under the respective folder(acceptance).
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)
In order to generate our first test , following command can be fired : -
codecept generate:cept acceptance seleniumtest
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E5SXE5SXElWeHCz6Vl5nmlmiFLvWipSWxtGVvmS1Y6ZKud8tUeBWXjBOMbgxMbQnsNOmrdrcZtErjRAIfU6wMOPlK1xqhPtdancnKBSgcXuNqloOYXqVlG2QqjDpndHCE1NTi2zB9bbhtbbsViuz2xtVlsbRqxNo4sYTWIKFFWb8hSN2SpxcIzfFiDlupBcxWWwFwpMFUMUCrH6l8so2Qq7VvEKum1U3HvYnGPg4xYRSwVYnW7UH6nIbfDkN2uz2jTpTYvJDXOx9fPRVfPRlROPy+delykuZ8/eS9n/Ham+kaa6mqKIjRRdj5eeiZGEsIbOxU9diJy9ETE6HEnfYb1cvSznd8dboPEflB4IGWXiyrbNgMUsYf00t1W59OA+2XN+kE7voXvR/lnenXHvxF7W35bNeLPIsTOOzKsE5FOihg9GWknatIuauxU1FgIVvRYSPTYaUqSMzzJmRjJmRjJ2RgJ7eqk5/AJdnH4BDvZxQRZaILsUqIc63KS3LWfm9ZZ3Onm0wz2v2mZeXhmrmV0uU2y0iFb6ZKv9ijX+mojEeZwTbNmY1izOazZHNZMxx9Gh7Kn6f8O3UHoTuPGsGZjWLMx3BiFELrduDGk2RjSbDRnH0OHa5oFNQcROpg1NTS54SwhW4Kag+hYrGBjcHJjcJJ2iuM2ufCCasrw0bZvrb+/+tfoaHQfbfXsJ/96FKtsdbNNHjW9ZzN5HdKVdgmlNslKm53Ds7bQahZbm7CwySsJRzShxdjkWeLvMMs+ftRsibuN0O3emkFz9aC5atBESWCqZIlxezbP129TWd9iOVbuc4SeR/UtltEW0J0oR9hjLOw25ncZcjpsli62bi66Gs/SaR8Vae7nT36Zrb6ZobqeqricJL+YIDsXJz3Nk5zCx1vdmTnW923Hf5oDrKD0c5/uyb0Oq1OeV1PQ+DlwdTsj8HNBIE+rwMN6tIUSc7s6O2MXQcm1q3MydoyrO21zddRcHT4Ce9522QTl6kIT5ZcS3fg5pXqcUGmZeQ2ipSaxtXVsuV260ilb7Vas1WQcRQjdqt8QTm60ZB9D6FjC0ObI1ObI1KaoKQp9WNs6tSma2hRNTSd8iNDDIZF2U6TZLHmAEELowZBIsynSTCccZl5vDrsWbQQnN4YnN4YFNQfRsTiBC9s35DRBKHRj9QbG1/PvowMZWrtZPdV6v2q9T7nGqFe51qvAWu3GktP2rrvqHXQ0oov2dvbGji+hpu7axpZbRym1jC63iK0tYmuz2FqcWJE8Ym0SWZPuIITCE0VLDS3lvzhUnj+8VD9sSbiN0MHyvObyX6CweKG5VmiuYTRorrYXnsmrEpirBsyVNpnslPcCoRfR/aYKNyq3V2nfYnGPsaDLmNdhyOLr01t0yY0L8XVzMTWzkZUzL0qnnhRrvsmf+G3O+O1M1Y005dVkRWi87HyM9Ey0JCRq7GTE2ImXo8dpuf7ChI9+FriDibtFfjJeYQGTXSJb5bvvdDF/KNzdVuflaAfUZHutHd/I96P8d/YqyJMC5uc8u3N7S+etq3Mwdu5cXUj02Gne2Gke4+qog7DnmPPq4h1dnZOfa9OlZeYhYtIy8xpHrM2jtJ+Tr/b0Vh9A6GbdxuDExtDkxrBmc2RqUzz1itbwXXQsceiVeGpTrN1syzmGUFSpdnNEO53wIUIIoQ9r27SbI8LaQwjdbdoc0bqWiJGG1mDtIXQsYXDTwQK6nthzPPiLD+9uDE5sCOqi0Ac1DWr72TvV2gDrEK3N1dnP23UrVruxn+te7ZKxZuzwAVnK0q0wls6dq2sesTaXhiMUnkRfgUEdli0ORyg8YUj15CC6WGTBB2frhOZalrC3Y2SzdwJXKghDKCxmAHs+uxk+R+c3YKocMJX3mUp6Fgu7jPmdhpx2Q2arPrV5IbFhPrZ2LrJqOqxs6mmJ5kHB5Fe543ez1DfTVNeTFZcS5BdipWd4khA8P0fyRd3pH+XAa9f7OTeWbm/ueNz6OVdrKmgs3Y5v5PtR/r4mCUQgf1u6zwinXVl+jsjVRTiK5CDsaR7b1UmxqAsm4rBsrg45mDlf/Rw+2LraJV/trYlAKLJgYkM4sTGs2RzRboqnXo1Ovyp7hNCjYduLqVejU69Gh+reRehu0yvxUN276FhibjTCbq+JfjE1fBc3wC8eRlOJHw6NTG2OUI4QG8Fjh9CxBOHGiHZD1BRlK/GBUKTZKHmA0APhsGZjeLDmIEK3GzaGJjeas46hb4TCCW3cYartrfr1wXHhLYRu1tHHZPtrDlBvRuT3Vx9AR3l9+PQ7TfQH6Nfpmr7e6l/TDXJ6qn7N5P1qoEu+kvlb5v8vM6QrHdKBawhdu/cSL/pV8nhbe+UvEUIIXSmzto5aW0et2NWl3EXobn/TiLUJn2knWmoULRUmfIwOlReIlgriP0aHyvOHLfXD5vphc11RGJ3l48fN5vjbCN0Ou4gXHCzLGVQ+Ooi714NNXtwtqvXPD3yMUFiswFTNaFDxkO4wOlCaLTDF3kToQGmWwFTVUPozhM7mLhb3dJ1iunWFn9gwF1c3G1U1HV6ufVqieVgw8XXu+JdZqlvpyusp8iuJsotx0rO8sZCosZORo8dfij/zqHDxZzu/O9wGjfhHYYGRYyKq7M8YkazKYFG4u63OywH31zr1m3Z8I993+mzr8n1L3mlr5bWoyr09ncCxs4H0c57m6hxdnQdj54Or442F2Ls66vZ1MdJzcXauDjmYObaf+8tf/vKXv/yF7d4c/sv4OfrkOfpg6wc1jRMbwskNkXZzZGpTPP1qdIa2cTOvRofr3kXRZdOvRqdfjU4Pf4nQu7kz/NxjCEWXTQ99idC7udNljxD6sLZtalM8NXQXobtN1AuEokqnNsVNUQgdSxRujjRFIXQsQbg5ot0sfYio18LaQwjdacQTdUN3EDqUPS1qjEKHa1o0Gy1Zx7DJG5qcijuMbtdvFH6D0AMh+yqNxsyj6L5QML4uGBfeROhmne26irz7CH092Kda6+ur/jWKyFUN3kDoRs1qj5Keouupegcdjexe6ZKtVKYeQe9VVspWOqQrGb9F6Lf97dL+awgh9DJdslyafAQhhNCRF+3WkqQj6N2K4lFry2j/ZTyyd/ubRpYYNY4sNbSW/wJ9/KR1qV60VD/cG4o+ftJiqRu21BWHYRtXN2SuHTLXCs3xtxFC6GKhpaap/OfYt8UpaxrLfo4+fthozo79GKGw2EFz9aDy4UFEvzZXC8zVAnPsLYRu9VTT7/48Vlkl6DmP0PkC5YMD6Gc8RVmf/Ktfo/8eIc3rNGTy2z9F6GjSXGzdbFT1dHgFnp+b+Cp3/G6W6ma68nqK4nKi7GK89FyM5FTU2InI0c8ivDg/7JM9rhH/KCxgsktkq5zade38KWJ+Vbi7rc7LMffXavWPdnwj34/aqin0dRve+b+LvJS77yDh4NhcXSAPvHqydOLPXm7V0nk+CBs9FhKNXZ0Ei3VTYpurQ2wnx/ZzjHXDL9j/euXnRLSfozT9anR6JulD9GUzfv2q7BFCH0Z/+SFCj4bE09NJHyL04bF3EXo3d1rs5OfuNm2KpzZHtNTr0ocIPRyiDsIKaw+hYwnCzbacY+hwbSt9HLY1+xg6XNOiEd5Bx+IFU/GH0e0HUehwTfNAzUF0NG5gXTixXvgNOpiltV1I219zAEUW4DPq1MKb6CivH59Lt9ZfG4FQRK5qrTbjKPpa0Ktc7VEKbqCjUT308daeqnfQkYiulU7ZxMv37AfrvcoySf9VPC03ttzWXvlLdOQF39o6am0pC0coPAUfbBVbm8VLyXcRQh8/a6Mm5xpay3+BUGjJUv2wBSv+DvpFvIq6WuJ2D3ZyWPG3ETpYliM01wiVjw6in8cqawbN1YM9FxC6UEC5NOo4bEEYQmGxAsrMVQt6Ljis4Js99GFZhA6UZQ6YympLfmrf5CdPxbHU/ByXnzuJ/Zw3+9cd/10OsHa9nwNL525NeTFoO64d3873nfwz1benXZ2r751tXvkTwolnqr+BOvDqnaVz5ep8MHZup+uiGVdHWbozPAnrnibSc3FS5GDmnP2cw/ycw/K0zLwGkf3xVnz+XP3G4MTGkGZTpN0cmaKsG6WpV/zcY+jDujZ8Rl0TdQgVe7W23GP0f5nz7dDdplcjtJ8b0TJ+bqP0IUIPhSLthki7IRLW4OOttIGjrpZowdfJaqbiDqODWTW3UWTRhPA2OhqXFYk+qG4cXxscXxsc18R+gBBCN+vWBOPrgnEt7wN0IEMzoF7rV6/19+EjqhG5qrU+JZ6QE1DTcrY5OYRQRKZ8pbOr8h105GXXSods4uV76FcpE+2SZb5kmS/BJ8z1X0XoSvly6+hyK7/il+jI8zZri5g6Wy7Z7uhqXyhCoSVLDaKl+pbyXyAUWmypG7bUDVOnzdUWhSEUFj+Ej672sC+MiLuF0K3u6kFT9aDC5t4EPRcQOl+geHAA/SxGUSUwVQlMlQUvEHoRIzBVUeo+j9C5AvsT6ahmCB0ozehfLK0t+Sn6l7uVeuoS15b5xIa52NrZyKrpsDLtk2I7P3ctRX4pUXY+TnqaN3Yyauy4l35uH1g68W53dW7Mwdb3OrtRrH55Xk1B4+fA0u2AdsTSsQzTjh9I9Xyk1f57R/xTRjejXF0gZ+mIr2UWc1s6R1f30idXFzV2KppxdZIQ2tJRri5WejbWyc9lcM7POfs8x+tb5as9yrW8+wihYzEDG8LJjWHNZunDY4lD1FwavgxiRDt0lz5Oig+PIsf/4oskNke0Q3cQutO0KWJe0EdR7zRutuKLZwepW58gfH2r3S1OhLcROpg1JZzcaMRHWr8RDk6sFdxHCKEDmRrB+JpAvSZQrw2o1/K/Ruj+IHXpQ20E+qC61nbdw+ANhG5Ur/YoVmvSjiKE0PtV1fiCVuq6h4FrCF2rXOnorPwVOhLescKXrJQlH0HoSFj7ctsoc91D/xWErpRam8XW5raK/4mOPGuzNoqsjSXh1NWsoqX64aX64aX6onCEPn7cvFTXXP4LhC4WWmqFlGqElppBc82g8tFBdKEAz7Gh8wX4EgdTlcAUcxOhm91VAlOlQPHNAfQznrJywFw50H0OoXP5Jt5NhNCL6AFTRX3pzxBC6AVvwFSZ/wIvjGbetQl/UPHNAfQ/ouXFPbJ77yD0TnFcuz6jVZfStJBQj69vnQ4rm3pSpHmQP/lVzvjdTPUXaapryYrQBPn5WOp+JScix9xe1upScK2rV9qOCyPELk793vl9g/9Efm1EMF3uuuMb+T7Vjl0Y4a+7ewRONs/E8nOUaRN5EmXsWJbO1457GkkyS+dqDpLb1b10dHVEp9ZFMa6OvgsxbenwbU2Qg5nL4Dx/jm3v8Iu0zLx60VLTiLVldJkvoe5X0qtar8s4avvMAyF1ftvDIeZy1JIH+EZ0G8OaqfjDCB2ubWHdlM7hv3ca2S82hzTC2/Q1DUUPqCQHH0Th+5UIJzeEDazrIb4RDk5sDI6vD/bXHEToVt26QL1Wn3EUoaO8/tV+1Wre13TL96vqlGt9ylXawB2N6hHcoN98J22yy3ZHEvRO6kSnbKVDNnCNbvCr5Am+ZLlNspz2JUIIoS/7W0bHn79rK+R/JqqbxP2XELpUarWdD9eyVD9sqS/Gk22qxwdt7S8UWmqE5tjbDmsgLIa+F0lWzMfoZk+lwJzF+4h+96Nv6k3RNxG62V3Rb6roV9w/gP4HT17ebyrv7z6L0Nk8U1m/4mv6ioezX7xA6EVUn6ksl37R132WlexsnuLrAwh90VXWv1iW9xwhdDrHWFBV/N9sTX5zJX+OVzMTUTn9vFSL71dyL2f8dqbq8zTlFXz/OeznosdORI453nCO7Pu243eWCrD8P73kf9kSufpF2/HdQ0D2NJ5WUwCmWAKmHd/I96P88zeGdxvwTj9Wi0yfRYwxX7dPX7L9nEczx3J1W/dzniydN+vXzcFld67uJamrszN2UaMno7Cxk5xiHixB39MEOZi5DO+vb60bWmoQWVjSLxIAACAASURBVJvFy21jK3zpSqd8tVu51qdaHxhfF0ysD06sD01Shz6HNKybhghqDqKoIlc3Exma3HQp4eQmc/dglzcNFjgKnwCHtYbVr1rF6lOu9ClWeu1ku1Fwt3y1OvUo+krQJWc9BEy62iFdaWfNwLVRT4N1cc8R6hbB1JNelxpESw3D9Nzb0BL9sFdmvs1SM0g97LXa9rBXc6WAum+c3f2BbTeE6z6LPrpfZyrrN9HPgV0s7Vss7XWtEmf1cMqpfVE3dfO5HL4+o1WX2ryQ1DAfWzsXXTUTXj79rET7qFDzdd7k3azxm+nq67ZHfslO86SnoiQnIyUnfHru3o4/ojHw8ufcUkBkl8vVkyt3eg/hN+3NR7vu+Ba+T7V9z3WNZMR+kPxu1PFIyXH6wY+UpQv3ydLhKbrtvTCC09W5P2XQebrupfg4626sHg/Csv2czdLZuzrEdnK++blqocX28FbJCj7qip/c2q9eHxhfF4y7eH6XwP4pXoPj64MT1MPBHORg0Rye5cV6uoP9w2FV672q9V7luv0TXVd7FCs9ipVu+Uq3fLlLZlMnlnS50+H5XVLGtFFK/RLPvS23iJebxcvNI8vN+Dmt1I3irLaHdw3Tvo16SCvLsQ1ix2apHLBUDtCPau3HMpXT/qysz1TaayrtxU9rtcnpsV2LxT2LRT2LRd2LRd2Ljs/p6sJaZKvAlei3jO6U12nM6TBk8Q3prfqUZl1iw0Jc3Xx09WxE5czz0qnHRdr7+Rr8CNcbaaqrycpLiYoL8fKzMbLTPGlItPQktnTeKkJyIkJyfO/L/3bEz7JLRJV9gtFO7yT8qQiOrc7L0d5xe+q0ykDbrBNblLdbbxSWdBdLciKKNnYRY59FOE7RHWP0QnTshe2/AfFz/rB0n5JYOn+4uhMRNkt3Mmr0JO3qsKVDGa78nFeqEJirhZbaoaV6kbVRTF3rSj8rYrVHudbL3IbXSb1K6plafaq1XtV6n2q9T7XRR73Arzf6VBu9lLA/o9SjXO+hn7jajaWwqUux1iW3iZ5jW+mQLbdLl9ulVr5kiS9Z4o8t8ceW2rBGl/Ad4NhPXG0SLzeJl5tGlhtHlhvbKn+BEELhCSJrPW3aaoeWaoeWaoaWqoVL1cKlqsGlqkFL1aClctBSIbBUDFgqBizlA+ayfkql/ebSPnNJn7mk11zca8Iq6jEV9pgKuykVYHUtFnQt5tPKw+o0YuV2UMpxlAEru91Zxmw+l7L4hmwnZbGU0WZIw06ucSGufp5XOxdZNRtWMfOsdPpR0dT9As293MnbWRM30tXXUlWXk5QXExTn4uRnYuUhPNmpaNnJaOlJ377/kdITkdLje1wS/4hoH+OrJ4h0MQ3gtCMJfjnOJXCuJpLhjSQXE9mrTxHG3PGNfD/qhF9E/Gt5EisaS7YbxTJ2xyPHPosYs03RYT/3Yti1HFydv/wcgaUjdHWfcvs5Z1dHL3R0ddzGLnL0BDVXN4YVEiUJiXLl5xyU3qpLb6VeZ/L12e36nA5DXqchv8tY2L1Y3LtY2mcqHzBXDpqrhZba4aV6kbVxZKlZbG0dXW6TLPOlK+3SlQ4ZLalN7fbqkK52yNac1c5Iymi1XbrKx89aoMWeQmtlqYUyZ9R9QJrEliaRpUlkahCZGoZN9UOMFuuGTHVDptohc+2QpUZoqRmy0DNqS9ifVQoslQJL+YClfMBS3m8p67eUYXPm5MwKaE9G+bDOxbzOxdxO2nK1G3Pajdntxux2YxYfy5DZZshsM2RgteozWvXpWC36NHulNlNKwWrC0tFaSGlaSHZSUuNCUqPOnRIbFxglYTWwRC9MaFiIr5+PrZ3jVc9FVs2Glc88L51+Ujz1oFD7dZ7mXs7k7czxL9LV11NVV5KUoQmKC/GKc7HyMzGyEJ7sVLT0FPNb44MipSf99cu4e+XPuSV38mZqwdmXSFyaA1v9nt1SwP7cJ2pDXAxrvTjtlT0MuIth5PJY2ye65h3fzvejTm5RJD+Su9bAcbg6hyk6ak5u+OjzIawjz4X4BdvV7WI/N+p0rTGnsbNf4oWrc7J0p6LGPPg5bObSW3UZrbqMNl1mmz6Tr89q1+e0G3I7DHmdxvxuY2HPYnHfYmm/qXzAXCkwVQ+aa4SWuiFL/fBSg2ipccTaJLY2jzJ3VrM2i61NI7SYp9GLl5tHsVZcqml0pUm80ihebhxxED7EaW0QWetF1nqRtY6tISs+3FkrNFcLzdVCU/WgsVpgrBIYKgX6igFdRb+uol9X3keprE9f1mco7TOW9hmLexeLexeLe83FPaYi28wZNWfGzJDldBiz241ZjDOjbVl6qz6tVZ/Wok9t0ae26FJbdCnNuuRmXXKTLrlRl9RkZ6QSGhfiGxbiGxbi6+fj6+fjsOrmY+vmY+vmYxjVUuJh1czzauaja+bsVD0XXT3LVpSd5tiKrJ51VlT1bFSVk6pno6pnI6pmX1bOhJVPPy+bflIy9ahY+6BQ+1X+5L3cyTvZEzczxz9PU19NUV1OUl5MVJyPl5+Nk5+JlYXEyE7xpKd40lPRzF+N3ivK17m9IJPfJpa4DR+RjXN59NDNfI/3x4O26O2cOs4V1v3gcHzKYZfMnd2VvXM7FerK0jnXRuDMyD1coC01yIN8/1PW0bG5k80qncLiyU7x5LtRdpYOT9GNfvpS/Anl54aPPh868kx45Jnw46eDHz8dPPJs8Mgz4dHnQ0cdLJ0f/Zz/Drxu0dK5NnbOri7SJsbScfk5xsy5sHR8fXa7PrvDkNtpyOsyFnQbC3sWi3qMJb2LpX2L5f2migFThcBcNWiuEpqr8Sn/tOhzyMzVg5ZqIaUa4VLNEJa1ZshaM2ylXgxZqxkJrdWDS9WD+JgmpUoBpQqBpUJgKWeJPsRpKu0zlfYZS3oNxb364l5dcc9CUddcYddsQed0Qed0fsd0fsd0fvt0XvtMXvtcbvtcbvt8TvtCNl+PRVs0asIsrUWf1qxPadalNOuSm3RJjQuJDZQnS6hfiK9fiKufj6ufi62di6mdi6mZi6mZ41XPRVfPYTsVWT0XWYU1G1k5G1E5+7Ji9mXFbHj5THj5TJi9XpRNYz2n9axs5lnZzLPS6Wel008dVMLW1JNiLj12pUe03H6qaOpB0dQ3hdr7+dqv8jT3cjV3sydvZ018kTH+eZr6Wqr6crIqNFF5IUF5Lk5xNlZxOkYeEiM/xZOdoo63bvHvOdnJKNmJPa4t7zm4Jgkow+F6+s3eurk+/f/l6GcvXZkSh7koz4drOU/WdmmVnBa6OijpysFQjV0V5u7Ase2z1MzKiSiph9XEHmS2mWNG0v4iRCwnf2wrw/1RV2fT5vEwq/OwOPcIFHCd3LoIfidPRe9WG2cTU629nwsbYczcx08HP3oi+OjJwL88HvjoieDjp7SlwxN1u93Pjbq5L6AruX/IG4erO25v6U5EuvdzDk7OztW1Ua4ug0/N1WV3GHI68HSdoaDLUNhtLOwxFvUYi3sXS/oWS/AVl33YVJlK+piT+hdLek0lfZRK+0yl/aZSfHrZgJl60W8uYdRHi3VkE4s588x2lLPbRJ1t1mXM6zLmdRpyO3S5HQvZ/Lls/mxW23Rm21RGqyajZSKjeTytaTytcTy1cTy1cSK1UZPcoE1pnE5unE5qnE1qnE9sWEhowMcZF+LqF2Lr5mNq5ng1s9HUxNVMZNVMROVMROX0y8qZlxUz4eXTL8qnn5dNPy+dflYy9axk6mnJ1FPKDGkfF2sfFU09KtI+KtI+LNI+LJp6UDj1oECL9U2B9pt8zf18zf18zdd5k1/nab7O03zlpN/a616uk3I093ImXerLnIkvcyYddDfbUfdcKmfybvbkneyJ21kTtzInbmaM30gfv56mvpaqvpKsupSkupiovBCvOBevOBurOBMrPx0jD+H5z8yBpfODpWP8HGPaXP1sUTdgc3WXtXDxp+HM7+YYLclnEfhSPvrjL0dd3jja/jfXyeQ5GT43HoX6oOOvMDusU3u6md296V3Xw/J5zNHJky7cj7uRZ/wcPcLse5fY7mDCLpudl+XS2H1kGUEHV/oZp5wto+2oK1i67dU2+LlgMHN2U3T2fk507MUwbeYG/uVx/28e9f3mYd+/PO7/6MmAzdK9GD72Yjggfs7fU3Sklu6lh6f3ck3X0X7uRKQrP8dh5mxq06W36TKwq2vTZfJ1WXxddrs+p12f3aHP6dDndhryaOV3GvK7jPnYWnUZ6TP6DXmd9H/pd/NZp//brgDoWsxlq9NoOxGtw5jNHO6klck34rPQ0tv06a36tFZdWstCastcatNMctNUcqM2uWEiqUGdWKdMqJPH18jjauRxNfLYallMlTymShlTpeZVTfCqNNFV2ujq6aiq2cjKmYjKmYiKmfCK6bDyqeelU89KtE+KtU+KNI8LNY8KNQ8LJh8WTD4s0DzI13yTP3k/b/J+7sRXuRO/zVHfy1Hfy1bfy1J9maW6m6X+Mmv8btb4HazM8TuZ47cz1bcz1Lcy1LfS1TfT1TfT1V+kqbBuUFJ/nqa+ka6+kTZOvUgfx/o8zVHXU9lS20tlL/X1VPW1FC5dd1Cq+lqq+mqK+mqK6kqy6nKy6lKSKjRReTFBeR7buDjKxtk5OT+aOdrS7fjvcoAVID/n3me4uDvuyCdhI5+8EH3ygr7E7IXo2AvRJy/wzTxd3dsM3xbf/o6gx8Icrk1j7u0upm8cJXbxo+nyF9ZuCfZGI5+y7ylP34zqU1b740z7cLv7ILBPwbHVY6uKbQ0ZS0ewpiKldoMcPvppmJgZSecborqsmbJi1M7D5d3s2HsXz3eeY/tvlr1jnRQIxm5b5Ac/58nVBbufO/p86MizwY+eCLCZ++eHvf/8oOc3j7ClExx5NohPpwugn/ObpXP9ffTs53x3dU5+zqOTS6NFL1lIb13IoI/G0pdN6DL5usw2fRafUiZbbVi2qb5Mvj6Tb8jkG2yejBHfmMFWmzGjzZDeSol1gpo+tUWf0qxPbtJhJeEjoY3ziY1zCQ1zCfXTcXXauNqJ2JrxmBolr1oeXSWJqhiNKBdHlI28LBsJLxGFl4yGlUjCS2RhJcqwUvWL0vEXpZMvSrXPS7VPS6YeF2sfF2kfFkx+kzfxdc74V4xLy1TdzVDezlDdylDdzlDeylDeSld+kaa4kSL7PFl2PVl2LUl2LUl6NUl6LUl2NUl+NUl2JUlOKVF2OVF+OUF2KUF2KUEWGi8LjZeGxksvxssuxskuxssuxMsuxsspJShCExWhicpLicrQRGVoooqtiwlsKdm6kKBw0Pl4LCW3LsYrLziJ/qziXJzibBzl4ajZuBh5CE8eEiAbt4+m6Pxxvo6zn3P2GS9on+Hg2PDr58NHnw8ffTbE6Ah+8Xz42HPRJy/sH78TNnIsbAR/6hj+FH0GDCP6BGfmajV7c+PC4jA+xv6hjU4XwR19MUT/1S46xrZoeDaOdVLO0edDR587lWR3DR3jOxljN3Y8QkKdz+55ZTkM8sgneCSpoWM07HgmUJidzcV9/yTchTN2fJ6Y0/26XHpoRy+I3Srb1YGl2y4F1NIFsZ8LFx8LEx19PsSenPvnh70fPuihp+gEzIl0gfVzniydb0ddPbi6cDfyxtUh38wcpZYFR7Vi6dJadOm00lrs41ALmU9hd6hPb9WnU/NqtFoNaSylthiwacOy+bYmXVKTLrFRRx0YpS4sWIirn4+tm4utm42tm4mp1fJqJnnV6ugqVVSlLKJc8rJMHF4yHFY89KJY+LxQ+Lxw8Fnh0NOCkaeFY08LpU+LFE+KVE+KJh4XaR4Vab4pmPymYPJ+/uRXOeP3slR3M5S30+Q3U2VfpMg+T5JeT5JeS5JeT5ReS5ReSZReiZdcjhu9FDsaGiO+yBNf4I1c4I2c542c54nP88TneaPneWPneWPneKPneKNneaNneaNnorHEp6PFp6PEp6PEIVGjp6NHT0ePnY4eO80bo5+8Kz8Xq8A6H6fEOhfLSMHW2Vi5s87EsKXg1llXoqbfGLENHI86DzcgNm5/WTqZv10dp8+wE2PjhEeeCo88GfzYXkeeCilXRxsgfJuoo8/ps5ifCo88Hfz4ieAjJ9FnNzs4PJZsFsellRExNo72i4NHng2yw9LXwVGNbWbumfDI08GPnwrowgbYJTlWRUUY+SRc/NnL0eORY6wT6bjXlOR4pOQ4PvQcLqYG+anwyNNBLOd0R56xHZ6I6fsxOw/qapReDB910+AILadRZds7PGNnu6hlpzf4faTAWbqg9nP283MDv3nU/5uHvf/8sPc3j/o+ejzw8VMB+xS6HfRzPh919aOrszN2Dn6OMVvS2W8nDK/J9B2jcQfpPUjtpHH9d+P61+OG19S/htfj+tdql9K9Vum+c5BygZKCrfnfKeZ/J5/7Vj73rWzulWxuQzq7Lp1dk86sSqaXJVPWsaml0SnLqNYi1prFGrNYYxFrlsQaq1i7ItauirXrI9qNEe2mSLsh0mwMazaHJzeEE+uD42sC9eqAamVAudKvXO5TLPcqrH0Ka69iuVdu7ZFbe+TWbpm1W7rUhSWxdEqW7GV1WNLBUrvttRWrU4pvd7yCHzjWLV/tVqx1y+3ut+d47z2bVrsUq9STylxozRc5ptgJ+VZ5MIljrXkv6inDq52ylU7pSodkuUNibR+zto8ttY9Rd2Hkjy21j1kZUQtHl/ijFqy2UQt/FLe0to9Z2yWO4ts+ZWmjZG4bNbfZ/mtpG7Xwxyx8VlK2mFDMxu+chc6FP2Lhj9G1UWGtdkGkyx229g5V2RXGZxVGR1jukC53ylY6ZdxfGbuh7sRPlJGudNKp2+36aGHJofsue8o5UG6G0ZXswnZIbV3rlK12ylc7t/KDANoRufphdLdT2IWif8nxV2alU7Zi/221/YzwRy38saV2yZLdjwPehqnNeA9JyinOzyIHMxedXvHWB1e2U29/cPXtw1jX3v7w2n8j0NteCEe+8vbhS29/EPr2Bxfefv/8W++ffeu902++d+rNd0+++e6JNw+dePPQ8Z8cOv7mu6fefDfkrffOvPX+ubfev/D2B6Fvf3D57cNXKH1w5e0Prrz1/uWfvHfpJ4dC/+nQhX88eOHHB87/+MD5H//6/I9/fZ56feD8j3997g1KZ9+wvT73xq/P2TVzqYNYF3588MI/Hrr4j4cu/tOh0H96N/Qn71168/3Lb71/5a0P6LE67NU4gPa3Dl+jvmUfXH3rgytvvn/5zfcu/eTdUBd67xIlesk/YR0KpTZFh2ZsMe0PXfzHQxf/8dAFJ12kt2osOjhLboNTCmVnwWLFxBFs7d/EX1j8EXZVB2m5KIz6xv3kvctvvn/5Ta++dLZxvoLH2e1IHgqlctED66rvoY6ffZe1CtzGdJCr+Lhf77N/geEnZS+IZAe6S0TVfPjq24evvkV9X+ivjP03nf29ePP9yyxR2zAIC7GPhE4YXr/1wRURAAAAAAAAEDyAnwMAAAAAAAhuwM8BAAAAAAAEN+DnAAAAAAAAghvwcwAAAAAAAMEN+DkAAAAAAIDgxubn0sDPAQAAAAAABCGI/eAH8HMAAAAAAABBB2I/xQv8HAAAAAAAQNCB0uz83Hfg5wAAAIKdH/7ojfz8kp2uAgCA7YPl51oWwM8BAADsAX74ozd++rPDYOkAYP+AGDMHfg4AAGBv8MMfvbG6tgGWDgD2Dwg7OfBzAAAAe4Yf/uiNv/zlL2DpAGD/YOfnxsHPAQAABD/Yz4GlA4D9g83PpYKfAwAA2BMwfg4sHQDsExB2cqng5wAAAPYKbD8Hlg4A9gMole3n9B78HEIIIRSoUuzxb9itVOL3kvYkOzVE25x3x7eEHS8ACAoc/Nyf//xnq3UFLB2wU8BudBtg+blm//s58saB80+7389xBw+WL0Aghogk4I74uR1cKbv/N3H3V7izbM/4sP3cn//853//93//t3/7N+OiOXCWbj+v9/3cd0J2/JczEGxnj0hyIcbMBcjPke+S2S39uO63Emd71pZHPxcU34EA+TnPW3BgtkmPEXZqpez+7WH3V7izbLOfY8zcH//4xz/84Q9zcwsBsnT7eb3v576Ts9vcT7BkIc+FsJMLqJ/zbZcMfo797u7/sQicn+MOu/1+TrSjK2X3bwy7v8KdZTv9nIOZe/369atXryYntYGwdPt5ve/nvpOz29xPsGQhz2Xzcym++jnufZvHPV+gRyTY/ZwoSCxdgCrc8e2HO+/2p963W8KewY/jw7ER/vBHb7g0c2tra1arVaFQ/fRnh/1Sg0Mx/o0ZLOznvpOz90Zp1/k55mYlzte3InvcRSTc47prQD4iyAmPbVzGJ4lDUpvHOD404B4lb8fQh74TluTcwOdcLqP50HePNROGIonjMRpJHB/aiHzdnrfexvldwjbOiQjxLSNJEG/7LvJ+W3XZhrAYknocmjm/9cMfvcGYOZ3OgM3cD/7m7376s8OMSHK5rJmkjcuCSSCJRpJu623823d/hfJXG4/43C/ugD6nIxwfEef3gmQ5cvqldf6UD8WQ98v3jru7X4nLENzJXCbw2MbjZ7nrIWnDbkbYKY+1+SUReSWiLW+jWymJsI2/cjn3xd1yr4JwxyGsmSTgVvrubdcCnWvrxXCMHgc+p/O2X1tsQ1IP08ZjFvJ6HFo6v/XDH73BmLm//g//ubqmaW1t7Qd/83d/9YP/w6tcPnfcuSQSfE6Hdvc273Mob2smbOMRwiBe5fL4lr/65fEt7uXuEiH/rfetd9w5l0jkcL8S2s9xZ3UZyCPuPk4Sk7uT7to41+xtDdzLueOQj5W3LQlLdTca3B8M3DhzfJC7IyT1e8zlMb7LtzjiuGtAMs4kNfs8ziS5fG7jsfvuWnqFv2p2WYwPY+iuGUlPvf0UYT0e+eu//U/YzP3H//Pv8/NL/uH//Tk+zPqDv/2/d+16d4e368u/bVw28EvfHT7lLqzf++VDbRxtyHNxL/cYx+P4bL0Gh7AuIY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)
It'll create the tests under acceptance folder as noticed below : -
![](data:image/png;base64,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)
Now if we edit the test seleniumtestCept.php, we can see the test definition structure.
![](data:image/png;base64,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)
It looks like plain English which anyone can understand juts by looking at it.
Defining Selenium Test: -
In order to define selenium test and run under a browser, we would have to start the selenium server first : -
Step-1: - Start selenium server by the below command : -
![](data:image/png;base64,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)
Step-2 :- Define the test as below using predefined codeception actions -
![](data:image/png;base64,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)
Step-3:-Configure acceptance.suite.yml with the Browser type,URL etc.
![](data:image/png;base64,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)
Step-4:
If you'd like to run only your acceptance tests, you can use the following command:
Additionally, you can see the full list of actions performed by using the
I hope this helps:)
-----------------x--------------------------------x---------------------------------x----------------------
To define our acceptance test we have to add tests under the respective folder(acceptance).
In order to generate our first test , following command can be fired : -
codecept generate:cept acceptance seleniumtest
It'll create the tests under acceptance folder as noticed below : -
Now if we edit the test seleniumtestCept.php, we can see the test definition structure.
It looks like plain English which anyone can understand juts by looking at it.
Defining Selenium Test: -
In order to define selenium test and run under a browser, we would have to start the selenium server first : -
Step-1: - Start selenium server by the below command : -
Step-2 :- Define the test as below using predefined codeception actions -
Step-3:-Configure acceptance.suite.yml with the Browser type,URL etc.
Step-4:
If you'd like to run only your acceptance tests, you can use the following command:
codecept run acceptance |
Additionally, you can see the full list of actions performed by using the
--steps
flag:
run acceptance --steps
I hope this helps:)
-----------------x--------------------------------x---------------------------------x----------------------
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